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	<title>Eclipsed4utoo&#039;s Blog</title>
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	<description>Not Your Ordinary Programmer</description>
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		<title>Silverlight 4 &#8211; Custom Busy Indicator Using PathListBox</title>
		<link>http://eclipsed4utoo.com/blog/silverlight-4-custom-busy-indicator-pathlistbox/</link>
		<comments>http://eclipsed4utoo.com/blog/silverlight-4-custom-busy-indicator-pathlistbox/#comments</comments>
		<pubDate>Thu, 08 Sep 2011 06:30:57 +0000</pubDate>
		<dc:creator>Ryan Alford</dc:creator>
				<category><![CDATA[.Net]]></category>
		<category><![CDATA[Silverlight]]></category>
		<category><![CDATA[blend 4]]></category>
		<category><![CDATA[pathlistbox]]></category>
		<category><![CDATA[Silverlight 4]]></category>

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		<description><![CDATA[In a recent Silverlight addition I was making for a website, I wanted to make a busy indicator to show the user something was happening while I was off making web service calls.  To make the busy indicator, I decided to take advantage of the new PathListBox control in Expression Blend 4(and SL 4). We [...]]]></description>
			<content:encoded><![CDATA[<p>In a recent Silverlight addition I was making for a website, I wanted to make a busy indicator to show the user something was happening while I was off making web service calls.  To make the busy indicator, I decided to take advantage of the new <a href="http://msdn.microsoft.com/en-us/library/microsoft.expression.controls.pathlistbox%28v=expression.40%29.aspx" target="_blank">PathListBox</a> control in Expression Blend 4(and SL 4).</p>
<p>We are going to make a busy indicator that will rotate in a circle indefinitely, and it will look like this..</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>So first, let&#8217;s create a new project in Expression Blend 4.  We are just going to use the <strong>Silverlight Application</strong> project template without a website.<br />
<img 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Qr26nBnKaVNRVqZoBJEDnCoHTmJSUlDtv0Qvv0H7Ze3NHvuDPnydujOG4O2XOu9rqTXmiv91hUHpRdrt12dvL8iwXArOefO4lN3lp++88WZ2+svPQkOHWzDmmiYen/nIdcDomeE1guRAxxqR45ON9d/UZ5X8vnuS/K8U/JcE852mXNaSPjGZ+nF/mklIZnlI/benHrsXmLu/Xmn7i/Ivb/4zP1lZ++tOHt3Q0Fl4OBgG9ZEw6RjFyuW3KjlAC2fWpGTC62WQrMQrBQ5s2fP9vj0ZIcph52nG5xnnnCdk+u94FyvL/ID9KVDdpYP23drwtF78SceTDtxf9bJewk595Jz73126u7iU7dXX3oSEBRks18POezfV6r394OIHHj3IHJATKFZCFaKnFmzZvks+MYr6ZRP8hn/xd/2/eJiwIbLgzeVhG8ri9h5LWpfRezh25MO35l45PbkI7dmGG7NPX4r4fjN+cdvLvv20cDAAJv9egCAdSFyQEyhWQhWipzpM6a7JOV5JF/otuSi3+cFPVde7rfeOFB/LXBLRdjOm9EH7o37+sG4oz+NNzyccPzniSd/jj/186enf044/XBx/qsBAYNs9usBANbVmiLn+KmzR74p+PJSuf776xnnfth6/vbub8qPnL1kOPVNTu4pNfbomBSahWClyNEOGxY3dUrs5NgJkybGjB8/ZuzYqOjoUVGRI0aPGjZiuGaYdohGEx4RETokfHBYaHBISODg4EHBQQMDAwYEDAoIDLTZrwcAWFfriJyc3Nwvj+fvOFOx/qRx0+nz+0/l5pw6dSL31Ne5p7edOr/61JVNJy7lWHeXDkyhWQhWihwAcEytIHJycnI3fn0x9euiwyfOcFc4nnNqpaHoq5PnrLhTR6bQLAREDgA0QyuInK1fX8g8e+fg8bO5ubknc0/l5J6SDmiWHLmy6li+FXfqyBSahYDIAYBmsGfkLF269MCBAw2utuXktW/Kny0/ULj0eOmyk9eXnyhddeJy6vH8TYa8ncfPrz96MeXw5YTssg3HLkq3XbNmDT3VrKws0p/SjpUsaRRpOcqrNbiwBVJoFkLjI8feZwMALYWdIyc+Pj4+Pn758uWZmZkKq+3//sGLX387eePZqku/6L69/+mZG7NPXUvMMSaduDLNUD7RcGP2sdLU4xe3Hb9wPOethwiysrIUevlmRk4TVkPkAIAjaxGR02Dw7Mt/WP60+vD1qklfV3yWnb/W8J3++IWdJ84tPFoYe6Rs0YmCtJzvUnIK474uWf/1BXZDEjnSc6bDlKysrMDAwDVr1uTm5q5ZsyYwMJCuQ6qGrSbyU9Hm7PqJiYnsT8k/yQu6Dv1nS6Ze5Oj1+u3btm3dsnXL5s36jIyNaenr169bu3btqlUrV6z4fOnSJSmLUhYkL0hMSvriiy9OnDhhrxoAADW0jshZc/bBmrzH6/MeZXz386L9+TuOnfvq+Dfrjn4/5cjV+YbC1TmXZhwvHnX02rTjxg1HvxNtS/p9Eir0nNnMSExMJNESExNDwiAmJoasHxgYyOYHd3N2Q1HkkGLJzJ5o2xZOvcjZtm3bgKzSgbuMg3aWBmaVDt5TptlXHpldMfHoDcMNU21dnfm3urq6OrPZPHPWrHPn8DwIwDulRUTO/Pnzd+7cqbDa9L0/TNpZGr+7JOXog/mHKjZkX/gi++LYfdfHfX11vqFw9OGyPnsqZhuu7Mv5Ru45aUEQ2BEMmxlkoJP7dsBQJHtEAxpR5Cj/VG5hS6Ze5GzdsqXfDqNLer5Ler7XpiLvTUW+m4tcNxYIafntUy8dKr5X9/JZ5dOn1dXV8dPi8dQ7wDvGzpHTYNgQCV8WJ2UV7Dn2zeTMIs32WzE7rmq2XgvYXjH20NWBe37okHpj/CHjgZyzObm5Cp0UnUCTBgD5kTST2GpC5FglcjZv2tQ3s9h5Q/7eK/fMb16aa58fLLk3OKvEbWNB+3X5S8/cePPy2TOT6fXr15Pj4lJSFiZ/ljxv/vzExESdTjd7zuxZn86aPmPG8s8/t1fNAEBz2DlyLJS6/7vpW41bvz6/7OBF73XXe66sGLiyolvGDWHjzf+cfW3o9pIvT5w/nnsqR/HzBxQihxwznToLDAwU3W5Rzg+6PplDQ+QoRE7Gxo29d5R0/j1yXphrX7x8VqXZY3ROK3BKvZT+3e266mdVJtPrmpoJEyfqDl2Lzb7/6ZE7CSceJJ78cV7Oj/NzfvzsXFXclCn2qhkAaI7WETnHTpzSbSuM019O+er77muuuaTcGL7ih/d019+bYtRsuLzt2LdHc06f5G1IHh+QPgsgCgA2KkRbiTbhbk7XJyeuEDlkBUd+fCAtbUOv7SUuafkb8m7d+PlJ0Z1fUk7f8NIXdlyfH5JVcuOnxzUvnlVWVr6uqRkTEzNqa2G/jLLgjCshm4vDthSHby2O2Fqs2XUjdnKsvWoGAJqjdURObm7u/qOnp20qGrys5OOZpW1nXR+Zct0j7vLItIKtR749cvIMN29sLzExkc7OtWrqRc661HW9MktcNxb23Hp5YGZx901FXdIKXNMLxh4ou/nwSV3188pKU2VlZU1N7eioqIm7Lg/Z8cOozNLRO0sjd12Nzroas/vqpIN3JkyaaK+aAYDmaDWRk5ub+/Xx07P0+Z5TizoOvTggOi9gYcGq/d/vM5w5bu+7zPRh6NYyb9Yg9SJn9erVvXeUCBsLu6QVtEu91CE1v0tagUdGUcDOkh2F914+q3rxrIpEzohRIyftvDx0xw+jdpRG7iiN3lU6JuvqsK3FfTeWjZswzl41AwDN0Zoih9AfPD9x/aXRX1xauOviPsPZ47wPv4FmUi9yVqz4os/OUpf0gsQTFQdL7u8ouDv562seGYVCemH71PwtF+/UvXxWZaqsqanVDNfG774cuefGuC/Lxu8pi9xV2mt9ofOSPKdll8fEjOUeM0EGmqL7as2vkFzJBCwXfe6xscj0LPs0fxNYfpwKmrk5gILWFzlgA+pFzrJlSwfsKnXekL/vyn3zm5fm189fPq+acey6a3qh84aCkKySB4+evqwy1dbWDhkacebmT3lPa0/ee33k5utDFa+/Knu5u/T5wds1UdHR0gOmd8gSExOlDxw2v0IsXFMuctasWRNTfzeRi9ZwU46vXpPPtMHDA7AKRA5wqBc5ixYtGpRV5rwhf0fB3doXzx4/NZnfvNief9dlQ4HHxkLfzZeN936pfm6qfVMbOiT823uPC1+azz387eyDujP335y+V3vq7qu8J+bRUZFsmdzPmBCdTvMrxMI1mxw5ZBfNPFREDrRwiBzgUC9ykpOTg3eXOW/I/+rKffObF7++evbwydOxB8vcNhY6bygIyiq59+jJyypT7Zva4NCQEz88OvOL+ciNV9k/vDxw/fn+68/3Xas6cvfXEaNGSQ9Y+hwg+8BhLvMhEQT7rAedlKPzWuSRevrUoqgo0VZsUSRyRE88snf7uFNntMcXHSTdu+hOofJy0XEGMt9ol8v7oFvp4XE3Zx+N4Z4mQINUjBxo1VSKnKSkpPCvrgvp+dH7jfQ/t4wit4yitqkF67+7XVf94llV1Zu6usCgoAPGR9l3zVmlz3eWPNtVYsoyVu688virH14PGzlc1I5p9ydq3OwL9pOHcpm/02L/DEtg/taK7WEFSVfObsWuTDpo8prUGHmtPIyIqf+MJfZPknPrQ4WWwB6G3HLpcdL90o9lohvSfYkOT27zBk8TQJlC34LIcWgqRc5c3Vztkbvemdc6641t1hU5rS/6JP2yoL/SbUvJ0vN3Xr+qNr95Xfuq2mw2DwgM2Hrpp81ldRsLqvSFlfqCJ/qCx5vzH+66Vq0ZpuW25pi3/+xJ4PW/pGenn3Ik6uJj6gcZdE1uUaKpPFpa7tsTa+xyhcgRlSbw/qJLdPwKy9njFKWslMDkljRypDOW9OzkThNAmULfgshxaCpFzucrVsRPmxYXFzdx0qSY8eOix4wZGTl62IjhQ7WasIiIkLDQ4JDgQcFBAwMCYiZMXHHqVmrRq9XfPV6T9zj1u0dpFx9lXPw5s7Q6QquRa9Dsc1+CJHKkH+HKzjIRNHLYPl2QdOVsJ9vMyGHntWjli/ZL0MNucDn3ONkqoriHJ7c5IgeaSaFvaUGR07lz57Zt27aR17Zt286dO1t3pw5Opcg5evTogQMHDhw4kJKysKTi1tnL5UcuXfvy26v6s8bPj12Zs79w6u6CSTsvjd/+XdzuopTzj5aef7Ts3MPPzz1cfubB4px7Cw03l5/9JTxiiEKbplNegiRy6Nt2gelqud1loyKH/WcTIkc0olL46PEmjHJEZyca9wgNRY6AUQ5YlULf0oIix8nJqU2bNlVVVWaeqqqqNm3aODk5WXenDk6lyKGSP0sufGLeca0m3fh67ZWa5ZdfJ158NfNC9awL1XMuvEy88DLhXNWcEz/OPHw77qsfxmw3jt50ebS+KHJjwZjt10KHhLNFkW+goK8F3te/0pXpibC/A9JHD5QjR7SV6F5OoyKH+7gdGyExvFspCssVjjMxMZENITK64h4eXS66l0NfI3KgaRT6lhYUOWSIYzabuUMcsrxt27bOzs7W3a8jUzty5s+f/9nZx1OPPJhm+GnKiZ8nHH8Uffzx2JwnMScexRz+MWrv7RE7rg/VG8PSirQZV2K2G6fsvjprb9mcfVeTjt4ZHBYqbccUHTEIvMjh/p0juzlZ0mDksNNTloxy6F5ET6yJ8o+gnTtZX3Rsysulp0xXo1/SQf7JRo7o8BQ2b/A0ARQo9C2IHIemduQkJiUN2fZD+PYftF/e0uy5M+TL26E7bwzacq33upJea670W1cclF6s3XZ18v6KBMOt5Jw7i0/dWX76zhdnbq+/9CQ4dLCNf0+UqfdHLXK1J7ccoIVT6FsQOQ5N7cjR6eb6L8rzSj7ffUmed0qea8LZLnNOCwnf+Cy92D+tJCSzfMTem1OP3UvMvT/v1P0FufcXn7m/7Oy9FWfvbiioDBwcbOPfE2VCsz+oRqHkRi0HaOEU+pZ3IXIMBoNOp6P/NJlMWq2WvNbpdEajkSy08DDYza3CxCAlW30XTaZ25MyePdvj05Mdphx2nm5wnnnCdU6u94Jzvb7ID9CXDtlZPmzfrQlH78WfeDDtxP1ZJ+8l5NxLzr332am7i0/dXn3pSUBQkI1/T6TYv69UKW9yETnwzlHoW96FyNHpdAaDgb42Go16vZ78U6/X09cWUiNySIE6nY4kn+NEzqxZs3wWfOOVdMon+Yz/4m/7fnExYMPlwZtKwreVRey8FrWvIvbw7UmH70w8cnvykVszDLfmHr+VcPzm/OM3l337aGBggI1/TwDAKhT6lnchcrRaLRnKCIJgMBj0ej39p9FoFA0sTCaTXq8nYw42jcgSg8HA5oFodEIKpz+iQUICjxYrOjxRgQ0eg2h95aNtUk3/k9qRM33GdJekPI/kC92WXPT7vKDnysv91hsH6q8FbqkI23kz+sC9cV8/GHf0p/GGhxOO/zzx5M/xp37+9PTPCacfLs5/NSBgkI1/TwDAKhT6lnchcgQmWkjYkP+zUcRGDump6ZhDYLKELBQFDJ2d0+v1dFs6lqKryc3d0QJpFjZ4DOxhc9ckE4n0rJtM7chZtnx53NQpsZNjJ0yaGDN+/JixY6Oio0dFRY4YPWrYiOGaYdohGk14RETokPDBYaHBISGBg4MHBQcNDAwYEDAoMSnJxr8nAGAVCn1LS4ycxRuOhk47GBq/L2xq1tD4HSNn7Vi+4cAvvzxSiBwygabVakkHTTplnU4nHZSIxhCNWqjVakm/T8qn8UbTjjvsYO/liHbR5AOj2JtYTaB25ACAA1LoW1pc5NTW1p44cWLv3n27dmV9tXfvoUOHjh07lpOT++LFC4XIIQMavV5PumAy2cU+VmCVyBHqA4YNGzoiEern1kTHJr1z0/zIsdatIEQOAFidQt/S4iLn2rVre/bs2bNnz4GDB3v37n3y5MmzZ89+//33Dx8+VL33wBwAACAASURBVH5I2mg0sr2/0Whke/8Gg8SSiTWhfnKMLCfzbKLHE6STXRZGjtzEmsLRNh8iBwCsTqFvaVmR8/7770dEROTnF/z444+PHj+uqqp69epVXV3dL7/8MmHChPfff79t27YuLi7czdmnBgRBIKMc+k/lyCEzZg0+PiDUZxIdS7FTW3K39C2MHO7ulI9W7u6R5awYOQAAVCuInHbt2v31r399//33uY8PvP/++3/961/btWtn3Z06OEQOAKihFURO586d27Rp85e//OXfef7yl7+0adMGnyRtXYgcAFBDK4gcQRA6d+7crl27tm3b/uNtH3/8cbt27ZA3VofIAQA1tI7IARuzZeS4url7+fYaMHz8mGWbEr869cWxgtXHLq85XrzacPmLwxd1aV+FRsV6eHdX+YwBwBYQOcBhs8hx8+wWMGL8p+v3r957cdz6rN6zEtxChwp9Atz6BncdpPUfGtt/2pLolVlBk+cJ3n7qnzcAqAuRAxy2iRwXL9/AsUlxS7N8R8zu4u4lt1oXL2+/ySnuw+K6eHS18nkCgG0hcoDDBpHj4tm979j5fcendHH7PWxcXN1cXF0FN7ff/3N1Fcg/BcHZy8dtTGLnXsGCq6sNTh8AVILIAQ61I8dFcOsTmThx2R5nL39BEFxc3QVXt7fWcHUV3Nxc3Nxc6pd/oonvpJnigoEOQGuGyAEO1SPHN0Cf/f24Zftd3DydvXydvXt27tars3dPwdtP8PJx8ezq4ubh4koGOm7Onj6du/Vxn7TKdfxyZy8fG1YDAFhZS4+ceSlLtmdu37xpc1p6+tq1a1esWLF48eIFCxbo5s6Ni4vz9PS04r6AUjtyumtmPKt+M3/XhU7hs3zjV4Ys2RW+7MuA5C1+01e6xyQ5D4/vFBLdqf+Qzn1CPgke02H4bOdxi73j138SHtfFw5tbIP3YBfJJE+wHFDX/sxhICWyZcprwGd7kgy2kn/HaTNYqxxKiTxSU/rT5nzNr+SVQ0MzNwSpaeuRs354ZdeT26MO3hmXfHH34Ztj+ipqampqaml9//TUuLq579+6CILjUs+J+HZzakTPk07Q3ZvPVX6oPFP+8u/iXjIv3pxzMH5x2tMeyLz0S0zrP+KJj3KIOExd6z8v0WXKgS8JW50nLOw4c1rFXsLMnZ5RjYr40iHxwuOinzawNy0uQixz22wJFRB/HRz4BVrmDViiNajmRY6jXnF00+XQsqSuwpZYeOZs2bxp5+FbbjaVtNpa6brnaNt042XCrpqbGbDaPHz8+ZVHKguTkxKSkuTrdrE9njY6OtuKuHZnakROzdG9l7a/llTX5D15E6M99HLf271GJH0VMbhMypu3gSKfAEU6BI9vGLOyo2/rhpMUfRUxqNzDCKWjEP7TTnfqNED23Rr85Qk7rihxB5nPHLSyNajmRY6r/+sHm7AKR885o6ZGTlpY+8usb7TOMZvOrGw8f99h6uV3qpeyS+2ZzXVRUVJ/5u0ftvz/uwJ0Jh+7GHnsyZeoUK+7akakdOeNWHr5jep1Z9PjLy4/H7bz0waiUj0ImtQ0Y2b5veIdewZ18+7UfHOMUu/Lvo3VtQ6KcgoZ/HDHug6g5701c+l5USvteYaLSTG9/NSpdyL6QDibYj+UWfcmQ0WgkkzCi7lL0GeSE9NtmRVNk9PtbucMXaeQIki8pZz/UVVqadB2B6ehFy4X6D1Onk5DSU2O7ae4ZKdSACC1KdJpyh6e8XHSc9ETYaTfluuJuLvqkeSt+PC5ItfTIWbt27eivb3bUG+8+rSy684vflssd1uUfLLlvNteNGD6ix9xM7c7yEdtLIneVjt59I3ZyrBV37cjUjpzRa47vLamcf/xuat7jnPKq0MUH2vYd3cE/qKPfoE7dencYMMxpwvIPJiz+aGhsm7CxHw6f8t74lL9NXfvexEX/0E7v2FNcLO0j2IWiTor9+lShPlSEt7/xwcR8DQS3O6Yv2K3YldmvxmBnkxo1ymEPj/6I/eoKUWncddgKYc+d/cJAUe7SAkWRwz0jtgYMBoNc5NDvpmKPTeHwFJaLXohOxMK6arAe5M4XrMWekaPT6fr27au8zooVK2KO3vpEb/xkY3GH9Csu6QUTsssePa38ta42IiJi0Lwd4/fdmrCnLGJrieca4/jx49lt2a9iE97+wH/aKE0M6XdrWuvrZ1odtSMnKOXg4NTvXeK39lx8OHFf2bZv7rqPWd6uR3j7XqHtB4zsNDn1wxn6D0brPho6+e9Rc/46Zf2fZmW+N2GJU9BwZ28/8ePU9ch9eDY/RC9oP04ngkT9IO396ZrcokRTeey0Ejuxxi5vcuSw2L5YrjT2UEUjG51OJ52EpAesEDnSM1KoAZZoNZPMt2+w56uwnD1B0RsIhXrgRo5CPchdQbAWe0ZORkZGRkbG7NmzhwwZIrfO4sWLxxy+6bzJaP6tWjSxFhoauvaA4fzjX4/efL3/evWBW7Vjx45lt2VbG+lc2JvM5LXp7RkMQdLoHZPakeMXt8F71h6nnsPbDIj6aNiSoan52tVn2oTObNM/6pPYtC6fHfvvSes+GKl7b/yiP83c+W9zjvxt8pr2A4Z08ej6+5+IymAfjpJGDvnqPOHtb70zvY1GDtsGpP0d2xNZPXLIWUi/A0muG+WuI+pSyV5ERy40NXIUaoDFzmsRtFju4VmynHsJFOqBGzkK9YDIUZv9I0c5eBYsWBB5+Kaz3miueymaWAsMClx94OS5x+ajN6uP3Hh58kdzZFQkuy3bYkjblXYNJt48MiJH7chxCZ3ea9Zup96jO3Yf2KZ/9J9HrPdZ9p0wY99/j1rnvTivTdLJ/4xZ/Z9x6/7906//MP3cnydvcQoc7uzVzcXD08WtgU8foG8spJ0vfW/L9kfcPqVRkcP+0yqRQ+dzRO/lud2o3Drc4YJ0cNDkyBGtL1eN7FhNNFHWzFGOaI+W1BW7OUY59tLSI0enm6v9+nZ7/dV2+qttNpZ21peMPXLj+avXZrN54MCBSdsMX1X8uv2KKfPK093XX48aNUq0OduS6P/ZlmRi7jRKp9qa+ccErZfakdPJZ6D/1C2dNIs7efd16jf8vzSL/jTthPtnRT4Li7ouKv7bzKP/MX33H2ef+cP4S/8xLqtNcHRnb/8unl1d3N2lRWm1Wtpls+MD7vt96QO7Jt70qXLkiLYS3ctpZuSQ6UG6FftN53KRw12HHVKI3myxy7n3Zth15M5IrgYo7pOEbITI3VJSvtXEvQSiAZxcXbGbK9QDIkdV9o+cxYsXh4aGyq0zetzEuMmTx40fHx0VNXz4iIiIiNDQkMDAoIEDB4wdEz1147G04tfrLz1Jv/Q4s7R62LBhos3JBJpWq6UzKuS9HjvjL52RwChH7cgRXN26DJ7ee+Z+p34TO/gNfk+z4I8TD3+oK56QWtE92fiHaWf+17Tv/3X4d/9vxM6Pgid08unj7NnNxd1DbkqN+y6BGzncPwaUtoEGI4edw7FklEP3wn1ijT0AUf7Rp6pET06zpXHXIT8VnZfofEWTY+wxNNgFy9UAe17SlKUlyx2ewnLRC+mJWFJXCpsrny9Yiz0jRzlsCHd3d59u3ikpKV8azqzcbUjOPDppQ/bwlQc0n+8duerA3MPXUs48nHfs9txDFQlH7g8dOlS0OWk05E2QUP+Wh32sgNsBIXJUjxxB6OLh6zHqC7/4Ax8FzHo/dN7/Hnvs/0wvHbn2h8D5Zf83pvBftWf+ErHx40HjPune39nLVyFv7A5/+dEEJskASHk5vDPsGTmWW5C8YFlBbeK3zz+9UB17/tWkb15Mzqmc8PXD0TvLR24uGbOtZNKOkmn7boSHh0u3FY362YcgBUSODBtEjiAInbv28Yha6z3l6N9HHfxj1Nm/xRn7plSM+qysY+S3f45I+2jguE+6D3L27N6S80aof2Nu76NoZRA5DqsVRI6rq2tiUlK/jeWDt14fpC/rva64x+rLvdcVB+tLx+wun3Ps1me5d5efubv+0lPumEn0d2rSqXxEjpRtIkcQBGfPHh1D5nWKyekwusB5+CW/sYUj4y86jT70P8Fz2/uHd/Luo/A9OnZkZP4IEXnTBIgch9U6ImfuXF3HGbkun550mZ3jMe+bPquLwnaUj8m+M+Pkg9k59+fn3ks5fXfVxafBwcHW3bXDslnkCILgIrh16D36g7C0/wo53D7ohIv2yPthq9r0Gt2pay9nLx8XN84jAwDQSrWOyJn16axPkr7zWpjn/0XRgI3XBmfe1Oy9N9HwcOLJR7E5j2acfpRw9pclBTVBgYHW3bXDsmXkEM4e3dv2GP5hv/gP+01x8td08urp4u7hQr6lDQDeFa0gcgRBGBUZPWXqlEmxsePHjx87dmxkVNTIUSOHDRumGaoZEj4kNDRkcHBwUGBQn/6DrL5rx2T7yAEAR9A6IgdsDJEDAGpA5AAHIgcA1IDIAQ5EDgCoAZEDHIgcAFADIgc4EDkAoAZEDnAgcgBADYgc4EDkAIAaEDnAYcvIcXVz9/LtNWD4+DHLNiV+deqLYwWrj11ec7x4teHyF4cv6tK+Co2K9fDurvIZA4AtIHKAw2aR4+bZLWDE+E/X71+99+K49Vm9ZyW4hQ4V+gS49Q3uOkjrPzS2/7Ql0SuzgibPE7z91D9vAFAXIgc4bBM5Ll6+gWOT4pZm+Y6YrfDxnV28vP0mp7gPi+vi0dXK5wkAtoXIAQ4bRI6LZ/e+Y+f3HZ/Sxe33sHFxdXNxdRXc3H7/j3zAmpubIAjOXj5uYxI79wrGR64BtGqIHOBQO3JcBLc+kYkTl+1x9vIXBMHF1V1wdXtrDVdXwc3Nxc3NpX75J5r4TpopLhjoALRmiBzgUD1yfAP02d+PW7bfxc3T2cvX2btn5269Onv3FLz9BC8fF8+uLm4eLq5koOPm7OnTuVsf90mrXMcvd/bysWE1AICVIXKAQ+3I6a6Z8az6zfxdFzqFz/KNXxmyZFf4si8Dkrf4TV/pHpPkPDy+U0h0p/5DOvcJ+SR4TIfhs53HLfaOX/9JeFwXD29ugaLvsdfpdPSr9pr/rV+kBLZMOUajsWnf76fX60WnYDPc+tHr9Xq9nl1i3SoFh4XIAQ61I2fIp2lvzOarv1QfKP55d/EvGRfvTzmYPzjtaI9lX3okpnWe8UXHuEUdJi70npfps+RAl4StzpOWdxw4rGOvYGdPzijHZDLR/lGv10u/5rWZtWF5CXKRo9Pp2O+ilZbPxoxOp2vaN40q70Vh79KF0shpcBMASyBygEPtyIlZurey9tfyypr8By8i9Oc+jlv796jEjyImtwkZ03ZwpFPgCKfAkW1jFnbUbf1w0uKPIia1GxjhFDTiH9rpTv1GiJ5b02q1yj1gC48c0TejNwciB1o+RA5wqB0541YevmN6nVn0+MvLj8ftvPTBqJSPQia1DRjZvm94h17BnXz7tR8c4xS78u+jdW1DopyChn8cMe6DqDnvTVz6XlRK+15hotLYUQ67kH1hMBjYdfR6PR1Y0BktOrYwGo1kHolsKypKtBVbFIkc+iO6L+kuCLKywlyc0WiUzrZZuBfRWciVZnnkiOqB7o4ev2iP9LXcOqKLotPpbDypCLaHyAEOtSNn9Jrje0sq5x+/m5r3OKe8KnTxgbZ9R3fwD+roN6hTt94dBgxzmrD8gwmLPxoa2yZs7IfDp7w3PuVvU9e+N3HRP7TTO/YUF0v7X3ahqH8k3Rz9Ken4yAva69Ge0Wg0cjtltu+mW7Erkz6dvGaHL3LjD+VO1mg00q1EwWbJXkRnIVda0yKHvmYrVrRHWgJ7muw6chcF3mGIHOBQO3KCUg4OTv3eJX5rz8WHE/eVbfvmrvuY5e16hLfvFdp+wMhOk1M/nKH/YLTuo6GT/x41569T1v9pVuZ7E5Y4BQ139vYTP05dz2AwsMMdbk6QHk2r1dKnDNgukr7pFvV9oqJEU3m0NOHtiTV2eRMiRzphSAu3cC/sWSiU1rTIYUdmbH7LZYb0Koj+2eAEKbwbEDnAoXbk+MVt8J61x6nn8DYDoj4atmRoar529Zk2oTPb9I/6JDaty2fH/nvSug9G6t4bv+hPM3f+25wjf5u8pv2AIV08uv7+J6IySLdFujBp5Oj1etIj02hhZ37oLJkguSUjHTCxOdGcyFHoZ6Vp1ITIoasplNbkiTWKjWq23tjZPzZy2HXoRVG+ewTvDEQOcKgdOS6h03vN2u3Ue3TH7gPb9I/+84j1Psu+E2bs++9R67wX57VJOvmfMav/M27dv3/69R+mn/vz5C1OgcOdvbq5eHi6uDXw6QN0ykvaP9L+nZ0U4g4yGhU5olmjRkUOe8AiokknodmRY5tRjtwe5SKH/sjU0APo8G5A5ACH2pHTyWeg/9QtnTSLO3n3deo3/L80i/407YT7Z0U+C4u6Lir+28yj/zF99x9nn/nD+Ev/MS6rTXB0Z2//Lp5dXdzdpUVptVraObJ347lvyQ316BIT79ED5cgRbSW6l9PYyCHHzP6UPiQtuvtCXzchchRKa1rkyN1k4o6ryKMN3KMSeBcF3mGIHOCwMHKWLl1KXnz++edhYWGWR47g6tZl8PTeM/c79ZvYwW/we5oFf5x4+ENd8YTUiu7Jxj9MO/O/pn3/r8O/+38jdn4UPKGTTx9nz24u7h5yU2rs7A29T8CNHO6fczY4+SM3YKJ7bDBy6F7kbnXQZ8lE8UMXSp9Ya3Av3PGEtDS5yGGrhazP1gM7J8k9MPaklCOHFIUHBxwEIgc4LIycXbt2xcfHh4SEbNiwYcGCBY2IHEHo4uHrMeoLv/gDHwXMej903v8ee+z/TC8dufaHwPll/zem8F+1Z/4SsfHjQeM+6d7f2ctXIW/srml/DQMUno12KIgc4LAwcubOnbt9+/bIyMjY2NjMzMzJkydbHjmCIHTu2scjaq33lKN/H3Xwj1Fn/xZn7JtSMeqzso6R3/45Iu2jgeM+6T7I2bN7S84bof4tv72PohWTu5sF7yREDnBYGDkhISErVqxYt25dWFhYYmLi5s2bhw8fbnnkCILg7NmjY8i8TjE5HUYXOA+/5De2cGT8RafRh/4neG57//BO3n0UvkfHjth5MORNk5Hn2jFGdCiIHOCwPHKGDh2akZGxaNEickdn5cqVjYocQRBcBLcOvUd/EJb2XyGH2wedcNEeeT9sVZteozt17eXs5ePixnlkAABaKUQOcFgeOSEhIdOnT9+2bVtISMjIkSN37drV2MghnD26t+0x/MN+8R/2m+Lkr+nk1dPF3cOFfEsbALwrEDnAYXnkhIWFrV+/ftmyZSEhIUuWLFm/fn3TIgcAHAEiBzgsj5wlS5akpaUNGTLk008/3bp1a1RUFCIHAOQgcoDDwsiZOXPm9u3bo6Ojx40bt23btunTp4sCyd7nAQAtCyIHOCyMnO3bt8+aNSskJCQ1NZU8QYDIAQAFiBzgsDByPv/8c/Ji5cqVjfv0AQBwSIgc4LAwchpk7/MAgJYFkQMcKkVObGzs9m3btm7ZumXzZn1Gxsa09PXr161du3bVqpUrVny+dOmSlEUpC5IXJCYljRw50h7nDQDqQuQAh0qRs23btgFZpQN3GQftLA3MKh28p0yzrzwyu2Li0RuGG6baujrzb3V1dXVms3nmrFnSo/Ly8vLz87PF+QOAOhA5wKFS5GzdsqXfDqNLer5Ler7XpiLvTUW+m4tcNxYIafntUy8dKr5X9/JZ5dOn1dXV8dPiO3Xq9PHHH3/yySdt27b9xz/+0blz56ioKE9PT2dnZ3tUCQBYASIHOFSKnM2bNvXNLHbekL/3yj3zm5fm2ucHS+4Nzipx21jQfl3+0jM33rx89sxkev369eS4uKlTp06NnxoXFzdlStzkyZPjp02bPn3agAEDBg8ebI8qAQArQOQAh0qRk7FxY+8dJZ1/j5wX5toXL59VafYYndMKnFIvpX93u676WZXJ9LqmZsLEiWaeIUOGrFq1yh5VAgBWgMgBDpUiJy1tQ6/tJS5p+Rvybt34+UnRnV9STt/w0hd2XJ8fklVy46fHNS+eVVZWvq6pGRMT8/jx46tXr+bn53///fepqan79+83m81hYWFJSUn2qBIAsAJEDnCoFDnrUtf1yixx3VjYc+vlgZnF3TcVdUkrcE0vGHug7ObDJ3XVzysrTZWVlTU1taOjoq5du3bp0qW8vLxTp04dOHAgJyeHRM7s2bPtUSUAYAWIHOBQKXJWr17de0eJsLGwS1pBu9RLHVLzu6QVeGQUBews2VF47+WzqhfPqkjkjBg1ct++fXq9ftu2beTT2w4eOGg2mwcNGhQeHm6PKgEAK0DkAIdKkbNixRd9dpa6pBcknqg4WHJ/R8HdyV9f88goFNIL26fmb7l4p+7lsypTZU1NrWa4ds+ePevWrVu1alVmZmZWVtaxY8fMZnPPXj0nT54sPWD6hWnkK411Op3JZNJqteRHzawNUgJbphyj0ai8glz57ME3uZxGHRL5ejSKfC9n8+tKRKvVNv9b7CyvfwXN3BysBZEDHCpFzrJlSwfsKnXekL/vyn3zm5fm189fPq+acey6a3qh84aCkKySB4+evqwy1dbWDhka8fptT548MZvNvfv0Hj9+vKhY2mMKgqDX60XdirUixxJy/btOp5P77kvuwVseOQolKx+SwWCQfv2z1SPHUK85hTT5qBqsHLA9RA5wqBQ5ixYtGpRV5rwhf0fB3doXzx4/NZnfvNief9dlQ4HHxkLfzZeN936pfm6qfVMbOiT8zZs3r1+/rq2tffPmzZMnT4qKisxmc58+fRYsWMCWSd5HK5xLS44cuYN/ZyKHFNjMYhE57xJEDnCoFDnJycnBu8ucN+R/deW++c2LX189e/jk6diDZW4bC503FARlldx79ORllan2TW1waIjZbP7tt99+++232traa9eu3b9/32w2BwcHS59YYwcK7EL2haiH1ev1dBaLTi7R+R+j0UjmYUQ9Jtv3sVNSogkx+iO6L+kulA+e5gQ5DLqCqBxuyUajkT0A7iFJK0R6grQcenbsJuxZy/XsdLloX7RWCZqIysvlDo+ddmM3lFaO8tkp1BVYESIHOFSKnKSkpPCvrgvp+dH7jfQ/t4wit4yitqkF67+7XVf94llV1Zu6usCgIPKHOCRy6urq7t69azab+/btK/34NdpNsAtF/RTpkuhPSaiQF2yHTue12J5I2uWxW7Erk46MvGYnlBTebnMPnvR95Ee05+Ueqqhko9FI/0lWljsk5cgRlUPvkNGF7FkbDAbu3Rq6XKfTieqT7oi9LgrLlQ+P/l+0L1HlKJ+dQl2BFSFygEOlyJmrm6s9ctc781pnvbHNuiKn9UWfpF8W9Fe6bSlZev7O61fV5jeva19Vm83mAYEBJHJ+/bWurq7uzp07v/32m9ls7vjJJ7179+YeM7kfznbKohc0ZrRaLe1D2a6Q9sJ0TW5RotkwWprw9iwWu7zBGR7RwdNhFi1N7lDZkkWxqnxIoscH2EctpNN9tBC6AumRpaMHtlrY5aJRCzvXR2tbYTndUO40WWxuSSNH4ezk6gqsCJEDHCpFzvARI+KnTYuLi5s4aVLM+HHRY8aMjBw9bMTwoVpNWERESFhocEjwoOCggQEBMRMm/vrrr2az+bffzFVVVT///PPly5fNZnO7du0iIiLkDpt9PkoaOXq9XjTPw87GEDRy2L5P2uWxnZFVIkd08OTtNjsKkTtUUeRIe0mFyJEb5UjLYTtlnU6n1+v1ej15Idc1s/NaBD1OUY9Pj6TB5XKHJzCDRdFQSRo5ymeHyFEbIgc4VIocokuXLlOnTDGbzeRDo/l+++3Vq1c//fRTfn7+oUOHcnNzy8rKzGaz4CqMGTNG4cjp7JM0cujbW7ZL4nYrjYoc9p/NiRz24OlNBe58EUulyJEbB5CwMRgMZN6PHLC0HEEyUhRNlDVzlCM6TdEBNxg5GOXYESIHOFSNHCcnpylTppjN5pqaWrP5t19/+7XuTV1dXd2bN29qa9/U1dU9fvz4ypXLx44dzczM3Llz5549e/Iv5ZeWlprN5p49e4oeH9BqtbTLY29+SCNH4D2za1K8ey8qgX0hdy+nUZEjd/DsRBY7VSg9VGmvyt7hVzikRt3Loa9JCez5cp+I4z6Jx0YI91aKwnLpC/Y02RAioyu5ylE+O0SODSBygEPVyPnggw8mT55sNptfvXpV+6a29k1tbW1tdXV1TU1NZeXT7/LyvvwyKzU1NSsr6+TJkyXGkosXL2ZlZZHPWBuq1Zw/d05UIDujQt9ZcyOH+/eA0gmZBiOHncaxZJRD98J9Yk168LQcsiO28xUdqrRkugLZqmmRIy2HYp9iYIOBxb33Tjt3crTcE5Fb3uDh0SfQ2MgRVU6DZ4fIsQFEDnCoGjlOTk6xsbFms/n69etlZWVFhUXFxcXFxcV5eXlbtmzZuHHjtq3bLly48P3331+7di03N+ebb77Jzs7euXOn2WzWaDXz5s2zbWU0AH/80VjSAZDycniXIHKAQ9XIadeuHRnlnD179uTJk1lfZu3bt2/v3r2bNm3K/jr7/PlzFy9e3L9///79+7dv367X63ft2jVjxoxFixaZzWZXN1e5Yu2FO3YBBYgcR4bIAQ5VI+d//ud/SORcuHBBr9efPn361KlTq1at+vbbb9M2pO3fvz8zM3PlypWbNm3asWPH9u3bx40bt3jx4s2bNpF7OfHx8batDA4j83eIyJvGQuQ4MkQOcKgXOV26dGnXrl18fLzss2qKevXuhS+iBmi9EDnAoV7kCILQoUOHgQMHRkZGBgUFhYWFBQYFjRw1akhExKBBg9zc3UJCQ/v26zdgwAAXFxc3d/fQsFBXN7eevXoGBAR4eHj4+fkFBQXZtjIAwGoQOcChauQ4OztHRETExcWtWbMmNjb24MGDiYmJq1at6tmzi6aGwwAAHZVJREFUZ1hYGJlGCwgICAwMnDlzZnJyckhISMrChf7+/j4+PqGhoS4uLratDACwGkQOcKgaOQDgsBA5wIHIAQA1IHKAA5EDAGpA5AAHIgcA1IDIAQ5EDgCoAZEDHIgcAFADIgc4EDkAoAZEDnAgcgBADYgc4EDkAIAaEDnAgcgBADUgcoADkQMAakDkAAciBwDUgMgBDkQOAKgBkQMciBwAUAMiBzgQOQCgBkQOcCByAEANiBzgQOQAgBoQOcCByAEANSBygAORAwBqQOQAByIHANSAyAEORA4AqAGRAxyIHABQAyIHOBA5AKAGRA5wIHIAQA2IHOBA5ACAGhA5wIHIAQA1IHKAA5EDAGpA5AAHIgcA1IDIAQ5EDgCoAZEDHIgcAFADIgc4EDkAoAZEDnAgcgBADYgc4EDkAIAaEDnAgcgBADUgcoADkQMAakDkAAciBwDUgMgBDkQOAKgBkQMciBwAUAMiBzgQOQCgBkQOcCByAEANiBzgQOQAgBoQOcCByAEANSBygAORAwBqQOQAByIHANSAyAEORA4AqAGRAxyIHABQAyIHOBA5AKAGRA5wIHIAQA2IHOBA5ACAGhA5wIHIAQA1IHKAA5EDAGpA5AAHIgcA1IDIAQ5EDgCoAZEDHIgcAFADIgc4EDkAoAZEDnAgcgBADYgc4EDkAIAaEDnAgcgBADUgcoADkQMAakDkAAciBwDUgMgBDkQOAKgBkQMciBwAUAMiBzgQOQCgBkQOcCByAEANiBzgQOQAgBoQOcCByAEANSBygAORAwBqQOQAByIHANSAyAEORA4AqAGRAxyIHABQAyIHOBA5AKAGRA5wIHIAQA2IHOBA5ACAGhA5wIHIAQA1IHKAA5EDAGpA5AAHIgcA1IDIAQ5EDgCoAZEDHHJX1t3dPSwsDJEDAE2DyAEOuSvr5+cXHh6OyAGApkHkAIfclQ0KCurTp4/lAx1BENzd3e19NgBgf66urgIiB7jkruzYsWP9/Pz69u07ZMiQ0NBQSyLH19eXNDUAcFiurq5+fn7dunVD5ACHwsUdO3ZsQEBAt27dLCyqe/fuqh4qALQK3bp1GzlyJCIHOCy5ygAAakDkOBy1mxQAgBxEjsNRu0kBAMhB5DgctZsUAIAcRI7DUbtJAQDIQeQ4HLWbFACAHESOw1G7SQEAyEHkOBwLW0ZeXl5eXl4zmtZbkpOTTSZTcnJycwrJyMgwmUwVFRXWOqrGsspZNFiOVXZhXRYekt0vEMuSY1ajqq1bJimtyQ3PWi3WihA5DseSq5ycnFxRUVFRUWGvxsr9PTGZTBkZGS3kYN6Z3VnCwoC01wXiepcix77HYF2IHIdjyVXOZjSvgTWRXOTY5RcJkWN55LScI0fkWOsYrAuR43AsucpkfEPGOtKfkjezJpPJZDLRTDKZTHl5eSaTKaZ+OE/Qt73014D9KbtHuj79KTuzRxeSPcrtgh6D6HTYNeUOlaxMfkT3LjoYehbkSESVQEsjPxL92rP7ZX8qPTxp9TbhdGi1iNYX/dPCi0uOVqFyGnuB2B1lZGRIK1MkLy+P25bIkUivY4PVKLeO6BylNSbdl/J1lxYoV8kKNa/QYCxssXJXRFrzyi2kmRA5DqfBS8wmDXduzVQ/X8/OFEt/eaQriF6QjobsRdQpSH9vRQvldiHtXLiFS3+l6cFId2fivZGnv9KkmxAdlVzkSPfLPTxSvWzJlp+OqFoyMjLY5Bb9U0ru4krPRaFyuEciPVT2NMly7imLjjwjI4NWAh2IS68j90QsOVnROUprjLsvhevOrTRuJSvUvEKDsfCiyF0RUTNusIU0EyLH4TR4idn5tOzsbGn7Yxs0fe8pejNFVxatwL7VIs1dtL50F9KFyrtgN1EuXHowMfW/e4TyL7BooWhQqNBNi2pD4dxFhVhyOqJqIQtF4zDpsIxNTYWLa2HlWHKBLHnNotVLSiOv6XBceh2lJ2LhyYrOUaHGaANWvu7KlcatHOlChQZjyUWx/IqIztfqEDkOp8FLbJKQrkCbaUVFRRMihy3N7pEjtz4d4XE7RO7vaguMHPKavPuW+6fc3kUX1/LKUSNy6E7ZsGGHBZacSIPrcM+RrTFum1G47g1WmvQ3iLvQkl8fhYvS2Cui0EKaCZHjcJSvL33/SEl/XU1vz9fThWzbZYfwohWk76GaP7GmsJVy4aKDoaefLDOt1OBC5Yk16SYNHp6okAbXl1YLIXoYRO7ZEIWLa3nlyB1JMyMnOzubnVLLy8tjp+nk5hu5gSS3DvccRTXG3ZfcdZerNG4lK/xayTWYRrVYy69IDG/S0ioQOQ5H+fqyv8aEdG7NxNwult7RjXl78kHuLTDB3lBlCyTly82hN7gLEVHhcuWQ3ZF7p+wz4uzBKP9Ws7d/LYwc5cPjnpGFpyM6JNqlsv/k1pXCxbWwciy5QMqvpW99Yt7uVUWRIL2O3BOx5GRF5yitMem+lK+7tNLkKlmh5hUajIUXxcIrIj1fbiNsMkSOw2l+o2laE5Tr495JCu+sWzjr9i9Nxs4Kvnu4ldxCal5tiByH0/xG04TfDe6b1ndYXl5eKz3fFtLxtdLAthAiB5HjQJrfaBr1u0GH847w60T/oKH19pgOcqXsC5GDyHEgajcpAAA5iByHo3aTAgCQg8hxOGo3KQAAOYgch6N2kwIAkIPIcThqNykAADmIHIejdpMCAJCDyHE4ajcpAAA5iByHo3aTAgCQg8hxOGo3KQAAOYgch6N2kwIAkIPIcThqNykAADmIHIejdpMCAJCDyHE4ajcpAAA5iByHo3aTAgCQg8hxOGo3KQAAOYgch6N2kwIAkIPIcThqNykAADmIHIejdpMCAJCDyHE4ajcpAAA5iByHo3aTAgCQg8hxOGo3KQAAOYgch6N2kwIAkIPIcThqNykAADmIHIejdpMCAJCDyHE4ajcpAAA5iByHo3aTAgCQg8hxOGo3KQAAOYgch6N2kwIAkIPIcThqNykAADmIHIejdpMCAJCDyHE4ajcpAAA5iByHo3aTAgCQg8hxOGo3KQAAOYgch6N2kwIAkIPIcThqNykAADmIHIejdpMCAJCDyHE4ajcpAAA5iByHI3dlewAANAMiBzgsucoAAGpA5DgctZsUAIAcRI7DUbtJAQDIQeQ4HLWbFACAHESOw1G7SQEAyEHkOBy1mxQAgBxEjsNRu0kBAMhB5DgctZsUAIAcRI7DUbtJqS0hISEnJ6e8vPwBQItUXl5+6tSpBQsW2Pt3pSVC5DgctZuUqhISEsrLy2fPnu3v72/vigTg8/f3nzp1amlp6cKFC+39G9PiIHIcjtpNSlU5OTmzZ8+2dxUCNGzMmDEFBQX2/o1pcRA5DkftJqWq8vJyjG+gtXjw4IG9f2NaHESOw1G7SanqwYMH9q6/d1Z+fr69D+Fdg8iRQuQ4HLWblKoQOepB5FgdIkcKkeNw1G5SqkLkqAeRY3WIHClEjsNRtT2ZTKa8vDz2n8nJyVYsXyFydDqdqZ5er7ewNkwmk1arbVpNmhg6na5phRgMBpPJZDQaLdwjOVqTyWT5QVp4gogcq0PkSCFyHI6q7clkMlVUVNCYsVnkkLxpQm00M3LItlqttml7b+wxNOFoETl2hMiRQuQ4HFXbk8lkysjIqKiooP8kkVNRUUFGA9nZ2fRHeXl5ZAl5IRoeiZYQcpFjNBqlHSvb29LXer2eFC4wwxQ6KqJL2A3JQESv15MXBoNBVKZWq5UulNup0WgkQyKdTkcGN+zYha7JDtTIErJ3uia7F3pURqOR3dzyEzQajYgcq0PkSCFyHI6q7YlkTF5eXkZGRgxvlGMymeiL7Ozs5ORkklLkBfkR3ZwdMBHcyNFqtdyJKW7vLxqOsOsYDAbSNdMwEOpjgIxjdDodO6BhJ9Ys3ymJLvKCBgNdjfyIHbSxRyWNHIPBQNNOdF6NOkEBoxwVIHKkEDkOR9X2xA5r2H9mZGTQ3pksUX5Bkeyhmh85RqOR7aO56whvx0CDL0Q5pLxTerR0ZCY3drFkIftT4e0bWgqbc0tA5FgdIkcKkeNwVG1PNDays7Ozs7PJP7lTbZa8kJKbWBP1vNKF7GsyeaW8TqMiR2CmyyzZKVmZHWdYJXIsL5O7AiLH6hA5Uogch6Nqe2LTwlT/KEFGRga5K0PGOg0mTUVFBb3lIyIXOXq9XjrQYe+aiDJJOsIQ5OedGjXKsWSnZG6Nvb+iEA9Go1FhYo3+lKzAzss19gQROVaHyJFC5DgcVdsTGzmigDHVPy/QYOSQ+zqEqHyFh6TpjXdT/c0JOsskuvFuYh4BoI8GkH+KZqWEhiJHur4lO2UjgX1ImrtfkmfSArmPD0jXtPwEETlWh8iRQuQ4HLWblKrejT8F5Y7J7A6RY3WIHClEjsNRu0mp6saNG927d7d3FTYLeY65yX8MpB5EjtUhcqQQOQ5H7SalqrNnz8bGxtq7CgEaFhERUVxcbO/fmBYHkeNw1G5Sqlq4cGFxcXFkZKS9axFASURExMWLF1etWmXv35gWB5HjcNRuUmpbtmxZUVGRrb5TGKApiouLkTdciByHo3aTAgCQg8hxOGo3KQAAOYgch6N2kwIAkIPIcThqNykAADmIHIejdpNSm0aj8fPzc3d3t3dFAvC5u7v7+vpGREQ4QutVOFkuRI7DaUTv3vJoNBp3d/fu3bu/S7+08I4hTdTT0zM8PFzUer28vCIiIjTvHG9vb9HJykHkOJym9PQthp+fX2v/9AFwEN26devatauo9b6TeUOITlYOIsfhNKWnbzHc3d0xvoFWRNR67Z0LKhIs61sQOQ6nKT19i2HvygNoHFHrtXcuqEhA5ABXU3r6FsPelQfQOKLWa+9cUJGAyAGupvT0LYa9Kw+gcUSt1/IenP02prVr16oVFNYjIHKAq7G9vEn+a6GbVoj0i9csJ3dS7O8n/SY0SvTlNMorN4pdvobAxHwlKLucfjsc95vc2HW4m4MaRK3X8h7cZDLNnj1bo9HMnj3bZDKplBNWJCBygKuxvbzVI6c55E6K7VuNRqMoSPR6PflyaEtWbhT7Rg57XuTLQ0UHI13CfluPqFpADaLWa3kPzkbO+fPn6cLz58+Xl5fTfxJkzfPnz+/du1e0+dq1a8nme/fuJSuzuyAFNjtuNBpEDshpbC8vTQva0NnlZEleXl5MTExFRQX5Z3Z2Nrs+/Sc74hEVRVZj17ek+Yn6VvJPnU5H4kSr1bK5wl2ZvqZDH6PRSHpknU5HBwSisZF0W9ES+vXYtHM31X9RtF6vJy9ExyYqn5ZAvkya7kWv17PnRSJHuVpIxpiYr7hu5iAPGiRqvZb34CYGu5CGCg2YtWvXkhDau3cvyQ+yhPyUriYaKp0/f57M15WXl5NwaiYBkQNcllxlliha8vLySBJkZGRUVFTQhSRspNtKC6GvuUXR3MrIyDBJpuDkTkrUt5K0oJEjCILBYGCTQLoyWYe8MBqNWq2WRAJZTrp70QpsUXQdUT6REkhHTxeStCA5xEYFt3xuCfT42fMi4SQ3nhPqZ9LkNgc1iFqv5T24iTexRhdyX9M1SZyQHKKJUl5ezg5o2Eizyr0iAZEDXJZcZZZ0NCMND9E6JC3Y4UuDWykvbLD5yaUIpdPpSCQorMz+EpIwIH00GwDsCmxRosGNJQu5L+TKlyuWPS+6Gpt5bLpIy5RuDtYlar2W9+BsopSXl5NUUI4cGjBs2NBZOE393Jp0c6sQEDnAZclVZjU2ckRDFttHDneKSRAE7mwYu7IoioT6NOL24KIl1oochZsxcqtxH5fgJhaLjSJpXYG1iFqv5T14g6Mc6cSaRqPZu3cvnVIj82x0Io5gBz2iH7F7Eb1A5EDTWXKVWSYLJtYqKirofZeMjAx2ZkwhSOQm1poZOab62x7sxJrA3C3nriwIgtFoFL3lNxgMdMaMuwItSm5ijSzU6/XS3JK+UCifu77ovChu5HDL5G4OViRqvY2KHIo7stFIHh/QaDRr16411U+Usa81kocFSJIRiBxQkSVXmUXbJb1bQ5fIPT5AX7PpYrL48YGmRQ5FO1BR5NC75dyVhfoRD0FLMEmGROwKJt4wgl1CHhBQTg76osHyabyZmKQk58Vuy47nREsESeTgIQJViVqv5T14qyMgcoDLkqvcYjXz3G18t9zEG2SooZnnhYcI1CNqvfbOBRUJiBzgakpP32K0ro/1tFnkQIslar1ardbe0aAWAZEDXE3p6VuM7t2748sLoFXo2rWrp6enqPXaOxfUotVqRScrB5HjcJrS07cY4eHhnp6e3bp1s3ctAijp2rVr165dBw8eLGq93bp1e/cGOlqt1s/PT3SychA5DqcpPX1LEhoa2rVrV3vXIoAST09Pbhf8TrZeuZPlQuQ4nEb07gAAVoXIcThqNykAADmIHIejdpMCAJCDyHE4ajcpAAA5iByHo3aTUlt0dHS/fv3w0For0q1bt759+0ZGRtq77YD9IXIcjtpNSlXR0dHe3t72rkL4naurq4+Pj7+/fw9F/v7+Pj4+Xl5eSB1A5DgctZuUqvr162fv+oN/8vHxCQsLmzNnznxFc+fO1Wg0vr6+PXv2tHcLAjtD5DgctZuUqjCf1qL4+/s3mDdEUlJSjx49vL297d2CwM4QOQ5H7SalKntXHrylR48eluQN0aNHD6GVNz9oPkSOw1G7SanK3pUHb0HkQGMhchyO2k1KVdLTMRgMCQkJ9J8JCQmlpaWCIJh4XwxqOe6HQCckJNBvoKFfV6PX67VabUJCAnsYDgKRA42FyHE4ChdX+pVoLY30dBISEthvGBMlUJNJI4fkjXRNknAkeJq/39aFjZw9e/YUFRWlpKSQfyYnJ1+4cOHAgQOIHGAhchyOwsVtjZEjvD2gkX6fpl6vb/B7NktLS0VjF2nklJaWckOI5WgDHTZyDh06ZDKZrl69mpycPH/+/IsXL5pMptOnTyNygIXIcTgKF1cUORUVFaQnJV8gTVbIzs4WLYyp/z5p8iNSgon3fdLSArnbxrz9tdYNNj86smFHPOzXPLMrcyOH/Sn3R1qtloxmRLRaLUkpx/wuZ9HEGkmdS5cunT59WpQ3iBwgEDkOR+Hiyo1yTCYTfUFiICMjgy7My8sjEdJg5EgL5G6bl5eXkZERExNTUVEh2pB7RjRp2Fk1dgTD5gE3ctjxCg2qBiOHjo0oa12j1kJ6L4ekjjRvEDlAIHIcjsLFFWUDyRVCIUgsX2h5gRTJngabH5n1YlOBzQwytyZdTl7TJw6Et8dG0gGQ9G6NIz87IMg8PnDo0CFp3iBygEDkOByFi8sGQEZGRkVFhWh5cyKnaQVa2Pz0en1paSm9EyNIEoLeiSktLaWzcDRyyDCILpFuTnch2i8dXTX/urRGeGINGguR43AULq4octg5NOU7NGRyjF2zoqKCDFDoQm6BctuyN3ssaX5arVYUEmx4mEwmmgp0Ds1gMEjXUYgcgXkSwcQ8aODIEDnQWIgch6NwcWl/SrKBvlaOnOTkZOmadA5NtLloCXdbutBUf8sHza9lQuRAYyFyHI56jSk7O5tOnam0rb0rD96CyIHGQuQ4HKu3IfrYtMI9GGtti4/1bFH8/f11Op0leTNv3jx8rCfEIHIckNpNSlV9+vSxd/3BP/n4+Gg0mqSkpAbzZvTo0X5+fn5+fvZuQWBniByHo3aTUlVkZKSnp6e9qxB+5+rq6uvrq/z9bISfn5+np+eIESPs3YLAzhA5DkftJqW2yMjIHj16uLu727siwVLu7u5+fn7IG4hB5DggtZsUAIAcRI7DUbtJAQDIQeQ4HLWbFACAHESOw1G7SQEAyEHkOBy1m5TaoqOj+/Xrhz/QaUW6devWt2/fyMhIe7cdsD9EjsNRu0mpKjo62tvb295VCL9zdXX18fHx9/dXfkLa39/fx8fHy8sLqQOIHIejdpNSVb9+/exdf/BPPj4+YWFhc+bMUf5T0Llz52o0Gl9f357/v737e2kjCQA4/kdFwmr9sabgu0iQjSdnaJH+9Og9HDkUlUDu4KQPde+ENgo9ODlOQiUBD1+KFKIBffApPoT8EfMn3MO0c+NuTBOTmU13vx98MBsp2c2wX2ayzT58GPUIQsRITuKYHlJGsZ42UmZnZ7/aG2lzc5MvvMEqyUkg00PKqKgPHm7haz3RL5KTOKaHlFFRHzzcQnLQL5KTOKaHlFF37ZR+Q09ds9mUX1MdfgqDIznoF8lJnEGGS6PRkPf6lPR7S/cufOO13t21UzIt4VtHy5uBdryHNAanJ+fo6Oj6+rpUKsmHxWLx4uLi+PiY5EBHchJnkOGibiYtBQpkQcc92t/f7zjLaTabGxsb8nchhPEjmzx6cqrVqhDi5uamWCxub29fXl4KIc7OzkgOdCQncQYcMfocJfC7uoO1fNhoNOQcSN2HTT2l3806cH82IYT6+1qt1svwkzOYcHL0LaytmRBYWJPVubq6Ojs7C/SG5EAiOYkz4IhRMxt9xqM2ttttGQ89GIGVNBWYRqMh/0ZfoFPdKpfL4SW48O6cnp7KqQzJsS/8WY6sTrg3JAcSyUmcAUeMKo2+qiY0cqM+cWm32/pynHoqMLnpsrHL8BO36V1pNpt6ciwd3yTpePlAtVoN94bkQCI5iTP4oJFTGf3CgXAbAlvkWlngqaEkRwnMaVKp1Onpqbp8QP6C4eKKNfSL5CTO4IOmVqu12239g5bAw9VOtdDX3LovrA0rOSntImnjhzWRSA76RXISZ/BBUywWAzGQW7pfI6BfWdD98oH7JQf2kRz0i+QkjukhZVTUBw+3kBz0i+QkjukhZRRf6zlSZmdn19fXe+nN1tYWX+uJVZKTQKaHlFFzc3NRHz/8b2pqyvO8zc3Nr/ZmZWXFdV3XdaMeQYhY38mRs2N8ozKZjOkhZVQ+n3ccJ+qjiM/GxsZmZma6359Ncl3XcZzl5eWoRxAi1ndyPM/jtozfKMdxstms6SFlWj6fz2Qy6XQ66sOJXqXTadd16Q1W75EcAADuh+QAACwhOQAAS0gOAMASkgMAsITkAAAsITkAAEtIDgDAEpIDALCE5AAALCE5AABLSA4AwBKSAwCwhOQAACwhOQAAS0gOAMASkgPAtidPn5XeHOwenpSr5/H72T08+eX3989froV33PM813XjdIPBdDo9MzOzuLjY41tPcgBY9eTpM//w38jDYPpn7+jji7VX+o57njc+Pr64uOjFzoMHD3q84zDJAWBV6c1BuXpe8t/nHz2O+lRpxPcr+a2dvXL1fOfd3/qOu64by95IExMTvbz7JAeAVXI9La69kfKPHper57t/neg7nk6no35dBqVSqV7efZIDwCq57hT1GdI4uZv6jqdSqahflEEkB8AoIjmxRHIAjCI7yfF9X3xRqVTUdiFEoVDwPK9er9frdXMvwERy7tqpwanDcm8kB8AospCcSqUihFAPW62Wqos8t/q+b7Q3noHkyN4M6+UFkBwA8WQhOa1WSz+BFgoFdbKW51Zz525l6MkJ7JTaGJj0yN87Tu+EEHp6Aw9JDoAYMp2cjkVptVq+73ueJ4ToeO4euuEmp1AotFqtLn+gN1WGRJ8VBVYR6/W6PBrqUJAcAPEUVXLUuXXoH4R0ZCc5+qc74Xh03Oh9OQiSKjHJARBDFhbWAifQjgtrpic6Q19YC79m3/dVh/pNTuCfIjkA4imSywf0jzrk5QPd16kGN/TkVCqVwGtWF0HIuU6X5OhHIPzQIzkA4srORdLqI/QuF0kbrY6Ji6TDO6WuAuieHO/29QJynieF//J+SA6AUcR/BY0lkgNgFJGcWCI5AEZRkr/WM5fLRf3STCE5AEbRr3/8Wa6eb+3sfbe8HPV50oilpaWfi7+Vq+evDyr6jk9PT0f90kzJ5XKO4/Ty7pMcAFY9f7m2d/Qx8luomf55++HTDz/+pO94NpudnJyM30Qnl8u5rjs/P9/Lu09yANj2Yu3Vzrt/3n74FHkYDMXm9UEl0BtpYWFhYmLC1k2iLXEcp8ferJIcAIA1JAcAYAnJAQBYQnIAAJaQHACAJSQHAGAJyQEAWEJyAACWkBwAgCUkBwBgCckBAFhCcgAAltxKDgAARn1ODgAAFvwHCrmsKS327R0AAAAASUVORK5CYII=" alt="" /></p>
<p>Next, let&#8217;s resize the window to <strong>400&#215;400</strong> just to make the window a little smaller.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>To create the base of our busy indicator, let&#8217;s draw a ellipse on the window, with a size of <strong>30&#215;30</strong>.</p>
<p><img src="data:image/png;base64,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" 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<p><img 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" alt="" /></p>
<p>Now we need to put a <strong>PathListBox</strong> control on the window.  Go to the <strong>Assets</strong> tab, then start typing <strong>PathListBox</strong> in the search box.  Once it is found, simply drag it onto the window.  It doesn&#8217;t really matter where it is placed.  I placed mine at the bottom left corner of the window.</p>
<p><img 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" alt="" /></p>
<p>By default, the control doesn&#8217;t have a border.  If it seems to &#8220;disappear&#8221;, you can always select it from the <strong>Objects &amp; Timeline</strong> window.</p>
<p>So now, we need to turn our ellipse into a <strong>Path</strong>.  This can be done simply by right-clicking on the <strong>Ellipse</strong>,<strong> Path</strong> &#8211;&gt; <strong>Convert To Path</strong>.  You will notice that the ellipse is now a <strong>Path</strong> type.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Now that our <strong>Ellipse</strong> is a <strong>Path</strong>, we can now set it as a <strong>Layout</strong> <strong>Path</strong> for the <strong>PathListBox</strong>.  Click on the <strong>PathListBox</strong>, then go to the <strong>Properties Window</strong>.  You will see a section for <strong>Layout</strong> <strong>Paths</strong>.  Click the round circle icon(arrow in second image), and select the <strong>Ellipse</strong>.  You will see that it&#8217;s now added as a layout path.</p>
<p><img 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Gu6XC6Xy9Xf309vl1QQRATA0UQjUhGICIBzISIAIAQRAQAhDouIx+MZGBjweDxV+Y8DAIU5KSIej2dwcHBqampwcBAdAagRjokIKcilS5dWVlYuXbqEjgDUCGdEhC0IgY4A1Ah65PJiwYtL9SJiLkhxHUlmdnd3dzNJKZnZ3VmPso+zd0tBNrm7u7tb6iZKetJkZndnPbm+U/rTAFSfAyJiWRC2I5xvLZnZPwIrFJFkZnc3kyx9vdKflC5MvwWA2uWMiFA0H+yDnG+tcESi6zu7+6MV+iX2gWRmdyeT2dndWY9K0fUdywOaDk7oV5OZ3Z319Qzz6OEA5uAu3Sx/C4gIOIQDItJxwBAR+jjnWysYkWQmd2RxcJ/2IpnZZXpjdTwfbjrn1kGGDgcv7GtgNsvdAiICjlHTERkshelbKxiR6PoOe4LCXPDYf5hZ0ToihjTQ9BT5YMGFERFwgFqPiOWlELOyIiJJOSExX7bgHe35F0BEoLE0QkRyLolG13dya0DHGKavmHNjOqTznoxIRUQEpzPgeLUekUqczkiHl1DzXUZll7Iem7BbYQPFuSwqGcLAXljNHRnhwio4GD1yebHgxaUaEekohelbq4MjsA6+Bah/NR0RMfTDZs4UxYfNwBnKj4iWKxQK1VhEAKAayo/Iu7m6u7tVVUVEABqNUET+58C77767srLS2tra399fxpAEEQFwropF5Lfffvv1118lSert7S31HAcRAXCuikVEkqSnT58aznG8Xm8xHUFEAJxLKCKspqamlpYWQ1n6+vo0TWN7Qf5uKCICUDfokcuLBS8ub7zzzjtvMjo6OpqamvJHRFEUt9t99erVYDCIiADUh/Ij0tzczC7X19fX0dFhjogsy+T6iCzLnZ2dKysre3t7V69eRUQA6kP5EZEkiQZC0zRVVfv6+gznOL29vYZH9vb2VlZWfv/73yMiAPWh/IgoisKGQNO0vr6+N998s6mpSZKk//73v0+fPpUkyfxO8DvvvNPc3IyIAFTHwMBAIBBQVZX+vA8EAgMDA/nX8nq9gUCA/UBpIBDwer3mJcuPiOHiaCgU8nq9bre7ra2tublZkqRff/31t99+M0SEFIQ+MSICcHS8Xq+iKJFIZG1tbWtrK5vNZrPZdDq9trYWiUQURbGMAllRVdVUKrW9vU3W2t7eTqVSqqqaV6lYREhHNE3r7+/v6Oh46623Tpw4sbKyYogIKYhhFIOIAFTcwMCAruu3b99Op9OpVCoej8disVgsFo/HU6kUSYmu65ZDkkAgkEqlsiapVCoQCBgWrmREaEpIR44dO/b2228brolIkiTLsmEVRASgsvr6+lRVTSQS4XDY7/dLkuR2u9vb29vb291utyRJfr8/HA4nEglyNdOwuqZpZAzy4MEDXdd1XX/w4AEZj2iaZli48hEhHfH7/T09PS0tLW/mMn9yBBEBqDi/30/eEiXt8Hg85BFN0/x+v8fjITUh742QylDkQ+dk6BEOh8kBHw6HySN5IsKLBS8uhacCCAaDXq+3L5flZ1gREYDKUhTF5/OdPHlSkiRd12/evEmuiaTTaXJX13VJkk6ePOnz+RRFYddlI6JpWltbW1tbG/uI4bmOMCLDB1dJCs4YgIgAVJbP5yO/EKvrejqdjsVi9LpGOByOxWKkJv39/a2trT6fj11XKwK7/NFGpEiICEBltbS09Pb2KoqysbFBhg/pdJqMREgFstnsxsaGoii9vb0tLS3sunTQwYOIADQK9hzEgJzdmM9NJEQEACi/309GIrFYjC0IObvZ2NgwXFIlEBEA2Nfd3U2uiWxvb9OOxGKx7e1tck2ku7vbvBYiAgD72tvbJUnSdT2RSKTTafoGTSKRIO/OkAUMnBeRs2fPIiIAR6StrY33OZG2tjbLVcp+d4YXC15cKhMRXdenp6cREYCj43K5WltbjzNaW1tdLhdv+eNFYJcvPyIXKmp2dhYRAXCimojI3Nzc+Pg4IgLgRDafzpjZ/R8EAEqDiACAEEQEAIQgIgAgBBEBACH0yOXFghcXRAQAJKn+IuL1emVZJtNGDgwMyLLMm4oWACqiriIyMDCgadrNmzdVVfX5fKqq3rx5U9O0grPjA0DZ6ioinZ2dsixvbGwkEolUKnX79u2NjQ3yl/cq9J8LAIzqKiI9PT2yLJNpqYkHDx7IstzT02O1eDKzu7u7m0lKyczuznqUfZy9Wwqyyd3d3d1SN1HSkyYzuzvryfWd0p8GoOKcEZEPP/zwfxkffviheRl2tpV0Oh0OhzVNC4fDuq6bf+9QkiRJSmb2j8AKRSSZ2d3NJEtfr/QnpQvTbwHANs6IyNzcHBuRubk58zLsJAikINlsNpVKkanuy4tIdH1nd3+0Qr/EPpDM7O5kMju7O+tRKbq+Y3lA08EJ/Woys7uzvp5hHj0cwBzcpZvlbwERgdrgjIhIzGDEchgi5Y5ESEHo/5Y7EklmckcWB/dpL5KZXaY3Vsfz4aZzbh1k6HDwwr4GZrPcLSAiUCvokcuLBS8u1Y4IHYxYDkMkSTp+/PiJEyfINZFwOEz/CODa2hqZiMX0Xm/BiETXd9gTFOaCx/7DzIrWETGkgaanyAcLLoyIgP0cExFJkm7duvW3v/2N99Xu7u6uri7y7gx5Z1fTtLW1NZKSVCpl+As9RV4TYUJivmzBO9rzL4CIQF1xUkQmJiZmZ2fzLOD1esnnRMg7MuRPBLLnNbmLHx6B7CXR6PpObg3oGMP0FXNuTId03pMRqYiI4HQGap2TIlJQe3t7a2vrwMCA2+3u6Ohwu92appHzGk3T+CMR6fASar7LqOxS1mMTditsoDiXRSVDGNgLq7kjI1xYhdpVVxGRJKmrq+vkyZMdHR2SJHV0dLS3tyuKQgrCvybiXHXwLYDj1VtESkE/bOZMUXzYDGpCI0cEACoAEQEAIfTI5cWCFxdEBAAkCREBAEGICAAIQUQAQAgiAgBCEBEAENK4EdEYKY6qvRiAozMwMBAIBFRVJXu7qqqBQKCCEw83dETIL/giIlCvvF6voiiRSGRtbW1ra4vs8Ol0em1tLRKJWP0uSDnokcuLBS8udRURnqq9GICKGxgY0HX99u3b6XQ6lUrF4/FYLBaLxeLxeCqVIinRdV18SNLQEaHovIp0KiPrqQOO6jdVjNOamX+huKxNQePq6+tTVTWRSITDYb/fL0mS2+1ub29vb293u92SJPn9/nA4nEgkVFXt6+sTea76jEgxEzsfP358ZmZmZmam9iJiNc1JOZuCxuX3+zVNk2WZtMPj8ZBHyCx/Ho+H1ITMuUMqY9bb29vc3Hzs2LFjx4797ne/6+3ttVysPiNSzMTOkiSRCx/lRuRw8pCd9Si5y8zfXHCOZXrbYpZmZgHT5Cb5phoxbAoal6IoPp/v5MmTkiTpun7z5k1yTSSdTpO7uq5LknTy5Emfz2eaamdfc3NzW1sbud3Z2Xns2DHLxeozIlIREztLTEQsr6oWPRLZP9RpRdh5nEWmNWOnSrPcQKHtQ+Py+Xytra39/f26rqfTaTKBOf1bCLFYjNSkv7+/tbXV5/NZbsRQjYaLSMGJnSXRkYjpB/9+PCwaUuIEq+YrIuVtChpXS0tLb2+voigbGxtkZ06n02QkQq8DbmxsKIrS29vb0tJiuZFGj4hUaGJnSTAiFj/8o+s7O+tJOu274CzNzPkRIgJlyfMWJDm7yf8W5FtvveVyucjtrq6upqYmy8XqOSIFJ3YWjcjh3445PAHJZDLmI9twjnJ46ST/LM28yyw4nYHi+P1+MhKJxWJsQcjZzcbGBu+SKtHT09PU1EQurDY1NXH+HG0Df9hMYiJS3OdEDCcadBrnTO77KfnnWGYeY1bkzdLMXBYp5sKqYVPQ6Lq7u8k1ke3tbdqRWCy2vb1Nrol0d3eLP0tDR4Q4zlfqpiz/agSAXdrb2yVJ0nU9kUik02n6Bk0ikSDvzpAFBCEilYJ5k6EWtbW18T4nQt++FYSIANQ5l8vV2trKDrFbW1vpFVNxiAgACEFEAEAIIgIAQhARABBCj1xeLHhxQUQAQJIQEQAQhIgAgBBEpBx9fX2yLMuyLDglFEAVVG2iZkSkWIODg6qqkt+7UVV1cHDQ7lcEYA0TNdccMgCJRCJpRiQSwZAEahAmaq45dABCZgwgpzP0rtWQhPw+bSaZM/cy75drOLMBEPi9HCgRJmquRYFA4MGDB2To4fV63W43GxFZlk3T2CYzllOAWM+9nDciOVsDKMyWiZp5seDFpeEiIklSIpFYW1sbGBhoaWnxer2JRGJraysSiZBHOjo6che3isj+XEaGSZ6t5mpez+QOXRARKIEtEzUjIgW43e5wOLy9va1pmsfj6ejo0HV9e3s7HA67XK5Tp06Z1rCIiGnCEXZ+tNxpVg+nTTu4hYhA0WyZqBkRKcDlcvn9/nQ6HY/H6dRnqVRqbW1NlmWrNdiImCZfNv51B97pDDN5KiICRbNlomZEpAByQphIJLIm4XDY6q0yy9MZKfeBAn81AhEBEVWeqBkRKcztdvNmY7UajOSNiHGSZ0QEKg8TNdccl8vFm42VXMHKxY+I1STPnLmaEREoXzcmana4yh72iAiUDBM1Ox39sJkwfNgMylXNiZp5seDFBREBcIaqTdSMiABAORARABCCiACAEEQEAITUYkSuPfh/+Id/+OeIf7UbkV8AoOYhIgAgxBARXix4cWm4iGxsbOi6fu/ePbtfCEBp7t27t7S0NDo6Sj5sNjo6urS0VJE9GREpzdramuGX7ux+RQAFfPnll1NTU7yJmqempr788kuR7SMipQmFQvQXq8nvUNv9igDyuXfvXjETNYsMSRCR0nzwwQclRuTzuCRJUvzz/RvE5Mff8BamX2JvWy5A7sY/L7ydQ5ZLW/jm48k8LxMc4tmzZ6Ojo2SiZl3Xo9Ho4uLijRs3bty4sbi4GI1GdV0nEzWPjo4+e/asvGdBREqzublZckT2D0XmwP48zjmcS40I/0ktt/PNx5NFZ4R55eBU77//vqZpoVCItGNubk7XdXIaruv63NwcqQkZX7///vuWG/n5559v3Lhx+fLly5cvLy0t/fzzz4YFEJGSGa6JfP3113mvklhFZH8EQX7c05HJ4ZDh4O7kxx/Hc4cu5pHI/t2DbeUMeQ63QyNy2BC6mPH1HaQGEXG8qamp8fHxZDJJBh2WEzVHo9FkMjk+Pj41NWW5kRs3bnzxxRfk9j//+c/Lly8bFkBESvbRRx998MEHY2Nj5HwyHA7nHZtYROSbjydzxxP0rMR0GkIftliAvWs4r+GdzuQkxPS6yEaYF4OIONz4+Pinn376ySef5J+o+ZNPPvn000/Hx8ctN2KoBiJSAU+fPn38+PHi4qKu6xsbG1tbW0VHxHQwGwYN3NMZNhaWEfnm40nrRHBOZ6wXyL0Sgog43urq6k8//TQ1NZV/ouapqamffvppdXXVciOlRoQXC15cGjEixObm5o0bN8iYsNSRCP2KaTBQdkR++SUnJLzt0IpwFmBGP4hI3ShmouY8q1+7du3Jkyfk9r/+9a+FhQXjAohI2TY3N5PJ5JUrV0q/JrL/FeZspQIR+eWXbz6ezLsd5sIqTmcaBxky55moWdf1PKv/+OOPFy9eJBdWFxYWtre3DQsgIkJevHjx8OHDj3LlLsKPCD2ZicfZ49jigmhORNhTItPjuedJhuu1kjFAuLDaEK5cuZJ/ouYrV66IbB8ROWrOPRSd+8ohx8OHD8m7M5YTNUej0YcPH4psHxE5avTDZo6CD5vVl/v37/M+J3L//n3BjSMiAA1hc3Pzs88+Y8+7P/vss83NTfEtIyIAIAQRAQAhNf1hM/zDP/xzxL8ajQgAOAgiAgBCEBEAEIKIAIAQRAQAhCAiACAEEQEAIfTI5cWCFxdEBAAkCREBAEGICAAIQUQAQAgiAgBCEBEAEIKIAIAQRAQAhNAjlxcLXlwQEQCQJEQEAAQhIgAgBBEBACGICAAIQUQAQAgiAgBCENBYdGMAAAE4SURBVBEAEEKPXF4seHFBRABAkhARABCEiACAEEQEAIQgIgAgBBEBACGICAAIQUQAQAg9cnmx4MUFEQEASUJEAEAQIgIAQhARABCCiACAEEQEAIQgIgAgBBEBACH0yOXFghcXRAQAJAkRAQBBiAgACEFEAEAIIgIAQhARABCCiACAEEQEAITQI5cXC15cEBEAkCREBAAEISIAIAQRAQAhiAgACEFEAEAIIgIAQhARABBCj1xeLHhxQUQAQJIQEQAQhIgAgBBEBACEICIAIAQRAQAhiAgACEFEAEAIPXJ5seDFBREBAElCRABAECICAEIQEQAQgogAgBBEBACEICIAIAQRAQAh9MjlxYIXF0QEACQJEQEAQYgIAAhBRABACCICAEIQEQAQgogAgBBEBACE0COXFwteXP4/3INQLQE1RFAAAAAASUVORK5CYII=" 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" alt="" /></p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Now we are going to add a new <strong>Ellipse</strong> as a child to the <strong>PathListBox</strong>.</p>
<pre class="brush: csharp;">&lt;ec:PathListBox
    HorizontalAlignment=&quot;Left&quot;
    Height=&quot;100&quot;
    Margin=&quot;51.333,0,0,12&quot;
    VerticalAlignment=&quot;Bottom&quot;
    Width=&quot;100&quot;&gt;

    &lt;ec:PathListBox.LayoutPaths&gt;

        &lt;ec:LayoutPath
            SourceElement=&quot;{Binding ElementName=path}&quot; /&gt;

    &lt;/ec:PathListBox.LayoutPaths&gt;

    &lt;Ellipse
        Fill=&quot;Black&quot;
        Height=&quot;7&quot;
        Width=&quot;7&quot;
        Stroke=&quot;Black&quot; /&gt;

&lt;/ec:PathListBox&gt;</pre>
<p>Our <strong>Ellipse</strong> is simple, with a <strong>Height</strong> and <strong>Width</strong> of <strong>7</strong> and a <strong>Stroke</strong> and <strong>Fill</strong> of <strong>Black</strong>.</p>
<p>Now that we have one <strong>Ellipse</strong>, let&#8217;s copy and paste that Ellipse to create <strong>10</strong> total Ellipses.  You can copy and paste the XAML, or you can use the Objects and Timeline window to copy the ellipse object.  The XAML should look like this now&#8230;</p>
<pre class="brush: csharp;">&lt;ec:PathListBox
    HorizontalAlignment=&quot;Left&quot;
    Height=&quot;100&quot;
    Margin=&quot;51.333,0,0,12&quot;
    VerticalAlignment=&quot;Bottom&quot;
    Width=&quot;100&quot;&gt;

    &lt;ec:PathListBox.LayoutPaths&gt;

        &lt;ec:LayoutPath
            SourceElement=&quot;{Binding ElementName=path}&quot; /&gt;

    &lt;/ec:PathListBox.LayoutPaths&gt;

    &lt;Ellipse Fill=&quot;Black&quot; Height=&quot;7&quot; Width=&quot;7&quot; Stroke=&quot;Black&quot; /&gt;
    &lt;Ellipse Fill=&quot;Black&quot; Height=&quot;7&quot; Width=&quot;7&quot; Stroke=&quot;Black&quot; /&gt;
    &lt;Ellipse Fill=&quot;Black&quot; Height=&quot;7&quot; Width=&quot;7&quot; Stroke=&quot;Black&quot; /&gt;
    &lt;Ellipse Fill=&quot;Black&quot; Height=&quot;7&quot; Width=&quot;7&quot; Stroke=&quot;Black&quot; /&gt;
    &lt;Ellipse Fill=&quot;Black&quot; Height=&quot;7&quot; Width=&quot;7&quot; Stroke=&quot;Black&quot; /&gt;
    &lt;Ellipse Fill=&quot;Black&quot; Height=&quot;7&quot; Width=&quot;7&quot; Stroke=&quot;Black&quot; /&gt;
    &lt;Ellipse Fill=&quot;Black&quot; Height=&quot;7&quot; Width=&quot;7&quot; Stroke=&quot;Black&quot; /&gt;
    &lt;Ellipse Fill=&quot;Black&quot; Height=&quot;7&quot; Width=&quot;7&quot; Stroke=&quot;Black&quot; /&gt;
    &lt;Ellipse Fill=&quot;Black&quot; Height=&quot;7&quot; Width=&quot;7&quot; Stroke=&quot;Black&quot; /&gt;
    &lt;Ellipse Fill=&quot;Black&quot; Height=&quot;7&quot; Width=&quot;7&quot; Stroke=&quot;Black&quot; /&gt;

&lt;/ec:PathListBox&gt;</pre>
<p>Switching back to the Design view in Blend, you will now see that our Path ellipse has 5 small, black ellipses on it.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Selecting the <strong>PathListBox</strong>, we will go back to the<strong> Layout Paths</strong> section in the <strong>Properties</strong> window to change some of the options.  These options will control the number of ellipses that are visible on the Path, the padding between the ellipses, object orientation to the path, and a few other options.</p>
<p>Here are the options that we need to set..</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>So our first option is the <strong>Distribution</strong> option.  This option allows you to specify whether the path should have all of the ellipses arranged evenly on the path(<strong>Even</strong> option), or whether the path should have all of the ellipses on the path using the provided Padding option to determine the padding between the ellipses(<strong>Padded</strong> option).  Since I have chosen the Even option, Blend will automatically set the Capacity to the maximum number of ellipses that I have defined(10).  Also, the Padding option(which is set to 10 by default) will be ignored.</p>
<p>The second option is the <strong>Capacity</strong> option.  This option allows you to specify how many ellipses should be on the path, up to the number of ellipses defined.   Since I want to use all of the ellipses we have defined, I will set this to <strong>10</strong>.</p>
<p>The third option is the <strong>Padding</strong> option.  This option allows you to specify the amount of space between the ellipses.  When the <strong>Even Distribution</strong> option is chosen, this option is ignored.</p>
<p>The fourth option is the <strong>Orientation</strong> option.  This option allows you to specify the orientation of the ellipses in relation to the path curve.  Since we are using ellipses, changing this option will have no visible effect.</p>
<p>The fifth option is the <strong>Start</strong> option.  This option allows you to specify the distance from the start of the path to place the first ellipse.  In our case, when the <strong>Start</strong> option is at <strong>0</strong>, the first ellipse is on the right of the path(at 3 o&#8217;clock if you think of the path as a clock).  Since I want the first ellipse to be at top-dead center, I set the <strong>Start</strong> option to <strong>-25%</strong>.</p>
<p>The sixth option is the <strong>Span</strong> option.  This option allows you to specify how much of the path will actually participate in the Layout Path.  Since we want the entire path to be included, we will leave this at <strong>100%</strong>.</p>
<p>The last option is the <strong>FillBehavior</strong> option.  To better explain this option, I am going to let Microsoft do the talking&#8230;</p>
<blockquote><p><span style="color: #ccffff;">In the <strong>FillBehavior</strong> box, choose one of the following:</span></p>
<ul>
<li><span style="color: #ccffff;"><strong>NoOverlap   </strong>If your layout path is an open path and you want to animate the <strong>Start</strong> property, select <strong>NoOverlap</strong> from the<strong>FillBehavior</strong> drop-down list. This reduces the effective span used to lay items out along the path, allowing enough room to animate <strong>Start</strong> without the items on the path overlapping when the list items return to the beginning of the layout path.</span></li>
<li><span style="color: #ccffff;"><strong>FullSpan   </strong>Select <strong>FullSpan</strong> from the <strong>FillBehavior</strong> drop-down list to make sure that the entire span of the layout path is used. For example, if you have selected <strong>Even</strong> in the <strong>Distribution</strong> drop-down list and <strong>FullSpan</strong> in the <strong>FillBehavior</strong> drop-down list when working with an open path, an item will appear at the beginning and at the end of the path.</span></li>
</ul>
</blockquote>
<p>Our next task is to offset the colors of each of the ellipses to give them a &#8220;fading&#8221; effect.  To do this, select the ellipse directly to the left of the top-dead center ellipse, then in the <strong>Properties Window</strong>, set the <strong>Alpha</strong> value of the <strong>Fill</strong> color to <strong>90%</strong>.</p>
<p><img 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" alt="" /></p>
<p>Do this for each of the ellipses as you move around the circle counter-clockwise.  For each ellipse, set the <strong>Alpha</strong> value to <strong>10% less</strong> than the previous ellipse.  So our next ellipse would be set to <strong>80%</strong>.</p>
<p><img 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" alt="" /></p>
<p>After you have completed, the last ellipse will have an <strong>Alpha</strong> value of <strong>10%</strong>, and the path will now look like this&#8230;</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Now, let&#8217;s make the borders disappear.  Select all of the ellipses <strong>INCLUDING</strong> the path ellipse, and in the <strong>Properties Window</strong>, set the <strong>Stroke</strong> to <strong>No Brush</strong>.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAnUAAAEYCAIAAAC1F5caAAAgAElEQVR4nO2deVgT1/r4eW7Xe/vce7+37W217e3267W9tioYFhFQEFFBA7KD+4LUfUEUUFRE3ClSEJAdZRWiCAgiW1GioqJSBcWIiAjITtjcMb8/BobJZAiTyTKT5P0879Mmk8nMCbN8fM85c46GAAAAlYDFYhkJY2dn5yOMnZ0dbp3p06dPnz7dGYO+vj4LAACp0aD7ngAAgGxgifh11apVOL+uWrVqRL+amZnRfV8CAFUA/AoAKgJLxK9kEPWrk5OTqamprq4u3XcnAFBuwK8AoCKwpPCrvb29MwAAMgX8CgAqgjR+tbGxofteBACqBvgVAFQEafw6Y8YMR0dHum9HAKBSgF8BQEWQxq/Tp0+fOXOmra2tk5MT3TclAFARwK8AoCJI6VcAAGQL+BUAVATwKwAwCvArAKgI0viVxWLp6OiYm5vb2trSXakGAMqBra2thYUF+iSb6MUFfgUAFUEav+ro6IBZAYACDg4Oenp64FcAUGWk8au5uTndtykAUFbYbDb4FQBUGXj+FQBowdbWFvwKAKqMNH6V7vYSzOUPwQ2mtA1PDo/ydwGAbsCvAKDK0OtXRI3ULQl+BZQZ8CsAqDJy8mtgYCAHQ2BgoMgqQ37FvpQM8CugzIBfAUCVkZNf3d3dsX51d3cXWWVIqsKveFwuj8/nBgdz+XwexxNdF3ntyeENVCnzOJ4DfuUMLkNNO1T3jMmQ0W8BADMAvwKAKiO/+mE0hSVKXp2F21+xHh18Q+RXTw5PyJCIN5El6PqeHJ5wYoz/FgAwA/ArAKgy8vMrmsISJa/OQpXCaDUvcc6KeT0g5cFEFVs/PPh6KFdF3Y37FgAwA/ArAKgycu3fFBYWFh0dPcyH2EbXQX+O6Ff0HbZ+WNSvRNnq0LcAgBmIXn2zZs0CvwKAiiBXv65fv37z5s3DfDhS/opxJ7baWOjLRH5F1kYXcoIJdwkA9CN69VlbW4NfAUBFYNbzr0R5Kp/P53Ix7a/YbxD6FdudifBbAMAMoH4YAFQZ+vwKAOoO+BUAVBnwKwDQBfgVAFQZ8CsA0AX4FQBUGfArANAF+BUAVBnwKwDQBfgVAFQZWfnVwcHB2NhYV1eXBQCACLq6ulOnTnVwcAC/AoC6QHiFU/CrsbGxoaEh+BUACNHV1TU0NDQ0NAS/AoC6QHiFU/Crrq4uyBUAxKCtrc1iscCvAKAuEF7hFPxK860LIEKDkdD9V6EZ8CsAqAuEVzj4VTVgoMwYWCQFA34FAHWB8AoHv6oGDJQZA4ukYMCvAKAuEF7h4FfVgIEyY2CRFAz4FQDUBcIrHPyqGjBQZgwskoIBvwKAukB4hYNfGYZ3LmauocqoeSyWdy4/13vgo8qoedgXQzBQZmiRphFBb9kUA/gVANQFwisc/MowCNwp8pHy+dVZGPAr+BUAVArCKxz8yjBE3SmqVfCrcgB+BQB1gfAKB78yDKH64VxvFvhVeQG/AoC6QHiFg18ZBuSvqgP4FQDUBcIrHPzKMBTu13lRlWiyPNxrSoBfwa8AoC4QXuHgV4ahmvkr9B9mgV8BQIUhvMLBrwxDBf2qtoBfAUBdILzCwa+qAQNlxsAiKRj6/drW3e8S0g4BQXtU1b+S99lOL4RXOPhVNWCgzBhYJAUDfoWAGAjwK/hVeWGgzBhYJAVDv1/rWl+7hLTvPtkl7x2pEuXl5QcOHLCzszM2NtbU1ESmWtTW1jY2NnZycvL396+oqKC7jMrE7pNdLiHtda2v6S6IfCG8wsGvqoG8Z3KlBt1/FZoBvyoTpaWlK1eu/Oqrr8ic2d9+++3atWvLysroLrUSAH4FvwKAzAG/KgfV1dVz586l9k9IJyen+vp6un8BowG/gl8BQOaAX5lOb2/v2rVrqZkV5d1333V3d3/x4gXdv4ahgF8l9WshAABiAb8ynfr6em1tbSnlimJoaNjW1kb3b2Ii4FfwKwDIFvAro+FyuZ9++qms5Irw1VdfQYusKOBX8CuOooCAwsREukshAbK9UcgKuv8qdAJ+ZS5cLvfDDz+Uxxn/4YcflpeX0/37mAX4FfyKo2jRomINjT9MTArDw+kuCykYKDMGFkmRgF8ZSn19vcwzVyxfffUVVBRjAb+CX3EgfkXiDwODwuDgAgx0l44ABsqMgUVSJOBXJtLb24s+0io/DA0NobsTCvgV/IoD61ckisaPzz98OC8vLy8vLz8/n2mWZaDMGFgkRQJ+ZSIuLi7yliuCu7s73b+VKYBfwa84RP2KROG4cbne3ufOnWOaZRkoMwYWSZGAXxlHVVXVu+++qxi/fvjhh/BcLAL4FfyKo2jjRkK/Dlj2u+9IWTbIdfBJSMsdych75AUZJFoZkVmQK4vFcg2ScAuS7Yj8RlC/Es5PJ+X+mA/4lXFQHkSCGkuWLKH7FzMC8Cuz/HruXFFAAPVwcSlatIha/GFi8seECX9MmFD89ddi/IpE0Wef5W7cOKxlk3dY4pWjAL9aWlqi32KQX52FAb+CXxVNcXGxIuWKAH2JBeBXOfhVfP6nSlH02Wc5x44RWDZ5hyUmlxRJZoNcWZaurqiC0U9F7RjkOpSUDq6G3XBhYSHGrzuCdlgObRO7Ndz2sQWz3LEDt2Fs8XDbGXidvMMS8w2hjSBraIBfwa/MQWEtr1igFVYAfpWHX7duJa8o5Y2ciRPT9u/ncDhnzpzJysrCWRYxEEaFeOERWAv/KnnHUD5aGOSKbE1oIYIG6tdkdLXhtyr0VUyt8pDKscUj9OvgTobfiAb4FfzKHEaNGkXFkNLx008/0f276Qf8yiy/vv9+4bhxlCPPzi7XyYlaZG/efNbPL2vPnlwbG/GFzPz++1A3t+Dg4GPHjsXGxiYlJXE4nIyMjOzs7PPnz2MS2SDXoaSROBEcXmCWlpY4PQ+By2A1MH4tLAxyFco7h9vXCHsXW7zkHZbDtfUOvNYAv4JfGUJpaakCbEpIVVUV3b+eZsCvMvcrQkFBQV5e3rlz57KzszMyMk6fPs3hcDgcTho5UlNTU1NTT2JIkYRkEZJIc2blyuHMevrrrw/Pn+/t7e3j47Nv3z5/f/+jR49GREScOHEiNTU1IyMjJycnLy8P0xyL1hRL6leh1lTxDaXCfkUy3B3y9OvgD8PWD4NfMYBfGYS3tzddfvX396f719MM+FVOfs3Pzz9//nx2dvaZM2fS0tKSk5MTEhJOkOP4IHFxcbGUiImJiabKyaVLRc2a+dln+x0d3dzcNm/evHXrVi8vrx07duzZs+fgwYNBQUEREREJCQkcDicrKys3NxeTwo7oV3E1uZj1CHpMoeD8iuvrNGL98FBOSrAepiVZqFa7EFNTPYJfof8w+FWI7u7uK1euFBQU/IYhPj7+ypUr9+/fl/nu7Ozs6PKri4uLzH/O69evX7582dfX14Ph5cuXL1++fPv2rcx3JyXgV/n59dy5c5mZmRwOJyEhITY2NjIy8hglwqgSSokk4edfs0ePDrSz27p1q5ub26ZNmzZt2uTm5rZlyxYvL6+dO3fu3bs3ICAgLCzs+PHjSAp77ty5/ERvS5HKXKSGF+3fhBGVmP5NmCxxsE+RaAcnEb+KtvCK69/k6mo5zN6Fv+3qik2vMQUR51f1BPxKQG1tbWRkpKOj4xdi0dXV3b59e0FBgaz2O2nSJLr8OmvWLFn9ihcvXnR1dTU3NzeKpaOjo6+v782bN7Lar5SAX+Xq14yMjNTU1BMnTkRHR4eHh4eGhh4lTYgw1GQpjV/zPv44cvFiPz8/b29vDw+PzZs3I35FUtjt27f7+Pjs37//yJEjx44dO3HiBIfDyczMPHfunIJHn2CgzBhYJEWirH51CWmHgBgxyJ9R4Fe5+pVa/ho+CPo6QnIiIyOjoqKioqIkrR9OXbas4NNPU5YsCQ0NDQwMPHDggI+Pj5eX15YtW9zd3bds2eLp6ent7b179+4DBw4gyWtsbGxycnJ6enp2drZw+6siYKDMGFgkRQJ+VbVYHtJGexmYE+TPKPCr/PxKuf0VR7wkJGBITExMTEwk37MpKSkpOTn5ZFhYUlJSfHx8TExMWFhYQEDA3r17d+7cuW3bNi8vLyRtxXVuSklJOX36NPKUjuKHTmSgzBhYJEWiUn6lXIA//vjjp59+El8bTJKNGze+fPmSWjFws9G998FHn3z1y/csa81Zm6cti5rrUbg4oM4lpH3+/ntOvrccfMpmb8ycvTHTbmcp9o9gu+MyutzJ95bz3jsuIe1LAxutvS6YusRqs7d9z7L+9GvN9//6T+y+Ro0aRa3Mb9++7ezsFF8VTJKmpqZXr15RK4ZA6lMC/Conv0rZfzgtLY0jzCnJOX36dHp6enp6+hkJSU9P53A4ycnJsbGxISEhhw8f3rt37+7du319fffu3evv7x8cHBweHh4XF5ecnIw+nJObm4skr4r3KwNR5F+AaSi9X7FLqO09MjJSJmZFmTVrVkdHB4WS/L///u+rsaY6VjtnrUl13ntnWXCz7XaumWu8jtXOMZOcP/tOGydFhIkWWzOvPUO2kHnt2USLraLrvPfBR59+rfk9y1qbvc3UJdba68LSwMb5++/N3pg5yW7vNxMsWLqGFArc39/f2toqE7kiPH369NmzZxRKIhA+AcCvw0GLXwsKCpAs9ty5czk5OdnZ2dnZ2WfJkS1MDlXOUSUrK+vUqVPJycnR0dFHjx4NCAjw9/f/7bffgoKCsI+9njlz5uzZswwc9B+gEXX3q4eHh2zlisBisWpra8kU4NWbt1X1rzKuPTtwir/s94bZGzMnzvb4+pcZ//f5f0n+85CMXwn5+ydffzXWdMKMDbPWpC77vWFPKv/UlWd3Hr968YpU597Xr183NTXJUK4o3d3dFA4l+JUMivcrAmpZlDxy5MuIAkrk5+fn5uZmZWUhjcdRUVFIY3BERERsbGxiYmJaWhqYFRgOtfbr77//Lg+5IkyePFmMJ5r5b7LL+o5kdq2J6PBL7Uy52HX9fs9cG3uSapSJX7EsWbKsvLqHc6nr4Gn+moiOQ+ldGdeeiZFNf3//iD2EpaGvr0/Sowl+JYMM/ao+TJw4ceLEiVpaWpqDaGlpaWlpTRwEWYfuYgJMRLn9Srn9taCgQH5yRZg/f35/fz92pz3P3xZXPN+bxneP60gq7r5+v6eD39vb24eEh4cHFb/O9sD+ESbOprKRffv2o8Xo7Ootr+5J43Z7xXf6pPBzbz3j9/Xj/nptbW3yk2tjY+PTp08lbcaG9lcyEF7h4FcxoPrUwgBmBUiixH6lvMfa2toffvhB3n794osvfH19BQJBf7/gZs3L0HPd66M6ws51Xb/f093dh/oMDVomz0G4datctDy9vX23a3qi8/nrozqOZHZd5b149eatQCDo6uqSq1wRmpqapHk6FvxKCOEVDn4lg6hTmWZWuu4e4qH7r0Iz6ujXZcuWKUCuX3zxxc/a0yNynm6M7vBL7Tx/o6u1g8Bh2Pj8888VfwGMGTNGfKk6u3qLb3cfTuevieiILey+WvFUAX5tbGzk8/mUDzH4lRDCKxz8OiI4lTLNrAgMlBkDi6Rg1M6vV65cUYBZf9IyYa9PWxJQu3R7ak1Dr3iBobFkyRLF+3XDhg0ki1ff3JtY2LQxqs3vZOulPxVh2devKQoP/EoI4RUOflUNGCgzBhZJwaidX+fMmSNXs/6sN4e9Pm3hwfv6llu/+mbMqFGjL126TFJgubnnFe/XK1dKSRavs5NfXf2wivfwVPGTLbFtfidb/7ghX8u2t1M8yuBXQgivcPCrasBAmTGwSApGvfwq1+T1l0mW1ltz5/mVT2K7ffHVN6NGjUZi0aJFJAXW29s3Zw5bkXJdsGAB+bI9eVJfXf0QiQcPajJK6rbHt3ontBXekMuDOgjUUljwKyGEVzj4VTVgoMwYWCQFo15+9fX1lYdZf9abY70113FXqc7MVV988R/UrEh8//33nZ18kg67dav8nXfeUYxcP/jggwcPHpAsWE9P78OHNahf0ci5XLcrscU7oU1OuWxPTw+FAw1+JYTwCldrv3rn8gepjJon9bZyvQdeDLcx71w+f2CtQeZFVZLeuZgtIzLDbV/c+iQ3SxqCjaB+JZyfTsr9KQXq5dcpU6bI1qzfjRlvvvL4/L23tUwW47SKjXPncsmniQprhSXf8trb29fe3iEqVzSKrj32Ot56kNNa8UDGlm1ra6NwoMGvhBBe4Wrr13lRlRgXCb+TipH8KrSbeVGV5OVOxq+VlZXoOgzyq7Mw4FdV82t1dbUMzfrVV19Pttq66HC1sfM+bG0wYbi5uZE3WUtL6/jx4+UtV319/Y6OTvKlamhoFONXpMY4pbB+fWRbfEFzXb0sFYt7jFgeZwj4Vf38Oi+qUtgH86IqsQlo1EBqOyhDRIS4TNcbsxIimKGMuDLKG93ioH28c/mVubmYHXvnVkZFDZqJYBeDi3CZsXeuyD8GUL9GeaO/DOs8tGCiKiX8vQNFRYst6myCsg1uBFkD/KpGfk1NTZWVXH/Wm+O4q3Sue/YPP08Wb1YkpkyZQt5kvb19Dx48+OSTT+Qn1y+++LKu7olERaqtfSzer0jcqnh0JL15S6wsG2WfP38u6bEGvxJCeIWrqV+HbCq6CFPLSiAytB4Y9yFWfhgD5XqzhmQ+6OBBW3nnIkrGOQ9b1YzdO7KmyL8MWCwW1q/z0K8NbZnoFXazor/XO3dIxYR+FS0bfiPgVzXyq0wGREQqhBcevD/RdCkZsyIxduxYiWTW29tXUFD4wQcfyEOuH3zwAfk+w2gQNr4OFwVXH2+JbZNVdTG14RLBr6IQXuHgV8wivCCFXmNTU/xqLEK/Dm4Sv+UBNc2LqhxKfAl3gau1Rqp/iauxsX4dEDdhkQgEO5w+Cb+CviYoG24d8Ksa+VX60fwnGDksPHjfdHEg8uCNREG+ixNWsTLPYr/44suSEq6kJenp6SUvVySqeA9P5DWsj2zLviJtIkthxH/wKyGEV7ia+lVUM7j6YZxOCBJAEn5FzCpaYTsvqjLXe0Cv4nYxWC5sTllJlL3i/YrsOEqefhUtG/gVjxr5VZphm7766muT+YcWHrw/brK1pGZFgnxPXVxFsZbWRFnJVV9fX9JqYSS6urol9SsSl2892hLbFpLVUltH3a8UBnICvxJCeIWrq18J+jdhs8ihHA1XG0r04eC3CLw7L6oyNxdTHzz03crKXGGbEuwC3QY+/RVVLM6vuL5OI9YPi/wk3L8SsHXi4sqG/Zka0H9Yffxqa2tLTa7f/6hl65k/1z37mx/GUZPrqFGjr169RkFsvb19LS2tv/66UkqzvvPOOxs2bJCoQxM2kJElqMW9+zVH0pu3nWi9VUWxrpjCfLrgV0IIr3B5+NVhzBiHMWNWfvut1+jRMom1X3+NbNNQU1OGt7+hDkX4XkuVubmVwovRrky5BJ2GhKt5kaWYN8S1zSLSFd2Ft3Cno+HqZlksAr+K7lpc/yai30vQkYtE2ViiflVb1Mivq1atoiDX8QY2Cw/eN7T1Fn2wVaJ4/LiOmtuQuHOngvLQE3Z2dtSyZzS6u3so+xUJTvGTjVFt565SqSvu6pLg3KB2hoBfpfGrzU8/bfrPfwI//jjrvfeKNTQUEOfeeefYP/7hNXq0w5gxcrgrEuaHFMElufKDgTJjYJEUjBr5ddeuXRKZ9auvvp7iuGf+3tv/05ktjVlHjRr95Zdf9vSQHYVYTBQXFy9f7vLFF1+S0erXX3/9668rKbS2igaF9lfRuFJe63W89Vh2i6RP71AYYgL8SgjhFU7Zr/P/+9+j//d/BX/5C05+BX/5S/Tf/x79978HfvyxrPLXw598gmyTUOHHP/ro12++0dPSktFdUVZ+lejZVmlhoMwYWCQFo0Z+PXr0KHm5fv3tD3Pds63cMr7+fqyUch01avS4ceOklxw2rlwp9fXdM3eutZGREfqwrJbWRCMjIzs7u3379l+/XibbPUrUf1hMXXFwRpN3Qtv9Ggn8Cv2HZQXhFS6pXxc4OKz89tvUDz9E9Zb64YeHP/lk5bffTv/lF+S2gp3KDUV0/lQKIFuYPH78ou+/9/3ss+MffYQWI+u997xGjzYeP57G+ymNMFBmDCySglEjv2ZnZ5OU63djxtt7XzRdHCi9WZEwNzeXre0UH48f10nvVyRSCuu3xrXdvk+2OVbSudYpnCHgV5J+3aWnlzNo1qz33tvy5ZfG48cTqhQ3J7n80Jkw4ddvvkn861/R7HnnqFG6Mm2mVQrI1GkpHrr/KjSjRn5tbW39z3/+M6Jcf/hZz8m3bLK1l6zkOmrU6D17/GgXpJTx9GmTrPxaXf0wi1vnFtN2vXJkxT59+vTt27eSHmvwKyGEVzhJvy63to4fPbpYQ6NYQyPpb39b9d136E2EMEnV0tLS1NTU1NTEvpYtuL3Y//e/wf/8Z/FgSm3944/MnKgVUB/UyK8CEpPT/aRlsuDAXZbZChnKdZQkU9QxNqTpQkwYBVcfb4xq4/45Qo8nalPUgV8JIbzCyfjVbezYvPffL9bQyHv//V16elOmTDEwMNDW1iZ0Kuq8CRMmyEOromB3ZPXf/6J11ztHjUJrqgFAkRgZGenr66uXX8U3wf4yyXLhwfsTjJxkK1eZN77SFTU1j2Sr2Is3at1i2s5fE6dYCo2vFM4Q8KsYfL//HtFV/OjRy62tnZyc7OzsDAwMsGYd0X/ycO1w29QeP37H558jZT708ce6mprY9mCa77uAeqCvr29ra6tefhUzxP/EaYsXHLgrfVdh0ZBocH8mx4hD/FOIq+WPtsa1cS4QK/bp06f9kg/uT+EMAb8Ox86vv0ZEtUdHx9nZ2cnJycnJycHBwd7e3s7OztbW1traeu7cuVYYkLdz5861xmCDwVY60O1gtz937lxcMVZOmXL+vfeKNTSOf/65w9y59vb2jo6OTk5OzgBAB6rvV4FAsG7dOkK5Ljx4n+Rg/RLFN9988/BhDe1qlEl0d/fIpBcxLsorazyOtxIqlsKTr9TOEPCreLm6jR2L3CMcHR0RuaJmRa2GvEZtiurQbhB7mYJuFutdnGtdjI2xirWzs3NwcEAsC6IFFIxa+LW2tva7777DVQsvOHBXHnIdNWq0t/cO2r0ow2hsfCpzv6KKxY0+0dTURC15pXCGgF9FWf3TT6hcTU1NnQfliqat2IQVMSuqVaxQHRwcEKuhL6QHu0E0mUZTakS0OMUGf/edjY0NshooFlA8auFXgfBAEz9pmSw8eF8e1cKjRo0eM2ZMU1Mz7VKUYfT09MojhUUqit1i2i7cGlIshWElKJ8h4Fcc5np6Z99/v1hDY+v33yP9hx0dHRGB2djY4NJW1KyIvVCPOg3iPFixLFuQ2xbyGtUtInVE84hlV06ZggyCsdbQ0Nra2tbWFhQLKB518euzZ88mT56MPIqz4MBdmXdoQiMpKYl2I8o8Wlvb5OHX6uqHJTdqN0a1Xa142tjY2NraSuGxHMpnCPgVR/C//12soRH7z38aGRlNnz7d1NQUWyeMS1sRYxFqVWFgvYvNs5Fcdv+PPxZraGT+7W+2bDYoFqAFdfGrQCCora0dO0HPybdM5o/ioOHjs5t2F8opZPssLDaKrj12i2mreNBMuWaY2hkCfsXiOnZssYZGwV/+wtbRMTQ0NDU1nTZtmp2dHSrXcePGjRs3bvz48RMwyLx7MGWQwqAFGz9+/MRffkn48MNiDQ2fTz/FFZ7uwgKqjJr69cWrt1uj6w1tt8lJrvPmzaPdgnKNJ0/q5aTYnMv1Hsc7+H3gV9lD0q+R//oXUjOMvDU1NTUxMUGqhZHMddy4cdnZ2Xl5ecXFxZcuXSotLb1+/fr169dvMAZNTU2krxNSYDabvdTIqFhD4/x777FnzjQ3N589ezabzcbWbysYTU1Nxe9UIpSihGwGo6Z+7e8X+J/pSijuSkpK+uabb2QuV0dHx7a2dtoVKNfo6emtq3sic7nW1Dzq6OjMvta9M4n/4hXUD8sYMn5l6+ggyauJgYGRkZGBgcG0adOMjY2xT7+MGzcuPz//woULly9fvnbt2vXr18vKyuhWqhCIGxBxIiW3tLRM+r//K9bQcNPUNDc3t7CwmDNnjqWlJbbPs4LdoOA9SopSlJBuh4pDTf165uqz384MzIR66dLlsWNlMII/Glu3bqVdfgoL2XYnfvSotqurG9lybEFXbGEv5UMMfiWEjF/3/Oc/xRoah0ePNjQ0NDQ0NDAwMDY2njp1KupXa2vr8ePHX7x48cqVK0xLW1GwbkCrtb20tIo1NGL//W/ErxYWFmw2G1EsLW5Q/E4lgloJzc3NjUljbm4uZQmpmW/WrFkmJibiy2ZiYjJr1izwq2RU1r30ON7R3D4kiYcPa8zMzKQ36zfffBMfH0+78xQcra1tMulRXFf3BDuFX2dX765k/qV7L6gdZfArIWT8eubDD4s1NBwmTjQyMkL8OnXq1ClTpqBVqba2thMmTEDkKlHaeuTIES0trTGk0dLSOnLkiPR+tRlUrC2bjXQknjt9urm5ObaWGElhZ8+ePeJtF3cLnj17NmU3UPgW80tobGwcEhJSQIKQkBBjY2NqZUNLSM18JiYmIxYyJCTExMQE/CoBHT39bjGdt2t6RD0RHx+vqalFWa4bNmyQcgZ15Y2enl5phnaqrX3c3t4hutnapz0bozuoOQ/8SsiIfjUxMEAqh9HkdfLkyVi/Ij1vJ0yYQKFOWEtLKz8/n3xp8/PztbS0ZOJXm0HFJv/rX8UaGisMDCwsLHC1xDY2NmRuu6K3YMpuoPAt5pfQ2Ni4oKDA2traxcXl6NGj6enpWVlZmZmZZ86cCQ0NdXd3X7RokbOzs6ura0FBAV1+RQq5UyxI8cCvZOnvFxw4xT9zpWs4T3R28gMCAiS1rIvLivLyP2mXHO3B53fV1zdIatbW1jYx27xwp3tbApWGWMCC/YQAACAASURBVPArISP61ZrFKtbQ4Pztb2jyqq+vP2XKFMSv1tbWyBBImpqaFKqFx4wZIxAIxOesLBYL6+AxY8bIyq8I4V9+Wayh4T5xosUg2BSWzG1X9BZM2Q0UvoWUMDc3Nz09PSkpKSYm5ujRo/7+/nv27Nm2bdumTZtWrly5ZMkSR0dHS0tLMzMzukro6Ojo4uLi6ekZHR3N4XAyMjKys7NjYmL8/Px27dq1Zs2a+fPng19Vyq+cy88OneZ3d4+sirKyG4cPH542bdpwTh07duyaNWtPnTrdpur9mCSNnp7e9vaOhobGmuEnA6ire9LS0oo2tYqPqLyuiDyJG2LBr4SM6Ndlv/xSrKER+a9/ockr6lfsY6OampoUnDeiX1etWoWOiBkXFyeQtV+tra39x4wp1tDY87//zZ49W7QVdurUqeBXmZTQ3Nzc1tZ2xYoV27dvDw8Pz8zMzM/Pj46OPnLkiJub2+LFi2fPnq0UfpWmFVaN/Hq79qVbTEdja6+kwmhra/8Dw507FbQ7TImiq6u7s5OPBoUtdPB7dyZ1Flc8l+hwg18JGdGvbj/8UKyhceTzzw0NDSdPnjx58uRJkyahfkWSV2dnZ5n71cTEpLS0FCnk3bt3FyxYgK4sQ7/a2Njs1NQs1tAI+vbbOXPmIHI1NzdHqoitrKzAr7IqoampKflGYsq9nBTgV2laYdXFr/y+freYzpsPCJpdIZgfD+p7N0Z31Le/kd8ZAn5FQEaWCPvkE7RyGPHr1KlTkeEPkTGPZOtXPz8/NG0NCgpClwvk4NeD//tfsYbG/h9/ZLPZs2fPRvyKVhFD/bBMSnj27FnF9HJSgF+lqSVWF79G5vUkFA/b7ArB/Mi+1n3wtBzPEPArgsPEicUaGskffYTkrzi/2tvbI6MJysqvlpaWaNpaWlpqaWmJ/VQgB7+GffNNsYaGl5YW6ldsEyzkrzIpIeJXBfRyAr+ODGW/3rlzp7i4OCIiIiIiYuPGjfv27YuIiIiPj79x40ZLSwu6Mq/xtVtMR2sH/ZKAoBzd3X07kzqv3B96XOfly5c9PT1NTU2NjY21tbXV1dXIrAB8Pr+vrw/8SsiIfjXT1y/W0Mh991208RXrVwcHBxn6NSgoCClVV1eXn5+faF4rkINfE//9b2Sgf0tLS7QJFvwq2xIiKakCejmBX0dGIr8+f/48Ly8PuXuKnz7e2dk5NDT0/v0HO5M6L96B5FXpo+JRz+bYzrbOvvr6+srKyjKxIGdIZ2cnyUkCwK8oue++W6yhMVNHB+dXtPFVer8uWLDg7t27SJFKS0tNTEwIG2UFcvBrzocfFmtoLDQzs7S0nDNnDq6LE/hV+hKamZkhraoK6OUk1+dfo6OjTU1N1cWvr169iouLMzY2ZrFYZPyKMGuh37J9V65cKaVdDxBSRlNT85FTdb+fqhFvVqxfy8rKysvLm5ubRzwJwa8oyMw5W777Tk5+RToGCwSCrq6uVatWEZpVTn5dZ2RUrKGR/ve/I8Mlol2cwK8yLKG5ubmOjg5SzhkzZsyePdvT03Px4sUeHh7Z2dmFhYXR0dEBAQHr1q07dOjQrl27aPGrqanplClTxPe6MjU1RauvVdyvWVlZ5ubmqDVJ+lXPcPqS32omTbXU1NRav379vXtVtEsCgkK0t3fcvn2npIRbUFy6Nrwlr+Q2eb8i3Llzp6OjQ8wJBn5FQR7RSfvrX+XkV4T8/HwWiyVGrvLwK9L4uvfnn8Gv8ishtpybN2/29fWNiIjYvXv3pk2bzp49W1RUlJSUFBcXFxQUhNQS0+JXMzOziRMnkq8lVlm/Pn/+fOvWrThxkvSrzabUOSuCNDW1kNDX18/OzqHdFhASRV3dk0uXLpeUcJGIyajccaJBUr8i1NbWDlddDH7FggyROP/nn2XrV0nHbyotLZXh+E32VlaF77xTrKEx39x87ty52PphpP3V0tKSfK9XtAqR4eM3Kb6ECIi6Dh48GBoaGhMTExoa6u3tffLkyfz8/JMnT6akpCQkJERHR4eFhdHiVwR19+uTJ08cHBxExUnGr1MsFi86UKnF0kX9ikR4eATtzoAgGQ8ePEDNioZXbENS7j0Kfi0rK7t3796rV69EzzTwK5Zt336LpLBGenoy7N+0devWn376SXzOiuWnn37aunWrrPyKJK/HP//cxsZm7ty5bDYb279pzpw5VlZWZmZmU6dOJf/g5tSpU2fMmEHZDRS+NWPGDIaXEIH8v1Sio6Pp8ivJVljVfP714cOHpqamhO4k41enHX+YWG/AyRWJHTt20m4OiBGjoqJSVK4lJdz082Wbo5uvX79Bwa9lZWW3b99+8QI/bQD4FYuJgQGSwu7+8kvc8znSPP+akJAwS0ISEhJk4tdNBgbFGhqF77zzq6kpMiksm+j5HKTtUCKkGRuBwreYX0IEtJcTGczMzCiXUBq/kmmFnTJliqmpqar5lc/nYxtcJfXr1NlL5+8pI5QrZLFKEYSZKxq7E+oSz1VR82tZWVlFRUV/v9D87eBXLIaGhgvHjSvW0CjW0Jg3diwyfpONjY2U4zcpEqwbFlhYIN2GD/7vf8go/9jGV2R8CcXPUqeq89MhSPTvAMWP34SAtMKOiJmZmUr5tb+/f/ny5WL0OaJfnXb8Md3BU4xfNTW1ioqKaLcIBGHU1zeIkWtJCTft3E3xKax4v5aVlT148AB7EoJfRRW774svijU00j/4wFJXFzv+MOX8VZGgbrC3sjr++efFGhopH39sb2WF+JWNqRzGjj+syFnWVduvigHmVx8ZUb8ePHhQjDtH9OsUi8UL99/R0tIW71d9ff2HD2todwkELtrbO7AdmoaLHSfqxbTCjujXsrKyhoYG9JQDv4piPHly8kcfFWtonPnwQ4eJE5H0zt7eHpk/p0zCyekUDOIGZzYbGVDi/HvvLTczQ5NXNptNOH+Ogt2gyN1RQClKSLdDxcFEv/J4PF1dXWn8ar81a8Z8H/FyRWL9+vW06wQCF+Xlf44o15ISbnJ2uUfsU2n8evPmTbQhFvwqmr8aGhpO09VFFJv77rsrTEzQFHbChAkTJkzQZDb648Yl/vWvxRoap99/f/aPPyILJ0yYMH78+PHjx48bZPz48UrxcwBlhHF+3bhxo3i5iveroZn9Ev9q0W7DwwWXe4l2o0Cg0dj4lIxckdga05iWf5eyX8vKyh49eoScdeDX4Sw7ZdKkqI8/RlJALy0tRLFIR2KkLzEz2WBmduYf/yjW0Mj66CNXS0uktA4ODnZ2dkgWa2VlheSs2H5bdJcaUGXo9+uNGzdGlKt4v9pvzZq5YA9JuWpqatnb29MuFQg0rl8vI+/XxOw/h0thSfq1rKzs2bNnAvDr8CmsgYHB9ClTjn36KdLdKe6zz+abmyMdnZip2AUODoFjxyKlTf30U1Sujo6O9vb2NjY2qFyxNd4M/CGAikG/X8kkr2L8amhmv/TIY5auEXm/Qkcn5kRDQyN5uZaUcC9evOQW1XQqn2AsYvJ+rampEYBfxVrWxMRk6tSpXlpa5997D0lkD/7vf4vmzHFwcHB0dKT7rjXEAgeHXXp6WR99hDyKc3DCBGdnZ6xcbW1tUbmiyStj/6EAqBg0+/X58+f6+vrS+NVydeQc1xCJ5KqpqbVnjx/taoHo7e27e/eeRH4tKeFGZ1TuTXoijV/Ly8sF4FexKey0adOMjY2tra3nzZoV99lnSGpY+M47x7791nXWLKRmlV4/Lbe29v/lF+QhHCRtXTV7NlIkR0dHpFrY1tYWrRlGugqjNcM0lhxQH2j2a3FxMRm5DudXbW1ddLRhicLc3Jx2tUD09vZduVIqqV8Li6+sDGvllt6i7NeysrKenh7wqxhMTU1NTEwQP1lZWW3Q148ePRoxGfLcS8BPP7lPmTJ/cHZYhbHBzOzghAnxo0cjAx8Wa2ic+te/dunpIcVAGlzt7e3t7OyQamGcXJlcyw2oHjT7dc+ePdL4dZrNOuddXEnlikRFRSXtdlHzaGlplVSuSOxLqo3L5knj1/r6evCrGKZPnz5t2jSkfhVRrJWV1UIzs6Bvv0XFhsTJTz4J/+47/19+8f/ll4MTJuzS00NeSx+79PT26Oggr4N//DHps89wu4776qvNpqZobTBiVrTMqFxF+zSBXAHFQLNfCYcaJu9XW/d0M+cd1Px68uRJ2gWj5lFT84iaX1Nyyr3iGqXxa1VVFfhVDKamptOnT0eMhVWslZWVLZu9QV/ff8yYlI8/xtpOMXHmH/8I/eEH78mTl1tbI1pFzYpUCNvY2GBLi5UrZK6AgqHZr8ONNkzGr3oG0yj0bEIjNDSMdsGoeYgfEFF8L6cNkc0FJX9S9mtFRQX4VQzTp083NTVFq1tFM0LEW3aWluunTFk/Zcr+ceMOjR17aOzYwz//LI9wnzJlk4nJUisrx0EcHBzQhBVrVmydMLZaGDJXQPHQ6VefFD5JuRL6deb8nbabT1GTq6amlo/PbtoFo+ZRWXmXml9LSrhBnAch6ULzrkvk15s3b4Jfxft1+vTp1oM5ItqiiUsN0aZNGxsbW1tbxGR2dnb2g+DeUsMOA3YJskekVIT6t7GxQb4CmSugeGxtben0q3dCmzR+dd7FnTLHlbJf16xZS7tg1Dxu3Sqn7Nez+dc2RDZT9mtZWZlPCh/8Kt6vs4V75GITWZxi0WQRHXHQVp6gThUtDK6rMPJAEcgVUDxWVlZ0+nXbiRbKfp1swl50qGrEAYfFxNKly2gXjJrHjRs3Kfu1pIS7La4ho2joQVjwKyHS+FVXVxeZPAcdCwmtjCVMGbHDOMgb7O7Q19gKYewITSBXQME4Ojoij57S5tedSR2U/Wq+5CD712OU5aqpqeXu7k67YNQ8bt++I41fI9LvBqTVUvYr1A+P6FcWi6Wnp2dpaYmmgEjbJ67JE/uMKda4OPtKiRjLzsXUUaMVwpC2ArTg6OhoZWWFjutAm193n+wacVj/4fzq4JUrTeWwpqbW/v37aReMmse9e1XS+PVs/jX3mCZqfi0vLwe/kvErjokTJ2L/O3HiRK1BkMHNsa/lh+getbS0sPN3ooUEAHqh069iJlTHgfWrtu6kpYH1LJ3J0vg1KiqadsGoeTx4UC2NX0tKuOsjWv64VE7Br5WVleBXCn5FQNWFm5Vaiw6Q/YJZAWZCp1/Fz6mOBevXqbOXUh5WAo3s7BzaBaPmUVf3REq/7kt6nHiuioJfq6urwa+U/YqCFS0Lo1uc/2SC+G1SufMBgPyh068REREkS4n162yXQApjDmODxdJubHxKu2DUPDo7+VL6NTqj8vDJWgp+bW5uBr+S8auOjo65ubmtra34Nie0GxG2mVZ+oDtCd6qIhjUAIIGtra2FhQXa9EmnX+/du0fBr847L0jZ+Lp48WLa7QLR29tXVnZDyiZY9Ckdifz64sUL8OuIftXR0RnRrAAAiOLg4KCnp0ezXwUCwYwZMyTyq+4kw6WB9eRnUyeM8PAI2tUC0SvFEE5obIpsQgZyIu/XiooKAcyfQ8Kv5ubmdN+mAEBZYbPZ9Ps1MDBQIr+aWK109C6SsnL44cMa2tUC0dvb197eIaVfD6U8OpFzXyK/Pn36VAB+JeFXGxsbuu9RAKCs0Dx+E+LX9vZ2MlPAon5l/xpqsfyINH6FkREZFdKMklhSwo3LrDiQUkfer+Xl5W/evBGAX0n4VRY3mWAun8/nc4NlsS0AUC7o96tAICDTywn1q4NXrrHlSspyNTIyevKknnapQKDR2cm/dOkyZb9m5l9HnoIl6dfm5mbkrAO/KsKvwVw+j8cDwQJqCSP8+vz58xFbYVG/LjpURWFCdWh5ZXJI0wpbfPGSS0j79es3yPi1oqLi7du3yFkHfpXGr4GBgRwMgYGBhKsFc/k8jmcwFwQLqCOM8KtAICgpKSHjV91JhsuPtkjTbZjP76JdJxC46OnplWYsYreopryS2yP69caNGz09PegpB36Vxq/u7u5Yv7q7uxOtNShWrGA9OTw+j8Ph8hGQxYQLnQdrl4cWDb3n8zieAwt4XC6SIYt86snh8flcDoeH26zn4JKB9UR3BAAygCl+FQgE0dHRI/rV0Mx+/p4yanKdMWMG1AwzNjo7+VeulFLz6+6EurT8uyP6taWlBXu+gV+l8aszJoUdLnnFaBUjWMRtQ1rlc4PFLBz4Ej4DRtcJ5mIkKfIpslmMiXGvnD2Dgz3F7ggApIBBfhUIBF5eXuL9amrnZrclk4JcdXV1//zzNu0WgRATLS2tXO4lCn49klYdlcUT79fHjx/jTjbwq5R+RVPYYZJXbDopkqoOCHHwDdHCoSQTk2pitzno1yG94j9FReuMU7KQQgl3BADSwyy/vnr1auvWrWL8arHsNwojNxkZGV28eJF2f0CMGI2NTy9fviKpX6MzKn9LqxXj19raWtGTEPwqpV+dnZ3DwsKio6OH+VDYY+g7ifwqrDqMLrE1z4O5qOin5P0KTgXkALP8ikBYUYzcPW03n5ru4CmRXOfMYVdUVNJuDgiS0dradvXqNYn8mnbu5vbjjcP5FVctjAJ+ld6v69ev37x5M/FnOI0J19kO6CyYyxezEH3h7OzsyeEE46p48X4l+JTQr9h9IfXDIjsCAJnARL8KBILCwkJjY2NRv87bfcVgxjzycl26dFlzcwvtzoCQKLq6um/dKifv17w/SteGt4j6tby8vKtr2HMM/Cq9X8UgXHHrPOQ3Tw5voEcSpi6WcKFQzS2P44l5z+WK5q8EnxL61Rlbj4zNfaF2GJAxDPWrQCDo6ekJDAxEh55A7p5LA+tZukZkzGplNTc/v4B2VUBQjoaGxmvXrpNU7JrwVqxfb9261dDQ0N/fL+YEA7/K1a/DQlgbC1W0gCrCXL8itLS0+Pj4GBoaIndPl5B2MmZNSkqiXQ8QMolHj2qvXy8b0a+bIpuQ06O8vPzx48evX49sTfAr+BUA5ArT/YqC3D2XBdQMp1UXlxXx8fEwsLBKRkdH56NHteXlfw7n1+3HG5eHtLuEtJM/o8Cv4FcAkCtK5leP4x29vX09Pb1c7iUk7t2rov3uD6HgaG/vaG5uQQJZcvA03wX8SgTj/AoAaoOS+dUrvpP2mzsEA+NwOviVGPArANCFkvn14Gk+7bdyCAZGVF4X+JUQ8CsA0AX4FUIVAvw6HOBXAKALJfPr9oROzqUuNGi/rdMS3d19mVe7fFL4O5M6OZe6urvpLxItgT0T/NI6XULawK+igF8ZhYWFhaGhoY6Ojpix1gHmoKOjM3nyZHNzc2qHm6VcfnUJac+49gwJl5B22m/xtETm1S6/tK6HTa8fNb8+ktmVVNxNe5FoCdzJAPkrIYRXOPiVFoyNjSdNmmRtbb1w4UJXQBlYuHChjY3N5MmTDQwMKBxx5fMrdgntt3hawieF/7BpwAodPf3rozpoLxItgTsZwK+EgF8ZwsyZMydNmrRo0SK6lQFIzNKlSw0MDChcEeBX5YvtiZ317W+QP0LP87drIsCv4NdhAb8yBAMDA2tra7pNAVDEwcFBT09P0oOufH6F+uGUi91HMrv5ff09z9/GFvZGnlfTdmioHyYD+JUh6OjoQLWw8rJo0SIWiyXpQVcmvy4PafNOhP5NfZ1dvSeKutZHdayJ6Ig839XB76W9SLQE9kzYm8aH/k2EgF8ZAovFotsRgFSouF/h+RyI4QKezxkO8CtDAL8qO+BXCDUN8OtwgF+FGJqZTvrxjoO5Q9O5j7wxAr/6ZlbzqzN9hd7z+Xz+0EL8ksH32BWwWwDkCNav04ggPOjK5NftiTA+IgRBBGRA/TAx4FcU7Ayw+HdSQcWvvpnV/OpqrF99M6v5VyJdMdoVWRJ5BVndN7N6cPmVSAVbRn3B+RV3fFXBr+j4/teuXUfiwYMHtN/cIRQczc0tT57UI4EsgfH9hwP8OognhydsQU8OD5uAcgZS20HnDs25jvlaMGYlRKvYudqD0S0iH2J3T1Q/HHlFOFUdlGXkFf6VSIIlwn4FuyoW1ferS2CNubkFYXh4eJw6dbq29jHtd38ImUdra1tl5d2ioqK0NA5heMU8Br8SAn4dYMimoouCuahXg7kiWS1aD4z7EE1bh/JXdIsiMh/Rr6KvCT7F1A+DXRWNCvq1vb09MDDQ3t4efQBjOL+i4eKyIj39DO1KgJBJVFbezck5N5xW0Vh/rAE5PXJzc2/fvv3y5csRTy3wK/h1UILYCl7Ma2xqil/NmdCvg5sU1ats/IqCZrDCzbGAHFEpv/b19cXExNjY2LDZbDabjdw9lwc1zWbbjKhYxLIXL5bQrgcIyvHwYU12ds6IZkVidVgTcoZkZWVlZWWdO3euqqrqzZs3Yk4w8Kt6+VW0lRRXP4zz69AyIo8Ou9yTw+NxgkX1SqZ+GGtTxJ64JYMM5K745lhArqiOXy9duuTk5MTGgNw9F++/Zem0hoxfkdiyZUtraxvtqoCQKDo7+QUFhSTNmpbGSUrNXBXWjPUrwvnz51taWoY7x8CvauZXgv5N2EQVeT20FNs7WOTDwW8ReNeTw+NyuaL9nUbyq2vkFf5Qb6YrkYRLXF1dMToFvyoUFek/fPLkSbYIyN1zwY5cm+W7yfvV3Nxi6dJlVVX3aXcGBMlobHx69mw2ebmmpXEik/LcIx+L+hXh0aNHhKcZ+FXd/OqM7bOE77XE43J5wovRrkxcLsHCYFyGO/TNIR8LQdB/GGXAjugy1JaiS4QyWagfViRK//zr69evDxw4ICpX1K/ObrGOG2Mk8qu5uYWdnV1p6VXazQExYtTUPEpPPyORXNPSOIHxl31iq4bza1ZWVnl5uehJCH5VQ78OA6kHbEiCS3JRtLW1YXxE5UUVxkc8dOgQoVxRv9r/um++9zlJ/WpubmFpaXX37j3a/QEhJurrGzicU5LKNS2Nsy/uz4DEm2L8mpWVdfv2bdzJBn4Fvw4iK78i6THxpvT19W1tbenWBEARZ2dn5R7fn7BaGOdX6/nrFu+/RcGv5uYWCxYsaGhopN0iEITR1taekZFJQa5paRzvaF74ycvi/SpaUQx+Bb8qkpkzZ06ePHnp0qV0mwKQmOXLlxsZGZmamkp60Jni1+vXr4uRK+pXS2vH5UFN1Pxqbm7h5ubW1aWms5EzObq7e/Ly8qnJNS2NsyH8ScKpwhH9evbs2fb2oQdkwa/gVwVjYGAwefJkR0fH5cuX060MgBTLly93dnY2MjKaNGmSo6OjpEecEX598eLFokWLyPiVzWYvC6hh2y6mrNjExETadQKBi5s3b1GWa2rqqRWhbWcyz47o16ysrKKiov7+fuSsA7+CXxWPmZmZnp4eC1Ae9PT0TE1NKcjVmSF+TU5OFi9XrF8X7bk0d5EnZb/a2dlBLTGjoq2t/fTpdMp+jUvOWX+sISsri4xfs7KyampqkLMO/Ap+BQC5Qr9fOzs70UEkyPjVeUuSw7pQyn41N7cIDAykXSoQaFy6dJmyXNPSOMEJF3fEPCDv19zc3NevXwvAr+BXAJAz9Ps1JiZmRLli/Wrnsmuhzx/S+HXOHDYMU8yQaG5ukUauaWkc39iKwMQy8n7Nysp68OCBAPwKfgUAOUO/X0dsecX51dLacXlQo4UFWxrFQissQ0KaltfBzk31CacKJfLrH3/8IQC/gl8BQM7Q7Nfq6moycsX6lc1mL95XNneBmzR+dXNzo10tEL29fbm556WRa/zJs6vDmhBrkvdrVlZWX18f+BX8qmAcHR1NTU319fXp6qoDUEBfX3/atGkODg4UjjiLXr+S6dkk6lfnzSccNkRJWUXc1NRMu13UPNra2qVMXn+Pv7Qr9j4Fv9bU1IBfwa+KxNHREXoOMxBTU9PVq1f7iGX9+vUWFhb29vaSHnQWvX718PCg4FfbpdsW7bkkjV/NzS0KC4toF4yax/3796X06+7Yu8HJ1yj49dq1a+BX8KsiMTU1pVslAAEjyhVh9erVU6dOlfSgs+j165IlSyj41XKu3fKgRos5VtL4NSUlhXbBqHnculUupV/XH2tIPl1Awa/FxcXgV/CrIpk8eTLdKgEIICNXBH19fUkPOotev86dO5eCX9nIU7DSNcEePRpCu2DUPK5cKZWy8RV58pWCX3Nzc8Gv4FdFQrdHAGLI+5WlXOP770zqIClXUb86bYp23ChVE6yf317aBaPmceHCBWn8Ghh/2TfuHjW/ZmVlgV/Br4qEZo0Aw6Cyft0e30rZrzbz1yw9fE8av27ZsoV2wah5SDPmcFoaxyPyYUTqJcp+3ZXcCX4FvyoMmjUCDIPK+tU7oY2yX9ls9pIDf1rN30TZr97eO2gXjJpHYWER9crhlKzVYU2ZmWcp+9UnhQ9+VW2/BnP53GDh9zyOp8hikdUJp6sT/VT8+nhwt3XvXH6ut/D7yqh5IotFVh9YT+RT0YUAKVB9+vn5hYeHY4UaHBy8d+9eQr9OI4LwoNPmV58UvjR+dVh3dJ7nKcp+hVESaQ9pRkY8eLxs7/EKrC8l8mtOTg7UD6u8X3EmHc6rRF8T40vRT6n4FWfS4bwqAvhVxqD6vHHjRkdHR2JiIvI2IiKitbW1qqpqOL/iji/j/Lr7ZNf8+fMp+3Wu/eLlvz+h3Iv4xIl42gWj5nHjxk3Kft0Q3nCCU0TZr0VFReBX1ferkFIJ0k1kPnQ+QWLK43C4fMxn+E+HXgQPrMfn8zjBHN7g+sFcPo+DLYrIjR2rVIL0dF5UJZ/P5+OXe+fyK6OicvmYz4T96o37DBAPqs/Dhw8/evSoo6MjIiIiKCioubm5sbExKChIif26du1ayn5ls9kLff6wXeFHza+ZmVm0C0bNo6KikppcI5IKNkbU45QpkV8vXboEflUDv2IEK/QKV8HrLLIc41xC+xK/cPYcFKwnh4dLaUXv7EOCFXqFehRrSOxyjHNFrDz4tXlRlZDRkgJbIYwotrW1tbGxheLZVwAAGndJREFUESdXpfRrcHCwNH61/3Xfwt0Xqfm1quo+7YJR86ivb6Dm192xFQGJN6Xx6927d8Gv6uBX1KEYl6I69OTw+BjDEviSnFYx6w94VVSvRP2bBmWIcSlqynlRldgcVDh/nTfcwsHkFTJY0uA6MSGKFZWrUvq1tLRUGr9azrVZHtQ4x3qBpHJdvHgx7XaB6O3ty8jIlFSuJ9NO/xrakpp+Xhq/tre3g1/Vwq8DqgvmDvlOqLkU41hZ+BXZXbCoXgn7DyNZpnfuUKop1JKKcSx5v0LaKhmi/YQPHz4sKlel9OuLFy/ITP46nF/ZbPZ8r9MO68Ml9WtQUBDtaoHo7e27fPmKpH4NSuB6Rj0UVSZ5v+bm5gpg/hx18auzJ4fH42F9h+uOhOaaQvXDQxnuwLok/ersyeFxuVwRvRI/nzMvqrKyEluTixMkWs0rlKEOZbhDtcIiywByiHp0OFjK1X8YmZ/O19dXGr/aLNq8LKBG0l5Oly5dpl0tEL29fQ8f1kjqV7eIurCUy9L49ebNmwLwq9r4FStJZ2dnfDvrUBcmIV9yubyBTksjJ7IDG8K8IehOTHx3xwtRpKaXoF22MjcX6fokmsgOdYuC6mGSUPMrSVi0+/XOnTvS+JXNZi/ac8nW9RB5ua5atZp2r0CgkZNzjrxcjyUWbghvwD72SsGvXV1dAvCr+vhVseBtPgjNGgGGQcX9KiCXworxq+3iLUsO3SM/4/q1a9dplwoEGjU1j8j71SOqJjTlKqE1Sfr11q1byFkHfgW/yhrkeR/iZ2FhfH9mQt6vyje+P/L20aNHIw70L8avAyksuQd1du3yod0oELgoKiI1kFNEUsFwyStJv+bk5PT19SFnHfgV/KpIpk2bRrdKAALIz09nZGQk6UFnMcGvAoHg2LFj0vjVbpn34v23RpSrtbV1be1j2nUCgYvm5pbTp9NH9Kt3NO/3pOvDuZOMX6uqqtBTDvwKflUkDg4Ourq6dNsEwDNz5kx3d3fxcvX09LSysrK1tZX0oLMY4tf+/n7xc62L9yubzV68/5b10h3QrUlJ48GDavFyjUnOXXus6cwwySsZv169ehV7EoJfwa8Kxt7efurUqTo6OnQ7BZAAHR0dIyMjCnJ1Zo5fBQJBd3e3mOnWR/SrncuuRX5Xxcg1MTGRdotAiImbN2+J8evOmKrAxDIx+hTv16Kiojdv3mDPN/Ar+BUA5AqD/CoQCB4/fjzciMQj+hVJYYebdP23336j3R8QI0ZJCZdQrsdTstceaxSTvIr3a0FBAdrsigJ+Bb8CgFxhll8FAsHTp08JByUm41e7Zd5LDvwp2pEYMlclCsIs1ivqgZiWV/F+LSkpef78ueiZBn4FvwKAXGGcXwUCwYsXLw4cOEDBr2w2e6HPH/arf8d2aCosLKLdGRASBY/Hw3Z3Ckm84BbxZLhuw+L9Wl5e3t/fT3iagV/BrwAgV5joV4TCwkJscyxJv851XL7sSC0yIvGuXT4PHjyg3RYQFKK5ueXChQtpaZyU1PS1xxrjOBfEy1XUr4WFhQ0NDWJOMPAr+BVgMqampgzpC6atrW1sbEzhJ7AY61eBQPD69WsOh+Pk5ETer2w229ktdtVB7o0bN2mXBISU8fhx3W/J93xiq0aUK9av58+fr6mpGfEkBL+CXwHGYmpqqqurO2fOHAcHB3pL4uDgYGlpqaurO3XqVEm/y2i/Irx48aKkpISMX9evX5+QkPDg4SOP4x03H/TQrgcIKaOmoXdjdEfd0867d+8WFxeT8evTp0+HqxDGAX4FvwKMRVtbe86cOXSXYoi5c+dqa2tL+i0l8CsCcve8f/9+aWlpcnJycnKyr69vaGhocnJyenr6nTt32tvb0ZVv1rz0iu/s7Oql3RAQ0sR+Tmd++VDXpGfPnrW3t1dXV/N4vD///PP69es8Ho/H4zU3N/P5fOQMIX9GgV/BrwBjYbFYtGeuOFhKOv4wGSS9ex7J7Dp9uYt2Q0BQjgt3uncl88nlolTOEPAr+BVgLBRkJm/Ar0M0899sjO64Xwe1xEoZ9c29m2M7eY0SyA/8Sgj4FVBGwK/UUYBfBQIB9+5zr/jODr7EtcSdnfw//7yNRk3NI9p9o0RRX99QXf0QjZ4eif/+3d19+zmdGdeeSXS4wa+EgF8BZQT8Sh3F+FUgEMQU9IadI1VLzOPxTp06vWPHzqVLlxHGunXrwsMjLl263NnJp91hjIrOTn5FRWVOzrnw8IigoGDCSE5OLi29Wl/fQGaDJ0u6f8voJl8zTO0MAb+CXzEMzrWOmXAdO2u60AzqI2+K3IrA8Egis2AueswG3srl748t0jQiCL+iyn598ertzqTO/Jvdw93Ku7q6z5zJcHNzG06rhHH0aEh19UPaxUZ7PH5cl5GROZxTCSM2Nu7atetiktoyXu/m2E5+n4R2Bb8OA/iVHKI3ZewSiW7Z4FcZIKFfeTwetYNFsUiiNlVHvwoEgvr2N24xnQ/qCW7oRUVFkpoVG5GRUU1NzbRLjpZobW07ezZbIrPiLFtZeVd0s42tve5xHXefvKJwoMGvhIBfyYG7KQ+ls9xg7GvhT4VyJmQJF10ZHCsNkvqVE8wZNCzuH0ZDRwrzgfDLoeNItkjg1yEuVz3fmSTUENvQ0Lhrlw9ls6Lh6vprUZHajb9YVnbj6NEQynJFIzU1taOjE91sd3ff4XR+1nXJml0pnyHgV/ArBmz9MFo9TJwSDd6QPbF3dAXUT6oVEvvVEz0uQ39/3JHy5PDQY4smvOSPFvh1WE780Rd5fqAhtrLy7rp166SXKxpxccdpd55ioqenNzf3vPRmRSM6OubJk3pk46cudwdmdVM+xOBXQsCv5CBfPyzaUiua+4JfpYWCX52dg7kDnsU2mmOO1KBgg7lovjv0jySJigR+FeLVm7c+Kfzsa90XLlxwdf1VhnJF4vDhwyrf76mzk5+amipDuSIRFnbs3r2qS5U9nic6e56/pXyIwa+EgF/JIZFfxaxJuAIgMZT8itiSg/Er7kAgNkU07MnhcYMl0Cv4VSz8vn73mJbl7kEylysSAQEBtCtQftHT05uWxpG5XJE4FJq2Kbr9acebkY+i7M4Q8Cv4FQN5v3pyeLhVcUvArzKAml+F+zqJHilnTw4P+zGXyyV/qKD/sDhaWlrWbt7tElizbMN+OSk2OTmZdhHKKfLzC+Ql1+D4VSENQTFZolOgSwT4lRDwKzmE6hJ5HE9xOasnh4fr8CTSjwb6N0kJVb8if/3Bt6JHCvssD+65HlkWaegrauHXly9fent7u7q6rtiw2yWwdtk6GXRuIowLFy7Q7kKZx40bN+Uk18NBsatCnhwMywgPD+dwOK9fU7cd+JUQ8CugjMD4EtRRvF9PnjzpirL5kEtgzbJVnvLw65o1a9va2mk3ogyjra09JCRUHnL9LShyTUjt3rDc8EFu3LhB+RCDXwkBvwLKCIvFcnR0pLsUQoBfiWlpaVmzZo0rhhVbj7oE8Ja6bpCHYhMTE2mXogzj/Pk8ecg1MChsQwjPJ6w4HENMTMyzZ/B8jiwBvwLKiI6OjqWlJd2lGMLW1hb8Skx0dLSrCCu2HXcJqJKHYl1df21oaKTdizKJxsanMnnUVVSuG0OqtoeVhovA5XKpHWXwKyHgV0AZmTp1qp6enrW1Nd0FcXZ2dra1tdXX1zc0NJT0i6rv16amJlG5IrhsP+ESUCWPiuKYmFja1SiTkGaQJjHVwhtCeIRyDQ8Pj4yMpNbRCfxKCPgVUEacnJyMjIy0tbVZzMDQ0JBCfTVL5f2am5s7nF9dXV1XeIS6BNYsXTPssP7UYsOGDbSrUfro6ekNCzsmW7keDopdE1KLqxbGcffuXQoHGvxKCOEVDn4FAAWg+n49cOCAGL+6urqu2OzvEli7bL2fbBVLOL6ucgWPx5OtXA8Fx68Kqcd2aCIkJyeHwoEGvxICfgUAulBxv3Z3d69cuVK8X11dXV03+bkE1ixzC5ShX1NTU2kXpJRRUFAoQ7nuDz65KqQBeRRHPFFRURQe1AG/EgJ+BQC6UHG/3rx5c2S5IqzbvuJI9XLPWFn51dd3D+2ClDISEhJkJVe/oxmrQhr8j50aUa4IT548kfRYg18JAb8CAF2ouF/FN77iK4pXu7n4Vy73yV663JWBTbA1NY8KCgrj4+PDwyOCgoK2bdu+bdv24OCj4eERiYmJRUVFtbWPZbtHGT32GuIdcmFNSN3vx5JIyjWcUhMs+JUQ8CujsLCwMDQ01NHRoaufDiAROjo6kydPNjc3p3a4WartV6FhJciwcu2KPXku/hVLV26R0q/Ll7uImUWcfDx48IDDOXXgwAFEqOLj0KFDp0+ny2Tu985OvvRy/S0ocuPRu5tDK0PC48jLNZzSQBPgV0IIr3DwKy0YGxuDWZURHR0dAwMDCkecpdp+jYyMlMyvCJ7hLr/XLdv8u5SKlXL29fr6huPHT5DRqmgkJiZKuffGxqdSynVv8KlVIU92hV2UyKwIJSUlkh5r8CshhFc4+FXxzJw5E+SqvOjq6lK4Iliq7Vd/f38qfnV1dd2wyyWA5+J7funylZT9WlV1n5rb+Pyu06fTqZkVDW/vHZmZWd3dPdTKUF39UJo64e0h3FUhDYePpVOQa3h4eG5urqTHGvxKCOEVDn5VPAYGBnQ7ApAKPT09SQ86S7X9GhoaStGvrq6uK9eu2PuHi3/l0tXbqPkVnTlcomhqag4OPiqlXNEICztGbTzkJ0/qqdYJR28MqXILvXc0/Dg1uYaHhxcXF0t6rMGvhBBe4eBXxQPJqwog6UFnqbZfExMTqfvV1dXV1XWFV5TL73XLPWOXLnWR1K9dXd2SWu3+/ft+fntlJVckDhw4QKFFtq2tnYJcfY+eXRXSsDOsJDw8krJcw8PDr169KumxBr8SQniFg18VD91qAGQAhYOuyn7Nzs6W0q+urq4r1u9YceiGi3+lRLParVu3joJcd+7cJVu5IrFz566amkeSlkeikYcPBx3fGFK1LqSG/EM4YqisrJT0WINfCSG8wsGvioduNQAygMJBV2W/Xr58WXq/DljWI9QlsHb57pylK9aR8eu2bdslrRaWeeaKy2IlrSiOjY0jY9bAoLDtIdyVIY2+YUVSpq0oNTU1kh5r8CshhFc4PX4dmsIcmf5aeFrskb8sfmWhCdL5fB7Hk/ArwVziGbUlKgwVCO7W86Iq+ZVR8xTsCIA66NGcRgThQVdlv4oZ3J8Kqza4+GS4/F63bEv4iH6VaIh/Pr8LfaRVfhEWdkyi7k5kBvf3O3pmVcgTj9Bb0rS2ikJhljrwKyGEVzgNfvXk8PACk61fRVeTx/apg7tTz4uq5FdWgl+VC/RoitpUHf0qEAh27twpS8Wi1cWHbomfFaCs7AZ5k6WmpslbrkhkZmaRL1VFRaXYCuFYt5AKWVUIYzlz5gyFAw1+JYTwCqfJr9jEEZfMBnP5PC4XVTD6qagsg7l8dEODqw1tWMSvHK7whnAroF8X3T7h1wl26snhYd/j3qIQ3a69c8GvSgV6NMGvA3A4HNn6dcCyHqEuAbzl+y4RTgywcuUq8p2b6uqeeHvvUIxfd+7cRf652M5OPmET7KHg+C0ht1aH1vuGFciqQhjLzZs3KRxo8CshhFc4DX4dFA9GO3jVESSe+FeeHN6Q6QarerELRfSJ7G9IykJbFBEzblOiXxfdKa7Cebj6Z/CrKoAeTfDrADweTx5+dXV1dXVd6eoZ7hLAczl4fdnGw1i/BgYGkk8TKQ8iQS1OnjxJvmxpaRysWfcHp2w+entVSINvWFGYHMyK0N5O5UCDXwkhvMJnzJixevVqT0/PdevWzZ49WzF+dXZ2HpCWiDxJvA7m8nk8Hk7PQ2Ay2pG3Q9T6S7h94uxZeKeeHB7W07i3QxDdrsGvSgZ6NMGvQ4w4RZ2Ull3hEeriX+HiX7HM7TfkMR7yk9Pdu1elSLkiUUO6LzE6Rd2+4LSNIffWhDz2DSuQn1nDqU5OR+EMUVu/mpmZ7dixw2eQXbt2zZkzR1F+dcbUFEvqVz6PxxOupyXsvkTZr2K2P9y3MD9pJMcS3a7Br0oGejTBr0PIM4UdYsWWQBf/CpcA3s6g7NYOxrW8YoN8K2xnV+/v8SXrQh6uCXm8NyxXHrXBOKglrxTOELX168qVK32E2bhxI5P8KqZ+GLseQY8pSfyK+7ro9gm/TrhTZ+E6atG3zs7gV5UAPZrQf1gIqQZykoitvwekt62J6Ag713X9fk939wgC27dvv+L9GhAQMKJZb9f0ROd3rYnoOMBp3xeWrQCzhlMatonyGaK2fvXw8MD51cPDQ+5+Hez2g6vMxfZvwmWTw/RvwiSHQ9tEk0XyfsXsRah/E7r9YTaF3ymuu5Nol6sBcHfqeVGVQxXNud40uAKQHEnPepaa+LWlpWXdunUK0CuHwxEIBD3P3+aXP9+T2uUe15FysbumgXginQcPHiherkjU1T0hLFJ9c+/py11e8Z3eSfycG886evoFAkFJSYkC5Hr8+PGenh7Khxj8SojoFe5DhALzVzVFW1ubbjsA0iLpQWcpl19xIdFOb9++LW+5/v7772/fvsXutL79zakrz7Yc7/RL5Z8rw4s2J+ccBTVuOHAW+0fYcOAshY0UFRVhS1LX1Ftwq+dwOn9jdEfSxb5HzULW6e/vz8jIkKtcIyMjGxsbJTqgUp4S4FfwqyLR19en2w6AVKj++P7YGyhdwyUOh7e393CjIvT3C+4+eRVf3OedxHeL6Qw713X+RldNQ298fDwVv+4/m3ltYEeZ155t2E/Fr6mpaXVNvUXl3VF5XR7HOzxPdMYW9t6sednfT/yne/bsWUJCgvz8WklpQETsa/ArIaJXOPiVFmB+OqVGW1vb1NRU0oPOUiu/CmQx4j8hHh4eLS0tZArQ1t1/6d6L2MLeLcc714TUrTtc4uaXtHXXEa/tO+Xv1x0eO39z23Ni3aHidWGPN0Z3ROT1Flc8f9rxhkzJOzo6jh+X5SBNKBRG8xeAX8kheoWDX+nCwMAAFKuMaGtrT5o0ydHRUdIjzlI3vwoEgsLCQtnKde/evb29vRRKcjAwZstBzvqA0pVB1S4h7SuDatYElK0/lL9p70l3nzDPHcTDEZP0q6e33xafo5v8UjYczFv727WVQdUuIa0rgx6tC7jufvBMQFgyhQL39fWlpaXJ0KyRkZFVVVUUSiIAv5JD9AoHv9KImZmZnp4e3b4AJEBPT8/U1JSCXJ2V0a+U21+xVFZWbty4USZyjYuLe/2a4j3az88Pc4vz3e4X7LH/xOZDWRt+u7g6sNI1uN71aOPKoEerjlSsPvLn6oBb6/1L1vuXrAqswP4RVh2pQJavCbix+sifq4/cXhn0CPnu6t/vrf/t8uZDWR77E7b7Hd21ew+6M39/f2plfv36dX5+vkzkevz48aamJmrFEED7KzlEr3DwKwAoBuX2q5rEcvyStmHetkm/L2UP8mcU+BX8CgByBfwKoVJB/owCv4JfAUCuKI1f5UpLS0thYeGRI0fEVwV7eXklJyffvn1bVvuNiooivNkpgISEBJn8hLdv39bW1paUlIzYuzg3N7eyslKaJ1xlC/gVC/gVAGQO+FWIZ8+e8Xi827dvZ2G4cOECj8eT9OlMMqSmpipYqyiZmZky/znt7e2NjY2VlZU3MDx58qSxsZFyE7X8AL9iAb8CgMwBv9JJUVGRgrWKcvnyZbp/Pc2AX7GAXwFA5oBf6aS+vl7BWkVpa2uj+9fTDPgVC6FfZwIAIAXgV5rx9/dXsFl9fHyOHj1K9++mH/ArFkK/2gAAIAXgV5rJzMxUsFx9fHzy8vLo/t30A37FAn4FAJkDfqWZ2tpaxbrVx8fHR5pRHVQG8CsW8CsAyBzwK/2kpKQoUq5nzpyh+xczAvAr+FV5sbe3j46OTkhIWLBgAd1lAYYF/Eo/bW1tvr6+ipGrn59fd3c33b+YEYBfwa/KRXBwcFxcnKOjo42NjZeX18WLFy9cuLB3714bGxtHR8fo6OjY2Fi6ywgIAX5lBAprhYWWVxTwK/hVuUhOTr548WJKSgoy1jyHw8nKylq6dKmjo2NKSsrFixfT09PpLiMgBPiVEbx69erYsWPylmtMTMybN6SmolMHwK/gV+Xi119/jY2NvXjxYmxs7K+//ipmIcAQwK9Mobu7+9ChQ/KTa0BAwHDTv6sn4Ffwq9KxYMGCjIwMNItFM9eMjAxoiGUg4FcGUVdXJzxjnczw8/ODPsM4wK/gV2UEq1iQK8MBvzKLuro6mWexAQEB8hg8WdkBv4JflRRUsSBXhgN+ZRzd3d0RERGykmtMTAxUCxMCfh3Rr9bW1nTfoABiFixYwOFw0tPTQa5MBvzKRF69epWTkyOlWX19ffPy8qBD03CAX0f0q6GhId03KABQVoyNjcGvzKWjo4Py0BMcDgeecxUP+HVEvyLfpfs2BQDKByJX8CvTqa+vP3v2bEBAABmtBgYG5uTkQGsrGcCvZPwKAIA0gF+Vg6amJi6Xm5qaGhcXhz4sGxERERcXx+FwLl++3NLSQncZlQnwK/gVAOQNDX5t6+53CWmHgKA9qupfyftspxfRKxz8CgAKg7b8FQKC9oD8VbxfdXR0zM3NbW1tnQEAIIGtra2FhYWuri5tfgUAQDFI41cdHR0wKwBQwMHBQU9PD/wKAKqMNH41Nzen+zYFAMoKm80GvwKAKiONX21sbOi+RwGAsmJrawt+BQBVRhq/Snd78eTw+DyOp2zuVQCghIBfAUCVUV2/gr8BpgN+BQBVRk5+DQwM5GAIDAwUWQX8Cqg74FcAUGXk5Fd3d3esX93d3UVWEfVfMJc/CI/j6ezJ4fH53GD82ri1BpYMbmngtSeHh1sJABgH+BUAVBn51Q+jKSxR8uosLr9ExRrMHRTs4MpY5wqthvOr2O0DADMAvwKAKiM/v6IpLFHy6kzoP0xqikh0ULCeHB76/6HvDL4DvwLKCfgVAFQZufZvCgsLi46OHuZDvP8wqalw3soNHtQr+BVQKQj9+v8BhnlE5w+0yrcAAAAASUVORK5CYII=" alt="" /></p>
<p>Now deselect all of the ellipses and ONLY select the <strong>Path ellipse</strong>, then in the <strong>Properties Window</strong>, set the <strong>Fill</strong> to <strong>No Brush</strong>.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>So we have now completed the visual part of making the our busy indicator.  Next, we need to do an animation for the path to rotate.</p>
<p>From the Blend Designer, go to <strong>Window</strong> &#8211;&gt; <strong>Workspaces</strong> &#8211;&gt; <strong>Animation</strong>, or hit <strong>F6</strong>.  Now that we are in animation view, we will now create a new storyboard for our animation.  In the <strong>Objects and Timeline</strong> window, click the <strong>plus</strong> icon to create a new storyboard.</p>
<p><img 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" alt="" /></p>
<p>I will name it <strong>RotateStoryboard</strong>.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYQAAACXCAIAAACa6rsFAAAOCUlEQVR4nO3d8WvbVgLA8f1PAdM1pnVC5tnMbeamwdhp0qaJRbZmue1+CLngMFa8O6g32Oa7QpYWdnDhuC2MJZCSH7JBIaFQOgKBjM50P5aF/eT/YPeDbOk96UlWbCt6cr4fxs2WLVlyTt8+PXvpG0UA0MAbxWLxJgBEyo5RxEkEcIERIwBaIEYAtECMAGiBGAHQAjECoIXuY1TZPf2z7XS3Esreua0f/Wk7Wu/rZvt+FOZbJO+ldAB9PQZACzdv3hwZGclms+LCbDabSqVu3Ljhv2KxixiZp1T7RFrf7eU0Xj8Kek7KJ/f6kX2r17P6vGNkLpPfRWAgpFKpw8PD1dXVTCZjLslkMqurq8+fP3/nnXd8VuwqRqqTrGvBz0jzZd3J6MM5HU2MQnpZIErpdHp1dfXFixdmj8wSvXjx4rPPPnvrrbd8VuwmRuoWiZdt5oPuCznXEsVVl8/lX/vZ4mLFFoRFrWdK+3Z6ajetXQPz30dHp44X8N+U+6D+PFp3LPCJkeN9VBy48PJehyb0zN6e78/C80CAPhkbG7N6ZJVobGzMf61uYqT+87z1f275PBb7Ip6UwiYcV3x+a3mcQe7BhvNkl/fNHmFVdk/NG+Zap7sV8VHvbkiH4DhwYS3VkM1r0ktx4M73Wbk/fjFqr6sYUnZ4n4EeWT0KWKJiDzHyGBmpxhTSmef6I1qREvdaqpdyjB8U0zDWaebYt/Zyq0VSX6UWuDblPgR54+JavpdpqtXkA7deR/FGWZv2iVGnFnV8n4GuWVdn1vVax1W6mjNSDo06ngBFYfzhMTLymhVyE8/zM8eo/cDRkfNyTVxLuSnFIXQZI/Ht8D5wqxqnu7u9xUjcjeDvM9AFcZ5InD/yX6u7T9Naf2ZLn6YpRx/SUxyXR65TyGPDwqseyVt31MNcpfPJWRQGN9LgSuiCxxWQ6hA8K+w4mKK9f/IQS7iwUh64PLHlODTlVaHyZyG2x/d9BnqRzWbFeSJx/si/R11/z0ieE3bHSPUUewb6VHxue6l7Alv+w1ueGFbNYvtPYCv2zeMqyeqHx4SxdAiujXttTHhQmiJTzPcLc1bSwSoW2auZu6SMb4cJbAZJ6J+rV6865omsHjm+fORwYb+Bbc8XAeijGzdu5HI5x6f46XQ6m82Oj4/7rHhRY0SLAM1cxBiJ10YANHERYwRAQ8QIgBaIEQAtSDECgAjZMTIAICLECIAWiBEALRAjAFogRgC0QIwAaIEYAdACMQKgBWIEQAvECIAWiBEALRAjAFogRgC0QIwAaIEYAdACMQKgBWIEQAvECIAWiBEALXQRo41nzWaz+Wrnvnjfvts/93deNZuvdu63/91e1Gw+2wi6o2HsF4AQdB0j+zwPKUb3d161qmPFyEzRGV6KHAGx0UOM2ue5HaPWuKVpD17Mx169aj9/55n4qLQxx2jHbpEVI2f1pHXN15ZXkLYCQGvdxujZhpUGxcio9ZR2L+Rbdiqspwm3xE20FpgrvJJHRe51rSXCZR1jIyAuuo+RNSTakWIkj5scoyZh/GQNZmxiNMQhjXvAZSjXbe2Y2CJiBMRFLzFylsee0lGMmhQx8ptscsWofZkmXf851rUvCqXLQGIExEBvMZJns+XrpM4xkopyf2dHmtpRzBlJH+Qp122Pl6wWMWcExEWvMZIC0W6BPb/jHyP1FViL4tM069WE5Kmu3hgXAfGj85cepcmfYKT6uGfFAWhL5xidjTBmAhA/gxMjALFGjABogRgB0AIxAqCFOMWoUqns7+83Go3XALTXaDR++umnTz75JOAJHpsYVSqVRqOxsrIyMjIyBEB7IyMjH3744cnJSbVaDXKOxyZG+/v7KysrUb+9AM5mfn7+559/DnKOxyZGjUaDMREQR69fvw5yjkcfo0KhkMlkksnk8PBwOp2enJxUPu3169dRv6UAuhGDGM3Nzb399tvJZHJiYmJ6enpmZmZycjKVSo2Ojs7OzjqeTIyAmIpBjNLpdCaTKZfLjuXXrl1LpVKOhcQIiCndY1QoFJLJZLlcXlhY2Nzc/OWXX3799dfvvvtuYWHBMIzR0dF8Pi8+3yNGlT3hN6ztVXzekMpe8+RRKcijlT3/LXltoMXcjv/LddxW1+ue5zaBQHSPUSaTmZiYMAxjc3NT/JWN29vbhmGUSqXR0VHx+d4xap9jlT3fHAWP0dmVHp04VydGQIvuMUomk9PT04ZhvHz5UozRy5cvDcOYm5tLJBLi8zvHSBrRWAMVa5wi3i89OhHvOh51bFPcTvsVH+1JS0uPTqQOOodJXtvZ2zsx/6e1cuuVpZcQtuveiONAxM2a99ur7O0RI0RF9xgNDw/fvn3b8IhRuVw+a4zE0Ym9VHVLXt082R0B8lm7smcVQhiLmVWQw2G/nNd2zJtWykqPTuw4ul7C91DEA/E4EmKEiOgeI+tT/B9++EGM0f7+vmEYU1NTjjnsznNGdgmUZZHPYL8pHuUq/guFjSqC0Wk7rQi1W3Sm1w10IO5dBc6P7jEyP8U3DOPevXtPnjz5/fff//jjj/39/cXFRcMw0un09evXxed3GhmJV0qdTmbFGKMvMRJ34ywxMjNUabco+OsGPRDlrgLnRPcYGYYxOjp67do19/KJiQnzgzZxYec5IyFHHS7TFNc0Z7pMO2uMOl82lh6d7O3tiaMdO7H+CfU7EGFtLtMQnRjEaHZ21vyKY6lUmpubK5fLU1NT6XQ6mUzOzMw4nhxgAtt58slzva1F0oy1MK0rP9ppAttx255HborDs44T2PJlo2tuW95/j404DkTerLVjTGAjOjGIkSmfz4+OjiYSiUQikUqlrl+/7v4apDHoX3pUfDcAGBSxiVFAv/3225UrV6J+V8Ngjl5IEQbWoMXo6dOni4uLUb+rAM6mUCgcHx8HOcdjE6NqtXp8fDw7Oxv1ewsgqEKh8Pz58y+++CLIOR6bGBmG8eDBg6Ojo/P6nZkAenV8fBywREa8YgRggBEjAFogRgC0QIwAaIEYAdACMQKgBWIEQAvECIAWoo/RrVu38vl8NpvNZDLj4+OlUimS3QAQrShjND8//+6772az2WKxePv27Tt37pRKpVwul8vl7t69e847AyBaUcZofHw8n8+7f2HIzZs3c7ncOe8MgGhFFqNbt25ls1nlry4yDCOXyxUKBcUDS2u1em1tqYsXXK52WLHjE4Ks28tGgAstshjl8/lisej16PT0tHJwtLRWq1arXZ3uxAjQWmQxymaz5l9VpDQ/Pz82NuZavLRWqy4by0KNlqv12tpatV6v1+v16nKnhUtLa7X2Eqkby61n161l1hJ3XJbWau4nEyOgJ1H+jbKzs7Nej5bLZUWMzBYZxnJVTEy7N8tV8ZZqYW1tybBqtLRWk7PhjFPrjl9erB0hRkCvIouR/6f4MzMz7ss0u0HSLevkVxbBtbAVIVeL1GsZ6r44B1LECOhVZDEyP8X3enR8fNz8Kx4FdgCEy6+zx8jM0LKrRcFjpBg1ESOgV1F+tJ/L5ZQvWiwWFR+0Cddmwr3lat1ujNAI5cLWLY9Z8MCXaeLFGTEC+iTKGN29e9f8iuP09PT8/Hy5XJ6ZmRkfH89ms3fu3HE8WW6RdX+5Wq9VqzV5ptlzoTA3rUiGOfQKMIHdfqhaZWQE9Ev0/zlIoVDI5XJjY2NjY2O5XG5yctLry0cqypO/QxG6/64SgNBEH6PenDVG5qfypAjQTtxjBGBAECMAWiBGALRAjABogRgB0AIxAqAFYgRAC8QIgBaIEQAtECMAWiBGALRAjABogRgB0AIxAqAFYgRAC8QIgBaIEQAtECMAWiBGALRAjKCXhffe//TLx19t7m5sHw7GP19t7v79n9/c+6DD710vFoupVCqRSAwNikQicfXq1UKhEPBHT4ygkYX33q9vPok8H2H88/DbHxeXPvI68GKx+OabbxYKheLAGR4edv2FrGrECBr59MvHG9uHn9a/mZ2bj/ok6pvbd2Y/rj3c2D6sff1frwNPpVIDWSLT5cuXg/z0iRE0Yl6dDVKJTLNz8xvbh1/9Z9frwBOJRNT7GKKhoaEgP31iBI2YVzRRnzuhMA/N68CHhoai3sEQESPEDzEaSMQI8RN6jOoHzbbG1oqwtHWvftBsHtTDeOXQY6Q+tN7Zb07XiBHiJ9QYrWw1hNKI99rnW/0gpBIVw45ReBElRriYwozRylZDPqlWthqtE9g838JMUbgxch1aa6FjoFQ/aDa2tg5UA8Nmsymm2XGXGOHiCTFGdnrci+oHzUZDcT73U4gxUrbIZkW2fmAlRhhJOQZV7WdbGyVGuJDOPUbW+db3qRanCGJkzyK5s2LddrRGmHlq2qUmRrhwwrxMc51Uisu0EHMU5mWaas+lSfkzxcixKWKEC+mcJ7ClyZSVvpx3nkKdwBYPpkW6OPOJkWNV95aIES6ksD/atyd1fT7aD6dHYX+07zo0ax76wHdkVHTOWNsbEoeNPe0bMUL88KXHgUSMED/EaCARI8TPRf4PZUulUtS7GRZihPj5x7/+vbF9+HHt4a3p6ajPoL6Zmpr62/0HG9uHnz/e8jrwK1euRL2bYSmVSpcuXQry0ydG0Mi9D5Yefvtj5L8ILYx/1r9/+pe/Lnsd+OTkZDKZHLzBUalUSqVS+Xw+yE+fGEEvi0sf1b7+3/r3TyPPRx8z9PnjLZ8SmSYmJi5fvnxevxL2nFy6dClgiQxiBEATxAiAFogRAC0QIwBaIEYAtECMAGiBGAHQAjECoAViBEALxAiAFogRAC0QIwBakGIEABFqxQgAIvd/vewnwQPtVrEAAAAASUVORK5CYII=" alt="" /></p>
<p>Once the storyboard is created, Blend will automatically to into recording mode.  Select the ellipse path, then click the <strong>Record Keyframe</strong> icon to record a keyframe of the current properties.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Now that we have our first keyframe, we want to move the timeline to <strong>0.2</strong> seconds(click and drag the arrow at the top of the yellow line).  With the ellipse path still selected, go to the <strong>Transform</strong> section of the <strong>Property Window</strong>, choose the <strong>Rotate</strong> tab, and set the <strong>Angle</strong> to <strong>90</strong>.  This will add a second keyframe to the timeline.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Now move the yellow line to <strong>0.4</strong> seconds, and set the <strong>Angle</strong> to <strong>180</strong>.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Now move the yellow line to <strong>0.6</strong> seconds, and set the <strong>Angle</strong> to <strong>270</strong>.</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>Now move the yellow line to <strong>0.8</strong> seconds, and set the <strong>Angle</strong> to <strong>360</strong>.</p>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAg0AAAC3CAIAAAAetPr5AAAgAElEQVR4nO2deXhTVd748+roizMj4zZIWRTHrjbdcrvRpkma0iYtbZMuabpButCUpbTQJemahkJFwABSVqXgEgaFymYVRcDKW2V0cDrqjI6M/EB5GMcZxaqzqjP9/fElpzc3N2mWe5Ob9nyePpDc5eSb2+Z88j3n3HN4JfaRSqUO9rLBggULFixYQGCmHvCr9/Lfm3P0DY9eHGiFx60DF0dHh/ucONLOfvsnuxIGswdjXIMgCKeP7RsevXjxIvpdsPV7IYdkW2/T1uQEQaRYY6QDdvFKSkry8/MTExPz8/OdKd32xRAuvzkbsCemLH7iCfLT1oGLo8DFgVaQAOkpZS8cT1tHoBOta5OBYfuFk84a7qPGNDxsczCGSQgXPTHQh37z5L8l+t8g9aFz3ysItj2Rn58fHx+fkZERHx9PUYWTnrhw4cKFCxdcuXZ2wZ6YsviPJ1oHLlI+vOjTTPtt0bLXjibGz7F6NDpeJF3hNoXCBseRYJiBcNUTregXY/U7Jv8Gx/+q+oZRAuL8b5Fg2xPx8fF1dXUXLlzIyMhITEycsHTbF8OeAE6fPp2WlubrKPwVv/QE9Vu+9ZG2CQbNh57yBdO2HHsbx4FgIH+h+U6KYRrCdU+UlPQN3/AF+m1a/wYtf1Z9wyj/sJeAThASK54ASdTV1bmUT5A/4cgTCKfeGR1OemJsbMx2486dOz2pp8in05Y/IWNjY998883atWs9CYP80s8991x8fLwbhdCe6N6b8hp+4wmkCZpEgLbxgLaipy3cJU/YFEVKQrAnWIVwxxNQ6w/Y/2MAK4BOWgcuDve5oAn2PWFPEvZKR69xwQ4OLuKANbYHuOeJ+fPnv/jii27Xg7anu+0J4L333isqKnIvGEoYkOe5Uchbb70lkUjslcxB/MQTfcOjpPp/vGmIzhPUvSWtAxdpq3e6difHnrAtCbc7eQ/CLU9Y92nT/C20Dlwk7x4eHnb+V0hYe8IW2lM46okSkipo97rhiZUrV7799ttQQbtRPa1cufKtt96inO6hJ8bGxn744Ye9e/fOnz/fjUIoBb777rt6vd6NSN5+++2VK1fSlsxBuO0JaiOP1fbhYeuOBeueZ9LeEnLvtm2PNH260EdXOLkgaKwg92P3oYM/3Lvy2PTpa+PivHCZpg6Em56w+tJA+Q1a9lo1aTo/Ns6VkMZP4XS7kz1JlLjuiTVr1ly6dAnVzq7WTfZO99wTwOXLl5ctW+ZqIbYFfv755yaTyY1ILl26tGbNGtuSOQiHPeHH9IWEDPF4Qzxe//33+zqWyQPBRF8ss7gREjHp+7FRlbdnzx5yvexq3WTvdKY88fe//33Dhg2uFmJboNueGBsbO3r0qG3JHAR7gnHq5HKQxBCP15CeXlxcXFJSAv+SH2BchSAItVrt6yisINj2hD+OiyVXeWvWrPnoo4/c84S90xnxxGuvvZaZmelGIZQC3W53+uijj1AyQWBPTD2eCQgASTw5Z05JSUlxcbFarS4qKioqKlKr1cXFxVgV7hEXF5ebm+vrKMYpKCgg2PZEiR/eZ0ep8pRKJdT17tVQtqd76Ilr166ROwZcLYT8+PLly/BH4Goh165dW7Rokb2SOQj2BLO0paSAJM7cfHN1Xh4YQkWiqKgIq8I9xGJxQkJCXl6erwMpKSkpKSgomD9/vlAodPVEwlVP2IOz83bYVnkpKSknTpxwu5KinO62J3744Yenn346JSXF7UjIL33u3Dn3inrjjTds7+TAnpg6lBcVHZs+HTyxJSwMJFFYWFhQUJCXl5efn19YWKhSqSCr8HWw/kdxcXFKSkpsbKyvPzQ3EAqFbrSDEYx4orCwMCMjw7Pr6TJ+fZ/d73//e8pXeIzzYE8wyMMCAUjipWnTylQqkEReXp5CoVAoFEqlMj8/H1IKX0eK8RkEI57Iy8uTy+XejLvEzz2B8QTsCaaozss7deut4InOpCS1Wq1SqUASubm5OTk5CoUiLy+vsLAQe2IqQ3joieLi4ry8vAULFqhUKi+Hjj0xZcGeYIqdgYEgiefvvLO4uLioqKigoEChUOTk5GRnZ2dnZ+fm5ubl5eF2pykO4ZInbO/cS0tLk8vl3pdEiQeeyA8NLQoOLgoOXjpvXltAgNd+6u67D163KDiY6ZpzaoE9wQjksbB1cjlqcQJJLFy4MDs7W6FQQLsT9sRUhmCqH9v7OOOJ9IgIzYMPtgUEbL/jjl/++MfoU8GRnyO33tp/++1tAQFL583LCQvzSh07GcCeYIRfzpgBf4d777uvuLhYpVJBMgGSWLhwYW5urlKpLCgogPFOvo4X4zMIlzzh6/rBCgeeKAsK6pkx49C0abZV8wu33NJ/++3ws/Wuu7yZT2y6+2700kcsjcKU2DbdfXf1Aw8Io6O9fDH9C+wJzyGPha1SKtVqNSQTubm5IAmcTGAQxGTyhCQysmfGjNM33YRq3pM337z9jjvaAgIW/+IXmeHhBEEILJAfCwSCGBIClkEvJOLzVUFBoBCKObbfcUdOWBjEiaEAv3oZxl0Wpqcfv+02+Etb++CDGRkZCxYskEqlEolEJBKlpKSIRCKxWCyVShcsWJCenu7reDE+hpgcnqAY4tC0aT0zZuSHhtr6AKppWzdwAVlYWPOsWU/95CcUW/j0MnMR+NXnY9ylJzISjYUtzM2FjuusrCy5XJ6RkQFiyMzMROOd4EYKzJSFmASeWDpv3smbb6atWO1lDDExMdEWKE+9DG0wIj6frD3DzJnx0dHIeT674pwBe8ITyrOyzlg+L/q4OKVSqVAoFi5cKJfLZTJZenp6RkaGXC5H/RNYEhjCrz2hnj8fffveetdd6RERaK+tHqAWJtfRUVFR3taCfaKiosjxxMTEzI+IaJ05E2zxwi23lAYGEn7uCc+vEpSDPeEJu+6/Hz4yh3/2M7hVIicnJzMzE0lCJpNlZWVB/wSWBCbfrz1RlpDw8o9+BHVoWVAQYalDKYYgV8T2amffCsNeALAxIzQUubD2/vv93RMmk+kdt+jv74/GnvCY2rQ01KpZm5YG99NBMkFucWIjmVCpVP39/Wazuby8nKkyMd6B8FNP5ISFgSR2T5+ORgfR5hD2sG3t8RW0IVHouvdesioAwt/Si+joaPckAWBPeM6zd90Ff0g777sPkons7OysrCyQBLQ4ZWVl5eTkMCKJvr6+J598Uq1W5+fnt7W1nTt37vXXX+/t7c3Pz1er1f39/fv372fgXWFYhvBHT2SGh0OHRP/ddyfExJDTCNvK19YNtjW12yOXGMGxPBCtM2fCJ3zxL34Bx8DVEPiPKib0RLAF7Ak2aE5MRGNhyzIzlUolpfs6IyMjMzMTWpwY8cTBgwfPnTv37LPPwtxzAwMDL7zwQmVlpVqtfvbZZ8+dO3f06FFG3hqGVQh/9MT2O+4AScilUlRLkqvXqKgogiBg4oHY2FiKGwSkIU8AlOB9Q9i+LgqMVhigihduuSU2MpL8FnzyW3ADZzwxNjaGPcEGKoXiJcsdRb3h4UqlMjc3Nzs7OzMzk5xMQIsT3DnhObW1tfv37z937tz+/ftra2sdbMRwGcLvPKF58EGoK+VSKUyITa5YQRKxsbHZ2dlPP/30wYMHq6qq4uPjkSHQ8eQyfVLh0r4o2kI2B9kWB267bYjH0997L5KfH9kCe8KH9IaH046Fhe5r9sbClpeXHz9+HGUVKJM4fvw47qjwFwi/8wRMv1F3331paWnIE+SaNDIyMj8/32w2v/jiiy+//PKRI0dKSkqiLeNK/Qvb3KL4F78Y4vFO33TT/IgIsioIf2iAwp7wFeSxsM2JiZBMkLuvWR0LS1YFloQ/QviXJ4TR0VBLEgQBd5BSvm5HRkbGxsY2NzefPHny1VdfHRoaOnfunMFgSEhIiJ54MoxFBz6FVeY+PUBdG8J2l/2D0R5HBzt4rXHIAkDCgOFPiqAg1OniHUNInMNBCY490dvbi/onent7sScY5PE5c0ASz951l+1YWEgmoPuapbGwSBVYEv4I4V+eyA8NHeLxfvnjHwsEgrS0NOQJNK6Uz+crFIo9e/acPXv23Llzb7zxxptvvvnMM8+oVKrIyEjHhS868OnYcM+NB9a1t+0u+wejPQTRM2zvYAevZQ/UvvTwPfcM8XgNs2eT++e9YAuJRHL69OkJ/3VQggNP9Pb2hkdELe/oX7P7jeUd/eERUbaqoHgCD+13kgnHwkL3Nds31pWXlw8MDBw9ehRLwu8g/MsTdffdN8Tjbbr7boIg0tLSUlNTKT29fD4/Ly/vlVdeGR4efvPNN8+fP/+rX/3q9ddfV6lUEaS78Ogg1e9EzzA8vPG/7S66gy2MP3frdHugrKJ51qwhHu/he+6hDOXiiCf4fL69EpAngulY3tFfsPxxUU5d4bLt2qbN5F20nhAKhb7++PgHh3/2MzQWFu6+ZnUsLGaSAV/+/MkTZUFBcM+EQCBITU2VSCSUupLP5xcUFJAlATjhCcuXf/LjG3W47S66g63LGhsbo6YVTp/umJ4ZM4Z4vOZZsyjvHfVpu1CWK4AJAAePnfTEmDXBwcGrewdEWVUxMTGy/GWGrceDg4P/9Kc//fWvf7XnCYIgUlJSfP0h4jqt8fETjoUl332NPYEhg1oI/MkTkshImAWW4gnU7hQREVFYWPjaa6/9ioRz+YSDutu1ih4lCz3DY+5pxjG7p0+HuyiirWE7pSD7wB6e5BNVDRuKlm7KKlqpWb2jybhnwnyCvXc6aUiIiXnhllvAE6vmzCGP+IiKioqMjIS5ANj+hoGZBPiTJwiCgDvscsLCUlNTxWIx5Qs1n88vLCw8fPgw2ROHDx9WkbBT8KIDn5LrbnJbkO0uBweTn4IDXDp9AiSRkTDjkzgiIsbmlnJ/8YTchvnz50dGxdR3bO/d+bJ+7V4BETd//ny0F3vCPdoCAtCKWHBHKho7HhkZSfGEr4PFcBo/80TL7NlDPN6B226TSCTIE6iWjIiISExMXL9+PdkT69evr6ysVKlU0ABlr2TL139S7wGpn4Kyi+bgG0ejPeP7nDvdKbbedRdMi0sZDeydfMIZnPEEI+Od2HunkwP0lQKyT8gYoi3ziSFJREdH+9EtOBhf4WeeSIiJgYXqmoODKfmEQCCIjIwMDw/Pzs4+evQoSOLUqVMokwBP2M8q0FhV2z5mm100W8hWGbPe58zpEwPDvU7fdFN6RAStJ9hWBd857J3u2BPQHvXtt986ef8EQRBxcXGZmZkFBQW+Xu+LizxpGQv7yxkz0LKmSqUSLWsKHdd4WVMMLQUFBVlZWfHx8fCh8zNPEJbe7CEeryEkhFJFRkdHh4WFEQSxYsWK11577dVXX12xYgUYgoyDrIKz5ISFQZubYeZMwubuQu8MefIQZzzx/fffO+mJuLg4bAh7NKSno7GwdXJ5UVEReVnTrKyshQsXwuQchYWFeFlTjD2KiooSEhIIf/QEQRC1ljn0l8+ZY9v0FBgYSBAEyhuczie4S35oKEgCxgQTpNvuvJZMeI4znnD+fuzMzExff4i4y/N33nljLGxgoFqtVqlU+fn5aEQsulUCSwIzITk5OYSfeoIgCOO8efBJ2D19Okxige4w4PP5gYGBDzzwwAMPPBAYGMjn8wUCwYT9E5zFYJkpdvf06QkxMQRpPo/Jl0+4NF+srz9BHKU7IQGNha1SKouKiqDFCSUTMAq2oKBApVIVFxdjT2AcUFBQQPipJ2BcbGtgIFrurdgy2zbUoZGRkREREREREZGRkVB7+mMmkRkejhYp2mSZRJ12fkC/mBBwQk9QBjg59oQHf/mtAxdHKVwcaGXoY9U3zHCBrlFeVDQ+L2xMjFqtRi1OKJnIycnJy8srLCwsKirySZAY/4LwU08Qlvuxycu9Hbjttqp58zheVzpJfmgoTJ9OXrCPsJ9JcD+ZIJhep4iBP//WgYtM1+d9w75TRElJSUnJ1oceuvFn85OflKlUkEzAhE7QfY2SCei+xskEZkIIP/UEzO+E5u1omD37yK23oqHiXffemx8a6usY3SEzPHz13LnIfCdvvrlnxgwhqUnNVhLkZMLX4U9AdHT0/v373ZPE8ePHnffE1q1bB0hs3bqV/jiWPDHcx2SJrlCdl4fmhW1LSYGeCXIykZ2dnZubm5eXp1KpcM8ExkkIP/UEQRALFixIS0sj15va++6D5RlQJbvp7rurH3iA487IDA8vCwrqmTEDqQ5yiJbZsymGoJWEX/RMALaRuwqUM6EnmpubyZ5obm6mP47iib7h0dGLw8MXR0eH+yzNR+NNSK0DF0dHhwcsTVY3ZDDehHVxoJV0zuhwX4ltGbYvMdxnOYj8mu6aBo2FfSYgAI+FxTAF4b+egPUnbFvqCwMD1/z854csTbTo55c//nH/7bdvveuutoAAn/9suvvu/ttv77/9dkqQL9xyy6a779Y8+GC89aLfMSTQJCX+lUwwiDPtTiilsJtMlNB6wia/AD30WYwAuy2tS7YJyXg+gU4kP7Z6CdDCcJ/1Q7ebrppI88LisbAYBiH81xMon7BVBSALC2uYPXvLnXeiZhxu/hyaNm339OltAQE5YWHw1gTW0L67KSsJwjlPoJTCbjJRQp9PoKfU5MB+vU/+/o88YV225ZnVS5DaqMhHu9sahsbC9oWEkMfCIkngsbAY9yD82hNwUy6lMkVft+EB+houCwtTBQXV3n+/z5OJtoCAVXPmqIKC8kJCyIOUyGIg5xDkt4MlQTjdj71r167+/n5HR9j3BEkKltqc1hPoPHKm4QtPrI2LA0mcuvVW8lhY6L7GY2ExnkBMAk8QdM33trUq2RkIAZegxIbCtm1o8otRsOzhpCfq6+ubmpocHWHfE+MP+4Yd5RPkU1EDEn2708WB1hKWPIHHwmJYhWDPE4mJiUKhUCwWw/RwYrFYKBQmJiY6Pis+Pl4oFJLnlRMKhWiOEdvKgiCI2NhY+BcekOtcihvIlSynVGErMErw0dZ3SAgseoidejjviYlx0O6E+qeHhx3kE6QbMW7ssRrvRGq6Iu1m3hN9ISEgiWPTp+OxsBjGYcUT8fHxIpFIrVabTKaBgQGYcdpsNptMJrVaLRKJaOt9OFEsFhsMhsHBQThrcHDQYDCIxWLbU8ieIFcihHV6QSuMGJsZuX2LvWDIW8h6oNhxSsGkJyYF2txcPBYWwyrMeyIxMVEmk/X29prNZoPBoNVqNRqNRqPRarUGgwFsIZPJaBMLoVBoMBhsVzUwGAxCodBJT8Ra22JhVeOePXt27dplbNbaVr6+Q75267au1Utsd1DCoyQQrLqhc+PuQ4cOHTp0aGtPI3uv4iLK3QchqENrmspjsSdswGNhMWzDsCfi4uLEYrFOp1MoFMnJyQRBREREhIWFhYWFwXJyycnJCoVCp9OJxeK4uDjK6RKJBDKJHTt2yGQymUy2Y8cOyCrQ8nuOPQGQbJH76LYN8kRCIMh+dM/OZUUZKMmw19rjBUQ5i01927u6ugxNNeTt5NgElt5s8ltmtT5eoFq+3gh6WLBx985yIauv5jILVMv37t26cD72hBU6iYQ8FpbcM0EZC4uTCYzbMOyJ5ORkiUSSkpICeoiNjYUtEokkOTk5NjYWhJGSkgJbyOcKBAK0YppCoYBFVBQKBVoozXlPAARBKJZ1GFaXwvE1urWPdNQRNsOKfMXCqtVr9ctog4EgKYZg2xNkOjf2NS5a6LWXc4YFquU7t6yJncL5xIaoqK0PPaSxnkrdmbGw0H2NJYFxG4Y9IRKJkpKSYFpvmUxWX18P/RNmsxmeymQygiACAwOTkpJEIpE9T0gkktDQ0NDQUPIWVz0RGxu7vHODsbEMjlEsa3/U0ECQGqbIzpjwrTFOTk3LIx11DgKAt0D4oBNCuXnzGq+/qF2Wd248dOiQuX/rwvmxsVPYE4/y+UM83kvTpq2Ni4MtDwsEIImXpk3DY2Ex7EEw64mkpKSQkJCEhASZTGY2mzUaDepjUCgUGo0GhJGQkBASEpKUlEQ+15k1NcnHO+eJjdCoHRsbq1zeuWXNaoKu39sn5Na2grcASlQM17UuoNx9cB/XGp1iY2MXqJY/9dy+cuHU9cTjv/gFamJ6/s47W4VCylhYSvc1HguLYQqCWU8EBQUJBAKRSNTf3w9JgNlshnwCKvrTp0/39/eLRCKBQBBkmQMVQKmDPdzwhHJ5J/IE2RlcQLm8k0vdxQBHJREbGxsbu2Dj7r2NixZiT1B+Bu64o6SgoLCwEMbCou5rPBYWwxQMe4JS49smBNAMZduIxJInUOdnbKxy90Ezp9rcuecJLksC5xMlv5wxg9YTT8ydW5qbm5+fT1mJCI+FxTAFK55ITk6GfEKj0ZAlAc1Q/f39lB5s9jwRa2ndRqMqucAC1fKnnjuE4Ehg6EIdOnTo0CGuCEO5vNMS0g3Ne+AJ8oxNnkz+3Tc88X1wVq/FyJIU9jwxxOO9+L//2xUVhbol8FhYDLOw4omoqCjonxgcHESq0Gg0g4OD0D8RFRXlNU9gJhmeeYI8VavbpnDGE64eOTHHpt87wYSS06fXJiRkZmbiYU4YZmHFE2FhYQRByGQynU5nNpvRkCedTgfjncIsE6NiT2BchRlPlPQN206vMT63xsWBgWGbRAAdNmxdDvXc4eGLpGmiyEeiXVarVjh4Uctxw30lfa/fd9+Ecw+f+cmPn9CvOzOwcanCcPwPw6dO/eYvf/nLHw7rbaa1tUJKh+uXFzNpYcUTBEGEhobau38i1M6qQWyMd8JMPhjxBHkKJYsxWgcuUmb+s0o7xk+2ni7Q9lxrtVgZxSa5QLqifVGyzErO3HyLY0n03z13844d+7vLs7KycnO7jn344TvPNKpbnv3wyy//bxu8Z3pRSKXSMWuwJzBk2PIEQRB8Pj8kJOQBEiEhIXw+397xDzgB9gTGM0/Y9k7YdlpQkwCLAGg3OjjX3lmUl3VQvtW0tA4Mcfq2aSYiNDW1at3+bZ2l6ZmZmTk5Hc+/99qTqwuLija//sWHh/XFDhrBsCcwjmHRE2yDPTE1IRjIJ8hfrW1rT5c84eBce2dRchMH5ZeUWFyxKy/PniT23jW7y6hbrhBJJJru3Y/qi9JkMtnChfqDF07trS9QqR597fPfHcKewHgAMRU8sWrVqlWrVk142KFDhzwsqrfp/o9O/GRs5H9of3539KfrGud5P6pJVhTBSP/EuCloly6l/2pv0+7k+Fx7RVFamybwBDRqHVmWS9MbMe3W1WFhokWtG7uX5opEItGiju3rm1XS9PT0rKzmZ958cXddnkq18cyf3zukLykp2YY9gXEPAnvC7QqLloqisON991AM8d2vb3rONKM0L9xXUU2moghm+rFJdfx4pzKqvOmqbKsVKWw20pxrvyiaLnGH7VrDfXVyOUUS+38+z7Rjx86dOzdv7qnNSRGJRCLRova+G57IzGx8aviF3XV5hYUbznz23iF9MfYExm0I7Am3Kyx7zE8kRk5VXXrxNpDEyKHbu+sf8HlUk6YoYkreZ9eUloYM8cott7TFxMjl8gULFqSmpoosSCSS1NTUtLS0jIyMrKws8n12jgvH450wjiGwJ1giVx554dnpn7w8LSs9kjtRTQj3oyKmpCfaUlJAEk/PnLlo4cKcnBy5XJ6WlpaamioWi0UikVgsRpLIzMyk3GeHb6HAeAIxCTyRNhF6vV6v1094GBuMjfyPvV0+jMoB3I+KmJKe6E5IOHXrrd0JCTBzeG5uLsonYMi4VCpNT0+XyWSQSYAk0KQd2BMYTyAmgSdos2YyOp1Op9NNeBgbjI3w7O3yYVQO4H5UxJT0RJ1cXp2XB8vVkT2RlpYmlUrT0tIyMjLkcjnM/ZeXl4clgWEQAnuCVbAnGAF7AiB7IisrKyMjIz09HaURqK1JpVLh5iYMgxDYE6yCPcEI2BMAWv4aVqzLzMyUy+VoPSKcRmBYgsCeYBXsCUbAngCKi4th0bq8vLycnJzs7Ozs7GycRmDYhsCeYBXsCUbAngDAE7AkUV5enlKpzMvLw2kEhm0I7AlWwZ5gBOwJoLi4WK1WgyrAFoWFhTiNwLANgT3BKtgTjIA9AYAJQBUInEZg2IbAnmAV7AlGcMYTCoVCJpP5KsKMjIycnBwUTGlp6YoVK9ra2mg/Tm7T3d3d3d1tIAFPu7u7KUe2tbXV1dWVlpZy8OLgeBzHw6lgsCe8AfYEI0zoCYVC4dsIgezsbIhnxYoVzBrC1hYIB0fW19dz8OLgeGiBeDgVDPaEl8CeYIQJPZGenu7bCIH09HSIh/FMwj3a2to4eHFwPLRAPJwKBnvCS2BPMMKEnvBteGQgHi/7wAEcvDi+jmIcDsbj6xDGwZ7wHtgTjOAFT6C1dT0sxxNPBAcH8/n8hoaGhoYGuVzO5/Nhi1wub2ho8JUn7C1C7PbF8TAeByGlpqZ6LZ4JF2l2o0w3grF9LdtL4V482BPeA3uCEbzjidOnT/vcE88//zzoYdu2bVevXh0bG7t69eq2bduCg4MXL17sK0+YzebT1vjQExKJxGQyUeIZHByUyWTO1AZMxSORSAz28aYntFotRVFms1kmk4Eq4HJhT2BPMAn3oyImtSfGxsaef/75Dz744NKlS5cuXfrmm29g4aAPPvggODjYjazC84tDEIRMJqOowleeSE1NVavVp20wGAzz58+fP3++1+IBT9BmEl72hMFgAFXU19ejCwJuQE7FnsCeYBLuR0VM6nansbGxa9euXbp06fPPP9fr9cHBwcHBwXq9/uuvv962bZtcLveaJyh1n0Kh4IInJBJJf38/RRIDAwMSiUQgEHgzHk55orGxkZxVQD5BTrywJ7AnmIT7URHMeYL2Q07GjTI998Tp06evXbs2ODgYHBz80EMPhYeHh4aGLl26dHh4mM/ne9MT6JspR/KJ1NRUjUZjm0zU19cnJCQIhUJvxkP2BPmy+GZGuG8AACAASURBVMQTaWlpFFVIrFvnsCewJ5iE+1ERjHqC/PEmP/CwKvTEE99///2VK1c+/PDDgwcPhoWFqVQqoVDI5/OvXbsWHBzsZU9IJBIkCbPZrFAo4LFPPCGh6ykxm80ikciNZMLDeDjlCfg1GQwGtVoNMZDboLAnsCcYhvtREZM6n7CFz+eXlpZGRUVdunTJJ55AkoCmDNCG9z2RmppKqfsAjUYTFxcnEom8HA+nPIHyCVCmQCAQiUQ4nyAI7Al24H5UBHOeCCeB3EDe6EaZnngigg6BQCAUCtetW/f444+HhoZ63xNIEtA1ShCEhxJ1O56BgQGKJPr7+0UiUVxcnHtlMuUJCr7qnxCJRNHR0SKRCD3A/RPjnpgQGJDOdjy0jI3YvWg+jMoBfhHVZB3vZEtwcHBUVNT69evfe+89Pp+fnJzsagmeewIBT2NjYz2UqBsnpqamGgwG22RCrVYTBCEWi90o05N4pBzzBFkSsJ2iCq96YsmOLznyQ+B8gh24H9VU88Sf/vSnPXv2hIWFPfTQQ1qt1tUSPPQEBQ+vj9u/LJlMNjg4SAnGZDIJhcKEhATvxyPl2P0TFEkAZFVMxXwCe4I9uB8VMXnHxdoCXRShoaHh4eFFRUVulOBJPchUnw3l4rh6Vmpqqr1gCIJw9R5sz+MB7IXkyYVyzxO0kgDQLuwJ7Akm4X5UBDue8KRPggyznoAuipSUFDcyCcDtixNuB88vjkunpKamRkZG2gvGk2TCvXgQ9kLysHPLjTAiIiIcdOOLRKKIiAg34vGSJxITE4VCoVgsBruKxWKhUJiYmIg9AXC/RuYOXvAEUzDrCc/h4MXxdRTjcDAeX4cwDuueiI+PF4lEarXaZDKhIQpms9lkMqnVapFIFB8fjz3B/RqZO2BPuA0HL46voxiHg/H4OoRx2PVEYmKiTCbr7e01m83QEa/RaDQajVarNRgMYAuZTOZJYoE9wR7cjwp7wiU4eHF8HcU4HIzH1yGMw6In4uLixGKxTqdTKBTJyckEQURERISFhYWFhUVERBAEkZycrFAodDqdWCyOi4vDnvBmMM7A/aiwJ1yCgxfH11GMw8F4fB3COCx6Ijk5WSKRpKSkgB5iY2Nhi0QiSU5Ojo2NBWGkpKTAFtpCBALB3LlzZ82aNWvWrDlz5ggEAuwJr8H9qGg94eXKF4OZ9LDoCZFIlJSUFBgYSBCETCarr6+H/gm4n7O+vh7miA8MDExKShKJRLSFzJ07NzQ0FB6Hh4fPmjULe8JrcD8q7AkMxguw6ImkpKSQkJCEhASYBIY8uaNCodBoNCCMhISEkJCQpKQk2kIoYsCe8Cbcjwp7AoPxAix6IigoCKaggjniJaRJxKD1CU3JIhAIgoKCsCe8GYwzcD+qSeOJzUuWbK2o2FpRsVupfFIi4fLP49nZEOrWigpfXzaMl2DRE4DEerpmMtAMBTdS2mP27Nl8Ph8eR0ZGBgQEYE94De5H5Y+eeGTVqu3FxU9KJAOhoYMzZw7xeP7+8/IddxybN+9JiWS3Uvno0qW+vsAY5mHdE8nJyZBPaDQasiSgGaq/v99eDzYQExMTEBAA/dgBAQExMTHYE16D+1H5kSe2lZebExNfuuce23r21E9/emzePPg5xOfvF4v3i8X7RCJu/hyMijp6//3w8/Idd9C+nYNRUTsKCtbq9d3d3b6+8BgGYN0TUVFR0D8xODiIVKHRaAYHB6F/IioqysmiaMGeYA/uR8V9Tzzc3GxOTDz7ox+havT0tGkDoaH7xeJtRUUbVqwwGAxdXV2dnZ0dHR3wb3t7e3t7e5uF1tbW1tbWNu6BAjPW128qK+tPSfllZOTJn/2M7IyB0NCNWq3BYOju7sbO8F9Y90RYWBhBEDKZTKfTmc1mNORJp9PBeCc4AHuC4zUyd/AXT1AM8dI995gTE03V1TCHKHIDKKHVgl6vhzfY0tIC/3IfFK1Op9Pr9T1LljwukRyfPRvZ4nBIyIaaGmQLLAy/g3VPEAQRGhpq7/4JNOYVe4LjNTJ38AtP7FYqT0+bhr5Tb6qthfoR6QG+kpOt0Nzc3NTU1NTU1NjYCP82Njau9gcgVBR5U1NTc3NzS0tL14oVT8bGIlPunz+/S6/v6uoCU2Jb+BHe8ARBEHw+PyQk5AESISEhqIMae4L7NTJ34LgnNtbVnZgzB2rGQ3z++oYGZAiUPYAeyGJYvXr1qlWrVq1a1dDQAP86j1qtFovFAoEgmgNERUVFRUWhpzExMfMjIlpnzjx9001DPN4Lt9xSGhhIEITtDbMYD4mPj5dKpRqNhg0Be8kT7IE9wR7cj4pgxxPtxt5m46amNY+2GDd2GHudP/HRpUshjTj1059uKy/v7u6GJiYwRGtrK+gBvoDbWgGpgvwUsPddPiMjIy4uLjMzs6CgoMxHlDrBipycQ5Y+/HVCYWVlZXV19ZIlS2pqampqarQYj1m0aFF+fr5QKExLS2NcFdgT3gN7ghFY8kSXsadh7fZa05Elj73U9dTQY8d+/fjJ324+8rZu79mKLS+u2Hy4qWdzt3GNgxKQJI4EBsJQH4PBgFqZkCFoZYBab8hNN2RoOwZUKlVCQoJarV7sUxZZKC8vLy8vhwe0/tj60EOgirXJyZWVlVVVVdXV1VgVDFJZWSkWi91bxsoB7nvC58ud4nVP2Yb7UTHiiS7j2hXr99ftfOXE25c+H/3HD//57/c//Pe7H/77r+//+8/v/vOP7/7z93//5/1Pru948beVmwebHt5BW8jGujokiTUdHdAED4bQ6/UtLS1NTU1kQyA9ICug3mC9Xq/X61tJ2BtxJJFIcnNzK31NhQUNCfAHmIPsDFNEBKiiUyLRaDSVpMTC13XsJKGoqEgoFLr6KXCM3+cTAPLEhMCnlO14aBkbsXvRfBiVA/wiKg890dSzuWLz4KsjV/47Nvaf/47RSuLbf/3wzT9/+PofP1z76p+7XvptzeZjto1RA6GhZElAf3VraysYArofUA4BeoAsAcSAqv729vaOjg4YI4sGy9ojLi6utLS0mjNUWUD+QM4g2wJUcfK22zQlJYsXL66srKyqqsKqYIrFixcTBOGmEOzgvifOcAYC5xPswP2oPPRE+2Pmht2v/u2f3zkjia/+8cP1v3//5d++H7n8ZfXWwc6Ht6BythcXQ58EkkRHRwdIAvVDkA0BeoBEob29HSr9rq4u8lggg4Vu+xAEUcNJlixZgswBziBnGKWlpc/feecQj2eKiCgvL1+8eHFFRQVWBYNgT9CAPcES3I/KE0+sXLer+5lzP/znvy5J4ou/ff/Xb7//42ffVj92stX4CBQF0288np2N+iTa2tookli1alVjY2NLSwu0KUHeAGIgV/0ufXoJgvB1jWQXijNAGJBhlJeX61NTh3i8MzffXFFYWFZWtmjRIqwKBsGeoAF7giW4H5XbnjCY9jTsftU9Sfzlm+/+/M1371/9unLzC53GdetaW4d4vLM/+hGSBIxramxsXLX2mbO/PvvM2lWrV6+GHojW1lZoSiLnCnQBHh4ZvXJ21wTvguKJJ86PIs4/YbPt4xM9Wq2258THlEMQtLt6Tnx840ybV7EpwB5kYYAtFi9eDMOfVmVklJaWlpWVQQNUNe7WZoIJPUH7yXJwvJc8sWXLltraWrlcDvfZyeXy2traLVu2sO2JjKxCRfmaAu0e9NP9yNPdjzx9zheMjfDIkRRo9ygX92YsLJH6Q43MHTz3RJdxbcXmQVebm8iS+Ozr7/40+t1rv/+sZtPA5iVLhni8wZkzocWpvb1dp9M1NTU1NDT0PH32+PHjwwd7W1paIIcgG8JhjO54YpyeEx/fqMWfOG9VnY/vsKn/aXb1nPh49OOPrY7rOXFi3EBW508IxRZ7QkKGeLyHBYKSkpLS0tLy8nLUrY094SHOeGLMGqlvPbFv3z6lUqlWq00mE0zaAfN2mEwmtVqtVCr37dvHnicokiiv7dmwcfOGjaZt27a9/vrrlHp89+7d0KbM0t6xEd4iraHQWhWK8jVSf6iRuYPnntD3HX7lnf/noSSujf776lf/1vWf2ZFbOMTjPRsdjZKJ5ubmVatWNTT0PPPa8Z2rd7769sDmtraOjo6uroPvfHnpzJnfwNdxkgcOj9zYctaiB7InbuwdHTnsrCfG63BrT4y7QEut6O3usueDnhMfu+YJAGxRXV1tIoghHm93cHBpaSlZFVVVVTil8BA/88SWLVtkMllvb6/ZbDYYDFqtFsY/aLVag8EAtpDJZB4mFg48Qa6R6xrXtbV3nT59+uzZsxs2bOjt7SVX5du2bevu7n7nnXfeffddlvaOjfCMPQ8vq++gZBVSf6iRuYOHnugy9tTtfIURSXz65b9/c/krQ40BRjp1dXWhbomGhoaGnqfPDe5obm5+8vXL5w90GgyG7u5Dv/nqqxvV/eERVPEjJ+w6e2XUxhOHR+C4XWevUDMMG09Y2oTG1UBpJXriPNr5xPlRKwHY22XHEy6nE+OABnaFhw/xeI8KBGgcFLQ+VVRU4JTCQ/zJE0eOHJHL5TqdTqFQyGSy0tLSmpqalStXrly5sqamprS0VCaTKRQKnU4nl8uPHDnCqidUNZtX1NX/+c9/vnDhwoULF7744ovOzs7nnnsOqvKjR4+uWrXqz3/+8/Xr169fv87S3rER3hdffNHc0la0ZBP2hNt46InOrU8d/9UfGZHEJ1/+6/IX/2p/9DmYBRbGOFmSiYa+4++c3N2o1+s7zG/+9dfPdnd322QJtKkDZaMlmaDLKOzlEzZtSiQLIHGcP0+t6el30QrBA0totVqttqam5uDcuUM8nkEqXbRoETmlwJ7wHH/yRENDg0QiSUtLAz0UFRXJZDLon5DJZEVFRSCMtLQ0iUTS0NBAW8ipU6dWrlwJQ+tqa2tPnTrlnieql3ccOXLk+vXr4Inr168PDQ2tWbMGavMNGzYcPXr0Ogk29o6N8GBvbV0r9oTbeOiJFY+dsHczHZLEZ1/9483fffL2H659/s2/HUvi0l/++eSZD1697cdDPN4jS5bo9Xq4n66hYdvgb3/7hz/84cqVK59//vn16+9Ykgg3PGG3o8L+eCfbetxmi4N2I6tdThTlOvXl5WduvnmIx1teXAwjoCClIDc9efQCUxt/8oRSqczOzu7s7ITUob6+Hk0qDk8hyejs7MzOzlYqlbSFrFy5sq+vDx7v37+/srLSPU8sX9n87rvvkj3xySefrFixAmrztrY22ItgYy944pNPPlmiXYY94TYeemLJYy85lsTw+1cqevZte+7MowderVy7/50/fuZAEh99/s9fX/7alFk+xOO9cO+9qAe7oe/Yey/t0ul07e3tBoPh0G++GjlsTwm7zl4htTFR9UDaa4M7+QTNITR93aSzKVZgQBJarfapBx8c4vHM8+ZVVVXZeqKysnLJkiWevsYUxp/GO2VnZ69bt667uxvWKYIF7ACFQqHRaEAY3d3d69aty87Opi2EIga3PVG9RHvt2jWyJ65fv15RUQG1eW1tLewlw/he8ATsxZ5wG0880W7sNTz9uuNMoqJn319G//a3f/3n+t++/92nX1ate8qBJD747B/vXftH1SMDsFDd9owM6JzoO3bh5O5GnU7X0dFhMBgsnQy0nrjRLzE6Ojo6MkKTRqC9Nh3Z1p6gGxY7PtR1vF/b6vmNbeefoNs1fralSKst7gqjXamEmydWFRdXV1dXVFQgT6ABstgTnuBP908YjcZXXnlFqVTCuqcSicRsNkM+Aa1PsO6pUql85ZVXjEYjy56ogU4CWk9otVrUwWBb1zO1F3uCETzxRLNxU9+Jdxz0Sfzfe5d3DLwGkvjs6+8++fLfNY8c2HNi+OmX33rq5FtPvvTW/pfe2vfiW/2Dv3r8hV/tPnF+5/Hzz5x+r2Lz4NbSUpi2aKtcDjfWNTU1oXzCyU+jo9yBjri4uEWLFvm2SnIVfUHBqVtvHeLxdkZHw8Ancj5RVlaG8wkP8ct5O8AH4AkK0AwlkUgcnL5kyZKnn34aHh8+fLi8vNw9Tyxf2fT++++TPXH16tXly5dDbd7a2gp7EWzsBU9cvXp1Sc1S7Am38cQTTWseffzkbx10XP/qg6umX76KJPG7P/2jovfpJ04M25PE9mPn97x4ofqxkwaDYUdOzg1VSKUNDQ2NjY06na6tra2rq8vx3RLjCYNLljAaJRJJQUGBr+slF2hXKkES+4KDtVptTU1NVVUVzP6E+yeYoqSkJCkpyYU/Iydg3RMymQzyCbQ4NloiG/IJmUzm4PSTJ09CHlpZWVleXj44OOieJ2qWt588eZLsiTfffLOzsxNq8/Xr18NeBBt7wRNvvvnm0hXN2BNu44knWowbtxz9tYPRTZ999c/Ktft/9+mXIImBtz6p2XDAXnPTyNW///qTv52//DeNabC7u7uzs3OvUAiqeO7++1uWLWtqamptbe3s7GRpsc9FixYJhcLKykpfV01OsTM6Gi7Owblzl1VXQzJRWVm5ePFiNDQWPIHHO7lNdXW1WCwuKChg9i+NdU9UVVVB/8Tg4CBShUajGRwchP6JqqoqJ4uyhzOeKFqyadXq5i+++AJ5Yt26dc888wzU5s8995xOp/viiy9QXc/GXvBEe+ca9ZL12BNu44knOoy9+n2vOR4C+84fP9P07K/fOrB003PaDQfe//S6Y0kMf/xt+cZj4Im2tradUims9PnKT37ySH5+S0tLW1sbS6ro7u5OS0sTCoVqtbq6utrXdZRdmouKBmbMAEnsCw4GSSxZsoSSTFBm7/B11H5GdXV1SUmJWCwWCoWdnZ3M/qWx7ondu3fDeCedTmc2m9GQJ51OB+Oddu/e7QVPFGj3LFnWummT6Y033jh//vzevXs7OjrOkVi3bt3mzZsvX7589epVlvaOjfAef/wJ7fImfJ+dJ3g43qliy4vO3Cfx+0+vX/zs6wkzieGPvz36m8+rNg7A5E4dHR16vb67svJoQABUiydmzNiSkwOqcDihk5t0d3cXFxcnJyc7OSu7l8kPDd1+xx1wKV645ZayoCDYLhAIBAJBTEwMec3UmJiYmJgYvCSq2yQlJRUUFDAuCaN35nfavn27vfsntm/f7qEkHHuCPG9HoXZP1bKuRx7ZuH79I+vXrz979iy5Nn/99ddNJtOKFStqa2tZ2js2wqte1l6o3YXn7fAEDz3R8NjR9z+57urNdPYkMfTHb9Ydeqth3U6j0YhmitXpdI2NjX1i8UvTp0MVefJnP9uXmLipshL6Kthog+IUG+vq9srlaJ3w09OmmRMT1+r15OWbYAwxmk939erVkHt1dHRMhUvkX3jDE2fOnDlw4MDWrVs7SGzduvXAgQOeS8KxJzIWligrrG5+5tQ8gHlVW+S5FVJ/qJG5g4eeaOrZvPvl95iSxJmPvq567OUuY4/RaCTPF9vc3Lx69eqGhgZTevrxn/8cqkuoMQ9GRe0oKDBVV0+y2nBjXd228nJzYuLLlgQC1uTYt2ABMgRaBdZ20vWmpia9Xg9zrU+myzI58JInWMWBJxzXMl4GzyvOCB56otu4pnLL4LWv/smIJJ44+8eaTeN3NaBFivR6PVJFQ0PDusLCfQLB4F13oQoUfgZnzjw2b94hPn+/WPykROJ3P89GRx+bN+/YvHmU93Xqpz99Njq6T602trej1f1gXhO4MjemwCJJAsYQs9fnj/EE7AnvgT3BCB56wmg0dmzet+34Bc8l8cqHX1dseYm8BiqkFDC7OEUVUCF2V1buSE09GBZ2bNYsSt3q7z8v3XPPkcDA/WLxptpashsggYA1OSCNIK8CiyTBXm8/xnOwJ7wH9gQjeO4Jo9FYs/nYb69c91AS6468W/fIU5SSoaYjq4L83Zm8OLZOp1tTXb2xtLRv4cK9QmF/Skp/Sso+kQg94P7P4xkZpkWLNlVWklfz7ujoaG9vBzdAAqHT6eA6UKwJlwJJwollOTC+wX1PeLEbf2KQJyYE/kbZjoeWsRG7F82HUTnAL6JyzxMdxt7qrYN//OxbtyWx/eUPqjc9T1s4UgW0tECHLaWKhGVQGxsbm5ubW1paYMVsvV4Pq6LC0tn+RasFEAO8KdCDrSEgjaAs34QlwVkmmydc+jbqZXA+wQiM5BNGo1Fn3FCz7eT7V792QxJ7XrusefQ4dF/TghqgYASUXq9HTS5QUZJrzNWrVzc2NjZZaLbQ4ldAzPAWkBvgnaL3S0mnYBXYKTIGzK/BnvAe2BOMwJQnjEZje8+m6i2Dr/z2E5ckYTx4vnrT8w4kAUDdhwb5wBftlpYWqEZtK1CKPMAf/sIqEpT3hd4UyKOlpQUamlxZBRbjY7AnvAf2BCMw6Amj0dhpXFezaaD9qf/7zeWvJpTEvnOfVD32im2fhANAFeQhoWAL+OpN+dJtW736KegdrbakSpBA6PV6MAROI/wLL3kiMTFRKBSKxWK4zw5uLk9MTMSeALhfI3MHZj0BtBg31piOtfS/duD/Lv368te2d1xvOP5e1WMvL9nwHHl0k/NQbAHdvKgdHzmD3GLjp6B3AW6AJinodGlra4OObmQILAl/gXVPxMfHi0QitVptMplg0g6Yt8NkMqnVapFIFB8fjz3B/RqZO7DhCaDd2Lti3Z7KjUcqTIOVW16qfuxkxZaXFj16omrjQMPaHRM2NE0IsgUaM4rGBUEPNmgDdQL7HSh+SB2gWxuyB0ggUCsTNoR/wa4nEhMTZTJZb2+v2Ww2GAxarVaj0Wg0Gq1WazAYwBYymczzxAJ7gg24HxWznvAOqN+CnGGQtYHGDvlo4JI7kANub29HboDsAevB32HRE3FxcWKxWKfTKRQKmKcsIiIiLCwsLCwsIiKCIIjk5GSFQqHT6cRicVxcHPaEN4NxBu5H5Y+eIIOcQU41INvwRyB4ZAXshkkDi55ITk6WSCQpKSmgh9jYWNgikUiSk5NjY2NBGCkpKbCFthCBQDB37txZs2bNmjVrzpw59uaSxJ5gA+5H5e+ewGD8AhY9IRKJkpKSAgMDCYKQyWT19fVoUnF4KpPJCIIIDAxMSkoSiUS0hcydOzc0NBQeh4eHz5o1C3vCa3A/KuwJD
