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	<title>Massage Toronto Massage Therapy Toronto Cosmetic Acupouncture &#187; Bob Loblaw</title>
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	<link>http://www.kenshim.com</link>
	<description>Toronto Massage Therapy and Cosmetic Acupuncture</description>
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		<title>Peer Pressure</title>
		<link>http://www.kenshim.com/2011/10/peer-pressure/</link>
		<comments>http://www.kenshim.com/2011/10/peer-pressure/#comments</comments>
		<pubDate>Sat, 29 Oct 2011 16:34:01 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bob Loblaw]]></category>
		<category><![CDATA[Research]]></category>

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		<title>Steve Jobs Commencement  Speech at Stanford 2005</title>
		<link>http://www.kenshim.com/2011/10/steve-jobs-commencement-speech-stanford/</link>
		<comments>http://www.kenshim.com/2011/10/steve-jobs-commencement-speech-stanford/#comments</comments>
		<pubDate>Thu, 06 Oct 2011 18:51:15 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bob Loblaw]]></category>
		<category><![CDATA[Inspirational Stuff]]></category>

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		<description><![CDATA[Steve Jobs death has grabbed the attention of the world today. Here is a video of a commencement speech he gave in 2005. He gives a wonderful speech that reveals life events that shaped him, and little surprises that changed the course of his life. &#160;]]></description>
			<content:encoded><![CDATA[<p></p><p>Steve Jobs death has grabbed the attention of the world today. Here is a video of a commencement speech he gave in 2005. He gives a wonderful speech that reveals life events that shaped him, and little surprises that changed the course of his life.</p>
<p>&nbsp;<br />
<iframe width="480" height="360" src="http://www.youtube.com/embed/D1R-jKKp3NA?rel=0" frameborder="0" allowfullscreen></iframe></p>
]]></content:encoded>
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		<title>The Ontario PC&#8217;s and the lies they use to spread homophobia</title>
		<link>http://www.kenshim.com/2011/10/the-ontario-pcs-and-the-lies-they-use-to-spread-homophobia/</link>
		<comments>http://www.kenshim.com/2011/10/the-ontario-pcs-and-the-lies-they-use-to-spread-homophobia/#comments</comments>
		<pubDate>Tue, 04 Oct 2011 22:10:33 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bob Loblaw]]></category>
		<category><![CDATA[politics]]></category>

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		<description><![CDATA[The following quotes are taken from a CBC article. The Liberals have not since made any mention of changing the current sexual education curriculum, which has remained the same since Progressive Conservative Mike Harris was premier. When asked specifically if he stood behind the flyers, Hudak replied: &#8220;Of course. And I wonder if Dalton McGuinty&#8217;s [...]]]></description>
			<content:encoded><![CDATA[<p></p><p>The following quotes are taken from a <a href="http://www.cbc.ca/news/canada/toronto/story/2011/10/04/ontario-security-pc-candidate548.html?cmp=rss" target="_blank">CBC article</a>.</p>
<blockquote><p>The Liberals have not since made any mention of changing the current sexual education curriculum, which has remained the same since Progressive Conservative Mike Harris was premier.</p>
<p>When asked specifically if he stood behind the flyers, Hudak replied: &#8220;Of course. And I wonder if Dalton McGuinty&#8217;s going to stand by his plan to actually bring in these changes [for children as young as] six years old.&#8221;</p>
<p>The controversial flyer contains quotes it says are taken from the K-12 curriculum. But the quotes are not included in the curriculum, only in the anti-homophobia resource guide. The application of the recommendations in the guide aren&#8217;t mandatory for educators.</p>
<p>The flyer also claims the school board document contains a reference to &#8220;cross-dressing for six-year-olds,&#8221; although no such wording can be found anywhere in the document. The Liberals say the flyer is homophobic and misleading.</p></blockquote>
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		<title>PC Tim Hudak&#8217;s Fraudulent Advertising</title>
		<link>http://www.kenshim.com/2011/10/pc-tim-hudaks-fraudulent-advertising/</link>
		<comments>http://www.kenshim.com/2011/10/pc-tim-hudaks-fraudulent-advertising/#comments</comments>
		<pubDate>Tue, 04 Oct 2011 22:05:00 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Bob Loblaw]]></category>
		<category><![CDATA[politics]]></category>

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		<description><![CDATA[A few examples that might surprise you. Tim Hudak&#8217;s team apparently doesn&#8217;t know how to draw to scale.  This conveniently allows them to make values seem much larger or smaller than they really are. How stupid does he think we are? The y-axis is fudged to visually exaggerate the portion of the area under the [...]]]></description>
			<content:encoded><![CDATA[<p></p><p>A few examples that might surprise you. Tim Hudak&#8217;s team apparently doesn&#8217;t know how to draw to scale.  This conveniently allows them to make values seem much larger or smaller than they really are.</p>
<p>How stupid does he think we are?</p>
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" alt="" width="538" height="327" /></p>
<p>The y-axis is fudged to visually exaggerate the portion of the area under the curve corresponding to the increase under McGuinty. Notice how the distance between $0 and $150 billion is the same as the distance between $150 billion and $200 billion. The x-axis is rescaled such that all of McGuinty&#8217;s portion looks far bigger (apparently he&#8217;s been in power half of Ontario&#8217;s history). <a href="http://www.ontariopc.com/pdf/Changebook_en.pdf">http://www.ontariopc.com/pdf/Changebook_en.pdf</a></p>
<p>&nbsp;</p>
<p><img 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jFf2auCjGRJeFSfVMXb68LIYpND3I+sCoRQSU37pqNJjuPzONH9rqQqbvf2PfkbC0+Ut2uNPI8OHmkjVUFOe7vy0F4VcoWWXvKP6RfICzvyZp2/KoYv7dX+kBcuWBXkNAe7iWTk7xxU4WLcowryrmKJ6B6ZuaxMeSu1BifccUyq4svdvY7oQ+IsHb3qavCDcsYUGluBHPo0V/vEXHlYXtmgCYnpaVloVWAoisosaTl+PX+1T8wrS3pNstrln4l6X6yJLkqdFYCc6uNIP6mCnIWyaEdPJVc3aclxY6wK0gdhcT0XpBRFkRfdcbIGvFxC9EEdCsklaxUHNLbq6IX/nHHBWc0EPyjHAxukKvB8IZJHVsW0n5hVsSeQTRXk5pbsuOes5HgMww2qwHQazBFJctFF6cxfbpEdSv+Y3tXrRaoi+EE5vaLNRpFz3u6m11qsNvLHfPF2sbN9xF2O/FWh7jSROZMdj+QtoAtVwfN3DqpwMe5RBTlW8X8zL9IjfmaLjfwp4I5jFlV06M3Pze261Hp2jh/59JDRbC2oUuGE8yf7H+jxOoTQgeCe/lasiuxS5S7/TJzoBx3MFhuZA/5R/nG+p005eDWHLFt1k5YuAPsDUP2kigeZdeQR2XdZ1tKul5UrP97ca34kVsW+yz33edN/ukVncl/ak8mwhYH0jpBjGOTVLu6+Rw4zF8in0CmKKpS34Zqhn9gQlCrI1n+W922yJCqNgT6seBZcX1VRTqjimZkXOZ+ku3CrmP410o/+1LV0kNcu+BdCqgI33Bi7kxpPriVb/5isenKLpbXteAcL5V3zj/mrAiE06fuen+5OPykd/Mvpngbaharg+TsHVbgY96gCIUQeyMkbw2NlDdLi5iWinnvJt9eF4UmuLKpAvc//VT4xuONb3WkiJ0vg3obVPj3D17+dS8erG81WsvcTq4K8/5jw7XV82Wu12jYd7RnE3nAwAfU+7YfOD8DTgRBCsdn19GDp0PkBHlGFwWTh/PjXkG5VNCg7yWcIfjyZIitX3kisIqfbkm00Qsixd+65uf7knpLDKh9tisAzL01m699XetxM9ygKShU2GzV6VU/X4qnwAvx7rqhXk8cFX8r0VRXk/daQqb4/HE4Mul/G8rkwckIRPSFVodKRD5ymFzUjh8my28+mycqVNxKqyKGOyT90Dd6QU8LGr70mb9QghKxW28XbPXNzP9vWNXmvT6oQXewZ+f/XLL8TN/JzKlqPheWT03ZdqAqev3NQhYtxmyoSchvJ+QmOiW402VVR2aAhz4RnZ/u9800YOadl3NehjJNul4nvbzqaRD4WNKRbFVarjRwQG740aP7vd8cSM0T/Mf0CngKIENp2otcA+OhVV+1+uCExFex13k+qQAgVVbfRd110enNNKOMjeGQ/kmMav/aa3WtX7GbmDHGYLKTRmchqfHr6hbfXhZEzWF5YEChXdN1QCkoVCKHwRDnZyfPy4qC314WRz29u6J5i1FdVUBRFPhqGE8sjeBnFzWTkpO/DF/wRTY6uz/zlFr41cXyuwjHhadAIIZPZSs6EHjLV961118hT6ZmZF3O7px71SRUqjeF/Djtol1yoCsTvdw6qcDFuUwVCKClPwThS98zMi2RPK7sqEELyRg15DUimCd9ep7s4NDoT42OfZDc9PXdTVq50NmT97Bw/8tk3iqLIbii7HaEvA1noP1UghKoaNT+dTMEn0j+mX9h6PLm5TU/WQz3xZghyuoFdI2L3Hg6EUHFNm10YWU5Me4fx0603GfP834pgeuQDCU8VCKFbqTXPOMyRo3+H9Jus+qoKhNDZSPv3FLCoAh8XZ28ZmPDt9Yr6rpEwUhXkM3p0om+mMXqjhZz7QKYXF12i+xJRH1WBEIrPaXR8fJp8xtO1qkA8fufku6pAFS6A55tlNx9LohPuJmJciDkTUUgvTy1oIrNSaQxnIgo/2hTx8uKgYQsDJ3x7fXdAlt0gcKysgV6dnKhHojNYrsdXLt15/7Vll4fOD/jv8ssrdj3wu1Ni6f1Wn/YO42/n0sevvfb8vIBXl11euy/ubnqtSmOg8992IoVeBb94Z8mOe6+vCP7PPP8XF12a+mPUDt8M8vKEpqBKteOCdPzaa/jjvZM3hv92Lp2eYs/Owas5dAHod+n8fYVhIUIoIbeRXs7+tLbNRpnMVjp1Gsz0U+vDl3Zd2v9rlp9dFVU2aP70zfBaHTJsYeCryy7P++3uzeRqi5OXB++4IKULs+VYstHhFUMIIYvV9iCz7psD8a+vCB46P+CVJUHzfrt7ODTP7rV0F24V01nRj7zRhCfK6b/iybiYBmUnvZxuB7NKW+iFx8Ly6eCrMRX0cnJC8O6ALHp5ee/fXpNKd/JGwcebI19ZEjR0fsDYr0O/P5RID19hSmra6dX39v44zw7fDPpPdm9VipM1/HYufYno3qId91b5xNhNUHakpKb9p5MpH2+OHLYw8D/z/Ed8eeXL3Q/tfuGkKk6FF+RUtK6UPHx5cdBLiy/N/OWW3cQ2jM1GJeUpNh1JGrnyygsLAnHkX0HZ9MMomJM3CugdySDePiAtbqaXH7+eT67S0q73Pp024ssrLywIfOebsMv3y3QGCx2MZ4UghOpaOuiFf5zvOoK1zT0L/+z9utm/grLpPxXXtCF+v/NnZl4k3x8KqnAB8MHUQUNeZc/12nNze95EEpncc4g/3hzp2UICLsROFZ4ujpt4hN85qMIFgCoGDVarbQoxd2DYwsD5v9+d5X2bHL62u0AGBjRPpioe4XcOqnABoIrBRGWDxu5xEDo9Pf3CbuIxNGAQ8GSqAnH9zunOLhpQhQtwVMWwhYH1yk4yOb71HhAsHXrzoZDcudvvvL4i+N9z/F9afMlrdYj36TT6Fb/AoEHsl/nZtps4kS+DeRJg/50rVDqyBdvQ+7WDoIpHwVEVjomcywEAACBwOB+8AFX0GVAFAACDDFCF6wFVAAAwyABVuB5QBQAAgwxQhesBVQAAMMgAVbie4po2SUAWe2ogXgUBAAAgcE6FF+wJzGJJA3rCmGdUAQAAAAwgQBUAAAAAB6AKAAAAgANQBQAAAMABqAIAAADgAFQBAAAAcACqAAAAADgAVTy52KxOPjsHAADQG0+qojn1nM/e/T5771aQrxs3lUXs3e+zd/8Fqapv2emLQnf7iHefTGzijmWmLTvg78P7e9LRI6f9r95JK2kxUNwrW+Uxp4+fOH06qQEhm9mg1+n1erOrmmJ17rWzJ0+fPXn67En/jKZepVFlBXf/KVjGp8osquLoC3+LxJKu5HMuMldp4rGiteKWSCwRSR5wfHXTZjHo9ToX7j0AAJ7Gk6qofbhfJJaIxFFlFmKpoShELBGJJYcS+tjkd+ZfFktEYp/o6kctUHPyUboB7ZX2nH5YZ+BY2VoeJRGJJaLoaoTaMs5LRGLJ3hhXff1NmXKKLsyRmAbCFa0Zp+lyHk5UcGWkK4/6m2kf90eW67nWtZRHicQSkfienD2uTXpOLBGJ/34I374DgMECqIKgWxXHw1OzsrOl6SkPIy7u625Mg/N1rCu7TRWSfTH1tCtUGRdE/FWhzQ3sCj52Jbm0rqW1uTon8kTX6uG9DgMTpg6VSqVSdXDcgoAqAGDQIWxVmOql0fejozNqOrVVqTf9T508dj7kbnZj9/WvTVudHhlw6uChs5fu5ipa83qrwtJWEht4dK9ILBEfDn5Y1m5BCCFjbcadW7fvpFTrjc25twNO7IssM9Kb7lbF1YKeK2xbe5Y/bl5PpDQjhBAyKotiQs79tVsiEkskxy5FZTboKNSjioi429cDj+BVjgWGXb+V14oQQrbOOumtwEN7JKLdB89cSyxpM+P8jfVZ0dH3o9NrO7XylIhLJ46fOnflXlaj3SV+L1WI9sfUdvXttEkvSJhUYdPKU0JO7BOJJaI9x4NiytosCCGq9uEBkVgiEh+MqiRae3PZDbz6rUobMtZlRN++Gx1Tqu7+a4P0bvTtuzHFbcjWlBMVdTvqdoHS+XFpK4oO8z+Oy3PE/0ZYyK2wqNtRUUmV9Au99PKkqNtRUQ+K2vr0YwEAwJMIWxVdV8GHjx7fT/aWnMtoQ4hqywrcSfai+OyT9KhCX3LjgF0fy5EHdWakzbkkEYklp6+FncDLrxT03CwwqQIhqj7mkEgsEYkDs9TIUB7l49B7I7ldZaFVcTXE7q935MhcH3fMfq0D14o6EULanGCRWCL6++TRveRfL2b0akm7VLEvNCxALBGJD9yrsSGEUHvWBbFEJL50/cZxQhWWuofH7buYDtypNCniD0tEYonoXEbvIQ3KrNNoNBqNzkShDlw/u+7Xdv1RVxDcvRc9HVDOj4s82m43L18QS0RiyaXcju78QkViiUh8s8zskh8RAADuYECoQiI6fa+kRaNpLbtzEjd2UpWh+JpYIhJL9l6RNnaaTZqamPO4bfKJrkbGknCRWCISn75dotKb9c3SkD1iiUh8PF7RpQqRWCI64B8Zm5yQr+hpsphVQTeR++7XduRelojEElFwrpZCCFkqb//V3X3frYq7lWZzc/JZiUgs2XNPbjabLZaGmEO42DGVaqOpU5EejDV2o9jYrQqx5GR0abNaoyy9d7xHhzTdqogtxgXwuV9rQ0idHSgSS0SXcsuSelRBNSYcxN1ot8vaDAZ1VQwezDiZkh0lprvIMGp5dnYWnXJqNX1TBcNxabWazU2pp8USkXh/dJXZbNYXh0tEYokoKK8DIYQMhdckIrFEFFUBX04HgAHEwFBFRHdEm/SiSCwR7b5fiWfjiEN6RhCako50qcJcgpun0MxGBabsfldTW96lij1RZY497k5UQVVFd98fWI26jo6ODp3JRlkM6kZpcNetAKEKx7GK2ocSsUQkPpnUTO9jcWj3fnWr4mbPLl6QiMQS8T1ynhGtigZdQYhILBH53JPbNNkBEpFYEpTX2USoovbBPpFYItoXU9e1rk2RFRF2/cYNqTTSThVU1e1edwD35H1UheNxqUb2YxWWriMVnNOBUJfg90fXwOwoABhIeFIVdV1d5737IvSFWBVHkmhV9IxUdzWU4nsFsksice+Jm5byyK7glqTj9n1EXel2gQyr4o6cYf6rE1V0XbyLz6e1ItRZmxrhu9c+ZzZVWCtui8QSkTi6qmeTdQ/2SkRiyZl0VZcqcCOLEEK6/Kt21/6IVEV3/fx1W5YVIJaIxCF5OkSowlZxC+9plUNjXH0Hlza0qGv3KEX61ZDgqyG+R/c8kioYjoscOQxr22qj93b1QXXd7R1OaGT7XQAAIDg8qQpVuq9ILBGJ/aTtxFJl2kmxRCSWBORou1Wxl77CppukkqLrIrFEJL5TSbeIXY2aT3R1u/SiRCSWiPwf5OTk9krVDVgVOxmnSTGqwtqSdEYiEktEPg+qKWvFLR+RWCI6EBidUVTZqG7JCuK+q5BH091N3XS12oE5HV2q6HEelyqQoSiMsFRIoR6RqqCq7khEYokorJie3WtQVpWUlJbUtRZH4LUCelU4spRF2t9V9GxdnX3RqSoYjoscMcyAUiQcF4klosvS9BsSkVhyKq2V9XcBAIDg8KQqqOr7u8QSkViyLyxXZaIQQsjclhuGx5CPxjUiFlXIW1Jxn/6V7mZdI8Ottk90Naq+t1cklojOpim7RGIojTzss/fAjRJlDg9V+CXXKVtblcqWxqrcuxe6Rm5Ppyqp7gGSO/KuPZBH72VRRVeD2zWLVxKY0zW0ayqP2i2WiMRH4hpR31VBj8RIRGJJSKEe9VIF0uD7LfGlbA0uY1sGniV1V26tizmAVzwSkdNisCGEbIYmaWj3hOB7cmTs8tClXC1CCCF9wbXuzre+qoKupd4Pf4gDMnuJCgCAAYBnX+zRffnvkMTB+R2IVRX09a943/HLEdcDT+7qWtcnurrnWlgkOXr6ou/BPfhPIXk6LR9VMJTnYkarFSFzeThecjwsPkOacOPcbuYOKF3eFXrdffdrLfJo7D/JX6eDgy4c6ypqUAUUscIAACAASURBVF4HehRV9ExvFV8vMiDUWxXIVBHZtb/7j573PeyD/306qZlCyNIQe5pxB+mGvjn5FP6vz4nASxdPSLr/2gdVdPdZicQSkc/DWoQQ0mT5dy+5nNfh2h8RAAD9j6ffAWVsyrhypHeDtfdYRH4rHr1gb5L0tQ/O7qXXOpeUFEGrAiFTQ8JZCZnt2Yf1JoT6roq9526k1XZ03Z3YlGkXib8eCgnFl/DXCvSkKpCu7Cb97N4dOUI2TUlErwmsey9Jm80IPZoq6C6j6yW4T6uXKhCytReEHCD34uiNEm33QIlFmRN2sNc+no6WN0gvdNeqofrOMfpPh6/kZUb1VRVIXxZxiNQPQqgzL4S8DQIAYGDhaVUghBCizJ2tjXVyeXWtok1n4fG+JWJVo1bZ2NjUbmCcUWMztCtqq2vqW3VcDyL3AZtRraitrWtWGzlm8ViNus5OvbFnhyy61sa62oYWjalP+/hoUGZtS111dV1Lh5lha5bO1vqqioqqhnYjw1+t+rbmhkYl45p8sZp0nbruvbe2pvmJxBKROKKEz9umAAAQGIJQBTCIIR/K87krd6GzAQBwG6AKoH+RR+/p6nPzT22EWwoAGJiAKgAAAAAOQBUAAAAAB6AKAAAAgANQBQAAAMABqAIAAADgAFQBAAAAcACqAAAAADgAVQAAAAAcgCoAAAAADkAVAAAAAAegCgAAAIADUAUAAADAAagCAAAA4ABUAQAAAHAAqgAAAAA4AFUAAAAAHIAqAAAAAA5AFQAAAAAHoAoAAACAA1AFAAAAwAGoAgAAAOAAVAEAAABwAKoAAAAAOABVAAAAAByAKgAAAAAOQBUAAAAAB6AKAAAAgANQBQAAAMABqAIAAADgAFQBAAAAcACqAAAAADgAVQAAAAAcgCoAAAAADkAVAAAAAAegCgAAAIADUAUAAADAAagCAAAA4ABUAQAAAHAAqgAAAAA4AFUAAAAAHIAqAAAAAA5AFQAAAAAHoAoAAACAA1AFAAAAwAGoAgAAAOAAVAEAAABwAKoAAAAAOABVAAAzNouFTJTVyrkKZbPZreWYuDOhKM5MKIrqa/kfLRPKauXIxGZ7/GrhVbc8qsUlmbimbvlUC2fdPtJPjk/5HwFQBQAwoM0rjHl+BJnSPpzJuVaZaK/dWo7J0tHJnklTxG3OTFQJKeyZ6GvqODORHznDuUeJo99nzyT3q+85M8ldtYE9k8QxkzgzkR85zblHhroG9kxU8cmcmTRH3mHPxKLRcmZSLt7HuUepk2awZ5I1dwVnJkVbf7dbq84/mHOtRwBUAQAMGJuV8iNnyNRwKYRzLVVCit1ajslmMrNn0llawZmJvraePROLRsuZSXtGNuce1Z4LYM+k+eZdzkyaI++wZ1J7PpAzk/aMbM49smg72DPR19RxZtJZVsmeic1o4sxElZjKuUf1gVfZM1GERnBmonwQZ7eWNq+Qc61HAFQBANxo84tKvHfKlqyRLVlTsl3cUVjCHm9StsqPns1Z8U32glX532xpuX2fvTPBZjY3hd/KW7spe8GqnC/W15y+aG5Xs29CI8sr/nlH9uKvZEvWlP4u6SwpZ483NrVUHTyRs3xd9oJVBRu2KaNj+HSSAAAGVAEAbJjb2rMXrXbsHJAt/dqs1jCuUrH3cOxLXnbxyW9NcXYVr4pLTnpzkl183Ctjq4+dZYw3tSiz5q5g6AtauYGxd4uiqLKdf8W+aF+klPc+0+TkP3LNAE8UoAoAcIq5rT3903nOupKl0xY5XvuX/enjLD7+tfGOtmiNTYx75U1nq1T9fcIu3tisTPtwprP4zDnL7WxBUVTxzzucxSe88S7YAuADqAIAnFLw/c/sA49FW38j45ujotnjE70+sBlNdLxF2xH/37fYV2lLSiM3kbfmB/b40t92k/GK0Aj2+OS3pvCZaQM84YAqAIAZY7PSsdPGoZvoTZOqjV4la/5K9viY50corkXS8bW+gZzxeWs20vH62vqYoSPZ4+NfG0+O7kqnL+bcRPOte+6pUmDgAqoAAGZqz3O34zHPj6j3v4LjDfWNfOJly9bSm+DTjse8MMqi0eJ4+dGzfDZBz5zpLK/kE5+35gc31y0w4ABVAAAzFT6H+LSzVQeO43iNLI9PfPqUOfQmksdP4bOKrqoax5f+sYdPfPWJ8zi+LSWDT7x0xhI3160wsWi05rZ2T5dCoIAqAICZqoMneLXL3fOUOopLebXL0xfTm0idOJXPKoYGBY4v332ATzz9mII6K4dPfNb8le6tWoFSLt5Xsl3s6VIIFFAFADCjSkjh0862p2XieMpqTRjxHmd82c6/6E0UbdnOGZ/8zid0vDI6hk+R6IewbEZT3KvjOeMr9x1xZ8UKk87yytgXvWJeGNVRxPHQzJMJqAIAmLGZzMlvf8zeyKZM+Jx89VDJdjFnu0xOTuVjo4q9h+l4q17v+ASGXUr7aBb5FiBuG70wqqOkzD1VKmRyVnyDKyR74SpPl0WIgCoAwCktdx+yt7OtD+PJeHNbe6LXByzxJb+I7DaR/80W9lsKS6eOjG8Kv8VWpKEj21IyyHhjs5L9XqdMtLefam8AoXwQR9ZJc1S0p0skOEAVAMBGfeBVZ41y45Uwx/iOkjJnF/756zbbzPYvgLIaDDnL1znzhF5e67iJ2rP+jPGxw0Y3hd9yjNfmFSaMnMC4SuFGb3iowmYyp74/za7mrQaDp8slLEAVAMBMQ3BYya/iEu+dGZ8vcGxkpdMWlXjvLPlV3BgSjuM1Ofml23eVeO/M+3qTY3ziqIklv4hKvHdW7D2MmyGLtqN81/4S753FP/0Z//o7jirK/3ZbiffO0t920x1E9f5XSrx3lnjvTJ8yx3ETmTOX4iLRwlBLZSXbxSXeO3NXf8dQpDGTcG6V+45yvsRwEFNz6oJj5VQdOunpcgkLUAUAMMDziQSc8LU/y/s27FLNmYsIocp9R3jGZ85Zjpjei86SjM1KhBDnWAud6KdDnjSMzUrGB+bjho+jJ54BCFQBAIz0qV3uKC5FCCW/8wnPeHzFWrbzL57x6Z/OQwi1p2f1wV7VtQihxFET+2SvJ5Cirb85q5OCDT96unQCAlQBAAyAKp4ENDn57NVCz4QGQBUAwACoYtBDUVTmrGXs1ZLx2Xz4qgcGVAEADIAqBj2Ka5F8aobP1w+fBEAVAMAAqGJwY+nUJY2dzKdmEke/7+wbVk8UoAoAYABUMbjh+S5InOApRQSqAABGQBWDGL28NvblMfwrM3bY6M6ySk+X2sOAKgCAAVDFIIbzS4KOSbZ8LXe+gxpQBQAwAKoYrKjik/vqCZyU92I9XXZPAqoAAAZAFYMSm8XC/6F6u5Q6ceqT/PoTUAUAMACqGJTw/Aius0R/XvAJBFQBAAyAKgYfJlVbwhvvPo4q4l8bb2xq8fR+eAZQBQAwAKoYfJR473wcT+BUtGW7p/fDM4AqAIABUMUgQ1tQHDN05OOrIub5EersXE/vjQcAVQAAA6CKQUbW/C9d4omY50dIZywhP0n7hACqAAAGQBWDiaaIO67yBE7096yeHEAVAMAAqGLQYDUY+H/iiWdKGjvZ7pvngx5QBQAwAKoYNFQdPOFaT+BU4XPI03vmVkAVAMAAqGJwYKhvjHtlbH+oIvblMfhDuU8IoAoAYABUMTjI/3Zbf3gCp9yvvvf0/rkPUAUAMGCoa4h90YvX1eVLXkZFE0KI85NqdGoICkUIVZ/05Rmfs+IbhJCuoirmhVF84uNeGWtuVyOE0j+ey3MTTTeiPFvh/UF7mrT/PIGTKi7Z03vpJkAVAMCMWiqr979S5x/Mkur9r9Cz7I2K5vrAq+zxdf7BTRG38VRLympVXIvkjG+4FGJqVeFNtKdJ+RRJm1uA4w31jfUBHPF1/sHNN+96pIb7Fcpmy/hsfn+rIu3DmTaLxdP76g5AFQAADELqA6/2tydwqj0f6Ol9dQegCgAABhtmtYb/OM1jpoQ33jWp2jy9x/0OqAIAgMFG2Z8+7vEETiW/iDy9x/0OqAIAgEFFZ2lF7LDR7lRFzNCR2oJiT+93/wKqAABgUCFbttatnnh+RMzzI7Lmf+np/e5fQBUAAAweWu4+dL8ncGqKuOPpve9HQBUAwE17elbhJu/M2cszZy8v2rJdnSljjzc0KCr3Hcmav1I6fXHOl98qwiLZv7VpNRgagsNyVnwjnb44e8GqqkMnjc1K9k20JacXfP9z5qxlmbOXF237Q5OTzx6vr62vkPydNf9L6fTFuau/a4q4YzMPts9/2oymlAmfe0oVyW9NsRoMnq6D/gJUAQBsmFqUmTOXMnQ4zF3BOO+FoqiyHT6Oz8olen3QlpTGuAlldEzCiPfs4mNf9Krcd5Qx3tCoyPh8gWORshetNqs1DEWy2Uq8dzp+rSFp3IftGdmPUzlCo/rYWU95Aqeqv094ug76C1AFADjF2KxM+3Cms3Yh/ZN5dragKKr45x3O4uNeGetoi5a7D1geCy/ffcAu3tCoSJno9MJZOn2xnS0om61wo7ez+PjXxg8aWxgVzfGvjfesKuJeGWuob/R0TfQLoAoAcEr++q3sTUPhRm8yviniNnt8wsgJVoORjje3q+OGj2NfpTUuidxE7soN7PF2Ezcbr4SxxyeNnTw4eqIKNzk1ojtT/vqtnq6JfgFUAQDMGBoVnHMuY1/yMrX0DCpkzl7O2ZQ0Xgmj42tOX+SMz125gY7XyWs44+OGj8MvgMKkfzqPc5WmiNvuqdL+Q52V43FJ0KktJcPT9eF6QBUAwEzNGT8+7UKd32Ucr6+t5xOfvfgrehOMQw72aehIuk9JfvgUn000Xr2O4ztLK/jE567+zs1161ooipJOX+xxQ9Ap/dN5lNXq6VpxMaAKAGCmYs9BPu1C1YHjOF4jy+PVjkyZQ28iadxHfFbRyWtwfOnvEj7x1SfO4/i25HQ+8Zkzl7q5bl1L49XrHteDXaoPuOLpWnExoAoAYKbq0Ele7fLxczi+o6SMT7x0+mJ6E6nvT+OzCn7JOUKoQvI3n/ha364X2Kmzc/nEZy9c5ea6dSGWjs6kNyd53A12KWHkBLIbcBAAqgAAZnhekqulXc9YUDZbwsgJnPHl4v30Joq2/cEZnzLhczpeeT+OT5Hol0zYTGY+k4Iq9x9zZ8W6lvLdBzwuBsZU+sceT9eNKwFVAAAzNrM55b3P2JuD1A+mk73S3G+p6/2yoLbUDM4Wh5yqbzUYOPus0j+ZR+5F8U9/ssfHDhvdWV7phvrsD3RV1bEv8foClftT7LDRnSXlnq4hlwGqAACntD6MZ2/3VQkpZLxZrUka92GfrjQLf/iFTUUTp9o9ANx86x5782T3nISpVZU4+n2WVSr2HOyn2nMDnFOHPZtkS7/2dA25DFAFALDRGBLO+JnS2GGjm8JvOcbrKuXJ46cwNhyFG70dJ8bYjKa8NT8we+L9aYYGheMm6gOuOD56HfP8iNiXvFru3HeM7ygpc9abX/zzDspmc0lFuZ/W2ESPy4Aztdx94Ol6cg2gCgBgpu7CpcLNvxZu8mZ8NCHj8wWFm7wLN/9a798116U9Pato62+Fm7xzVzFc6iaOmli4ybtwk3fZDh9Lpw4hZG5Xl27fVbjJu3Cjd/zr79ivMnRk3pqNhZu8i7b+rs0rxJuoOXMRZ5I2ZbbjJqTTF+Mi0Y9utCWlFW3ZXrjJO+eL9Y7xSW9OwrmVi/cNuJcX2czm1EkzPG4CzpQy4XOb0eTp2nIBoAoAYIDnEwk44cmsqR9M5xlfc+oCQqjC5xDP+MxZyxBCmpx8/kUyNrUghJzd3zgm+umQgQLPp16EkORHz3q6tlwAqAIAGNDmFfJvCzpKyhBCyW9/zDO+6tBJhFCZaC/P+PRP5yGE2tMy+RdJX1OHEOL/0dCaMxc9Wt99w6RsZbgPE2qKf228UdHs6Tp7XEAVAMAAqELIFP/IPclYUMnuXWEDEVAFADAAqhAs2rxCxlF9gSfOb5wIHFAFADAAqhAsWXNXeLzdf4Qknb6YoihPV96jA6oAAAZAFcKk6UaUxxv9R070axwHIqAKAGAAVCFArDodzxcsCjMljplk0XZ4uhYfEVAFADAAqhAglfuOery5f8xUvms/934KElAFADAAqhAa+pq6uFfe9Hhb/5gp9kUvXaXc03X5KIAqAIABUIXQyFu7yeMNvUtSzpfferouHwVQBQAwAKoQFG1JaR5v4l2YWmMSPF2jfQZUAQAMgCqEA2W1pk+Z4/H23YUpddIMm9ns6XrtG6AKAGAAVCEc6vwue7xxd3kScoUzAqoAAAZAFQLB3K5OGPGex1t2l6f4/71tUrZ6unb7AKgCABgAVQiE0u27PN6s91Mq/vEPT9duHwBVAAADoAoh0FFUwvhdqUGSho7U5hZ4uo75AqoAAAZAFUIge9Fqzzfo/Zky5yz3dB3zBVQBAAyAKjwO+1fEB01SXL/p6ZrmBagCABgAVXgWq8GY8u6nHm/H3ZCSxn1k1ek8Xd/cgCoAgAFQhWeRHz7l8Ubcbaly3xFP1zc3oAoAYABU4UEMjYq44eM83oK7LcW98iY+XkIGVAEADBgaFLEvj+F3no81NitRXz65g79bUHPGj2d87qoNCCFdVXXsi1584uNfG29uVyOEMj5fwHMTzZF3PFvhJAXf/eTx5tvNKe/rTZ6udQ5AFQDAjDavUBEa0RgSzpIUoRHagmIcb1K2KsIi2eMbQ8KV0TE4nqKo5lv3OOMV12/idh8hpJHl8SkSvstBCBmbWhTXuIvU+jDe/dXrjPb0LI833B5JbUlpnq57NkAVAAAIBcpm438nNMhS+pQ5lNXq6SPgFFAFAABCoSEo1ONNtgdT3cUgTx8Bp4AqAAAQBBaNNnH0+x5vrz2YEka8Z25r9/RxYAZUAQCAICjb+ZfHG2uPp5LtYk8fB2ZAFQAAeJ7O8kqe87sGeXphVEdRiaePBgOgCgDghUaWp7h+U3H9piYnn0+8oVHRHHmnMSS8NSbBZuL+jo3VYFA+iGsMCW+OisazbzlRZ8pwkbT5RXzi9bX1TRF3FKERqrhkoX1aJ2f5Os8308JI2QtXefpoMACqAAAOFNci0z+dR57MGVMXNoXfchavzS/K+3oT+UrURK8PKvcdcfb+BrNaU75rP/lVhtgXvQo2/NhZWuFsEw2Xr6VNmU0WSTpjSXNUtLN4dXZu7qoNMUNH0vFJYydXHTxhNRj7VBX9hPJerMcbaEEllkPpKUAVAMBG5f5jzs5n+ZHTjvHtaZnxr41njM+av9LRFuZ2dcbUhYzxCSPe0+YVOm6iXLzPWZFqzvg5xqvik+NeGcsYL1u21mowuKSiHhmbyZw6carHW2dBpeR3PhGIxWlAFQDglFrfQPZTuuFSCBnfWV4Z9yqzJ3DKWb6OjKcoSjpjCUt8woj3DI0KcpXq4+fYi6S4FknGdxSWOPMETh5/Trj6pK/Hm2YBJvnhU549LnaAKgCAGZvZnDTuQ/bzOfmdT8jHpkq8d3I2AeRQhyoumTO+Yu9hOt5qMCaMnMAenzZ5JkVR9CqFm7w5N9FZUu6eKnXE2KyM/+9bHm+XBZjiho8zNCi4a9BdgCoAgJnmm3f5nNL0izos2g72Wwqcirb+Rm8i96vvOeMTR02kR8Ubr97gUyRVYiqON6na+LzJqnT7LjfXLU3Rlu0eb5QFmwo2/Oip4+IIqAIAmKncd5TP+UyPWGjzi/jEZ0xdSG+C5ycZDHUNOJ7nkwe1Z/1xfHtGNp/4rHlfuLluMRpZnsebY4Gn9vQsjxwaR0AVAMBMxZ6DfE7mqgPHcTzPhi99yhx6E0njPuKziq6qGseX/i7hE1994jyOb0tO5xMvnbHEzXWLEKIoKnPmUo+3xQJPGZ8voGw29x8dR0AVAMBMY0g4n5OZnjVrVmvICbLOUv76rfQmZEu/5oyPGz7OZjTh+Dr/YD5FovvEjE0tfOKLtmx3c90ihBShER5viAdEaggKdf/RcQRUAQDMGJuVscNGs5/GsS95kS/tyZq/kvPMV4RG0PG15zlmWMU8PyJvzQ90vL62nnw2gjHFDR9n6eyZkiudvphzE+6fxW/p1CWNnezxVnhApMTR75vVGjcfIEdAFQDgFJYnGHAipychHt9aSJ8yx2ax0PFWg4F9uCJ22OiO4lJyEyW/itk3IT9yhoxXxXNMspJOX+z+Lg6enXuQcCoT7XXzAXIEVAEATrHq9dkLVzk7gRmfX2N57iHR6wP6o0M0GllewhvvOlulPuCKXbxF25E5e7mz+NxVGxxfIsLyFGHSuI90lXKX1hk3enktzy8MQsIpdtjozrJKNx8mO0AVAMCMqUWpkeW1pWRIpy1yPHulM5a0p0k1sjxTqwrH24wmTU6+OjuX8cI/cdRERVikOjtXV1FFb6KztEKdndsQFBr/+jv2qwwdWb5rvzo7V5tbQL+vydjUos7OVSWmpn8813ETWfO+aE/P0sjy6D4xq8GAi1S09XeGIo2Z1BRxR52dSw+buwc+U4Qh2SW7hzfdD6gCABgwtaoSR03kcw4njpmEP2iat2Yjz9MeDzvzH9ct2vo7QsjQqGC5/yBT0riP8BtEZMvX8trE0JGqhBT3VCyfpw4hMSblvVj3HCNGQBUAwIA2r5D/OYyfdk5++2Oe8fidDWWivTzjMz6bjxBqT8vkXyR9bT1CiKftYpy8PMrl2CyWtA9nerzNHaApdeJUPq8o7idAFQDAQJ9UgUcg+Kui6tBJ1BdVpH86D/VVFTV1qG+quOiGWq09F+DxBndAJ/qJGfcDqgAABkAVLsekauPZgQbJWYp/bbyxqaW/jxQjoAoAYABU4XJKfhF5vKkdBKlw86/9faQYAVUAAAOgChfXZ34R58ODkHgmdXZuvx4sRkAVAMAAqMK1ZM3/0uMt7KBJ0hlLyPfMuwdQBQAwAKpwIU0RdzzevA6y1BgS3n/HixFQBQAwAKpwFVa9PvmtKR5vWwdZSnpzkqWjs58OGSOgCgBgAFThKqoOHPd4wzooU4Xk7346ZIyAKgCAAVCFSzDUNbB/2RvSI6fYl7x08pr+OGqMgCoAgAFQhUvIX7/V403qIE65q7/rj6PGCKgCABgAVbigDnMLksZOTnpz0mMmPh+MGnhp6MjHr5mksZPVUpnLDxwjoAoAYABUIRxS3vvM8y27q1PS2Mmerte+AaoAAAZAFcIBVCEEQBUAwACoQjiAKoQAqAIAGABVCAdQhRAAVQAAA6AK4QCqEAKgCgBgAFQhHEAVQgBUAQAMgCqEA6hCCIAqAIABUIVwAFUIAVAFADDQUVTC/7TvLK9ECKVM+JxnvPzoWYRQ+a79POOl0xYhhNSZMv5FMjQoEEJJb07iGV97PtCzFc4CqEIIgCoAgAHKai3ZLpZOX8yZyv70oWw2hJDi+s3MmUs542XL1xoaFQghnbwme9FqzvjMWcta7j5ECNnM5uIf/+BTpPJd+/H3DBqCw6QzlnDG53yx3tSi9GyFswCqEAKgCgAABA2oQgiAKgAAEDSgCiEAqgAAQNCAKoQAqAIAAEEDqhACoAoAAAQNqEIIgCoAABA0oAohAKoAAEDQgCqEAKgCAHihkeU13YhquhGlycnnE29oVDTfvKsIjWiNSbCZzJzxVoNB+SBOERrRHBXN8ykHdaZMcf1m040obUExryLVNTRH3lGERqjikm1m7iIJBFCFEABVAAAHirDIjM/mk+e5dNqipvBbzuK1+UV5azeRn/lM9Pqgct9Rq07HGG9Wa8p37U8Y8R4dH/uSV8F3P3WWVTrbRENwWNqU2b2KNGNJ8617zuI1srzc1d/FDB3Z01SN+7Dq0EmrwdinqvAIoAohAKoAADaqDhx3drbLj5xxjG9Pz4p/bTxjfNb8lY62MLerpdMWMcYnjHhPm1/kuIlysdM3gtSe9XeMVyWkxL0yljFetnyt8G0BqhACoAoAcErdhUvsJ3zDpRAyvrO80pkncMpZvo6Mpygqc+ZSlviEEe/ht4DQVB8/x14kxbVIMr6jsMSZJ3DK+3pT/1WgSwBVCAFQBQAwYzObk8Z9yH7Cp7z7KX4BFKbEeydnG0EOdajikjnjK/YepuOtBmPCyAns8WmTZ+IXQGEKN3lzbqKzpNw9VfpogCqEAKgCAJhpjormc84r78XieIu2I+5VtlsKnIq2/kZvIm/ND5zxiaMm0kPQjSHhfIqkSkzF8SZVW+zLYzjjS7fvcm/V9g1QhRAAVQAAM5X7jvI55+VHTuN4bX4Rn/iMqQvpTaS8+ymfVQx1DTi+bOdffOLpEYv2jGw+8VnzvnBz3fYJUIUQAFUAADMVew7yOecr9x/D8RpZHp/49Clz6E0kjfuIzyq6qmocX/q7hE989YnzOL4tOZ1PvHTGEjfXbZ8AVQgBUAUAMMOzt4eeNWtuV5MTZJ2l/PVb6U3Iln7NGR83fJzNaMLxdf7BfIqkjI7B8camFj7xRVu2u7lu+wSoQgiAKgCAGWOzMnbYaPYTPvYlL3NbO71K1vyVnG2EIjSCjq89H8gZn7fmBzpeX1tPPhvBmOKGj7N09kzJlU5fzLmJ5qho91TpowGqEAKgCgBwSrl4H/sJT05PQgi1p2exx6d/PNdmsdDxVoOBfbgidtjojuJSchMlv4rZN2H3tIcqnmOSlXT6YnISlwABVQgBUAUAOMWq12cvXOXsbJctW2s1GOxWYXnuIdHrA8dpqRpZXsIb7zpbpT7gil28RduROXu5s/jcVRscXyJSuf+Y0wZr3Ee6SrlL68z1gCqEAKgCAJgxtSg1sry2lIyMqQsdT3Xp9MXtaVKNLM/UqsLxNqNJk5Ovzs5lvPBPHDVRcS1SnZ2rq6iiN9FZWqHOzm0ICo1//R37VYaOLBfvV2fnanML6MmyxqYWdXauKjE1/eO5jpvImruiPT1LI8uj+8SsBgMuUtHW3xiKNGZSU8RtdXYuPWwue+7tcQAAIABJREFUTEAVQgBUAQAMmFpViaMm8jnnE8dMMrerEUJ5azbybCbwoxiKa5E844u2/o4QMjQqWO4/ejVD4z7CbxCRLV/LaxNDR6oSUjxa32yAKoQAqAIAGNDmFfI/7XG3UvLbH/OMlx8+hRAqE+3lGZ/x2XyEUHtaJv8i6WvrEUI8bRfz/IiaM36erXAWQBVCAFQBAAz0SRUdJWWoL6qoOnQS9UUV6Z/OQ31VRU0d6psqLnq0vtkAVQgBUAUAMACqEA6gCiEAqgAABkAVwgFUIQRAFQDAAKhCOIAqhACoAgAYAFUIB1CFEABVAAADoArhAKoQAqAKAGAAVCEcQBVCAFQBAAyAKoQDqEIIgCoAgAFQhXAAVQgBUAUAMACqEA6gCiEAqgAABkAVwgFUIQRAFQDAAKhCOIAqhACoAgAYAFUIB1CFEABVAAADoArhAKoQAqAKAGAAVCEcQBVCAFQBAAyAKoQDqEIIgCoAgAFQhXAAVQgBUAUAMACqEA6gCiEAqgAABkAVwgFUIQRAFQDAQEdRCf/TvrO8EiGUMuFznvHyo2cRQuW79vOMl05bhBBSZ8r4F8nQoEAIJb05iWd87flAz1Y4C6AKIQCqAAAGKKu1ZLtYOn0xZyr704ey2RBCius3M2cu5YyXLV9raFQghHTymuxFqznjM2cta7n7ECFkM5uLf/yDT5HKd+2nKAoh1BAcJp2xhDM+54v1phalZyucBVCFEABVAAAgaEAVQgBUAQCAoAFVCAFQBQAAggZUIQRAFQAACBpQhRAAVQAAIGhAFUIAVAEAgKABVQgBUMUgQVrcvHZf3PClQc/N9X/jiys/n0otr1OzxCtUuj2BWWO+Cnlurv9Liy8t2XHvQWYdnmHJiNFsvXy/7NOtN4ctDBw6P+CD726cu1nUoTezbCK1oGm1T8wrS4Kem+s/4ssrv51LlzdqWOLrlZ1iv0yv1SHPzfV/eXHQcvGDWFkD5467Aate3xAUKp2+OOGNdxPeeFc6Y0njlTCrwciySltSWt7aTYmj349/bXzKe59V/nUYT5B1hr66tly8P/mdT+JfG5/o9UHBhh/bM7JZ4i2dunr/KxmfL4h//Z2EN97NnL1cERphM5qcxVMU1RqXlLv6u8RRE+NfG586cWrV3yeMTS2c+y4EQBVCAFQx4LFabWv3xQ2Z6uuY9l2WMa4SElPxzxkXHOOn/3SLsfWXN2pGrbzqGP/iokuycob5+GaL7YvdDxzjn5rme/RaHmOR/O+W/GM6Q5Hmbr+jN1oep34ek46SMsYH2ZLGfYifvLPDajDIlq91jI8dNrohOIxxEzVn/GKGjnRcJX/dZpuZ4XBo8woTRk5wjE9+5xO9vNYx3tKpy16wiqFIL3o13Yh6zPpxA6AKIQCqGNjYbNRXe2MZPYHT3iD7i9OQmIqnmRplnD7bdrPT0Kt5kjdqXl8R7Cx+2MJAWVkvW1istmXi+yxFOuJgC/+7JSzxs71vG0yesUVHSRnLuzGS3pxkZwurwShbsoalgXC0Rc3piyzxeWs22iy99l2bV5gw4j1n8cnjp+ire9nCqtNlzfvC6SZeGKW4frOfas9VgCqEAKhiYBOVUs3SyOJU2dDT7dOhNw+dH8Aefzi0V1P+5e6H7PEfb44k40NiKtjjn55+oa6lg45v1xqfnePHvsq5m0X9XZOMZC/+iv2Ez/nyWzK+zu8ye3zc8HHm9p6OQUODIuaFUeyrNIXfIjeROWsZe3z+N1vI+JpTF9jj419/x9Kp69dqfExAFUIAVDGwmfPrHU5VeJ9Oo+PPRxVxxo9eddVm6xq0qFd2MvYL2SXyxuKTLZGc8Tv9pHT8kWt5nPFvr2PuuulXOksr+JzzOnkNvUrahzM548kX81X+dZgzPnPOcjpek5PPGR87bDQ9LkLZbHza2Xr/K+6q1EcBVCEEQBUDmA69mbORHTLVd+TKnoZg7nZutQyZ6ptT0YrjL9wq5hO/yz8Tx7e06/nEk03/Z9tu8lmljHWUvj+oPnaWzzlfc8YPx+sqqvjEZ81dQW8i7aNZfFYxtapwfOW+I3zi6wO6jrg2v4hPvGz5WjfXbZ8AVQgBUMUApkHZyaeRHTo/gF7lw40RfFaJz2nE8Qev5vCJ//FkCo4vr1Pzif/v8st0kd75JozPKtLiZnfWLUKoQvI3n3O+cv8xHK/OzuUTnzZlNr2JpHEf8llFV1WN40t/280nvvr4ORzflpTGJ146Y4mb67ZPgCqEAKhiAKPVmZ+axt3Ijlp5lV6F511Fbh/vKnYHZOF4pZrXXcU73/TcVXy+LYrPKuxzf/uD6uPn+JzztWf9cbyuUs4nPmveF/Qm0qbM5rMKcVdxlE98fWDXEYe7CsEmUAXgVqZs5h4Y+P5QIh1/KCSXM/6lxZfosYrKBg2fdjwht5HexLvrue8Sfuq+C0EISQKyOONfXxHstiql0cjy+JzzHYUl9CrJ46dwxlf9fYKOL/1jD2d8+sdz6fi2lAw+RaKHTyibjc/XjapP+rqtVh8BUIUQAFUMbILul7E3sk9N880q7XnSqrFV9595/uyrkGPOiMfI+bvrwyxWGx1/7ibHyPnT0y8UVKno+Oom7b9mccyAOhCc44bKtIOiKOn0xewnPDnmjBCSHznDHh/3ylh9bT0d31FcGjtsNPsq5JgzZbWmT5nDHi9b+jVZJM6R8/jXxhsV7u7c6xOgCiEAqhjYUBQ1h7VP6ZfTqXarsDfl49de0xl6TeQvr1OzzK99ZubF1IImMt5mo9j7lOxUhLgmQU3ccMNktvZH7XGizS2IGz6OpZHtKCoh421GU/qn81gaiJrTF+02wd6UZ837An83iUYtlcW+PMZpkV5/R1dRRcZb9fq0yWzzsgQ+/QmBKoQBqGLAozNYFvwRzdjI/ngyhfFdHcev5zM+hff+dzea2/SO8bIy5fClQY7xz88LeJhV7xiv1Zlned9mLNKfvhmMe7E/WMY47jJlc6RKY3jMKnoc2tOkjI+8JYycoJYyPAxvbmvPnLmUoXUYOhJ/J9WR8t0HGFuT7MVfWTo6HeNVccnx/3vbMT5xzCRtboFjvKlFmfH5AoZNvDCKHmgRMqAKIQCqGMDcl9Z9vDly8sbwyRvDHZ9+eG6uP/7TtJ+iiqrbEELNbfoFf0TjhS8tvsR4/T55Y/hHmyL87pQghCiK+u1c+ocbIyZvDH9zTahj/MiVV3Bu3x1MwBf+USnVXUX6Idyx6X9+XgCOn/HzrYp6NUKoXtk5Z/sdvHDYwkDHTXzw3Y3JG8OnbI688rDcnXVLWa0lv3Z9MJWxqUqZ8Dn+a+nvkq4PpoZF4g+mMrbLCSPe6/pg6rLuD6ZWVWcvXIUXMjT9Q0dKpy3q/mDqA4SQzWQu2tb1wdTkdz5x3ETq+9O6Ppgq7v5g6uVr+IOpjPc6iaMmwgdTQRU8AVUMYKb9xGvu0JCpvluOJSOETt4o4Bk/fGkQQqiupYNn/JCpvulFzQihyRvDecb/fi4dIfT3FV6TcYdM9fVaHeLOuu0oKuF/2uPXe6RM+JxnPL69KN+1n2e8dNoihJA6U8a/SIYGBUKI8e1VjKn2fKA7q7dPgCqEAKhiAPPpVl4Prw2Z6rvxSCJC6CiP56JxenHRJYSQXKHlr4rkfAVC6P3vbvCMx8+Q/xWUzTN+xJdu7VLX5hXyP+07SsoQQslvf8wzvurQSYRQmWgvz/j0T+chhNrTMvkXSV9ThxDiM/0JJ/IZcqEBqhACoIoBDKii/wBVCAdQhRAAVQxgQBX9B6hCOIAqhACoYgADqug/QBXCAVQhBEAVAxhQRf8BqhAOoAohAKoYwIAq+g9QhXAAVQgBUMUABlTRf4AqhAOoQgiAKgYwoIr+A1QhHEAVQgBUMYABVfQfoArhAKoQAqCKAQyoov8AVQgHUIUQAFUMYEAV/QeoQjiAKoQAqGIAA6roP0AVwgFUIQRAFQMYUEX/AaoQDqAKIQCqGMCAKvoPUIVwAFUIAVDFAAZU0X+AKoQDqEIIgCoGMKCK/gNUIRxAFUIAVDGAAVX0H6AK4QCqEAKgigEMqKL/AFUIB1CFEABVDGBAFf0HqEI4gCqEAKhiAMNfFZuOJKG+qOKlxX1WRUpB31Tx65m+qWLkSuGqorOkHPVFFfLDp1BfVJHx2XzUV1XU1qO+qcLPndXbJ0AVQqC/VKHt6FC2tkLq1/T9wRie7eyRq1Jla2t4XNFT03jFT/8pUtnaWlPf9N9lQXzin5/vn1dWp2xtXeNzn2eRzobLlK2tV+4V8Ixf8Pstd9atoqwifuQEPud8wuj3m6rkytbWzC/W82wmKsMila2tZX5BPONl3/2kbG1tLCyK+987vIo09sPmujpla2vGwlW8NjF0pDzqrsd/z85SIm8HD6CUMOYDj1csTlpthydVUV1TK5PlQerXlJmVG3Ir9XJkCnsKu5NGr3LzQQZnfPDN1LSMHBwfl5wdfJMzPuVBQhaOl2bmXI3iLtKNu+l0kSLvcxfpSlRqujTHzdWbFZsoDbkhvXqdLYXcyIpLwvHZGVnS0HCO+KvXM6Oie45gxG3OeOm1iGxpdleRYhJ4FSk+uatIaZnSEB5FunXP4z9mliS9HsVdSwMuhUV6vGJxklfXeFIVAAAAwKABVAEAAABwAKoAAAAAOABVAAAAAByAKgAAAAAOQBUAAAAAB6AKAAAAgANQBQAAAMABqAIAAADgAFQBAAAAcACqeOLQaLWifYdbVW2eLshgQCrLO3pOuC/aAwBXAap44mhQNA8Z7lXJ78UvADsXLoeO+2SWp0sBAP0OqOJJgaKo6JiErzb9POL9z4YM9xo5aeq3P/+RkpHlGCmvqTvtF/TbngN7j56SyvIoinKWp0arjU1KjU1KLa2o4ixATV3DkbN+v/v8feDEuey8ApZshU+nTu97OWTG8jUvvDnxqVfHTJixcNfBYzV1DYzBVqsV11JjU7OzDJUqFY4xGI2Ofy0oLv3r2Onfff4+7htQVinnU0JNR0fE3fuifYd3/HXI93KIWqPlt2cAwAyo4onAZDJ/98ufQ4Z7Oabdh47TrbbFYvnr2Ol//m8cGTB35fp2tcYxT4qiln+7Gcf8tNOHZetWq3XTbzvttjt16eq6RkW/7G0/U1vfMGHGQseaHOo14UFCsmN8aqYMB1y6Fu4sz71HT+EYuzrp6NTNW7XebkNrNv+i0bI1/SERt4Z6TSBXeXbE29BRBjwOoIongtN+QbjJ+Ncbb63d8uuQ4V4rNmyh25H78Uk47PDZi3jJC29OnLdq/X/f+xj/d/HaHxzzPOV3ic6BXRU/7fShI18aP+np197E/35zykyTydwvO9yfzF3Z1XZ7fTR95oqvX3hz4qwv1tL1puno9fZ/VVs77RVnqsgpKHp2xNuOqqAois75qVfHvDR+El2NC9d856x4DxKSSR/PWfkN7f7LYRGuqgTgSQNU8UQw+sNpuLFIlWbTYxVHzvrhhfNXf4sQktfU4QZr1OSp8po6hJCiuWXcJ7NwjCy/kMwwMyefvPlgUUWzsvUf/x07ZLjX817vZeXmI4Qqq2vobP2uhPXzrruYorIKXPJRk6e2tavxWIXFYqHb9LMBwQihuobGwNAb3rv2DRv7Pl1LdqrIzMk/F3hl7ZZfaXfaqYK+HRnz0Qzcu5WaKaOFkZYlYyzhJwu+wAG3H8TiJXmFJfhgvfXZnH6qFmDQA6oY/FAU9dSrY3DzoTcYaFUoVapfd+/7dfe+AyfOIYS8d+3DMecCez5NmpCasevgsV0Hj2XnFdAL29WaUZOn4stqTlX4Bl3FMYdO+9ILQyJu4YWifYf7Z6f7i3txibjks75Yi4hh7cQ0Ka7Mm9EPEULXb0U79lDZqcKxU85OFfTd2J2HcfRC8d/H8MLg65GMJfzfhE+GDPca/+lsciE22VOvjhnQQ0SABwFVPBG8+s5HuH1Zsm5jQmrGEKYZUO/PWoQ7tTVabV2j4mLwNd+gq3mFJXZh9BDFW5/Nibh7n1MVsUmpOw8c3XngaH5RT1YHT53HK/oGXXXhbrqB7LwCulk/cOLc3yfPMc6Auv0g9rV3p+D0rzfeYlTFH3sP0jGMqgiNvIWrTtHcQi9ct207jkxKlzKWcPqyNUOGe/1n9Ltt7Wq8pKNTh28r35s23wVV4AlsZrPVYGRPOJKyWjkjKZuNz0YpitJX16qzc7UFxebuymTEqGhWS2Wd5ZWMJjYpWwt/+KVwo7e5rf0R9l0guEkVDYrmf/5v3FufzRn/6ew3Jn763S9/Wq1W92y6/9i4fWd0bML9+KTvvXd4uiwc/HXstN3V67L1my9dC1d1/3Y1Wi1e/s7n80T7DpOdS7O+WFuvaKKzwkMU/3rjrcKSMrpbnH2sgqZCXh1+596m33b+3+vjhgz3mjhzkdk8wMYqKIr6aN5ysiafHfH2th177sUlOht32fDLH+xjFQghPC1tiMOwNk1OQVFo5K1VP/yEw1Z+/6OzrIrLK555fTzutvINuhoQcn3C9AVDhns9/dqbmTn5fd1fgVC57yj7p6rjXh2PI1WJqZzftdbwqAdNTn72otX0KrEveZXt8DG1KO3CrAZDwXc/xQwdicOk0xZ1llfaxZT+tjvm+RH5325zSVV4Cvep4n8TPsH/NhiNs79c53s5BP/XZrPh9oKiKJ1eT2qZoijHuYMmkxnHmExmo8lE/slsNuOsbDab3Z8wVqtVbzCQm7DZbHabsFqtdue83RKKonAmP/wqio5NMBiN5AQhg9FI5m+xWIQwcmsymcV/H6O7ochm7oz/ZZvN9v/bO++/KJL8//8Ne/e5z9337jPn7q1uHF1zRHeNi67irmLOrhgwoqKioMPogIASBERQkkiQKChBQpNzzjkOw5BmYHLsru8Phe0cIMO5Cni8n4/6Yfrd1dXd1VCvrne9q7qptQ1b8LjC32cvXbZxG+1DX2q4DdcSPUTxNDQS6YygjlMq3Lyf0qf+3mBDdV3Dx73tjwOP30OPbOumeWs25xaWjMz/QaTirAWLPtFKo509ff1jXGFwZAxWCzr96at5rk/8/9M7nTpMsFTwgiNGPTD960XShn9TgpqLlgSDmfrF3NrLVplzDAgGM9dgI6nzAiRraUv9/IfUz3+QtX7aM5kmQSoQQjftHO+5P34cEMK+77riF2P/5xGZeYUrjXZu2HFw9W97y6trEUJ5xaU/bt293vjA6as3127fhxDauOeIp3/QzMWr+4UDh8+a//TrnkUbtuJGyuKO/bnr1kYHTOb8tNHBzWvrweNLDbedv2Gtew0BYVFLDbet2bZvz4nzA4OiqLjE7UdObdx9ePVve7cfOSWVyRFCfiERP/26x2DLzks3ORRFPfILNL1qtXnf74s2bLV18UAI9QkEP+88tM54v9EBkw07Dr5OzUjLzrvCvosQWmm086S5peGuQwvWGXX39iGEvJ4GL9+0/eedh46ZXbO66zgxVT0GJRVVN2zuLTXcNqyNs7rrWN/UQm/+9Ose7Luoa2xmzF2OjdEJSfQQhclFCyyH/6lUhL+MX7t9H+5SfDZr7ucLVuKB7k8OkiSj4hKPX7o+a8nqYZWZnpM/LPMHkQpHjyerjHbRYv/D6k08/uizNOzdPD97E+2289iZ3cfP0YGzZ67d+kTHKiZSKhRcXvrXi+jMmT+sTP9uKb1ZsHEH+eblTyMSp34xl2Aw661sEEJdzyNxHmFOAV1a5alLBINZb8n5aHUzQUycVMyYZ+ATFOYdFGrj/PA7g/U1DU2uT/y/XbG+o5On0WhmrzLMLylDCL0mMpZv2q5Wq5dt3IbbkYCwqB9Wb0IIrdi8w8TMgiTJvOJSjpM7Qkir1X6+YCVJkudvWFvcsUcIvXydssTwN5lcrlSpZi1ZLZPL6WuYt2Yznin25FlIcXllaHTs7B834tDG6xwHizv2jS1ta7btk8nlJEkeM7sWn5Lm7OX726GTGo1GoVR+vWytQqk0MbPw9A9CCPF7er9c/BN2QJ2+ehMh9Oev5+NbcPL0sXXxqGtsXvzzr2KJFCF0+Kz5pZtT5W8FD2vfcXKjgzj/9v3isqoaurHTdVPcc3+MjaZXrWxdPLAfw9Hjiad/kKd/0KWbnM/eBGV6+gflFo0ekzMMsUR6wZJNvyB/tBudCHyCwr5Zvu7uA48Z8w3wHW3ae3RYng8iFZjefgHdoTExsxiZoaK6Du+duXh1dX0jNja3tc9eZYjtCUT6f36Xk89gUWmHd8CwVG9lQ7fgzfYuOKeCxx+Zs/WBV9pXQ61/ya6j9MDGqFSdNqeL5foGIoRIjabekvPW6PMM5xRm52NLV0gEQkhcVYs32x/54gyiskrcF1GN2Qv8JJg4qfjn3BUPfZ899H3mHRTa1NqGEHJ94n/3gQdCqLquYc22fXRm5sqfK2pqlxj+hjelMjktFW0dnQghiqJiEpIvWLKNj5r+9btFWCpwlEh+Sdl+UzN84KINW3WD3EOjY2evMtxlcvbJsxCtVhsaHXvTbuhNv66xec22fT5BYbNXGf566MSvh04s27jNzOq2s5cv3W1f/POvIrF43prNdN+fHqvAUjFryWpsD46MYdk7+4VEXOc4YEt0QtIkSkVjS5u7T4C7T8BrIgPpLOwhk8vXGe//bGh4OZSOwhToDL5FxSVi435TM5a980ivi26i61OXGzb3TppbnrpipTs6JRAO0EcJxxwwnGokpWfhyqxrbEY6EVCNLW308PWw9/33kwqVSn3S3PKkueWwILGcgmKc86ula0aWQ8cLDOvF0oHR4+z/TX00Emnuyk1Drb/x4TFGqimKolv/zDkGI8cbhmXGfiTcgaDtpEpNdzXKDpzERkFGzpBUhL5ACElq6/Fm20NvXFTJjsMEg9ni9PDD3POkMjkOKIzrE388g5TbxV+wzogkSYSQSqX+aukaLo8/a8lqPPDQ0NxKS0VvvwAh5PU0+Oj5K929fRRFfb1sLZYK/LqUX1J24PRFXL6uVFAUVVFdR1FUTUPTflMz63sPQqNjT12xwntzCoo37T0a/jL+rAVLJBaLxOLGlram1jZnL9+HvkNvEFgqVmzeQXvYdx8/pysV3yxfh+1YKsJiYo+ZXcMWD79nkygVecVD4fnrjQ9QFKW7BhTdinkHPt9+5BT+resUcn3ij42Xbtm8n1QYbNmJ99IvuQghbhefPmrsicdTDet7Dz57E/6EdKSCoijaGTWsZ/B+UkGSJPbU/WPOUt03HtrpN/IfCunM+ra0va9rp5+jmdXtP3D3U4gas+v0+IG8o3OMnF3Po+gOQU9s4tjFSuub3vZU7P5NpMuPnqGdXXg0QsnvwZYmWyeEUE9MPN7se00ghPqJDILBzJz3o0Yq+6N3OwWYZKmg39l3mZy9zLIpq6r5/cLVc9etEUKnr940t7ZNz8nfZXJm3prNCKEVm3f0CQQIIVsXj2Nm1yqq6zhO7n/5diGX16VXKhBCBlt2Pg2NrKypO2luec/9cWh07F+/WxQUEV1YWrHOeH9MQrJEKlvxi3FYTFxRWeXGPUcycgtGSkVwZMw64/1FZZU+QWF/+XbhGFIhkcqWGP4WEBYVk5C8cL3RJEqFVqud/eNGuoGjpaK0spr2Ytc0NAWEReHfa7btw36zjk7eFwtXYWNuYYlarVYolbopPiUN771odUehVGJp1xUPpOM6X298ABerUCqPnBuK5FlnvP/T8p5X1dbTXrv8kjIsFRRF0XPXf1i9ifz3N9z3dkAdPX8FG49fuo7rtl8gpGfYmV61QiNqm34iMxevbmxpw+UMDIoWbdiK7Tge4VOn7zUxzEf0LpT8btr1VHnCTG/J3dFxb3UlJl53l+54CR3mVLz9IMFgZjCXt3v65v20hWAwM75fppFIKa02f91vBIPZ6R8y2nk+PSZIKkQSycgAjLziUnrGqUQqc/cJOHPtlnfgcxwyJFcovAOf37RzLKmows4o78DnePBZqVI5uHlh/4934PMX8YnxKWn4H4PbxY94lYDL9HoarBsH1dPXz7J3PnPtll9IhFqtDo2OvXTLxs376VkLFp42hRDi8rqsHVwuWLJxKEtuUWlBaTldGo5uiniVcObaLTfvp5Gxr5ta25pa214lEggh+gYra+pSs3IRQjx+j53rIwc3r4CwKNoZNSl4+gfRDcryTdtxG00HOP1+4SpCiCTJtduHwkC/WLhq096jtEfll72/j9qgjzqsPazx6uR3z5g35MefMd9g454j3xtsoDO8Ts2YsEr4UNDdr799v3j+2i3/mLOU7jl9NmtuaHTssPzvLRW5hSU4IA33ITbuPkw7Cf/y7ULsxR1W27qxvDPmGZhZ3b7CvvudwXpsmb92yycXnTwSiiRxK0wwmDnLNpBjRhi+HWP452zZOBa17AqJeFcXpOWeG71LXDG0eIGCx8/9cTNtz2AuF6RnI4T4YdEEg5m7chPufwiz8ipPmBVu3l1+5HRvXNKn9XqEmbpT8IyPmqZm5crkcjwJ9oOXHxod+1Gjkrp7+zbuOdLc1i4cGPxx6+5RF5KbMCiKoj0nw9LB05focOH6phZ69IJOa7fve5ePaDxSgRCqqK6buXh4pNDfZy+NjH39sW/8YyCSSAx3HRpZk/+PucTN++nI/H9kWDs+JW1Y2Otns+Z+vWwt/Y41sra7unu2Hjw+8vI27Dj4rrVvPy16E5JHjjCPirKnL/XLeUNdiuMXxlN4V+iLd0lFs4MrvUuiMzWVIklhVl5XSERvfJJWLkcIaRXK7CXrCAaz52XCsDKHBjNcvd7nzieVqSsVbR2dl25ydh8/5+DmNerKzH+Q4vJKujPxkcjILTh6/srB05fCX8brz/3xqW1ssrS9j5u5DTsOmlnd1p1BjaEoKiwmzsTMYpfJmeOXriemZZLvHjDs6OQ98gt85BeYmfd25vDIxgshJJXJw1/Gm1y02PH76cNnzX2CwsaeGTDFIUlwCIvoAAAZx0lEQVQyOSP7xOUb89du+et3i3YeO2Pr4oG9oyMhsnJwLdU2Nr2rwICwKJwH++h0EQgHfILCDp25vOP308cvXQ+LidN1q45a2yRJZuQWsOydd5mc3WVy5uptu5TMnP+C/gRCiKKoIqO9Q2MGsxZqxlxcvcnWiW6dBZm54ym/PyWdPqTr3xcoa7C2o3cp3xGpjGn39CUYzMLNuymKIpWq9G8WEwxm+SFTrUxWYXKeYDCJGXPUo63WPJWZulIBfCTg00YfEPi00QQjrWuk2+sKk/Nj5KRIko5lypi9Ypw+H/XAIF1+9blrursKDI2xPddg49glZDCXEwymMLcA6URJ8SNfIoR6Xr3Gm73xSeO5nqkDSMW0Y1AkvsK++65XYOA/Ireo1MHt03MmfLp0eAfQTXnrg7FqXlJTR+cs3Wsyap5hfiFszF+/jXgz+U77ZmKWorOLzlZ75dYY522yccR9CLzZHfUKH9VPZCCdqRi84E9sTWWQCgAAPhkqjp2nm+z+1MwxcnY8eSsqTTajj0qOKhUdj5/SlsJfdvUmJHdHvcJjD3h4fLC47F0nVfD4aTPnEwympLYeW3DILMFgdr+IRQj1xiWNM2x3qgFSMd1h2TuPOoP3/sPHYTGx6I03XPfHg8d+Y4zQAjQdnbydx86MtAsHBo2Pmkplct0xBvxbKpMbHzX9tKYlThgUSWLfDk5jT6ar+P3su8JeaUaVCkqrLdq6b9iut6pzd6xl8/GSUDUXb9AWjVSW+q+5BINZcew8pdVWmV4euniB8D+vgMkEpGK6Y3TA5MmzUUK/Xbz8cITSSKnw8HsWEvVygq/zU6SmoenPX88faR8YFO09eWFUqZDJ5XtPXgCpGBUFl0c32an/mjt25pxlG+jMg+9YcmZUqUAIyVrbC3/ZNVInasyujxGbK6lrIP45O/XLeYrOLl17m/sTukcypDec++8qZMoCUjHdwVIhlcmLyyu5vLd/4ngdLTSaVMgVCt2YtI5OXnF55aBOLIpIItFqtcKBweLySsGnvEb/H4SWiraOzpKKKrlCge0kSYokEoqiRkoFRVEiiYSOOlOr1WVVNdX1jfSorFqtlkhlCKGG5taK6rr/gsX8x4+is6v6/DWc6q6yxs5cd82azvyu6dzvkgqEEEVRPTHxpXuO5W/YVrRlT/W5a9K6xlELoSk/bEowmI137g2zUxTV8+p12b7j+et+K9l1lB8WTX2CTw2kYrpjdMBk9/Fz365Yb7Bl599nLz1+6bpGo0EIHT5rbu/miUaTipPmltYOLgghiVS2y+TsFwtXLTXc9vmClfR37r5dsf6mneO8NZuXb9r+v98txFMUpyE1DU1/+mre8UvXmSt/nr92y8zFq/FKZd29fZ/Nmkt/IwRnxr9FEslns+bibxmlZOZ8Z7B+wToj5sqflxpuw7G2MQnJa7bt23vywqINW79etnbFL8a6a2ICkwWl1Q7kFQ7kFWpGhDv/dwBSMd0xOmDy+YKVeHIWj9/z1dI1Tp4+aHxScf6G9dw1v+CFuZLSs/789Xw8+/rbFet/3LobTxFw9HgybT/pjD/EfdaCpdFoKIp66PvsH3OW9gkE45GKPoHgH3OWsu+7IoS0Wu1+U7P5a7eQJBmTkPzZrLl4eWORRLJwvdGo/kMA+LCAVEx3jA6Y2Lk+ojcf+QX+uHU3GodUaDQaxtzliWlvo1AuWLJNLloghL5dsT42aagnkZ1f9OXinybwhqYQWCrogQeSJOev3RIUET0eqQgIi1qwzoj2O8nk8j99Na+orDImIZm58mf6FIfOXMaPCQA+KiAV0x2jAyb+z9+GeEfFJX69bC0ah1TgRk3349u2Lh5GB0wQQt+uWJ+WnYeNOQXF01kq/vb9Yl3Lxt2HHT2ejEcq7rk/3rjniO6xXyxc9SqRiElIXmq4jTbSjwkAPiogFdMdowMmumth3X/4eL3xATQOqSBJcubi1VFxb8PDTcws8KrAIBUY3KuggwVUKvX3BhvCYuLGIxVhMXGzVxnSX9vtFwg/mzW3uq4BpAKYFEAqpjtGB0z++t2ijNwChFBVbf3nC1Z6Bz5H4xursL734F+LfqxrbKYoyi8k4s9fz8fL2IFUYLBUbD9ySiAc0Gg01vcefLn4p0GReDxSIZJIvl621uSihUajkUhl640P4AXbQSqASQGkYrqz39Ts2m37tdv3/WPO0v/7YRn7viv2j5+5dgsvqz5SKi6zbPBqFhqN5jrH4f9+WPa/3y38YfUmevn35Zu2Z+cX4d8FpeWLNmydlFubdOqbWr5ausbpkffMxav/9v3iFZt3YCnt6ev/cvFPWBWGSYVYIv1y8U94LcXKmrqNuw//zzcL/uebBXtOnMdhUQlEuuGuQ/Qp6McEAB8VkApgCJFYrBpz6f93oVKpB0XiMRagBdRqtUgsfr+vFIglUgiHBSYdkAoAAABADyAVAAAAgB5AKgAAAAA9gFQAAAAAegCpAAAAAPQAUgEAAADoAaQCAAAA0MNHkQqSJHNyCyBBggQJ0hRPIp0vzUy0VFAUJZFKIUGCBAnSFE/j/DoWOKAAAAAAPYBUAAAAAHoAqQAAAAD0AFIBAAAA6AGkAgAAANADSAUAAACgB5AKAAAAQA8gFQAAAIAeQCoAAAAAPYBUTHdIkuzq4nd28jQazbBdfX39XG6nQqEYZpfL5R1crkAgHLUoXlfXOOd/TjfUanUnj8fndw/7uCxFUXx+96iPACFEkqRWqx35sVWKorRa7fT8Tq24smYgv1g14i8Q+HiAVExrGhoanVzcWGwOi82xtbuXX1CI7WKx+PETX2y/Y2OXlp6J7RRFJSWn3Obcxbt8/J7KZDK8q7Gp+b6TC11UUXHJ5NzSVKWgsMjOwRHXzz1Hl4bGJmzv5PFcXB9iu52DY0VF5bADw8IjWWwOt7NzmL2pqZnF5sS8ip2Iq59i5G/YRjCYPbGJk30h0wiQiulLb2/fHRs7Fpvz9FnQs6AQ3Fo1NDRSFOX12IfF5ng99omLf42Foay8AiFUWFTMYnM4tvbxCYkPHz1msTm+/gEIocFBEc4WHvniRfRLXFRra9tk3+JUob6+AddJaFjEY29fFptjfdtGKByQy+X3HJ1ZbM6zoBBcb+w7tp2dPHyUUqlMS8/EB+pKBUVRjY1Nzg/cpq1UcH2eNds5S+oaJvtCphEgFdOX5BSCxeYEh4QihCiKioqOwW0Zn9/NYnPu2t9XKpUIoYLCIhab4+P7FCH0yOsJi80pr6hECMnlcqw0AoEgIzOLxeZERL7AJSe8TmKxOfEJ8NI3RGDwcxabQ6SmIYS0Wi3usaVnZJaVV7DYHK8nPti/9PJVHIvNeRUbj97UIZ1oqeDzu+le3bSVioGCkv7UTGVPH0KoPzWzn8gg1ep+IqPVxZMf+VKr4zIl1ere+KRWF0+uf7C8rQMbFTx+P5EhrqolVWpecERfYiq2y5pb2z1929yfiCuqdU+nkUh5gWGtLp5t7k8GS8ppZyBFkr0JKW2uXm3uTwRp2bpOQq1czg+PaX3gxY98SarUH7MyJgiQiulLwLMgFptTXl6BN3FzHxIanpWdw2JzAoNCsF0oFL55Cxbi5kkqleJdvn4BLDYnv6CwvaOjuLi0u7sHIUSSZGhYBIvNKSgsmpT7moLcc3RhsTnd3d14E/uUUtPSI6KiWWxOcgqB7bW1dSw2x8XVHSFUUlIWGh4ZGh7JvmOrKxVCoRDbH7h5TFup0HVAETPmEAxm2cFTBIOJU9Gv+yitFiGk4PFzDAxpOzFjTod3AEKIFxROMJjlh03z128jGMzqCxYURTXednibk8Gss2Djpl+Qnp3BXE4wmOnfLMa7qkwvURSlVSgLN+0kGMy0mfNT/zWXYDBL95ng84pKK/AhOOUs26Dg8ia1wj4AIBXTF+oNCCGhUIhHGsrKKuITEnX7BBRFWd+2YbE59Q2NLDbH5q4DXULMq1gWm5OckkpbXicm299zwpIzPUdcR0W3qts7Oth3bK1v2/B4XX5Pn7HYnJLSMpytt7cPDw7pHnvX/v6oYxWvE5NBKtAbqchfv22wqLTDyx+3zuLKGoRQ8bYDBINZecJM1tLGj3yZ+sVcYsYceWsHlgqCwcxevLbprnNPbCI/IoZgMHNX/SKurBFXVGOB6Y56hRDKW72FYDDbH/kihERllfhAJb+nO+oVwWDmr/1Vq1CqB0VFW/akfjG3NyFZq1BkzjEgGExeUListb3hli3BYBZvPzipFfYBAKkAUE1tHR5xDY98QVFUbFwCi81JeJ1EZ8BSUVNTh4esaTt2mCQmpdCW1LQMdw9PFptzm3O3vb1jQm9jykOSZG5ePu4lZGZlI4R8/J7qSkVfXx8ertA9CqRiJCOlQphTgBCiKCpnhSHBYPbGJcnbuQSDmfrlPFW/AB/VHfWqw8tf1tKGpSL1y3my1na8q8T4MMFgtjp7CHMLhLkFTbZOBINZfvQMQkjZ06fs7tUqlLKWNq7PMywV8o7OvtcEwWCmfv5D1Wnz7ug4BY8/dJboOILBLNy0ExclzM5P/XIeVpdJqKkPB0jFtEatVodHvsACUFo25ITFYxhR0TE4j1KpxH6njg4u9kTRMZ3Y0ZSekSUUDvT399P29IwsFpvj4vpwUm5qaiISiX18n7LYHCcXt+aWFmzEYxg5uXl4E9ewnYOj7oEgFSMZKRXS+qGIsvx1v+FdgrRs7PwZeTiWiqIte2hL1sI1ut6nIcfRCkOEkDArr2DjjtQv5hIMZvaSdbRUUCTZ5v4EdyBwKjtwUtXX3+ryaGRRBIMpSM+ekLr5WIBUTF+0Wi0ernB7+EgkEtF2HK7j9tATbzY3t7DYHOcHbiRJOtx3ZrE5XO5Qs+Xo/ABHOuGeRENDo24JHFv7Cb6jKYtUKnV1f8RicwKeBalUKtqekZnNYnPCwiPxZk5uHovNCQoJ1T0WpGIko0hFY/PQrvVDu7CzKP3bJaRyqML5YdHNDq6SmjosFSXGh+kCC37eTjCY/LBoJb+HTqrePvXAYNqshQSD2ekfourrJ1VqWiq0CoVGLNEqlLKmlnZP36z5PxIMZuNth86A5wSDWbrnmG5RSn4PfRmfKCAV0xciNR33ErKyc8rKKnBqaGhUqVQ4tKmgsEgoFHr7+LPYnNi4BIQQjpLyDwgcGBjIzsnF3RGtVpuUnILlpLu7p6enx93Di8XmhDwPm+xbnCoEPw/DQWVFxSV0VXdwuTjY7I6NXUNjE5/f7eTiymJzCouKdY8FqRjJeKSCIsmc5T8TDGbLPTeKJAeLStO+WkTMmCNv546UitYHXgSDWWS0VyOWkGp1s51z+ndLW+67S6rrsJdJI5EihHpiE4ekop3b7OBKMJhVp80prZaiqBqz6wSD2XDLVtXbR8yYkzZzviAtGyE0WFKevWRdjoHhpx4HBVIxfXF+4K4bjonTY29fhFBFRaWu8YGbh1wuRwhJpVJHZ1fdXXV19diOp1nQyfmBW/8bH/E0R6FQ4MGeYSnmZSxCKCmZ0DU+fRY0LBwApGIk45EKhNBAfnHaV4twkBJu4ludPdAbB5SuVGjl8uLthwgGk/jnbBzOlLd6i0YkJtVqPPiROe/Hws2702YuwJ4oaUOzqrcva+FqgsHMMTDMW2NEMJgZ3y+TtbQhhHjBEfh0aTMXEAxm6hdze+OSRrmNTwqQiulLTm5eVnbOsETHznK5na9i48MiorJzcrFOYKRSaUZmdlh4ZFz8664uPm1XKpUlpWURUdERkS8Ki4pHLgcybVEoFCPrOSs7p7GpGSFEUVR9Q2NUdEx45IvS0nK1evi7Z15+QVZ2jlgsHmZvaW2lC5ludD2PanvoLWtqQQi1e/i0PfRWCwfe7IqkdyGEFDx+i9PDKtPL9TfuCLOGxoQk1XVtD727X/ybypJKVXd0fPUFi+pz19o9fWl/kUogbGQ7VJlebrrrLG1o5gVHtHv4YEnQyuXtnr7VFyyqz15tcXRXDwzSpUlq6hrZ9vi8subWj1sdEwJIBQAAAKAHkAoAAABADyAVAAAAgB5AKgAAAAA9gFQAAAAAegCpAAAAAPQAUgEAAADoAaQCAAAA0ANIBQAAAKAHkAoAAABADyAVAAAAgB5AKgAAAAA9gFQAAAAAegCpAAAAAPQAUgEAAADoAaQCAAAA0ANIBQAAAKAHkAoAAABADyAVAAAAgB4mQSoEwgG/kAh3n4CC0vKJOWN8SppYItW15BQUc3ldfQJBW8fwr9sjhEorq7Va7Ye9hobm1tyiUnqzsLTiVSJBp36BsKah6cOeEQAA4EMx0VLRLxDu+P10ek5+dX2jmdVtFy+/CTjpjPkGXk+D6U2RWDxjvkFwZEx5dW1sEjEyv6PHE5VKPcxYVlUTEBb1fhcgkcr2nbpQUlFFW/aduhCdkJRApOPU2sH1DQ5/v8IBAAA+NhMtFc/CX4RGx9Kbx8yu4R+NLW2B4dHl1bV4s76pBf9QKJVtHZ1iiZTf08vldTW1tiGESiurgyKiG5pbcR7hwGBI1Mv0nHyKohBCMrl8WEO/9eDxncfO4L0IIe/A50fOmQdHxgyKxPye3n6BsE8gSMvOC42OFQgH8MWQJElRVEpmTnBkjEA4IJXJvQOfm1vbtnV0cnldCqWytLK6oKScLrOhuZUkSfqMUpk84lVCTEKyUqXSarXRCUlHz19pbGmjM+w7dUGuUNCbCqWyncsTS6Sd/O7C0oqQqJed/G68q7axKTA8Oiu/ECGk0WiaWtvqGpuDI2PoKpJIZeEv46MTknBPiKKo7Pyi4MiYPoHg/Z4RAADAMCZaKipr6nb8frqgtFytftuax6ekXbplU15da+vi4R34HCF0+Kw53tXO5VnddSwurzx4+pK5tW1lTZ2nf5CDm1d5de0FS3ZGbkFPX/+2wycLSsv9QiLuOLkhhG7ZOYXFxOqedPuRU7YuHoWlFQghiqJ2mZwJjowJjozJyC3wDnwenZC0cffh16kZ6Tn5u0zOaLXaE5dvKJTKGzb3ouIS84pL95uatXfy7rk/PnXFqqq23s710QVLttMjb2sHF7rMo+ev0KcTS6R7TpxPy857nZpx8PQlmUzuHRS6+/i5Yb0KXalobeey7J1LKqpWGe0Ki4krKC3/7dBJkUSSnJFtaXu/qrb+/sPH3oHPRRLJog1bvZ4Gl1ZW7zI5087licTiPSfOZ+YVxiYRJhctKIq6+8DDw+9ZUVnlLpOz3b19H+MhAgAw3ZiEsYrGljY710d7Tpw/cPpiUVklQsj4qCn9RrznxHmZXD5SKo6cM6coSiyRHjh9Ee8SSSREVs4Nm3v02/qlm5w+gUCpUunqEEJo+5FT3C7++RvWCKGSiqo7Tm5hMbG6UuHh9wznNLO63dsvwFJx6Mzliuo6hFBtY5NAOJBXXOruE4AQsnN9FBgejRDq6u65dJODEMotLMEKh7F388wpKMa/o+ISfYPDubwuS9v7upe079SFU1eszlqwzlqw/EIiaKm4znHAGZweeReXV+YWlkikMoRQQ3Or6VUrkUSyy+QszhCdkBQaHcu+71pcXoktiWmZnfzuU1es8GYnv9vijv0feFAAAABDTEKvgvYO9QkEvx460c7tPHLOnM5wnePA7eLTUtHazsVS4fTIG715+9Yt8Oj5KxZ37K9zHK5zHM5dt6b9NrpsP3IK5xRJJBet7rRzecOkIuJVAs559bZdV3cPlgrhwOBtR9cTl29Y2t5XqlS6UlFVW4/znzS3lEhl127bDwyK6NNdsGTTm3WNzRwn91GlYtRehZOnD7a4+wTkl5QVl1eaW9uy7J3dvJ+eumIlkkjOWrBwhgQiPTgy5qS5pW459U0t64z349q4znF46PtsHM8EAABADxMtFdc5DvklZfQmlgHjo6a4H0BR1C6Ts3KFgu46pGTm4DzOXr7ozfgwHiEYGBS5+wRc5zjQXvvgyBipTD7ypFgq4lPSHjz2O3TmMkJoPFLxLPwFNgaGRweERelKRXV9I96VnJHtHRSK+xY0jh5P0rLz8O+wmNiAsKj3lop9py4olEqEUEcnb1SpsHF+SAdWufsEtHV0nrh8A28ODIrCX8breyAAAAD6mWipaOvo3LT3qHdQ6OvUDJa980lzS4qiUrNyz1y7lZ1fdNPOMSgiGiFkfe+Bp39QSmbOZZaNrlQghJ6GRlo7uGTmFZpctKiub+ztF+wyOZuSmeMdFIqbY1sXjxfxibonxVKh0WjmrvklJiEZjU8qbtk5PfILzMwr/P3C1eq6hvqmlkNnLuOxCloqSJI02LIzJTNH93RyhWK/qdmrRCL8ZfzvF65qNJr3lgqLO/beQaHJGdmXWTa/HjrR3NY+TCqwdsYlp/qFRGDnlYObl4uXH64fuvcDAADwR5iEsQqlSpWZV/giPpGOd0IIdfK7YxKScYATQogkyaT0rNSsXLVa3dXdI5PLe/vfxvM0NLe+fJ1C+5pEEsmrRCIrvxD3Nrq6e3TdQQih1nYu/tHO5eHuy8CgSDgwKJHKBMIBkVg8KBLjDDx+j1qt5vK6cDhTdn5RTEIyHUpUXd/Y1tHZ09eP3/QxJ80tR07CUKvViWmZadl5eJdKpe7q7tHN0NbRqRsxpVSp+D29urfZJxBIZXKKooisnMS0TK1Wy+3iiyUSbhefvmt8m0qV6jWRQQeAIYRKK6tfJRLDzggAAPDewGzt94ff02vv5unpHzTZFwIAAPBxAal4f2RyOT1MAgAA8F8MSAUAAACgB5AKAAAAQA8gFQAAAIAeQCoAAAAAPYBUAAAAAHoAqQAAAAD0AFIBAAAA6AGkAgAAANADSAUAAACgh/8PzCQ1jo889tcAAAAASUVORK5CYII=" alt="" /></p>
<p>A 77% increase should correspond to about 3 and a half little men. Instead there are 20 more. Nevermind no adjustment being done for revenue/population increases or inflation. <a href="http://www.ontariopc.com/pdf/Changebook_en.pdf">http://www.ontariopc.com/pdf/Changebook_en.pdf</a></p>
<p>&nbsp;</p>
<p><img 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6yXKlWhixax9IudV/Hvqtc/hNAtc1T69oUyfIf1r0LRP99+Rdgau++B3V/rmfRGsrwPQf8AYClYfvqHEKKq9LqDt6XDJnzk8YGBSQtv8UUiU3rkv0TDLf2Pbx7adZLv/xNfnif8ivAeM/nKv/6EMEh43x3UP4TQLXP0cwJH4bz0p1/uf3fMgM+NCfXv6TVTxA73fQ/sfu9DezYcJjxl+Q/owFkLb3K0I/qHELq0EPiTL5FjLDzw0pgwTPEd1j+WZKa06YjmX39y8tPPDn/qmSNf/vUE66otmS1JFEIc0D8AUMMd1T+rN/W99ZfwtHvM2PKcPaf457D4o7l3RrS8DcV//B/7vvSrMxuHFpMi4eOpKr15WINf9nse3P3gy2NbjmpzxUqFon+wYRq3jvcg5egfQihfpE5fdf9i59UvvHzqcy+Ofv7F0YdfGX9y9TmLN4UQiiQLvBsUqojwnI1DiyJPQBSaZg6dt35n7QWeO8o//XL/l351Zu3ArWiqwPuKUP++/foFhNBNcwTvc3/wK/3ffv2C3Z+WvoBALL91RPfgy2N41AjpB3TbEuXd+NCUjXfOLXPrcxBCsVTxN7vn8Xv/++8Oj0w7aJq5ogvxcrBgTliGL9qfW38JT3iAi+MzTt53ef5FiedwC3zk4ApleE9h23Ed8UzQPwBQwx3VvyWiWKbCiYIzmPFHc/JDpafzZTYkEG8LxIoklSu7Q1lnIB2M53ldLhwx/WPJ5CuecNYbyUrkQETZA+oUiUzJGczEUsV2L3spSOfL//DcUTw99psJ3ihFr2CPoFBiWUD/AEANK0H/gE4hrX9AR/j4t/i7D1/rv5nJVxBCDMOcnHPx4kN9+PEDYk000D8AUAPoH9AA9O8OcOySXfi+vOfB3R/8Sj9xRczBSdHoJaB/AKAG0D+gAejfneE5gQ8BsfTM2gsSDnRA/wBADaB/QAPQvztDvkhtOLzAG+fkpQ89duCtYY209zjQPwBQw1Lp3we/0v+Jp4d4aeeovnWOwN3DEUi/uGUWT/vrkWmBjpPKlfvGTT/bduXhV8Y/9cyRTzw99PffHX7gpbGfbbsyeM6aL1L4yf/xi9PCF+r3BYHsQf8AQD5LpX/E9Mbg7Y5cNAB0G59+dlj+iwb6BwByAP0DgGUA6B8AdBzQPwBYBoD+AUDHAf0DgGUA6B8AdBzQPwBYBoD+AUDHAf0DgGUA6B8AdBy1+rdzVP/rd6/JTBcEocABAJDDW8Ma+S/aNUO4dY4A0PWo1T8AAAAAWI6A/gEAAADdCOgfAAAA0I2A/gEAAADdCOgfAAAA0I2A/gEAAADdCOgfAAAA0I2A/gEAAADdCOgfAAAA0I10Xv/obMjhcDocToczWuh47uqppHzs5YVzvNDapYTP5fa43N54calsJ/1Oh8PpcET4tutX4HV7XG6PZ8mu4I5QiLmcDofT4Y4XUTnuspgtFrMlkJGKZH6vgd/CvQxTSrgW586PHh0aPHRsdPLygiNeulu/cznhsljMFotZyaOu/+B4cnp8oUSeIp7PlOKO2zMTxw4N7BsYPj55VetJk08EAHE6rn+UZbR3VQ+b3pkOdTp79cTnd7KXN2bjvTD+i5vYKz/jXCrb13axv8wpaxUhVPQvzE5Pz05PGyJV9gouvcFe24Rria7gjuA6zd7Fa+c9KHp5G3vLY5blVD/ht3CvUvBe2re+/q5hae3+i+58WwpU9C9OT89OT8/qawVREdGr77AXMGpt/1HXf3BCemPXhCmBX1fBc6HvDcKZG4/cjCynQnbvUvQvTM9OT89yNdNKpdP6VzYdxUrk2vNeusMGVHMP6V9i/l323xOmMnsFoH/3CPe8/uWtxzeICUbvqp6Nx0w5+Zkl5vvYLx6rFURFLJX+9a7q6V1z1JhnT8yZj62XOHPPldg9V+UsPxLXd7G/54hZRYFYBnRY//K6oabiuPq0/V5rP4D+LTm4eDBUuVgsFovFyr1WECS5x/Uvu3iQe8veHp53xXKlSjkfc944uoX7/OBCRm52ndE/VY+a0783xgyJRCKRSMSjAZfmfP/r9du8FEQIZRcGuBvcMnTVEc2VKuVs0HDu3TX1z/feSim/BwAhBPqnkPTNfWwp3L2jVtH3jpgr3OFCxGYymU0mV7yCqJRnYfbc2Nj4xPRNS7TINM4wm0xmZ7yCqLR7cW7i1KmxszPXrfUzChGr0WgwGk3BfMNsJmAwGg1Goy3CTdaUE46F6fGRgf39ew8MjUzMLbpSteuQp390IWy4OjV+6szk7C1rrHlKpZr1aqZHD/fv2j0wfHbemqg0Z4PKCeft6TPDgwf69h0cHJmcwWxz+qf3mxc1s0O1luzusRuaRY0t6sL0jy6EDPPnT4+PT87etMXEJnWqOb9m5vTh/Xu27di9d2h8WhfM1Zq/hZDFoDcY9I54mSmE9JcnTowcPTk5q/EK5kmqGZ/m4tjQ3t19+49OXrU17qf182Kh0p7F2TOjx4+NXbzuSFaaxKMUtiwuLCwuLLiStIznW8/QfeviyeGhwWNnr1jiZZTzG3QarU7jiPOuvRC2GYxGg9ESxHo7Gb/RYDQajPZIsQ2L4rfQ8rljPzViihHj3MSJ4UtO4eS3eMEohG1mk8lsciUqiEq5NTOT46OnJi/d4F1lDdo7ta6mAdvOe5uLHxW8uK3eZ5r00C0fYiFk0mimhzayX9kxfnNRo7FGy+zlOhZmx48e2revv//wiYlZjbN+uagQthgMeoPBHmPv+MrpkZGLJo95YXFhYXHBmeS6YEwxarl+YXR46MDgsdGpm+T7QQjTv00XmoLEUJYTtdvZczNFe85zcjjpaaqZmeTNvtqhnVeiJAtyChVTjFpunB87Nnhw6MjYRayQlCJWnUar02htUcxsKWLTaHUard5ba2qIv0ohq95g0Bsc7A9mmDs7cnTa6Gn1fpXjDq5mozKexdnTo6OjZy9rA3kaIYQqSceti+Mnj41OTi9wZQlxl7J46dTgvr5d/ccmrmGX0qKwFUImzeLMcK2A7Tp9XaNZtEZXqgp2VP9i17azv1r/QsI2XmuODRs5UfJd2LCqp3dVz76L86c3NY1abBg2ZBFCyH+R/d33XLx+anPTyMa6o8YsQsh34XVhD8l5lj1n00wIIYTy9rHm77Lpd33X47Qs/Ru9PN+3Bv/uRtY4QqgcnN31Kj/nd6b89fKRt429TRiWeXXffJzG9e/K1EbBabuvGer6N3bl6r51Tbd/zJQV/N4Z3ZHXhLbWHdVnEULeydd7V/X0rtp5aqz/9aYT1g9ruAqqHJx+9zV+Dtsu+srynhdCdFI31Dwe9cbIiYMN8Wge/2z5fBFi0vojzRmuPzV+hP37wCKvS+OdepM957QTKw4TtSpyOiTLYqtbaPncvefYn3rPvOXmQC97dM+NRNOVShcM/xR7AX3T8+PNp60/ZhA8ePfk2trREVNJUCoqltH61yccTKuHWP998LRzPp63jW8SXm3Pa3vm4zRCyDu1pqd3VU/vu1etN/prBfXdqfPN45/VhOboekEm64d1CUL/UEz/UODSZvaLW+Yizok1tXyOCW+84rs+PjY2PjZ2eiHMF1k5haqa0A4Jh5Q3HNMkqwhVbWO1T44aOctFwzD74cGFTItXyXuenbDsu2q9tb9Wt/RNnGr1ftUrq43js2fexk94fWDBbxzZ3GRr84SjVtWWgzN9v+P/8junfLVRJsnCVj+Kp13zceETWxF0UP+YwKUt7O91UJNDtHO8l/35DmvqbfP6q9i7qqf31U19g8OHt79R/4nfvOhjUNPb2Lvl3cNHD+7gvrJpys/I0L+S4WgthzcHLy0YzPqbk31ra5+M2apy9G9VT+/qLfuHjh7ZyRWFDRf9DEKZhf1c7bnz8NDgu9zVDmrzCKGScaR2/sbDFxaMJv2tib31FQpj9iqmfwv6ySPD++uFfsOOwWNHhi/a7HX96+ld9drbfUMjh3ZxMvnWlL/5ra7aTtYObT0yt6jTLUwP1UvziLnM6R97tbtHxk4d28Xdzs6rURohlLndzxX9dw8eGdrOnXBIl5fzvOjo3A4uh76j42dG+rB3Ulz/RJ8vSlzfUz9h3a7BE6MHt2ErHVTon6jF1rfQ8rnX9e+1tau5LzbrX6uCgVc6r2/YMzQ0uGttPas3LvAePDfK0jukJ62wLptHat/tu55o9RBTponhY3vqLYN1u4aODB+bMi4M176y+eDFRYPJcGNi/5raJ+O2akP/Vr+2lsucp39lx0S9ML++ad/IyNF9G1bXzlw/4RL0J0T0jwrP1EeSjhjC3I0f1rW1tFxGoSo7x9+s/0qb+4+eOLZnU11rN5x1lhFtP13797il1pXi1joMaLKtXqW6/q1d/Rr3oDn9E3+/uMqqp3dVz4at/YM7N65pXHlP75p3Dhzs315/NL3brsYQQumFgfoJG7cPHh3cyVkZ0uQRalHYLIaJY0f66jXJ+t2Dw8eOXLDnJX7d5Uzn9I92nam1a4Z1BYQQ7ZyovRt9N2sD8o1XcVCTZd/psu1krZo+cCuN11aHFrgzxmqFdd+ttAz9q79I66a89WojMre9kYMc/eMur+IYW8tdXtV2qlaxTnq4gSD9oVq9Nh1o1LxvnmvYvvI2e8L+hbT8+b+ew4v1K7CP1yrKfbfTTZcbn9/BnrxrPlazlryxd03P6jU9W6+EMf2rtdkRQtXold21D0dt1aq91kffhN2PbqhW8V0MtH5elHWsdkLffKzWqKeTN/ox8RDTP5HnW69YV+2cC9cyrIbndjdVVRjt6B/ZooxbaPnc6/rX07tq7cC0PVGgqpUyhS/DaFUwGlXSwCJ3ladea5zQVE65k/G7xuC0ZN2kR8ZLJ5z/q79Qr5/H3qF3sK9wj6mnd03/rD1eoKqVcuAypn/J633sCVvOOOtiV3KM1zpY+28kxa659+3B06fGT58aPz16bGBLow03rCv4zq+TvnERZBSqxI297L8bJlz1/l3JPv5W7Q26mUK063QvVpKxfvaAJtfyVarrX++qnvX7ZxzxAkVVyq6pVo+moX99V9l1PXT08s7aj/DmWTdrq2Q6XsvnmKlUtY+xf28+z11KXnekdneXgkhOYYP5v3apWE7WnkF9gIB2n6sVux3XYgghTP9GLNxoNLdfYttsGKutTuBn1HLeMheRNf7JQZez8ZDz5okN9Ver71ZKjv4RL28uUn9Fe4dm2H1OFovZYrpQa/ftvBxttp1LBJ23RjbVX+B9t1Ly9Y90+2/PRZout4QvtV2/dWjystYZyXNDS5z+ncQXXlbMtZd23QV/vVJ+fXCWux2L8eIAe8I7V6ItnxcnP8dxG5R1tKX+iTzfxPVaRdzUwOfERo3+iViUcQstnzunf2tkrHwkFgyuShptTJdT1hPsCW9fbo7mHrhYH6ZrpX/rz3tlvHSS61/oci4edN0Y2VIvaf03U5iirB6zcrni6z/zukH2775buNLF52uqc4jfgZNe/7lx2JBhWgs/GRmFKq85RBJmrq4Y0ucR45qsjfSetFURoqwn2a8MaXKo5avE6V/PSRv3g7V+NNwF9DfaQHVbvePcj5Be2MeeNqDJ1ivDVw/NcVdiNl2qDWBsuxqVU9hA/9qkyI06ru8/fX7qwvmpC+fPDddauD1vXwwwCHvepNrqnRm8tiLJ2+bZsCz9K0WNcyd3cSMJWJKpf6TL2zrrt4wIMsTTaSdCqBQ1XT6xawPhhLb0T+z2m2CSi0OvCw29efhGhGro35bZpkZBaG4ze9q4xXhc6nZWTbhaPS/GPo4pDWZjejMnHiL6J3KDvimCxUblqEb/yBZDrW+h0vK5c/p3yia68lG6YHBV0lnsPup3vWWuuVmX1wzWvrv3VnPPkCVX156egwsZGS8dSf9KUdPc6J61hPtt1r8x7I5x/QtMrxf+7Agxjgk2nw2Xgs0XLaJ/a97ec3zWEGVb1DnuxrkhJZyEaWr8zMT4mYmrnianBTIKFdekONt0CuMcZ8/ZOB1AiOHuetxBc92sw0st4M4AACAASURBVLo8qphavUqc/p3EfrDWj4ZUWdVP2DjFDRTntLXp6gFNwjwqdSU9Z51yChvoX3twD0AksUvRlkj/aG7wYSaEEO2ZrNcyb7w7NH7xqsbpnj9Ue23k6R++/6Ghf8HGfNv+EyeP89OpxQiiPefrVcaG7UOnp67qHO75gUY111n9QwghRGV8hqsTQ7uaq6qTlkpd/9Zf9DXdZN3EaZu1PqW/uV94OydHF6Mtn1f97zfOeXEb9XGq9vUvenUX+3fTzFbZfKxRVTVB0j+aG66UoX/h1rdQbfncOf1rrj0xWhWMtvQPhWe31h50c++KpTH9s3E6IOelE+of7ZmsNx/X7hw+dWFe4/Bcq2lPs/7hvyquf2GumeXAx4Ep2yk2W/5ghvj6F5zQbH1equ9mgn+QG3HtHWtuhsgoVOHZ2uqS03b8cqu22jDAO1ciCDVGDnvP2m216cDDugK+OkbsVeL0D38KndO/eotnQJOq/8Kr3h4QXsnxMU0E9A+jM/qXvLlfstHRu6rnlJXqhP4Fpt9kT8CGs+LXdjf0jxt4wVaIcQMgqvQvHLxUG7Mat2EvSTUX9fn9Pn8sR+e1h9kTRhprxBI33m2tf8eN7esfHbfNX78xf/2Go14FUkn9yEY2w9fPurnxzwN4JyG7OMhVQMHp2qDWmL35fvx+n98fzdEtn1fyxj72hB1XsQVi3GhM+/rHNWVW9d1IMPUbna/NzQj1j1sciI0gxa/uakP/ZNxCy+feUv9aFoz29A8lbuyqv1l7rsbwYlxN3NhbP7TjWhy1qX9HTWWE7eLF1jpyS0jk6R83nvZGYxoeIdo5URtCFAwUy9I/FL/O3fju5hvP6Y++Wjt0zNDss05GoeJGHTecwy/XNdnL3RFCCCH/Rba8rV+3nl1TfZSV1Jav0h3Tv2xwpjbdc6rpUrJRv8/v98XydHv6R1hgvJLoiP5xdRy/5YVNm/eOmMod0L+s5kCtlO+dCRZpRJeiC0P1tuqmmRBy1gZYVp2slxgqNF2fMe67qUb/UGRuR008JuzZKkIIVRK62kTO23MhVB8t6RmzcrZn361dz16S/tVWo2wY0UQSiVTe207/r/75mlFr7X1nEvO1JvCea/HG+pdX+6+GywxCqBK7NVj7cOtMCFuC8c5ZW/1+NLWZnq0zIRnvZ6Mi7rvoL9AIoUrs+mB9qr99/UNVz0T9ab769tCZCxdP9WOrMQX6x8n5qr65WnG4dbTe05KlfzJuoeVzb6l/LQtGm/qHKO/5xsr1dXvGZxcMBv3i3PjexmLXjedcFYRk6l+9gbjuhDaSSGhqM1sNlaJCs7WtTT37ZekfKptGaplsnXTmaIRQNWufrE+IjJr4m2bl6R+iPJON8rBm1+ilmzq9/tbFoW099Q83nPfxB6FlFKqy6UTt3+3nHLXLdUxsrddd3ERZaLZpowK3uavVq3Tn9A9F5mqXve107VKohLa2BmLzbBjJ0r/6S7F+VBNJJFKF5eS7qR06oH+M/2JtrH/NWafA91D0ys5aWTlisKvXP3wpM5defe13nP5lFvvrn/es37Z9++Ze7MztV2Nq9A9VvJNbBNZ7elf1bBizlxHKLByof7J6w9s7d76JbyLccS3G179GHbGqp7dp/58c/aODlxoXs3bdpg2vcln13Uo273/gpTUnrAWEEKp4zpM2pfX0rht3lGRVnRXPJDmHVT2K9A+hkuf8luZ8fnfg4D6sqmqC60Xh57/KbsOSp3+tb6Hlc2+pfy0LRrv6hxCduDVI8oFZexMP3ojXVECO/jVq/57eVT29W4/21f9es+6dd7duxLei7roSk6N/CGX1h14jXt66Ib3QN5tM/UOITtw8sFb0xnfNhUlVtYxCldUNkbPtPWLALjcyi+3DG270NFu8SndQ/1DFO/UW8cdZf9peRrL0r7GFhv1VYf+fKFX7eG179brzPoJzh9h8veU4ODWhXv8QFVsYfLPxbHp3X3C5r27r6V1Vn/9LLA41TYatPTB39fQ6rhip0T+EUMk/u4+3imHbmLW2jJhOaAab1t2s33f56littJ2yVnn6h6qxm/saKtWm/iHE5BwT25v3tvf0vtY37S0ibP3nhMZxduvqxgmbjumxDcgl31w/b5nDljEr68BfTtWJ6Ix14t2G9PZsOHDDcoXthirSP4RQNeO5fvZo347t7/QNT9zy55n6yzmgEewFr8YWhhqbJnvW7ZryuGrzPTL1r+UttHzuMub/WhSM9vUPIcQU/PNH3xLsyt84NO8tNF5EWQ+xGrve31DTndccC4eabnbN/itXxmufjNqqsvQPITpjm9jVLNKv903asiQHnbL1DyHEFHxXh97k1+9v7DhjTol7XmtdqOiMbXJPs0OJN3ZN2jPNl9to0OOj2QhJv0p3Uv8QQiX/5b28BYBvj1tqYTnkFLZq9MYBbosL6N89BkNlYwGP2xtMFsnObqlcxOuw2T2iJ6i0X06HPA6r1eGN5gTNTSob8dptDpdc2wxVyKZS6UyhrOxS6VIq5LFbzFabJ5wucxUfp39nnQghupAIeFzeYKJAqiGYcirksVttdtL9yLqHcjrs87h8kUxFXfSdQkAzP39tfv6aJd64UG7Qe4zsTZapZKMBr9sbUvO05dyC5HNvSbsFQ262uZjPbjLqDWabN5pV8fszVCGDFUQqF/HY7XZ3MKHuculiMuhx2p3eUKrU0ZeRykW9VoNOq7fY/ZLX2FahoouJoNdhd3qUXa7qV6lzsJdiszp8St9qqpBJp9LZvMKaaRmwPPUPaE2z/i0XGgMvO8bNiRLNUDnfXH9tYOqoGu/MQNcChQoQAfRvpbI89Q8xiZsHenqah256elf19K4dNsiOZwAAOFCoADKgfyuVxOLxwQMDgweGbpG2Dd7LMIXAwvjezVyFtWbb0YvGOLTSARVAoQIIgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3UjH9I+m6Uw2m0qn5adsNlupVNo1xDBMtk1DmWy2XC4rMpRLpzNtGMpkS4oM5XLtGyqV2jWEEMrl820ayhSLSgzlC4W2DKXTmWKxyDBMu4YKhWK7hgoFJYaKxbYN5QsFBYZKpVLbhvIFmqbbNVQul9s3lFdiqFJp11BOkaFKhWrbUC5frVbbNQSsDDqjfxRF6Q2mRY1OQXK63LlcXqaharVqNFmUGbI7XNlsVqYhmqbNFqsyQza7I53OyDTEMIzVZldmyGqzp1Jp+TWsw+lSZshisSWSSfmG3B6vMkMmszUeT8iv+Hy+gDJDRpMlFovLNxQMhpQZMhjNkWhMfg0biUSVGdIbTOFwRL6heDyhzJBObwyGwhRFyTSUTKWUGdLqDIFgSH4TOZPJarR6ZYb8/oCCJjKw3OmM/imuHbjk9njlVEaKawcuOV1uOXVETGntwCW7wymnjkil0ioNWW12OXVENptTachsscmpIwqFgkpDJpNFTqezXC6rNGQwmvOFQktDFEWpNKQ3mHK5XEtDNE0rq8G5pNMbMxlZbS+d3qjGkFZnSKXScgwpbrCySaPVxxMJOYYsVptKQ9FoTI4hYMXQGf3zev3C8mQ0WdhEfKWFr5/FamtZjwcCQQlDWp1BjiGT2dpylDIcjpAMmdsyZDCai8WitKFYLC7MymCsGdLpZRnSG0z5fIt6PJkkNMMxQ4TaUGhdpzdmW9XjmUyWYMhgkjCk1Rl4hUSrM7TsQ+fzBKHV1w0RBySEhjRafTKZkjZUKhGEVm8wtmVoUaOLxVvU40Sh1elrhgxGs/CoRqsXGopEotKGEEIKDAmLfTAUbmlI+C2tzlB/Z+Ua8vsDLYcfhJeNGSJrsNCQx+tTMGQNLFM6pX8+4bvEHbU7nMKSV65UaJqOxeJ4hag3mAqS7XGi/nFHXW6P8GihWKRpOp5I4PWUTm+UHnQNkfSP6zgS9T6bzTEMk0ym8PdQqzNkMlKDrkT947pZAVLHmh3zTKcz+Fut0eql2+NE/eN+7XCEcL/xRIJhmEw2azJbcUPS7XGi/mWzNdWMxQn3G4lG2UlQXhNeuj1O1D/uRyAOuwWDIYZh8vmCzebAPw+FIxKGSqWSMCtOzDJZwv36fAGEUKFY5BV+fyAoUb0S9Y8TszypY+32eBFCxVLJ6XLjn3t9fglDDMMQf5za/ZI61g6HCyFULpd5g9tud4uRG6HGeH3+2v1Wq0JDVqsdIVSpVHhvmcPpkh65Eeqfy+3hjgoNmcwW9jf3+5tG0W12h/zRXWBZczf1jz1aLpdN5qZ6XKKHoUz/2KOVSsVsseGGJHoYyvSPPUpRFG9KL5FMihlSpn/s0Wq1yvttY7G4mCFl+scepWmaV72GI6KCoUz/2KMMw3g8TWUpUK+UhSjTP84Qr9bjKmUhivWPJRgK44fwSpmHYv1j4c0O2B0uMQlUrH8svNkBq80uIYHK9I8lmUzhvVuzxSYhgcr0jyWdzuDXaTRZQAK7gc7rn9vtjUSiUawiTqZSkUiUV92UsaFOqlrF2+MGo1nsdcL1z+l0RyJRfKgnnc5EIlGeZhSwEchqtepwNNaA6PRGSuR1wvXP7nCyhrirymSykUg01FyvcVU8QoimaVyMtTqD2NAurn82m4M1xL3k2VyO/YRYxSNWMLAfX6PVi60LxfXPYrWx2XIveT5fYD/Bqxu8n8cwjL+58SE2c4brn8lsZbMtl2u3XygU2U/wwVVO/2o/vvgPi4Prn8FoZrPlbr9UKrGf4P3+YLOaRqIxsR8WB9c/vcHEZsuVq3K5zH6Cd8dx/UOCxSZxkYFQXP+0OgObLTeyXalQ7CdmrDuO6x9CKJVK409QbCCUp39sttwMZbVaZT+xWBvNOFz/EEKZTBYXjKB4MwU/LRyORCLRTH0ZGk3TrCGbvfH64/qHEMrl8vgQkU+8mYLrXzAUjkSieAOXNYS//rj+IYQKhQJeVNxur8ACsNLovP4lEuS+Dq+1Xm7WA55giFUQuP6JDY7xWuuF5hk4nmCERSoIXP9CIpMcvNY6r5pmGMbvb1ytWAWB65/fHyCew6uthNU0Lhhi/Rhc/3iVJg5eWwnHOXHBEOvH4PrncLqI56Dm2oqnf6hZMOwOJzEHvERZbQ4xQ3inX/gUcMGwNNe8HHiJMpmtYoZs9kZfnKd/qFkwjCYLsWeGlyi9wSRmCO+LCx8lLhh6g4loCC9RGq1ezBD+XvP0DzULhlZnEOuZ4SVKTrvWKngKxWKJKy0arV6sZ4aXKLHmJv5e8/QPCcaiYEXoiude0T+EEMMw3AJ9s0gto17/WLg5DIPRTKwg1OsfC7dAX6c3El/+jugfwgbZNFo9sSbqiP6h5kE2Yi3TEf1DCMUTDQkkLgftiP4hhFLpxhLcXJ4wK9wR/UPNS3CJY+8d0T/UPFJKfB87on8IoWKxxLUeojHy+6he/xBC5XKZE3WxyVr1+ocQqlQoQ13U/YEgMRNgxdB5/QuGwrlcPo/VI8ViMZfL84aAhPqHEMpiUyl5Uk2Evyd+fyCXy+PLWIqlUi6X5010EfUPX6NPXJ+Cvyder481xCllqVTO5fLpTKal/uFr9InrDHH9c7k9rCGumiiXy+wnLfUPrzqJs4D4z+JwuHiGKpUK+4nY+CcHvkafWBPh+me1OdhsOUmuVCj2E3ysiah/DMNwVR6xJsL1z2yxstlynQOKqhnChyXFeuHcQkSv1yc8iuufwWhms61Uaoaq1Sr7Cb54h6h/CFuj73S5hUfxh8gu0crl8lxVTtM0+wk+WijWlOEmhm12QsuAp39stlx3hzOEbxgl6h/CJt3NFhvxBFz/stlcLpfnVl8zDMMacrsba2qI+ocQ8vr83CMgnoDrH7uxHZ8LYA1xmYjpH8Im3bU6A6wFXdnc/fUvOLhaENutata/4OAT78R+pJr1Lzh4RUPsR6pZ/8KDm1Ej9iPVrH/hwamFx0NQCzXrX3g01MJJUAs16194NNSC1I9Uuf4FhyuixH6kyvUvOFxFT+xHqlz/gsMVUbF+pJr1Lzh4ESX2I9Wsf8HBiyjXygFWJHdN/0xmq9li4yV8nT2xE6NA/0xmi9AQvoIgTOrEKNA/o4lkCBt8C5A6MQr0z2gySxsidmIU6J/B2MIQsROjQP/0BhPRENfRtNmdQkMK9E/MEFdHW0idGAX6p9MbpQ0ROzEK9E+nNxANcV1nrc4gNKRA/7S6FobwNxGnXf3TaPVEQ/iAAXEKsF39EzNkwAyVSjAFuJJZKv3TaPVuj5dNylyjydc/zhBx327LJF//XG4Pa0iZSwv5+ud0uVlDeINAfpKvfw6nizVksSjxnSFf/+wOJ2vIalXi7E2+/tnsDtYQPkgoP8nXP6vNzhoiNu9aJvn6Z7HaWEPK3NfJ1z+z2coa4u11kZ+EhhBJ/4wmC2uI2GCVk2Tqn8Fo5ioHZYZA/1Y2S6V/6pN8/VOZ5OufyiRf/1Qm+fqnMsnXP5VJvv6pTPL1T2WSr38qk3z9U5+EhhBJ/9QnmfqnPoH+rWxA/+6g/pEmn5ZG/whbIJZC/1wuwhaIpdA/+x3TPyvon/IkNISWSP9IK5yXRP9gC8SKZgn9f6pMRGeJS6J/pC2ARP+fKhNx8cWS6B9pC+CS6B9pC+CS6J/DKTR0B/VPraNtYTKaCIsvlkL/8Jl4nI4bWryD+kfc4bMU+gdbAFc2ndE/xbFUJBLRj4n6aAnCRPQcrT5agjBlSNGX1EdLECbiRgv10RKEKRYn9NEpilIZxECYiH10mqY7XrcS++gMwygO7yWWiH10pDpagjCJuSmwKJqIlUhibgqUzY9KJGIbBYksf1OTxNwUACuGzugfwzCRSNRmd/LcCtfLq91mcwiTWbC4Q6PV22wOu8Ml5pKfYZhoLG63O202h7CSNVtsZEOCxR11Q04xRzMIoXgiYXeIGbISDREjsLCGxHYHI4SSyRRrSFibm8wWoiFiyECbzWGzO8ORqNhLm05nHE6XzeYQBmEwmsiGiA/UarPb7M5QKCxmKJvNOp1um82hNxBiYsg3ZLHabHZHIBgS2zedy+WdLtYQX58MBpOYIXLJsTv8gaCYE5NCoeBye2w2h7CToW/HkMlstdkdPn9AzIlJsVhiF+8IhVCnN4oZIpccu8Pr84vtBC+Vyx6vz2Z34B5P2KTVGcQMkUuO3eHx+MSGCsuVitfnt9kdwsVcEoYID9RoZhc3icXGoijK5w/Y7KLvOzEZiCXH7nC5PdK++IEVQMfiv3NYmysyMb8nCKFKpcKrIIj7ycTgLYeT8MBUrVZ5FQRxP5kYvMVjGq1erE6haZpXQRD3k4nBc5G6qNEVRZx5MgzDq4gl/JII4TnYXBTxNsDCiwMs5jGHSLTZweaiiLcBFt6KTYmSIySRSPIMSUQ14q1v1OoM8p0dp9MZniEJn+Oe5nlxjVbP+UFtCc/pwaJkkAq/YF6gZeAtjmKxyPuuhN8T4by4/ODVwhEID2mhFks0xi858mNKC0cgiAu1WBJJfskR82AFrDw6r3+FQpHTAI1Wn0pLBeXB60ejySI/1jNCqFQq4W036VKL148Go0nMSTSRcqWCN8YlenKo2Z+kTm8sFORWQwghiqJwsZEOypPJNqJda3UG+dUQQqhareL7EKT9POXyea71oNHqpcM58aBpGh/+kqjvEEKFYpHrL7YM58SDYRhc1Zwut4RIl0plvPUgM7wqB94esjucEiJd4ZWcNsOr+rD2kHSMBYqi8E6PmMc+MfD2kNlik2gNVKtVfOxBzGOfGLj/WJPk+84vOe20jFHzjIzBaJZYxtJWyQFWGJ3XP4QQVa3G44loLC6ntVsslqLRWDKZkt/Y56hWq4lEMhqNyVmmVSqXo9FYIpGUE/+dB03TyWQqGo3Ji0teicbi8URCmaFUKh2JxuQIZ6VSicXisXhCQawWhmFS6XQkGm0ZOBchRFFULJ6IxeJtNVA4Q5lMJhKNylHoarUaTySisZiCdQdsqMJINMoGYmxpqFZyFC1wz+ZykWg0k8m2NMSWnIi8kiMkn89HotF0OiPHkPySI6RQKEaisVQq3fI1ZGNPRqJRiTEDCYrFYkTe+84wTCaTjUQbgSnaolSS+74zDJOtlZzWDxRYSSyJ/gEAAADAPQ7oHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3QjoHwAAANCNgP4BAAAA3UjH9I9hmEKhmMvl5adCsahgzx9CqFBs01ChqGArHkKoWCzm8m0ZKig0VCq1ZShfKBBd4LekVCq3baj9zYUIoXK5TUP5grJY2+VKpX1Dbe9iRAhVKpV8e4byZUWGKIpq21C5rGDjWruGckoNVavVfL7QlqFS6Y4ZKsGev66lM/pXrVaVRWrVaPVen1++Nxaapok+NuUkt8dbkO0UimEYZQFUFzU6l9sjZ1M5Z8jpVBhu1Ol0t7U1WHEUULvDSXTeLYZP4MhNZrLZHXL2enMEBY7cZCaL1Z5MpeQbikSiygyZLbZEIinfUDyeUOY93GS2xuMJ+Q3KZCqlzJDRZI7GYvINZTIZZW7KDUZTJBKV36DM5fI6vRJDeoMpFI4oa1ACy5rO6J/Qn2S7ye8PyqkjhP4k201er0/Oqyv0J9lucrk9cgwJ/Um2mxxOl5xXNyfwJ9lustkdcvqCQn+S7Sar1S7H/0u5XFFpyGyxyml7VatVlREtjCaLHLcsDMOojGhhMJpz8tyyqIxooTeYsvKaRMpaxlzS6Y3SPhQ5rCQX6vKTVmdIJMHzZ3exhPH/dHoDm2SWP5vd2bIeJ8b/4wzJrKSsVnvLETBi/L92DZkt1pb1ODH+n1bXniGjySLmKZuDGP+vXUMGo6mlU3xi/L92Den0xlwrf2nE+H+cIZlCotUZWno0Jcb/02j1bRmS49GUGP9PgSE5HpzVG1qU59FUmJsCQ9K+cFmEoTk4Q/JroUAwBMOh3cNSxX/Ho24SA4CVy5VypRIKhfEK0WiySLfHifrHHSUGACsUipVKJRKJ4i+bwWiWHgslxn/nhmKIep/N5ioVKhqL4SEg9AajtJtEov5xqhkIhoRHU6k0RVHxeAJvwmt1Bun2OFH/ODELRwj3G08kKIpKJJN4zaLR6qU98RP1L5utjdPG4oT7jUSj1Wo1lUrj3qI1Wr10e5yof5zGJFOE+w0GQ9VqNZ3J8GJvScRwQCLx37n4zJks4X59vkC1Ws1ms7zh+nBEqh4n6l+kHp85TwoV6fZ4aZrO5XK8AFJByXqcGP+di89cIoWKdDhcNE3n83ne6+zzB6QFQyhyXHxmqloVGrJa7TRNFwoFXpgO9k4lDAn1D499KDRkMlsYhikWi25307yA0+VWti4BWHbcPf2r98AKxaLBaMK/mBfvYSjRv7rOlUolvHrV6gxZ8ckzZfrHHi1XKngYB2nBUKZ/7FGKoqzNUUwlgv4o0z/2aLVatdubHiIx8i2LMv1jj9I0zZsNDddrfyHK9I8zxJsNDZIi37Io0z/2KMMwXl9TaeFqfyHK9I8zxCstbrdXTJmU6R/3dV5pcThdEhKoQP+470ab3w6bzSGhTAr0jzuaSCTxhrjFalO2kA1YXnRe/xxOVyAYwiOwxOOJQDDk8TRpJL40rtIsGBJhl3H9szucgWAID9idSCYDwRCvusH7eRRF4dFbDAaTWCnH9c9qc7CGuHcvlUoHgiFeuD6uikesYGCqr9MbxWbOcP2zWG2sIW4cOJPJsJ8Qq3jECgbWTNbqDGIjrrj+mcxWNltuHDibzbGf4LUAHhiIYRhcMDRavVhAA1z/jCYLmy0XoCOfz7Of4NUip3+sId7yGbEONK5/BoOJzZaLe1csFtlP8Bi8PJELNv+wYgOhuP7p9EY2W26JU6lUYj/B619O/1h4y2fEmim4/ml1BjZbrpVWqVTYT/BmHKd/LLzmhVi/lqd/bLbc7VMUxX6Cv5W4/iGEksmm5TMS/Vr8QfsDwUAwxBVgmqZZQ3gwelz/EELpdAY3FBBvpjT9/v5AIBjCxw9YQ3gvGdc/hFA2m8MvVaKZAqwYOq9/YnMPvNY6b2k4TzDEBr5w/RObe+C11nnjnDzBEMsE1z+xaGq81jquf0ggGGITGLj+iUVT49VWvGkknmCIBfPD9Y9XaeLgVYAwMB4uGGLB/HD9czhdxHNQc22F6x9LGBMMseCleImyiscZxgPjCTt5uGDY7ORM8BIlEWfYhnWRefqHmgXDLJIJXqL0BpOYIbwACx8lLhhiwYrxEqXR6sUMNbVrHfxHiQuGRLBivESJnYO/1zz9Qwjl8wU8pKhYmxUvUWIT/Ph7zdM/hFCxeSxK2T4ZYBlxr+gfQoimaW7LgUXwDrCo1z/UvOVArK+pXv9QswTqDSaiIfX6x8JJoFZnINYyHdE/hG050Gj1xE5tR/QPNcdKJXZqO6J/CKF4ohErlbhKsyP6hxBKpdMSpQV1SP8QQtlsTrq0dET/EEL5fIHT2nicHEZYvf4hhIrFIpdPRGRIXL3+IYTK5TKntRJD4sDKoPP6F45ES6USHla0UqmUSqVUqvHyE/UPIZTONDYDENcZX9KQ6wAAIABJREFU4u9JMBgqlUr4ehnWEG8+hrjOJZdvbAYg1kT4e+LzB1hDnIBRFFUqlfL5ph0FxHyKWNVJrIlw/fN4fERDPEUn5lOpNDYDEGsiXP+cLjebLVcfUdUq+0lL/cM3AxBrIlz/bHYnz1C1bghfvEPUP4ZhuGV7xJoI1z+L1cZmy3UOOEP4+ntiPgzDcK1+H2nUC//92SVauCGaptlP8KF1ov4hhLh1N/jUFAeufzq9kc2WEhjCR0rEmjJcU9LucBJvGde/mqF6a4ZhGPYTfEKdqH8IE2OxNiteoorFItEQXoEQ9Q8h5KmfYzQRdAs1618uly+VSrgKsob8WAVC1D+EEHcOvogBWJHc/fUvOGVs4p04BKpm/QtOFZt4j8YI/Ug1619w8IqGOASqZv0LD04tiEOgata/8DCaahUNcQhUzfoXHtziSeIQqJr1Lzy4IkocAlWz/oUHV0TNFkI/Us36Fx7cLLjBSOhHqlz/gsMVUa3OQDxBzfoXHLyIEvuRata/4OBFVJnzI2C5cNf0z2Zz2B1OXsJb0MSpewX6Z7XZhYZw3y5hkiwp0D+L1SY0hN97gCRLCvTPbGlhyEuSJQX6ZzJbiYa4/h9RlhTon8lkIRriqk6b3Sk0pED/jCaztCGLxSY0pED/DEYT0RA3tmYwmoWGFOif3kA2xHWvibKkQP90eiPREK46QkOoff3T6gxEQ1yra1FEltrVP41WTzRkMjeWF+HjWMDKY6n0T6PV+wNBNgnLpZwkX/84Q/i6OPlJvv75/AHWkFmRSwv5+uf1+lhDypy9ydc/t8fLGrIp8p0hX/9cbg9riNgYapnk65/D6WINOZwuBYbk65/d4WQNuVyEVlfLJF//bDYHa0iZ+zr5+mex2llDHsHrLDMJDSGS/pktVtaQz6fQT55M/TOZLFzloMwQ6N/KZqn0T32Sr38qk3z9U5nk65/KJF//VCb5+qcyydc/lUm+/qlM8vVPZZKvf+qT0BAi6Z/6JFP/1CfQv5UN6B/on/IE+qc4gf6pSaB/QEdYQv+fKhPRw8iS6B9pESPR/6fKRNy6uyT6R1rEuBT6R1zEuBT6R1zEuCT6ZyXqH2E+TGUymu6Q/oktYuy4ocU7qH/ELYBLoX9y/LADy5fO6F80pjYsgzAR120mkmrDMggT0Qua+rAMwkT0gpbLqw3LIEzEdZvFYuc7MRHSFkx8J0anUpC0BVN9WAZh8pG2YNI0rSywjkQirtvEd2J0KoltwVQ2hy2RrDbyuk1lU8sSyWS2ErfSKo4jJpbEvAcAK4bO6B/rx8hstuJLp7hkNFlMZqswEf21m8wWi9Um4bcpFAqbLWRDBqNZpqFFjc5ktpgtNgn3kpFI1GyxmcwWYSUrZoi4AMdktpgtVmINzhKLxS0ihvQGE9GQiWjIZDFbrIGAaCSpRCJpsdpMZouwSS5qiFRLGk0Ws9nq8wfEtjOnUmmrzU40pNMb2zFkNpmtXq9fzOVHOpOx2RwmswX3Oa7AEPtA3R6v2Hr3bDZnszuJhrQ6g5ghQskxmExmq8vtKZfJG7RZB9Mms0UYn6gtQ+wDZTd6Eg0VikWH02UyW4WGNFq9mCFSyTGazFaH01UUcShfKpWcLrfJbBVKe1uG2AdqdzjFgmuWy2W32yv+vpMNiZQci83uJO5oAlYSHYv/zsFbsijmjgQ17/ZjE3E8TQzeSkIxdyQIIYqieBUEcTxNDOG2CrFREZqmee+t2KZgIjzPpYsi7kgQQgzD8KotsU3BRITbKiRcgfNEXW8wym8UhwVhYyViufF8eWt1Bvk+iGPxBM+Q2OZFhJDD0bQ0VKLkCBFuqxDbvIgQ4gUWWGxnPkm4rUKiCSVcSNkyTBWHcFsFsRPMEhSWHNkiIZxGlfBDJAw43DJ6FEelUuG97xJ+iOLCkiPiyAZYeXRe/3K5PK4B0qHI8MC5eoOprdnmQqGIt92kQ5HhgXN1eqOcYKQcPGclYu7QWHBnWlqdoWUQO5xKpYJvcvL7yZ48WXB/OhqtvmUQOxyKovBukJgnT5ZMNovXJvKrIYQQTdN4e8jpcktoZz6fb+l9RgyGYfA9nXa7U8JQsdhUcoijuBKG8J0VbLAesZNLpbJBdskRgm94MFusEq2BSqWCN1MkBIwI7j/WaLJI+L2kqlV84FRCwIgEsffdYDCVxGfXaJrGnWI7nVIlR0gk2pBPnd4o1jdFtZLTaEnb7A4Y8+weOq9/CKFyuRKOREOhsHSMPZZcLh8MhqLRmAJXC5VKJRKNBkNhiZBJHPl8IRgKR6LRSqVtQxRFRaOxYDAkR88KxWIoFA5HokQfN9JUq9VYLB4MhuQE1y6WSqFwJByOSNQjYtA0HY8ngsFQOpNp+cKXy+VwOBIKR8RiPkgbSiSSwWAolUq3NlSpl5x2GigsDMMkk6lAMJRMploaqlSoSDQWDIXFBtOkDaVS6WAwlEgkWwaKw0pO24NpDMOk05lgMBSPJ1oa4kpORl5Ydh6ZbDYYDMVi8ZZ97kbJSbcuOUJyuZzM972tkiOk/r63NtRWyQFWEkuifwAAAABwjwP6BwAAAHQjoH8AAABANwL6BwAAAHQjoH8AAABANwL6BwAAAHQjoH8AACwPSpWq0Z0gpmq1xf4QHEcgLZaPMBVKbWyX8kay8nNO5drYthROFOTnHE21sasnkSnJzzkQa2NDc7ZQkZ+zK0RwDylGWbwkUO2UhE7qX6VSKbVDpVJRttvmjhmiKKpUKss3VL5jhsp3zFBZmaFqtdquoZZb3Iik82VHIG33y02uUKZUketWBidbqDjbMeQMpNuqOjnyRapdQ/miEkPFMuUMZuQbcgTS2ULbW1oRQuVKtV1D6TxBG3SO+H0P7CamSLKAEGIYplxuXeo++Z0hsXyE6ZqhDa8FX/71hPycB89Z5ef8s21X5Of8Wv9N+TlvO66Tn/Mzay/Iz/nMNY/8nD//4qj8nE3upFg+bSl0x/x/WhV5udXpjcFgSP6GdIZhlAVQ1eoM/kBQzOki0ZCyuKYard7n87flyEZZuFGNVu/x+trakK44Cqjb421rQzru1qet5HS58/k2iu87I9o/+ve98t8xNr3nwd2P/WZiRtOGk5T9E+b3PbKvXUP3PbD74VfGz9+Ucq/DY2Ta8Sdf2q/A0L/9dOzUlTacpExe937osQMKDH32RyeOXbLL729d1gX/7GsHFRj65+ePHZy0VKiGIYs39VdPHiKmeLpYKBRkeg//7A+O/NkT/Y301f6//PrBv3pykJjzbauofzshz795SewKhenErFN+zq/135Sf89vHtPJz7p8wy8/559uvyM/54m2//Jy/1jMpP2e7Py2WD9sSkkln9E9ltCCNVh8OR+S8urG42mhBgWBIjiH10YJ8/oAcQ+qjBXm8Pjk9J/XRglxujxyHnCXV0fIcTpccZ0DBeP4PvtinoGLl0kM/OyWntZjOl//4P5SIH5c+9+KoM9DabxxVpT/y+IAaQ//8/DGjW5bfuI9/67AaQ5985shtiyxh+N8/GFFj6G+eOjynlXIEyGG3K2kZc0lvMGUybQzBASuAeyj+n8vlaVmPdyT+n93hbFmPdyT+n9XmaFmPdyT+n8Via+lrrSPx/0xmS0kkngBHR+L/GYxmCZ+NLLfMUTUVK5v+/GsHb5gIAZBxHIG0ekMfeuzApYUWPc5EpqTe0Psf3Xf6KiEuMQ/1hu5/eO/wxdbu3ZV1Z/H03of27DlFjmKI05H4fxHxgDBdQjxd7B4ncEsV/12nNzJ1iO2yYrFYKBRwx7uLGp3FapPwvYtE9I8zRByxzOXyhWIxEAjiTpxNZqt0ZEti/HeqWmUNEePdp9OZYrEYCoVxQwajWXqIkqh/pVKZNUS830QyWSyWwpEo7i1abzBJO0El6l8+X2ANEfU+FosXS6VoNIZ7i9bpjRLBIpCI/mWyWdYQ8X7DkUipVIrF43pDw5BWZ0hLtsdvmiPCunJk2kFVaapKH7tkFx797e55ZyB9cNLyV08ewuvxkWmHhCG7n6B/feNG1tD5mz7h0R9vnnWFMkcv2v/220N4Pb7vjEnCUDxdFGa1cWiRNXTDRLjfp9dMecLZk3Ouf3juKPfhex7cLT0CxjCMMKtVfddZQzZfSnj00V+e8UVzE/Oez7xwHP98zYFbEoYQQh94lK9/P948yxqKpQj3+7kXRwOx/IVbvn/76Rj++X/tuErTUvWyUP9cbg9XOQhLnclsqVQq2WyON6Xi8fq6RwB4eCPZTzw99OKW2S75BZZQ/7ijxBk7rr+SzeXw6tVgMBXFexhEPeCOCgMVLWJxdPOFAh7GQac3SggGUf+4XiOxv8sFgikWS/irqNUZJASDqAecNgsDFS1iERjK5TIexkGj1UsIBlH/uCg54QjhfrkIDJVKBQ/joNHqk8mUmCGi/nE/DnEEmwshRFEUL1yqRDAaov4dn3GyR0dmHMKjr+67wR7NFiq8pQqbhzVihoj6t/d0Tcku3CLo30/fucweLZapp3rPE69BCFH/3qpf2G0Lob/LrUeoUPQPNkzjh17aelnMEFH/frf3OnvUServfvnXE+xRmmZ+sfMqfui76y5KVJdC/Xtxyyx7KEnq7+LrINYcuIUfemLVWYnVfUT9444S9Y87Gok2RfC22Z3KVmMtazzh7CeerjXXfvxWV0hg5/XPZnd4vD4/FoElEo16vD5edGZ8vK5UKuFxf8wWm9hPj+uf1Wb3eH1er587GovFPV4fTwXxGBTlcgUXDKPJIlbKcf2zWGwerw+fZkskkh6vDw9Ps9gcCI2iKDx6i95gEhtxxfXPZLayhrhR01QqzX5C1D+EULVaxeP+6PRGscVEuP4ZTRY2W25BUCaTERrCIxDRNI3H/dFo9WIdaFz/DEYzmy3XpsnmcuwneOcVD6FH0zQvbJ5YFBFc/z721YEfbpz54cYZbrXCbUuU/QRf5YFrT7VK/3jzLN5nuqILEQ3h+vfBr/Sz2V7W1SalTO4k+8lffL2xyoPTP4QQwzC/2T2P1+NnrpHjXOL6d/8je9lsueUz7lCW/eRvnmpM3fHW460fXMANHZ6yEQ3h+vd7X9jDZjs652SPxlJF9pNPPXNEqH8sO0f173mwYWjnqJ5oCDXr3/NvXvrhxplD52vrHvNFijX0z88fI+ofQmjwnPW9D+3hjq47eFvMEK5/brfX4/XF4o0w2mypw5txuP4hhFKpND5y4w/ImnRcMbhCGbxc3ffA7hc2zax4Cey8/okF/OOtv+DNV/EEQyzIHK5/YgH/eOsveLUnTzBiIt0LXP/EwrZRFCWmf0ggGGLzCrj++UXCtvFGb3g/Dk8wgkFyJY7rn0TYNokIfAzD4BF6vT4/MQdc/yTijuK1FS+ELG/gVywqMq5///bTMTFD+PoLYd8LF4xHf3mGmAOuf//w3FExQ//+yjhR/1hwwfjsj04Qc8D17y++flDM0DdePSemf6hZMD75zBFiFYbr3/0P7xUz9MKmGTH9QwiNXXbd//Be7mrxhZo4uP4Vy+TG2a/fvSamfwihC7d8XCZ/8qX9uSJ5igQvUWLTKPh7zdM/hFAun+fGotqKirzccYUyf/1UY0aAS9/fMC095rzcuVf0DyFUrVY5CbTZyfMx6vUPIUTTNDclabaQt+Co1z+EEMMwXK/XYDQTayL1+see4PHUHoFObyR2atXrHws3ZavR6omdWvX6x4LHSiVWZx3RP4TQ1pHG/ieLlzCu2xH9QwgNTFq4E+aNhELVEf1DCI1ddnEnnJ0ntB46on8IoUsLAU5rj1wg9zXV6x9C6IYpcv8jNa3dddJAzES9/qFabOTaKxAKt1gYtTJwBjP/45sE8eO67CtYAjuvf7FYnKIovGasVqsURWWyTdNCxPWKeExz4vI/XP/C4QhFURRmiKZpiqLyhSahJY6eZXM57gRiSFv8PQkEQxRF4Y1B1lCpVJbWP4RQoVDkTkinCZNzuP55fX7WEKeUrCGe0BI7x+VyRboJguufy+0RM9RS/6rVqnQTBNc/u8MlZgjfqkXUP5qmuYshNkFw/fv8i6OJTCmRKXG9kApFs5/gY2tE/aNphtug9sr2q8ITcP37++8Os9lym+ipas3Qgy831msQ9Q8hxI0oPrf+kvAorn9//rWDbLacZlTrhp747Vlp/UMIff7FUfaEJ357VniUp39sttxufZpm2E+efeOitP4hbMf3Ay+RmyC4/gXj+USmxO3WZ5iaoZe3XpbWP4TQd9ZeYE/4x++RmyC4/hWLJYqi8IYgW+qC2IQ6Uf8QQj5frYWnN0gtVloZOANpfC0YMT23fsVK4N1f/4JTLjcUhbjCQs36Fxy8Eo/F4sIT1Kx/4YELtvComvUvPLihmwBp6kLN+hce3GStx0vY2a1m/QsPbrbG6SIs6Fez/oXHI784zZ7w76+MC4+qWf/C46nXptgT/tcPRoRH1ax/4fHiltrU5l8/dUh4VM36Fx6/3XP9vvrIJPEENetfcDYOLbInvOfB3cRVMGrWv+DgRXRlD4Ha/en//o1BafFj03fXXVyREnjX9M/pcrs9Xl7CJ8yIsqRA/xxOl9CQ09VYjEOUJQX6Z3c4hYbwmbkAaWZOgf7Z7A6CIWwxDr4miEOB/lltdqIhbpmAy0UYW1OgfxarjWiI6//Z7U6hIQX694/fO/rM2gvC9NEnarvOP/PCcaEhBfr3yWeOEA1x1c3Hv3VYaEiB/n38W4eJhriFfH/65X6hIQX69xdfP0g09PffHebOERpC7evfhx8/QDSE9+OTGcIS8Xb1T6szEEsdvkamJLlLallj86X+Up74sek7ay+05WR1WbBU+se6dGGT0WQRFr6WSb7+cYbM2NpO+Um+/gVDYdYQ/obIT8RuGVH/AoEgawhfqiM/eUndMqL++fwB1pDd4VJgiNgtI+qf1+tjDeEtD/nJJlv/nll74c1DC28eWuCGy9pK/+eHcvXvG6+eYw39cOOMAkN/85Rc/fvyrydYQy9hg4TyE7FbRtS/h352ijWEz8a1lYSGEEn/PvfiKGuod/9NZYYS8vTPbLFylYOCUreo0bXlyHAZYfWm8OXKMtPTa6ZWmAQulf6pT/L1T2WSr38qk3z9U5nk65/KJF//VCb5+qcyydc/lUm+/qlM8vVPfRIaQiT9U59k6p/6tCL1z+JN/bkij6z3PbD7qdem2gqwcI8D+gf6pzyB/ilOoH9qEuifYkzupDJ35Fx6qvf8ipHAe1j/4ndK/0g785ZE/2TP/6lMxJ15S6F/xJ15S6F/dodTaGgp9I+4M28p9O8TTw8JDS2F/n3wK3Ln/1Sm9zx45/SPGDlvKfRP2kvissPoTnzsq6ocrLPpydXnVoYEdkb/IpFox0tePk9wThaPJzpuKJPJCg3hOzE6lYgrWrPZXMcNEbvO+E6MTiVi1xlfxNupROw6JzIl3DNIR9ILm2YIP12JUhn/gViDCA3RNNOR6glPxBWtCKFPYr5dOpKIXWeE0P/98YnOGvrE00PEtYjK5rAlkt5A3kq7TDG4Etw6L/Xp6z3nxDweLCM6Fv/P4/XpDSbckyeXdHqDTm8UJnyrGXay0WA0i+08pWna5w+IGdLq2jVkIlasiHVBEgwZ2jTE7ZzlGdIbTD6faDikUChsMJrbNET8nY16g8njEQ2HFIlEWUO4nyfFhiTCIcXicaPJQjSk0erbMWTQG0xOl1tsGfrQlO3Tzw5/5PEBYRTA+x/e++HHDxAT7riLTX/65f6PfXXgy7+e8EXJm1jGLrv++fljH3l8gNuFzaU//GKfmKHf+wJfnj/w6P6PfXXg4VfGbT6yA9Wpm77/88PjH3l8QBhu8A/EDf2+wND7H9330ScGHnhpTOsgNIYQQlf1oc+/OPqRxwfe/yjf0Hsf2iNmSBhw6n2P7PvoEwOfe3H0OmlHP0LotjX64MtjH31iQNgR/L0viBr6Q4Gh+x/Z+9EnBj7zwvGLt8mOh4rFkt3hlHjfiUmsiJotVuKG3WWK3plQGVpLmL76u8nlLoGdjP/OYmpehCnmJQSRAsUR55PEsAki7oo5fahUKrwzbTYpf/888F0ZbBKLAVStVnmvk5h/GSKcDxcuETvBCCGGYXiCYTC2sVfX3xx2Y1GkE8zCG1bS6Q3yG8XCQLgSjrPNlqZVtRIlR8iOE3rey7l7TDRizhd/fgo/8/e/sMcvIntCDp238gy9eWhB7OSv95zjnWz2kL0jCRHGzv71u9fETuZ5vr5PxL8Mkav6EO+7xE4wy6928ZeGEv3LEDG6E7zvEjvBLG8M3uadPCTiy1RIWfi+k+aPWaKCCYhojOxYavmidcQ//LiSWMct0xOrzpYrcl/Se5DO618mk8U1QMxLGQteEev0BjFPx0RyuTxuSMxLGQteEWt1hlw7QcYLhSLesRPzUsaCO5LXaPUSuiKkVCrjAYA8Hqm44fFE01Cw2KZ4IpVKBVc1p1Oq2cEbCpYIyCCkWq2azI3dLza7Q8KjbibbVHIikiWHR6FE4X7OPvOj4yXx1/KGKYJ3enr335RviKrSeFye//ns0XRedIpI70x88Cv93MkviwdkEMIwDB6h4uPfOhxOiIYrcQYz+Iq+7667KN8QQugZbK/In3/toCsk2u8JJwp44NzHSM5lJPjpO40tHB967IDBJVqWUrnyp59t7Cx88OWxtlbe435etDqDWDsSIUTTNL6dyWKxraQxT4SQxh7DXcB3PD3222UsgZ3XP4RQsVgMBII+X0DMJQpOKpX2+vzBUFjBVHOpVAoEQ16fX47MZDIZr88fCIZaRnAVUi6Xg6Gw1+dPpVvLTDab8/kCgUCwZQRXIZVKJRQKe33+ZDLV0vl6Lp/3+QN+f1A68h8RiqLC4YjX608kki0NFQoFfyDo8weIvuKkqVarkUjU6/XH4vGWNUtbJYdHrljZcUL/wqaZnaN6zsOWGI5A+nd7r//nljn53ZfGRZapvnHjj96aefuYVkL8WDzhbO/+mz/ePMtFV5APVaUPnLX86K2ZjUOL8XSLshSK59cdvP3jt2aH/3/2zvu/imL943/DtXO/dr1Xvddr99ovXstVOtKlCEhRRIogggVRBLEjAopiQhJ6DYHQQwKEQBJIQk7vvffez5nvDxM2k93ZPXvO7glB9/N6fmFnsk9y2DPvnZlnnueUttC0/dlsbneDZu6axm+2dTi8ef6LvcH46l2dc9c0bj2hKiII4kCTft5PZ1dWtZldeb6zgUhy3T7x3DWNmw7LGd5m6BQMhcwWq93uyBvDmc1m3R6P2Wxxuz1/MPhd0njQN7BSIfDTY0X8B/UFlYR/ggQJEiToyqpD7e4F+EEbtfQYXXLzviyBf4IECRL0R1OHqvfgB23Ex0evOgQK/BMkSJCgP5TalK7bRvUq/KAN/+gIUUXkqpDAP0GCBAn64+iiwnXrSP5zDrBF4IdXEwIF/gkSJEjQH0StcmcpEu4UZEOXHM4bgNZHJPBPkCBBgv4IapFdefhBG7L40FWBQIF/ggQJEnTV67zEQU3lcwVt0KJDkTg+IUnfEZ/8y2azmUJU9FGbP56jXC4nOCrOUSaTDUSS/nCCpYVjRX4ns9lcMFqAo7xHA+mUy/Weo1A0xd5RIJIs9GQhoV5zVNBTl8lkinbUp3ROYuc9RS13G/B+bdFft94Rb/k/i6trKleoXG53hnWaq1wuhxY6Z28yudLpdLF3BAAwWzBF3vOaVKawO5x0+Sqxstkd1CSELBzJbTY7Xco3rBxOVxGOJFK51WorKDuB2+3B5mDM50hmtlgLyk6w9YSqiCDvW0ZUvf3daam+gEQ2+xv1ReQO/r/XKqesqu9QYwqM0KnuormgqtzQ+g2vGL/8RLMUU2CETuckdjSTC0u7aWjFqKXH6DJwYnVJ43ms8FzbNw7ZNHTJ4WOtJvZ8iicSxVXAVmt0gUDw6gXhWVFfhB+0Vxf2aQTyVP8BSfpVhIklMmy1I6p8Pj9HRy5ctSOqAkFO9R9EYqnD4WTzjQpHIhwd2Wx2No5ica71HywWK5tZGvf6DyaThc2bijsQo2ajLsjeWHHSj6skR1IknuJ4lGrU0mMM2csIZTLZIuCH2uAPDpmcrFLuodnFirAX5x9Qm2lTuaJ6+b0DXBw9+041XQpvkqh5egsyhVJVUFrEPqJGkY2aKr1P2SsLD4aifRSBPNX/K2qqRDKzxZp3HLchaf2KNqPRnHccd/JR/0+nN+Qdxz1eHur/abS6vDNOf4CH+n8qtTbvjJOX+n9KpTrvjLND5eb+5Xxk2u68Oan1Nh7q//1z0o68E0F/KMHd0d3jtp6T4KuaoOLu6LZRm0+2MaWoheJ+EO2vwyv3N+rzOuJe/08klnp9BawKXHGdvmTj+ArYO/byeweKXqUvqUpV/1Yilacui1qooVMkCUcioXDYYDShF7VaPTMwsPVvCUfYF8BgMBQOR0w9f0O1WssMDGz920QiAR1h12B9fn84HLH0LK2gVKmTSSZgYOvfRqMx6MhCKdTQKZJ4PN5wJGKz2dHFTLlCxbxyiK1/GwqHoSM77sXC5XJHIlG7w4k6kskVsRhTLkos/wKBIHSELRVptzsi0ajT6UJXTSVSOXO6UWz928qjCoc36vBGK44oqK2Lfj53UeFau1eMzuduG7W5gXFBD1v/du1eMXRUfUZHbX37u9PtSvdvB6RoPb9+wysONhkYHGHr366saoOOTrZZqK0Tltd1qN0VRxT/nLSDuHjDkE3b65gKj2Dr3y7ecB46uqjAfLBDFh/q1Hi2nVA9/OYu4uK1g8o3HpQxOAK4+rdvf3caOlKZA1RH/d/dL9Z595zSPvnWXvQ6Q50NKCr/9HojMThQnzq5QhWPxwOBIJr/ulMksdkdV8Va6KkO61UBP2gvze+LCCwh/4hWrU5PffiSl6cRwWAIHV4VShXDiz+Wf0QriabQiJoS4XAEHV5lcmWcHhhY/hFsNptU9AFuAAAgAElEQVQx810iZXM0GkXLOEhlihh9fmos/4hPADvfJUo9xONx9DvPDAws/4hfzOnC/L3Eu3AikZAruss4iCUyhoTjWP4RHw52vutyd02MkqmUUtW9hSMSSxnqWmD5R0wUqhsxWPqi8iJsdQdi/1twkLh+3aDyzceUdI6w/Ks40lVwqqEdg6WF67tKPQQiyeEfHSGuXzOwbH21mM4Rln9r9ohgK3a+O/3rBtgaiadI5ZZWbWmnc4Tl3+cVF2Ardr47aumxy/9Hmbe+O402LdnQTOcI4Pg3f+1Z2ISd7740/wBsTWey7/98Dm1654czDGSi8s9g7E5uTn3qFEoV8WmQ3v/0BmMfR2BDu6XfsKsGftBemFcTiPQtBPLPP5VKo9cbjSYz0Wp3OPV6o0bbYxaYRJbRorGYVKYgmtQa2gT2KP+USrVeb0RLBrpcbr3eSMItWlMpHk+gXxKlSk1bkxbhn0Kp0uuNer2RWDX1eLx6vZE03URLFiSTSbTuj1yhpFtxRfknVyihI2Ju6vP54RUs/wAAqVRKhZTNk8oUaZoJNMo/mVwBb0uANhAIUh2ha0HpdBqdx4slMrqFUJR/UlmXI6IURigUhld6ljrqXhjMZDJoIW+RWEo3r0X5d8eYLa9/fuL1z0+0yLrKYLXInPAKmguD4B8AIJ5MT155kmi6fnD5JQ2+4hLKv5tHVMLbNrR3Lf2JdV54BS2xRvAPAJDOZEn1+RpF+BJaKP9uGloBb1t7rmvKqLMF4RW01BHBPwBANpv78Ndm1NGh8/jKVij/rh1UDm+783KBPacvBq/8a3L3nJLgH9SqLe2oo60nVFhHoCf/xi07/vrnJ8oPdb0cR+Ip6AidUxL8g1q3T4zWK2Z4e0C/2lqdQa83opv98KlDv5UE/7o+fG+PgmJ2xnpqV1Yn2yzUgs9Xhf13bo0/XHD5ndKJf/75fPjdlGg0Rsc/QAFGMISvQIbyj66yIKmsLqmmIAkYdL8tyj+6yoLpdJqOfwCAdCajRoBBV1QT5R9dZcFcLkfHP0ABhsPpwt4E5R/6dkISOkUm7YVks1mDoXuGbbXhN5lQ/un0tMt96GiF8g/+veh6tcmM32RC+ffqwlo6R2hdQJR/0NGSDd3AGL/8BPYOKP+efGsvnaOhSw5j+QeFAmPgIvxvi/Lv3gnb6BxN/KJ7nofyD2p9dTcwnpm1D3sHlH/9hlXQOZrzYyMd/wAAm48pibrzD0zemc3iXyVR/tHlR176e3dZXRL/AADVjTpiuL9z7Ba6m6BPFN3LGem9ltQaCoWJ57+g8su9qbqL5qsUftCen7OfTdBZ76iv8A8AkE6nidrxWh1+3OTOPwBAJpNRqbWwVaXWYm/CnX8AgGw2q9HqiS8bdq7JnX+wA3H+RCpTYB1x5x/oef5ELMEXgufOPyhi71MklmI3a7nzD2plVRtsvXZQObb0Ky/8AwCsrxYTHURazNPLC/8AAFtPqIgOZzoxDxUv/AMAHGjSX3sZgXRbm9z5BwBoaLfcMGQT7EC3Us2dfwCASLS7qjbLWPHe1PFW042XP4er1/q/u9/XNxDYh/gHeo7R2FUvXvgHeo7R2NrQvPCP9FeHwpg9M174BwBIJLpPHfgDmMB0XvhH+qs9HkxgOl/8y2azxEjkxE1q+eJfOpMlCmQvK2ulduCLfwCAByZ3Hbmbu6aR2soX/wDyV7+x4iS1lS/+AeSvHv7hEWwHXvgHAJi0ouuvfn7OfmwHXvgHkNFMJqfdEr4iOtryR4AftP/Mru4LCLzy8S+o0KNj2EGcS/wLqkwm0z2I444e5ol/wZ33wPIPRZcT9zrJJf6FJIm0C102O+YcdL74F0xYJl0suFzRNdCYLZiwSS7xLyQRgXloIAMhbPxLzVk9bN3fqKe2YvkHABj+YVeIyvCPMIM4Nv6l8ujl+JcOK7WVjn/EjiN2EMfGv/xExL+omeJfSJr301nY4aGpu6it2PgX4sPR20PUVjr+LStrhR1uH70Z24Ea/7JgXRNs8oeZ4l9IWr2rE3a4dlB5Bld3nhr/YjR2v+dRnzo6/qGPaN9ZAj3SbLzhjwI/aM++U+0NMkWS94KuGP9MZovVaiMZeq4AO7cogn9Gk5nqCAUYdm5RRPynwWCiOkIPMGCxVAT/dHoD1ZEVcWQ2Y7BURPynVqfHOiLmiAYDBktF8E+j0WEdSaRdYbRarZ7qqIj4zxfm1SzecJ5qxKlzLJaKiP989p1qrKOHpnYFejw4ZSfVURHxn4/P2IN19MTMrsMDt43CYKmI+M8HJu/EOkKn11RHoPD4z7+P34Z1hJ6jx24gFRr/KZHKsE8dGqmXKCTtUel06PwfDX7Qnpm1zxO4kggsFf/EEpnH64OmKCopEXv+EY5I53hYGnv+ud0e6Ah7ojGv2XABI1j+OV0u6EinKyalhRkXMILln93hhI6KS1+HBt8SwvLParNDR8Wlr9Ow5t97a5sqjigqjijmrz1bxBey/7ts+ff2d6eho49+ay7C0QOT2fJv8sqT0NEXlReLcHTryCqqIyz/Ri09Bh39sPNSccMZ1RHA8W/QokPQ0S/7JcU5wi6dUfmnUmuIwaGIp65TJEkkrjz/DjYZrh9cXtwH1fft6Vn73IH8qZFKpFLxj7ux5x9HY88/jsaefxyNPf84Gnv+cTT2/ONo7PnH0djzj6Ox5x93ozoCOP5xN5b8425XnH81Z/V/YPhBe/KtvS7/lUGgwD+Bf8WbwL+iTeAfF/uT8K+6UUecMPlj2xMz97JJkMu7+jD/cGEpJeEfLiylJPxjvf/H0bBhKaXgHzYspRT80+r0VEel4N/zc3uJf9iwlFLwDxuWUgr+XTOw9/iHTSNSCv4VVPaEX1Wf+bPAD9q/Z+5xeHs7/zg//OMlWzTJwhFMOGUpaBEIYsIpS0EL7MmQUtDChTsZQjp/wothc2SQzp/wYhbcyRCnL4ZmBuHFZnxziuooEk/xfuJ4zKeYcMp0Jsux0ATV/rfgINURAADN7cLX+IV19BwSIMOL3TdxOzb+k5RhirtJpPgTrr2gvae0fyr4QXts+m577yKQH/6lMxlS6iwuJhJLseMdgClIcEGeRTsymS3Y0+IwBUkR1fLoHBmM+EpmuVzOYrXx5ahTJNHpDXRfWpvdUURZPjrTavV0OcRJmaw5mlpDW3Ti1xopcXSPo10zsOy/c2u0VvzZkq0nVH9Hso5xdPTMrH10NX2qG3VoJmuO9viMPa1y/OnVExfMRDAqd3to6i4iIRxJZ0X2x2dwqrWE2v1v7CASwpEUjcXQ5LEcTSpT0B1lLrV2N2iu/fPBD9qj03fbPL2HQD7rv0OhiZI7GdMIxSkV6ejSvmBF5HAhjK7SArUiHV3aF6yo5zfiuDOFAIB0JkMimUJBmxeRKiraI7hJMAAgm82SACORytln7KWeXwwG8QnnAABoatZO+rQvWFHLSjCMKWgCvE76tC9YrdkjIn2Rfq6W0HUmVaS7ZmCZ0cGqZh4AgFpW4svNbXSdRy09RuqMTfuCVc1Z8vnFD345T9d5+tcNpM50KUapOn3JRvrZmd9iJsFQpITUf6FP+0LVJY2H9LPYSTAUNdiVIUE5SdTvu1pD+313ucknX69s2ped9X9e+EF7ZNpuqxs/7vEu/vkXCPSoHEuXPAUKjYYXiaXRQupPhkJhFDZ0yVOg0ONxIrEUm4qFTlEkJVKnSGIyMdU8czic6J/PUL6Aqng8jlJNr8cnL4Yi1RwuqG5ZMpkkjtZ1iiQarY6BnV5fj9hx7OIqndLptAzBp0qlYXBEqjlcUALiUDT1yLTuIuOPTd8didOWnTp9yYbm0Vj0M/6sOlaJVOaZWfuIn73/jR0MB5jalC60Nil2cZVOmUz2lYXdFSr+9vpWs4v2oVUY/WiZPQauYIVy+rZRmxVG2ncUkzN897juik4D3q+lS/uJ1TSE038dXtmupCWNOxBD58HPza5Opgo4im6x9Pi+Y3NTQGUyGfSVXa5QXcEz79vr1Lwv6V+N9vCbuyy9gkD++QcAiEQiJpPFYDTlHf1zuRw8fGa2WOkmVQyKRmNms9VgNLFZqfD5/AajyWy2YhOeMSsWj5stVr3B6PH68k6z/IGAwWgymS3M5euwSiQSFqtNbzC63Z68joLBkNFoNprMBeEcKplMWm12vcHocrnzzufC4bDRZDYazQzTRDqlUimb3aE3GJ1OV96RJRKJmswWg9GEzf7DLG8wvrKqbfzyE6u2tOdNrdShds9d0/jGipPb6AsX0CkQSX67vWPC8rrPKy7k3bGXGXwL1jVNWlG36bCiIFQAAKLx9Jo9ognL6z7Z2JK3qrvWGvzgl/MTv6j7tUaaShe2a5VMZTbUSCcsr/vgl/N0K8CETM7wJxtbJiyvW7NHFEuwnaBDZTLZTYflk1bULVjXJDPkeWNzeKOfV1yYsLzuu+2XCi0dl8vlfD6/wWAyW6xR+upjUOl02u5w6g1Gu8PJfsmBd207oRLgR9hDU3cxvPDxpZLwT5AgQYIEsdeW4wL8MAjM+9rHUQL/BAkSJOhKquqYUoAf1h6cspP93nwREvgnSJAgQVdMmw6TI6oEQ+2ByTuxVcl4kcA/QYIECboy2nRYfsUB0/ftX5N36O0lQaDAP0GCBAm6AiqrFeDH1u5/Y4feVkAsPUsJ/BMkSJCg3tbGg7IrDpWry/4xcbuObwQK/BMkSJCgXtWGGukVx8nVaPdN3J73fE5BEvgnSJAgQb2nn6uLrHoo2F8GlN07YZvaXPDhYDrxw79cLmc2WwpN+SiWyNQarc/nZ5+4CwCA1h9n70il1ni83oKy2drtDom0MEcisVSpUrvdnoIcOV1uNBsLS0cKpdrpcheUq8Lj8ZKSmbFzpHI4XQWdC/b5/DJ5wY7kCpXd7kilCnB0sMnw0NRd1w0qv5a13Thk00NTd328saWgBBP1bZbHpu++fnABjq4fXP6vyTsWrj9X0Nb9eYnj6Vn7CnX0z0k75vzYqCpkXLik8Tw/Z/8NQzaxd3TdoPL7Jm6f+e0puuSlWKnMgf8tOFioo3vGb5v8Zf1FBaY2GZ2SyaRGqys0la5EKtcbjNhs+6XQ+mrxFUfI1W73TthW0KPOIH74x7Esg0yuYJknzB/gVJZBKpOzzGnLsSyDRCrH1i+kKhqNcnEklsicLjebF4g4t7IMIrHU7nCycZRKpbik8xaJpVabnc0LhD+UuHVk8bV1rh9c/t7aJjYZTGKJNJfk19cOKn/7u9NsMphkszmOOaknrzzJkI8NVf9393NxNObTYyzzFA9dcpiLo6FLDrN8gTAYOGXGV2u0RaSgKkhr9wrw48f+Pn6b0sRDdnKe6v9R8ikXYWyGVxsln3IRZrHa8jripaKTyWTJO457vDxUdNIbjHkdcXx1gKbV6fPOOHmp6KTW6PLOODtUbu5fpP7v7s87EdTbeKj/9++ZezSWPC+t/lCCu6MHp+yUsJifcXd0z/htbOZnaGLS4uyOMVtOX8qfzpt7/T+xRFZEhj+W+nE3OUW7YFzsb69vZUhUy1Klqn8rlsjil6XWkAs1dIokgWDQ7w+QSisYDCbmcRxb/5ZwRC3U0CmS+Hx+vz9AKs+k1RmYx3Fs/dtoNAodYd80PR4vzPxZ0DiOnTqHQmHoyIQrLOx0uQOBIKlJqdLQFQmCwlY09AcC0JHVivlg7Q5nIBi09Hy5UShVCcaioFj+eb0+6MjeMz84NKvVHgyGrFY7OnGUyZXM7+PY+rfrq8VSvU+q963bh3nXfnd149EW02ebLvQb1l3P757x2xgSMQOa+rdfbW2HjqgVIf4yoGzyl/XHW02rtrTfPKI7//Xtozczl2XA1r/9eGMLdLTvtJbaOmrpsbqL5h92XkILB948ovJYK6Y0MSFs/du5axqhoxMXzNTWVxYerG+zrN0r/tvr3fmvbxpasfdUnlIq1Pq3k7+sh46apQ6qo2dm7WvosG6okaL5r68bVF5xRMHsiMo/rc5ADA7Up04mV4bDEY/HK1f0+MFS1H9YvavzigPjj2d3j9uaN4sss0rFP4lUTrRisZS8PFiTyguo1FoGYGD5R7RiSwPGLo+h/kAAHV4VSjVdvSRAwz8CmWYzZr5L5JgPhULoDqVcoUwkaNMxY/lHVJ3GzneJteJIJIJuHEpliliMFhhY/sUupwZ2ujB/L1FTIhqLoRuHEqmcIbU3ln/Eh4Od77rcXSNOPJ5AByOxRMaQ2hvLv/2Netha3aijtn5ReRG2Ghyhp97eS1zvN7yCoY4Pln/EcNzQbqG2LlzfVVPC7o3+d24Ncf36weUMGbex/FuzRwRbsfPd6V83ED87+INDxPVrB5X/WiOlc4Tl3+cVF2Ardr47amlXTYlgNDlm2XG06dvtHXSOAI5/89eehU3Y+e5L8w/A1mg8/eZXPeo6Lf29hcERlX8GY/dLAPWpUyi7/iOy2SxpBctsthYUlMCs73dcuuKo+KPa3eO2SvXFI5B//skVKrVGq0Mq+VmtNrVGq1T2KE2ZRCYr4XAEBYZWp6dzhPJPJleqNVq1Rke02u0OtUarVGmw/AMARKNRFBhqtZbuKUf5J5Mr1BqtWqMl5qZOl0ut0arUPRyhNVbi8TgaAKJQqunmtSj/pLIuR8RMzuPxwitY/gEAEokkWr1FJlfSzWtR/kmkcnhbAsw+n5/qCK2plEql0OKiUpmc7jUF5Z9EKoO3JXLwB4JBeAV9FyH4BwBIp9NqpLKjWCKje01B+XfziMqX3zvw8nsHznR2TbDOdNrgFbQCEcE/AEAgkhyGbE3dNLSCblMd5V+/YRXwtoebu6pTtSvd8Aq6GUnwDwAQjadf//wE0XTdoPI2JX7ZEOXfDUM2wdvubtDAVpU5AK+gUz2CfwCAZCoz89tT6OhwqsOKdYTy75qBZfC2mw53vbPaPFF4BS11RPAPAJDJZBeu71EIsOasHusI9OTfS/MPvPzeAYLooWgKOrp3wja0D/p7frbpAuqoir4KIMo/lVqj1mjRElrwqUP7EPyDcrp6FALkaxb47faOKw6JP7bdNXYrmwV/rPjnH12ASTQao+MfgMBAZhh09bpQ/rlpCtElegZ6xHquoZGAQRd3g/KProRhOp2m4x+gAMPrxb+koPyjK2GYy+Xo+AcowKD73qL8M5rM2D4AAPRFhFRTMJPJaLTdU3m73YG9A8o/nZ52UoWORCj/AADZbBZdr7ZY8IM4yr9XF9bSOfrP7GqiG8o/AEAqnZ3xTTcw3vyqAXsHlH9PvrWXzhEa6IHyDwCQzeYWrGsiWkd8fBR7B5R/907YRudo4hd1RDeUf1AoMF6YV4O9A8q/fsMq6BzN+bGR6IbyDwpd03t8xh66V0mUf/Ek/p1p6e8tRB+Uf1BltXKiJOy9E7alM/hXSfSJotsLQL/XJP4BAHx+P/FaVlCdZzp9tbX9iuPhz2B3jt3CvrI0qr7CPwBAMpUinmC9AV/6lTv/AADpdFpxeTKq0eqwN+HOPwBAJpMh5ohKlRp7E+78AwBks1mCTDK5EjsScecf6EkmiVSOHSC48w/+yURtZJFYip3UcucfdETUNL9+cDk2ppE7/6DQmubYuSYv/AM94wwvyDFPLy/8AwBUHVMSHeou4h8q7vwDAFQ36ggE7qHZceTOP9CzqrabXQg3nb7c3HbFwfDnsTvGbOnUFIzAPsQ/AIDP5+/ugAuy4IV/AIBgMNTdAbdnxgv/AACRSPfxBuwZI174BwCIx7v/6kAQ04EX/gEAUqkUcwde+AcAyGQyxEiE7cAL/wAAyVSGWLpcWdVG7cAX/3K53H0Tt8MO7+OKzvPFPwDAk2/tZejAF/8AAK8urIUd6IrO88I/AMC4y5uO/1twENuBF/4BAIgXL7oObLSySoBfb9vtozdfKhCB/PNPLJFJpHL00TEYTRKpnHSWHMu/RDLJPMqj/IOOpLLuqDCz2SKRyklnybH8S2cyRAcPbmUS/Z6IxFJ4W2IWYrXZqY6w/EPRhV2ZRPlHOCJ2vBxOF9UR3ZotgS4bbmUS5R/hiAiwdLs9VEdYvAEAiBAVM25lEuUf4YiIl/H5/FRHWLwBAIjZMxrIQAjl3/WDy+8au/WusVuPtnT1PNJshFeuuzxv+AsN/wAAxEYgdmUS5d+1g7oc7azv2pY7K7LDK9cP7naE5R8A4I0VJ2GH/87FrEyi/LtmYBm87caDMtgq1nnhlRuHbCK60fFv3pqzsMPDb+6itpLiX+Btv99xCbYaHWF45aah3VGydPxbVtYKO9w5dgu2A8o/eFsijCUQScIr/YZ3O6LjH7Hcev3g8mwWs8KB8g8+Y+jzCa/0jIDD4w0N0SoovwQhdKIvWG/a7aM3d6gL2Li9YvGfNpvd4XSRzGq1dWMJt/hQRPynxWqjOkLjKp1OTDBCEfGfJrOF6siBhPtjsVRE/KfRaMY4crqI77bZjMFSEfGfeoMR64gArcGAwVIR8Z86nQHriAg61Wr1VEdFxH8O/uDQN9s6qPbA5J2ww/Nz9lMdFRH/+eL8A1hHT8zsmpY9OGUn1VER8Z/PvlONdUQcb79t1GaqoyLiPx+dvhvr6JWFB4k+VEeg8PjPf07agXWEBiv5Q5iA6kLjPyVSOfap0+kNRB/moz5YkQJ2BOtlu23UZubjTKhKeP4vEAhCQ8NA2Bt7/hGOsAcN8xp7/vn8fugIS/S8ZrPZqY6w/PN4vdCR3mAswpHZbKE6wvLP5XZDR8SaT0GG3abF8s/hdEFHxaVK0LDm36dlrQebDAebDJ9enpcUZP3fZcu/hevPQUfFxTg8MJkt/2Z9fxo6+mlPMQeobx1ZRXWE5d8bK05CR+WHiqzLQ3UEcPwb+clR6GhnvaY4Rz52/FNrdMTgUMRT1ymSJBKF8W9ZUU+dYPzarSOrWGbOKxX/uBt7/nE09vzjaOz5x9HY84+jsecfR2PPP47Gnn8cjT3/uI8FVEdY/nE3qiOA4x93Y8k/7lYQ/3yhxO4GDY82YXkd7x9dn7Vf9kt4/OiOM+Z/ICTwT+Bf8Sbwr2gT+MfF+ib/eNefah+xRBXemdWH+eftLf65eot/rPf/OBo2LKUU/MOGpZSCf9iUCKXg3/Nze4l/D03FhKWUgn+3j2a7/8fdqI5AafjnD/cS/7BR6L0mgX+lFj/8c+CSOnK0UAiT+Mrt9vDuyO/HnMRCT2LwZViioycx+DLsjBY9icGXYWe02FyLHA0b0WN1R3j/Er6x4iTm/yiaRGM7ebFhSw5THaXSWd5pgZ3RAgDu4VDRAmtYogMAiJAfvuyusVuxR+CL2/5nMLFEVlz8J18S+Fdq8cO/VCrN78NHd0Atk8lotcXEntCZTm/AnhbPZrNoGBh302j12NPiuVwOG7ZatKnUWuyXFtZo5NERQ8ZtK6/TdIaM26u2tKOHAbiP4HS5BNftE6N51DjaPyftaMUdSwcAVBxRcCnqRLK/j9/WQJMCbe8p7R1jtvDl6I4xW+gSqB5tMXGpHkWyW0dWba/Dp5IIhyM8TgFFYinH8+/cJfCv1OKz/nsmk0mn09RHMJFIpnEKhyMUSOjS6XTetEPQETWsNBaLYR3FYjFST6VKnU6n877cQUcajY704+FIBOsoQamxJ5Mr2TuiEjcQDGIdUWvsiSUyNo6y2Ww6naZGe/p8fqyjdDpNOqsnEktTqRRLRxbkQAs0t9tD5wj35CQymQxzJuJ4Mu0NxldQjht/tbXdG4xjDT0RD61D5faHEsyOkqmMNxinBmF++GsznaMhiw+ROp/qsPpDCezxNUKpdNYXSlQeJZeVmP3DGTpH45efIHWuOav3hRIZmlRhUOlM1hdK7G/Uk3524hd1dI5mfX+a1HnzMaUvlKDLSQaVyWR9oQT1oMjQJYfpHC3ecJ7Ued0+sS+USKWZHOVyuXQmQ0q10SmSqFQauqeOunZldzjTLEahXpDAv1KLT/5Bkeo5WHFLZIRIZYno0n5iRYppNpkwQR+ETKYeUx9shhQ6hcM9NrTocrNBWXuO+CzL7UJFozGUahqtjmFEJn1vXTTZcLCKxxNonheVSsPgiLTmbKfJhoNVMplC8SlXqBiGFdKaM102HKy8wTiaQ/kfE7djt4igDjcbrxnY/cWb+e0p9o4i8RRaovausVsZysCe6bShC6djlh1n7yiVzj4zax/xs7eOrGIoH9ihdqMVnQa8X8u+fEEulyNyuPxlQFm/4RUMSTTU5gC6QvvsO9XM5CNp1NJjxM/eMGTTWRHt4GBxR+4c2z09ffjNXdF4/krFhEhveAxV/dKZDJp5WCpTpPMVnuw1CfwrtfjnHwAgGAzp9AatVu/xeJm/h9ls1ul0abQ6g9HEUFKHTqFwWG8warQ6l9vD7CiXy7ncHo1WpzcYGUrq0CkSiRqMJo1W53S6mF8Mc7mcx+PVavU6vaGIWprRWMxoNGs0OrvDmfcN1Ofza3V6nc6A3cJkVjweN5ksao3OZnfkncz5AwGdzqDV6ekywjAokUiYzVa1Rme12fOOLPDJ0bB4cqgyu8IL1jW9urD2/Z/PWfOVtD3VYZ2wvG7wB4fW7hUzT5KocvpiSzY0v7qwdt6as3pbnhepZqlj8pf1AxfVfr/jUjJV2GaSP5RYVtb66sLaWd+fzlvqs0PtnvZ1w4D3a7/c3BaJM1WCpCoST62sahvwfu20rxvyZpCSG32zvj/96sLaZWWtDC8ZWCVSme+2Xxq4qHbyl/UtsjwvUjpbcN6as68urP3w12aXP1aQo1wu53K54fc971t1MpWyWGxqjc5isWHzUl0pCfwrtUrCP0GCBAkSxFEC/0otgX+CBAkS1Bcl8K/UEvgnSJAgQX1RAv9KLYF/ggQJEtQXJfCv1BL4J0iQIEF9UQL/Si2Bf4IECRLUFyXwr9QS+CdIkCBBfVEC/0otgX+CBAkS1Bcl8K/U4od/uVzObnfIFUqpTMHe5AqVXm8MhQr7s51Ol0a0YTQAACAASURBVFyhKtCRUqczBALBgo5Uu90eRYGOZHKlVqf3+wMFOfJ6fQqlulBHGq3O6/MVlKXJ7w8oVYU70ug8Hm9BjoLBkEqtKcyRTKHWaF1uT0GOTl+yvTT/wD3jt/2dtf1j4vYX5x9YvaszECkgtX+r3Dng/dp7JxTg6N4J256fu3/VlnZvMM7ekUjrGbbkcKGO+r+7/7NNFxzeAjJIqM2BUUuP3TdxO3tH94zf9tzs6o9+azY5C8ggYXKGX//8xD8KdPTMrH0L15/T5UsvgCqVShuMJlkhT51UplAo1WazNR4v7CB/70jgX6nFD/84VktQqtQsM59xrJagUKhY5mSJRMi5SQsymVzpD7DKyRKLcaqWIJUpvF5WOVmSySQpZWhBJpHK3exSrKXTaTS5WuGOZE6Xi80LRDCavGvs1qK/bzePqFxR1cYmfVcilXlg8s6iHfUbXvHxxpYEi+QvuVzuqbeLr5Zw45BN761tCsdYZTB5ZeHBoh1dN6h81ven/bgifFSN+fRY0Y6uGVg2ZVW908cq+Qs1q21Bptcbr2y1I6oE/pVaPNX/s1i5PHnQ2GSwtNkd3B05WGSwdLp4qP9ntdnzjuMeLw/1/8wWa15H/gAP9f+MRnPe+VkozEP9P53ekDcrW4fazf1bN2TxobzzM709xN3RC/NqGDKFdv0fhRPcHT319l42Qwl3Rw+/uStvVjYAwO2jN3N09I+J2ztU7ryO5AquxR8kUnk4UkAK4lJL4F+pVar6t2KJLByOQFOpNdRHzev1ud0epapHU95xHFv/lnCk0ZILNXSKJG63x+3xkMoz5R3HsfVvg8EQdIQtjeR0ujwer6Zneaa84zi2/q3fH4COjEbMK63d7vB4vaTfAZbOYHCErX/r8fqgI+wbjNVm93p9BkOP8kwqtTaVYnKErX/rcnugI2xpJLPF6vX6SO/vCqWa+X0cW//2q63tZzptZzptq7a0U1unfd2w9YRqzo+N1w7qTkv98Ju7VGamyTq2/u0nG1ugI2pFiL8MKBv32fHtdeqF68+h+a/vm7idObsmtv7t/LVnoaNNh+XU1mFLDu+s13z4azOa//qusVvPSzDFlglh69/O+OYUdLS7QUNtfWFeze4GzbKy1v97rbsO1K0jq+rbmPLOA1z923GfHYeOjjQbqY7+PXPP3lPaFVVtKDj7Da+oOatndkStH6LR6ojBgfrUwUUah8OJpmgXiaVFJLktkQT+lVql4p9EKidatTpMxT6YZzaXyzldbvS6VqdnAAaWf0QrtpBeLN71dk8ijVqjZQAGln/EL2Y2Y2hBLOH6fH50pVGpUjMk1cXyjxj3sfPdQKBrUyQQDKIrjXKFKpGgXZLC8i8W61pZws53iYEgFA6jY4RMriQ+Vaqw/CM+HOx81+XueruPRKLSHsn45dEo7ZwJy7/9jXrYWt2oo7Z+UXkRtoq0HnRJ8/bRm09foi03geVfxREFbKWW9fnLgLKF68/BVpU58PiMPcT1vw6vPHSetn4Iln9r9ohga4cKM9+d/nUDbDU6wmhdpxuHbNpVr6FzhOXf5xUXYKvehvl7Ry09Blvt3ihaL+K6QeXlh+R0jgCOf/PXnoVN/hBmvvvS/APEpzHi46No0+pdnQyOqPwzGE1EK/WpUyhVsCmTyegNPQrR2OxMbw+9JoF/pRb//IOBLSq1lmg1mSxyhYr0dKJICASCKDDQp5YklH8SqVyuUBEPMQDAarVRHaEjdSgURoGh1enpppso/6AjtHaP3e6QK1Sk9RZ0CzMSiaLAUKm1dI5Q/oklMuiIqCvrcrnhFSz/AACxWAwFhkJJW2AI5R/hiNj293i9VEfoi3A8kUD/XplcSfeagvJPJJbC2xIY8/sDVEcE/wAAyWRSoeyu7CiRyuleU1D+9RtW8ci03Y9M233y8nSk7qIZXkEL5BL8AwA4fbHn5+4nmm4eUWl04MM6UP7dMGQTvG31GR1sbZE54RV0BkbwDwDgDyUGLeouBHjjkE1yI36GgfLvukHl8LZVx5SwVWbwwSvoDIzgHwAgHEuhm23XDiq/QFNll8Q/eNt1+8Sw1eKOwCsougj+AQASqczUVfXoHRhmgehNHn5z1yPTdn+5uQ02BaNJ6Aid6hH8AwCkM9m5axpRR8THThX6xZcrlHKFCi2hBZ869FuJDh25XI60MuHxXuHit0DgX+nFP//oKt6RilKSpkQkYNC99aP8owvHIBWhJc1UYrE4CowgTfQpyj+6/cJ0Ok3HP/hroMDw+fEfC8o/uop3uVyOjn8AgGQyhQKDrmg1yj+jyYztAwBA3w9IC0GpVBpdynY4Xdg7oPzT6fE1wUHP0QrlHwAgk8mgS9l0JSRR/r26sJbOETorQvkHAIjEewBj9g9nsHdA+ffkW3vpHA1dchjLPwBAIpWZggBj/PIT2Dug/Lt3wjY6RxO/qMPyDwCQ6QmMQYsOYe+A8q/fsAo6R3N+7L4Vyj94h6W/txCtz82uprsJyr94Ev8qg94K5R/UN9s6iNYHp+ykqx6MPlEpmhUX9HuN8g8KLXUpkcqveAlcgX+lVl/hHwAgnkgQZDIa8QM0d/4BAJLJJPFV0erwAzR3/gEAUqm0Qtk10VEjE2JU3PkHAMhkMgSZFEoVdq7JnX8AgGw2S5BJKlNgHXHnH3REbHCKJTLsSMSdfwCATCY77esG2HrT0ApPALOuy51/AIBcLjd/7VnYes3AMoMD823nzj+oZeUXiA4iLeZrwp1/UKt3dRId6IrZcucfAADd+6w9h3+ouPMP9PyasIysLp0E/pVafYh/AACv18f8BPPCP9Czdnwct2fGC/8AAOjGezSKCePmhX8AgFis++MNhTDreLzwDwCQTCaJDti6u7zwD/T8eD24SS0v/AMAxBLpvw7vWlH8fsclagde+AcAyGZzd4/rOrDxycYWage++AcAeGTabtjh3dWN1Fa++AcAeGFeDewwaUUdtgMv/AMAvPbREdhh6JLD2A688A8gYQRKFe0Gau9I4F+pxT//ZDKFQqlWa3RIq1WhVJN2y7D8SyS6x1bsKI/yD55dVarURKvVZlco1aS9JSz/0LEV+5ZH2v9TKNUKpZqYhTgcToVSTcztGPiHosvlwozyKP8IR937f24PvJKXfwBBlx23e0/a/4O3Jfb/4Bl8kiO6QDhioLFYrNRWlH+EI4L9/kCA6gjLPwCA6nJ4MHY9oMf+3/CKJ9/a++Rbexvauzai6tss8MpNQ7u35bD8Awi6sKM8yr8bh2yCtyXCEVvlTniFgCgd/wAAk1Z0oetF3ChP2v+Dt91yvGuYlht98ApKFDr+Eaugj07fTW0l7f/B2/6yvyuUzOKOwCvothwd/wh03T1uK7YD+ts+MXPvk2/t/XprO2wKRpPQ0Z1jt+Tl3/c7LsEONwzZhF14QPmnUKgUSjW6cg6fOqkMv/+HCv1K5j2EU1IJ/Cu1rlj8JzwtQDKHw9n9yo/bfy4i/tPucFIduZCgU6cLs49VRPyn1WanOnIj3yVsUFkR8Z9mi5XqyOPxEjFEZhyWioj/NJrMWEcSaRdosZFKRcR/GgwmrCPZ5fVwrU5PdVRE/OeopcfKauVUI2ZLz8/dT3VURPzn4A8OYR09d3ky+tDUXVRHRcR/vjCvBuvofwu6jrffPnoz1VER8Z9PvrUX62j4h0eIPlRHoPD4zwen7MQ6GvfZcaKPP4xZsyk0/lMqU2CfOnQYubIn4gX+lVolPP8XiUShYc//5TXskheWf4Qj0tk7lubExXFg+RcKhaEjvd5YhCMbLo4Dy79AIAgdFZfSwmzGBONh+ef1+aCj4jIY6A2YUH4s/9xuD3SE/R/MaxqtnuoIy7/vtl86L3Gclzi+3d5RxJew/7ts+bes/AJ09HO1pAhHD0zeSXWE5d/C9eego6pjyiIc3TqyiuoIy7+3vjsNHVWfwbw6sDGqI4Dj3/jlJ6CjExfMxTny4VLPUPmn1eqJwaGIp65TJEkkBP71kv2h+Mfd2POPo7HnH0djzz+Oxp5/HI09/zgae/5xNPb842js+cfR2POPu1EdARz/uBtL/nE3gX+9ZgL/epjAv6JN4F/RJvCPi1EdAYF/HCTwr9Tqw/xjvf/H0djv/3E09vt/HI39/h9HY7//x9HY7/9xNPb7fxyN/f4fR2O//8fdqI5AafjHcv+Puwn7f71mVzH/7HykpSYZtlCDq2eyNF4Me2ADPYnBl2EPbKAnMfgy7IENbApEjoY9sIGexODLsAc2jI4w71/CcZ8dpzryhxJovlBeDHtgI5HK9Btewa+jp97GH9hAQy55sfsmbsc6evjNXfw6unVkVSqNOQ+qUmv5fepEYqkQ/9lrdhXzL5lMkg4DcDS6zGTpdJqUMpujqWkyk2UyGVLKbI6mVKmxh7iz2Sw2PrZokytU2IRhuVyOlOSQo8nkSrq3Y46VaEgmlSniNOlGF/187pqBvH0D7xq79aICn9Tmi8qL1/GHwNtGbW7owMzRAQBr9ohuQBK2cbT/e63yYBP+COamw3I0YRtH6zesYtsJ/HGC3Q2am0dU8uXohiGbfq2RYh0FgyE0hxR3o8tw1GsS+Fdq8Vb/PZfLJRLJeDyBZheDFo1G44lEt8W7jFqRR6XWxhOJZJKpgFkul0skk/F4QqEgEzcUDmMdUVfkFApVPJ7Iu7iRTCbj8QQ1fjUQCGIdUcPMpDIFe0daSvyq1+vDOqJWDRRLZPF4IpFIMhfQSKVS8XiCCkKX24N1FI8nqMX8YrEYK0eJhMlEXhh3OJx0jqhPTiQSTSQSzGmoXP6YyhxYvOE86ev00W/NKnOAMKXJT9i/Z+4hdT5xwayxBOhOZ0N5AnGVOUAdkub82Ejn6MX5B0id953WaiyBaJyxUkcooTIH1lDKSkz+sp7OEXE2nLCKIwq1OcBcCzAQSarMAWpZiREfH0Udob7eWHGS1PmnPSK1ORCMMj3hoWhKbQ7sOaUl/ezL7x2gczT7hzOkziur2tTmAHblk1A2m00kEtQqoQqlusdThzx4Vit5S8VqtcUTCeZqKr0jgX+lFm/8I+RCcuh1iiQmXCwGIVLFIpbFaaFIRXexsRiESCM+XZIarALBHkuUGi1tBl4AAGnEZ1kzFoq0RKlSaRgYQ/resilqSCgai6EJx9HU3lSRtkLpktRglUgkUEdSmYJhQcnt6fnkmPIU1kFl90bRw9p3jNni8tMWTd1V36O+D3bNk07+cOLv47cRP3vziEqG7+3RFhM6PR24iDZJDVWxRPqhqd0rhzcNrRDraDMyn5PY0enps+9UZ1jU9YXKZLLPzNpH/Ox1g8rPSfCZzAAAIq0HzSfw0NRdzC8NqHK5HFp095qBZcdaaTPd62xBNM33PeO3BSIFbMWRqoPRZd8FAKRSaXTWKJHK6HLH9L4E/pVa/PMPAOD1+lRqrVKldjjzFPLOZDIwaYtGqysIflB+f0Ct0SqUarvdwTxLyGazNrtDoVSrNVps1i5mBYMhjVYHM0owbwnkcjmHw6lUqdVqbRH5A0PhsFanVyhVFos1nc+Ry+VWqjQqtcbtKYCyUJFIVKc3KBQqs9mS9wvv9nhVao1SpXG63Gwqs6OKxWJ6g1GhUBlN5rzzYK/Pp1ZrlUq1w+Es1JHC6J+88uRj03dPWVXPXM8PAFB9Rvfqwton39q7rPwC+xEcSm8LTv+64bHpuycsr8Nm10R1tMU0ZPGhf8/c8+GvzaFoYQOrzROd/cOZx6bvHvPpsVaaSg6ETl+yDf/oyOMz9ixY14QNj2SQNxh/b23T4zP2DP/oCEMdKKhWuXPMp8cem7579g9n7N48FX1JCkVTSzY0/3vmniGLDzHAD6pT45mwvO6x6btnfHMKmy6VQcj3XecP5HkY4omEwWhSKFQGo4nIiNQXJPCv1CoJ/wQJEiRIEEcJ/Cu1BP4JEiRIUF+UwL9SS+CfIEGCBPVFCfwrtQT+CRIkSFBflMC/UkvgnyBBggT1RQn8K7UE/gkSJEhQX9S32ztuGVH1JzGjA1O1u9QS+CdIkCBBgv6MEvgnSJAgQYL+jOKNfy63W6XWKpRq9qZWa01mSzRGm6cDK+uWXReHjm95cTh7uzB4nHT+h/7W9oIc2fceaHttYstLrxXgaNBYyexF3sbzBTlyHTnRNnJyYY4GjhG/vcBdd6qgQ+KeU2fbx75ZkKPWAaNFM+Y5Dx3PMaYXICkciWh1emUhD4NSpdHrjT6/v6C/qF3pHrPs+NOz9j319l6W9tzs6jHLjlcdUyZTBaQ2lup9E5bXPVOIo2ffqR619NjGg7JYooDz9VprcMqq+oIcPTNr34iPj67bJy7ofL3ZFZ757aln36lm7+jpWfuGf3jkh52XmJOQkeTyx95d3fjc7MIcDV1yeNWWdneggMEhk8lYLFalSlPAU6dUa7Q6m93Rd3K+COpN8cM/jkUMNFpdjB0FfWeb62+5v2i7OGxC4GIHG0fBS+L6W/9VtKPWV0expGBUq2+446GiHTW/MNR9vIGNo4Tdeervjxft6PyzAxw1h9k4SqfTXNIQy+RKlnlzovH0PyZuL3q//Z7x2zbUSNngNp3JPj6DnDKUvd05dsvqXZ1sEpLlcrn/zq0p2tFtozavrGpjyfXhlJSh7O3/Xqv8ZGMLS65P/rK+aEc3Da1YuP4cc3JRQmaLteinTiSWmsyWvpDzU1Bviqf6fxyePOL5Y5OTU/PVj1z4V3/L/Q13PGSp2pHXkeHnMo6O6m/9l2H973kdWbfu5urolvs1X/2Yd37mPHScuyPlJyuz+caIUJiH+n8mk4U5oR0AoEPt5h51NmlFXSSe591fbw9xd/TaR0f8+dKSBSJJ7o5eWXiQIfcpIe51M/q/u9/syh+zgOZlLc4en7FHnS+hHQBAruBa/08mV8Zi+Eojgv6QKlX9W7FE5g8EoClVauqj5nK57Q4n6ZG12x3M7+PqFd9RMeM8eBTaxWETqEO2/sdfdD+sb/7vENI4nmPMrqn/6Tfqrey7a6CjjtenYyC0arV+zYbWV0aiF6XzP8wylrOwVO2g3spcuR06Ek2bS21VfbpK/9NvF4eORy+Kps/LMM6hHTVHqLcy/lIOHUnnLKa2yhd9ali3sX30FPRix/gZacZMrdj6t3aHEz4M2Fclo9HsdLm1uh45i9UaLfP7OLb+7ccbW6rP6KrP6D76rZna+vrnJ9bsEY1ffgK9+Nzsaqs7wuAIW/92/tqz0NGKqjZq6/CPjqzbJ56yqsfU59Hpu7XWIIMjbP3bmd+ego5W7+rE0u7nasnMb0+hFQr/NXmHVM80h8bWv534RR109NsBKbX1udnVG2qk765uvH5wt6O/vU5bMYoQtf7tax8dgY62HFdRHT0ybfdvB6TvrW1CyzPdPnpz3sSk1Pq3ao2WGIWoT51UpvB4vBarDa1wIpbIikhEXAolU5lQNBWKpgpaqBdUkErFP4lUTrRi69slUykA09T2LOluMJoYXvyx/CNaxW8voA7iYbkSAJBNp/U//oJev/TGrHSYdtTD8i8d6nrblX+wjNrqO98KAMhls6aNVfW3PUBcbxs5OUWfcRvLv9jl0geaL3+gtrqO1sFW6/a9DXd2r51eGDgm4aAdjLD8C4llsNWw/ndqq21nNfGzp/72GHG9+YWhMfriDFj+hS9/1B4vpt69y+2GrcFgCB2M5AolQz5iLP/2N+pha3Wjjtr6ReVF2Hqm03b3uK3E9XsnbOtQu+kcYflXcUQBWxvaLdTWhevPwdaLCtc/J+0grt8xZkuTmLa6ApZ/a/aIYGuHCjPfnf51A2wV67xopdlbRlSduIApGgyF5d/nFRdgq96G+XtHLT0GW9XmAFovot+wiupGpoooVP7NX3sWNvlDCaqjl+YfgK1GR/glpIDU9YPLq44pGRxR+WcwdqfYpj51CmVXwcJUKkUqPeYqpGxLifTT5QJYG2jqHQriLv75JxJLJVKZXNFdDFNvMEqkMlIZuSSy4ezpWWydoWQSyr9Tf3vszP1PNz7wLNEqW/DJmfufPv2PJ6n8g3LUHGm462F0zkTnCOXfqbsfPXP/02fuf5rgpeqzr87c//SZfz5F5V/XX3Ty9Ol7ujfb2se+STevRfnXcNfD0FHc2jVE6lb/DK9g+QcA8DdfQFsvDBpLtz6J8q/hzofgbYkPx1S2meqI4B8AIHhJfPaR/t0IfH5IhqYmLYl/EqlMIpVFIl0fnc/nh1ew/AMAxONxdCCTyWlLJqH8u25Q+e2jN98+evPh5q4yWIfOG+EVdGJE8A8AoLeHHpu+m2i6c+wWpw8/gUb5d+1lRztOqmFro8gGr6AViAj+AQBsnuh/ZlcTTf/3Gm3JJBL/4G1/O9A1/Im0HngFnYER/IM/jhYYunHIJrpZIIl/8Lbfbu/aGjc6wvDKjUglXoJ/AIBQNDXi46PoZ9Iioy1PgfIP3vbjjS2wKRBJwitoTSWCfwCAWCI98Ys69FdlgDr62IglMolUho4k8KlDq3ER/IMfCKlyWRFVYviVwL9eEP/8o9vGi0ZjdPwDAIRCPV786VbhUf6ZyjbjHemNdPwDAPibL6KjvO9cK/YmKP90q3/G9kn5/HT8AwCERFIUGCi0UKH8U332FbZPLpej4x8AIKLSNj35MgKtfdiboPyTzv8Q2wcAcPq+J7D8AwDETJbz/QcTrcZfK7B3QPmn0+OLj4OeoxXKPwBAKpVSqrprDtvtDuwdUP69upC2tB7KHpR/AABfKIECA4UWKpR/T761l87R0CWH6W4VjvUAxptfNWDvgPLv3gnb6ByhSED5BwCIJ9OTVnS3jvzkKPYOKP/6DcP/PwIA5vzYiOUfACCdyaIlalFokYTyj67U1NLfW+hulc3m0OLGj8/YQ/cqiT5RdPGcaDFLlH9QdocTXR0ttAIXvxL41wvqK/yDHQgE0k0BufMPABBRahof7iKTaNpc7E248w8AEDOam554qWsKOHoK9ibc+QcASDhcxAZn6ysjsTfhzj8AQMofaB0wGraee/oVbNANd/4BADKZjEajI9bSsUvi3PkHAIgn06OWHiNmZtgiq9z5BwBIZ7LEduD1g8ttHkzlPO78AwBks7l5a84SHbClELnzD+rTslaiA91GIEf+QX2/4xLRoe4ifgrInX8AAI+ne33+yk4BBf71gvoQ/wBSAVwklmJjH3jhHwDAsf9QV4fbHsBuZfHCPwCAp/4M82/CC/8AAIH2TqKDv/kC5k/mg38AgKhGx/yb8MI/AEAqlSY6YE9E8MI/AEAomiLW39btE1M78MI/AEAqnSWCIbG/CS/8AwDkcrl/Td7B8JvwxT8AwLPvVDP8JoAn/gEABi6qZf5NeOEfAEBvMMIOarUW26F3JPCvF8Q//xRKlUar0+uNRKvVZtdodSpkRYuOf4lEgugQCGIi5VD+nX92QPuoKe1j3yRadT+sbx815cLgcXn5l/R4mUd5lH/nnvpf+6gp7aOmEAGWxl83tY+a0vbaxLz8y6ZS3cDeWEXtgPKv6fEXoaOEs4sH1i274JW8/MvlcgS6dN+to3ZA+df4cH942+jl/ybH/kNdjpDIHewnAwAgJrXKT1ZSW1H+SaRyjVaHnu8MBkPwCroTg+UfAIBYBTWaMK/8KP9uHVk1aNGhQYsOnRV1bZ02imzwyv+9VsnMPwDA4A8OwQ5jPsWMrSj/+g2vgLc92tIVW9GhcsMrt43qDvSnW0qdsLwLXS+/hxnlUf7dMGQTvO3eU12jsNocgFfuHLuFmX8AgHdXNxILhtRWlH/XDCyDt6082hXRY/dG4ZV7xm/Ly7+PN3ah6+/j8cBG+Tfg/dpBiw4RLxnhWAo6QkOE6Pj37fYO2OGmoXhgo/xTa7Qarc7h6N6VhE8d2oeOf25kCpj3EA6/MjnDu+o1P+0RfV5xgViZf+2jI2v2iA406fW2YDZ7JZdk/3i6YvGfHq83EAiSzO32oB2ojoqI/zT9Vuk8dJxktp37iA7YU3pFxH/qf/yF6sh58CjRQbNqNdVREfGfmpXfYxwdOn7q7kdhB8Xiz6iOioj/VH6yEuuo8YFnYQfx2wuojoqI/zSZLNSHIRAIEqOVVqenOioi/vONFSf3N+qp9uRbe2GH5+fupzoqIv5z5CdHsY5evBzQ+NDUXVRHRcR/DlxUi3VETEZvH41ZJiki/rP/u/uxjsZ9dpzoQ3UECo//fHT6bqyjN79qIPpgE9AUGv8plSmwT53Z3H1EJ5lkdfSei0LR1I6T6tk/nHlo6i7qp0Gym0dUjl9+Yle9pqBcPyzlCyVU5oBI6+lQueVGXylc9DWVjn+yxGWpNVrqw5fXPB62/Itq9dAuTXqbOojnNcPa36iOsPwLiWXQkXjWwiIcaVZ+T3WE5Z+vqQU6Uiz+rAhH8kWfUh1h+ec6ehI6Un/xbRGOxDPnUx1h+efz+eHDgC5AsTeNVk91hOXfrzVStTmgNgc21GAOseW1/u+y5d+32zugo60nMIfY8toDk3dSHWH5t6ysFTo60KQvwtGtIzGrDlj+zV97Fjo61WEtwhF7/r35VQN01K4sMoOBD5dJgMo/nd5AjEJFPHWdIkkiUUL+mV3hpb+33DqS/PmwsX7DKpb+3uINcj2tLzP4ftkvmfZ1A5a+d43dOvzDI2v3ijWWXt0KVZsDk7+sx9qxVlP+n2etUvGPu7HlH2djzz+Oxp5/HI09/zgae/5xNPb842js+cfR2POPo7HnH3ejOgI4/nE3lvzjbiXiXzab+7lagh7wL85uHlHJMocfVeclDiLyi42N+fQYwykXfrX3lJbu1/i5WsKjI4F/Av8E/nWbwD8uRnUEBP5R5AsliP1mXmza1w15c/ih0lqDRf8C761tKiife3Ga+e0pul/gT8M/lvt/3PnHev+PK/9Y7/9xNPb7f1z5x3r/j6Ox3//jaM/P6SX+sd//42js9/+4G9URKA3/WO7/cTfelUVpFAAAIABJREFU9/+C0eQL84pPcU5ngxYdYpkmraHDyjEj6zOz9tFliuBFkXgKDSUjWV/kHymHGS8WCGDiPw3rNvI+iNt2YCLaS4El7IFx5wH+saT9Zg3Vkfd0E++OlB99QXVEOujCixmNmPjPUmAJe2DcE+AfSy/iohxjiTSacoUXe3T6bqojAADDEFOc3T1uK9bRA5N38uvor8MrsWO9smeEOS+WZswSXKiy2dyQxXzO/FCb99PZvAuhGw/K0HRIRVv/d/ezLMpRhLCZewnri/xLJBJSmYLHx06l1mD/LxN2x7mn/sfjCH6+/2BsHq+UP9D8/BAeHTU98VIKR/RMNNr66igeHTU+3D9hxyzTZ1OptpFv8OjozP1PR3HLkrlcTqc38PgwiCUyuiKRaEwgd+s3vOJMJz7J8oJ1TTw6unHIptpz+JORn226wKOj6weXE3naSFq9q5OXoRDatYPKf6U5plZWK7+BV6h/sw1fwszn96OHarib1UabqbU4FRcqxd5qzuoZvGMjoou2N1ac5PfDgTrSbGSuTNIX+QcAyGaz0Wg0EolQa78Fg6EITmiqBWhKlToSicZiMYYXmWwqFewQ+VvaqCB07D/kb2mjmqO6ltTz3NOv+FvaQp0ShioQuUwmeEnsb2lreXE46cetW3djHbmPN5Bp9MCz/pa24CVxlr7AZi6XC4mk/pa2i8PJ9SuMGzZhHXkbz5PKE566+xF/88VAe2eGPmE0ACAsVfhb2i5NmElypPt+PdaRv6WNOFbRZbf+y3vmXKC9MxPFZDAhFI/HI5GowWCijinYhwH75ASCwUg0Spf/E0pp8p+XONBcXNDm/Nh4TmLHGjXUbcdJdYvMyVyfSGsNnpc4PvjlPOlnp6yqp3NEnA0n7PdaWYvMyVzW1eAInZc4lldcJP3smE+P0Tl6dWEtqfPqXZ3NUofDy/R/ZHFHzksc1LISAxfV0jmiRkx8UXmxWeqwMBbQsHujzVLHxoMy0s8+N7uazhG1auDiDeebpQ6jg6niUjqdjkSiPp+f9CDJFUq6p466d2MyWyKRKO87f9F4+j4O5SrZ2LPvVNONnBpL4OYRlfy6O9lGm6i5COVyuS3HVdfleyfro/wj5EBy6HWKJAYDbbhqLpcjHYr3+fOXACRk3rQVHZc7xk1j6Nw+Zira2VxBm1yDKvu+g+jPXhg0lgHPohnz0M76Nb+yd+SuO4X+7Pn/DGKgpvz9pWhn9fJv2Dvyt7Sh+Dz72AsMMCMdjZAt+IS9o1g8jr6SS6RyhpJGzp5HI/QGI11PqgyOUL/h3dF0fx1eyVCarqxWjn6jBn9wiL0jlz+GrhzeOGST3EhbaWhPzzC2/8yuZn9+ORRN/R05fn7toPILctrou7qLZtTRw2/uYl80J5HKkF4I6BKMAQBaZE501njP+G3hGNvIi2w2R3oh2HeaNsGKVO9DZ423j95cUC14InkeNGwwHVQymUQfUZFYWqIzfzvrNWyg8t+5NRtqpG1K17LyrpWA1z8/gSaPZTYi/zuqeDJNfRWj2uMz9izecH7TYXnVMeUXlRepL1Uke+rtvXylSG2WOv634GDe3/Aq4F8ul3O63HKFUipTWKw25gQK6XTaaDJLpHKFUu31sar6jcpcse18/8GND/dXLP6MOJyOdxQKyz9Y1vhw//P9B5srtxfqyLazuvnFYY0PPied/2GKsU5vJh5Xfbrq7KPPn3v2VeMv5YU+H86DR1tfGdn4wLPiWQuxy5iEsqmU5ssfmh5/senJl3U/rGcuZ0iV5+TpC4PGnvnXM6Jpc2L07ygAgFw2q1v987mn/tf0+Iuald8zIBmrcDii1mglUrlWZ4jTlIwg5GL95FB1UeEasvjQ7aM3D11yuF1JW8wIqqxW/viMPX97feucHxsL3ckQ67wjPj56x5gtry6sZShmBLW9Tv3U23vvGrt1xjenPIHCTmtpLIFxy47fMWbLC/NqGJgEVXNW/5/Z1XeO3TJ55UnmcoZUWdyRN1acvGPMlv/MrmZeQwMAnLhgfmFezR1jtoz77DhzOUOq3IHYjG9O3TV261Nv791eh1+YJXRWZH91Ye0dY7aM+PgoczlDqjKZjNlskUjlCqWKAX5Q0WhMo9XDXEXRaKkiO9BkcnT20x4R8YZEyn92UeF6ZNruvHd4d3Uj1fUv+yXMP/XPSTsONOmpg9W+01rmH+xQ5fmi0SmbzanMgR0n1R/8cv5FpMrVVc8/QYIECRJEUt70LqOWHkMJRM3/aXKG0Yx0WHtiJjmaL5HK/INx3fXxGXvs9OvkaGpWqi3Z0Fzo5zDi46O3jKhCK14VZAL/BAkSJOhqUiqdzTuy727QoD+CzX+9oqot731Ih0M2HVYwdP7r8EqTk2nlLBpPozsLJHtmFr7aGoNYrnMK/BMkSJCgP4ICkWTekX1nfX7+XVTkP/NKqnj175l7GDr/dDm7LIMaRbbacwasEVng2UvgnyBBggT9iRSOpfKO7E+9vRetD4Xln80TXbCuidnQ3V9sKnPCHn5zVyrdqwUugMA/QYIECfpTKZvNoXW46OyRabuJGRUv9f+oZ05QW/p7C9o5l8s5fbEznbbtdeqqY8rtdeqTbRbuKbZJEvgnSJAgQX8uDUPKIzPby+8dWLtXvHjDee78G7PsOIOjhg4r7CbReReuP3fHmC3Ybg9O2bmsrJX55CV7CfwTJEiQoD+XVm1pL27En/NjI3N6ATrlcjmG5Kv9hlckUplIPDVlFTnVANauGVg245tT3KeDAv8ECRIk6M8lizvCJbnro9N3z1tzdneDhn0eAOa8tQPerzU5w2zOxaP29/HbTlzIcxSVWau2tE//uoHOHp2e54xjH+Wfz+fX6Q0arY696fQGm82eKDDbgvPQ8c4p77SPnsLeLr0xS738m4iaNtkEVp6Tp0XT5rSPmVqAo0lvK5d+GZYqCnLka2oRzZhXmKMJMxUfLQ+0dxbkKNB2STxrYUGOOibMUCz+zHe+tSBHsVjMaDIX9DBodXqT2RJiTGJAldLkn/X96SGLDw3+gK0N//DIrO9PHzpvLCg1gd4emrumceiSw+wdDVtyeOa3p/ad1mYyBYQYWN2RhevPFeRo6JLD079u2F6nLiiWwR2Iffhr87BCHA1ZfGjqqvqKI4oE6+QyAAB/OLGsrHX4h0cKcjT5y/rfDkgLKuuTzWbtDqdWpy/owTMYTC6XmznHHl+iJs8rzl6cf+DH3SJsEShUzAVSxiw7/tzswuAH7dpB5fsb9VfqI+qL/ONY8sZgNLHMthdo7+SSsrlz6uyIIk/WCaiIUtNw+4NFO+p4fXqok9X/U9xiIyfYLMTaRkzyt7SxcZT0+s7c/3TRji4MHuc93cTGUSaT4ZIMXalSB4KssookUxk2GTHo7LHpu0knruiUzeb+U9RIAe2hqbsqj7J9JeJSH+AfE7dvqJGyTLE28Yu6oh397fWtq3d1ptlxnZqalb3dPnrzl5vbWOLWyqEKjVgis9nspaZgOJYqDjlY6zesYt5PZxnS7zFnb2FOM81s1w0qL+LkAxtdlfwzW6xc+Aefv2AolNeR5qsfufCv/pb7T/3tMedBTI0bkgw/l3F01HDnQ9jKSiRZt+3h6Kj+tgdMv1XmdeQ8dJyro1vu163+Oe+0KRTmof6f1WbP6+iSxsN9EJm7pjHvtMngCHF3NHVVfd7CoWxOieW1MZ8eY5PRjcvwB23I4kNsdoM4Vpv7y4CyF+bV2DxMibyh5Aqu9f8USnWJkn8SsrojeRPBFGojPj6KDU5ZczmCtBR259gtBWVkZamrk3+UHOoisdTj8UJTKFXUR81ud5gtVlLKf5fbw+wIW//WUrkDWuuA0dRW1edfKz9ZefaxF3qM4z+sZ3aErX9r+q0SOmobMYnaqvhwuerTVeeefgW9qF7+bY4xjyW20KB+za/QUceEGdRW2YKPVZ99RSrPJF/0KXNmTmz9W+3XP0JHomlzqa2Sd95XL/+25eURPS8uZC4xgV0MsFpt8GEwGs3UVr3eaLPZVeoeydB1egPz+zh2eWfemrO/18p+r5XNXYNJt/jaR0eWlbW+srDHDvygRYeYl5KwhQZnfHMKOsJ+Y19dWPvZpgtDe4b8PT93P0OiKUBT/3biF3XQEZEQmXTP5RUXSWUZnnxrr8HB9DaJrX878pOj0NHXWzGRGk/M3Luiqu31z0+gFx+auktpypOznhqCMeD9WujoJ9wA/cDknV9ubpu88iSaaPveCds61HlSTVLr36rUGmIUoj51Upnc4XCSHkiJVB6JFBNswl6BSJJlyAl7u330ZuqEDPv/yKNN/rKe9w/nD8I/iVROtGp1eurDl0ylAACZTMbU82ctFivDiz+Gf7f+i2gVv72AOoiH5UoAQCYWU326Cr0unbM4S7/oiuUfkWJb/sEyaivcJMsmktpv1qDXRdPmMFRXwPIvZuoqLKL58gdqq+toHQAgm04b1v+OlnFoH/smtsQgFJZ/IbEMthrW/05tte2sBgDksllzxbaGOx4irl8cOj5J/6aC5V843DWmeLyYkcjldgMAcrmc1+dDk/ErVepkkhbqWP4ROxPYamdfVF6Erfsb9ei4/Mi03eqeWTNQYflXcaRrSbOh3UJtXbj+HGw93mpCw8r/OWmHSEv70WH5t+Zyho4OlZvaOv3rBtjaKLLdO6E7OeTd47a2yGjzp2P593nFBdiKPTQ9aukx4mNHZzC3jdpMhNFjReXf/LVnYZM/lKA6eulyZWCJzvvkW3uJ638dXnmwCV80EYrKP4OxGwm42Z4KNiUSCfTdSySW+hhz3HNXLpfbdFhx51j8eYOi7fsdl1AvK1kkS4N2y4iqj35rPtVh7VC5m8T2TYcVLHNSywwFFy1g1p+Lf1CkwjdWK21O/aL5B2Wp3FF/2wPoRIrOUdH8g7LvO9hwZzcwOt98l85R0fyDch+rP/W3x7oROGoK3dtD0fyD8jaeP/2PJ4mm1gGj6aabRfMPKhKNoqsCcoWKrhAEF/4BACQ6L5oX+L6J20mJEwlx4R8AQGMJPPxmNzBuH72ZbhbIhX8AALMr/PSsfUTT/71WqbPh34e48A8A4A7EXkLGxxuGbGKAetH8AwAEIkl0Dn3NwLJzEtrBoWj+AQCy2axeb0Rbg8H82zEcFU+mt55QPT9nf9HAo9ouJIkayxMXC9Y1haKY77JY531i5l7mn33/53PUH+Siq55/Pp8/l8uhozD8ZzQapeMfoNRujifwIxHKP9Pvm3OZDLq6mMvlcplMVKun4x8AwH28AQUGXQglyj9YXQgtMAQdJT1eOv4BAHxNLSgwPKfOYh2h/FMtW4V1lMtk6PgHAAh2iBoffI5oddQcxjpC+Sedt4TO0en7nsDyDwAQVqiaHn+RaLVU7sA6Qvmn0xuwD0Mul0NHK5R/AIBEIilXdK+ZO5wurCOUf68urM1ksqRIS3gFDV1B+QcAsLojKDA+2dgCcEL59+Rbe+Ft0T8KXkFHapR/AABPII6+UM/+4QzWEcq/eydso3OEhq6g/AMABKM9gDFheR3ZBwCgJ//6Daugc/Tu6u41ZJR/AIBYIo2uhQ5ZTFtDEeVfNJ7GOvpkY3eRAZR/AIBUOjvjm1NE63OzqykeuoQ+UalUCvvgOZBXbZR/sIMFiWOQyZV8FbdjVi6XuyB3zv7hzF1jt3Ln301DK4jKl99tv5S3/6zvTzP8mXZvlHm38taRVQWFN+fVH4F/2D7RaIyBfwCAcDhMINBisWFv0oN/ZZvxjvRGBv4BAALtnQSZJLMXYW/Sg3+rf8b2Sfn8DPwDAITlSoJMlya9jb1JD/599hW2Ty6XY+AfACCmNzU98RKxOIm9SQ/+zf8Q2wcAwMA/AEDcZj//n0Gwtfn5IdhvDol/dI4Y+AcASKfTysu1kaUyBdYRiX90jhj4BwAIRpNEnc/bRm3GBtyT+EfniIF/AIBYIk1UMb1paAW2FiCJf3SOGPgHAEils5NXnoSt1w4qx24EkvhH5wgtWUfiHwAgm82hgJTo8GX2UP6h+S1RoUV2SPyDv+1HvzUTHc6K8FNAEv+wfRj419UBKd/NMg6ZL2WzuVa588vNbS/OP8AlOol49pgrP/xlQNm/Z+7JG8SrNPmZb5J3A7gg/Xn5BwBwudywVSyRYWMfeOEfAMC2Yy9sbbjjoYQDM73ghX8AANfhE0SHqA4DA174BwDwnWslOgQviakdeOEfACAsVTBPannhHwAgmUwSHfx+zOYcL/wDAHiD8esHd4ValNXKqR144R8AIBpP3zyiKwnkd9svUTvwwj8AQCqdJQrFYSe1vPAPAJDN5h6f0VVeYM6PmMqrgA/+Qb0wrwZ2mLQCP6nlhX8A2a/RaHXYDr2gYDS5YF1Tcfy7Ycgm+Bp3vNXE3HMNi+IPAADmQvCkshUcddXzT6XW6A1Gk9lCtDocTr3BqNHq8/IvHk8wr7+j/Gv53wjxzPniWQuJVuOvFeKZ8y9NfCsv/xJON9HBvgfzfUP51/zCUPHM+eKZ8zOXy5dbNu8Uz5zfOXV2Xv5l4gmig7l8C7UDyr/zzw2EjpKXK1bb9x2EV/LyL5fNnr7ncQZgo/xrevJleFtio9F19CS8gp56xPIPAEAE06qWraK2ovyTyhR6g1FvMBKV30PhMLyCLndj+QcAUCrVsIPRhEk5gfLvzrFbJq2om7Si7oK8K+ijVe6EV24b1R1/j+UfAGDA+13f8HGfHae2ovy7ZUQVvC2aOxFeQdevsPwDAIz77DgDsFH+3TS0At72cLMRtuptQXjlPmTbEss/AMCs708zABvl37WDyuFtidOQLn8MXnlwyk5m/gEAlmzompndN3E7tgPKvwnL6yatqNt0uGvrNBJPQUdo1g86/n11OZqx33A8sFH+6fQGvcGIxpPDp05x+Yli4J/b7SH60O0994KI4NhlZa2/HZAO/+gIewSe6bQBACQ6L3M3B2M0MiHmeeTXW9t5/Kuvev51sot/8QcC4XCEZD6/n+jg8WKWU4qIf7HtrPadbyWZ+1g90cHwcxnVURHxL6ayzVRHvqYWooPmqx+pjoqIf9Gv+RXj6Hwrsa+p+HA51VER8S+aVauxjhof7g87oC8fhIqIf7FYbNSHIRyOELuAWp2e6qiI+Je3vjvdKLJRjZgj/nduDdVREfEvE5bXYR0NXNQF2oem7qI6KiL+ZfhHR7COxnzadSLi9v9v7zz7mzi6v3+/BZN+Xf8EkismCaGYAIEEkgAhCSX0GiBAQgm9BkINvYPpHTdMccFgjDFgwBUbU91tuUpyl2TZsmx1aed+MGY83p1drYppmu/nPIDd2T1aaTy/nXbOeMIwiRPrX35cGkV0hJbytxtK+DsCjq9/6T0ngugI74wSNzg6uv4lL7+AWOsqK1v20bf1dkABuPkf0nJrvplrZ0EKNLgQtL6R8PUi+3gC4XWcSGpOtcB9tgSS3ymd483RP8tziktKuZXPrtXWitU/c70GWtbMRdxG3K7JjpzmOiLqn6G8EjrKXbrGCUfF2/dzHRH1rzFXAh0VbtzphKP8lf9yHRH1r+7BI+iodP8xJxxlz1nKdUTUP01DA6wMSuzlWrwVl0i5joj6d+FOYZ3WWKc1no8tFNNSsOyHhZFcR0T9OxGZAx1FpUidcNR1eijXEVH/dl94Bh0lZlQ54eijsee4joj6t/Z0GnTkdGABriNA0r/5vknQkbTaycACxP2aXP2TyuSoFXKi1mVm5YiMSyVMUmbV6LU3hU1nYI8ME/MfmS22ufsS7X4/K58vyxQIkNRxMu8AOwvhpLu7aP+Pq3+um1j9c9nE65+LJl7/XDTx+ueiidc/F028/rlo4vXPRROvfy6aeP1z3biOAEn/XDeR+ue6uUX/xLwhFVewZ7j58v/Va434kD7Rlh1pDlWIL1Bi2XvDA0QGlrueIhPwdSLSnYJE9Y/qH9U/qn9uM6p/L13/HuTU2H2io1fYa9YE8t/a3TK49nQaLHnpbpFAsSuJolICoElrognsyHQCqn8vXP+OnuE6ahP92+HLddQm+rdqI9dRm+jfX8u4jtpC/0pelP71X/SC9K/bjBekf+3HiZ3/c924jkDb6F/9C9M/d8z/6QwWPJYb0XrMCmdt8uHTP6vVhi+AItqxq81qWqFqEig2cjV5rzBOcYVG4A7thvqhLUNO1xCc11L/XIm8zmfEJe/SQyfd3ohXBBNaovKAC253JDt2luuo5mq02x0RO5q1cUlud0QU2qYmndsrg0xGCDZvd2eSE0ZsERR1erc7InY0dQbL2/YaSkeNKLQAgP+ODnKvI6LQAgA62WusHbX3hgcQ91EUYGs73WUWi52Q5SL5YaH9IC97L6XjEsinf0cisu3e6omkZU+XcAp44j4cRJmiUTjFCh6OQMxvZ/eLei31T683ZOfkubHa8UW90kvLkrr0dWMLfr9Hf0sjIdytUaG633OAGx0ldf7WROrRWhq0qX0Hu9FRQsdeejlht4DVYEz7caQ7HX36VWMeIa0PwzCFRSXubYYaeUISO7Qo3K69xZ/VZfoONwcs5ts1teTwffc6Oh3FHj2DEKNpu2J7L6UTHR0Iy3Svo3U8YXqIQa5dMXwTl4usPJ4q5tHWnEpr1Dd3p7j6ZzBZ9l3KsJtE9/0RgSZsYu/O43Lh8tvOPeWGfWAYJiW7uvO0EPG1S8wD2v2iXkv9AwBYrNaGBq1G08AVQrW6TqNp4Bor7GdmVo5EUqjRNGi1jQLbbiyNTao7Ccqbd7j6VO5/XnnzDtfK/ILZstdzoPLmndq4JKueN4WH1WCovZeovHnnwXdDWZfLjp4hOkLb6ltk78tvlDfvqO4mEFUWYjOZa+OTlTfvPBo8jnV5ye6DREc112JYJeM/9lHG3FHFxptJ/eZmRxaLOjFFefPO07HTWJcXbtxJdKS8eQcPZAqtJvKGKjZeIAQ2wzCNjU0aTUNpqYzbphArg0bTkJNLqjkNDXx7mcHzv9KoFCmKeIJsxs64qBQp0b78nf1XffxqTnSqTDhnwqN8RVSKFO2rQzZhYyyfI7Q3HBeJ6FQZd7EDzrMC1fUU2d+cFvPXVTf4HPVfzO5ebAp4fD1FJpAcDgCQXaq+niLb6PeIde2Axdf4HP26ip2ecOXx1OspMoH4nwCAfHnd9RTZnovprGu/nnOZzxHav4Fsvm/S9RRZeqFQFgij0ahpaFCqVKyKlJcv4at1MnkZq7BMXqbRNDTxx6x3gsJyjciQLv8ZFTR3X+KVxBJUAZYfTTkfW7jANwmPby5gkza22sNqszF4+FmifTjm3IpjqddTZPHplTFpct/QjJ728rB7DfHrML5VvCSP1j9EVeuxUOLOLQjDMKzUSMQ9f3zIjrSaonsy/DcBR4+HTWwlYKShSD5YU3RpA4Yz/Hl50ie3ylhEnPPjgzVFl/L1jwKZhrLnrcALS/7ZJN6ROiGllUh36SuQOEKyejNeOHvucvGOWEFfs7JzBcSsqrpGZM3hUlBWj2K4eA3xe3d4QEkl7xMdDG+Vdqf/4kjxkR7LlY0fjAxE17Yb6ieQl4e1cbjHrHCROWMBAHWcZX6JGeSggACAyORWKwy/mHrJbq5BhM5gYTWs1+5L+QrHp1eyWkDiVBwRs8XGGkwTSAv8rECFC8YHowIrVWLTEjEMU1jYKpeWUsn7GxmNRpb+8QUfdpGZu+PFKITrxn1FuPFA3haOWDsfqP4BAADDMFVV1dk5eVnZuXJ5uXAKN5PJDLsIuXn5AnWUz1Gp77GkLn3jO3TLmr1EoDsCADCparNmLYnv0C2pS18xSVxZyE8GJHf/Ia5914xp8wz86SkAAGZNQ87CVfGf+CR26lO8fb+AUhKpCA6FMaafTfyTGC8NYdXp8v/ekPBpj8TPehWs3y6Qy4lI9ZXrMFXh09FTicOYCJvRVLBhR+JnvRI+7ZG3YoNALiciGk2DRFKYmZVTWFQs/E7NMExVdY3ImsMl7mkFDGbdd96VBMGMPAzD7LmY/snE828P85+85Y6izrE0ng9yauACvF6zL6PgLHwcvZLdcfLFdkP9xq6/VaYgJCkVIKO49qdlUV5D/Hz+CLObqj4gRgL7tcP/uSGQy4lIYbkGduy+/D0EBWfhIzy+GMZE/nn59cxiOwk7WchrGseuv9VuqF/HyRfRGg0+bjyQww50/0WRabk1Djkymy1SmTwzKycnN79GoRT+e9c2NhYUFmVm5RQUFGkbHfuNxFNYrsHfnNrIJm+5Q/Q+Z2+Cex39vPw6K3E01b9WiNcYF+Ose7IjF3k1Hbnyqagj6ujFOxKJc6ESxNuXv4dU1ZJfMeu1RpHDp2Lsk4nnKzjdcap/FAqFQuHlECnlvVus/bhg4Wy0ebI6t0jg51MuZpD6/VT/KBQKhSLElcQSt++J7DkrXMxYtLRaa3ctjLB9v+Aq30Qs1T8KhUKh2EFa1TD8H/ZKWqdt6ZH73PChfCjq9ChkuUP24ZhzvqEZAuuqqP5RKBQKRRQP8xS/bb7jtOy9PyJw6ZH7jq51gqQXqVA2Zrv2xdRL6888VGnsLBOj+kehUCgUB6iq1QXfLpi+Iw7PHylgnaZemu+bFJFQQgyC6hB5sjq/6PzZexK6Tg9leek6PXTs+lsbzj58kFNjs4laGeQW/buaXPr38VQBg6kN3QXVPwqFQnklqNMan0iUoXHFJyJzxm1ojgAwaWPsiciciISS9CKVpqmt8hE2Gcwqjb5C1aSo04vfPPq6Q/WPQqFQXjkE8j9Q3IXb9K9Bqy0rq5DJy8RbWXmFUqlyNMJsXeqjvOXrs+etEG95y9fJjp4x1ijt3x1D8yQ9f+W/OfMdcJS7dI304AlDhWM9dG12nmTNFsccLVlduu+oTmpn8zWLpsKSgvXbHXO0eHXJnkNNBXY2X7MwGk2VlVUOVQa5vLyqukbPH46OSIWqacPZhzN2xk3fIdZm7o7fcPbhwzyFQ44HM6kkAAAgAElEQVQUdfrNgY//cMTRHzvj1p5OEwjaQqROa9x5/pmjjlafTLvzmBD0VQCtzrw/JOPPXfHiHc3YGbfqxIPoVJnIATGI3mg5fDnLUUd/H0+9klhiFR0uBwBgs9lUqlq5vNyhildeUVlXVy8QcPFlQfXvBeAe/WtqanI6yGxWdm5FRaXZLEoFG/ML4tp3dS5ec/wnPnkrNogUJ72sLOHTr5x01KFbzoKVIsXJpFQlftHbOUdxH3XJmrWkUVIoxpFF25jc/QcnHX3YOWPavIYMOwE7IDabzZVMNMUl0iaeaNcsrFZb33lXnF4+8PPy63FPxQY4Hrwi2mlH/RdF3ngg9k1FOFq/sH0zN+JygqiMbsC1gCA9ZoWfu10gcsO43RUNAtZ1eujpqFyRKlhdo3C61uXmSZRK1SulglT/XgBuyv9XUel0zUP1r6nJfmCtkj2HnG7Bm2Nddv5WnfzAriP5yQAXHSV+1kt5655dR5WX2CGzHbWET7+qjoiy60h5846LjuI7dCsPumTXUWOj8y9DyBQK+531zOJapxtWZJsCHtttx+U1ja47WnEs1W7wT63O7Lqjv/Ylisnr7Xqipalb73LzBnD5eMJ5Fx2NXntTTJTRfEmhi7WuqLhE5Iv4C4Dq3wugrfLfZmXn1tQooOVLCL2B8opKmawMTxaRlZ1bV1cv7IiY/7b0wHFoxPw+ecvX5cxfkfTlNy0H23e1244T89+W7D4IHT0eOoF7Nmf+3zkLViZ3+w4/SEyui0PMf1u4eTd09HTM79yzWbOW5C76h5X+onjnAeF2nJj/VrJ2C3TECtsNLXP6/Nyla1J6D8IPFqzdKhzUlJj/tqysAlYGqVTOPVtSIi0rq2C1X/KycuH3cWL+2xk743ZdeLbrwjPiJqdfVlxf4Jv09ZxWaRl+23xHuB0n5r/9bfMd6GjuPnZGCK8hfv0XRy46mNxv/lX84IjVMfWNQu04Mf/tmHW3oKOlRwipkb6ZG7Hk0H1W/odBS6OU9UIjycT8t0NXRkNHq0+mcc92/zNs6ZH7Py+/jh/sO+9KudJOwEzuXu8Bi69BR5sCCDmYOk29tPxoCivRxFczw4WTZgBS/ltJQRFqhbi1Lic3v6KyqqRUih/My5fo9QZhRy+GU9dy248Lbj8uOCAm/2V/ljeWttK/nNyW34xVw6CZzGYAgNlsZjWI1TVCEzME/fuoCzqbPXc5txFvzC8AAJjUdTkLV7XSmH93MvzNK1H/LNrmP/X8VRu5Z+sePAIAWBq0kn82sQTYxp/0gKh/+rLmcbniHb7cs8pbdwEAVp2uaMte/Hj2nKVWA++fLlH/tNl58Kzs2Fnu2arQqwAAm9FUuv8Yfjxjyhz0VXAh6l/j8/RPtWpCkjalSgUAYBhGqWyVuaaouFRgepiof5HJUnj2anIp9+zWoCcAAJuN8YvOx/OoCUS1ADz6F3izOU50/LMK7tkVx1LhE126W/SfUS2ZZnvNvlxaxZuYgqh/hy5nwbPphSru2Vm74+HZyGQpni+i6/RQgWhYRP3bHPgYnpVWEZ533Ibb8GzsozLv31pW6necfPFZgVDkeq7+LT1yH56q1xq5jgYtbR7MSM6q6jK9JVNVh/HByVlCkxdc/ZPJW7I5cmudpKB54kCn00mwd6/snLyGBqFMWJQ3hpesfwAAhmFY6eNr+CXQaf2DlB44zpJAPkdO6x+k7Gxw3Edd0KncJav5HDmtf5Cq0CvxH7fk58ucMZ/PkdP6B1FE38YnRJ+Onc739uC0/qHL8VGBgsJivn6t0/oHSc2pxofmuv8ZxtcLdFr/IOlFqs8mt8Rd/HzKRb6dW67oHwCgoKy+24yWjVwdxgfzRUN2Rf8AALIabe85EejUf0YFCXTOnNY/AECNWgdTbUB7d3gAMfIkxGn9AwBYLJbi4tJWNVbcJPQL42mBMiW7GpmYRFqP8hX4JY4G+C6pbMAvt7v//XXE/fqnqq01my34a7vVajWbLaxm0dS6S6RS1bY6ayJvc8H1T3rolEmpwtMeWRq0JqVK8yyTT/8AAFVhkbhgNOaSs73g+le8fb9JqTIpVagCWRqbTEpVU1EJn/4BAJQxd3DBqE97QvLTSv8k/2xqdvRcWixNOniET/8AAOrElMTPv0ZnVbfjiI5w/cuetwLe1vb8Z7Lq9fAIfitc/wAAmsfpSV36tpwNiyQ6wn/oklKp2Wwxmy3oq7PZbPBIXr6EqH8AAL3ekJuHnyU3ebj+/bg0SlGnV9Tp0dSX0WyFR77F1sjg+gcAKCrX4IKx/dxToiNc/3rNvgxvazA1f3Wm547wNTK4/gEAyhSNuGD8fTyV5KeV/nWcfBHeFoW2slht8AieGxbXPwCAok6Pj4WyziJw/ftgZCC8LZJ/63NHs7CUdbj+AQDqG43DVrYMUU749zbJDwCt9a9M0aio02t1Le++0NGKYy3JfnH9AwA0GcxoJ5zXEL+fl1/nc4Trn8FgMJsteAotWOvwHJO4/gEAbDYbngtXUlD0wrKjiIEVt1N4IB3y6aRWG+rhql3W2wYsSTzIysAsfmnVa4T79Y9vDk+n0wvoHwBAo2lAZyuryDn2cP0r8wsmO5LKBfQPAFCbcD/h0x7wbN6KDcSb4PpXeuA4sYy5rl5A/wAA9Y+eobWdWbOXEG+C61/hpl3EMgzDCOgfAECbk4/mHZ9N+IN4E1z/cpeuIZYBAOCLUVn6BwDQFZfC9IRxH3Z+9MtY4h1w/SuV8qYwxFsrlv4BAEwmE5oOzMsnLzXE9W/wimg+R98vaJmEY+kfAEBRp0ezdJ9OukBcOYLrX5+/IvgcjVgdw6d/AID6RiNM5uc1xO+/o4OIG5lx/ft8ykU+R1O33hVQuCaDedTam/DsO7/6V6sJXUCW/vE5WnQwmU//AABGs3XKlpZPwtcFxPUPvTSw2HD2IZ/+AQAsVhs+yfq0gLw2Cq9RfGmWaxRKPv0DADAMU1FZhQpo+Qf5XzxU/9qCV0j/AABomjo7J4+49sEt+gcAKA+4AM8mfPqVSU2YJnGL/gEAqiOimgu072ooJyRldYv+AQBq7yUKP7Jb9A8AoHmSjnVqH3MLuEX/AAAGQ0tibk0DYc7MLfoHAKhUNb31fDHkhTuEzSRu0T8AQH2jEWVAPXqFsJnELfoHANAbLZ9MbB7a3Ubq1LpF/wAAZosNdaBX8nRqXdc/AIDNxqDXlNl7Eog3cV3/IGggVKD2vnio/rUF7te/4hJpeUUl3oFTqmrLKyphOmZh/TMYDKgAcQoa17+no6dKVm+WrN2CzlZevCxZvTlnwUq7+mesrkEFqq8QRlRw/Xs8bKJk9WbJ6s1WQ3Odq75yXbJ6c97ydXb1z9KkQwXKAwktGq5/DweNho7Mz98hlLfuwiN29c9msSR07BXXPDJ8klsA178H3w+Dt0W57NUJKfBI/Cctg8NE/QMA3P+qeR9h4ebd3LO4/uXlF5RXVJZXVBqNzV9dU1MTPIJP8hH1DwAgKWjuApaVETbq4frXcfLFJYfvLzl8H80PZRTXwiNICfj0DwCAembE9Nm4/nUYHwxv+yCnOSN5QVk9PPLF1EvC+gcAQEN5Q1cSBBvXvw9GBcLbxj9rfvYyRSM8go/Z8o1wzt7TvL3v23lXuGdx/Xt7mD+8LdqkWKsxwCP4Qlmi/gEAVj5vJb/8PYRYANe/RQeTlxy+j3LZ6wwW6AhfKEvUPwDA9nNPYYH/GxNELIDrn7ysvLyiUo292sJaV1hUYlf/lNhczKuzI9AJ/Tt8OQuus4UGB1HE61/sozL88lypUHLB15SXtv6lsbHJwEGr1aICtaRumRPrX5S37jUVFLNM87ilEyM/4c915MT6l+rwa1xHjZJCVKBk90GuIyfWv5QHXOA6aiooTvysWf/wdwKEE+tfpIdPEx2hrRc581dwHTmx/qWquoZbGQwGA9K/klIp15ET61+WHrmfL6/j2sAl12CBgUuucR05sf5l5u54oiM0Mtn9zzCuIyfWv0zYGEt09Pu25j7ixxPOcx05sf5lyN/RREfzfZNggbeGEf6OgOPrX/rNv0p09M/Jln30aAYRx9H1L/mSAmKtw/fR8y1EePHw6Z/ZYtM0mcRH5BGvfyKxWG31jUazxeEXBaPZqtWZX+4k60vTP7tWW6vmOnJC/+ya7MhpriMn9M+uFW/fz3XkhP7ZtfyV/3IdOaF/di17zlKuIyf0z64Vl0i5jpzQP7v2w0LCoh4n9M+udZ0eynXkhP7ZtY/GnuM6ckL/xBjXEXBc/8QYcQGto/onxozGV1f/UnOqx65vzmHUbqjf79vusna8LDuSMmt3PDJHxz8v3CnEL2eFDKxvNJ66lvvN3JZVXd3/DDsYnsVaJhr/rAK/yYOcGoZholKkqMf/9jD/mbvjC8rs7PxuI9pK/1w3sfrnsonXPxdNvP65aOL1z0UTr38umnj9c9HE65+LJl7/XDTx+ue6cR0Bkv65biL1z3V7ZfWPGDrAa4jfgbBMdEnbzf+FxxejmWyWvTs84BQWsObM9Tz87NnovB+XRnGvajfULybNsWjGboHqH9U/qn8tRvXPFeM6AlT/3ARL/wQsIb15nV0b6d+VxJJ2Q+18htNRzRLI0j98Mp5lX/4eIiacnnuh+kcOUdYm+rfDl+uoTfRv1UauozbRv7+WcR21hf6VvCj967/oBelftxkvSP/ajyMsk37d9Y8YDrRN9O9Vnf/zGuL3/ojAcRtuj8RWHUP7fMpFGDG8LfQvs7j2rdaRY7vNCJ269S4rpqDXEL97TysAR/+gtRvq9/4IQvfx9qMy8sO3Ge7RP3zTjLuMuI+CFYjLLVYecIHrqOzMObc7Ii7LrA6/5nZHxGWZqth4tzvKW76O66jRhWQgfCYlJdPIk9W5vWElLsusqtW53RFxWWaj3mz3zdpR6zSVHOqWb/zKafvvaPKyzI5Y7Bu32NvD/IkJWtFqKTfaqxMOm6V/Pn+EVTyP2JeUWcWqNmm5NaBt9G/J4VZBaGfvSYBbZi1W29rTrcLGTtgYC0j6t8A3qb7RyDBMfHolqxL6hma84G/VTfmPdLqs7Fw3VrvcPAlx5XFTQTHauu4WS+zUx1xP2LdrqKhK7NTHjY4SPu1hIG3qN6nrWCGzXbT4Dt2aCgk7daw6HSuStav2URfNU0J9ZRjG7S2RVkuOx8iK++y6RfBsckLrNt1lZ6PziI6m7yCE7XbF9oeQ2xRWQ+a6bTj7kOhooz95psppW3ggmehI0Tp4rBveumQvYUaKD5b+Rae22puItrtAg0uZ3K5/jXrzf0e3BLN9b3gAHl2hyWD+38QWj+2G+pUrG1n612NWOL4HdEvgEzFVqO1wW/5bk8mkVtfVqtVcIVQoVbVqNddYYT8zs3Ly8gtq1eq6unorf4YBo0JVFXq18nxYss/3rBa5dP+xygvhXOP2GpN9vq88H1Z9OYq4+R1irquvDr9WeT4spc9PrMuLt+8nOpId92Pr62e9Ks+HVYVFCmTftTRoqyOiKs+HpQ0cwbq8YN02oiO0f7/F2netCA6tCr1C3GUPsep0NZE3Ks+HPR42kXV53vL1REeV58PiO3RjFS7zC64KvSKQ4NBms9VrNLVqNSumYmZWjkxeRqwMtWo1viOwueYolGp1nYE/qLfZYrt2XxoQI8FDZEGbsDE2IEZCNG6PZNu5p0G3JAKxJa1WW0yaPCBGgvYVIBv+zw0+Rz5/sMes1p5OC7oleZzPG+GWYZg7j8sDYiTc/Hw/Lo3ic4Qvw4O29Mj9wJuSlGxyHCVIfHplQIyEK4TfzrvC5whtFEH2177EwJuS+HTeWgcASMmuDrwpWXOKnVbC548wPkes/A9eQ/ymbbsXeFNy90m5wFp/nU5Xq66rxoKcofdpvlpXKpWxCpdKZbVqdUOD9pWNf/b+iEBWoCLWIuRJG2NBG+jfvacVrF+E9SFZP/G52wUs/VtzKg0vH3RLgp9df+a11T8EKxdgUTFv1ABuolSlUiiQPIuS3QfxRvnhj6P4IjIzNhsrNVLJnkPiHclP+OPXpn7zs83EO0/7ZOSUVgK2dqt4R5UXL7cS6W7fWRp5g/Bm/D4XL5yzYKV4R4obsa1E+vOvTaTZVkjuon/wwhlT/xLviJULMCs7V2BDFWsUvajIgXgTGa1zAbYb6pdTyvtE257vpIb29ZzL4vOMF1do3vm11fxHag6vxhy9ko2X/PL3EL4AKFyq1boPRrUaHbrJv0DufGwhXvLjCeeJ8dWIaJpMHcYH45dfJAXBgUSnyvCS/xkVVEOKr0ZEb7R0wkIEeA3xO341h69wclYVXvKdX/0F8mawYBhG0jqXlkBIfb3ewNI/vf5VDPSM699nk9mRNJ4VtNobM2rtTdAG+nclsQQ/suxICutj7A/JwAscvpzF0j9WNCJWvX0T9M9ms5WVNS+HKSmV8gUighgMxsKiYtgyVlXXOPTCZTObC9ZtgzGmn46dJtDvAQDoyypgLr2ET78qWL9dICERF8ZmK96+H0ZXeTxsYpNgu2ysUcJcevGf+OQtX49CxohEeugkjED2cNBotDmPiLlek/nnwriPusS175ozf4WAUhIpO3MuqfO3cR92fvDDr/UPyXGfIZYmXc78v+Pad437qEvmHwvM9nI0slCr63Jy82HnXjigos1mKyuvgOMHdmsOl4iEEhiBpdPUS2gXIBGL1bbqxAM4A//LiuvSaseS3dx6WNZ1eqjXED/v3y4Q46UhbDZmU8BjmP+o/6LIfLljETSSMqu+mhkO9eyUvSSo+y5lfDT2nNcQv2/mRqQXOvAeCQB4VqDq81eE1xC/j8ae4xsvRZy8lgvzZvSYFX4/S6h/ySVPVvfDwkgonJsD7WQeDr5dABMtdZ0e6ujKCKPJVFRcAhuWysoqYUf1Gg2Mt56bJ6knzYa8CuD6x41pkJJdjQtJG/X/olKk+JHFh9gD0bsuPMMLnLyWy9K/7W+8/kFsNpvAGCYLi8XidJwhq8FAnMAjYq7XCGTIs+fIKL7pN2sarDqx78UsbEaTwKgsC4u20VHla3FkNgt0+9iOmnQWZ5OiMQxjsVhEvtw4VHNYWK02Zb1eZCwMvdHCl4fILgzDqDR6MTloAAAGk0Xd4HxKVZVGLzK4hslsrdW45MgkInE8AMBssbmSDUfdYBDZD7ZYbSqN3ulxSPENi0NV9KXAmv9jdbuPXW010gCHGd2uf6xeJjcXB2v2OipF6qH6R6FQKBR3wdK/Y1db4qcbzdYvWg8sxz4qA22gfwzD9Jrdap8DnpG4oKweX4b68YTzRrOV6h+FQqFQXIKlf/8ZFXQ2Ok+l0ReWayZtjMVPvTs8AG4kb4v9D0ciWnU0u04PjX1UVqsxJGdVsRZhrTvzEHD2P1D9o1AoFIpjiI//svP8M3hJW+hfvdbI3erOtS+mXipXNgKqfxQKhUJxEVz/OowPZq0NRvbz8utoWrqN4p/VqHU9Z4ULi19JZfNiXap/FAqFQnEJXP96z4m4mSbnbmOdvv1eVW3Lupi2i39dVaubuy+RG8PsnV/9p++IQ+IHqP5RKBQKxUWeSJTJWVXQnhYoAQA6g+XolezZexKm74jbfu4pN6hCWm4NuiQ5q8rR/LfFFRr8cmU9e8VvvdZ48lruooPJM3bGLTyQfOhyFrdMpaoJv4msptUa8hq1Dj8rfounu6D6R6FQKBRPxG36p9PpKquqKyoqxVtVVbW6rs7RnX+NuZKibfsK1m4Vb0Vb91ZevOzoPrmmwpLinQcK1m1zwNGWPRVBIeL3I0L0srKSPYcdclS4eXe5/3mTijdeFxFDVXWp7zHHHG3aVXbmnLG6xiFHZrOlRqGsqKhyoD5UVimVKkfTbddpjQfCMlccS11+NEWkrTrx4EBYZmG5Y79Rg8509Er238cdcPT38dT9IRkCYWiI6AyW01G5jjraeyn9WYFje96NZmtAjGSlI45WHEvdfeHZgxzHKoPFart4p9BRRzvPP0sQjKnGhWGY+npNRaUjta6iqrpG0aB9tUKd4cQ9rTgbnXc2Ok84lB3FOdyjfzq93ukgszm5+dU1CpFbnnWlsvhPfJyL15zYqU/x9v0i97AbqxWJn/VyzlFCx14FG3YYFaLaI3O9JrlrPycdffpV/qqNhooq+24AsBoMTse/jv/YJ3fpGl2pzL6b5vjXRU7XB5m8TCDgJ8vRIFIuTZE2aVOseM0Ys+6W047GrLslECONxR87nY9/PWzljbinFSIdLTuS4rSjQUujbjwQGxt6c6Dz8a+/W3CVLyI5F6UL8a8lBUXqurpXUAX/3BUPv4oVx1Jf9md5A3FT/qMKV/Mf5UsKxLR6JXuPONeCI7vfc2BDRrZdR/JTgS46Su7ar+7BI7uOqkKvuOgosVOf2nuJdh0pb91z0VGCd09F1E27jlgxP52wrOzcWhERcLJL1U43rNDeGuZ/9Ir9ylCubHTRkdcQv53nn9ltXhv1ZtcdrTmVJiacKSuKqRO26GCymHgxeE4A52zGzjidwX68GFbMTyesVCpzOvZQG0H1r01pq/y3Wdm5FZVV0PLyJcTX/OKSVskBsnPyGuxF2CLmvy3YsAPag35DuGezZi5KnzQThglF3aaaa3bacWL+W8nqzdARK5o2tIzf56ZPng3DhKJuU+XFy8KOiPlv85avg44eD53APZv+26yMKXNapWf6qIv8VICwI2L+25z5f0NHT0ZN4Z59OnZ6xrR5MEwostJ9R4UdEfPfSmVyWBmKS6Tcs0VFJaVSGQwTisxu2EZi/ttxG26vPJ668ngqNyOE1xC/HxZGTtoU+/mUVgvn5vsmCQcYI+a/Hbk6BjqavOUO92yfvyImb7nTeVoIfnDatnvExHUIYv7bwSuioSNi1/CrmeFTt95lJZoYu/5Wg05oJJmY/7b/4kjoaO6+RO7ZztNCpm27x1r4PuTvaLuh3bj5b7+ddwU6WnKIkIPJ+7cL03fEsTZT/7AwslJlZ/6Cm/82X1KIWiFurcvJzZPJywoKi1t3BAtfnZy3AICick1abk1abo30ha8N8QTaSv9ycvPR2ZJSQpNnMpsBAAajkZUiRyU4p0XQv4+6oLPZc5dzG/HG/AIAgL6sImPKHPy49OAJAUdE/bM8D9+cv2oj9yzs7RmrFVmzl+DHi7bu5UtMAXj0T1/WPIpVvMOXe1Z56y4AwKSuy126Bj+ev2qjzcLbvBL1D4XYlh07yz1bFXoVAGDWNBSs3cpSTYG43kT9a3w++VqrVnPPKlUqAIDNZqtqnRJL+H2cqH8o8vXV5FLu2a1BTwAABpNl94VneBrrX1fdEIgFStS/wJsSeJaVegZ/WzdbbEcist8dHoCOD1h8TSBhAlH/Dl3OgmfTC1Xcs7N2xwMAbDbGLzofzyba568I1lo7HKL+waRxAABpFeF5x224DS+8dLcIBtqG5vNHmPBkKlf/lh65D0/Va41cR4OWRsGzkclSvO/4xdRLAgmqAEn/ZPKWqNncWicpaI5d3qDVwvjXqO1qanIypu4LpkzRGP+sIimzSqsjB4svrtDEp1fGP6vA90Vw0Rksabk1+HSAzmBJzamOe1qRXqjiC6hbqWqKf1YR+6jsiURJzDfSoDM9yKm587g8Jbua74WsXmu8n1Ud/6wip1T94sefX7L+AQAYhpGXlbduDXlrudP6BwBgrNaC9dtFdmWc1j/4RCV7DuGnCjbs4HPktP5BWLmZchev5nPktP41f87gUDwRYOaM+XyOnNY/SF19PZ5Csri4lO+vwmn9g9xMk8PMDNC+W3CVbzTPaf2DJGVWtR/XkmCo+59hjXpya+W0/kGeSJQwYQISDL7OmdP6B8mT1eFd2w7jgyv4O2dO6x8AoLSqoQfW4/zv6KAifq11Wv8AAGazGe8IZmXn6l6NLEhz9yW+NzzgveEBq048sFpt8N/vDQ8orWpY4JuE3uH+Ozpoo3+rfBo3HsiH/B2Nf7HfLbga/6y5YRm6MhreJ/ZRWVJmFRw/6L84EgCgrNevPpmGv+L0+SsiIqEE3dxmYy7dLYIpUFg1JFfaPG0hkddzp8xHrb0pkbcsv5BWNSw8kIy/tP20LOqe6Alst+B+/VMolAaDwWBseZs2mUwGg6G+XkPUP0h1jQKvfHy5b3D9K951sElS1FRQjM4aqqqbJEW18clE/YPITwW0nG3fVVdcSnSE61/B+u1NkqImSRHqxhlrlE2SIs3jdKL+QSovXsYFg2/SEde/3KVroCOUnsmkqoVH+PQPAKCIuhn/v+7orDqJPE+A61/WzEXwtqgbZ66rh0fwVT+4/gEAauOS8NFdxfVbREe4/hWXlBoMBoPBgFb5WqxWeAR/48b1DwDQ2NSUk9uSC7dWTV5CievfDwsj82R1ebI69CLcoDPBI3i4Jlz/AADphSpcMA6EZRId4frX/c8weNv6xuavrslghkd+xBbjsGZrJPJ6XDD+9SNPDOP69+mkC/C2SMMMJgs8giejx/UPACCt1uJDlNwMNRBc/94fEQhvizZvmS02eGTatntE/QMA1Kh13y+4is5O385OhYrA9S+juDZPVoeShttsDHS0wDeJqH8AgDqt8efl11va0DW8Mxe4/jU2NRkMBryRgbWuEhsIxfUPAGC1WvE39cKiYo6Hl8DM3c3zf8uPplitNvQ99F8UyX11CIhpfie7dLeIexaaX3Q+AAAtHFuJbXLvvzhS3WDg5lKGdvj5e9iei+noYMfJF7tMb6nYXaeHanXmBp0J/Vm9PyKw24xQFK2mw/hgmDlEWq1lxexGdjWZ3Ca3Be7XvzqeBZY6nV5A/0DrnkE1T75KXP/K/ILJjqRyAf0DANRci0HKVLBuG/EmuP6VHjhOLGOuqxfQPwCA6m4CmnfMXfQP8Sa4/hVu2kUswzCMgP4BAOrTHid+/jU8mzFtHvEmuP7lLl1DLAMAgNkHifoHAGjIyE7q0heefTJyCvEOuCSaXlAAACAASURBVP6VSnmXjOKtFUv/AAC4QEoKColdQFz/Bq+I5nOEN9Ms/QMASKu1aPKs09RLxJRGuP71+SuCz9GI1TF8+gcAqFbrUMvSflwwjFDMAte/z6ewc5wipm5tyUHP0j94E5Sl/f0RgcSMSLj+fTAykM/RooPJfPoHANDqzOiR3xrmL68hJ3fE9Y8v7dGGsw/59A8AYDBZJm1qCfHMt6UEr1F8L9A1CiWf/gHOWFTjKzAKyqd/XkP8tgQ+ScyoCrwpQd/wkL+jAQCZxbWoXzh7T0KutC6nVD3h3+bp8A/HnFPW65H+wZJdp4dO+Pf2siMpI5//oKPW3EzNqS6pbDgRmQOzOrw9zP9xvqJS1YTG8w+GZ8E/zMf5irefe7yaVIpiZH+34Gq91ggAUGn0o5+/tK0789BqtaFu/YydcemFqoKy+q1BT9AndDQlp9O8QvoHAKiqrkHDp8R9gW7RP4AN9yV+1ouY1s4t+gcAqDwfBs/Gf+xjrFFyC7hF/wAAiujbqABxo4Jb9A8AoE5KFe7UukX/QOtNNcTEuW7RP9Ba3oir7d2ifwCAGrXuvedtx9loQnJjt+gfAKC+0YhGXPddIuSzdYv+AQB0Bgt6i99wlhy8ynX9AwCYzFbUr110kNypdV3/AAAMwxQWlcACUpnYPR5tB5/+4RXsQFgm/lP+c/IBkh/04ohLTkBMPr5xyDc0Ay4Ylsjr4ZEvfw/Bp+u2n3sKj8/dlyiR1y88kLzwQPKSw/fRvCDDMGh4I/h2Afo1u04PhVGwAQD58roTkTknInNi0uR3Hpd7Pe/F4m+cfz1feLUjWCgjtxtxv/5JpfLq6hqFoqWtV9fVVVfXlLWeIyTqn95ek4frX8aUOSV7DuNzeIqom3AjuV39M5RXogLEtaC4/j0bN6Nkz+GSPYdtxuY6obodV7LncNGWvXb1z9KgRQUqgkO5BXD9ezL8N+jIrGle66VOTIFH7OqfzWRO+LQHLCA7eoZbANe/hz+NgbdFklz/8Ck8gg+lEvWPYZhkn+9hgaJt+7gFcP3LlxRWV9dUV9egje06nR4eyc7JE9Y/AED+8xXt5eWEWQFc/778PWRr0JOtQU9QjvV8eR08godJJOofAGDA4uYO07RthHE8XP/+N/ECvC3KsS6taoBH8BkRvtXq6C14xOoY7llc//5vTBC8LdpvXlWrg0fwHGxE/QPYPsLvF5B/RHSHt4f5w9uiyaF6rREewV8diPoHsH2E3WYQqjdorX+bAh5vDXoSk9asKwaTBTr6aVlLc0zUP4DtI2w/jvzii+tfZWV1dXVNvaZlshDWOnzNOVH/QOt9hC99RyCf/t1Ma9HmxIwqdNxmY9Dy5rC4VkO4ijq9tForrdbWNxqR/g1YfA09I+qBDVoaFRCTj2z9mYforwz/QvRGS6607tLdIjztbfDtAjxNfLuhfoNXRG8/9zT2URnS1Nl7EuDZCf/exh3Nfz4MDjuyL4CXtv5FrzdYOOh0OlRATdoB5sT6l7oHj0yqWpbpiktRAeLOASfWvyhv3eM6MipUqEDJnsNcR06sf6kKi+Q6Mqlq0RBowdqtXEdOrH+BIWa4lvL1j7BAzoKVXEdOrH+pqVFwK4PFYil4vo++hNSjdWL9y9rTacp6PdcGr4gWaHydWP+ywDeJ6GjC81RtPWaFcx05sf5l2rZ7REeznreb/5t4gevIifUvI1fHEB0tP9qsf+/86s91BBxf/9J/cSTREb6PnriAyNH1L/mSQmKtU2D6ZzKR+5EvDD79e5jXMkP0ME+BjpvMVvRvbkRQBNK/jdhU9Lz9hH0vLFM3GNQNhmVHUjrxzN4F3y5gGGbfpQxuhop3hwdsP/fUYLL8uuqGsJf/GxPUtl/rc16a/tm12lrCKL8T+mfXZEdOcx05oX92rXj7fq4jJ/TPruWv/JfryAn9s2vZc5ZyHTmhf3atuETKdeSE/tm1HxZGch05oX92ret0Qm/JCf2zax+NPcd15IT+iTGuI+C4/okx4mYVR/VPjBmNL3kvIJ/+4dr2KJ+sf7hGskD6dzA8Cx1ceKB5uLv7n2F/7UskWnGl5uMJ52GxTyaen74jbqP/4/j0yq9mNg+uBt9uHm+rqtUFxOTP2ZuATkGbszcBzTJ+t+Aq0cuSw/fb7ivFaSv9gxIIDV/O7n79+7Bzss/30PCxu7bQv+Ru30FHaKSxjfQvuWu/ZkfePdtU/5I6fwsdORfsTbz+5eTmwcqAD3u2hf59NPbcp5MufDrpAr6AW7yJ178PxzQ7wvc2iDfx+vff0UHQUYfxzjgSr3//GdXsCDVwjhrXESDp3wcjA6Ejp0PDiNS/rOxc1Ap5iP7ZbAxakHnyWi5+qy2BTwYuuTZwybXzsYVI/9DbFQDg8OUseHDMOvLSbgDApoDmXnjfeVfwbA9oEVnw7YIata5C1VShajI+31CUVVI7dn3Ldojlz8fMX5jO8dGG+ueiidc/F028/rlo4vXPRROvfy6aeP1z0cTrn4smXv9cNPH656KJ1z/XjesIkPTPdROpf67b66h/aLnKF1MvobhxpVUN6P3pQU4NUf+qanVoqSeaRwcAxD+r6DA+uMP44Dl7E9C8Mr61JgeLRBh8u+CXFc37Vc7HFhI/5MO8GviPjyecr8bCQQTdkkBHaCiiraH6R14t0ib6t8OX66hN9G/VRq6jNtG/v5ZxHbWF/pW8KP3rv+gF6R9xtUhb6B9xtcjrrn/1L0z/XnYsNCf0r1zZiHrwX80MPxCWue3cU7QoZtTamwAb/8T1DwCAVqB0GB+8+mTa0SvZaFLw7WH+6UWqjf7N/b+PJ5y/cKcwX14XkybHtwwGxEj8ovPRTfyi83NK1XFPK9ASswkbYxmGGf5P8xRgp6mXNvo/PhKRPWVL86rmj8aeQ6tG25pXJf4114j7KFgrId1iZWcJDUSrbfJuslLfY1xHrse/5lrhvzu5jpS37rrdUe4SQrgZ1+Nfc424j8L1+Ndc+2XFda4jt8S/ZlnvOYR9FFqdG+Jfs+yzyeR9FHhUNrcY3z4K1+Nfs6zdUD9iOOx8l+Nfc41vH8ULwwn9AwBkFNcSR8u/nXcFbtPk0z+zxYZvtUT21jB/uGOnTNHIfaF551d/pK9HIrKtVhs+2olbx8kXYbQ8rc6MdqmyalF0qqg8M27BPfrn9iYvJzePGPhRm5Ub176rG1vwhE97EBMV6Uplzs0m8ll8h256aRnXkbFG6XSiJT7TZuVyHVkatE4nWuKzuhTCli+bzUaMeO6KaTSE4L82G8MKx+y6Bd2SEGv4jy4kWiIavu4Ah6/hcNr4hpJQYgF32bIjKURHaIGou2zGzjiio+rnu4fdZSWlUqKjF8nRK9lTttydsuVuQEy+1WqD/56y5S4eB66wXIOOoz151WrdvksZPWaFvzc84P0RgQMWX/MNzUDRkTb6PYLluWJjsdqiU2XjNtz+cMy5t4f5d5x8cebueJhxHlJUrpm+/V6H8cFvD/P/fMrF5UdT0otUATGSqVvvTt16FwoqwzAh94ombYz938QLbw3z/2BU4KClUZsDH+NhQvVGS8i9oiF/R/93dNDbw/y7TA9Z4JtUXOFYYk4XcVv+W73BoFCqahRK7mqXquoahULJNe6oaW6eRKFQKlW1xN2BEF2JVH4yQHr4NCsvQdyHnQv/3Sk7cpprBRt2sEomdf5Wevh02ekgvYygSRBDeaX8VKD08On7PQewLpf8s4noqHj7fra+eveUHj4tPxXQVMSbxsxYrSg7c056+HRqv8HsDtbi1URHpfuPcdVIeuiU/IR/Yy65BQcAmGrV5f7npYdPP/xxFOva7DlLiY6kh0/HfdSFVbhk7xH5Cf+GdHILDgCwWq21tWqFQllYVMz6iUulMmJlUBBrTlW1QqkSCMPRqDcHxOTvD8kYujKa1UoO/+fG/pAMonHXd/x9PPVAWCbaAMdFb7QE3y7YH5LBjWo4aGkUnyPuGvEFvkkHwjJvPSzj21hmMltD7hXtD8ngppXoN/8qnyPWEjuvIX4zd8f7hmZEpUj5ghdbrbYriSX7QzK4QthjVjifo77zrrAKT9ly1zc0IyKhhC+HBsMwUSlS39CM+ViQM2hf/h7C54j7wjF2/S3f0IzQuGIjf9KlhgatQqGsqKjkvE/n89U6VhaazKyc4pJShULpRGpuymuH2/QPwQpmXVBYzPenbrPZcvNarcuq4Ql7RqRw4068UU7tN9jGo5o2s5klLXyRVoiU+rYSm/tf/WDliY3LMMzDn8fghfOWrxPvqMwvGL82sVMfgVTyz8bNwAtn/rlQvKPqy1GtRPrTrwxVvAlas2Yuxgs/HTtNvKOGBi2rcTHwJ45gRUgoKCwSv/v4QU4Nq7l8IiFE24GsO/MQL9ltRqhw/iOcXGkdXCOA7O6Tcr7CeKREryF+n066wBf5mou8ppE1RHmZPxPsmet5eMkPx5wjhj0jUqsx/N+YIPxyYmwaSHh8MV7yveEBZQqxUzVanZk1FkqMTQOJfVSGl2w31C9PZj8lJMRms7HmAiv5q3cTtucYWlOTUKoEypuE+/XParWWSmVI/IQXUOl0OlRTy8orHHrhsur1OfNXwEY5bcDwJkmRQOFGSWFa/+FxH3aO+6hLzvwVfAJGxGYy563YAMddU/sOFuj3AAD00rJHv4xt1qQZ84nB1fhgrNbCf3fGf+wT92HnlF4/1qUKpc81Vtc8GdmctO/ZxD9NpOVCvI4YpmTPITjAm+zzvepOgkBhk7oufdJM6OjJiMkCSklEoWzu2OXk5tfVk2PjQaxWq1QqR+JnNPIqJZEz1/PgzMRHY88FxOQLlNQbLX/uiocy1nNWOF88ST4u3S2Ckyv/GRXEmj5hYbbYFh1MRiEWBfYjE7meIoOC8f6IwO3nhCJC2WzMmlNpMKXtF1MvJaRXOuQoPr0Szt+8Ozxgzak0vi4jZNu5p++PCIRy7uhUzcM8BYyS8/Yw/8WHkoVfOw6GZ8EEHR3GB4fGORaNWq83oHS4cnm5cMNSW6uG23Kyc/KIy+4obyru1z+I2WwWuXSYYRiD0WjhT1wnjFGhIoa7JKIrkRJn+8RgqlXr+HPxsNBLy4zVjjV2CHO9pqmwhBGXh1pfVmGoqHLOkaVB21RQLJAyEMdQWa2X83Z0hLFarXgKCGHMZrOjyofQGSz58jrhHLMIRZ1eIJmOMAaTJV9eJ7IzV6sxFJTVOxdJy2yx5cvrhJPZIuq1Rom8Xkzydy5Wq00iryeuq+SiaTLly+vEd5pxbDamoKxeZPe0UW/Ol9cJDHgKYzQazWZRlcFms4mvopQ3hrbSPwqFQqFQXmWo/lEoFArFE6H6R6FQKBRPhOofhUKhUDwRqn8UCoVC8USo/lEoFArFE6H6R6FQKBRPhOofhUKhUDwRqn8UCoVC8USo/lEoFArFE6H6R6FQKBRPhOofhUKhUDwRZ/RPqVRRo0aNGjVqr7gJZ1ZwRv8OHj5GjRo1atSoveJWU1PjZv2jUCgUCuV1h+ofhUKhUDwRqn8UCoVC8USo/rWiWCqLvBlbIpO/7A9CoVAolLbl/92SNL3sz/AKcTzgvJe3z5ngkJf9QShvAqfPXXqvU6/zlyNf9gehUCgE/l/PsOqX/RleIaj+UdzIicDzXt4+QaERL/uDUCgUAlT/AMMw6dm563bs6/vr+P/r9o2Xt0/77v1+Gvf7vmNnyiurXvans4/ZbH7wJD04/GpQaER0bFxDY+PL/kSeDsMwD59l7D5ycvDE6V7ePiN+n33kbFCxVNZG7sxms7quvkGrtdlsbeSCQnkj8XT9q1YoYSPFZ4vXbjaZzHbvUyKTf9Lrh/c69YKWnPYYd4GO27XO3/0i/sNrG5s27j7woc+3+Ad+t1PPSXMWFxSXOvN1UFyDYZgzwSHdBgwl1qWfx09LevCIe5XfxbAZi1YKW3jUDdZVBqPx8vWbI6fNQffv2Gfg4rWb4+6niv/AW/Yfsesa2p9LVrn01VAorx4evf4lMzf/i74/CYgftCG//dGg1Qrcx2A0fj9iIn5JYupDdLZaobTrApl37wEiP7y8vJKvnfXy9vnIp29sQrJL3w7FQQxG419/rxP+fd/67Cv/i+GsC4dMmmG3Ymzeewi/pLJa0WPQCL7Cc1eu1zaKmtf/adzvImvmW5995bZvikJ5NfBc/WMYZsDoyfhfeNf+Q2Cb0vOnEf/t2gc/tePgcYFbrdi4g9VYtLX+1WsauvYfwmqe3v/ya1ZHsKyi0tWviSKaNdv2iPyV8V4gwzAf+fR1SP+qaoTED1q/4RPMZvvjFlT/KJ6M5+rfveRU/M973Y59ZrMZrX9RqdXfDh2Lzrb/qh/fvFpE9C1uY+G0/n3+7SAxH37Vll14w3Qq6KLVajWbzecvR779eQ90asE//7rny6LYQ1mr/qBzb/TNDxo3VVJUAqtTwKXL0bFx+BvVyGlz0IVlFZXo+Hudev3v6/5E23v0NLpk1rLVeJ35ceyUrb5HVm7eyRrMOHve/jIuqn8UT8Zz9W/eqg3ob7vLD0OsVitovf4zOe0x/vd/5cZt7k2KpTLW9BtX/ywWS4lMzmcPn2W0794PXvVB597x9x/Y/eS5ksK3PvsK+boaE4uf9bsQik6169hd0yA0cktxF4dOB6Kv/b9d+9TVa0Dr9Z9ngkPwGlJYIoUX3ryXgA7uPnLSriN1Xf27nXqiSw6c8mcYBp5qaGz8ZULLZHbHPgPt3u1WXOL5y5FECw6/6jNwGLrb+p37nf5yKJRXE8/Vv4mzF6G/7cETp8ODuP7ZbLZJcxYji7kbz7qDwWj8bsQEeIfPvvmRT/8EsFgsv06Zia66lyxq5cLKzTvRJd+PmIiaP0iTTj9nxVpkpfIyMfekuMg/W3fjPwo8iOufQlXr3XsAsoSUNFhm37Ez6MLrt+/ZdXQq6CIq33vwaNavz3pp0+n1Tj/R6XOX0H3W7djHckShvAF4rv5NW7AC/Xm/80XP3IIi4OD+v+UbtqFu1v2Hj9/5oqej+nfgpB+6ZMm6zSI/ed9fx6OrgsOviryK0qas3toy+fdB594KVS0Qt/9vxqKV6EIxgYeWbdiKyv+zdTfrrKysAtc/vcHg3ONk50nQQHrfYePETCVSKK8dnqt/B0754y3FB517b953ePHazSL17/L1m+ja/cfPAAAc1T95eSWaMfr06wFwxMwudfUa/GNLikoMRmPI1evjZy4YOGbK4InTl6zbnCspFHMrihs5e77V8OaX/X4Oj4rZeeiEXf3r9fNIeMl/uvSxWCyJqQ//+nvdoHFTfx4/bdqCFbEJyayO15OM7Khbd6HlFxWz7gYVF9qA0ZOdexabzfbz+GnoPg+fZTh3HwrlFcdz9a9Bq0UTbyzrPXj0Vt8jD59l8G0oLpbK4E55L2+fMTPmwmKO6t9vfy1B5UMjo0V+7Ji78bhm5xcV45M0yEZPn/tabN5/Y2jS6T/p9QOxOo39Y97VmFjiRKxOr2/XsTss1mPQiOFTZ3Ev7zN4jN0XGoZhsvMkm/cdxqcGo27dde5ZAkMi0E2Wbdjq3E0olFcfz9U/AEDYtRt4e8G1L/r+dNTvHFwagzAYjf2GT0AFVGo1PO6Q/uEy9uuUmeInV+AILbT23ft16se7f7Hzd79UK5ROfC0U5zgXdkWgLr3zRc9xf85PffQUv+RZVo7AJfhPWVWj4PM7ac5i7taXk4EXnHsKlVrdocd38D7evQfUaxqcuw+F8urj0foHAHicnoUGoPhsyKQZ+CoSNAHTrmN3vDkTr382mw3fv3XjTpz4D+x74iz3E34/YuL6nfuXrt+CeqXQJs5e6MR3QnGae8mpn349QLg6rduxD03LBYdfxU+9/+XXyzZs3X3kJPen/HXKTD6nE2cvZLmYsWil0+ue/t7Uspl1+4Fjzt2EQnkt8HT9AwAwDJOc9njuyvWsNZy4fdzz+1p1HQAgPCoGHfQ9cRa/j3j9i01IRiX/93V/MfHVEPuPn2F9tqN+51D3UaGq7T7wV/xsjVLl+FdCcR6D0RgedWPU9L8EhhZ+Hj8Njpnjq2YGjJ5cWd3Syaur1+ALnby8feTl5GgGXP2DUip+UB2hadD+p0vLPkWaCIzyZkP1rwWGYeCChS/6/oRvsIO2dP2WsopK9FY+7s/5rNlB8fo3YVZLg8VdwifMkbNB+KcaNf0v1thp/P0HeAGay+JlodPrYUQYViwhaIEhEQAAWVlFVq4EGneksbBEil9y+Ewg0VFjk07ToH2Unrlpz8GOfQai8u916pWTX+DQZ8aXz/wyYbpTz02hvDZQ/WsF2v9Qr2nYvO8w3vq069j9dnwS+q937wHdBgzFDS/82Tc/woPcONQlMjleMj0716FPiK879fL28bsQyipgsVjwdT2L14rdVkFxO1BOAkMiCopL/1i8Ev/hev08Uswd8Liys5attls+7Wk67mXl5p3iP63NZuv5U8uwfMCly+KvpVBeRzxU/xSqWv+L4cjgbi3A2f+H70328vYJDLnMN6LFZ9wX8A27fNHZr38Z5ei24lJ5GX7/W3GJ3DLfDBmDCsxdud7xr4fiGHqDIfJmLDJUnfD9fwzDwN016HXKaDLZvTM+tjll3tKK6prFazcjI65PxvOZ9Bk8RvxTxN1viQj4zhc96coXyhuPh+qfvLwSV5HbcUnwOEv/nmRk48UOtt4y6Jz+9RncIk4LV2909JMzDPNxz+8FXtIZhsEHwRzqAVCcw2Qyo20MXt4+EdG34HHW/vdbcYmtal180tL1W5A1Num4d+47bBwqP2/VhmKpDL8DcZHLmBlzUYGeP40Q/xR4UNkfRk5y/GugUF4zPFT/rFbr/77uj/7a5/+zAR5n6V/YtRt4cxNy9fpP437nM7xk78Gj4UHWCgJlrRov5tzkHN7AjZkxl3X2UXom7oIVHZTSRuBrVVCqPJb+sUKA4ntgvEgBZnMlhXgBvwuhTTo9Ppt44JQ/6xKdXo+/HqHAfo4+Ah02p3gCHqp/AIDNew9xdQLXvxKZHN9a3m3AUOH82mLWv0TejMWdpj1NF7ghqyuJjrOmAPEuYJNOj7diH/f8XswgG8V18GiZXt4+4VExoLX+FZZI8c2aI6fN0TY24VvmfQYOw0MWaBq0+FBBhx7fNen0AICFqzeig//t2ic7T4Iusdls+O4FL28fv4th8BRfXUKo6+rxAmJyR1Aorzueq39lFZX4mJWXt8+MRStnL1sDu4Ob9x3G09l48a++Q4jRP1bzBFs0PvjaLIZhfhw7BT81fuaCM8Eh+46dYW2HX711jxPfDMUJGhobWTv2ZixaOXv5Gi9vnyXrNm/cfeC9Tr3wszDUNR4A1svb55NeP6zeuifg0uXN+w7j3TgvLP8fa4XLu516LvjnX7+LYQdO+fcf9Rt+qlO/n9Dbj139i46Nwws8Ss98YV8dhfKy8Fz9A5wQoAI2c+k/wp0/IE7/fhg5CZX56sfhwjcUaLOeZGSzQn5wbchvf7gS/p/iKBcuXxNZnZCYNTbp7IZf8PL2mTRnscFohJcwDLN+5367l7zbqee1W3fQZ7Orfxt3HxD/ZkahvBl4tP4BAA6fCbTblPy+YDlqfQQQo394cJBB46YK31C4zYq//4CYehBa/1G/NWhp5r8XTcjV66xBBZa9/XmP1Vv34O9SDY2NeCoS4rsXK/0CwzC7Dp8QuOTzbwexOnB29W/m0n/Q2fc69Wqj74dCeaXwdP0DADzJyF68djN3k/K7nXqO+3O+8BQdzvcjJvYdNg7a4/QsbgGLxdL31/GozKI1m4RvaLfNUqhqV/y7HV/t6eXt88uE6Zev33QopgzFjUiKStbt2MeNhf3+l1+v2rKLGJScYZioW3dnL1/T/qt+uAjNXrYm6cEjvoGHp5nZa7btYQUtGjxx+jH/YGWtmlXYbl1asXEHWsnFXVRFobyRUP1rRtvY9PBZxoJ//vXy9lm8dvODJ+lO5057wTAMUyyVpT56+ig9U1ZW8bI/DgUAAEwmc15h8YqNO7y8fdbt2FdQXCqmOpnN5qJSWWZufn5Rscjuu9VqLZWXZeVK8gqLYYg+CoUiEqp/rXAo/y2FIoyY/LcUCuVlQfWvFScCz7fr2J0u/qa4haDQiM+/HRQedeNlfxAKhUKA6p8oIqJvHfU7J1CgWCrbd+wMyseNz7Lg/0568GjfsTPaxqY2/bSUV5x9x84Ib6cJj4r5e9MOOPPHmrFD/zWbzX9v2kHjG1AoTkP1TxQTZi38pNcPAgVuxyV5YSE8+PQPxtTG09xQPJBvhoz5adzvAgWWrt/i5e0jrH9Gk8mLxrejUFyA6p8o7OpfUals1+ETeYV2+n8JKWm7Dp9oaGxsyw9LedWxq38Pn2VcjLgGY6Pz6Z/Var0YcY240phCoYiB6p8o7OofCz79o1AApn82m02hqq1V1wmkAeHTPz40DdpqhVIg7p3RZKpWKOkgPIVC9U8UUP8Kikvnrdrwcc/v23fvN2zyzNvxSajAo/TMkdPmJKc9hv/l079zYVdGTpuD1qnbbLaI6FtDJs1o373fxz2/nzh7Ufz9B+ieCSlpI6fNKSqVBYZEdB/46/91+6bXzyOP+Qc7mjKJ8qoB9S80MrrHoOZ8e9+NmAAjokE27Tn4Zb+f7Y5/ftnv520HjqJTt+OThkyaAQt86PPtqi27UCamGqWqU7+fLly+dtTvXIce33l5+7z12VdT5y+jQxEUT4bqnygmzFr4ny59OvYZ2Hvw6J2HTvy72xdGcvG/GA4LODf/t3b7Xi9vnx6DRmw7cHTDLl+4kx1mBgcAhEfd8PL2GTltTsc+A9du37vj4HEYj/tc2JUX9+SUNuCbIWPaf9Xv3U49/960Izo27kxwCMyfHHM3HhZwYv7vxp24dh27+wwcdiro4vXb95as29yuY/cfRk6CaZWqahRe3j69B4/uPvDXk4EXrt++N2vZai9v91lJkwAADKFJREFUnyXraJ4HiudC9U8UE2Yt9PL2mTh7ocVigUcatNoeg0a880VPeXklcEr/YDb5MTPmouhWdfWa3oNHv/XZVzBrEtQ/n4HDUH+xslrxcc/vR/w++wU9NqVtgAmK8W02ylr1Z9/86N17gNVqBY7rn9ls/rjn91/2+7lGqUIlTwZe8PL22X3kJHiuf5/0+qFaoYRnbTbbz+Onff7toBfxwBTKKwnVP1FA/SsoLsUPXo2J9fL2OR5wHjilfzA5AOueUbfuenn7+J44C57r3zH/YLzAoHFTuw/8tU0ekvKigP0/KHWIHQePe3n7PHj8DDiuf3eTUry8ffYePY3f0Gw2f9Lrh2+GjAHP9Y+V1W/uyvXvfNGzrR6SQnnlofonigmzFv7v6/6siTeVWu3l7fPH4pXAKf3zGTisy/eDWY4am3Re3j4TZy8Cz/UvNiEZLzB44nSfgcPc/4SUF8g3Q8b8OmUm6+DNewloRN1R/TvmH+zl7ZOQksa65/iZC7y8fRiGgfq3/cAx/Oy8VRuo/lE8Gap/opgwa2Hn735hHdQ2Nnl5+0ydvww4pX+dv/ul508jWPe0WCxe3j5j/5gHnuvf3aQUvADVvzeAb4aMGTJpBusg7PrDbMaO6h+M2xd3P5V1z7F/zGvXsTvSvx0Hj+Nnqf5RPByqf6KA45/1mgb84KP0TK/nOWad0L8hv/3xXqderAV4mbn5Xt4+yzZsBVT/3ly+GTLmP136sLYowLoB8xY5qn/3Hz728vbZ6nsEv6HBaPzIp2//Ub+B5+OfVP8oFByqf6KA+nfglD9+cMm6zWjQyQn9g8GR8ThYDMPABBTwRZ7q35sKXP+Cq5FCVftxz++/6PsT1DxH9c9qtX7R96f/fd1fKi9HJXceOuHl7XPodCCg+kehkKD6J4oJsxa269j9vU69dh46USovK5bKYA7ukdPmwBWhTuhfg1b7zZAx7Tp233X4RIlMnltQBFu9CbMWwpURVP/eVL4ZMsa794D3OvWaMGvh6XOXdh856d17QLuO3dHuTyf2P6Q+evpup57/+7r/5r2HzgSHTJy90MvbZ8Tvs2EmSKp/FAoXqn+igPvfAy5dxhO4T567VF1XDws4t/+vvKoarlCA9s4XPeesWAs3bAGqf28uM5f+s3D1xtRHT3/7a8nbn/d454ueo6b/hYInAAB8T5wdOGaKsP6ZTOaBY6bg4wdPM7P/XLLqg869vbx9ug0YeuCUPwryolKrB46ZAicXEbsOn/h5/LQ2fVIK5VWG6p8oatV1cOOU0WS6l5waHRtXLJXhBQxGY2W1QqfXC9+nQautrFawFr6XyOQ37sTdjktCe7MgOr2+slphMBrxgyq1Gt/jRXndYRjG7QF9aIQgCkUMVP8oFAqF4olQ/aNQKBSKJ0L1j0KhUCieCNU/CoVCoXgizuhfqVRGjRo1atSoveJmbL1+0A36V1hYTI0aNWrUqL3iZjAY3Kx/FAqFQqG87lD9o1AoFIonQvWPQqFQKJ4I1T8KhUKheCJU/ygUCoXiiVD9o1AoFIonQvWPQqFQKJ4I1T+HYRjGaDTCtH/CZcxm8wv7VJTXFKvVajAYYKojPiwWi90yFArFUaj+OYBSqboeHbNtx+5NW7Zv2rL99Fn/h48es1qlhoaG2Dv3du/1hWVOnfF78vQZK+ERTvjlK34BQTE3bwv4TU/P9AsI8gsIampqctvDUF4qFoslPSPz5OmzsJ7s3L0v8tr1mhoFXoZhmLy8/KBzF2CZ7Tv3RF2/oVAo+O5ZUlIK60lVVTXrVMzN2/AU1wQqJ4XyZkP1TywyuXzLtp2wJcLt4qVQk8kEy+h0uoOHj3HLREXfIKZkK5VKYYHAoPN8fs1m8+GjJ2CxhoaGtno8ygvEZrNdCgnj1pPtO/cUFBSiYmkPH3HL7Ni1lyiBDMMgpSyVSlln9+4/yL0VNKp/FI+F6p8otFot6tLt3X/w8pXI02f9UQuSlHwfAMAwTEBQMDyyZ9+Bm7diL1+JRGUePnqM35BhmIKCwn2+B4X1r75ec/5iCLoJ1b83g3tx8eg3DTp3ISw8YufufagjCCMWSqUyVOb8hUu3bt85fPQ4/O+BQ0dZUQ11Ot21qGhUnqV/jY2N8PiuPfuPnzzDMqp/FI+F6p8oUh+koaZHr9cDABiGuR4dg9TOZrOpVCr0Fl9dXQMvTExKhgePnTgFj8jk8nPBF1nv41z9CwkNP3r8FOtVnerfG4DNZkPvUimpD+BBlUq1a89+ePBB2kMAwOWIq/C/EVci4eCBVtt44NAReDAnJxdeeCPm1snTZ1kjEyz9Kykpff6ilvJCH5VCebWh+icK1LF79PgJOlhfX49anKampgdpD+G/L1wMQWWMRiMqo9FoAAA5ObncMSiu/m3dvotbjOrfG4BcXgZ/zX2+h/BVVJFR19FoOa6RFRWVqMydu/fgwauRUfDI8ZOnufWEpX/o7Q0fXKVQKFT/ROF7sPm9G1+hUF+vQS2O0WgMvnAJ/jsx6T5+7YlTZ+DxJ0+fAQDKysrDwiOgoeUPXP27fCUSlrkUGk71700iIyML/pqXQsLw40j/Ym7erqishP/eun0XPj4pKShEg/DwyO3Yu6g6oXcmlv5djYyCx+Xysjt3750643fqjF9U9A2lUtX2j0uhvLpQ/ROFSqVSKBQKhQJ/Yb8Rc2vT80WeAIBjJ04T37JR6xMXn8i67cNHj4Xn/wAAJpOJ6t+bhF6vh3VJo2n5NTWaBrSuWCIpyMuXwH+fOHUGv1ajaUCVgTtvhwbVWfqHXrNQnxJZVnZOmz0ohfKqQ/XPGWw2281bsagRKS4uAQCglZ9FRcV44ajrN+Dx27F3Wfeh+kcBANTU1KABBr+AIJvNlpmVDf97+ow/XhKtZIFDDqz7EPXPZrOh2cHde32jb9yMir6BhHDLtp1KpfIFPCOF8gpC9c9hamtr/QKCUDOUfL95TcGhI8eF9S/2zj3Wraj+eTgMwzxIe4h6fgcOHYU/cVZ2jl39Q7tuEET902gazvoFnvULvBgShnKBNjU1oaU0d+/Fte1DUiivKlT/HAC2VmiWZZ/voeKSEnT2+Mnmeb68fAl+VcTVa/B4fEIS64ZU/zwZtbrOP+Ac+nGvXotCXbp8ScGm5mXDp/FL8CVX3HAwfOOfRFJSH8DCJ0+fddMDUSivGVT/xGKz2dCS9E1btoeFR8CNEIiQsMvw1L24BPz4kWMn4fHMrGzWPan+eSwVlZU7du3d9HxbXm5ePn5WoVDCU5u37sCj6OXm5sHjBw8f5d7TIf1DEnvoyHGXn4ZCeS2h+icKhmGiopuHMbfv3JORmcWN5/Lk6TNYICj4Ajqo1+uRenGjl1H980wUCiXa7RcUfEGr1bIKMAyz/8AhWEAmk6Pjt27fgQejb9zk3paof1HXb+zZd2DPvgOs17L4hMTmGUf/IHc+G4Xy+kD1TxQoEtXmrTuKi0tsHBiGQdshtmzbCdsshmFQgwXXiLKg+ueBWCwWpG0BQcEWi4VbnQC2HeL8xRC41FOtrkMKJyHt5CPq3/2UVNTLLCsvhwdVqlokwE+fpb+Ix6ZQXj2o/tmHYZgjx04gESIajDgc+nwIdMeuvRFXIs+dv4gKEBeaU/3zQHKej2HyGYyfUFlVhWaaz5wNuBJ5bZ9vs2oeP3mGmFqEqH9GoxGt9ty2Y3d4xNWwy1fQnQ8cOiqcyYRCeYOh+mcfpVIl3GAh/TOZTGi3O25378UT70z1zwPBo8IK6B8AIOv5Lgjc9uw7UF+vId6Zb/5PLi8jxr8+fPQ4jElEoXgmVP/so1KpLoWGC1tdXR0srNfrU1IfHDl2csu2ndt37gm+cEkiKSAmfwAAFBYVh4SGh4SGx8UnEAsAAMxmMywTEhqu0+na5AkpL5CExGThupSYlIwKy+VllyOu7ti1d8u2nb4HD9+LS8B3zbOIvHYd1hNWHiUAQGNjY3xC0qkzftt27N66fdexE6dTH6SxFnBRKJ4G1T8KhUKheCJU/ygUCoXiiVD9o1AoFIonQvWPQqFQKJ4I1T8KhUKheCJU/ygUCoXiiVD9o1AoFIonQvWPQqFQKJ4I1T8KhUKheCJU/ygUCoXiiVD9o1AoFIonQvWPQqFQKJ4I1T8KhUKheCJU/ygUCoXiiVD9o1AoFIonQvWPQqFQKJ4I1T8KhUKheCJU/ygUCoXiiVD9o1AoFIonQvWPQqFQKJ4I1T8KhUKheCJU/ygUCoXiiVD9o1AoFIonQvWPQqFQKJ4I1T8KhUKheCJU/ygUCoXiiVD9o1AoFIonQvWPQqFQKJ4I1T8KhUKheCL/H1InAvkPXT1kAAAAAElFTkSuQmCC" alt="" /></p>
<p>The proposed $6.1 billion increase in healthcare spending is a modest, 12% increase, probably mostly in line with the spending necessary to keep up with a growing population. But look at that, in the illustration it goes from 16 ambulances to 40! That&#8217;s a 150% increase! <a href="http://www.ontariopc.com/pdf/Changebook_en.pdf">http://www.ontariopc.com/pdf/Changebook_en.pdf</a></p>
<p>&nbsp;</p>
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