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	<title>Измерительный ЖД инструмент &#8212; Алма снаб</title>
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	<title>Измерительный ЖД инструмент &#8212; Алма снаб</title>
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	<item>
		<title>Комплекс ГАБАРИТ-С</title>
		<link>https://almasnab-pro.kz/product/kompleks-gabarit-s/</link>
					<comments>https://almasnab-pro.kz/product/kompleks-gabarit-s/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 13 Aug 2024 08:11:53 +0000</pubDate>
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					<description><![CDATA[По запросу]]></description>
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<p>Устройство для контроля габарита приближения строений и рельсовой колеи Габарит-С применимо для диагностики железнодорожной инфраструктуры с шириной железнодорожной колеи 1000 мм, 1067мм, 1435мм, 1520мм, 1600мм, 1676мм (в зависимости от исполнения и требований заказчика).</p>
<p>СРЕДНИЙ СРОК СЛУЖБЫ ИЗМЕРИТЕЛЬНОЙ, РЕГИСТРИРУЮЩЕЙ И ВЫЧИСЛИТЕЛЬНОЙ АППАРАТУРЫ, А ТАКЖЕ ИЗМЕРИТЕЛЬНОГО ОБОРУДОВАНИЯ – НЕ МЕНЕЕ 10 ЛЕТ.</p>
<p>Габарит-С сохраняет свою работоспособность при воздействии внешних климатических факторов при температуре от –30 °С до +50 °С и относительной влажности воздуха до 95 % при температуре +25 °С.</p>
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</div>
<div class="h2"><strong>Описание</strong></div>
<div>
<p>Комплекс ГАБАРИТ-С предназначен для автоматизированного контроля объектов железнодорожной инфраструктуры, в т.ч. трехмерного сканирования объектов приближения строений и видеонаблюдения за состоянием объектов инфраструктуры.</p>
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		<title>Шаблон путеизмерительный ПШ-1520В</title>
		<link>https://almasnab-pro.kz/product/shablon-puteizmeritelnyj-psh-1520v/</link>
					<comments>https://almasnab-pro.kz/product/shablon-puteizmeritelnyj-psh-1520v/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 13 Aug 2024 08:09:40 +0000</pubDate>
				<guid isPermaLink="false">https://almasnab-pro.kz/?post_type=product&#038;p=1036</guid>

					<description><![CDATA[Размеры измеряемой жд колеи  от 1505 мм  до 1555 мм Уровень рельсовой колеи, приведенного к базе 1600 мм от 0 до 160 мм Ординаты переводных кривых от 100 до 1500 мм Максимальное возможное измерение бокового износа до 20 мм Перепад высот остряка и рамного рельса -25&#8230;+20 мм Износ сердечника и усовика от 0 до 25 [&#8230;]]]></description>
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<table cellpadding="5">
<tbody>
<tr>
<td>Размеры измеряемой жд колеи</td>
<td> от 1505 мм  до 1555 мм</td>
</tr>
<tr>
<td>Уровень рельсовой колеи, приведенного к базе 1600 мм</td>
<td>от 0 до 160 мм</td>
</tr>
<tr>
<td>Ординаты переводных кривых</td>
<td>от 100 до 1500 мм</td>
</tr>
<tr>
<td>Максимальное возможное измерение бокового износа</td>
<td>до 20 мм</td>
</tr>
<tr>
<td>Перепад высот остряка и рамного рельса</td>
<td>-25&#8230;+20 мм</td>
</tr>
<tr>
<td>Износ сердечника и усовика</td>
<td>от 0 до 25 мм</td>
</tr>
<tr>
<td>Погрешность измерений</td>
<td>±1 мм</td>
</tr>
<tr>
<td>Доп. погрешность при экстремальных температурах</td>
<td>±0,6 мм</td>
</tr>
<tr>
<td>Минимальное деление на линейной шкале / на уровне</td>
<td>1 мм / 2 мм</td>
</tr>
<tr>
<td>Электроизоляция</td>
<td>20 МОм</td>
</tr>
<tr>
<td>Вес</td>
<td>2,9 кг</td>
</tr>
<tr>
<td>Габаритные размеры</td>
<td>1690х60х190 мм</td>
</tr>
</tbody>
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</div>
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<div></div>
<div class="h2"><strong>Описание</strong></div>
<div>
<p>Шаблон путевой ПШ-1520В.</p>
<p>Измерительный инструмент, используемый на железной дороге для определения характеристик рельсовой колеи и стрелочных переводов.</p>
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		<title>Шаблон путевой ШП.02</title>
		<link>https://almasnab-pro.kz/product/shablon-putevoj-shp-02/</link>
					<comments>https://almasnab-pro.kz/product/shablon-putevoj-shp-02/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 13 Aug 2024 08:06:50 +0000</pubDate>
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					<description><![CDATA[По запросу]]></description>
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<td>Масса</td>
<td>3 кг</td>
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</tbody>
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<tbody>
<tr>
<td>Диапазон измерения</td>
<td></td>
</tr>
<tr>
<td>&#8212; ширины колеи</td>
<td>1510 &#8212; 1550 мм</td>
</tr>
<tr>
<td>&#8212; ширины желобов</td>
<td>40 &#8212; 400 мм</td>
</tr>
<tr>
<td>&#8212; ординат переводных кривых</td>
<td>100 &#8212; 1480 мм</td>
</tr>
<tr>
<td>&#8212; расстояние между рабочими гранями сердечника и контррельса</td>
<td>1460 &#8212; 1500 мм</td>
</tr>
<tr>
<td>&#8212; расстояния между рабочими гранями усовика и контррельса</td>
<td>1420 &#8212; 1460 мм</td>
</tr>
<tr>
<td>&#8212; возвышение одного рельса над другим, мм</td>
<td>±160</td>
</tr>
<tr>
<td>Предельно допустимая погрешность показаний при измерении ширины колеи</td>
<td>± 1 мм</td>
</tr>
<tr>
<td>Предельно допустимая дополнительная температурная погрешность в условиях эксплуатации</td>
<td>± 0,6 мм</td>
</tr>
<tr>
<td>Предельно допустимая погрешность показаний при измерении возвышения одного рельса над другим</td>
<td>± 1 мм</td>
</tr>
<tr>
<td>Цена деления линейных шкал</td>
<td>1 мм</td>
</tr>
<tr>
<td>Сопротивление электрической изоляции между упорами, не менее</td>
<td>50 МОм</td>
</tr>
<tr>
<td>Максимальное усилие на рычаге тяги подвижного упора, не более</td>
<td>10 кгс</td>
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<div></div>
<div class="h2"><strong>Описание</strong></div>
<div>
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336dHNzczjBxMTE2NjYxsbG0NAQ/rIGAYeYTKaZmRmLxZKRkaHRaO+9915qampgYODq1atxamw0SLifx1OGzKWCrzUyMkpNTXV0dLx58yYiRB8YCktLSy8vLzQoesL5rq6uiGD22K8VDQY+wrVcLhcn9iTvizdA0kUIPX78GCHk6upKo9G+/fbbHTt2/PrrrxMnToS0n2T7Ii1ICiQvh+2BgQF1dfUzZ844OTnFxcXhm75zOQTeaVCMkAKFNwk+nw91Fa5evfrdd99t3rx53bp1K1asWLJkyaJFixYtWrR48eLFixcvWrRo7dq1K1asmDNnzooVKzZs2LBs2bLFixcvXbp06dKlGzZsWL58+YYNGzZv3rxp0yYZGZk1a9bAhcuXL1+6dOny5ct/+umnVatWLVmyBC5ZtmzZ0qVLlyxZAqfNmjVr69atO3fuVFJSWrJkCZ/Pv3///sKFC7FwSeaPfn5gtsTj8UxMTJKSkszMzMAYhhvELqOJiYmk3vXPP/+cMWOGvLx8RUUFGuSXI/gBDdk9UksM25mZmR988AGbzUaDzCYlJWXSpEmOjo7i7byK+EJsf8V5Z/Ly8hgMRk5Ozr59+9DgMw4MDFC88LWBYoQUKLwZkPm3+vr68vPzTUxM8FERsi4SzE6Go5FqtKamptu3b+OroH2s2xwSZBpMONPS0rKkpKSysnLLli3+/v648edhhCLn4MZbWlqsra0TEhIMDAzIEcC2SW1t7erqajwgjx8/hhq2a9eupdFoy5cv9/Pzw3Spq6sLDTI2yEQzArvCzAxk0BUrVkybNg33E44qKyvTaDQymB33f3QrgBEgFAoxO8c20b/++quoqMjY2DgrK0uC96LwnKAYIQUKbwBAxLFwwOfzs7OzSUYIIJOekFFuWNeHCB2aQCC4du1adXU1Ihz0ydaGkzDASodPZrFYFy9erKqqWrt2raenJ9m+SFqyIZsa8m9WVpaXl1dsbKyNjQ0iBDto8Pbt2xoaGlwuF3Pc/Pz8ffv29fT0CIXCs2fPfvPNNx999JG6urqzs7O9vf25c+fQYB44eFJsR4S8Lbhx2E+yvXHjxtnY2MCFWOpKT08fM2bM/fv3ha84y4xIy1jVnJ6ebmZmVlJSIi8vj96pglN/D1CMkAKFNwCSIPJ4PA6HU1RUtGnTptra2pqamqqqqqtXr1ZUVFRUVFy9erWysrKiouLKlStVVVXl5eWXL1++efPm7du3r1+/XlNTA0cvX75cXV2dmpoaFxdXVlZWVVVVVlZ25cqVkpKSGzduNDQ0VFRUVFVVVVVVVQ7i6tO4du3atWvXqqqqtm/ffvPmzStXrqxbt87Ly4tkhGDAG0FlJ2Jgw389PT2joqKCg4NjY2NFct/w+fy0tDRtbW08LEKh0MfHB3xngJNxOBxvb++9e/fS6XRPT08nJ6e//vrL3d09Ly/v/v37JOvCLZM9wca/mzdv0mi0q1evIjFmM2HCBDBJvlKQ/RQJ6peXl8/Pz9fV1S0uLkZPKwwovGpQjJAChTcJLpcLCsl79+5t3Lhx+vTpP/zww08//fTzzz//8ssvs2bNmj179pw5c2bMmDFv3rx58+bNnDnz119/Xbx48b/+9a85c+bMnj3710GsWLHiu+++++abb1asWDFz5swFCxbAJbNnz/7www/nzZv366+/zp49e9asWbNmzfrlacycOfPnn3+eOXPm9OnT58+f39raWl1dvWbNGj8/P9xVTCJGJtBCAninqalpcnKyo6Pj5cuXRaRVLpfr4OAARjss2JmbmwcGBoqc+eDBAyMjIzabfe3atfb29t9//33Lli1aWlr6+vosFsvDwyM9Pb2hoQFOxopTsgUrKysajYYfgTzn+++/3759O/kgEleK4mZhQ0RaPXbsmJGR0YULF9TU1Ch/0dcMihFSoPBmQAax4Rwu9+7da2xsfPDgQWtra2trK2SKATx8+LCjo+PRo0ePHz9+8OABm83Gfv+gYu3v76+pqamtrRVxkrxy5Yq2tnZbW9vDhw/b29vb2tpaW1sfDAJu1NHR0dTU1N7eXl9fD5T63LlzixYtgown6EXKI4iwQFBCmpiYpKSkmJmZdXR0iLTD5/P19PSOHTtGKjn37t27Y8cOHx+fo0ePBgcHx8TEHDt2rLy8/P79+1paWj/88IOSkpKsrCw8YGNjY3p6emhoqImJycGDB1VVVQ0MDFxdXVNSUq5evYq9dQQCwaZNm+bOnSuuUBUKhfv37//kk0/IaELSE/VFX+7zgMyqCndRVFTMz8/X0tIi/YMovAZQjJAChTcJTOzEM1yLqBBFNGlKSkr79u3z8fFxd3d3d3f39fX18/PT19c3NDT08fEJCAhwcnLy8vLy9vam0+m7d+8mr8WWMCz0YE4M9kKEUHZ29pQpU4yMjEQizV+UK3A4nCdPnpibmycnJzOZzCEfVktLq6qqCoYC7q6oqGhiYuLj43P48GF7e3sWi2VgYMBkMvX09Hx9fXV0dH755Zc1a9YwGAwWixUWFlZTUwPOtwih7u7usrIyPz8/Q0NDOp2uqalpYGDg6el5/Pjxf/3rX6S3DjbRCYXC48eP02i0jo4O/Lyvgv/hcUZDRWsEBwc7OzunpaUxGAyqYO/rBMUIKbyTIFVe2EWeXFy/umgwnGNF4i0jMWcK0vv/8ePHGhoaDAbDxMTE1NRUVlb2+++/nzZt2pdffjlt2rSvv/56+vTpU6ZM+eqrr2A/HJoyZcoPP/ywY8cOAwMDc3NzY2Pjffv29fX14UAFEB9hxMi7nzp1aubMmaCxFOnbyJH1WALDJ+fm5np5eUHshLgDal1dnZqaGimcXb16VU9PDxFDzeFwxPWxvb29FRUV0dHRDg4O2tradDpdS0vL2Ng4KCjo0qVLnZ2d2D+zqKgoKipKRUWFRqPJyMiYm5vb29v7+fkVFBS0trbiBsePH3/06FE87KQDEYwPfh3gqirBrGx4lSMnJ1dcXKyiokJ6/6KnFzGSuikFDIoRUnhXQXoTcDgcLBC8UoiXq5UsgHDjRyOpXkVFBZ1Of/To0aNHj7q6ujCTwLIdn8+vra2tra0dGBgggyKw02ljY2NfX5+VldWRI0ciIyNB6xgZGRkTExMaGhoxiLCwsMDAQFNT002bNgUEBPT394+67hJ41kRERAQFBUVERAQEBIisUQQCwdmzZ4Ht4ViF+Ph4AwMDkmWSRTBEvEiw805/f39tbW1ycrKTk5OxsTGdTj906BCTyXR1dS0sLOzt7Q0PD586dSpC6N69e7m5ucHBwd7e3sHBwa6urgkJCeXl5d9++62urq5IpIp4bIZIUnJJAVKv+fj4eHl5xcTEWFlZITEGTJbmoCBBUIyQwrsNIPqw/ToJxCvN0SwinEEKlVu3bpFJyIa8qrCwsKioSGS/iDhlYmIyd+5ceXn5n3/+edGiRfPnz581a9a8efPmz5+/YMGCBQsWLFq0aN68eWvXrtXU1Lx16xYiqsWip3nS8zwIQsjKyio2NtbDwyM/P59khMBjPDw8IKZCOJg01dra2s7OjmSEw91RxJ+FHLe+vr6WlpaTJ096eXkxmUwGgzF37tx//vOfhw8fBtPj0aNHnZ2dVVRUVq9ePWXKlLFjx06cOPHHH38kZUShUIglZnGp9FXY8Do7OxUUFC5dunTw4MH29nbxDKiURPgqQDFCCu8kyFxfeMkssngnyaJQQkBDmXZeRfsADoeDbUVtbW0//fTTqVOncBS2CCHm8/k5OTm5ublw4ZCptwUCgYuLy6pVq1xcXLKyslJSUmJiYlJSUpKTkxMSEuLi4mJjYxMTE6Ojo0+ePAlF8tAgC3yeInlDDg6DwUhJSTl8+HBLS4tIZxBCLBYrIiKCZO0MBiMxMREPLDnIw91X/DShWEGJWbNm0Wi0FStWbN++HbLwbNu27ffffz948CCTyTxw4MCkSZPGjRu3fv16Npvd29uLXwSZkYBUQowwDqMDaDWsra1DQkJCQkLs7e0RET8qfFrnTEGCoBghhXcVQkJlBCgrK0tKSkpJSTl+/DgQ96SkpGPHjsFfiSA1NTUgICA5OTktLS01NTUpKenEiRPHjh2TVPsnT55MSEg4d+7c6dOnT58+nZSUlJaWVlhYCA/47bffWltbwzamzlgq4nK5hYWFxcXFWKdHuttwuVwYrujo6NWrV+/atQuPHhkmj41VuH1cDwjr5UbgheK8vLu7m8VipaSkmJiYiMfmI4Qg5TQ+n8vlamlp1dbWoqfNseSaBuxzsO7BXkWwkoCKUeIsk8fjaWpqjhkzJiMjQ+QQMPienp6JEycuXbq0vb3dzs5u5cqVMTExfD6/u7sbERkMRDyYXgXu3LmjqKhYUlKyf/9+DocDVTLIW1O8UOKgGCGFdxgkRU5NTV27dq2RkRGTyYRc0kZGRoaGhpDAWlIwNDTctWuXjo4OJL9mMBjggSLB9g0NDVks1rJly6SlpZlMpoGBwfLly9PT0xFCe/bsYbPZQO7FvScEAkFpaWlZWRm5s7u7u6mpqbm5GcQ7DocTFha2d+/ejz/+WFlZua2t7dGjR729vUPKoyCL4D3YF+mZnIDkrOXl5U5OTvHx8aTfDeZVLS0tqqqqUHQQmNndu3dVVVXh1iRLG4H7DtcfYJbQbeB2K1euDAwMhBuRAi6Px7t+/frHH3+8efPmmJiYJ0+eNDU1LV++XE5ODsd7QOlj8o4SFAph2YEZnomJSVBQkI+Pj4+PD3kCVbn+FYFihBTeVWARByHE5/ODg4OZTCYm6OIqR4lAIBDU1dVhf0KRmOjnxwiqUYCtre3x48fh0czNzYOCgoRCoZaWlqOjI9aVYboMQiGHwzl79mx6ejrez+Vyr169eurUqYyMjIqKCi6X29bWZmtr++eff06ePPnrr78uKSnJzc0FoQcN5rjBqc5IyeOFEo+RZ4aHhx89ejQ0NDQgIAA9LTIKhcLMzEzIKYM7kJ6eDr4z4vY/sn0RlxlS1hRRC+Pt4ODgNWvWXLhwAbpHhhIKhcLa2lpFRUVZWVl1dfUtW7ZApjpLS0spKamkpCRQWoroRSU4rwDY4evOnTt6enoXLlyQl5eHHOWvxxfsfxYUI6TwTgJPVx6PB3Tf1dXV2dn5NdwanCmemXVz1ICWzc3N4+PjQQKwt7ffsGFDaGjovHnz3N3d4TQQEUQ6cPLkyZSUFNjG+lIhkZtbIBCcOnVq165d06ZNg+ESEtk1xROVie8hq9WLA+RFsnCSjY1NQkKCv79/QkICenrceDyev7+/mZkZQujJkydw1MfHZ8h8pEjMLIqfHSd+I1WpiFDzAuNUVVUF0yM8clFR0e7du6HyEXT47t27Ojo6CKHY2Ng1a9aYmpoihGpra5ctW2ZhYQGsCPvOiA/+SwLWN/h9HTp06NSpUw4ODseOHYOb9vf3i7wmCpICjTRuw3DX1dWJO55RoPC2QYQM+fn5kcq35wQObcbkm8vlhoeHBwYGwgnicklbW5tAIBiSIksQFhYWcXFxQN97enrYbLarq+usWbNw0T6BQIBJJxTkQwidPHny5MmTpDpRpG8cDic5OXnp0qUqKiqgYn0Vro+kl7+BgUF8fLyZmVlzczMpaMJRa2trqPQEO/v6+szMzCCYT4KAezGZTFglCIXCvr6+devWnT9/ftu2bVlZWXD3x48f6+jodHV1DQwM9Pb2KigorF69GgSyXbt2SUtLQyIbmCe46Ac52qPWEKCn/b8GBgZu3Lihrq6em5sLtZlEkhBRkCxoCKHm5ua4uLjjx4/fuXOnv7+/ra0tOzv7TXeMAoVnQCKMUPh0oAJCKDMzk0ajjR8/PiYmhvSWBHuVUChMT08H70dcVe5lnmLILiGEzM3NcZlWfCNFRUUwGg0pE3C53JSUlLS0NNzVIdsPDQ1dvHjxhQsXyAsl2H+ybwMDAyYmJomJiZaWlqR3Dxp8TBUVlbKyMiirBBragwcPlpeXS7A/aChG2N7ebmpqymAw1NTUKisrEUJ8Pr+pqedcm+gAACAASURBVElPTw8bUwUCQVhY2LJly5KSkhBCpqamK1asuHbtGm5WXF05ai5FqvRhRnV2dmpra2dkZJibm586dYpUKVMSocRB4/F4iYmJ8vLyYWFhzs7OmZmZT548IT8SChTeTkiEESIxslJWVjZ16tSPPvqouroakyfsOYkQAi6IhS3Sb+XlgRkzZoSIeNI///zT2tpahBpClhM4p6SkpLS0FO8n+wlX9fT05Obmrl27VkpKqqqqqr+/X+KpvMiVwfXr121tbVNSUlgsFq4jgY/29fUdOnQIWygRQg8ePFBVVRUPnntJiDNChFBbW1tERERZWRl2UWltbdXW1gaujAbF7rKyMikpKVNTUy6XGxMTM2/evMrKyt7eXlI1TWoIXsiYKt5JRHDTjIwMMzOz1NTUQ4cOwTR7FboHCggkQrConz59+siRI4GBgZ2dnefPn3/THaNA4RmQFCNET9e5RQjl5eWdOnUKPc0jORxOenq6l5eXk5OTm5tbdHQ0elq4kQhwN8zNzWNjY8n9CKF9+/ZBbBkajLLn8/mYBAuFwgsXLmBGCGhubi4tLb1y5crdu3cRQo8fP/b09JSTk/vss882bNjQ1NR09epV0PhJEHhYUlJS/P39ExMTHRwc4BDJMC5duqSurk5KUadOnVJXV5dsZ9BQjFBApJdDg4bP1tZWAwMD7CZK+iLt3r374MGDXC735MmTs2bNqqqqQk+z/JFNp88J3AJeLhw4cCArK0tfXz8nJ0fkEAUJgsbj8To6OuLi4m7cuAEzoL6+HsctUaDw1kIijBBLA/AXlvmdnZ3Xrl0jw6g7Ojq8vLz27NmzdevW1atXL1++/MCBA1ZWVhB48FKPMQzMzc1jYmJEuionJ3fkyBER7kv6jJw/f76oqAjUesAmb926lZubW1BQUF1d3d/f39DQ4OrqeuDAgQ8++GDKlCmXL1/OzMwcuYT9KIC5nbOzc2xsbFBQEA6QJxOYHT16FLKPFhYWBgcHI4QCAwPt7Owk2xk0FCPECwjhYO4YPp/f0NAANkKs88ScicvlqqurS0tLI4TOnj07c+ZMUKiCky2+0agnA/bVEImKSUlJsbW1TU9Pp9Pp4m+cgqRAQwilpKQcOHDAycmpurr6zp07dXV1FCOk8PZDUjZC8i8wj+rqarAOCIVCoIlnzpyRlZXdv3//hx9+SKPRvvrqq127du3bt8/T01MwWGVesiAlQqyelZeXd3V1FYm1ADcfIKBFRUVFRUUicQVkrQOE0MmTJ+Xk5L788sukpCSJx6WRofcIIQilt7Ozq6qqwn3Gt2Oz2VDv8N///veYMWPCw8OTkpI8PDwkTuiHVI2iQYaNbcAtLS16enrgv4rEhqWzs1NHR2fbtm29vb35+fmzZ8/GiXLI+EJxq/MLdRIRywgQ/uTl5QsKCuh0OhTspQyErwI0oVDY1dUFqqGtW7fS6fSBgQFKNUrh7YcEVaMird26dQscp4HodHd3s9ns5cuXz5gx4+zZs998801iYuKcOXPWrVtnYmICweASh5mZGbYRYu4iJyfn4OBAUluRWIUTJ06cOXMGPe3NKOLrHxIS8tlnn4HXqEgLEgGm1P39/Uwm8/jx4yYmJqTYhL1GNTU1S0tL+Xz+N998M2bMmOPHj3t5eZWUlEiwM2SXSEYIrAs4DY6vePDgAZ1Ox5lc8LV4rSMQCNTU1JSUlPh8fmRk5KJFi+Dt4xNeRjsqEq2PERQU5OLiEh8fb2lpOTAwQKWVeRWgIYQaGxtdXV2bm5v7+vry8/Pv379POctQePshQdUoKazweLw7d+7k5eXhmKJbt24xmcyFCxdu2bIlPz//o48+cnV1dXJymjp1qo6OTlpa2qtgJOKMECEkJydna2sL2ySfwydAYjY0aPUU6Rh4JJqZma1fv15EJyxB4KQwjx49AokQyhBiXw/M1w8dOgTFhnJycpKTk3k8npqaGoQrSBZDSoTCwThL/FtfX6+np/f48WPcT3KO4bFSUFBQVlbmcrkBAQFaWlr19fUitxudRAtJcMhlBBrkrHJychcvXlRSUoJ7UQV7JQ7awMBAYmKilpYWm82+ePFiT09PS0sLNsxSoPA2gyRVHh4euJz6M0+GDbCloacthaAig7UgLNKtrKyioqKsra3/+c9/NjQ0TJky5eTJkzt27Fi+fHlGRoaRkRHQL/Eg9NERRAh+cHFxgZBBsPZhZxnINYpDHvFVQDfLy8tLS0tH9qc4cuQIlrpehZ4NP/WJEyeCgoLi4uJsbGxIrgw3BU8Z2IZ4iYqKCm1t7VfXJSMjo2PHjonvx4uh5uZmbW1tUI2S8QyIEPXAoCgtLe3n53fv3r0pU6YUFBSgwXfBF6vZJJGeh4aGurq6pqSkiFeJQoMBiJRP6cuAhhCqr6/v7e19/PixoqKigoJCe3v7lStX3nTHKFAYCaSCCFSFQUFBBw8exP6fAPIveT4ayvsOk5L29vaCggLggr29vUpKSm1tbS0tLR9++OF3333373//e/r06TQaDdI379y589GjRyRVIgmo8MUBPbS1tWWz2WRsg1AolJOT8/DwgHBvvJOkvAUFBc/MhmFnZ1dUVITH58XG/VkARSI8RUBAQFhYWHBwcHh4OL4X3khOTtbX10cIDQwM5OTkcLncuLg4Y2PjV6H6e3lGiBDi8XjYy7S3t3fdunWzZ8/OysrCRyXebYyuri5FRcW8vDw6nQ55CcheUVbDl8f/pViDF1xfX19UVNTR0SGeoJ0ChbcK4hVKz5w5s2fPHk1NTTqdrq2tra2traWlpampqaWlpa2traenB0XMdXR09PX1zc3N169fLysru3nzZmlp6R07dqxbt05bW5vBYBgbGyspKW3fvt3c3FxHR+ePP/7Yu3cvrPdramrmz58/bty4efPmpaamQjfMzc0XLFhgZmbGYDA0NDR0dXV1BqGrq6v9glBVVTUwMDAzM4NQPz09PX19fV1dXTqdbmNjM3nyZJyFGfx60NPp0E6fPp2RkTECZRQKhdbW1vn5+djQKLJKeElg4RUhZGZmBoETZWVleCcOebSzs3N0dEQItbW1QbCKqampt7f328kI8YoEy3x3796tqanBT43fhWTFMuGgOdPR0TEkJCQwMJDNZousAuGvROI3/mdBgy8cp6nt7++/e/cu5TVK4e0HFp6whrClpaWqqqqmpqa2tvbatWtVVVWVlZXV1dW1tbWVlZWVlZVVVVXXrl27evVqRkbGp59+SqPRaDTa2LFjaTTahx9+mJCQcP369WvXrhUWFgYFBV27dq2+vn7nzp2gccV+Cvn5+Y8ePUKDBPT48ePbtm1ra2urra0tLS2tq6urrq6urKy8ceNGTU3NtWFQMwzg2lu3bt2+fbuuru7mzZuVlZXQTnV19YYNG4KDg0lFrogAev78edDUjTBohw8fzs3NJYmmBGk3bkogEDAYjFOnTrFYrM7OTtxJzLa1tLRgMXH79m1IZaWiopKTkyNZxkz26iUlQlJHTWZ7J+M4JR5XivHw4UNFRcXS0tJ9+/ZBN0S8TCm58GVAQ0RhM5ij7e3tUNuTAoW3GWQmDvHEj2io9Gn4KJfLXbBgwcSJE99///1PP/104sSJkydPrqiogKO9vb01NTVAEHV0dCoqKnA9oP7+/srKStLBr6enR11d/cGDB4gw2r2kEwpOr0ymAhYKhfv27XN2dsZCAHqaXguFwqysrNzc3JEJMTDCV5eyEnre3t5uZmZ28uRJQ0NDcb1xf3+/qqrqrVu3EEKVlZVXr15FCCkrKzc1NaFXQNMlwgjxywX9GTYw46ZeBSsiC4mYmZlFRUX5+/uD8RgN6kUoQfDl8X+qUZy4XSAQNDc3U+ETFN5+cDgc0vUfK/rwCSRtEiFSPT098+bNGzNmzIQJEz788MMPPvhg6tSp+fn5WEECvpcZGRl79+7FrcG9UlNTnzx5gmUCDodjZGQUFBQEf8kQbPTiNkIRZ04s9sHt9u7de+TIEXwXLBPjOx47duzEiRMjO8tYWVnl5ua+OgEC9ISFhYVubm5xcXFsNlvwdJo3hFBtba2Ojg5Q+aKioubm5lu3btHpdDxoku2SRBghEkurjaMvyKWJxAcWL4aam5v/+uuvsrKyPXv2QB447KFDnklhFPj/jBA2eDxeW1sbFT5B4S0HWRCO9PwcDiKL94cPHy5dunTChAmTJ0/+17/+NW7cuC+++AIsAkKhsKurKy8vDyGkq6vr6uqKCGLE4XAKCwtxVBl0IyUlRU1NDULvh2O9zwkRoRZ8T/DfdevWgV2NtEWRAkFmZuYzV7EgEeKhkzjXAStaUFBQZGRkYGBgeHg47i02pB0/ftzY2BjOz87OHhgYSE5OhrJHb6fXKKy64Co4v7+/X1wKhLx3r0iiRQhpaWlFRUX5+vrGxsbCykxkwlAYHf4v1yi5q6GhgVKNUnjLAR//kDX5hgPwLeGgX+jKlSvHjBnzj3/845NPPpkwYcKUKVOAEQJvy8/P7+zsVFJSevjwIZlzEiF05syZtrY2kZ7s37//7t27uBg6SWFHB7LwrGCwCMaPP/4IRYuQmLsgnFxcXFxSUvI8qlHMmV6RaGhhYZGSkuLp6ZmRkYGJNXSyr6/P29vb1NQUdp47dw4h5ObmRgq7koWkJEL8UkRGGO+UuEwGfcPR+nfu3NHS0iotLVVRUSGzASCxJRSFF8ILF+Yd8k3/j9hpSeXbcKotkWqiJGUU+aLwZ0PauvD+4dofrm+kfozsABqKT5Af88DAAO4J3F0kR4YIYQKdjEiF7uG6N9xTPD/Q07ML66bIPYjInjwCyIQsjx49WrVq1Xvvvff+++9//vnnY8eO/f7770EKhPs2NDT4+/uDfz+HwyGNgoWFhRBzDcMFgqCRkRHIjuQIj1wOCdsdSS3rCP3v6el57733QkJC+Hx+f38/jAPpMiMUCouLi7E6h9SykjpkKyurrKws8kMm5yrurYgvBobwOch9X18fk8k8ceKEoaFhd3e3yJwUCoU6OjqQQK6pqQmilul0Ovi7DulvIhTjSc8PGBmBQGBsbJyamkq2LzLBmpubDQwMhkuxNkLjz/xOoQOj4/HkDOfz+RYWFocOHZKSksrMzCTbRwgNDAyI5yzF4BNlFEWOkgoGERKHBvMwjG7w3zaIqFjQ4Ec3mgr1QqEQxH+hmFXm74dRPB1JOEgaighlGiIYzEvGX48MkrYKhULyr4g0AByR7AneI04KJd7PEYA7ib9GTOJFknyOQGhI3s/n8x8+fLh48WIajfaPf/wD0odOmzYNR9chhO7evautrR0XFweumzB0cPTcuXOkRNjV1VVeXl5WViYvL0+aGEZ+KNIJAjr2TF7e399Po9GgrPxwKC8vv3TpEho01IkwFeDZFhYWeXl5gsHKQfhbJq2tmJHjfoLS75mvHryHEEImJiZRUVGWlpbkag8GkM/na2trQxB9VVUVcG4NDY3a2lqR1sjbjW7WkRMe8r3h58X7cd+ampq0tLSwjyssTEcdEQHk8SUpJPSfXKMUFBSsW7fOy8tLTU0NXhB0UoS+kxpaTP1F1pTkVaBgGG4hMuSedxQwk0m/XzQ6RkgGrDzP8vCdBp+A4DmAS36TTmUibh2kR4CA8CMgT3jOlSYGudIhXxD+hMg9AwMDZGiwCJ/D+kPYJi+E2YOTFCMx2xv5LQ2J4Z5rhOcdco6J564cmfeQ4hGXy+3r65s3b97YsWOnTZs2efLkSZMmTZs2jcwjkZ6evmnTpocPH9bW1oJzI2YJ4NmIW2tra8vLy+PxeCoqKteuXRMZkOFeHJAhLpcrUnl8hHF48uTJtGnT4uPj0dPu++TMgdgMkXtBMUXsZO/g4HD27Fk8Yh0dHZ2dnb29vTiFNCIUDDD4IguOZ2oscnNzbWxsTp48aWJiAmtBUu3R0tKioaEBM7C4uPjWrVudnZ3q6upkrB5+QJEhGu6+/OEB1/J4PAaDcfz4cfF3gadZY2Ojjo4OlgjR0xERQ2IEUiByI+Go3ErhrZGZURFC6urqhYWFxsbGIBTibwHGmXx3ZCN4QyRLA75W/Avi8XhgCkWvIETyzULkWV6YEQ75giXaw3cbeCkNf0WqnpIrO+HwZqSXH1IRckz2BBM14SB3FDHvkxwOHufJkye43hAWI0bu5JD0UXz/84Ds4cDAAO4/SSufc1gwjejv7//6668nTpz48ccf0wZx4sQJLHRqamr+9ttv5LjhdwqEElMcoVDY1dXF5/OtrKwYDAYaTMH8QlTvmaonoVB4+fJlS0tLhFBvb29wcLC5ubmjo6OLi4ujo6Ojo6Ozs7OLi4uqqqqqqqqzs7OHh4etra2joyP8BgYG2tjYQJ01e3t7yIfC5/PLysoOHjyooaHxxx9/HDx4EFf9HRgYwGOOR0DkVY4wyN7e3tHR0SEhIW5ubvgSTE/PnTunoaEBe3Jzc3t6eiBnCtkCIkLFAS9Z4kMoFJqYmKSlpYm/F/wlNjY2go1QMFTCvNFBMFqNqDi4XC68i+zsbBMTk5KSkj179uC74NPwa4KZifk6Kb2Ql4g/4Es+8tsMcg7jUeJyuaORCLGuQzBow//f4YXPSbgRoQW9fPny1q1bt27dil2Q8AvAOo0RFpIvBExPYS0MHSClB8GgNejIkSMHDhwwNjbGHthCgj2TMlZfX5+dnZ2MjIyXlxeu4IqFWtxnwdOaFkmBZHIkTcnMzJSXl9fS0oKMYs+k0SIdq6+vh3xpGzZsWLVq1fLly6dOnZqQkADl5YRCoZaWlomJiVAohEcmhfuKigoIqBcOrvGB1oSHh2/ZsoXUuogsvcUnCRh18EsZof98Pr+2ttbExAQhVFJSsmnTJkhdFhUVFRERERERERkZGR0dbWVlBZlRw8PDIyIiEhISoqOjIyMjPTw81q9fDzX/LCwssI3w0qVLixcvVlJS2rp1q76+vrS0NCl884ia8uRnjm2fw03+33///cKFC5aWlgUFBeQXARvOzs5YZQqyqYuLi0gZQvze+/v7cRruZ350QwLPTCaTmZycLG6IxTO/sbERqk+IN/I8Hz6J7u5ukRuN+tMg4+VBQyMUChUVFZ2cnGRkZCIjI8nMMrCN12H19fXV1dXQDqiscYgqBl6dk2tfoVCI37jIiuSdBqZU5Jzh8/mjYYQiQ0nalv72EBKriSEh4gFRW1srIyMzefLk77//ftOmTVDME2t7hIS2hGRFoxhPEUkUgBe2sJqGmc3j8RwdHb/77jsajfbll1+yWCz8RDhTFOm+wWQyv/76axqNRroskqPxTHqEj46CFgiGSudRXl6+Zs2aCRMm0Gi033//HT71Zw6acJDHC4XCwsLCRYsWmZiYaGlpOTo6mpubr1mzRlFR0cTERE9Pj8ViLVmyZOPGjQYGBrt27Tpw4ACDwdDW1tbX12cwGLKyspqamgYGBkZGRvr6+ocOHdq2bZuxsbG8vPwvv/yip6dnampKp9P37NkDMiKDwdAnoKenp6enp6WlpaOjY2hoaGVlJSMjo6Ojw2QytbW1dYeBkZGRgoLC6tWrGQyGvLz8b7/9ZmVl5eLiwmazbW1tbWxsIGOZioqKsrKyi4uLtbW1o6OjhYWFlZWVg4ODg4ODrKysqqpqYGCgkpISnU43NjY2MzNTVFT89NNPv/vuuwkTJowZM2b27NlhYWFoUHuMiCkKUwsqNV64cKFgGBw9enTr1q3nz59PTU3dtWsXInT+eHKamJgkJibCKgGCPYyMjE6cOAFnkhNJIBDcvn370qVLo7a/kNpRFouVmppKWouFT8tGLS0tdDodi1DPIxQORwfKy8tv375N2iNHRyShNVJXDMjMzJSSkuJwOHv27HF0dExLSyspKSksLCwoKCgrKysqKrpy5cr169ezs7PPnTv34MGD4uLi8vLyIaVD3PJwCzIs8/z96DymLaN0lkEIcTgcmMp/v9EhIWJzJvXvwwENigICgeCPP/54//33+/r67t+//+mnnx48eDAwMNDX1zc6Ojo6OtrR0dHKyio4ODg+Pj4iIiIsLCwiIiI0NDQoKChwGAQNj6NHjx49ejQ8PNzHxycgICA5OTkoKCgsLCwuLi4kJCQqKio0NDQ+Pt7f33/mzJk//PDDf/7zn7lz5/73v/9NSUkhZRdghyCtRkVF/fTTTz/++OOPP/743//+V0pKys/PLyQkJDQ0NCQkJCwsLDIyMiIiAuSPyMjIyMjI0NDQ4OBg2IZD4eHhYWFhoaGhoaGhYS+IqKiosMHEzUFBQSEhIb6+vgoKCp9//vmSJUu+//77r7/++uDBgyA0jOx1iZ8OIXTmzBlHR8d79+5BLuNbt2719/f39fU9fvy4vb29o6OjuLi4pqams7Ozrq6uoaGhv7+/vb29vb390aNHLS0tUKTl8ePHXV1d9fX1t2/ffvToEYh3T548aWtrs7GxUVFR6ezs7Ojo6OjoeDSIh4Po7u5uaWl5+PBhfX39oUOHYmJi2tvbu7q6Hg6DlpaWgYEBDofT3d3d3d395MmTrq6uurq6xsbGBw8eNDY2NjQ0NDc3nzt37vTp042Njc3NzQ8ePLh///6DBw/a2tra2try8/Pj4+OZTGZSUtKVK1euXr3a3NyMlZ/wspqamtTV1TG5FFHsP378mE6n29ra+vn5+Q4Dd3f30tLSkpKS/fv384kq8JihcjgcW1vburo6oVDY19d3/fp1gUDAZrPv3r2LnuZb+G02NjaS+4fECB8jPuHw4cPgoYr9ngRPewm1tray2ezu7m7SI3dkDHffsrKye/fuwTlYq/+SQiEG+BzExsaam5vfu3ePzWYbGhoCfQgODjY1NbWyslJVVf3888/HjBkzbdq0zz77bPv27bq6uj4+PjCq4nI/6VhAfkfYJoL+RipTcfPQCzNCOK23t/fEiRPOzs6+vr6enp5ubm7uf1NERUXFx8cnJycnJycnJCQkJCQcO3YsLS0teRikpKQkJCScPn06LS3tr7/+otFoX3zxxZUrV5KTk2k02qZNmyZPnjx58mRNTc1du3aBTLN48WI5Obndu3f//vvvO3bs2L59+5YtW7YOg9+Hx5YtW+DyOXPmLFq06I8//li2bNnChQvnzp27ePHiuXPnzpkzZ8GCBUuXLpWWlt6/f7+MjIyysvLq1asnTJhgYWFhYWFhbW3NZrMtLCzs7OycnJxcXFzGjx+/YcMGBQWFP/74Q1VVVUZGZtOmTTt27Pjtt9927969e/funTt3SktLS0tL79q1a/fu3dLS0lu2bFm3bt3SpUuXLl26ZMmSxYsXL1q0aOHChQsWLJj/4pg9e/by5cvnzZu3aNGiJUuWzJs3b+XKlSC97dq1S0FBQUNDg0aj7dq1y8LCwsbGZrj36Obm5ubm5uHh4eHhERQUtG7dut27d0dFRa1evdrV1dXQ0PD48eMxMTFBQUGxsbFRUVEsFsvBwSEhISEpKQk0jeHh4ZGRkVFRURYWFoGBgZGRkUePHoUVRkpKCvBsOCE5OVlGRmbdunWwvgkfBLB2WBCEh4dHR0fHxcXFxcXNnz/fxMQkJiYGLybEAS3Ex8fDsik6OhqWNZGRkQkJCTExMdHR0QkJCaampsbGxklJSXDV+fPni4qKTpw4wWazZ82a9c9//pNGo82fP9/Ly4vBYDCZzKioqKSkpAsXLmzcuFFJScnX13f69OkhISHw9uHTBnHT39/f2dn5yy+/ZLPZ8NUPCR8fn927d48ZM8bQ0DA+Pt7R0REPvru7u7e3N5vNnjFjBpAOU1NTFotla2sLe3x8fNzd3b28vCIiItLS0tLS0mJjY1ks1p49e0JCQs6cOZOSknJsGCQOg8jIyODgYA8PDx8fn6VLl0ZFRSHC6QZUppgBQHSpt7e3m5sbrCxjY2OPHTsWHx8/3H2HowMbNmzQ0NCIiIhITU1NSUlJTEz08fHx8PBwGwYjzFtXV1c/Pz8gLMePH4+NjU1KSkpNTc3OzpaSkvrhhx8sLS1jY2NPnDiRmpoaHx+vr6+fkpISHBwMiZM2bdo0ZswYHx8fJyen7du3nz17FkYmKSkpJiYmKSnJ39/fw8PD3t4+Nja2qalJSKhDCwoKnJ2dnZ2dPT09jxw54ujo6DEMXgHpfSXw9fX18fFxdXU9d+4c1nmMnhFGRUXt3r17+vTpu3bt8vX1hTqlEgEY/52dncEFwM3NzcXFxcHBwdXV1cXFxcnJCbsGuLq6urm5wXvClzsOwsnJCfbDtouLC1wO7UOz4F/g4OAAh+AvNO7h4eHo6Ojj4zNv3jwajbZ27dqFCxcuW7ZsyZIlEyZMmDNnzpIlS4CpfPHFF1OmTJGSklq6dOnKlSs/++yzL774YuPGjd99993nn3/u5uY2Y8YMJpPp4uKybNmy4ODgn3/+ef369QcOHNi0aZOKioq5ufn8+fP37t27d+/eHTt27Nu3b/fu3fv379/zggBWKiMjIysr+9dffwHbS0xMzMjISE9Pj4+Pj4+PT0xMjI+Pj4uLCw0Ntba2Tk1NZbPZERERHh4ehw8fNjIyMjc3NzExMTExcXBw8Pb2jomJyczMDAoK8vb2TkpKsra2DgwMNDc3t7GxMTMz09XVlZGRkZaWlpOTk5WVlZWV3bNnz+bNm/fu3evk5OTj4+Pn5xcUFASWqrS0tIyMjNzc3KysrIyMDFgoAP2CLiUlJSUlJSUmJiYkJMQTgPUHPhNOSE1NtbW1DQsL8/b2dnFxSUxMZLPZRkZGLBbLyckJKLWzs7O9vb2rqyu8Vjc3N3jRDg4Onp6eXl5ewcHBBw8eVFNTs7Gx2bZtm6+vr6Ojo6urq6urq7e3t76+voGBgZeXl4KCgoWFBT7k6uqqoqJiY2MDLdvb29va2h44cADmoYuLi6urq7u7u4eHBzAGmFd4ljo4OBw5csTe3h7OxBQQ6B3MwxcCdMnZ2fnIkSO+vr6qqqq6uroeHh6urq7B1dn2FQAAIABJREFUwcFycnITJ06k0WgzZ8786quvPvnkk99+++3999+fPHny+PHj//GPf4wZMwZWXQkJCerq6v7+/m5ubj4+PqBNBfpoZWVla2vr4eHh7e3t6OjIZrPZbLalpSWsnGxsbExNTR0dHXV1dW1sbMCF5+jRo2FhYe7u7vb29vDRHTlyBL5WFxcXb29vaE1NTY3FYrm6ugYFBbm5uXl5eVlbWwcEBOjq6uJk6LAxZswY7NM0duzYcePG4b9jxowZN27ce++9R6PRxo8fTyZSHzt2LGz8+9//Hjdu3Jdffgnabzqdrq+vr6ysDBpvrPc2NDScMWPGRx99NGHChPfeew/axHeBbsB4whKWxJgxY3AnYQN3hkajbdu2zdvbG5M1cQz3fmFi/PXXX7/88sunn376ww8/LF++fOHChatWrfr6668XLVq0Zs2aRYsWzZ49e9KkSePHj583b56UlNTYsWN/++231atXR0VFpaenf/bZZ5MmTdqzZ8+6deukpKSWLFmycuXKiRMnTpgwYf78+YqKivB2FBQUSM/h7u5uFxcXU1NTyHVga2t7+PBh52HwovP2TcHX13f9+vWzZs2SlpbGThscDmc0qtGenh4HB4e4uDgnJyeoAipBUyqpBBAKhWRCcNKRBFZzIhn0RZS05F9xJxTSXooXQeQeuEVQUNDhw4dhFR8UFBQaGurj4+Pt7Q0lUcLDw4GWRUVFHT16NCIiws/Pz9nZOSIiwtnZWUlJicfjGRkZxcXFRUdHe3p6IoQOHDhw5MiR4ODg4OBgXV3d9evXW1lZxcbGgqwQEhISHh4eEBBw9AURHBwMGsvg4OCoqCgvLy8HB4cLFy48fPhQPECCy+VCBZkbN26IjwbWG9y4caOtra25uZnNZt+4cWPPnj2lpaXZ2dmGhoaenp4MBsPe3h48NUA3C3c/duxYTU1NA4H7BB4/ftzT0zOcDlNczY4X7CKeOB0dHdh/dWBgALR5HA4HNnCkByj3SEUQqejOysqqrKxsbW3FCUdgHDgcTltbW0NDA0KotrYWT0K4tqqqCk8YuOkL1e8Un6gvA5HoCw6H09PTA1O3r6/P39+fzWaHh4eHhIQcOnTok08+CQoKKi0t/emnn1auXLl48eLGxsaBgYE5c+Zcu3YND5q4twhpvQMDAeRVgJA7Upk53NMJBuPYyHdx7do1bETAU5TH42lqav7nP/85fPiwnZ2du7u7nZ0dWDrBGuro6GhiYmJlZWVvb89isQ4fPgxyZ0pKioeHx59//nngwAGQ8rdu3aqgoIBr6Tx58qSxsfH69es3btyorq5ubGy8efPmzZs3q6qqbty4ce/evZs3bw4MDECXurq62Gz2ypUr1dTUrK2twVLr7u4O5gBfX18WiwUmWAsLiyNHjsDKwMHBwdLS0sbGRl5eXlFRkcViOTo6rlmzZv78+aPzeoX3e+fOHUNDQzc3N39//9jY2MDAwOjoaCcnp5CQkNjY2JiYmNjYWH9/fz8/v4iIiKioKBkZGSsrq5UrV+bk5FRUVOjo6Hh5eUlLS/v4+ERERAQHBycmJoIe29zc/OLFi/C8EMcJAWBPnjypqakpKiqCyfC3cZZBCMXHx7u7u4NXM1b8joYRIoT8/Pzi4+MPHz6cnp6OL5cIkFhoFP6EXpR8kN+kkIj9xzZhERsAqSTBlLqqqoqMKyLHSvxyNDhjgGpv3rz5+PHjK1eu9PLy8vT0lJKSCg0N3bx5Mz6ZyWQuW7astLRUOJjPhQzRGx0woe/r6+vr60tLS4MadRUVFU1NTZ2dnd3d3a2trcXFxR0dHUlJSbW1ta2trTU1NRcvXszKysrKysrMzIQiBrKysmvWrGGxWDNmzLh69eqnn34aERGhrq5ubm7u6uq6f/9+cmxhm/SZhAfp6el5+PBhY2Pj7du3r1+/fvny5ZKSkvz8fLhRdnZ2fn5+UVFRfn5+YWHhpUuXKioqrl+/fvfu3aampgcPHjx+/Litra29vb21tfXRo0fNzc2FhYXJycnOzs5JSUkODg7Kysog/WRkZNy+fbuvrw9GEj5gzAjx28desj09Penp6SdOnLh06VJAQMCTJ0/IBykvL798+TKfz29qaurv78ceFjweLzc3F0ySsLO3t7e+vh57zz4PnxMS3rYY4nue83shY67RoHNgcXFxcnIy9BAcX1NSUn799Vdvb+8nT55s2bIlKipqx44d4eHhzs7OP//88+bNm+Xk5HAPsb8xHhD8vcDQnT17lsvl5uXlXb9+HT09Y4GrYccrNEzMVU9PT35+fltbGz6EVyHfffcd2RncAZG/0GxiYqKamtqVK1dOnjzp5eUFMivMQwaDsX379ps3b5IeK/hBSAsoePxhN3jYaW1tvWfPHnDFCggIYDKZISEhRUVFV69eZbPZ4GUGrJ10wCEfFvYHBARMmjRpZN/LEd4vQqitre3WrVuwIMPkSMToCKMHt9DU1Lx7966FhQWLxQJpDyG0a9cueK0QG4MGY3IgLvby5csXLlzA+WsQQgUFBVAVBANiCt9pIISCgoI8PT1BaYFf3GjiCPl8vru7O1hljx8/jgid+8uDLO6F542IbRMgTkfwo6KnF/4kxyJvAcDx7+RfNLgygtT4ZIIYcmUnfFqmRERcAULIzc2NyWRu2rQJlocbN260srJyd3cXDrovOjs779y585nLjucB6dlFRsshhIDtZWdnnz9/Pi8vLycnJy0tLSkp6dixYwwGIzo6GpwAS0tLa2tr7969i/MLFxQUMJlMFou1adOmQ4cOrVq1ytbWlsFgFBQU7NmzZ+fOndixG482vCCc1kRIkD9xr2Uul9vR0VFfXw+l+yorK69cuXLp0iXgi7m5uTk5Ofn5+Tk5ObBdUFCQk5MTGBhoamq6fv36uXPnLlu2bOPGjXJyclZWVlCKDxg/kH58L5IAkdu1tbV1dXWdnZ2lpaW4SzCAly5dgtQn4kHKZWVlOHxC+KzUWeScfB686PeCEOrt7RUIBKTsW11dffToUez0gRDq6+tLSkr68ccfw8PD29raduzYcfToUW9vb2VlZWNjY0dHRzs7uz///PP06dMCgQCXGUJDxWjy+fzu7u6srCyhUFhYWAhiBJmTerjnIh2k+Xx+W1sbLu8OY47vNXPmTGCEf/3114wZM3788cfly5cvXbr0999/l5aWxt7XADMzMxUVFTabbWpqmpOT09nZqa2tXVVVhRBSV1ffuHHj7du3hYPu3EN2EqRbUg6G2ctisdavXw+MUE1N7cSJE2fPntXX1wfzgbKyMvYWhIQASkpKsApBT3PZ8PDw8ePHj+xpMvL7RQilpaV1dnaSEQ5DXg5/paSk8vLynJyc/vvf/3711Vfz588/derU/v37yWQLPT09fX19Z8+e7evrgwkPowr0bWBgoKCgoL29HTrwTL+hF523bwoIIbDUBgYGJiYmQud5PN4oM8u4uLhkZWX5+/uD7Cx8kU/9mQOKxKK/gWKCtqqurg6qpwLu3bt39+7de/fu3b9/v7W1tauri0xsSLJD3tNJivHCEPRpDx8+xIdIvltVVdXc3Ex2T8ThCr5qMtYH7kuGpT98+LCrq0s4yNrhGQcGBnx9fRUVFTMyMviDGU8QGqVrlpBw0cavHENkKdDX1wc6tMbGRtjJ5XKxAhARaSYg0oPL5cKZsLOrq0tZWdnc3BxSrrwQcOik+JwZctaSj0BKJ7Cnt7dXROPU39+fmZl59OhRLJHguSTuAo7jWEizOexpb2+vr68X6SEZiyLewyHxQpLiqCGijYiOjm5oaBAhmuHh4VOnTl23bp2BgQEYPoFqY+0Qj8dLTU2tqakRDgqaw3VYMBgjKzL45Bc3XCfxp9Hd3Q33EpEdOzo6pKSkZGVlORzO999/j81sH3zwATa/nThxAg0yVDMzs4yMDESsZTU1NSsrK4VCobq6uqysbF1dHXqao4NQ1dvbm5eXh2k9HMKRHjwez8PDY+3atcXFxQghOp0OXqAwnbq7u1ksFs7bmZ6eDhbBc+fOwSBcunTp+vXrQqGwv7/f3d196tSpZC7vkac6CTwyjY2NFRUVeA4PZ1wAudPOzk5bW3v//v2QJ2Hv3r2qqqpMJhNEOmzMKi0tra+vh7tfvnwZs0m4S1FRkYgz+aubwK8T4IV++vTp4OBg8MRGo1aNBgcHHzhwYOHChdu3b4fgJ7qEoKenp66ubmdn5+HhwWAwpKWlVVVVQYeWnZ2dk5Nz/vx5UKNBon3YmTuInJwc0Lnl5+e7uLgcOHDgzz//lJeXl5GRkZGR2b9/v7S09B9//AGeHRBgm5ubm5mZWVRUBH75bDZbR0dHU1NTU1NTT09PTk4O1L8iruTDgUxINkJKDviEDh8+vHr16pKSEpFGnj9VijhIsividC4gMp0isTApkb94jS/CfoRCYVtbG8TAPXr0SISlwZqAXElg3RF/xHD74YgC/gvhOuRRkrGRPAwhdOPGDQaDoaSkZGZmpqmpqaqqqq2tra6urqmpqa2tTafT1dTUYN5qampqaWlpaGhoaGioqKgwGAx1dXUdHR05Obldu3bp6Ojo6OhoaWmRU9TAwEBPT49Op+vo6KipqdHpdC0CmiMCNyV+Mux50e9FU1NTXV0dHodOp5uZmcnJyWEBF/NsLpcbFhamoKCwcePGVatWbd261dbWtqWlBb90rOa1trY+dOgQi8UyNTVVVFTU1dWF8YG+wa+enp6RkZGmpqaRkZGhoaGGhgZ8MnAynU6H8YQuaWhoaGpqwgnQAnxZ+/bt27Vrl76+PlyIB8fc3Py9997T0tJCCIHb59GjR8EzNjw8PCUlJSYmBid2QAiZm5unpqZiOWZgYEBPT+/evXtcLldTU1NaWho83SwtLSEBEFzl5OT0n//8ByJwoOQkDpQKDAxctGjRxo0b1dTUZGVly8vLBQKBkZFReXk5rnbS3t6uoaGBDRktLS1r1qyZO3duW1sbiJ4ZGRnl5eUwLf39/SdOnGhoaKiurq41DIZ7v/r6+mpqaqqqqsbGxnPnzh05ZFZImH5gbVdWVgaKDVBWCwm5vLe3d926dfv27QNfIQUFBcigC4INl8vV19eHREXw4uh0ura29ov2/22Drq6ulJTUb7/9pqKicubMGTRIbF+YEQIlDQ0N/fDDD6WkpKytrZOTkwMDA0MlBD8/v+zs7ICAgGnTpo0bN27r1q2+vr5NTU3D2QhFdoKZt6Ojo6GhIS0tzcnJyc7Ozs7OztDQUEVFRUFBQUtLi8FgsFgsc3PziIgICCAD8h0XFzdz5kx7e3syAG7Lli3W1tboaTER03fy1riHwP+wtp3sOeYxCKHKysr33ntv3LhxYG4hmcQoVl74LkMqMUQ6QGoyxR+ku7ubHE+Ro0Kh8Nq1az/99NPixYtBzEUEp3+m3CMgMML3LHy60Ad5FCeawvvxWhUuhJm9c+fOrVu34nhH2IBARvB7CgoKgoiIsLCw8PBwHAsBsQ02Nja2trbgAIVbgKMQrQVBn4GBgX5+fnD5kMDxEvAXOoADK8kzcd9eCOHh4X5+fnFxcRDKuXfv3rlz5+KxwksxDofj5uYGidkg8tLIyOj+/ftwCEYMqHxOTs6kSZMCAgICAwPheUNCQiA+NTw8HN8UHh8GB0JgfX19IegzPDw8ODgYhhf8dEIHQ2NDQkLATSwkJMTKyurIkSOxsbHQPtwxNDQ0Li5u6tSpSkpKWEyHDTJNOdbBcLlcMzOz5ORkRHjc0Ol0kAJNTU137Njx888/02i0r776Ki0tDZ6XxWLRaLQrV65UV1fX1NTMmjVr4cKFcG1hYeG2bdvGjh07efLkgwcPysnJQRJzDQ0N4CgIoZ6enoaGBigsjL+OhoaGy5cvwzaYluE74vP5/v7+H374ob+/P0QJvxBgJCEsh8VirVy58t69e2BiwPYt8nPGtZng7rdu3QLNMJ4SoBjjcrn79u1TUlJKSEiAAEQXF5fGxkbMSrlcrru7u7+/f2hoKIQV/T/2vjuuiuOLlyTGEk3U2GNFBMSGJtFosAEigooKKkgHQQTpvYMgINJ7EUUQREB6r/fSqwiigqAU6SJVOty774/zmDdewCgSNb7f+YPP3mV3dnb2zDkzp3wPmkH/aQoODjYwMNi9e/fs2bMhigpGb5rIMra2ths2bLCwsEDMOlNEEERTU5O4uLi5uXl3dzeNAw9/Fo0dBp1B7aALwBqDO7SJCUZOIG1tbcjwRRc3NDRISUnhNVdRCzSeIWRUwTuMsyBIJWRyfPLkCdh8wM+K6EOywicl3I9FHTfD0uz2UH9odns4tC6cQUEl6C5kPjI0NAQjFQ4/jVuhiY80Cb7/AtQHXC9OVJOoA9Dz9PR0MzMz/HPTXI8zycRvSqFQwPeGuAi9I9oH4CP8j/Qh40B8/FRCN0I3DA0NIyIicC8AdVw4mpiYAJ7Z3bt3e3p6tLW16+vraWyb0KCpqamvry/u7UYzjuYVaKwIk77jVG/d1tZGvBuhhoYX9qy4RxkFl9I8kSAIMzMzcPagdpSUlJ4/f06lUrW0tHh5eVlZWVesWLF58+aQkJCxsbG2traffvqpsbHx4cOHxsbGZDJ5eHh46dKlMA3z8vJ4eXmXLVu2cuVKGRkZUVHRwsJCKpWqqakJ+2wUxqmoqIgsLqD5SkpKcN8HsutYW1svX778H32okxLOY1QqlUwmCwgIgCmYBjsUwIAA8AFAZXHuxYXVwMCAqqqqlZUVPm3b29ubm5vRipxCoeCBxKjs2jdAdXV1CgoKK1aswOtYfbQihK9ra2vLzMwsKyurq6sbFhaGcr8CAwMhW/PevXshISGBgYFBU1BwcDAcoOSwO3fuREZGWlpasrGxeXl5oY+H76LwruKB49RxZzgQgUlPpHiICV5fGqcFQRBBQUFHjhyJjIxEfXNycuLk5MQbmTga6HE01r+JxyjAD37y8fH9/PPPsHrFCTkv8afQlIclJmz+aMxcNIOGVtDwk0b6UDFpNTG8jfqussnPz58/f/6aNWtoKhciQxzeB3QNFZMOeC0qNHTo3kkDaCeuD9AjkPTB+0mlUs+fP29paQnGtKn4ENG9e/fQRw8ODoYcQchYDw0NhSD1u3fv/mM7H0j37t0LDw/38/MLCwuDMxEREfDogICAkJCQgICAwMBAOBMSEjJVOwD4cPfu3bCwMEtLSwjlHR0vgUJgjAfZ8aWlpRAbIisrC4KPeHc9RBDEwMDAgQMH7OzsIEH73r17ADIQGBgI0xZBAXzsK9+/fx/yuH19fU1NTf38/IKCghBqQWhoKLzR2rVrJSQkqOMrFXz24W5aWJnJycn5+voiRh0ZGVFWVoblrJqa2pkzZ37//XdWVlZVVVV4Oy8vLz4+vt7eXrD0WFlZvXjxQltbW0REBMbB09OTgYHh8OHDoqKi4uLipaWlVCpVWVn5yZMnaKAqKipERUURJgtBEK2trZmZmXgnEXP6+Pj88ssvN2/eDA8Pn2pwQkNDg4OD/f39IXcWxCkSksHBwffu3YuMjExOTtbV1V2wYIGgoKCuri6kO2tra1+8eJGHh4eVlZWenn7jxo0sLCz79u07e/astra2u7t7cHBwenp6RkZGbGzszZs3//jjjz///DMqKurBgweQnhseHq6rq/vkyRN8LoeHh5ubmwPQRFBQ0IMHD/z9/afqP2QDo1yOoPF5BGwDP9E1wNv3xikwMBCuAU4ABoML4BbgNzy9OHicULM4m8FUjYqKAn109+5deM2wsLCoqChtbW0JCYmlS5empaUhXppmsIyHhwcjI6O4uDgbG9vx48cPHDiwYcMGZmZmBgYGRkZGRkbGjRs3MjIybpqa6OnpGRgYmJmZmZiY4JYtW7Zs2bJlzpw5MTExSPbR6BJw7I9i0NLUyaxn6Hb81R49egTJc1QqFW3OcDceQRCxsbFLlixhYWHZuHHjxo0b6enpt2/fPn/+/PLycpzpaSIJkX8ClyY48jLeSXzLdfnyZXp6+tLSUmTrQytf/FkT34WYoMmQnqOp8gp/8R0tOoBn4bVvqONlZgmCgHQCArOl4Cv0vXv37tmzBwkpmnfHOzARuglGAA/UxpUcZRyPCr0jzZsSmDUPEQ0DgFIEC9jWrVu3bNnyHlYEYmBggANGRkYmJiYmJqYlS5b8/vvvELUI/2JiYvrHdj6QGBgY6OnpN23atG7duj179nBwcEAE7L59+5iYmDZu3MjKysrExERPT8/IyLhhw4ap2mFhYQEMvO3bt8+ZM8fCwgKvIYxL5OvXrwsICHR1dYET98qVK3jmA76GGxkZuX//PmDQQAfQUxB97PsyjhMzM/PWrVs3btwIw7t58+b169czMDCwsLAwMTGtXr2ai4uLjo4OSiLjmx6atRqVSs3IyFBVVeXk5IQYUXSlqqoq7AgvX74sJiZWXl6OrykzMzPp6emBxyIiIgDH/MSJE9ra2gRmWBobG7O3t+fm5oZyiZqammAaBffkwMCAlJSUgIBAQEAAtDw0NAQ+J9RPFIYaGBhIR0e3ffv294jE9evXr1u3btu2bYyMjPz8/Nu3b+fm5t65cyewIgsLy4YNG1asWLFt2zZ2dvYDBw6sW7cOGHXdunVr1qxhYGDYsmXL1q1b9+3bt2fPnl27dm3btg0+EwMDAwMDw7x58+bMmbNq1SpmZmYWFpa9e/fu37+fgYFh/fr18HXWrFnj6uqKzzJ/f/+1a9eysLCsWbMGQBk3b978Hn7GvzKc2bhxI3AL/uLQbZrLgKCrwCQw1+An/lyGd2nDhg2g+9H8hfObNm2ip6dfsWIF3A6LgwMHDvDy8jIzM1+8eJGZmTk+Ph6xzTTLMDk4OPzxxx9Xrlz57rvvGBkZGRgYgoKC4uPjY2JioqKiYmJiIiMjY2JiYmNjY6aguLi46OhodEF4eHh0dLSNjQ3sBYlx2Y2eSJM7P7FAGoHt/9AB4sWxsbFXr151dnaiSEKaeUUQRH9/f01Njb29fUxMTHJycnR0dExMTGhoqK2tLeScwlaJpid4CzTZwVQMsBgXSQjRWFdXd9WqVTDBaHZdQLjmQBfQ5HfTXAwjg/x8NMoPH1Ka80hYTFqZDNdenZ2dgFIB3nWQGrA6odk64wKI+q59FTkz8PbxNBXYuMBlcBc0C33AdTnIJrDq4Aa9pKQkR0fHuLg44MapKBojYNrY2FgfHx8zM7OoqKiIiAjEqMDhM0VRUVHwrKCgoFWrVtHR0S1dutTd3T0uLu7BgwfJyclRUVHR0dGJiYnvmUcRERGxsbFxcXHx8fFXr16tqakhJshiGEkjIyMHBwc01OfPn4eASaQC8aEeHh42MzMD9DgYk7i4uNjYWBiiuLi4abxsTEwM4IRFRka6ubm5uLjACh0f+YiIiISEBHp6emFhYWLcuDc0NHT//n3quPe3ubn51q1bkpKSZ8+edXV1HRvPPkS8qqysDAGQ8vLyR44cqampGcOg1Hp6elhYWKSkpMbGxmDq+fn50dHRIQ8ZWlMaGRkdOXKksLAQIkdKS0uJd22MAQEBcnJygoKCBgYGL1++RFGX8fHxEGoO6Ym+vr7z58+Piop6D/9ERkZGRkampKTcvHmTjo7u559/Xr16NQz+gwcPoqKiAI8pMjIyOjo6Li4OuAJGLzY2Nj4+PikpKS0tjYaNgWJiYtLT05OSkpKSkkJCQhISEshk8v3796OiotLS0sLDw0NDQ8ENjJtnXr58aWpqGh8fHxcXl5SUBF/w/d8XepIwTvHx8VEYIeaBKQm3xMfHwyOgEcQPcHHM+PSceB69Gn4MVwIhRo2NjU1OTnZwcFixYsWCBQu+//57FRWV7du340nwH60IQU45ODhs3bpVVlb2xx9/3Lx5M5KJBCa1J92lIaK8m5sFzFdeXg6IIfjiFHEeyLuJdjBIBs/NzS0oKHj69GlJSUlJSUlhYWFBQQEcJCUleXp6Xrp0SVZW1snJiToeHY6kM25+oamtCjMHsHqhw6ChkbseZDHNlgsIB2WAKY1P19bW1q1bty5cuLCsrAwZdfHoBvzTwLujuh9oxGCjhjvPJ7qs0GoApZrR6FQ4D9tctG3F06rwnRmVSm1sbGRnZ1dQUJgKVCguLs7IyEhLS8vGxgZBD6NlAVJ18Aj8QfBSqOzOxBxqmhhufF+IXhw12NPT09vb+4+siPsP8JOoYDqNn3UGCYbCyclp7ty5S5Ys2bJli4mJCfwLuWfe33noGLQDKS4o7QFflFCpVE9Pz9jYWLiltLT00qVLkDI0Np66Q+N2BRAD1BmUh0fjm/9AonFoVVVVIYmB3hRoeHh49+7dp06dgp89PT2QORoTE9Pc3GxhYXHu3DlZWdmIiIiJXwQ6pqKiArafS5cunTlzpry8HLqNrs/Ozv7555/Z2Ng8PDzExMRmzZoFGzvcfTAwMGBiYsLFxQXBMleuXHny5AmaKbg1qLi42MDA4NSpUxcuXKipqUlISFBSUvLx8YH0m7GxsevXr9PT038Iskx/f7+Ojs7cuXPXrFnDzMx869Yt9F74ynWiDKSOJ1jjQ4F/KVDJuD0JHaNJlJaWVlVVhVvLi4uLaTxN//gKaEs9KZ9MOtEmbRZ/3w957qRN4T6C58+f79q1a8GCBb/99pu6uvqKFSvAZQ5vNx3TKIVCcXFxWb16taqqKj8//+LFi9esWYNA6j58ktDw8cjISFZW1uDg4MREBdzK5+joqKSkBPhGFhYWhw8fXr16tYyMzKVLl86ePcvLy8vCwvL333+fPHkSwKB37969YcMGOjq6OXPmrFixYunSpaGhoTU1NbW1tXV1dXV1dTU1NVVVVXAG8DCJCXu4jIyMioqKxsbG+vr6jo6O+vr62trampqahoaGurq6tra2urq66urq169fV1RU1NfXv379+vnz5zk5OXp6eqampvLy8tevX3d3d7e1tVVUVAToUU1NzU2bNrGzsz958uRgoKGJAAAgAElEQVT58+dVVVXd3d319fV149TQ0ACIUG1tbS9fvmxtba2pqYE+tLa2NjQ01NfXA0QWFB9obGyEggnPnz9vaWlpamqqqqpqbm5uaGh49uxZb2/v8+fPoS5BbW1ta2trU1PTixcvWltb6+vroc3q6mp4bkhIyLVr1yC0HdCQLS0t5eXljY2N3dzcLC0tVVRUpKWlKyoqOjo6oNm6urrKysrOzs6qqiouLq4FCxZs3rx59uzZ7OzsVlZWFhYWhoaGrq6u8OHc3Nw0NTUB/U9HRwegX1VUVLy9vQ0MDPT09FxdXQFE28bGRldX187OztDQ8MaNG4BfBRCXgNtpZGTk4eGho6MDgLQaGhouLi5WVlb6+voXL15E8QtTEfVdQue7urry8vJgEk50o84gUalUXl5eNja23bt3MzExiYqK0vjt3q+A0X/LysqUlZVv3rypq6trYmJib2+vpaXl5OR09epVTU1NNzc3Dg6OM2fOBAcHX7p0SVJS8uTJkzk5Oa9fv3758mVVVVVra2ttbS1MiqamplevXhUXFwcEBCA9OrOvn5eX19DQQPNpkMzauXMnPz8/Cg8uKSkJCgry8fExMDCQk5ODSBDi3XAnGAqw9GhoaIDVV05Ojo+Pr7i4GD0CAQ/19/cbGxuzs7NfunTp6dOnsEjFhf7Y2JiZmRknJ2dubu7o6Ki+vv7Dhw/xDqMF5eDgIKzPFBQUTp48+fjx42fPnsnJyaGFlIWFxcqVK/9xTKC1gwcPnjp1ioWFZcmSJZKSkrj6nFS00nyaieoHv4AmpgEtDqD/L168yMzMRE8cHR3Ny8srKiqa3tIHPYhGk1HHMSjQv9CZSVMVUVcnJdTm2HjBHDhDAwfW09NTXFy8b9++RYsW7dmzR1tbe+nSpVACDO6djiKEyFpmZmZAMPr+++9nzZrV0NDQN05DQ0P9/f0A8dU/BQ0NDfX29g4MDLx9+xYq4FRXV4M5Hh8CmAkVFRWysrLW1tZKSkpr166Ni4vT1dVdvXp1VlbWhQsXoPgALy+vqKiovr6+hISEurq6pqamkZGRhobGpUuXxMXFDx06dOHCBWVl5YMHD2pra+vq6uro6GhoaGhqauro6MD1mpqasrKyNjY2MKZQ74ZCofT29gKUl5CQkKioqLy8vICAgIaGhqysLBcXl4mJiYCAgISEhJqa2vHjx3V0dKSkpOAnBIXOmTNnw4YNs2bNAgzf9evXAyDvgQMHGBgYVq1axcvLa2ZmJikpee7cOU1NzXPnzoGx5dixY1paWmJiYqdOnTIyMjpz5oysrKyCgoKAgICxsTEfH5+UlJS+vv7JkyfV1NQuX77Mw8NjaWnJw8MjJiamqqp67NgxQO4XFhY2MTHh4eEB7XXs2DEjI6PTp0+Li4vr6+tzc3Orq6tLSkoKCAjo6+sLCwvz8PBAz9etW7dw4cLvvvvul19+oaOj++uvv6DnFy5c2LBhw/Lly62trffv33/16tWzZ8+KiYnp6uoKCAhcunRJUFDwjz/+UFRUXLZs2bZt2w4dOvTLL7/s2LFj3bp1CxYs2Ldv3/Lly9evX8/IyLh8+fKdO3cuW7Zs48aNO3bsmDdv3vbt29etW7d8+fJDhw7NmzePiYnp999/p6Oj279//9q1axcvXszJyTl37lxwgcyaNWv//v2rVq1atGgRGxvb/Pnzt27dumbNmkWLFu3cuZOOji4/P39sbKy7u3sqPkRM+/btWzgA1q2trU1PT4fyqmCwfQ8zT4N6enoAc7W/v9/e3v7PP/+E0hABAQHQBwC97O/vf/v27ejo6Hv6D2bwqKgoFhaWBQsWrFy5cs+ePatWrWJgYFi+fPmaNWtYWVnnzp0LjvzFixezsbFt3ryZmZn56tWrp0+fVlZWBsxbc3NzSLpVUVHh5eXV1tYWFBSsrKzs7+8fHKfe3l7o1cfS0NAQQJkMDg52dnZmZWU1NzcjITA2Ntbf39/d3Q1vunXrVn5+fhAC4KL29fUtKirS0tKSkZEJDw+Hig2An+7t7Q3wqkhuqKurP3v2bGhoSElJiZubG3LvcONBP2YImQgphSxGJiYm3NzcsKG8cuUKWD7RpjAqKur69esA0O/i4nLnzh1RUVFOTk6CICIjI/39/YlxHenu7v7LL7+Ad3aq8RkdHX3z5s3Q0JCRkdG6devmz58/e/bsxMTEsbExwL54+/Yt7ESBZ+AnrBVgYJEsHRwcHBonYFq4/e3bt5BNCHwOqBr9/f1w5u3bt83NzRA6i2xyLS0tCQkJPT09iBWn6j9Mn/7+fvjEINLhEeheuH1wcBAsSbgaw8U+lUrt6emBlIGBgYHGxsYXL15UV1dXVVVVVlYCBFVpaenDhw+Li4sLCwuLi4tLSkpKS0vLy8sROiNY1HGbSlJSEogvJiYmFRUVBgYGEomE1nkfrQhB5bq4uLCysp4/f/7XX3/dvn37wYMHIWcZUi+VlJTk5eUVFRVRmvBEunjx4uXLl0GCy8jIKCkpnTlzRk9PD/bsyLo1OjpaU1PDx8enqqoK+S6HDh3KysoyMzPbu3dvVVWVoKDgokWLoD5LZmZmQ0NDTU0NVI8rLS0dHh7u7u5ua2srKCjYvHnzli1bnj17Vl9fX1FRUVNTUz1OtbW1z58/b25uLi4uPnbs2JkzZ9CLSEhI6Onp8fDwaGhoFBYWvnr1Kj8/Pzs7u6ur686dO+3t7Q8fPgwNDR0cHIyOji4qKmpqarp3715vb29iYqKrq6upqamenl5oaOjChQvv3r176dIlAPjn5+e3tLQMDAyUlJTMz88HFiwvL6+qqrp//35fX19ycnJeXl5TU1NAQEBra2tFRQU8JSoqqqioqLa2Ni4urrOz083NjY6Ojo+PLz09va2t7cmTJw8ePBgYGEhOTi4vL29rawsJCWlqaiouLk5ISGhvb4+Kiqqqqnrx4kVwcHB3d3daWlpWVlZTU1NERMSrV6+ePn2anZ2dl5cHCViurq63bt1SUlJydHTcsWPH7du3L168GBAQoKmpqaioGB0d7ePjA9vioKCgpqam0tLSoKCgwcFBiKk7fPiwg4NDd3c32KvHxsaSkpKgDh+ZTO7v7y8qKqqqqhoeHo6Ojh4YGKioqCgoKKBSqRkZGS9fvuzu7gYcr8LCwpcvXxIEERMT09/f39DQkJubOzw8TCKRXr161dHRAbb+hw8fQoBfamoqrO6lpaUPHz6spKQEhXDfQxMT3i9fvnzs2DEFBQVIZ5aRkZGXl39PQvQ0SF5eXk5OTlNT08bGZt26dUxMTFB3V11d/cqVKzCJZGVl5eTkIJ99UoIcZ1VV1Z07d8rJydXW1hIEUVhYCDltYD/s7e2Ni4ujUqk5OTngCUtNTR0dHX306FFUVFRPT4+vr29LS0t5efn9+/cHBwcTEhIKCgqGh4eNjIwOHz58+fJllEkNmfvTGAeANQCxICYmxsvLe+XKFRAR0tLScnJyysrKqqqqkDkOCfW4uQ+2Kc+ePYMaDlBMBkoLbd68GTwXQD09PUpKSrW1tQMDA/Ly8vz8/DU1NVQswQAuw630g4ODyIyMnOtjY2Pm5uZ//fUXZJupq6tDAh960P79+01MTDw8PG7cuOHs7Ozu7q6goODn54enEcOBv7//999/LysrC+AMk5KMjAwUbdbR0WFiYoKwVXNzc0VFRTk5OTk5OQUFBWAYoMuXLwNqAc1/4QB4Fa4Brobz8CD4oLCqhm+KeP7cuXM4WEF3d7eenp64uDh8JsV3sSNwgn+h/gB4BTSuoqKip6dnZmZmbm5ubGysra2tqqoqKSl5/vx5Tk7OHTt2rF+/HsX7/P333xwcHHx8fOrq6vfv388ep4yMjMzMTJBOSPk9evQIEAOKi4uhLnF2dnZubm5+fr6Pj8/JkydZWVm3bNkC2JD6+vr79+/fuXPnmjVrhIWFGRgYEhISkDKezo5weHjYzc2NkZFRTk7uyJEjhoaGSkpKYmJiIiIi58+fv3DhgqCg4NmzZy9cuHD+/HnBKUhMTAz9V1JSUk5OjoGB4cSJE/iDRkZGurq6MjMzd+7cGRoaCvZANjY2AwMDfn5+BgYGKyurrVu3Ll++fGBgoK+vD9CZEVhaXV0d8HdXV1d1dfXcuXNXr17d1NQ0MDAApUo7Ozu7uroaGxs7Ojrgxu7u7t27d9PT04uIiAgJCQkLC0tISIiJie3YsYODg2N4eBgqtRIEAQUHxsbGKioqKBRKdXU1eLYAJgaU68jICIlEUlVVvX79OgSnWVlZAWZHYGAg3J6UlEQQREVFBaxNHj58ODg42Nzc3NLSQqFQHj9+DOcBBhA95dGjRzDfjh8//v3332/YsAG+y+PHjwcHBxsbG2tra0GFwGVVVVUgR2BRCZ1//fp1XV0dlUp99uwZWCceP348PDxcW1tLoVBSUlLExcUvX74cFBREEISXl9f27dt1dHSo4w7LlJSUR48ejY2NQRBBf38/2IIaGxtHR0c9PT3nzZsHsRsgnWFhThAEnGxsbIR24Pzo6Ojz589HR0dfvHgBZg3wzbx586atrQ06Ces7CAhsamoCt0d1dTXIr9bWVmgEuR6VlJQ2bNhw5cqVs2fPTsWHNCQkJCQkJAQ8fODAAWFhYWCD8+fPi4qKwvkZISi8JSoqevr0aWFhYU1NTV1dXS0tLaizeO7cubNnzwoLC4uLi0NNrqnagb34lStXlixZcvToUYIgwG5PEARI8NevX2dlZREE0dDQAFIefvb09MCHePToEViowDve0NAAvNfY2NjY2Lhr1y7oKpT6EhISEhMTExAQ+Nj3hVpd8EYnTpw4duyYtLQ0Pz+/kJCQuLg4qkF27tw5aWnpH3/8UU5ODjksKRQKmENpkm2AH+zt7Q8fPgwSVlNT09TUdP/+/ZDhCp8e6mEhtB0abyXudkH8aWdnBwkep0+fBssq1EcDO7Oenp6goCBkqiB3LL6twcMCCIIIDQ2lo6MTFBQUERF5Dz8ICgqC/cbAwADeBSTkuXPnLly4APeCUUpYWFhUVFRISAhuFBUVhf8CnwMDCwsLX7hwAYYdvp24uDg0CP+Cn8BmcK+4uPjRo0cBnQ69hY2Nzd9//y0lJQUtT9V/mCnnzp2DmXLp0iXALVFXV79w4cIff/yxZMkScISD64qPj+/MmTNwsZycnL6+vrOzs7+/f0JCQl5e3uPHj6EaMzG1awBsqvh/qViqa19f39OnT4ODg/n4+MDatGzZMklJSV9f3+PHj0tJSW3atAlk7zTTJ2B07Ozs1q9fr6ysHB0dDfUBpqqs/ebNm87OTlAzXV1d7e3tra2tXV1dHR0dr1+/hkoInZ2djY2NZDL53LlzxLs7ZTDE371799SpU9bW1hcvXmRkZCQI4v79+7t37yYIwtjYmI6OjoeHh52dXUxMDAp+GhkZGRoa2tjYmJmZXb161dvbG8qPiYqKmpiYQJ13Z2dn13GCXZqbm5uXlxcLC0tsbGxPT09jY2NXV1dPTw+IBpjDQkJC7u7uQkJCioqK5ubmfHx8169fV1VVPX36tIuLy+nTp3V0dIyMjHh4eGxtbVVVVXfs2CEoKCgvL8/FxeXk5PTdd99xcnL+9ddf4uLiYHjR0tISFhaWlpa2tLS8cOGCoaGhtrb2iRMnnJycLly4oKKiYmRkdP78eQDHgeqPZ86cMTQ0NDAwEBMTk5eX/+mnn/j5+R0dHbm5ue3s7OTl5YWFhW1sbM6cOaOoqHj16tVTp045ODhISUlJSkra2dmdOnUKasjx8fG5uLhISEhcvHjRwcHh6NGj1tbW0tLS58+f9/T0ZGRkPHz4MBcX1+rVq93d3Tk5OZWUlLZu3fr33387ODjo6Ojs3bvXwcEBzLCmpqZ8fHyOjo6XL18WFxd3d3eHjTUPD4+qquqtW7dgLezt7S0kJOTp6ammpiYtLe3p6SkvLw+urLNnz/r4+KioqCgpKbm6uoqJiZmZmV27du3ixYt+fn5g3bWxsRETE/Py8tLW1paSkvLz8xMREYH6kRcuXLh16xZgffn4+Jw+fdrCwoKbm7usrKylpeX9/DkpNTc3x8bGNjU1dXZ2trS09PT0vH79uqur62Pb+bepp6cHitFfvnz5jz/+iIiIsLOzKyws9PX1hUA7a2vr0tLSO3fuXL58WVtbm4+PT1FRUVhYmI2Nzc3NTUREREpKysbG5sSJE9euXVNSUjp37pydnZ2IiMilS5ccHR2XLFlSVlbW0dHR1taGZnpnZ+fH9rOjo6Ojo6O7u/vVq1cQwdjc3Nzd3d3V1dXa2trZ2dna2ooah9QsgiAAm23Hjh3MzMxSUlJgRpKWlg4NDSXGjZnt7e2JiYlJSUlhYWEQjvjs2TNIEdHQ0Dh9+vTs2bN/+uknZmZmvOjYVPKts7NTQEAAEE2lpKSEhYUhYOTVq1cQtJmYmBgXFxcWFtba2pqWlmZtbW1oaGhsbGxnZwe7H1dXV3t7e0tLSw0NjaioqNLSUh0dnQ0bNqBl+ldF7e3t8HHBNJqeng4AAsR4hBSZTH706BGI6/b2dtg/tLS0vHnzBoxtb9686ejo6OrqAss2QRD9/f15eXnu7u7a2try8vLnz58/deoUrPY8PDzCw8NRyYuJVdJoPhByA9P4QeEA5deheDG8KTjT1dUFaOyKioo7d+40NzcPCQlRUlJavXo15BECTTNYxs3Nbf78+RoaGq2trejkpISWdfj6jpiAwAJnZGRkRkdHYaUPq1e4EXCx6+vr29vb9fT0NDU1r1y5cuTIEWdn5/3798+ePdvExOTmzZseHh5ubm78/PxiYmKOjo5QXdba2pqenv67776DJNMffvhBT08PEKFu3rzp7u7u7u7u4eEBUEY3b94UEBBAKRx4yraysvKZM2cePHgAccaBgYEIf8jT0xPApdzd3SHdws/PDyKSHRwc9u7d+/vvv6uoqNy5c0dJSYmLi+uvv/4Cp4KPj4+mpiYgbN29exdMkV5eXg8ePAAkKige5ubmBqn9d+/eBTwqqLvt4uISHx8PNZ7u3r3r4eEBmF5QDhfhYwEeGML0unnz5u3bt729veGkt7c3XOPt7R0QEODh4eHt7R0aGqqqqnr27NlTp07Z2toGBATAslFaWhoqosF6GWDq7t275+np6ezsHBIS4u7ufu/ePUh7Onz48MaNG+no6GbPnj1r1iwokTpv3jxwKi9cuBBwipctW0ZHRwdFYsGID/DKixcvBlcl3IKqoX7//ffgTps9e/acOXOgKOvcuXNnzZqFiqMuX778hx9+oKenx/PKP4oIgqisrET5nVQM4+NrI3hBLy+vH3/8cdOmTXv37p0zZw4zM/O2bdtmz569ZcuWbdu2rVixAgbzt99+W7NmjYKCAicn5/Xr10NCQgBbDmAFfXx8vLy8oGp5cHCwj4/P8ePHUaocMvfRRAZ+IKHIw7q6OoThTuOZo1Aovb29Bw8elJCQ6OjoWLBgAV6hFzGJmJgYCi0m3g3rRXFPIyMjOjo6vLy84uLimzZt2r9/v4eHBz5ik1JUVNTZs2chzU5BQeH8+fMAuk2hUBBeBFgsBgYGduzYAfyJFw3+8ccfgVHh/IoVK/j5+VlZWafHh/82oZEHVq+uroYdMBJ9xcXFEDxME8NFpVLBGYmOqVRqSkqKhYWFrq4uxMS5uLjcunULDEXUd8v+0EREoiB8xAY0EhjZAFAEOypBihqBFlpbWysrK1E+W05Ojrq6Ovysra01Nzf/888/xcXFV6xYkZCQgCL/p+kj9PHxgURFXl5eMTExWKxNSrDhuHjxoqSkpKSkpISEhLi4OFwPiK6CgoJwLC4uzsrKGhMTgwzB8fHxFRUVUDEuLy+vvr6+uro6Kyvr3r17aWlppaWliYmJBgYGa9asgeGAoq9PnjxBIz4yMtLe3l5UVLRnz57169fv2rVLVVUVvivuR8WXG2lpaX/88Qfs7kVFRcXExC5cuKCurs7CwgIJp4hQCzjaBe7SQNHYMGnhKb29vf3jqVrEuNGSgi15aHiC5jPj3wsu6O7uhoKik34vyrsASzShAfhDJz6xu7sbReQTBNHc3Azlh2Cl0tfXBzZVfK0DVzo7O+/evZubm1tISEhPTy8pKamwsDA9PT08PLysrAxS3woKClJSUpKSkgoKCkJCQshkclpaWlxcXG5ubmpqamhoaHZ2dnJycnJycmJiYmJiYnx8PGCvx8fHp6enJyQkxMXFFRYWQrpSdnZ2dHQ0mUzOzs6OjIwsKSmxsbFZtWoVONiAxz6KpKWljxw5cv78eWBOCQkJKSkpWVnZj23n3yYJCYkLFy5ISEgcOHDg0qVLsDcKDQ2NiIiIi4vz8PDIzMyMiIiIjIyUkpI6c+aMgIAABwdHWFiYl5cXjkuAVqgElqc7MjISEhJy4MABKSkpeXl5ISEhGRkZERERGRmZj+2ntLS0lJQUTHxOTk5hYWEFBQUJCYnLly+LiIiIiIhISkrKyspKSEhoaGjQ0dEpKysTBGFvb6+jo2NoaKinp3fjxg0jIyNLS0tTU9OYccwNCqaf4AxupYRoPtCmgFhNfRcojibkEnZ+cnJysCA7e/astLR0QUEBnpiEIw/cvXsXTDtCQkKbNm3atm3b+fPnZWRkwNYnJSV19uxZJSUlNze3hQsXysnJiYqK/gss8EkE3p+LFy+KiorKyMicOXMmMTERn8seHh78/PywCIZrAHBHVlZWVlYW0Oe5uLggYFBWVtbR0bGgoACJI5BvBCYSEcuBGOwfxzFHflxcBE0M+Ua7QFQVYGBgADVLpVKhnjC6MT8/HypHItEXFRX1ww8//PLLL+BHh0amCbHm7+/v5eWloKBgYGAQHx+flpaWPAWRSKTU1NSEhITExESA+UlNTYWkS6gUQSKRIMWSTCbLyMgcOHDA2NgYbFwQ5K2mpqampqanpycmJsbFxQU2eigMzcXFpaGh4eHhAaNcUFAQGxuLkp8qKyuDg4MHBwcLCgpMTU3fvHlTVlYGycWIxsYBQnFcMRcXl9jY2MTExNTU1KSkpJSUlJSUlICAAHC6QOAWDaIKuhdPuUOfCgd8oWCr1+Hh4czMTMhrpuES/MuhmG8gHA1gZGSktrYWvD5A/eP16IHD0LoPEfqJAgRorArAaujnpGU3KBTKixcvMjIyUDv47XABxCCgUjV4N/Bj/JVRqALNwKL3pYmKpryLGA4xh3BcV1cXGRkJOeBkMnkq/pyKEhIS3NzcQkNDk5OTU1JSEhISkpOTU1NTP7adf5tIJBKZTI6KigoKCgJH8sSsJBi90NBQqCIJJhMLCwtIeQKumwrAr6GhwcbGBvL6k8enMxx/FCUlJUFZmPj4eHt7++joaBKJBKOamJiYmZmZlJQEQiA2Nnbp0qWQPjFxATfR9jWRo4BhWlpawIQOueqQ4U5573YQjVhISEhSUpK7uzsfHx+AadAIXwT3gRyNTU1N1dXVra2teDIiyHcPD4/vvvsuLCxsGnz4b1NaWlpaWhoI57S0NFNT05qaGlTyl0qlBgQE3LlzJy0tjUwmk8lkWIampqbm5OSQyeTr16/LyMjo6OhAtB2afXFxcTdv3rx3756CgoKzszNgpAG/wafs6ekBPCDcZoOjXNFoRAIzSIAwwStvj46OlpWVubu7R0dHQ4WZ1NRUb2/v7OzsxsZGAQGBe/fugYUjJiZGUVHx2rVr165du3PnDvqy0zGN9vf3Aytfu3YtNzcX3T4p4ZyH8EfQLTQKPzw8XEZGBo4hLBBMyXBLcnIyuPHh/bOzs58+fYoWaHl5eeCwhHurqqoiIiKA+wMDA2/evEkQBKozApnpYATHewg7HrgLR6iCAzKZTJlQhXXia1LGk2Mmmn8nfmAARSTehVLED1DLlHez0fGRLCgoGJmstD1SPxBFibiH5r+oz/grE+/uI9GVOJoaypQCVU2zoRyeUNmVOp6nhR5HYBEQSAviQAQ0A4hGhoKZ2miGDpYC8fHxcCNu3vxwIggCJVDjH/dj2/m3CWEsQBQo+NQp70I3UKnUkZGRlJSU9evXMzMz8/DwgF9w5N2aJwjWB32yvr6+wcFBSAwfebeIz8f2E/86ZWVl+CejjusSEKOjo6NWVlZ0dHQLFy78+eeff/31Vzj45Zdf4O+SJUsWLFiwYMGCefPmLVy4cMGCBYsXL16wYMHs2bMXLFjw888/w79+/vnnWbNmbdu2zdTUNDc3Nzo6OiAgwM3Nzc3NzdbW1sXFBXwKzs7OLi4uLi4uTk5ODg4O4FbIzc29d+/e0aNHYTcJbcJfOJg3b96SJUvmzZv366+/zps3b82aNVu2bFm2bNn8+fNXrlz5yy+/LFq0aOXKlYsXL160aNGsWbMgG4SCwdB/JYQmIHyRR48eAQIGgqkqLCwErY/YA3igv7+/qqoKEhVo5kh8fDwvL6+ysvLKlSuVlJT27NkjJycHcfLEuOCiUCjZ2dnUcYmBw1rRTHYagYnAthDiPxAPD4+4uPipU6eOHDly9uzZtWvX8vDwGBsbV1ZWCggImJqaXrt2zd/fH8y2IyMjWlpaAE9PTC+hHu50cHAIDg62tLRMT0+nUqkgZ6caaOq78hER8pSCdoGfgITb1tbm7+/f0NAAV/b19QUHB0N0InwDqF2OPkxhYWFISAja7T179iwwMBBGanR0NDs7W1hYOCkpKSIigkQipaSkwHKGRCLl5OSkpqaCXS4rKwt+Qtlh1E8ceeH27dv5+fkJCQkkEiktLQ0WR7BGJpPJYOvLyspKTk4mk8nofHJyckxMTFZWVlpaWmpqKtyYlpaWkpLi6uoKS0UgWKBlZWWlpqamp6fDZWQyOScnB66HQANoMzExMScnJyUlBbawsH9FN5LJZOgnVKXPysrKzMxMTU3NyMjIyMiAnpDJZLgyIyMDGs/OzoZuwEDBW+Tl5UHLYLfMzMzMysqKiYmxsrKCRqA6PIxAeno6AD6lpiQeY6EAACAASURBVKaiuOfY2FiAgIIRy8zMhEeTSCQYFuhkdnY2uiA7OzslJSUrKyslJYVEIsGLwAVwY2ZmJpyBbUpWVhaJRIK77t+/D0s06ri9ZRoCoqSkBIlmNEe+NsIFREBAAEBbwZjDCIMNhkQiGRoaMjEx2dra+vv779mzR0BAIDQ0NDMzMzExMSMjA1guMzMzNzcXPhPwyZ07dyC3DMdSmXZXx8bGGhsbHz9+jHuncH2MhjorK8vZ2dnHx+fu3buenp4Awezl5QUVoG7evOnv7w+bFVBdAQEBvr6+UOfIz8/P39//9u3bgE8WEhLi5+cXERHBxsZ27tw5Nzc3JycnW1tbwHNAyRjW1taA+O/i4oLQpUNDQ8PCwuARt2/fBvhm6ICvry+45AGK/fbt2xYWFubm5oGBgT4+Pr6+vh4eHkFBQS4uLlAlCoeD+XoIXzp3dHTk5eWhsI+hoaG2traKigociwq+VEJCgqKi4u3bt0tLSzMyMshkcn5+PsifnJwcMF9D+kpXV5e5uXlLSwsYJDIzMyEuVFRUdOfOnVevXs3KygJxlJGRkZ+fn5WVBZKERCIVFBSAS4VEIhUVFYHkzMvLy8nJgZCI3NxckDNRUVFnzpwhCIJMJl+7di00NNTFxYUgCENDQ0BFgDBGSEA3NTWtqKiQkZG5f/8+8Smg22NjY/b29iIiIoBUW1BQ8OjRo7wpqLCwEERzWVkZwJe8fv26paWloKCguLgY3IH5+flPnjzp6elpb29PT08PCQkhkUhv3ryBtUNvby+SawRBvH37Ni8vLyYmBu0MioqKQkNDEchZTU1NUFAQHsVjYGCwbNkyAQEBXl5eDg6OI0eOHD16lJ2dnYODg5ubm4uLC86wsbFxc3OfOHGClZVVQUEhNzc3Ly+PRCKVlpbm5uYWFRVpamoyMTEdP34cbuHl5T18+DAc7N+//8SJExwcHMeOHTty5AgXFxf86+TJk9zc3HBw7Nixffv28fHxHT169Mcff2RhYREUFNy7d++6detYWVnRZZANzcPDw8nJeezYscOHD9PT07OxsR09epSHh+fEiRMbN24E9FgODo4TJ04wMTGtX7+ei4uLi4vrxIkT27Zt27FjBw8Pz+HDh48fP75jxw56enouLi52dvbDhw9zcnJu2LBh586dPDw88PpbtmxhZWXl4eE5ePDg6dOnN23axMzMzM3NfezYMS4urj///PO3337j4eHh5eXl5uZmY2Ojp6ffu3fv0aNHT548ycbGtn79+j179vDx8XFycnJycm7fvn3z5s2nTp3i4uI6evQoKysrZEQdP3785MmTf/31Fz09PTs7OwwdOzs7BHccP36cg4Pj+PHjmzdv3rp1Kx8f38GDB48dO7Zt2zYmJiYYGW5u7j179kBrR48e5ebm5uTkXLdu3b59+6C1kydPbtq0afPmzUJCQkuXLrW1tX306BGZTIYCzlPx51SUm5t769YtmLS5ubnAAB/byGeg9PT0oqKinJycx48fCwsLb9y4EQZ/8+bNO3fuPHLkCAcHB7ANRHPs2rVLQEDgt99+o6Oj4+fnP3bs2OnTp/fv38/IyHjgwAFubm7gExYWll27dp0+fZqJienixYv5+fmFhYVkMrmwsDA/Px/KYn8UFRQU5ObmZmdn371719/fv6CgID8/H3K/QA6kpaXBjIMssfr6+q6urt7e3qampvb29q6uLkh8gujEzs7Ojo6Ozs7OnnFqaWnp7u6G2FRkUUBBjG1tbTk5OcePH8/LyyMm8zwR4/tmOTm5ly9ftre3NzQ0dHd3v3nzpqWlpbe3t6Ojo6+vr729HYKQ+/r6Ojo6ent7IZC4ra2tp6ensrIyKSmpoaGhp6cH/gsxlu3t7eXl5cnJyaWlpTPPAZ9Gubm5oGwg9w5wtVBcTFhY2PXr10tLS4uKijIyMiA/1dfXl4+Pb+3atXv27Dlx4gSomX379m3fvp2fnx8QTv7880+o/PfmzRs1NTWAeVq6dKmYmBjgf0Ek0apVq8TFxXl5eTk5ORkZGRcuXCgoKAhihJmZ+fDhw3x8fMCQa9as4eTkBIG5aNGin376afny5evWrRMVFeXg4ODg4KCnpy8vL9fT03N3dyeTyQYGBqWlpb///js3NzcHBwf0DWwJixYt2rRp08WLFyH2mJjejhAue/v2rYqKipCQECRLQuXfqUhLSwtcx4yMjFDHbsWKFY6OjnZ2djdu3Lh+/bqXlxfAlv7www/ffffdypUrkd2vr68vKCgI7QWHhoZSUlIAMhEuKCoqevDgAYpbqa6u9vf3R2jC3d3d+fn5np6ep0+ftrOzc3FxgcIl1tbWbm5uEOXs6Ohoa2trb2/v7OxsaWnp7OxsY2MDVZvV1NSgHDn81NHRuXr1qrW1tYODg729vZ2dnZOTk5WVFTQLGBPW1tbwL3t7+xs3blhaWkLjN27csLW1dXR0NDExcXZ2VlBQMDU1dXd319TUvHTp0tWrVz09Pa9fvw4XmJqa4uMDEFk2NjbQCOROuLi43Lhxw9XV1czMTFRU1MDAwMnJydPTEzLSIFzWwcHhxo0bWlpazs7Otra20EPI4LaysnJ3d3d0dNTR0TE2NnZ2dnZwcHBycoJYUBgNe3v7a9eumZmZ2djY2NnZ2djYODg4wH+hpg+4yq2treGnh4eHtra2gYGBu7s79A1cuS4uLoB/Zm1traOjY2dnB+vxmzdvamhoWFhY2NjYODk5WVtbm5ub6+rqurq62tjYuLi4mJmZwU8HBwdHR0crKysDAwM7OztHR0cnJycbGxtNTU0rKys4dnFx0dbWBvw2U1NTLS0tSE++dOmStrb2e/hzUtLW1hYSEpKUlATUIXl5eXV1dQBh+apIS0sL0pl1dHQMDAzMzc2dnZ0dHR319fUtLS3hEwNjQ/a6oKAgKyurioqKtLS0k5MTBFc7OTnp6elZWFjY29s7ODi4ubnp6emZm5sDFwH0EkwEBQUFDQ2N6XUVEsvOnTsnIiICX0RVVVVZWRlmmZqamvI4wYzT1NREE1BDQ0NDQ0NZWVlJSUlFRUVDQwM+B1yprKxsaGgI1k4bGxsZGZn9+/evWLHixx9/XLx4MTs7u7i4uI6Ojq+vL8JRI96NDyLGQ/CPHDkCCebwCCUlJWVlZegJfH0dHR0VFRVNTU1lZWV1dXUkHHR1dSF/X19fX01NTV1dHYIb4C5VVVUDA4PLly/P0GefMYKvCV/hypUrYAZHy4iwsDDICJSTk9PW1lZUVAR5ZWJiYm1tbWpq6uTk5O7ubm5uLi0trampee3aNQsLC0VFRV1d3dmzZ3NzcwO+Dx0dnZycnJWVlbOzM8TYb926lYWFhZeX19fX19/fn0wmu7q6ysjIXL161cnJycvL6/r160ZGRgYGBmZmZn5+fra2tsbGxiA99PX1mZmZlyxZcurUKT8/v+Dg4OTkZAsLi/Xr1y9cuDAxMbGkpATApxQUFGxtbdPT0/Py8nR0dNjZ2WHff+bMGS0tLSqVCgEfxPR2hATmmEGj9p7dN1zz9u1bAQGBoqKigoICqKQFZf9iYmLu379vZGTk7u7+5MmTkpKSqKgoZBQtKCgYGBhAjZSWluIei9evX5eVlSFu7uvrQyixcA04uuvq6q5evfp+zMYvRSUlJRCZSbxbUGkqopm6BEFQqdQXL15A+jlur/+QuICPItw/BMcFBQVo5vxjz/9zlJ+fD/4S5EimTmHk/w9RR0cHHlZNvAvC/q8SsGtWVhZeKGoG209OTnZyctLV1dXX19fS0rKysvL39y8vL0fo3nhPqONh+rgjv7m5WU1NDe8V5cMQn9E1eLzit01ULOm+p6fn5MmT8fHxenp6/Pz8ycnJfn5+rKysxsbGz54909PTW7JkiaWlZWpq6rFjxzw9PSMjI3ft2sXLy7t7925jY+OwsLDExMSYmBhjY2MxMbE7d+6A48PU1FRQUNDb2zslJSU3N9fLy4ufn//GjRsZGRl//PEHGxvbkSNHTExMoDgGmUw+dOjQqlWr3N3db926JSgoePz48UuXLsHtycnJEhISKioqU73ONHeEaCL19PTA2mFsCkLRUxUVFdzc3L6+vhBQdODAgf3798O+9ejRo5KSkvHx8aGhoYmJie7u7pDVKyMjIysr6+Pj4+bm5ufnp6KiIiws7OXl5eDgcOfOHXNz85MnT1paWkKmnYWFxdmzZ7W0tFxdXd3d3Z2cnCQlJa9cueLh4XHy5EmIxkaxXl8P5efnv3jxYgyDpn2/AsOnJZqxjY2NANOKy+t/TxES2HYclZ7B+/MNKAyCIPLy8gDaDcnNb+C9+vr66uvraWT953k0hULp6+tDAI8z++gHDx5wcHA4OztnZmbCynLk3XLWxAS9O/GbNjY2qqmpTUzN/nDKysr6CoXMjBPa4cAXrKmpYWZm3rhx408//fT333+DnZOZmVlXVxcKhmzbtg0Qu8D3sXv3bkZGxkOHDv3666/7xmnVqlULFy7cuXPn3r17WVlZN2/evHbtWkZGxv3797Oysu7cuXPx4sVbtmzh5OTcunXrokWLTp06tWzZsgMHDuzatWv37t1QhvDIkSP3798nkUjHjx/funXrzp07jx49umvXrr///hvl5ExK0wyWAXr48KG4uLiWlpa8vLzSFATmFDU1NU1NTcCU+/nnn1euXLl58+Y9e/bs3LkTPBlbtmzZvn37jh075s+fv3HjxqVLl0Jc1po1a9avX79kyRI6Orpff/11zZo1v/32GxMTEzg8oLTj8uXLARUaxgK+x9y5c5cuXbp27VoGBoZly5YtW7bMzs7u0zlgxiknJ+fJkycQlvmxCgxd2dXVBeiRuCqacalNowgpFEppaSlAyqGTE6/871JeXh6ExdIE7v6naWxsjCYF5fMQMGRdXV1qairl3XpPM0IeHh5OTk7IRoInKU1FKHoFBdm1tLSoqKigvKOJIdzvJwqFQiaT29vbvwE+eQ9BtDk+2fPy8nh4eLy9va2trQMCAry9vdnZ2QGahyAIKysrQH63tLQEMBBXV9e5c+d+//33Bw4c8PHx8fDwcHd3t7Ozc3Bw8PPzA+gPW1tbKysrHx+fO3fuuLm5eXt7QxkcX19fa2vr1atX09HRHTp0KCgoCHBItLW1V69effbs2cLCwubmZlZW1tmzZ8vIyNy9exc2TidPnlRXV5/qpaZjGoUsEwqFEhUVJSIiUllZCfCGk1JNTU1FRcWLFy/An4wSYAmCePPmDUEQo6Oj2trae/bsYWZmhgzH/v5+KpVKIpHCwsIIghgeHg4MDASBCzVjExMTo6Ki4HhoaKihoSE6OhrQhKHxlJQUBC7Q39+fkpJiY2MjKyv7FTJoYWFhWVkZ7Dmo45F17xcQ6ErcCJyYmNjT0/OxU/ejiCbpfmxsrLKyElIJ8b4R34TCIAgiLy+vrKyMeNcm/EV7NJP0mfe41PFAXGCYGV+oeXp6Hj16NCQkBNLF7t69GxAQAHhPPj4+EPAZEBAAchZO3rt3Lzk5GbUwOjra1tamqKiIUKdp0nv+kUARNjQ0fBv8PxVRJgCeJSUl6evro7k/NDR069YtOjq6zZs3Z2Rk7Nu378cffwSzJMr28fPzk5CQANcVgdVzpYzX1iawmB1k6EKJhjdv3hQREYEtBJzp7OzctGnT999/r6+vD+k369atg8LLQAkJCRoaGlO91DR9hKjp92w2aQjpPyqGVkUQxK1btxQVFRctWgR1fHp7e8fGsVZzc3MzMzOfPHkCdQqhhwUFBQ8ePEC97enpiYyMBJ1KpVJ9fX25uLhQiGlfX19cXFxlZWVDQ4OWltZXyKCPHj0qKSmhMXi+X0ZM+hYpKSkNDQ1oxv4bjgoa1yOFQmloaIAwM5prvg2FkZ+fDxMJD6/4oj2aAZpU/32298rOzkayaWYf2tnZqa6uDqFeZmZmgDasq6trZmZmbGxsZGRkampqYmJiYGBgaGhoampqbGyspaV19OhRHPqktbVVRUWlu7sb79s/9hO/ICsrC8zp3yrRjAz8TEhI0NTUhJMQsjs0NHTu3LnffvttwYIFa9eu3bp1K6g62G2DhsNXmbhGmDSbHpeKUPwAfTgkkR48eMDCwrJ69epFixb99ttvTk5OxLj39+3bt7GxsVpaWlO910crQpRiPDY2lpycDDr2PWIXRyQisJwhBLmirq5OIpHWrVvn6+vr6OgYHR1NYNPVx8fH0dER3U4ikUJCQlAJ6YaGBqhGBuPb0dEBUalwTVtbW1paGiQtPXr06PLly1N18gtSWVkZ1B768FtoFCHcm5ubW15ejv414xEQE81NVCq1q6srPT0dh+n6BlQFoqKiIghBAvo2Xg1XhOjvZwuWIZPJtbW1NJ2ZqcYJbJGNA0fQXIY2LlQqVVtbGwqBoQu0tLQm4my8n/Ar8/LyoCbwt0oT/SMEQSQlJamrqyNYGbC9V1dXX7x4kY6O7uDBg+Xl5fBF0Ph3d3c3NTXhqCC4EkHfiAZMgzoOcgvl2BD+A7JyP3jwYMWKFQsWLPD29sZBNAmCCA8PhxJAk9I0g2WA4uLiVFVVEdbfpIRHiKGRQoNCoVA8PT3PnDnz008/0dPTq6ioINwv9Dc2NhbS9vPy8sLCwpCHA6rfdXR0QJc6OjrS09P19fUVFRXb2trU1NSWLFmyfPlyWKBVVFQYGRmhDnw99OTJk5ycnI/aqtJcDCLg8ePHubm5uGib2e0vMlDgmGejo6OpqaldXV34ZvHbUBgEQTx8+BD3gH6F5oTpEW6EJz7je719+5ZMJqP68sRMswqa3YODg7iPgGYtjs4TBKGsrAwlyTo6OuTl5Q8dOiQpKUlgIv5DfI34f/Pz8wHo7lslmjmOFCHsiHBQbKiUYG9vj5Y+qPoj/ER4dfCN8E0hgSkUYlxT4LhXOLAU6htovps3b/r4+KD6yeh8eHi4jo7OVO81zYR6UFExMTHa2tofMpHwBRp6eXTG1NT02LFj/Pz81dXV169fZ2dnpzFJRUdH29jYICgZgiCePn0aFRWFYEVbW1uDg4MBvG54eNjLy0tAQODXX38VFRVVVVUlCCIwMBBqPH1tVFFRkZ2djdjrQ8K1aXgRMkmqq6uRlfJDZu/H0qSKkCCIpKSklpYW/Jt+Mwrj0aNHyIdBfEPvRQPj8nnSiqhUakdHR0ZGBsKxJGZUESJ83UnbhE0ejYmbSqWqqakBEjeZTIa6FmxsbLiw+pCMINz6Aub0b2YtOJHQChj9pFAoYBpFIMP4Jq+oqAhfVSC3K2oQ4bcRU6zgJz4RHaCRR3phZGSkpaUF1iI0cN4hISHa2tpTvdf0fYRUKjU+Pv497scPJFx6jo2NQTioo6Mjjc739vYODw+Hax4/fhwREYEWGp2dnffu3Xv69Cn8pFAoYmJiycnJy5Ytc3R09PPzs7Oz8/b2fs+++AsS1NMgPjnMpL29HeLxiHfr0cxcTyenrKys6upqGtn6bdCzZ89oNtlfukf/YRobG3v+/DmJRKLZTHxBAkUIcuPt27d79+7dt2+frKwsjqhJfIAuxGduWVlZfn7+N8wqE+HWCIJISUnR1dXFt2tIDrx69QpiJGmicCdOKKQFKRgi63t6gtrEGWloaAjqjRMTvHIRERGA3zkpfTFFCGMxhhUwgpM+Pj4WFhZQQpNmLZCYmBgUFFRcXFxQUACvShBER0dHcHAwVDkHlq2qqlJQUBAWFqajo9u2bRs7O3t+fv7Lly9ha/i10cuXL2dEEfb19aWnp8Mi6HNCB+Tl5T158oRmvfbFZdyMUGVl5f8U4UwRlUqFHfbXE4I7NjamoqLy8uXLoaGhmpoa0Ig6OjoIwQNJ0vdPKNxC8+TJk9zc3G+D//+R0LBkZWWdPn26oKDg8ePHqJYOEI2TD+gDPz1Sh0g1fnjfaMxmbW1tVlZWsrKyU13/xRQhDmcMA4qcfyh8GfcXwovV1dVpamoiG2B3d/fNmzcBBhCujI6OhpBRZ2dnQUHBXbt2eXt79/f3P3/+/D0hQ1+Q6urqYLQ/0cEG5h0odPI5FWFJSUlRURGq9QP0dYL4fCxVV1fn5OTQ2NP+R9OmzMzMysrKiTauL0LQDWVlZYDmJ5FIsBxHeYRUKhVFYbxHsdEI6OfPnyNPxzdJk1qYk5KS1NTUnj17BviXANZfUFBQWlpaWVlZVVVVXV1dVVX1/PnzysrKysrK5+NUWVlZUVFRUVGBTsLFNTU1r169ampqamtra29v7+jooExGNJoS7yeVSu3v73/27BlUAiCTyVZWVkZGRlO91xdThND7ly9f4rVycAGKXKOIq+DKrq6uyMjIhISEhoaG5OTk6upqKHsLMKTp6emokdLSUjKZDC08f/4cYUZ8VdTY2AiZVZ8+ebKysgDn5UMcjTNFz549g5mPJMLnfPq/R1Qqtba2Fq8U8w281Jel5OTk169ffyWLJOiGkJCQl5dXfn6+q6trVlZWeHj4yZMnIfIAD5Z5vyJEB1QqFda13zarTHTjpaSkIEUwODj45s2bFy9ePHz4MCMjIzc3F+re5OTk5ObmAlx7YWFh7tSUk5OTnZ0NVSmgDEX6OJHJZGgqPz+/qKjo4cOHpaWljx8/Li8vLysre/jwISDCQ/0fqN2dk5NTU1NDEERycjJU6J2UvqSPMCoqavbs2QwMDFAFEGjSEC986GGDmJeXZ2homJCQAN0eHBxMSkpKTEyEy/r7+yMiIpKSkmBdMDY2FhcXJyIiMu2u/nvU1tYGG9xPV4RQGYD4vGHxdXV1sNog/jWM0y9CVCq1oaEBhBoazy/dqf8wDQ0NJScn45jXxFfAKpaWlhoaGsLCwufPn1dRUZGWlra3t8fZ+MN93uCvamtrI5PJ/1+xCkhXBNoyMjIyODhIs+XAlwtoeCfu4Sbd9gH19PR0dna2trbW19dXVVU9efKktLS0pKQE6qI8fPjw4cOHJSUlpaWlT58+raysbG5uRs5dCE+NiYn5VxLqP91HeOfOHTo6ujlz5jx//hwH6JvUyIbmDFzZ1dXV3NwcHR2dmpr69OnT9PR0BHrZ09OTnp4OJSmAj+vq6qB2xFcIAwhZHwTGGdOeRRUVFRkZGbjg/gwT8s2bN9D/z/bEz0MUCqWlpQXBoBD/U4SfRq2trTQgRMQXVYTo0QMDA+np6agoNJ5hRcFgsP6RwILV29uLG6W+PZoUpZZEImloaIAEQy4e/MqJivDTiUbaID2KPxFPpAkLC0NZ/xPpS+4IOzo6bGxsDA0N4SfKL0HhQDRprQMDA/ATrzdWXFzs5eXl6uoKinBoaKigoAAKTcFlxcXF4eHhjx49es8ofEHq6elJS0sjZkIRtrS0kMlkHCH6M8juoaGh1NRUHDbo337i5yEKhQKre+Kby4/8IlReXo7nogB92SEFV0ttbW1aWhqqe068q/+gh5NGfOAXoLk2MjKCT4dvldBGDX6mp6cj6YpOgiBCzrypmnq/mKLxAk68ctJt5dh4cSXUGQqFEhkZaWBgMNWDvuSOkBgXN0gF0mh4dICfR+Us0BkKhVJZWZmWlpaQkODh4XHjxg1I2oXzYWFhQ0NDXV1dampqX6Ese/v2LVKEnyhw3759m5GR8VGgGDNCKSkpvb29eOe/gXpMFAqlvb39f4pwpig7O7uoqOjTV3szRSB/BgYGUlNTAewXmBbZQj/QKDoxEyA5OfkrtDz9S9Tb2/v48WMNDQ0xMTGUIziV6KYhCoUCdtTBwUGEODYVTaUF8agZmn8R79q309PTP840ijYWNP9Cu13U46SkpIMHD3p7e/t9PAUEBPj7+wcGBl69etXAwCAgIODOnTtw0t/fH11w586dsLCwa9eucXBwQEgken/qOJwSMe5ZbG1tzcvLI5PJ4FMNDg42NzdPT08vKSlxcXFRUFB4z0B/QSKRSIB//+nSITU1FSF3fLZE6aysLBpYqS8u5j6dqFRqX19fWlra/7Tg9IjGx5aamtrY2IhQqIjPWAfxPTQ4OBgeHo7WbdPOgsXnGolEgkjUb5KQgoGxCgkJOXjwoLy8fHx8PIr2/xAC9hgeHlZSUlq+fLmxsfHVq1f1Z44MDQ3hr6Gh4dWrV7W1tU+ePKmkpDRVf+iId5Xt8PBwU1MTBMshmy+u5PEk9/b2dktLS3t7eyMjo6sfSaampqamptbW1rq6uiIiIpaWlteuXTMyMoL67CYmJnCNsbGxhYWFgIAAKytrdXU1mkITMejgYGBgAEoadXR01NXVFRYWNjQ01NfXh4aGXr58+etM9yaRSBD4+ukEWI6feUeYnZ0NeZzfGPX396enp3+dPPP1ExVLAh4eHk5LS+vs7MRhib4Gu+jjx49pFv3TI7wFMpn86tWrT2zwqyXc2DM0NBQQEGBqajo6OkpTsuMfLaJAVCrV1tb24MGDISEhgYGBd+7cuTtDhDZUPj4+vr6+wcHBwcHBCKd7Iv3fHSGwxcjIyNDQUEtLC57ijb8eIqh/RIzXRfqIgZyMysrKYEs0lQTPyMgwNTWFY/yaD1zKDQ8Pl5WVvQdf58sSmUyG6hmfToDwhONiz0iz//hQqJ81g57wr4GGhoZQetn/6MMJ13PAihBRhYOz0xx8KUpMTIQqvsSnRe7gMRoZGRkvXryYgc59rYRvim7duoXDtXxUySoYtJSUFGNjY+JdPKxPJ5oOU7ESTpMS3UTkz/b29pSUFNh10ZSGAusoTSTntLkZnNJjY2OlpaWQBY83jt5nZGQkMjJSX18f9qb4XhA9Gvc9UCgUiNLGP1hFRYW6uvp7nN5fkDIyMpDV9xOpvLwc9+9+HrWEY3J+S4pwdHSUTCZ/kTK2/2nCFSHww4sXL1BoMU5flltqamoiIiJmJM4LD8rIzs5GEezfHiGQAYIgKBSKj4+PiYkJjp2N/jVRIdEQyOqUlBTAwp5x0wvuO4OfU9UkIWgUIWi7pqYmBLqPhwChe9AxCjX+xHfo6uqKMzMAVwAAIABJREFUjo6eqjQElUqNiIhQUVGh6QO+5Jz0LipW+LCkpERZWfnrDOLIzMzEbSmfsrCor69HQer/yIgzRVVVVWBCIL6CNf4MEpVKJZPJeJLr/+hDCGc8OC4pKcnOzp545ZdVhMnJyXh1kU8hfEWen58Plfa+bYLgzFu3bllaWtL868O9v1QqNTExEYra/ks+CHzz9h5+o8N/wNX19fU1NTWTzn98j0VzfspMyCmIpoW4uLiqqip8+CgY6HZ4eLiBgQE8BdC8UDt4HyBgEj+JBregoEBNTe39Q/alKCsrC7APgKYtHcbGxrq6ujIzM0Hff7ZkptbWVhKJ9E360shkcmtr65fuxX+MaBQhQRDZ2dlQEICGt7+gIoRKrTTxHdPrD43UKi4uxgujf3sEZjkYq9u3b1taWuJq5kNcgwQ21ImJif8GCjQePE8Zr3r/HhlFR/MVe3p6nJycFBQU0tPT3759S2OKRMoJ1zfT5h5oBFUrTk9PxzfUaD8HipAGKRR/KNKX6EvQ/AuqgcjLy3+dwjo7Oxv34k5PgcFbj4yMkEgkwL39bFJmcHAwNTX1K6z1+OlEJpMbGhqIb2un+68S7qRBB2lpac3NzcS7oXZfdkgLCwtJJBKKfpwRByFBEFQqtbS0FK/n/G2Tq6vrtWvX4JjGU4bwTKYiuD4hIUFDQwOZ9z7MA/jPRHxklbH/pwhRLVwJCYlZs2alpKTAeTw7hIplidHsvaZB+DD19/dHRkbSzA30DlFRUUgRQqYEfiWN54/G/glX1tfXo+H+2ig7OxtPP5ieIkR3paam4vvLz0MpKSnd3d1f5/B+CpHJZKhzgu9y/kfvIXyg0DxNTk7G66JQ/oV6mR9LiYmJME3wCnnT+8Q0L1JeXj5TFtevkGiiRm7dumVra4uvbNAY/uOuA6JXoqOjtbS08BXSTBHOZv+orf6faRR9Th8fn1mzZk1l0pzBjuKOSYIg0tPTHz16RBOJA3+DgoJQLiTE1+BLTpyQ3bWtrS0lJSU/Pz89PT0/P9/BwUFUVHQGOz+DlJOT8/Tp009fJsPQZWVllZaW4iU7PgNlZWXV1tYSX1q6zTjl5ORABODXsIn5DxFCDB4dHW1qapo0UubzEI1YgJN1dXWJiYk4+MinzBRcHBHvusy/VUL4A35+fmxsbFZWVk5OTpaWls7Ozra2thQM/+s9BJoyOzvbwMBgYkbcZyY6xAFokickJPDz8w9NQQMzRIODg/C3r69vYGCgv7//4cOHSUlJBEEMDQ319fX19vb29/fDf+/fvy8lJVVRUVFTU9PY+H/Yu+q4qLK3f03EAAu71u5CkVVgbUXsVsRgDRQESUWRVUHFQBEBGwUVCykBaYZukC6V7hgGhmFm4M59/3h+nPd4B1zXRQSX7x98LndunHPuOU+dJ/KLiory8vKys7Pz8vJyc3Nzc3Pz8vLQcU5OTk5Ojqys7JEjR44fP66hoXH69Ok///zz6tWrP22Yvwoo6ffvSS18ytjY2IiICAHms9cKCA4OhhKSP3HX50cgJCQkMzOT6mCE/xBILyRJMi0tDdVN+4kAKyjs9fj4+MTFxaHz+DXf92T84PPnz9+Smav9At9vKy4utra2vnfvnpmZ2d27d01MTBYuXLh+/fqnT596eno+fvz4TTOwt7d3cHCws7PT0NA4ePCgcL6wVsb/M0KICKyqqgoPD3/y5AmjGfi2EHx8fPz8/Hx8fAICAoKDgwMDA318fIyMjNzd3aHcRkBAgL+/P/z69OnTVatW6evrq6qqajRCTU3txIkTKioqRzGoqKioqKgcOXJETU0NEh2BqRqGuG3GhEFBy38/CdA6ROUgWgHQ7LCwMERZfg2gfoHVuoMR/lOgsQoPDxfOMvoTUVNT4+zsjCJ3m/St+3bgUwI0zoKCApzx/3pzBql6aOigvAP0NCUl5eTJkwYGBpBlRb8Z6OnpnT179uzZs6dPn7axsYHn/ER7EiEsBNXX1/ObR33LAfRr8G2FwfX394+Ojq6rq0PX0KQtFosFqiSPx2Oz2bW1taCn8ng8Ho8Hx3AB8Dw0szkcTtuMnaAoKjo6Oi4u7l8uGCSDM5lMDw8PqrVWILwlNjY2JCQEP9PeAb2IiIiAwuUdjPCfAo2Vr68vWAt+YjNwP47Y2FgvLy/8V4TvYIS4RQ1ur6ys9PX1FS6b8ysBjSfOujgcDugeEHr7LVoH0H84/rmejASF7Wnj06IV9gjxlwKXyszMRMIUrd6HACtD/Lf0CC6gFftts9tXcXFxMTExeKe+g+CiXdL6+noPD4+6urrWWYHQ1LS0NLQP9GusfBjMqKio/0JMWAsCN4oCofTx8fm5sZjINRQirxwdHcEBimqJHDd4AhB4CyTyFlabfg0pCogqKB5wBrb3EBvDvaWEfThwZw64hmysIPtz6QZBNVXzj2q+Dy34bmHORJLk+/fvIW00zvMEjc61KEjgKy1B7USeYCj0sAUb34JISEjA/a2/e5zRjb6+vgUFBa2pERYWFvr4+MAZ8lepUC8QCKKjoyF7HPWrELIfDRQBBaubyWT+9BhTtC74fH55ebmrqyucx51cvps4CAdrkSTp4+PDZDJxZZT6hQREdIyC39C/uMzx9efQ5AO8DNZPAUF9+aloH++HAr0Oxg528vz9/cPCwmDugjGWdgv+b5MLDF+Hwm9syQ60EJKSkvBNlO9mhKh3oaGhiYmJVCvS7urqah8fH0QEfwGeAb2IjY2NiopCZ35uk9oFkNEM7VgL1+P9KSBJksPhMBiM2NhYJFijX7/74+IEEz3E19e3uLiYls2kzVqk/ilgKwqOUaweLe0XnriuOYWqrq5OgCX/au1ufAn6HiHSulpBI6Sw4EV0Ji8vz83NjRZWUo+Vv0A3Njl20Ejkuo3MucBWW7bxLYXk5OSwsDD0779khKDHwANbjXbzeDwozE2jCO0XwNTj4uKQsv7T12q7AE3ST0hICAgI+IlDh29BNTQ0vHr1ChIRU0Kz9LstGcJit6+vb15eHs0T8pdhhMJkGZ2hhUx8/bsjLagtrCzi7y9pXfD5fDc3t9LSUqpx6kAoLtK4hbOEt3dkZmbi/tYoBBAWGC58fcvEEggEiYmJsNUKPBXlQ/p6/vXvBjQYKkDBS5E8iMS9fx+t1fogSTI5OTk6Oho6iBY5HqNJkmTbzOT+swCrFWYaSZJBQUHItvyjgQxL8C8tlLahoSE6OtrX17fFJyHtgdBriLqhsFWJiwi4vPgrkbL2izbHCCmKgjgNOMYnGZ67BNf82js+f/4MKYlxeQoXTtls9rd4KqHVlZOTw2AwyGYSwP+IfemGhgYGg5GTk4Ny8iF2iMwmP4gN/1DExcXFxcXRDEGUEPHqoGXCgDnm6elZWlraOuPT0NAAc6y+vp5WMwSm4rt3735EgSRhzTI0NBQqdCLTFG3n7Fe1mrZftDlGCKkoPD09YZYADaqqqjI1NX369Clc02aNnN+Hjx8/wrYoRVFcLhf2VMrKyq5cuRIREfHtiwStq+rqan9/fzabjUzwHz58iIuL+xFyA/oWQUFBSUlJSE+KjY3Ny8sjSTI+Pv7Tp098Pr/daU58Pj8pKQmU9crKyuvXr1+7dg3ycqEIH7jy1xDIWgQkSRYWFp45c+bDhw8URXl4eLBYrFYwleOpvyDDWWlp6alTpyDZt0AgyM3NdXNz+xGvFmaEkZGRiYmJsAApigIx19HR8e7duzY2NuXl5WRj9q8OFthG0OYYIcDLywsFMpMkGR0d3atXLzU1NZDsEN1pd7RVGDweD/gWj8fjcDiqqqozZszIzc09ceLE4cOHVVRUII4NzJtfJyjICCMQCHx8fCDNMUVRLBZLSUkJOcs1t736byAQCKKiomA7jc1m3717V1xcPDEx0cXFZdCgQTY2NnhGx3YBGMzU1FSkrHt4eBgbG6uoqPyjjZD/GlgslrKyspaW1pEjR0JDQ6EOQ+tIrrW1tUwmc82aNQsWLKioqNDR0bl69erhw4fBC93LywuClH4Q78GNVXFxcTBtysvLZ8yYoaCgwOfzXV1db9++PXPmzNjYWNy08MtYtto12iIjBKrq6+sL/5IkWV5efvDgQSjeC7zwF3DHQCgoKIAU5zk5OYcOHTp9+rS9vT3kdN+zZ092djaycH7LgoErfXx8UlNT4YypqemRI0cozBOqxdHQ0JCWlgbKE4fDuXTp0ooVKyiK8vf3l5SUrKioQMkJ2xHq6+s/fvyIEih//vzZzs4Oaqfh+DXCRVoKZmZmMHVPnDjx6tWr5OTk1oxnLSsrW7Bgwdu3b4uLi3ft2uXn52dgYAD5N3x8fKqrq799HX1fAwDgB87j8fLy8qSkpC5cuADcNzY21sDAAK6BbCwdLLCNoM0xQrDmVVVVeXl5cTgcmCjV1dUnTpxgsVgUpgX+OOGuNUGSJIvFQmWMnj9//ubNm6CgoB07dpw8eVJFRYVq3F37xjpHQJdDQkKio6MpiiosLFRVVY2Li4OcUigetqXajxIPFhUV+fr6grbk5+dnaGhIUVRKSsrp06fRxdXV1S313h8NkiRra2uzs7MhUUBpaelff/01btw42L0GfzlwRKR+LbHsX+Lly5fbt2+/cOGCvr5+dXV1q9VhEDSGo12/fp3BYAQHB8vIyCxduvThw4cURUVERHh5eSHXrR9RMgz3n8zIyAgMDIRVdunSJScnJ3jvvn378EApFMjYNlM//qfQ5hgh1cjhvL29YcOZw+HY2toePXr0V91brqiogGgHHo+npqbm7OwMnp8zZsx48eIFj8cDZvO33Av3T0tJSYF9RxUVlT/++GPbtm0KCgooHUGLd4HH47FYLAaDwefzuVyuiYnJzZs3BQKBlZXVuXPn2qObDCA1NRXKZFIUVVdXp6WlFRwcjBQL6pcwzrcsBAJBenr6+PHj3717V1JSAku41RYsj8fT0tIKDQ3V1taur69/9OiRpaUlj8dzd3f/0WnecEfQz58/Q8ZBPp//559/MplMiqJevHihoaGBXMmov0sM0oHWRFtkhLBs4uLiUCiukZHR3bt3qUaFpl6oEn37BZg9YQOvpKRk27ZtFRUVaWlpN2/eBIsKCj6l/o6HIe1EIBDk5+eHhobW19dHRUXdvn17yJAhFhYWP8K5A9E4LpcLKRz5fP7GjRtBH92xY8fLly+pdsswysrKoqOji4uLX758aWxsvHv3buSOiPeoHe19/mikpqbevHnTyMiIoihPT8/y8vJWU3fq6+u9vb2PHTtWUVGhoKDw6NGjHTt25ObmVldXQ1kb6gdYRBBwRpidnc1gMOrr6589e6akpERRVHV19YYNG4A7CrCS49Qv5/rXTtEWGSGgtrbW09MT6A6LxUIOx2je/BqMkKKohoYGLy8vkiSzs7ODgoLg36tXr4KZEeVuoL5NsgbeCbZldDuKAUD+3C3VeOT/RlEUuKrW1tbCqzkcTmRkJPLZodoVOwRqVVNTEx8fHx8fr62traGhAdXq0QVNHv93gLuHoNrirq6uly9fBrOEh4dHK8ePRkVFhYWFNTQ02NvbKysrg/eWi4tLTEzMD9rKxSOU0FooKyvz9/fncrkfPnyA2oR5eXmQCh8FNeFj8t+cP20KbZQRQpyyh4dHaGhoRUUFj8erqqpCP8E0+jXEcOhFSEgI7J8B82OxWMg1EXbUvz1dKpIYIiMj2Ww2/AtZ4al/kbbm64Bn+vn55efnU1gEPf7VWvylrYDy8vLAwECQvUCzwbOZ/8fpF84I4QAEHfDSzM3NBc/JVm4SssPDnK+oqAgPD4cmAVrWmCTMCEmSZDKZgYGBcB6ZEOAA5bVBLSGxisEd+Floc4wQDzVNS0t79+6dr6+vn59fYmIiOMsIL792DdA8vLy8XF1dw8PDo6Ki/Pz8YmNjY2JivLy8IFfLNz4HHZMkWVNT4+Hh4eLiEh0dHR4eHhQUFB4eXlxcTLU0IcDBYDAcHR0hW2xoaGhoaKifn19mZiawkPYVSggCCovFcnZ2ZjAYkGvNw8OjqqoK2SQ6HN8BMPfYbHZGRkZAQEBsbGxAQIC9vX14ePiPiNVpEiRJBgYGQiR7cHBwWFhYTExMeHi4vb09g8EA0oFXimip99LWHZypra19+/atl5dXREREREREcHBwZGRkZGSkr68vk8lEq6CDBbYdtDlGCED7CuA4yuVykaMXMnH8Ss7HhYWFycnJSUlJnz59ioqK+vjxY3p6enh4ONSvQVbNryjByDaFzpSWlqanp6ekpCQkJKSmpsbGxpaVlf2IhYdSDrJYrOTk5NTU1MzMzI8fP6ampqakpBQWFrbrz5SVlZWampqYmJicnJyYmFhdXd1kxZn/GvDSDXCGw+F8+vQpOjr648ePKSkpmZmZ+JpthSalp6fHxcUlJCQkJiampaWlpKQkJyd//PgRmUMQxWjB9ggnTqMoqr6+vrS0NDk5OT4+PiMjIyMjIy0tDWYRk8mkJaRuqZZ04N+gzTFCRGVwoo+Lcu2aqgoDr7BBy9L7HSY4IE/IOiQ8hj/CniwQCLhcLtrLpIW1AJskv6zY0o5A28tp0tPvv0nO4LPie2+IzeDrFLHM1gHNhwB5kKHNhZZtDL5Iv+XJwiUvfo0wsPaONscI0Zyoq6vDPUQgoxWaahCg/QsQILwLeAdRok60WoRLcDQHmqxAkmRdXR2eg/hHOPLhixnn6DjrbUffC282mLBojFzYJvafRZPGdhQE3Gp7+fj2LQrx/NHeOsJiK2qAsAkdvwY/7mCEPx1tjhECvk4xfyW9kGysMgH/0sxNFEU1NDTAovp6lxHLBAsqTT5F/7b4kuNyufBGoIaIBdJe1E7Vwa8Q8f+41yi4s6FdMeHJ2fq+bGjtIDkPFcGAKfojwq7QS9FjhZkx9SW/hMXYwfzaFNocI4T5AT6TaKXhbAAn8b/GZEK9wzfP8fWM+v4VdoLGBDcNAWfCjVTUjxEjULNp5IBsrFKE26naBfAhwj9Eh9e7MMgvC3rjSRBbzT1KuII3mu24dRR+bXFnGXxiCFcmgRVHS0IkwIoxtaN18auizTHCnwXaXGxTyVBwSybywPx5zaEDFYkEoOWNmv3rpYf990AKEy4odODfAE08+PfXCK9qd0AzmcvltqMl38EI/x9ggcTXz89198f3PIDzoW1REqtRRf1UTQt3oUQHOJ+G43aUZbR1AOMGIgJ4V3bwwn8JxAh5PB6t/l8HfjSQggtjjjx12ws6GOH/gCyu6BP+3FVEizGCHJ5wjLxmkNr6EyUvWlgnbiMVdpZpd8vjRwN3qaB+tuDVrgH7f+hfmIcdyaxbE7Rqw1S7Uso7GOH/A89tjUs3Pwv19fVmZmY2NjYwn3x8fExNTWH3FHdCazuaBCoRzuVyIyMjs7OzORzO48ePTUxMKCzLTAcAKP/y7du38Rp1Hfg+1NTUXLp0SU9PDzLadGy8tTJIkrS3tzc1NQWjaPvy6u9ghP8DLBugTQwGw9XVFWqK/kTcu3dPXV19x44dnp6eubm5e/bsUVBQeP/+Pfwq7F/6s4BHj1EUVVNTY2lp2a9fv7S0NHd3dy0trR07dty6dYvq0HgwgK24oqLi+vXrenp6qHhkB74bVlZWu3fvtra2Dg0NbTvS4X8EJEm6uLhoamoeOnRITU2Nam+LvYMR/g8oHzyHw7GwsNDT05s/f35OTs7Pag+Xy4UUz8rKyllZWUZGRvHx8fb29levXhVOwP3TNVfcI7yurs7IyAgK83769ImiKC0trSdPnlAdQvqXEAgEt27dWrVqFZSK/BFF8v47qK+vX7lypba2Nr593r5ocXtHdnZ2Q0PDzZs3zc3N2535p4MR/j9w7crX11dPT+8nNoaiqIaGBgUFhcePH1MUtW/fPj6fr6Wl5eLiIpxxpo1Y1dhsNlhu8dHbtWvXpUuXqA7TqBDYbPb+/fsPHz6spaUFEkMb+Y7tFGZmZufPnz9y5AgUPOlIYNaagKn7119/HTp0qD06Qncwwv8BRYLD9zty5EhiYuJP1LRIkjx27NijR48oirKzs7OwsKAoauvWrXi2jhbPF/UdQDlO0bzn8XgXLlx4+PChQCA4ffq0qakpEsw7CD0CSZKJiYmgwRw8eNDBweFnt6h9A81DeXn5jx8/0kIpOtAKMDMz09PTwwlpOxr/Dkb4P+A02s7OTlNTk2otwo1n00asd9myZZMmTYJKnv7+/uvXr1dUVIQit20KOGMGhldbW6uoqFhVVaWurj5y5Mi3b9/Crx1cEIdAIPD19d20adPVq1f3798P2dVRXDYtjEfQWMqVwnyGkeSBkhH+bWh2+xLSmwRNz0PJThMSEl6/fn3w4MFTp07BTx0uyj8ItPGHKXflyhVRUdGnT5/W1taCWQhPMkVzaGhTUdqADkb4/4AkTCUlJfv27YMCua3wUsiIjyINIGOZQCA4f/782bNnzczMwKJoaGh47969VmjPdwAaz+Vy0Yj5+vry+fzbt2/r6OhYWVmxWCzoxS9AiFsKQB3s7e11dXXBLgpAuXjQZeh8k09ADBKvaYDugvx8tBsFQlVh25HkjkBrs4uLi46Ozl9//QVeSCi52s9p3C+NJrW9x48fa2lpXb16Fdy+4CvQJLa2/Dk6GOH/gITx5ORkS0vLn9IAnPUCXUPUDcRbyOHSpmwOiHCDAAjCIDQPjnHpryOuiwYYtCaD3vCwUThAcVq0gC08jyVwR1yhRK5MwtdT7dCEhYC3GYXP07KZdATU/yCgmYb+RSfxaou0uxoaGtqsu1wHI/wf0PeDGp5AHVrBuiKcBTgzMzMkJCQ+Pp7BYMTExISGhkKxUz8/v/DwcMjkS6NcP52QQReys7O9vb1DQ0PDw8NDQ0Ojo6NDQkJiY2MDAwOpDpfRL1FXVxcUFBQfH+/p6RkeHu7p6VlaWkp9lXY3V8+Iy+WikEQ4Q4suR7ejY5SHun0Fe1FNzSI+n19ZWenv7x8cHJyWlvb+/fuoqCg83LYDLQjh2dLQ0MBmswMCAry8vBITE0NDQ93c3GpqatD1tEQHbbOObAcj/H+kp6cHBgYmJCQkJCQwGIxW22PAE1KTJOnr6+vg4JCYmJidnQ2VddPT09PT0+Pj43Nzc9saI8S9Ejw9Pf39/ZOTk5OTkz99+pSUlBQfH//hw4f8/Hy4DMhTByiKqq2tzc3NjYyMzMnJycjI8PHxsbGxQeE6tDStwtnSkdEpPT3dzc3t5s2bZ8+e1dDQ2LVr1+7du7W0tLS1ta9du+bg4JCSktIGt2S+G80xwpSUlJSUlLS0tKSkpBcvXiQlJXWogz8CzTHCpKSk/Pz8yMjIjx8/enh4uLu7I40CmF8bl7c6GOH/UF5e/vr164iIiLi4ONBmiouLW7MBSCUNDQ39/PkzhRXUpu36tDVbFhDrmpqa9+/fIwqO15WkOvJuNwVafYaPHz/eu3cPXP9JkqRlWqfZMxMSEszMzBQVFRctWjRu3DhxcfGuXbsSBCEiIiIqKkoQRNeuXXv16jV69GhZWdk9e/aYmJiEhYXV19ejBLa4nao9Kus00yhuk09PT/f39//bymUd+G4Im0bx4GY2m+3v7//u3Tv8G7XxOdbBCP+HvLw8X19fCkt81TpyNI2rcblcX19fVEeXwpzfaHkp2w6AtkZHRwcEBMAZWjvb+Br4KUB7q2hXTyAQpKWl2dnZ5efn41fi6bm5XK6Pj4+ent7cuXPFxMS6detGEESXLl0IgiAIQkJCYuTIkRISEv379+/Rowec7Nmzp4iISN++fRcsWKCoqBgbG8tkMuHJgvZc11NYqMI5n729fWVlZas36j+B5vaVQQWE6crhcOzs7EJCQhD5QntAwptBbQEdjPB/gJ05vJIn1VoUHE9XXVVV5erqCudxlz9kc29rQE7S3t7eyAqHnBfwBdM2ufjPBfKBohqNzOHh4U5OTuBki0p2wBhmZGRoamqOGTOmd+/evXr16tu378CBAxctWqSoqGhoaJiRkVFXV6eiorJ69Wo2m52cnGxmZrZr1y5ZWdlRo0b17NmzV69eYmJiEhISGhoaHz58QObW9sUOmwufQPIrSAwhISEBAQEdEtiPQJPhE+hfCtvlsbW1zczMhJRJzblrtRH85xghWjm0rxITExMVFfVTiDXZWNidoqjCwkIGg9H6bfhuIPueq6sriv342Y1qAeCZupr8lWasbqn3CgSC+Ph4SKRAYe4eNjY2EyZM6Nmzp7i4OEEQw4YNk5SUTEtLQ8ZzgUCQm5sLv8bExOAzOTMzU0pKatiwYQRB9OnTp3fv3hMmTLh27RrVqGjSHNyRqtpSnWoFoEg16AKLxXr79i3uxIjSnbSvfrU1oNVN2/ug/Qofoqam5tGjR5AqEgXIUl+K/tSPUTyEq5F8Pd/ef44RCgdRwb8RERHx8fH4l2hNgo6alJaWBj6W7QUwSllZWZ6enmiq/QK8EF+rNI9wDocDKi9igS3ICGF3MCIiwsbGBkWXamtr9+/fX0JCQkREpE+fPm/evImOju7bt6+kpCTYUaE9T548IQiiW7duTk5O6IEcDkdeXl5UVNTX19fPz2/o0KEEQQwePJggiEOHDtECDZEsjzvptC+gWBRfX9+kpCQ4iQd0t8dOtU2gdYE7wcHkQSsiPz//4cOHYNugcbsf7T5Ko/Nf/+7/RUZI28KFf4OCgj5+/Ihf2Tr2IlyGoigqPDw8IiKiFd7bsggNDY2MjPyVcsfg8wTNBOSUQTWuZz6f37JWBBjDmpqaoKAgBoPB5/O3bt3arVu3QYMGderUSUZGBlxwHz58OGDAAIIgjI2Ng4KClJWVZWRkpk+fPmXKlLVr144ePXrZsmUqKiphYWGPHj0CP5qHDx82NDRUVFSsW7eOIIgJEyZ069Zt7dq1FBaAQWF22vYlzSCtAnUkMzPTxcWFwiwuyKGjfXWtrQHPmIgkJ5TwCAGtoIyMjJcvX/J4PPQhUIY7WDBWAAAgAElEQVRIAE01bBEgDQc1A9nPm8R/jhFSTYXiUhTl5+cHbqI41WvNxsB7/f39U1JSWuG9LQiBQODj4wME+lciMTRJCIXc4QLvj1Av0MT79OnT7Nmz+/XrN3z48EGDBoEzF7JEDRo0SEREBDxiwCJKEISYmNjEiROJRnTp0gWcSIcNG4aoQENDQ3Jy8qBBg4YOHTpgwIBly5Y12Zf29SmREyzuZebs7AwaM74L+4vN0lYGmpw8Hk+4DA6wQ2BFuMk0KirK39+/uWf+iM+BPKeQJ9rXq7v8FxkhhZmAkFuHr68vOKS0MiNEQIywsLCwfS3UyspKT0/PXylYDSBoBIVpfsJ5XqgWXckoaqK8vPz06dPgESoiIvLs2bP6+npgZoWFhcbGxn369CEIolOnTqDeDR8+vHfv3nBGTExs/fr1o0ePhl+7d+/et29fBweH3NxcFIDo5ubWvXt3giAGDBiwYcMGeC+YsJDW2x7LGJGNyW9JkoyKivLz86OoLzZB29fiauOIjY09e/ashYWFsrKysbHx6dOndXR0tLW1T548eeLEiZMnT+rq6qqrq1+7dm3lypV79uw5deqUnp4eXKOrq6ulpaWhoaGpqamrq6unp6erq6vdQjAwMNDT09PS0tLT09PT0zt58qSent6rV6+a68h/lBHiujlFUUwm08/PD9/IpVpxLwFp7nw+PyAgoKampnWssi2ChoaGpKQkf39/vM2/0jYMzurAybO2thapHT+CVdTU1AgEAktLy27duo0YMaJLly7S0tLDhg377bffysvLfX19+/fv37lz586dO4PaJyIikpGRkZCQ0K1bN+B8BEFQFHXjxg2CIPr27SsuLi4hITFr1qwePXp4eHgUFBRISUkNHz5cTU1t8uTJ/fr1ExMTMzIyohr5BFoX7dfWDd+lsrLS0dERVAG05H9yy9o/UEpkiqLu378/dOjQ4cOHr1y50t7e3sPD4927d+/fv2cwGB4eHq6uri4uLv7+/n5+fn5+fsbGxoaGhrGxsfHx8b6+vr6+vm5ubo6Ojq6url5eXh4eHm5ubu4tBCcnp/fv379//97Dw8PT09PJyUldXf3AgQPNdeo/xwjxDXPE87KysgICAmiiYqutGcQ2ysrKGAyGsLW9LYMkSQaDkZiYSDv5s9rTUqAFsFMUxWazLSwsFi1aNHLkSBkZmStXruTl5aF6zi379qSkpL59+/bv358giISEBE9PT2Bv4PkJJlCCIBYuXAhanZWVFUVRxsbG69at27Vrl5GREZfLffjwIVzcuXPn4cOHS0hIdOrUqWvXriIiIj179iQIws/Pj8lkwmMHDRrk7u5OYfWB25c0g9KX0L6Fv78/uMz8AnOyLQBNDzAhlJeXv3r16tSpUydPnoTz+K4Bct1EVuuoqKjc3NyGhgZkQEI6OhK/WhZoGru5ueno6DR32X+UEeIjTpJkUlJSUFAQ7bJW40boU2VlZYElp33By8urpKSE+kXdENAee0xMDDihvHnzZteuXZ07dwZLS8uGeAJnXbduHXjHHDx4kKIoPp+vpKQEe34iIiIDBw5kMBh//vnn/PnzT5069eDBg9zcXGhqaWlpWVkZPCo3N9fR0XHhwoUEQbi6uiYlJSFTKkEQp0+fhk1xY2NjCKuQkZGhiYntiHngCxb59AoEgpSUFA8PD3QN7aAD3wFSKAQlLi5OV1cXjtHGYZMlUNLS0jp16tSzZ8/U1FR84fyIfNx45AxJkvb29lBcr0l8DyMEWQAPmqawDZW2DzTogsalHhkZGRMTA70TYM5FPB7vOx4O96ID3EmBaty3R2of3AUHsbGxMTExAqFiAlSjIIYcjmmmOfQQdCPtFVRTUw13pRNgVA+2iGgxA/h7cfpYVFTk5+dHCztB78JJEtVo/sVbjlKvCb6kTYJGA11z44w/BL0dfoJxQ40UYIkwBAIBrnCj51NfQvClszX8m5qaOm7cOGlp6YsXL65evXrYsGGvXr3CR5j8Mu/UtwCtHXxIX7x4MWzYsP79+48aNSovLw9a8urVK2QI7d27t7e3N0mS79+/R69Dhn3Bl+S+oaEhKiqKoqiTJ08OGDBg2rRpBEEMGjQoNzcXRo/JZEpJSfXu3VtMTOzmzZtwL9omFDRukaLm0ZRgvPHfaEqliaHoUUhLwPdf8U+Jnk/r5tdpqLOzc0FBAXpgq2WMor5cSv9oYvyb99KSn+HHcICTIETG0YcWHkzaMsEpCfzk6empp6dHfelKg5MXsjGPUmpqKpj0vb29aT4ZgG+ntF8H/kxog5ubm6amJm0QqMb58I8ZISJw+Hi1u011WvhUeHh4TEwMLcDl+yYu/lh83TZ5MbIGwKtjYmIiIyMpbKsGXQksmVasFXcBQJehCxDTorEE1EeqkUXhjIRqrApLexd6JvllXsGIiAjI6whnaFSGJEk88RX+Lvz5OD9ocuk2N3qUEKWmEdnmYhtoT6b1Fz+PjnNycv74448dO3Y4OzurqqrOmDHj3bt3FEZrEAEiSRLFGv4t0C2IYW/YsAFMl9HR0ai1CQkJCxcuFBERAVvoqlWrqMY1jM+ugoKCoqIiSihSXiAQaGhodOnSZfjw4cinNDQ0FCZMdXU1QRC9evVavHgxk8kUtvcKsyLabiLenSaBX4lsmHhQNhKvUbJm6suobXygvmVgUYPDw8ODg4OpVidTtP0XXFL59yCbAbxL8KWUIBCSuWmX0Vg1kn2bo2Y4I6yvr3d3dz9z5gyq+IGIAE04Ay5ra2v74sULpA4CD6a1/98DdQE909HR8dy5c6ibtCX/jxkhzuehNDb63u0CNPoOMyAkJAQVR0Vjhytb3w64sb4RtNFDk5KmysAbQ0JCkpOThb8ozU2ZFvJFCVF8fDeb9nZc1ubxeDjfwr0i8a+M2iD8QIFA4Ovr+/nzZwHGANBD8L+CxsWDCBwaLupLJUPwpdb4lXGmhKwfFDbL8QHncDiwPvE2UF+yQwEm8MJBQEBASEiIt7d3YGCgq6vr/v37CYLo16+fjIwMsBN5eXlHR8fAwECoQRMZGUmTA4B8Nwkaa0FfOSgoqG/fvgRBbN++naIo8P6HtsnKyhIE0bt3702bNlGYZoMGhM/nx8TExMTEwLAgrQ6IDpPJVFVV7dSpU6dOnSCgvkePHqjL6urqBEH079//1atXwhyL5itLU8GpbwDtMnQjvkaES9nReInwQ76FdHK53Li4OHxRt4ITEHod3s1vHKt/CZDyvzJWkHsdPykQkuQoTFvAhY8mu5CQkDBjxozTp08fOXJEXV0dip8cO3ZMR0fn+PHjR44cUVNT09PTO3r06Llz565cuXLr1i0dHR1dXV1VVVVVVVUtLa0TjVBvIRw/fhzcR+GZGhoaa9euPXz4MPWleQMp7t9jGqWpUyiVXLsA7XPCgY+PD+xyUV+SbLJ501xzEDYs0JQSATaTcAZTW1vr6+tbVVUF/4KAjFsqcCs07UPiZ/BK8TSPf3SLAFsVwDJpGYmQSZP6kuBCg5E9gMfj+fr64lZQ9AokTwiaWjnkl8Zb2sigBfkVkxeyqeJ9RDMTtfArbxcIBDk5Oerq6n/99ZexsbGRkZGJiQkcmJmZrVmzZsKECfv27du5c+f27dv379+/YsWKLVu2rFu3bvny5evWrdu8efPSpUv379+/b9++jRs3/vnnn1OmTFm6dOnFixevXr1qZGR048aNy5cvX2oGFy9evHz5MrzR1NT00qVL165du3Pnzh9//DF27NhOnTqtWLFiyJAhffr0efr0KUVRJiYm27dvP3XqlJyc3IMHDx49evThwwd8GoOUQ8sUyOfzgR0is/y6devs7OxcXV3FxcVfv36dkZGxc+fOWbNmLVu2DEIptm7dSmGxkvisoBn5yX+Rrgz/LllZWYaGhnfv3r13797du3cfP3784MGDx48f37t3z8bG5vHjx5aWlq9evXr9+rWzs7OXl5e3t7e3t7eHh4eTk9OLFy8eP358v3lYWFg8efJEVVXV1NT0/v375ubmlpaWtra2X7mlRQB9ef78+dOnT+3t7cvLy79voP798FLYyqWaoga068E1GrevInaO5pVAIMDrwcXGxs6dOzc7OzsrKyszMzMrKyslJSUjIyMjI+Pjx4+5ubmfPn3KyMhISUlJTk7Oy8vLzs7+9OlTZmZmRkbG58+fs7KyPn78mNmiQG/PyMjIyclJS0u7devWpUuXaAIoJPWlvkMjRA9isVg8Ho/NZldUVJSWlpa3E5SVlVVWVpaWllZVVVVUVBQWFrJYLEdHx5ycnJKSksrKyqqqqqKiIiaTWVpa+h39KigoYLFYeXl5+fn5XC4XcTJE9BsaGmgWA2BCfD7/w4cPNPsAkitpEmV1dTVNaRMuaI4UAiTf4fEhNPZcXFyMviMMQn5+PuTvb1K6BJr4+fNnlNaSpjTgr8bpMoWxKxgB1F80Vt+4cw5PAz4NjQdphslkenh43L5928zM7MaNG9evXzcxMbl+/fqVK1fg78WLF4FLHTt2bNq0aTIyMkuWLFmyZMnKlSuXLl26ZMmSdevWTZ06dfny5WpqasePHz948OCBAwfU1dUhNAoOzpw5o6qqevToUUVFxWPHjp05c0ZaWnrq1KmrVq1asWKFrKzskiVLZGVllzWD5cuXw7vk5OSWLVsmLS0N5ydMmNC3b98VK1ZcvHgRtDd3d/eGhoZBgwa9ePECOj5jxgyCIKSkpIStSQkJCR8+fIBjPOQZt30JBAIdHZ2+ffuy2eysrCwIVTx//vyuXbsIgpCRkUlKSiotLWWxWEVFRZWVlWw2u7KyksViZWdn19fXl5WVVVdXV1RUwISvrKxkMplMJhPOVDSPqqqq0tLSiooKJpNZXl7OYrGYTOazZ8969+6tqKh46tSply9f3r9/39bW9unTp7a2ts+fP7exsbGxsbGwsNDV1d2+ffuyZcumT58+YsQIVGpq4MCBkyZNmjt3rkwzWLx48dKlS+fNmzd69OiNGzfKysouXLhQTk6uuetbCgsWLJCVlZ03bx5YuceMGRMeHg4054eirKwMRriyshI+UEVFRWVlJXwyFouVn59fUVFRW1tbVFQEFzCZTHSMTxKKooC8l5SUsFisiooKuKykpKSoqAjmRnl5eX5+/rt372bNmgVBqFwuFwJe4S/K1QdmCT6fz+PxamtrycZkNCRJwoYimNAaWgjwQJIkkZvrs2fP9uzZw2Qya2tra2pq0Hloxnd6jSYkJOjq6q5du3bXrl06OjpHjx493k6gqqqqrq6uoqKiqqqqpqZ25syZc+fOaWlpGRgYaGtrHzlyREND49ixY6Bcw99/Ci0trSNHjpw8eXLfvn3jxo0bNGhQ3759hw4dOn78eElJSSkpqTlz5khJSc2dO1daWnrkyJH9+vWTkJCYO3fusGHDRo4cKS4uPnjwYGlpaUlJyYULF86bN2/atGnjx4+fP3/+woUL58+fP2fOnPHjx48ZM0ZSUlJGRkZSUnLevHnjx4+fMWPG3LlzFyxYsGDBgnHjxk2ZMkVKSmrevHnLly+XlJQcNWrUmDFjpk+fPm/evNmzZ48bN653794DBgwYMGCArKysgYGBurq6rq7u8ePHDx06pKGhoaGhoa2tPW/ePNBL+vXrN2DAAHCp6N69+8iRI6dPnz5+/Hgo+tO7d++BAweKiYkNHDiwb9++AwYMEBcX79Onz4ABA2bOnDlnzhy4eOrUqVOnTp08efK0adPGjRs3a9YsyAo2ZcqU4cOHDxw4UFxcXFxcvH///gMGDIC//ZrBoEGDoP2jRo0aNmzYiRMndHV1DQ0NN2/evGPHjk2bNsnJyc2YMWPixIlTp06dP3/+zJkzp0yZMmPGjDlz5syaNWvOnDnz5s2bOXPm6tWr165du3r16hUrVsjLy69cuXLZsmWrV6/etGnTmjVrli9f/scff6xatWrt2rVr1qwBGrps2TJgnEuXLl21apWcnNzSpUtlZWU3bdq0adMmYHIKCgry8vLLli1b0QxWrly5fPny5cuXr1q1av369atWrdq+ffucOXNmzpxJEMSlS5fq6+utrKzOnDlDkuSzZ88IghAVFb179y5JkqdOnSII4ujRo0icR5JKeHh4eHg4hQlGDQ0NaPMG2OGLFy/ALnrlyhU+n//nn3/u37+foihbW9suXbqMGjVq7dq1EPWsqampqal57Nix/fv3nzhxQl9f39DQUF9f38jISF9f38DA4OzZs2fOnDlz5szZs2fPnj17+vTps83jr7/+giecPXvWwMDA2NhYT0+ve/fuyPOexWIFBgZGRkYyGIzY2Njo6Og3b95cuXLl2rVrRkZGFhYW165de/TokZ2dnYeHR0JCQllZGZKomtszQ0JAQkIC7D5SjYXDfigQqSwvL1++fHm3bt369u0LfW8RGDQD+ASGhoZwfObMGTh/7tw5+ElfX19NTU1TU/PIkSNgOVRTUwPj4fHjx5OTk5EMWlVVZWVlpaamdvToUVVVVWVlZQ0NDRANT5w4AX/V1dW1tbWVlJSWL1+upaWlqqp67NgxDQ0NdXV1ZWVloCdwpYqKCphMNTU11dXV4Up1dXU1NTVoDzpuEQDp1tHRgfbr6uoqKytv3LhRV1d3586dO3bsOH/+fGpqKvpM/5gR1tXVsdnsW7duHT9+fNeuXU+ePEGSSLtAVVUVHJSXl9fU1BQUFGhpaSkrK2dlZVVXVxcUFBQXF5eVlSF56p8+v7KyEkSwqqqq69evL1y48ODBg2pqakeOHNm0adOMGTOkpaWlpaXnzp0rKSk5e/bsPXv2HDt2TEtLa/Hixb///vvp06cPHz6sqKgIbu5du3bt0qXLxo0bFy1aBA4OXbt27dq166FDh5YvX961a9chQ4Z06dKlc+fOSkpKU6ZMAf/4Ll26TJ06VUlJCYR9qFq3evVqdXV1GRmZ+fPnS0pK7t279+jRo+rq6jt37ly/fn1VVVVVVRVQTBiW2tra7Ozs33//fd++fTo6OiA6wPQ6duyYvr7+/Pnzx44dq6qqCgKEtrb20aNHYTmpqqpqaGjAT0uWLNmwYcOaNWtWr169c+fONWvW7N69G6oF7dixY/369evWrZOXlz9w4ABwXxCqYKnAamkS0KqjR4+qqKjMnj379evXfD4/MzNz48aNixcvPnLkiJmZ2dOnT9+9e/fu3TsHBwdXV1cnJycnJ6d37945OTk5ODg4Ozu7ubm9e/fO2dn57du3b9++dXZ2dnFxcXZ2dnZ2dnV1ff369fv379+9e+fo6Ojk5PTmzRtPT08XFxdHR0cXFxd7e/s3b968e/fO39//7du39vb2rq6ujo6Ob9++dXNzc3FxcXBwcHd3d2kGqGHw8FevXtnb22/YsKF///79+vW7e/cuYmMURUlKSsKnhEgAPp8P9XuR8I506w8fPsTFxTVpFkaV4fz8/GAbcsyYMfhbvL29u3bt2rt3b319fQ6HA/YAPp8PS6aqqqqkpOT48eMHDhzYvXv3/v37jxw5cvjw4b179yoqKh44cODgwYNgKG4Se/fu3b9//549e5SVlffs2aOkpHTo0CF5efkBAwaATv/8+XMZGRlgrlevXp01a5akpKSdnd379+9jY2NLSkoaGl3YQN7HbQZ/az+or693c3NTU1OjRUn9UKABDw8Pl5GR6dOnz44dO5obn3+Kvc1AWVlZWVkZPoSysvKhQ4f+/PPPvXv37t69+/Dhw1ZWVlVVVaCQsdns/Pz8srKy0tJSJpOZnp5uZ2cHbQbxoqioyNvbOz09HdT3skZLAFLui4uLc3NzQbNvaGiAayorK4uLi8GuVlZWVlJSUlhYCG8pKioqKSkpKysD+xM8FvRXJpNZWFhYUlLynYY+IYCaC/O2qKiooKAAFNa8vLzz588rKSlpaGiAiQUm1XdqhFevXn3z5s3Fixfd3d1xsbTtg8LcEyiKSktL69WrF0EQdnZ2uMs4uvg7XoGW5YMHD8zMzNCgWVtbQ1oscCAGmwlkFmWz2cOHDx81ahSY+7KysiZNmgSFArp37x4ZGenu7i4hIQG3DB8+nKKoDx8+DBw4cNiwYZBkpKSk5PTp04MHD4aH6+joFBUVjRs3Dtw6OnXqFBsbS5KknJwcNMDNzY1qNJ9u374dpSZ69uwZtJbP57PZbF1dXQG2DydopK01NTW///47QRDOzs7IUQVAYrsOnz9/FhMT69SpU69evcTFxXv37i0iIjJ9+vQVK1aIiYkNGTJEVFS0V69ePXr0iI2NRSEiAsw48xWg72Vpablw4cK4uLjHjx+vXbt269atKLEh7WkCofAJmvyOJgD5ZQZnOEClfGhtQBuT6C2k0AYbDWRT272nTp0CqQVVIBEIBKmpqVOmTAGFFW31UUJ+ofATiKRwBr+ANpjS0tIwDTIzM5G9OjExkSCIIUOGLFmy5MGDBxYWFtbW1lSjXx/0cffu3S9fvkxJSWEymWA3S0tLi46OjomJiY6ODgkJiW4GUVFR8Dc+Pj48PDwyMvLDhw9v3rzR09MjSTItLW3VqlX5+flohLOzs/fv3y9oNNBRWCj3PwXcvnjxYoIgJk6c+N37mv8ItP2CiooKTU1Nf3//mBZCVDOIiIiIiIiIjIyMj4/Pzs4Gw3VJSUlKSsrZs2clJSU1NDR0dXXd3NzQzIFBZrFYDAYDnycxMTGo1DbyCaAaN+DxZYX0clo0FO0VAmwfBF8jQDPxe/890DY23k44CVvF1tbWT58+RRd8JyO8efPm8+fPDQwM3N3daX4WNPyt6eAbgW7BD9Bnw7/f3xJQ+GywrnJzcydNmjRgwIDIyEicvlDYJIaRRZ8N7XjVN5aMxz0tcRr66tUrY2NjiqKqq6vr6+sdHBwWLVp0/fr1hw8fPnjwwNzc3MzMDK7Pysrq3Llz165dQQCXkpKSkZGB8gJDhw6dPXv277//PnnyZFFR0a5du06ZMmXlypWbN2+ePXs2JB8ZOHDg3LlzV69eLSEhISoq2rNnz0mTJsnJyU2bNg24KQrNdnFxOXbsmIGBQUZGRllZGQyCnJzckydPPn78GBISoqCgoKGhAd1saGjQ0dFBu8o4Bamvr1+2bJmIiAhU/MF3HNEaACFRSUlp+/bt27Zt09XV3bVrFwjFysrK+/bt27Fjx9atW3fu3Llt2zbIN4EH99C+I9o4RNdUVlaCT8ft27d1dXX37t2roKCwZcsWHx8fEnO+J7/MFobcatD8gTP379+/efPm3bt3bWxszM3N79y5Y2Jicv/+/Tdv3jg5OVlZWZmbmxsZGUGlQBcXFxMTk1u3bl29ehV0REtLy9u3b5ubm1tZWVlbWz958uTGjRsWFhYghyJGQqPCNF/ftWvXdu3adfTo0Xj+DjAqko27rcLbqLArQ1FUZGTkli1bNm/eHBwcLMB2grlcLk4O2Gy2i4vL7t27paSkrl69Cg+B50+fPl1MTGzatGnnzp27fPnyrFmzhgwZkpOTQ1EUh8NhsVjq6upw5bNnz3R1dYFT4vP/66B1v7q6GmKcPTw8aBHZFEWdPHnSxMQEdjrRSfxrAocTfDWOEK1KIyOjAQMGaGpq0i5GVBv/EGgJk5jnGt42mD/oowi/kfaWwsJCdXX1r4wMjXM0iW8hm7hgxGQyT5w4ce7cuZycHIFAEBAQcOjQoezs7BcvXkhLS9+8eRMYG2jkCQkJQUFBuIwYHBycnJyMr5EGzE0ST26OukA2VeoVjR6tTBtOS5uk5N8IWrIbhIZmgnrv3bt3+fLl58+fw+yF1n5PHCFJkrdu3Xr69Olff/31/v171IEm0dxzhJ0Mv/4cJNiig4YvnaBgdxSOv+523/BlWDrYfGgfDzUSV3caMH8TWmJSCnP1Ri/S19e/du1aeHj4uHHjxowZg+xdSUlJcXFx4eHh8fHx/v7+1tbWtra2CgoKq1atcnNzO3jwILJngiGUEAJwTVRhAA4ggRYcg+qJZxLp1KnT8ePHwaRWX1+/d+/e3377TUlJKTQ0VElJ6dy5c2fOnLlw4cLJkyf79+//8uVLiqJKSkp27tyZkpKycePG4cOH79mzB7z5AwMDfXx8rl69qqWlBQ54d+/evXv3rqWl5ePHj62trR8/fuzs7MxgMNzc3IKDg2NiYhISEtLS0pAqEBMTExISAnkMoPKUi4sL5BsE+yRkKQQrpYODw7t379zd3R0cHJ48eQI1g6ytrUeOHDlu3Ljo6OibN28eOHBAR0fnjz/+uHDhAq6N4XSTFqQBf4EBOzk5rVixwtTUdN68ecuWLXv+/Lm5ufnbt2/v3bs3evRogiBmzZolJSW1YMGCoUOH6ujoyMrKzpw5c9GiRWCyFhUVtbKyAndBa2vrXbt2jRs3ztzcfP369efPnwdCg2QmIAfCPtzV1dVSUlIEQSgoKMDgM5lMiqLOnz+/evVqNzc35L4Lzg7UlwEw4eHhXbp06dGjB5gEnJycaLQY5J7KykoQIBoaGmxtbXfs2AEbZhRFcTic/fv3d+7cec6cOXJycv379xcTE+vatev27dvhUUwmU0tLi6KodevWde/eXVRUtHv37vPnz0cS4dfXL1p38C+Xy/38+fOJEyd4PF5ISIiOjg70BZFLDw+PJpkHshxQFJWamirAhH1KyNEa/6mqqgrmAHKDxNHQVGlGqqmIC/z52dnZaAuWphIAoYfbS0pKDh06BFlkv0KawKiAiBv85XK5uLHq6/GI8FNdXV1wcDBBEBMmTAByERUVFRAQcPnyZXgOk8lcunRpREQE6ktqairsLqPBiYiISE1NRT3CozDRMMK3QNfQxM36+vq0tDQ4A1yKFuaEetTQVGlPCAOj0VXh/tI+SnFxcXFxMZ6cQfClmnTnzp3Lly/b2Ngg6xf13YzQwsLi4cOHBgYGDg4ODQ0NdXV1vGbAbwY00xPEeAGN+8qjkB8misClKIrJZEK3GxoaampqgCM295wC/kcAACAASURBVBA2m02SJLgwsdlslFKBoijYFKEoqra2FtqDiBeHwwGnAxCuQUqtq6uD93K5XGhMbW0tmrLV1dVDhgyZP38+hH+NHTv2zz//9PLy0tPTAz/1y5cvjxo1iiCI48eP37lzx83N7fnz5xYWFpcvX757966ZmZmFhYWVlZWpqamFhcXt27ctLS1v3bplZWV18+bN69ev37x5E87fvn0blA9zc/Pbt2+bmpreaASoNXfu3Ll27dr9+/dVVVX37dtXWFh46dKluXPnEgQhJydnaGj422+/aWtrp6ampqSkFBYWnjp1avPmzSwWa8OGDSNHjtTR0ZkwYUKXLl0GDBigq6tbXl6+YcMGsNA+fvz4zp07xsbG58+fNzU1vXbt2oULF65cubJs2bJZs2YNHjx4yZIlo0ePHjt27OjRo8eMGSMlJTVy5MiJEydOmDBhxIgRU6dOnTZt2vDhwydPnjx16tR+/fpNmzZtxIgR4GIzZsyY4cOHg1I7cuTIyZMnjxs3TlRUFBwjFy5cOHbs2GHDhmloaMjJyY0dO3bGjBlycnIWFhb4woP4AfgobDa7trYW+U8ymczMzEx9ff0HDx6sXbvW2dlZIBA8ePBgy5Ytz549e/78uaOj47179yZNmjRq1Chtbe3Lly/HxcV5eXmNHTvW398/MjLy2LFjt27dWrRo0ejRox8/fvzmzRtbW9tHjx4dP3785s2bEMqtq6sLcwamPeKCMJ3QbGGxWFlZWdLS0qKiolu2bLl8+fLgwYOlpKRcXFzU1NRAlHF0dKQoKiAg4OTJk9evX4cUmjCBBQLB5MmT58yZIykpuWDBguXLlw8cOBCU0erqah6PFxMTc+XKlUuXLoFzhIaGRlFRkZub29atW0mS3L59+8yZM+3s7CCacPbs2dLS0mfOnNHS0tLR0VFXVw8LC6upqamsrLx27dqDBw+6du1aWFi4cePGbdu2TZ48WVtbG1YKODM3CUQKkHDJ5XIzMjIOHz4sEAhcXV0h6zcsTCD9TCbz4MGD1dXVdXV1cBd4vgDn5vP5Pj4+urq6165dgxroOB2ApQ131dXVVVdXI+Mek8kkSZLXWB4PGsZmsxE/Q7blmpoaxAVh1SOJAULx4uLiDA0Nz5w5Exsbi0QB8L0EagONqa2tzc/PV1VVhVY1Nz4CgQA8J+vq6mpra4EulTfGXfD5fERmQfJoEsCBuFzu8OHDtbW1Q0NDx44de/DgQUlJSTc3tytXroACR5KkmZnZ8ePHYXLW1tbGxMRA2gGU2SA6Ojo4OJjH4wHdAxrI5XIrKiqoxsADYLpkox8Wi8UC9Z3H41VVVVlbWx8/ftzW1pbFYsEshVGqqamBa/h8Pu4AD95MPB6vuroaXgdEGManSXA4HBg3oNhRUVFGRkYGBgYfPnyA2+H5XC4XyHV9fb2FhcWlS5fu3r0L4j6IaN9jGiVJ8vr16xcvXlRUVDx//jx4eQU0A0YzEAgEqampwcHB5eXlpaWl79+/d3V1jYiIaO45ELbMYDCCgoKCg4P9/Pz8/f2jo6O5XG5wcDC4hMXHx3t4eMAFzT3Hz88vJCTE39/f19fX398/MDCQwWDU1NRkZmYGBQXl5+cXFRUFBQX5+fnBS+FFXl5egYGB4eHhYWFhgYGBYWFh8BzYF4mKivLx8QHCFBQUFBYWxuPxEhISYANMWlp62rRps2fP3rZt24EDB/bs2UMQxODBg2tqauTk5Lp37x4YGMjn88FJh1YBB81spM3QgiJgMuFfp0knArg4PT193bp1jo6OGzZsMDQ0FBcXX7Nmzfbt2wmCsLKyIkmyvLyczWabmprKycnFx8eDOLl582Zzc3OCIBYtWrRq1Sp/f/+9e/eC0klh+WvgAP7evn1bSUlpwoQJZ8+eHT58+Lx5837//XdJSUmw1i5YsGDevHljx46dN2+ejIzM+PHj586du3jx4rFjx8rIyEydOnXixIkLFiwAr9GZM2f2799/4MCBkydPnjx5MkEQz58/P3funK6u7oYNG+bOnbt3796RI0eCDg3eFhEREUFBQd7e3v7+/j4+Pn5+fuHh4QwGIzAw0N/fPzw8vKKiIisrKzg42MfHx87O7vTp0/379zczM0tMTDQyMoK9zGHDho0dO3bSpElz5syZPHnyb7/9NmXKlJMnT75+/VpaWtrW1tbc3Lx///6TJk3atm3bunXrxo4dO2HChM6dO3fv3l1cXFxPTy86OtrY2Hjnzp2JiYlBQUGgRvv7+4eGhnp5eYWEhHh6egYEBBQXF+fn58PMnzVrVp8+faZMmTJkyBBgfhcuXJgzZw4cX7p0KSkpyczM7NatW3v37j1//nxQUFBAQAA8kyAIiGgeMmQI8E4Gg+Hn5xcTE+Pt7X337l2IRDQ2NraxsSEIwsTEJDo6WkFBISQkBLbJR40aNXPmzB49eqxYseKPP/6Ask03b948deqUvr5+dHR0QECAnp6enJzczJkz09PTCYKIjIxcunTpihUrSkpKXFxcgoODm1vvaK1Bq0JCQgIDA58+faqpqVleXn7hwgVtbW0Oh+Pu7g6VChgMRmRk5Jo1a5ycnPz9/f38/GAxenp6RkZGent7MxiMGzduXL16denSpXfu3AE6kJiYWF1djdMBHx+f4ODg0NBQeHtgYGBgYGBQUJCvry9QCWgYSDbgr+Hv75+Tk1NUVOTl5cVgMGJiYjw9PRkMhpeXl6+vLxAH+AtS6datWw0MDMLDw/38/JydndPT0zkcDpCFsrKy9PR0Ly8vZ2fn5cuXNzc4MD5A1ry9vT09PYODg3Nzc2tra93d3QsKCsrKysLCwmDCQMXm5gD0Ki4ujiCId+/ebdu2TVlZOSMjQ0JCwsLCQlNTMzQ0FNpvaWm5detWoGkBAQHOzs729va4dTE1NfXOnTtxcXEwPmDHCgkJAXMOg8Fwd3fncDjl5eWvX7+GOI3g4GBYd+Hh4aGhoYaGhhcuXFizZo2dnR3MVT8/P19f38DAwODgYC8vL6DD8fHxRUVFCQkJAQEBPB4vIyPDx8fn/fv3QIRhcJqj5/BYGLHi4uLExMTLly8rKytbWlqGhoaGhoYyGAz4+tDmDx8+HD9+XEVFxdDQ0MbGBimg37lHePv27Xv37unr67958waE7tpmwG4G8BxQ4KhGGbm8vLy558Ar2Gw26ILV1dXoIWVlZfD92Gw2k8kEYaS559TX11dUVACDqa6urq2tLS0theeUlpaCFAaOADU1NTU1NfBGlEMH3zMAyxXSPNDgCBq3Z2bNmqWgoADVcAiCWLNmDZvNDgwMFBcXHzZsmJaW1tixY3v16qWoqAjuxSdOnFi6dOnOnTvl5eXXrFmzZs2atWvXQlwauNorKCgsX75cXl5+9erVK1euBC/89evXg4v/8uXL4Xp5eXlwxVRQUFi/fj3snEF6sL179/L5/Dt37kAA9aBBg8zNzWfOnLlt27YHDx7cv3/fzc1t586dc+bM4XK5kZGRsrKyxsbGixcvBgPszZs3q6qqdu7cCSETq1atUlBQWL169ZYtW5YsWaKgoLB582Z5efkJEybMmDFj2LBh8+bN69u3b58+faCWgpiYWO/evYGxdevWrX///kOHDu3atauYmFivXr3gV3Fx8X79+g0cOHDEiBG//fbbpEmTRo8ePW7cuNGjRw8ePHjEiBGBgYH5+fmHDh0CfdrQ0PDw4cNdu3YVFRWVlZW9ffs2RVEsFgu+C8itVVVVTCaTy+XW1taC1FlXV1dZWcnj8T59+nTnzh0NDQ3QSAwMDJSUlJycnDw9PSFZjIyMTLdu3SD5xcuXL01MTGbMmHHx4sWXL19qaGicP39+1KhRIiIiL168YDAY4Imqra0NOSxsbW337t0L0xUawOVy2Ww2l8utqanB84qBx/KiRYs6d+6sqKgYGhoqLy+/a9cuBweHQ4cOjR07VlFRETwewbXk7NmzVVVVsGpgoq5YsWLEiBG7du0aMWKEuLj49OnTa2pqOBxOdXU1mNqysrLMzMz8/Px0dXXBxcnW1nbjxo1cLjcrK+v48ePFxcX6+voEQUAA3IIFCxYuXKioqLhnz56wsDBYIFZWVm/fvhUXF584caKsrKy3t7eoqKipqSn0AkwpTQJ6DYA6VjU1NUlJSRoaGgKBwN3d3cDAgKIoDocDn4zH4yUmJmppaZWUlNTX1wOhgC7DGof1HhYWduvWLbilSTpAkiSLxYKVzmKxYCGDbQAsb6BmgeMiDC9oPECdampqqqqq4Esh9RFugbX/4cMHc3NzsNAymUzoF0VREHmJHpiTk6OqqlpUVNTc+FRVVYE9jM/nQ1PBbIaoE4S+cTgcUCubew7oi4WFhWC+HjBggI2NzcaNG5cuXRoeHq6trU01Ctm6uroGBgagM7HZ7OLiYj8/P+g7iN0sFsvBwaG4uBhGDGynJEnCQIEODXJ5XV0dEECglvAReTwel8u1tLS0sbGhKKq6uprFYpEkyeFwoJFsNhvUZXQv2DDAbocsf0CEm6PnMMnRuqYoKiIiwsTEpKCgQCAQwGRjs9mgqsIAmpubX7p06datW2/evKEa9++/hxEKBIIbN27Y2NgYGBi4urqS/zD7H/4cZBr9p0mPkIEYcaBvd8ARNNYsRmdwrYsS2rAFUlJUVPT777+/fft2165d169f9/b23rRp08aNG5WUlBYvXiwtLe3l5fX582dvb2/wns/Kyrp9+/ajR49SUlL27Nmze/fu9PR0vAE8bOsY9m8SExPBLxRVHhcVFYXNwj59+qCACjgDMcX4HiFkoUT3QnU62DGC7cPXr1+jPl64cGHTpk2GhoZFRUUHDx588OCBvb29vb39iRMnevfuPWXKlAMHDixcuPDYsWPFxcWamppr1qy5e/cujExFRUVubi6kb0ZV8Xr06IG2MKFtoGd06dIFtRDtWcJJCBgnCKJnz55oNxTav3z58pycHHDFLigogGD5oqIi5FPj7e2toKCwcePGwsLCt2/fwr3z588/efIkr9HzsMmNB5rvDNVYHWbVqlXq6up//PHH9u3bHzx4cO3atVu3bpmYmICZUUpKasmSJb///vu4ceNsbGzWrl07efLkTZs2TZ06VUJCYubMmVZWVpaWlleuXLGwsDh69KiMjIy2tvbGjRvt7OxoDYBWCSvuLBYLnDl///13OA9k/cSJE1evXoXNmCdPnuzevRtC5mnbM+Xl5VOnToUxnzp1anZ2Nno+SnxaXV09ZsyYdevWwY1GRkb79u3Dm7Fly5bu3btLSUnp6Ojs3r17+vTpBEGIiYmRJKmpqTlt2rTdu3dTFGVtbY2++6FDh6AxyOb89e0rAZawraCgACSGgIAALS0tZCKDAXn69Onhw4dxjyf8AEVqI9OI4Bv8TZDHI1At3IWYlpMIAXkzUo2pLcCuiy5Djl1olxH9BLxWIBAUFBSoqakhO3Zze11kYyor2rzFaSz/q3uEyDZTVlYGiRcIghg5cmR+fr6Pj4+5uTlFUTU1NYGBgbKyslCoGbU2MDAwOjoavZTP54eEhIBbe21tra6u7tGjR3Nzc2fMmGFtbY1cDpsccGQZpjBvGurLPUJk9OJhiZSh/fzGnMY0Qv11oDfyGlNJoCmBT6179+6Zmpo+ePAAr9P7nRrhtWvX7O3tz5075+3tzf8yayoNzX0wNPr4dIRJ1iTQekAHtGQruEsL1by3ah1WB4sSSnqCA4+yoCgqIiICaDTQGgkJifHjx+OeLKdPn16wYAFcIyIismLFCi8vL1NTU7D78/n8T58+nTlz5uLFi9bW1rCxd//+/UePHj18+NDR0fHly5e5ubnPnz+XkpISFRXt1KmTqKjo4MGD9fX1169fP2TIkIEDB4qKivbr109DQ2PJkiWDBw8WFxeHUMKLFy8qKCiAW0eXLl0GDx68YcOGWbNmgc1QVFR00aJFNjY2dXV1V69elZeX37ZtW2ZmJho9eXl5KysrBoPx6NEjFRUVR0dHDQ2NMWPGiIqKrl69Gn0m2vgoKioCPwMWCGx45cqVS5YsATYsKSk5derU6dOnz549GwZKTk5u4sSJ06dPnzRpElDS+fPng4cIjYufOnUK/5TUlyZf2oczMjLq0qXL/PnzVVVV5eXlHz58iDInUViUBf9L1wmqcRHCcUFBAYPBKC0tTUlJAf+dkJAQ8EEvKysrLCwsKChITk4G/YDP5ycnJ+fm5ubk5ECelMjIyLCwMAgVyMzMzMvLc3Nzg6IHaM0jAod8DnFLFEmS27dv79Gjx7Bhw4CNwcXW1tbALUiSVFFRIQgClFfUFzQUHA7HwsLC1tYWZTTGt9JrampevnzZuXPnlStXwpgcPXr07NmzaIZzOJxhw4aJi4tPnjxZU1Pz8uXLGzZs2LRpk6ysbFFREeSdmT17NtXoZxgSEoK21XmYJ8XfAn2Cmpqas2fP8ng8V1dXTU1NlABTIBCw2ewzZ848f/6cavSMA+IgwBwRYQypL8mrMB2ghJLxfh2IT6PXoQNaNwWYLM5rTP+Ef1PU0/Lycn19/a/QdJReCj9JYmmvG74sqNLcc9A4UBTF4XAKCgqQC3FCQsKiRYssLS2NjY3nzZsXHByM/I0BGRkZsE2DHhUXF+fj4yNodP0zNDS0tLQkCGLTpk0CgQB3biKF6gQIDxfqIM1TktYd4d41R8zJRvscmg9oJpCNmWtoj2poaHjw4IGpqemTJ08eP36M3viPGSH01sTExNXV9eLFi8HBweQ3q2K0viEx6h89AfVN+OAb9Uvelz5jDY2gMEaLi2mohWfPnj148OD27dtHjhx58OBBCwuLDRs2gLfn3LlzU1NTDxw4ICEhMXHixKFDh166dMnDwwMqpsLtQMWA4iOijyTrzp07m5iYUBTl6ekpIiLSr1+/bt269ezZk6KoxMRECQkJcXHx7t279+vXTyAQvHjxAjHCCRMmUBR1/fr1Hj16jBgxonv37jt37mQymYsXLx4yZIiIiIioqKitrS20YeXKlfA6BwcHJAKrqKg8efIEUjuCALtt2zbo3ZYtW6hGwkcz/woEgpMnT3bu3BnpfKNHj+bxeH5+fvAv2nK4d+8esEYo/UqS5J07d2AEwsLCOBzOnj17Onfu3Lt37zFjxhAEsXnzZkTK0XSnae0URbHZbPjihoaGGzdupCgqNjZ206ZN27dvt7a2BvmMxoGoLxcnmoGIognTGtrSRbfgA4LTaBgruB42/IXfSwPyNtTQ0AAV2c3NDW0Z5ObmSktLy8vL7969Oy4urlu3bhMmTEC34B+FJMnKykpUm1C4F8rKygRBxMTE2NnZHT16dPr06VDgAhoZEBBAEMTQoUOVlJTc3d1fv3798eNHiqKmT59OUVRaWtqiRYtkZGSePHny/v374ODg1NTU0NBQJycnR0dHSDvw5s0bx+YB2QNcXFzevHkDuUPv3LmjqKhIUVRVVdW6deueP3+ORgn2t4QZG4XJpmiRInYF5xErQoODr3e4C//WfMzhHL2CRpRoJBWpZVQj0aCRFPyBLBbrw4cPmzZtAg+sJmFvb+/i4uLk5AR7dS9fvoRMCzC8CM7OzpDbobnnuLm5vX37FvJFuLu7JyYmJicne3l5vX37Vl9ff+3atU+fPgWTIFKpKWzSRkdHs9lspKjk5eXFxsZCL4yMjHR1dYuKiqZOnfr27Vu8v4j3oANcGhA0eorhM7ZJuQQXUnEK/BXGj55DE5QpIQaB/n369Ont27dfvnwJoVCA76xHaG1traSktGvXLl1dXfhsr35RPHv2zMHB4dWrVw8fPrSxsXFycnr58qWZmZm5ufmNGzeAeUCO4GfPnt2/f//y5cs3bty4du3a06dPjx07JiYmJiEh8dtvvw0fPhyFNOD2TPxYXFx83LhxUIUcGKSIiMioUaNgFwpOdurUafz48YMGDcJ56syZM8XExBBP7dOnz+jRoyF7CDxEQkJi7Nixv/32W///a+/a46nK2v9JmF5dVJMXGXeldJWKRsklKUnJTCURQyiSTHGGXI57xiRyv1+Oo1zeKTM1VBRlhFxOyKGi21TveKdfZTSHjrN+fzwf67M6aKZmirS/f5zPPuuss/baa++9nrWey/eZPh2qSUpKqqioqKioiImJLV68uLKysrq6ura29syZM0wmc/fu3REREQkJCbKystLS0goKCrNmzVJRUVFSUlJSUlJWVp49e/bcuXNBO4ovQUxMDCjisLJ04cKF8+bNg86DehZI5qAPQkJCkydPBv9SqAC63IkTJ86cOVNZWRmfcUhAr6SkpCZNmuTk5PTTTz8VFRUBm9r69evpdHpkZCS4lsTGxkZGRmLP26NHj8LXuLi4mJgYKAQ33ePHj0dGRuK/xMXFJSQkwAHUjImJSUhIiIiIiI+Pj4qKgujD+Ph4cNmNjY2NiIiIjo4G9Qu48g6JqKgoYEONjY09duxYfHz80aNHN2/eLCsrKywsjHdCYP9Yu3YtjNiNGze2b98+fvx4cI4V8Nfn8/nALIPnBayV4nK5Z86codFoenp6paWlsEGfP38+n8+/efNmcXFxb2/vzZs3aTTatGnTzM3Nr1+/3tDQcPny5aSkJHd39+joaCaTmZiY6OLioqampqmpueQNoaGhoaGhsWzZsiVLlqirq2tqai5btkxVVZVGo3V1dfF4vNbW1u3btwMbkbOz89KlS42MjMLCwsLDwxMSEiAa5/Hjx7CXJRcupMgRcN8np8iXRPo90LmRmyf0qgoUDSyeBLTrAtosUhzyiYRHAqc+efLk1KlThYSEVFVVNYbBm47nW+Dzzz8/cuRITU1NdXV1SUlJQUFBVlbWyZMnCwsLQTrm5eWFhYWBCRAPYFhYWH5+fn5+vpmZmZaW1g8//JCUlJSZmVlYWJiTk8NisQoKCnJzc/Py8k6cOAENFhQUZGdnM5nMvLy8kZq3WSzWiRMnCgoKWCxWfn4+i8UqLCw8efLkf/7zHysrKxsbGxsbm9LSUpwT8Y0FIQwQh8MB5/UtW7Y4Oztv377dZowCiItsbGzs7OyARg8Y9sAN/cCBA19//TXw6QE9GJ1O9/T0dHd39/b2dnR0XLdunZGRka6urqGh4ZYtW2wGiKns7e13797t5ORka2sL7GU2NjYbN240NDTctGmTtbX1rl277OzsLC0twWvG0tLSzs4O2JWMjY1NTU2tra1tbW0dHR2tra1Xr179xRdfWFtb792719ra2szMbMuWLVDi6OhoZWVlamoKFM8bNmywsLD46quv1q9fD2yZGzZs2LRpE9iEdu3a5eDg4ODg4OPjs2/fPi8vLxsbG2CO1tPT09XVXb169erVq4HIeM2aNWvXrnV0dLSxsdm7d6+zs7OVlRUo04CNGjx3TExMvvzyS0dHR3t7+y+++EJHR2fdunVbtmxxdXXdu3eviYnJhg0bjI2NYUy++uora2vrrVu3mpiYAIHn6mEAP+no6BgaGpqYmOzdu/fAgQO7d+92cXEBAjYDA4M5c+YoKCioqKhAwIaqquqsWbPAFxSoR+Xl5fX09IyMjOA2YRckY2PjtWvXrly5UllZef78+XJycvPnz1dTU1NVVVVVVQXO0jlz5ixYsEBOTg6oX1VVVbW1tdesWbNu3TpjY2MdHZ3FixerqampDAM1NTUFBQVFRcXFixfPnz9fV1fX1tZ206ZN6urq48ePd3d35/P5SkpKM2bMQAhVVFTQaLQFCxZ8//33t27dotFowsLC2LmDfDGvX79eXV1NzsK8gSSR4uLi48ePv3PnzpUrV0C9DwZ+FRUVGo3G4XDi4+PFxMTmzJmzceNGGMNdu3a5uLg4ODgAPe/+/fv9/Py8vLz8/PwC3xwBAQHBwcFBQUEBAQGhoaGhoaE+Pj5TpkwxMDCA+ai7u/vOnTs3b9588ODB8+fPOzo6ioqKYmJiIiMjPT09Dx486O7u7uHh4e3tTafTw8PDMzMzL1y4UFlZ2dTUxGazGxoaOBxOfX19fX09h8NpaGhgs9nXr19vbm5ms9nXrl27fft2c3NzfX19S0tLY2NjW1tbXV0dm80Gf0gOh9PY2Nja2lpfX3/jxo22tjb4e2tr67Vr127cuFFXV9fa2spms3G15ubm2tra1tbW5uZmKGxqaqqrq+NwOGw2u6mpqaGhgcViwdJWX18/NDQ0aBi8xXi+EUJDQz09PT09PV1cXHbs2LFz585du3bZ2tpiqWBtbW1vb29vbw8+LPAIPX/+HGjlYdYCUkMHBwd4nWFitLGx2blzp42NDfwdXmErKyt4fkZgyraxsbGx2bVrF1yalZUVkMxZW1tv374dSB+nTZumpaUFoSmwmnnLNEzXrl0zMzNzdXXt7Ox8O9XohwJQr+GlH6lReT1AGwDHpOkYDdJfY8UsQggiXRCxMsXRirgQsushgtMLm8HIBrFlfnDfsB5YwEZFng4n4iG7NyTICuRx3wCjPL4i7GuHdUpk+IeAcgkbXV4Dgd1A/0A80+PHjy9cuJCdnZ2TkwPLw9zcXFjzslisvLy8/Pz8xMTEwMBAZWXlhQsXLl26dNmyZZqamsuXL9fS0tLT05s8ebKysrK9vb2VlRV8urq6enp6+vv7Hzx4ED7pdDq8YHZ2dvv27VNVVZ08ebK2tvaKFSsUFBR27tx5YniAHiUvLy8xMdHMzExZWXnZsmXa2toKCgpycnKLFi0yNzcHcQX8F1OmTAHnTIRQeHi4kJCQpqYmaEGBtwj2LjAR4zHBVpwlS5bQaDTME5SXlzd79mwul5uXlwdb823bts2aNUtcXFxXV3ewCwk0IsDc8UYYcsOEEOro6NDQ0Fi7dq2FhQXE5Hl4eAA3dFhYWFhYWHR0dFJSUnh4eFBQkLOz85dffrlixQpZWVmg7hMXF5eRkQFqBVASwDpDQUEBVBeKiorS0tLKysqqqqoQmaqioqKoqAixrcoE4C/y8vKzZ88GL+W5c+cqKSnJysoqU6ndMAAAHYdJREFUKirOmjVr9uzZ8Ef8X1CTyMvLq6iozJkzR05OTl5eftasWdAfaAq0I+bm5l1dXa9R8b1rkLMNLsRuEHh2wtx+aMCDt6GhgTSakgpqAe3oYCX26+eNdw3SpILx4sWL+vp6CwuLHTt2gIkUJs+3dJa5fPnyF198YW9vD1Qj6J/jiBttEBhZ/qvPU/9QKdmwLkXgJ5B/ZGH/AM+egIILZBg5ceCvApYSUvAINM4n7Pz9hC+WQN9wcAgiHlwserFTssBQ4PEhmX0EbGYC9QVKwB8djkkHWoHKw90X8l6QLnz4X9hVEg8y/CTgLNPY2MjhcG7evNnW1tbW1tbS0nLjxo3bt2+XlJQ4Ojrm5+dnZ2efPHkyNzfX09PT0NBw+fLlZmZm+vr6mpqaTk5OBQUFoD/Py8tjMBipqakdHR0cDqempoZ02BkS+Br/97//NTY2QuI0X19fBQUFISGhpUuXOjk5WVpalpWV8Xi8mJiY9evXP3v2zNbWFoiDQQcOUfa4NeDxwcQfCKGKigoTExMajbZjx44nT54YGBg0NTU5ODhERkb29fUdOHBATEzs888/37x5s6ioqLS0dFBQ0GCPVnKo38jxhAT5nJMPA7jI//HHH5AcDfzv+/v7ceDEf//7XxzAIDDhko8l+TQO6SghcF4B8+rgN5psEBubsdMpenWVMPgJxMcCvfrTeebdgeQAIu8sb4A56OrVq+AABYuezs5OCI/u7RVMfA2zTS9BvIUX1mTLbzPn/hPAl4z127ifbDZ78+bNW7duJSe3txGE4AC5atUqOTm5zZs3g1YqYIwCtEABAQGQ3AT0DD4+Pv7+/sHBwQwGA9K6BgQEwK9BQUF+fn6HDx8ODAwMDg728/Pz9fVlMBjwGRQUhLVD/v7+fn5+Pj4+DAYD2vHz82MwGPATg8EIDAxkMBiQRQV/DQkJgcQ3fn5+/v7+oFf55ptvGAwG/At4Xry9vaE/cBYGgxEcHBwcHIwbh8uB3kI16CRcHXQMXyDuJB4WOB0gKCgIMs1CC1AIFby8vGAooFfQZ/g7fEKHg4KCQOEGdXAjUDIcfHx84HZA3G5wcDCcztfXFy4kNDQU7kVoaCjuNlwOXGNgYCDkvcvKysrIyIDPtLS0zMxMIE6CbBtubm4eHh6TJk1SVFSMiooyMTE5duyYgYGBqKiom5sbZMlwdHQ8dOhQamoq2NJYLFZycrKnp+dwnff39/f19aXT6UFBQfHx8UABnJOTY29v/+mnn06ZMmXDhg0QLobnna+//hrMsfPmzbt3715AQICIiMiECRNMTU3Ly8thYYuTMiKE6urqLCwsRERE/vWvfwUGBiYnJy9ZsgSccbA2sq+vLzs7m8/n79+/H1y0gD8BBs3b2xv3FvJCwLsA9/eNAP/Cdx/GPyQkBJ4fsLiD8TUhISEuLo5OpzMYjKioKPh7RkYGmJ3S09Mh221mZuaJEyfg3uXm5rJYrKysLCD3wQcsFovJZGZnZwOLIXxie39ubm5qampmZmZGRkZKSgqYuOBEOTk5qampJ06cgKeCyWTC3/Py8oB1KD8/H9wCoCfQK2jq5MmTGRkZQUFBMEoBAQEhISGBgYH4RRsSbzqebwq4gzDm8NYzGAw4gKns8OHD9vb2lZWVeJ7n8XhxcXEWFhZ4NoB5z8fHx9vbG1694ODgb7/9FpI9fffdd/CmQ9Yn/LKPCBgMhp+fX0BAAEyekPs6ICDAxcVl3bp106dP37hxI4QtwurqbQRhb29vZ2dnUVFRSkoKZAuDsIwxibS0tOTk5KSkpJSUlLS0tNTU1OTkZMimDcf4ID4+HqplZWVBYXp6ekJCAgRIJCUlCbQMFWDOxe0DHzeUAGlnamoq1ExLS0tKSoI2oXJCQkJycnJGRgaU4wrp6emJiYkpKSmpqalQCP1JTU1NTExMTk5OT0/PyMiIj4+HbsDsn5ycnJmZCefKysqKjY2F1qDnKa9CYHxwZegzjFhGRgZ0ICUlBc6VnJwcFxcHX2FYYmNjoUJiYiL0CvqZkZEB09NwSE9Ph1GCnOb4uuAewfikpaVBonBoEwqzs7NhZoTxgauLj48HaQTlIAuZTGZGRgYoUU+dOhUcHGxhYZGbm6uiohIREeHo6Lhnz54zZ86AWR4UsCwWC8aBxWIlJibCrRkS8fHx2dnZ4KyLRykjIyM3N3fr1q3gzBIREYFepSEEr1phYeGkpCSE0OnTp8Ff6ZNPPpGUlHRzc4OITxsbGykpKVFRUSEhIWVlZfASfPr0KajpJCQkBNbsVVVVEBdkZGSUk5OTnJyck5MDeazgMYMnB57thISEwQ/znwJuARynpKQAOS08XSkpKeDIByOQkpIC2cq2bNkiLS2tr6+/adMmGJDx48dDEC32zxISEiIDWKEEe42RNQXCbcE5C1obN24cxO/C2AI9EI1GmzRpEm5tMOUv2ZNx48bhZqHm6tWrN27cqKCgoK2tbWxsLCUlJfDivGfALQM6+ISEhPj4eDz48O5kZmYmJSVhWjjYxdbW1sIbHRcXB16B5KsE/PIpKSn79u0zMDAA3s3k5GRgrofJZKSuNzY2Fh4wmBMSEhKsra2XLFkSHx//3XffpaWlnTp1CvgW4OV6m/AJhFBZWdmdO3dGiS74nYLP5w9pJBNwOcMgNQ8CqgP+q+pBUM2DkQy3Q+pYsHWNPB6slQIKBtLnTcD4h14NxMH/4g9KicAbyGIqoLR8jQqCvDo8UPhycGDskFpiAR0XfyDVHI5G6B8+DhUPGvYJxHfkJZEmBrdP/jTYOV6gb4gwu+LgNoQQ2B1LSkoguyEeRvKm41uG1cuvB5/QgcNnS0uLhIQEEMScP38eIdTV1eXn5wf3VEZGZurUqWjAI7S2tjYnJ0dHR2fcuHEQSIrFwPr160+fPg3GC3jYduzYMX36dNBDlpeXg4Gko6NDWFh44sSJEhISkJwLA/Pn8YdS9L0d8JWSjwRWqUGhr68vcIt4eHhAfUVFRUwfP3HiRJA6mFNCVFQUMzNACRyAozKIwIkTJ5Ku2rSB+CXgJIISLFNBmJFkFFCC2wcZSRsK0Dd4flxdXZ8+fcrn8/39/QeH6r9PDBkNgm8raRkBVYFABfwMkO3gJ6G6utrLy2twCMpffAXeKXCHy8vLIT4NHraWlpbm5ma4TVwu920EYV9fX0NDA9jkyZDkMQlSA44n6NfYAwb/EX/F1QbXFxAVw8XTCPxKzv5QMph3dMi+4dPhIDnyKSdt44P/KwD+a/l9BCyaEMEpcHXkCA+2cf4pBGx+fMKug8d88ElxhcELC3KtICDVhmtQoDO42dcPIGYkGfyoODk5zZgxg0aj6enpIYSA5XzhwoXAfK2jo2NhYdHe3j537lwREREGgwFUyN3d3d7e3gYGBhwO5/79+2w2++jRo6qqqkAJbWlpqamp+eDBAy6XCw06OTkhhCwtLWk02tSpU7dv345eNYyhV823f8ctbrAnBTZyw1cyWY+bmxtMLy4uLr/99hufz1+1apWdnd22bduEhIQOHDhgYmKipKQEHoDA7AostT4+PjNnzpw5c6aPj4+amtrKlSvpdPrkyZOXL19Op9NVVFRWrlx54MCBSZMmGRsbe3h4yMjI2NnZ2draioiI2NvbOzg4yMnJeXl5GRoaiouL79u3T09PT0pKysfHZ/ny5VOnTqXT6ZqamgsWLKDT6dLS0vLy8iEhISoqKsbGxvv375eQkNDU1PT19ZWWlr506dKLFy88PDxA2bh//36gsBhZDM4xhw235IRAvhR/DCQnGWxexStRNpt98OBBRLwXAoun9w88p+E58PTp025ubthvoLS0tL29HQ1c11s6y9TU1DQ1NaG/PFtRoEDhr+PZs2fgfEij0ZKTk3/88UfYzZiZmSGEuFzu3r17IewBNi7gYdvW1qapqamtrQ260ICAANjrfPrpp8bGxhYWFjApAM2ssLBwQUFBYWGhkJCQjIyMqqpqR0cHnP1v7vneGnhZcODAAZhegBvz/Pnz48ePhxn20qVLCKHdu3fTaLT29va+vj42m93f3w+RtXw+v7Ozk8PhcLnccePGSUlJ8Xi8+vr6p0+fdnZ2TpgwYcmSJQihixcvIoSYTKaoqKifnx+PxysuLubz+e7u7jQarbi4GFj3uFyusbExjUbr7Ox88eIFm83u6+ubPn36uHHjEEK3bt26efPm//3f/9FoNBkZGdge/P7779HR0XCzOBxOTExMfX09l8t1cXF59OjR2NCckQxN7e3tvr6+EGpFbitJ17khQa6HBi+S/imQSqNz5855eXlhgVVZWdnW1oY3EpQgpEBhFAHPMtXV1TQaDaTdxo0bwYkmPT0dc+78/vvvhw8fVlJSmjZtWkpKSnt7u4WFBUi+lStXtrW17dmzh0ajycrKWltbNzU14XfexsZm8uTJDg4OdnZ22NAFpD/8gShy6MN7Vm2RgrC5ubm3t3fPnj0IoYcPH2poaHR0dODZxt3dXUpK6scff0QIAXP6jBkzlJSUGhoaQHNTXV2tqqq6ePFiUH68fPny7NmzsrKyJiYm+KLCwsI+/fRTZ2dn+NrT02Nvby8lJZWcnIy3NQ4ODvPmzQPX3JcvXz558kRVVXXOnDn8AefJCxcuzJkzZ/ny5aCpfvnyJZ1Ol5SU1NHRefToUXBwMHD3ODs7w/5jDIBU5sfHx4uLi8vLy69YsQJcb3x8fMAZMDg4+PWhjeBe5+Xl5eXlxWAw/rT+G8HX1zckJAQclOBEW7dutbOzowQhBQofBmAW7u3tzc3NFRYWhnDsxMREMiTgzp07oDzk8/lFRUXm5uYWFhYmJiaSkpKTJk0yNzc3NTW1s7ODreGLFy9wRgXAb7/99v3339MGyNwjIyOhHGuA3+f1YpCCsKWlBSHk6elZXV0NXDmgs8VKOZzoFRE7icE2Lax/5g9wY6KBeBsBBSA+hiwQWJmPE6DjU/f39+fk5ECv4KZAZyBiB47b29tBU11bW9vb2/v1119D0OeHDjxoMCy//vprYWHhqVOn4uLicnJywPsG3MFSUlLi4uISh0dSUhLksQLmJvDp+6cAHoXR0dHgpgfnYrPZlCCkQOHDAJmTMjg4GKyD48aN8/Pze/LkCZ/P7+npUVJSEhYWtre3B4HRP8A0dvPmTch6im0h58+ft7GxodFoe/bswRbumJgYMTGxmTNnTpgwITg4GBH+UGh0qEabm5v7+/tdXV3FxMQmTJjAYDCwtRJfHZaLcPkkaxpmgsaNY2FJsk+Qaws+kfwd/woH+NTQ4KFDh2g0mqqqKja5kcb4vr6+4uJicKhZtWpVV1fX77//fvDgQcgv+I8O2MgAjy15RxBh4wfPPtB5DufsRqpDSTXpcPXfFGSHwU2J9HpDlCCkQGE0Y7B33/Hjx2k0mpKSErg+AvfHtm3bwDq4atUqPI+cPn360KFDdnZ2nZ2deBKfPn06eEhCMvqamhrQhYIf5pEjRwYLAKwafc82LVIQQvYfyBpNo9F0dXWhAsR+8QnbD59gLEKEUw/sBfG0SMoqHpG8Cb6S3l4CIedkkDiATqeLioquXLkSETISE0TweDxfX1/wYp07dy6osvfu3TsanGX+PmDBQU77AjtmAH8Yb7L3Bngq8BMFhZDOHo4pQUiBwugFnnbJfHvff/+9rKyspKSkjIwMeHuWlJQAUSSLxeIPZCnCHvxLly6F1ng83tGjR3fs2GFoaJiTk+Pm5kaj0WbMmKGioiIiIpKTk9Pd3U2KBwApZt4nBHaEL1++DAoKys3NTUhI4PF4wK0KIHd1Qwb8IMJDkpyUcQwSpv3jE9EvAOxFifc3iJhM4WtxcTEmLiBpAnGSyOjo6NLS0n379jU1NQEZwoMHD8bAbIlHElOSCugPcIXXs1HifSGMM94L/rO9BVXB4IQziBKEFCiMcuAZn6Ssu3Xr1vr162fMmCEhIQHRbMrKyoWFhTipN0IoMDBw0aJF0tLSoO3E0TUlJSXKysrwLzExMSkpKX19/ebmZux3I6BIBKXW2/Go/R2QghCSD+vp6WVmZhYXF58+fbqoqAjCurOysoDMJSMjA0gPgGAhOzs7KSkpNzeXyWQmJycXFRWdPXv2ypUrFRUVZWVlQD5XWlp65cqVqqqqysrKK1euQNbJ8vJy+CwvL7906VJpaemlS5fKy8svX75cVlZ29uzZmJiYgoICCCRnMpmQwSc4OBhi0oFQJjMzE8gc0tLSCgsLq6uri4uL161b9/PPPyOEnJ2dgatsDEAgGBoO+ANRN2/qYPUu5B8apFnpH5S/lhKEFCiMXsALhXczZHZvhFB6erqOjg6EfktLS4uIiMycOXPGjBn6+vrHjx8vKyuztLQ0NTWtqKiIiYkxNDSUlZWVk5ObMGGCnJzclClTZGRktLW1gbBG4IyvL3k/ENgRIoQKCwsPHTr07bffMhgMDw8PBoPh6+sLhH/e3t7A0wZ8Wt7e3qGhoeB/6O3tHRYW5uPjA6zln3zyCU4ERhvgjsHB9SIiIhAsLyIiAhwx8IkD8+3t7Y8cOQLnYjAYISEhvr6+Li4utra24eHhwDkHlH7e3t7h4eFeXl5BQUFQEhISghACTte7d++OlBfSPwiBIGZSeUBGIeNd9V+x4ZF4M0vg8BBoE3eeEoQUKHzAwCvu7u7u9PR0CwsLSHZBztqioqL//ve/JSQkcAlAXFxcQ0PDzs4O5uVRBZIfHB/gHSEimIP4rzryCPAuwS6WJDbi8Xhr16795ptvoqOjgcxvypQpJFMabJEhxyeUjB8/XkhIKDAwkMlkHjt27NixY7q6ug8ePBBoFk6KfVnRwLyPNa64tzhzupOT08OHD8dGHOHYwM8//9ze3o7lFyUIKVD4wNDf38/lcq9evRoREbF161ZtbW15eXlxcXGc7lhMTGzy5MlycnKff/65lZVVaGhoSUkJZF/7IGBnZ9fW1oYIR8Q3UqBhgiEXFxdEZGWxtbVVVlaWlJT87LPPPvvsMwkJCUjYJCsrKyMj89lnn0lKSmprayNiI+7m5obzO2JJDAfXr1/HlOho0ExIUj719va6u7u3tLSMgR3hmAElCClQ+CDRPyixF0zE9+/fr6ioyMvLO378OOQqiYyMzM/Pr6iouH//PvmXUTgRk8QiwJr77NmzQ4cOqaur6+vrq6urq6mpaWhoLFy4cPHixRoaGqtXr9bQ0FiwYIG6urq6uvqCBQugUFdXV09Pz8DAQF9fX19f38jIyNTUlEajQVIhNODGwns15RmmGMScuuQuk8fjmZiYKCoqGhkZrV69GprV09Nbs2aNqanprFmztLS05s+fr6mpuXjx4kWLFqmrqy9atEhLS2vevHkaGhpqamqampqQgN7U1BT3hMJoACUIKVD4IIG9/Pl8fk9Pj4AvHNg/sAcjaQ7BEV0j0u3Xg+wkLnz48CEkZjly5Ii/vz8k0AkNDT169GhcXBxY5kJCQiC9UXh4eFxcHJPJBD8aSLOQmJiYlpbm5+dnbm5eUlJSWVl57tw58KM5deoUi8U6c+ZMa2vrzz//3NjYWFpaeurUKSCcKywszMvLA1caa2vrbdu2nTlzJjU1NSYmJikpCfx0IKOLi4uLg4NDcHBwaGjo4cOHo6OjcWIjyAvGGEhbxmKxbt26hQjTL4URByUIKVAYIxCgR8GFiHBPH81SkAT0kIyLQIQhEMhUoZDcRJLHAjY8gK+vL2ZkdXV1BSHKZDK/+uqradOmbdq0SVpaev369QUFBQwGIyIiwtPTU1xcHKyGW7Zs6SfSpPBfpR1/8uQJTkuOBhJco1d9fclYgrERTT9mQAlCChQ+PODpFeiMB6e8wcfDJWfnj3SM83AYUpZzuVxSkJACbziQpM+IYG1NTU3dunUrk8mEUBOEUG9v77lz5xQUFFxdXRUVFSF9Bxpw1amrq9u+fTukUyBBrie4XG5nZ2dpaSmOFoDz4lyvIDXhV2ojOApBCUIKFD5IkMKPfO+GY/rnD2SIHOUvKey6SC9QAO72kA7xgy9NoA6WiwLNXrp0SVlZee7cuQsXLjQ3N9fQ0FBXVxcXF8/NzUWvLimePn2KiBA0gV+fP39eXl5Onqutre327dt9fX3V1dXA040INpORIq6jMCQoQUiBwgcJ7JqPhnF7IXOwQclwAVWjB4NZXfAei9Tu4hI0KLVn/0C2PKwTHnJw8DY6Li5uz549vb293d3d3d3dPT09XC43Kirq4MGD2ASL2wdVrYBuGdOzlZaWPnnyBJpNSkqaOHHi9evXa2trLS0ti4qKcJJtTFIzCsf/owUlCClQGIMg2TLxVC4QXzy2c2gPCTLODyHE5XIhKwIuBL3l2bNnfX19/7Q1UvvK5/MvX77M4XBAEEZFRa1Zs+bOnTurVq2qr6+H+nBTINkFombL0QRKEFKgMHYgkFSBtAKShBrvny9tlAA0ruQ0lZGRoaGhERYWFhMTEx0dHRMTExISYmRk9M033/ypDRUTpsBnVVUVpBtECDU1NZ04caKwsFBXV3fPnj1nzpwh/4JepfOmMOKgBCEFCmMNZAAcGtgUkvu/D8Jx9F0D5FBLS8uOHTtWrVqlr6+/dOlSLS2tFStWrF27FlITvx6ktY/H4zU2Nl65cgUh1N3dHRYWlpWVFRYWhhDKz8/fv38/ULmOTgclCpQgpEBh7IC0h/GJ/PJkIRyQTpgfDyCCHg8LDFdXVxeZlID/FwijyYkO6znv3r1bVlYG8RUWFhZlZWV0Ov27776zs7M7ffo0+V8I/6B2hKMHlCCkQGFMAZwnMWcKaREUIOr8mAEj8OzZM5LIBr2aP+EvNoXXE8+fPy8uLob//vTTT3w+/+rVq7t3787MzIQKr/FsojCyoAQhBQpjBwIxFSDz4K0ExrLB1T4q4MyOABykgemw4eCNQv1In9WLFy++ePECxhnztKGhYl0ocTiqQAlCChTGGiCF4cuXL3/99Vc+n9/V1fXrr78ihH755ZdHjx5BnVEbUP+uQToN4QMcdAGEL0Py2vwVXLhw4eTJk1evXq2srLx48eK1a9eqq6vPnz9/48YNrAjF65J/4moo/DOgBCEFCmMKHR0dhw8fLigoaG5ubmhoaGlpCQsLYzKZ9+7dy8zMjI6OhrwTHzO/CRj/cGg8DgTEFf50xywQ1I/Nii9evGhqamptbW1vb2ez2a2trS0tLQ0NDXfu3EGDVKMf50JkdOLvCkK4tVVVVThhGLXSoUBhpNDb2/vs2bMjR454eHjs3Lnz+fPneXl5Xl5esbGxCKEffvghNDQUGFI+wiBCCh85gOsOvarNBoFVW1vb0tKCBpY4bywIwTOtpqaGzWYLpNOkQIHC+0dXV1d6enpWVlZUVFR2djaXy922bVtOTs7du3fDw8OfPXvW29uLTWIj3VkKFN4HwFhO7sX5fD6pFMF7OZCRb6Ma7e/vr6ura25u/ic6TIEChbfHH3/8UVFRcerUqbNnz/r7+9fU1LS0tGRlZT18+NDMzCwpKYlS2FD4yCGw/nv58mVPT8+VK1cgNxaw0b7NjrC3t7e+vr6+vp7H47HZ7PT09La2Nv4w6KdAgcI7A0IIEjV0d3ffuHEDIXTv3j14VdlsNofDwa8tIoLqKFAY2yANusBK39PTw+FwEhMTb9++jRCCvVz/gIx8Y0EIC8zr16+7urpqaWnRaDRRUdGqqqorw+AyBQoU3hnOnz9fU1NTVVVVV1fX2Nj4008/sdnsqqqq8+fP3717t6ampra29uzZs9euXYP8tCPdXwoU3hPKy8vLysrKy8srKiquXbtWX19fVFQEAktTU5NOp8OO8O1Vo3/88UdbW9sPP/xw7ty52NjYffv2Xbx48Zdh8IACBQrvDI8ePbp79+7jx48fP358//79+/fvQ8nDhw/h89GjR48fP75169aTJ0/u3bs30v2lQOE94Zdffrl///7Dhw9BEt26dausrMzFxSUmJqa0tPTy5cu//PIL9hZ+Y0GIc4DhvSf4pFGgQGFEQEaIowGKbfy1p6enfyBmbqR6SIHCiEAgJxcZJ4qP+/v7eTzeGwtCst3+AQY/yiBPgcKIoJ8IiRv8GpK5mdBHzC9D4WODwJMPILOSwbuAt3P/DzbOtEQShhwrAAAAAElFTkSuQmCC" /></p>
<p>1 &#8212; Опора; 2 &#8212; Опора; 3 &#8212; Уровень; 4 &#8212; Тяга; 5 &#8212; Рукоятка; 6 &#8212; Шкала; 7 &#8212; Корпус; 9 &#8212; Ручка;<br />
11 &#8212; Указатель; 12 &#8212; Шкала; 16 &#8212; Линейка; 17 &#8212; Каретка; 18 &#8212; Наконечник; 19 &#8212; Указатель; 20 &#8212; Шкала</p>
<p><strong>Шаблон состоит из следующих основных частей:</strong></p>
<ul>
<li>опоры, поз.1 &#8212; шкалы, поз.6</li>
<li>опоры, поз.2 &#8212; корпуса, поз.7</li>
<li>уровня, поз.3 &#8212; каретки, поз.17</li>
<li>тяги, поз.4</li>
</ul>
<p><strong>Шаблон состоит из следующих устройств, размещенных на корпусе из алюминиевого профиля, предназначенных для:</strong></p>
<ul>
<li>измерения ширины колеи, расстояния между рабочими гранями усовика и контррельса и расстояния между рабочими гранями сердечника и контррельса;</li>
<li>измерения ширины желобов, ординат переводных кривых и износа путевого рельса;</li>
<li>измерения возвышения рельсов (уровня);</li>
</ul>
<p>Устройство измерения ширины колеи, расстояния между рабочими гранями усовика и контррельса и расстояния между рабочими гранями сердечника и контррельса состоит из корпуса 7, выполненного из алюминиевого профиля. К корпусу крепится неподвижная опора 2, изолированная от него втулками и прокладкой. Подвижная опора 1 по направляющим из изоляционного материала перемещается по корпусу 7. Собранный узел тяги 4, вставляется в корпус 7. На тяге 4 выполнен паз, в который вставлен конец ручки 9. При нажатии на ручку 9 узел тяги перемещается вдоль корпуса направо. Другой конец ручки шарнирно соединен с рукояткой 5. На тяге 4 закреплены винтами два указателя 11 и 19, перемещающие по шкале ширины колеи 12 и по шкале расстояния между рабочими гранями усовика и контррельса, сердечника и контррельса 20.</p>
<p>Устройство измерения ширины желобов, ординат переводных кривых и бокового износа путевого рельса ( Приложение А), состоит из каретки 17, в которую входят линейка 16, корпус каретки 17 и наконечник 18. Каретка 17 перемещается по пазу профиля на корпусе 7, а наконечник 18 имеет возможность вертикального перемещения и возможность перестановки на 180˚ по вертикальной оси.</p>
<p>На корпусе каретки 17 крепятся таблички с изображением положения наконечника 18 и надписями «ЖЕЛОБ», «ОРДИНАТЫ» и «ИЗНОС».</p>
<p>По длине корпуса 7 нанесены указатели ординат и желоба.</p>
<p><img decoding="async" 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/77BQsW/Pjjj998883UqVNHjx49bty48ePHz58/f+rUqXPnzp0yZQpc//3330+ePHnhwoVz586dMGHCuHHjpk+fTqFQFi9eLCYmNn369GnTpo0dO3bBggWzZs1atGjR7NmzR40aNWvWrDlz5owaNWrOnDnz5s377rvvJk+ePGXKlMmTJ8+fP3/KlCk///zzhAkTZsyYMWHChIkTJ06cOHHGjBkTJ078+eefZ8yYAe358ccfv/vuuylTpsyfP/+HH36YNWvWuHHjvv3224kTJ06ZMmXmzJkzZ878/vvvBQQEvv32W3jqqVOnfvPNN9AqQUHBSZMmjR49eurUqdOmTaNQKHPnzp0xY8Z33303ZsyYH3/80c7OLjIyUlJS0tzcPDg4+PLly6mpqdOmTTM3N0cI2djYuLu7t7S0HD58GF4oCHGXL1/+6quvKBTK2rVrp0yZUlhYiCU1EC3/aiwh/jcrKys/P384rVcYJSUlsPTLp6r/FHDmbnFx8ZCQEC6XCx83iAwIoZqaGm9vb3CwRgh1dnZWV1cjhKKjo8XExPLy8kpKSkpKSnJycvT09BoaGpqamg4cOGBra/vo0aOioqKKioorV64EBgay2WxVVVUtLa2amprCwsKSkpLo6OhLly6xWCwPD499+/YVFxeXlZXl5uZmZ2dfvHixqampqqpKXFzc19e3urq6oKCgoqLCwcEhPT2dRqPJysrq6OjU1dXl5eVVVVUlJCSIiYktWrSooqLi7t27T58+1dHRmTBhgpOTU21tbWpqqrOzc1ZWVllZWVxcHIVCsba29vHxyc/Pz8/Pp1Ao7u7uDQ0N+fn55eXldnZ2Hh4e/f39+vr6Z86cuXfvXklJSVVVVVhYmJWVFZvNDg8PFxcXz83NhbpycnKMjIzq6uqamprExcX9/PzKy8vv37+flZV1/fr14OBghNCpU6f09fVrampKS0vv378fGhp68eLF/v5+V1fXvXv3lpWVlZaWlpeX37lzR09P79WrV6Wlpfv27WtsbORyuaCfNjU1gQyVkpISFRWF3X29vb319PQ2bNjQ1dWF13xdXV0pFMrXX3/91VdfjRo1CjKDknaxISAsOHP//v3s7Gz867BxB5vNbmpqiouLG/JYaz7+ycA2oIGBgQsXLjx//pxDhEDfvn3byMjo0qVLsD06mHgGBgbevn376NGjW7dugYM1Iszkz549CwoKgpSQUAgYkrq7u9PT04ODg8l0KGw2m06nV1VVeXp6NjU1IcIK1tPT8+zZs1u3bkHECSJWuNra2hITE8PDw3E50GZ3d/clS5aQX+/t27cnTZp08OBBMTGxjRs37tmzZ+/evQsXLszIyIDm1dbW0mi0NWvWgG6Fa+/q6qqsrPTx8cEuafDsNBqtvr7e3d29sbERDVqZoUZ48IKCAnDUxBally9fUqnUsLAwMOdDh/f29nK53PLycl9f387OTlwOGOwePnzo7u5eUlICVYMpraurq6SkxNHR0dnZmSfg5sqVK9OmTcPu7AghR0fHMWPGUCgUCoUycuRIXBQaXGH4q6uE+LEbGxupVOrwExbURaVS8WoLl4iW5ON/GDh+UFlZube3F1uOu7q6qqqqpk2bdvv2bfR+8ENbW9svv/zi5eWFiCUtuEtRUfHIkSPY2o3NC0FBQYsXL25tbSWX27hcbk1NjYCAAA4oQYSlXFJS8vz580AZeC0SIeTo6Lhu3Tos8eFbHB0d582b9/btW8wLlZWVP/744/PnzwsKCpydnV+8eJGRkbFs2bKOjg74zt+8eVNcXDx37tzCwsLOzk7c4ODg4Hnz5j18+BARSU04HE57e/svv/zi7++Pewm39vDhw3Jycuj9FQM2m+3r67to0SJoFTmg7t27N2/ePPAlwuseUN3WrVthh2cc3QkwMTERERHBi7PAoSwWKzMzc8qUKa9fv4ZbBgYGLl++fObMmYMHDwoJCc2dO7e4uBivbH5+LCH6mCdrc3Nzamrqh2slw4Pw8PDHjx9/uJUQH/+rID+wQ4cOFRUV4XFIpVIvXLjAZDKvX79+5coV/DG8evXqzJkzT548gW8V387lcvX09BISEgYGBtLS0mCtHeDl5WVnZ8disZKTk0HNgS+8qqpKRUWlpaXl0aNHOTk52I9hYGBAQ0MjLS2NzWZTqVSQWYA4nJ2d3dzcYHJ99uwZbn97e7uysvKvv/768OHDiooKaE9GRsaGDRtgrCYlJbHZ7Ldv3y5atAg2MQCC6O7unjx5MjwIVOTv729lZdXX15efnw87DWPBR01Nrbm5+enTp/n5+WhQ7OJwOHp6eomJiRwOJzY2FiZ7oBUfHx8LCwuEUGpq6qNHj9Dg9JCfn3/+/HkajVZVVZWdnY0ID14tLa179+6R6TyhW5ycnK5fv87hcFJTU589ewbviMvllpSUSEpKLliwgM1m4xVVW1tbT0/PlJSU7u7ubdu2QUphRKw5DoEfFu735OTkv4UyOBxOenp6cXEx4pux/kvAQtDBgwcvXryIEAJDiaqqKkgxvb29ly9ftrOzQwi9fPnyzJkzRUVF8GXW19d7eXmBlKGnp+fr6wtjprGxMTk5GZSU27dv6+npYf+mkJCQ5uZmhND9+/dPnjxZV1cH5JWVlQXp6Pr7+9XV1QMDAxFCNBqtqakpOjoa7nV1dTUzM4PrIVPuy5cvEUJ1dXUPHz50cXHZtm0bQig7OxusscXFxcuWLUMIsdnsxMREFovV2tq6cuVKUOgAdDp91apVhoaG8OBVVVWurq7AtkwmMy0traGhgclktra2ysnJARUyGIzCwsKsrCyEEIvF0tHR8fT0hD5sbGyMj48fGBhgsVg+Pj5mZmbAs11dXdHR0dDau3fvKisrNzQ0QAMyMjJgA3omk2lra4vdEUpLS9PS0oATQ0JCXF1dsXJ98+ZNqJ1Kperq6lZUVKxatert27doMAjU0NBw/PjxwGtLly4FARbmCTabzWKxhoyw+vv7U1NTIYUN+iBh1pfG3bt3s7Oz+UE5/x3Aiwa1S09Pr76+/sGDB1Qq1dTUlAxAY7PZ/v7+t27dcnZ2zsvL4w7GzIMhxsbGJj09/d69ezCBA2d1dXWFhYUlJycXFBS0tLRAOSDsgGdDfn4+GO+xT2N1dbWPj09mZibYXMBwBmRRVFREpVJjY2MR4e7T1dVVUFBQVlaWl5fHZDJDQ0M3btwIFV29etXT07O6ulpQUJDJZPb29ubm5kKugmnTplVXV2NZg81mr1+//tatW8+fPy8pKYEJGzskdnV15eTkREZGmpqaVlVVISLQsra29saNGwUFBcAduD+7u7vd3d3T0tKoVGp/fz/uQxaL5eXlBf4QmK2A9/Pz8729vSsqKjo6Osi4zsbGxvz8/Ozs7AcPHuBCEELv3r2zt7f38/NzcnJis9ldXV0rV65saWnBD2VlZXXp0iU4Xr16NalxA4aMsBBCaWlpwMQYwyZnPXnyJCUlha8J/qeAp8PTp08zmczExEQhIaGnT58CuWAfyNevX0+cOFFNTQ0uhnHb3d3NZrPl5eVVVFT6+/t5vhw7O7vNmzeDJQgRxqCUlJTly5fDKAJWgipevHghISFhZmYGu+8BYPJ2c3MzNTVFhCkNBmdhYaGKisrbt2/ZbLa3t/eaNWvw7nbBwcHbtm3bvHkzXA/Ok52dnVOmTDl37hw8HcgvAgICVVVV9+7dA5MZVqygrqqqqjFjxtja2mKHWDToDauionLixAncVJziwt/ff+PGja2trTjfHhT1+PHjxYsXZ2dnk0lBQW46fPiwqakpmeoHOtPBwcHFxQW9H5He1dWVnp4+YsQIyAr18uXLxYsXk52mp6cXExMDJa9evTooKIgMBf/MBH6/ByqVSiYsRsNCWNiBMCEhAfv78vE/D+yiPTAwYG9v7+vra2xs3Nvbm5mZ2dnZCZlnEEKvX79WUVFpbW2NiIhwcnLCM3lra+vJkydbW1uzs7P19fWx/Z7BYFhbW8fFxfX39ysqKlZVVUFFb9++DQsLMzU1ZTAYlpaWoPchhAYGBmpqahQUFHp7e1NSUqysrMhdQvX09MBsDNmd+vv74debN29CwE1MTAz8KyYmBuZwWHeztraeMWMGnU7PysoyMDB48uQJnU4XEhKCxwQKYDAYa9euNTAwaGlpodFo6enpkKsTfq2vrz937tzr168DAwOvXr0KraXRaP39/enp6f39/RkZGVpaWqQ7fn5+/qNHj1pbWxUVFRsbGzFTgNsEk8k0NDTEeh+bze7u7k5NTaXRaP7+/rq6unAeiI9Kpba1tT19+hTsWXQ6Hfg9Pz//woUL/f39Fy9ezM3N7evrExQUBKM7NNvU1DQsLIzFYjGZzBUrVoCCjAa3vEdDK2FlZWWVlpai9yMVhrD8PwCHw4mLi4NUZ3znhv8CuESybFFR0VOnTsHYe/v2bUJCAgzdpqYmOTm5+/fvI4TodLqdnR0M3cbGRnA0hdGVkJCgqqqKtUtvb2+o4unTpwoKClVVVe/evYuOjra0tMTxLkZGRsHBwWw2u6am5syZMy9evEAIMRiMGzdumJmZwe3q6uoRERHAmw0NDUFBQXDe0dHR0tIS1NL+/v7q6mpra+tff/2VfLr09PRdu3bZ2Nh8++23FAplyZIlpqamoqKi/f39mZmZV69ehYedNWsWMAWbzX7+/HlUVBTosPX19SdOnKirq4PaTU1NPTw8BgYGuru7AwMDQQ3icDjh4eE6OjpQVG5u7p07d8BUVFdXp66uXlJSwuFw6uvrU1NT29vboRY1NTWQgN6+fZucnPz69WvoQy8vL2NjY+C4jIyM3NxceEF3797F3uqZmZkKCgpgZWtrazMzM/Pz89u4ceOrV6/Q4EqdjY2Nv78/dMKSJUvi4uLw/jpDFvwMYLPZBQUFsAYxnKE5AFiDyM/P/3C7HT7+J4EnRSaTefz4cRDt+/v7GQxGc3NzYWFhW1ubiYlJcXExlqpgiAYFBQUGBpKqAJvNzs/PDw8P/+2338DRCatvL1++BDfU27dvYx0QCgwPDw8ICAgKCmptbeUSsYHJycm+vr6BgYGFhYVwBn56/vx5RUWFj4+Pq6srZlswJCsrK2/btg27IzGZzGfPnn311Vdff/21p6eni4tLYWEhJGZ5+/Ytl8t9+PBhbm4uQmjdunXZ2dmgJLJYLAg8bG5u1tHRgUVzHAsZEhISFxfX0NDw6tUrMho8Ozvbz8/v+fPnsJ6AIxlbWlpu3LhRW1sLezWTHX7lypXCwsL29nacYA8czdLS0kJDQ1++fPn8+XPcsQihpqamxsbG3NxcZWVlUJOZTObAwACdTj937tycOXPIHEH6+vq+vr4IIRqN9ssvv5CLueBoOWSEBVZM0ow3bAB+LCsrS05O5jth/XeATUtnz55taWkhtZuioqIpU6aAPhIZGSksLLxs2bJff/314MGDFApl1qxZ8vLyq1atWrdu3YoVK9atWycnJ/ftt99+8803hw8fXrlypbCw8Jo1a1auXCklJbV8+XIKhbJlyxZxcfGNGzdu2LBh8+bNu3fvFhERGTly5Pr16/fv37969eo1a9ZAcptDhw6NHDlyypQpMjIyq1atWrly5ZYtW5SUlHp6eqKioiQkJLD6iVt7/fr1mTNnIiIfw+vXrykUSnBwcHZ2tpaWVl5enqOjI4VCgWUlLpf74MGDe/fuLV++PCUlBRHpBlJTU3/++eesrKyBgYHCwkJhYeGlS5eKiIhISEiApHbgwIFVq1Zt3bp17dq1q1evlpKSmjx5MoVCkZSU3LBhw7Zt25YvX75x48b9+/evWrVqxIgRIiIiW7du3bhx47p160RERHbs2LF7924KhSIgILBr1y548E2bNomIiBw4cIBCoUyaNOnAgQPLli3bvHmzoKDg0aNHnz59GhMT8/PPP/f09JCR2wihzMzMb775BhRA6BAjI6O4uDg6nX79+vXvvvsOJy/E88RQqoR1dXVUKnX41+mgxubmZtiAevi9wPgYfmArLJvNPlx9UY4AACAASURBVHfuHKgVYAZqbm7W0NC4f/9+d3e3l5fXzJkz3d3dAwICvL293d3ds7KyIiMjr127duPGjd9++83Ly+vmzZvu7u7p6ekxMTHXr1/39/e/ceOGj4+Pu7u7q6trRERERkbG7du3fXx8PDw8PD094Xo/P7/MzMzQ0NCbN296enp6e3tDUZ6enhCZ7OHhcevWrZs3bwYGBuro6Pz8888VFRVMJjM5ORmnhQHTzKlTp1auXFlUVPTmzRsQx8rLy0eNGmVpaRkSEqKsrIwQ0tfXHzt2LPiIAq81NTVNnDixoKAADXJ3bW2ttrb2gwcPXr16lZ2dvWPHjqtXr3p7e/v4+Hh6emZmZgYGBrq7u3t5eV2/fh2OPT094+LiEhIS3N3dPTw83Nzcfvvtt5s3b3p7ewcEBFCpVLj3xo0bvr6+169f9/b29vX1TU1NhT2cvby8fvvtNzc3N19f35s3b0IMORRy/fr16OhoDQ2NsWPHGhgY0Gi07OxsMk/sixcvFBQU5s6dC24NAHNz8+joaF9f35iYmA0bNmRkZJDOvUPg6Y4BHwpQxvDvDAifb1RUVG9vL5+t/lPgcrliYmIeHh4gejQ1NSkrK2NNcMWKFZmZmUP4QZK5n+CAPbjD2EfNIHj61NTUBFN9Y2MjpHmi0+kdHR3l5eXW1tb79u1DCMXExMDS5OPHj0GKUVdX9/T0dHJyolAoM2fOxGoj1CUgIIAd0J48eXL27Nni4mLQ3VatWgU/IYQg5/3vPRGX2PACEcbBz7Pq8LgW9fX12dnZKSkpcTicBw8epKSkwLtoaWnR0tKKjo7etm3b27dvsVZoZmY2adIkcEldt25dTEwMGeWOhlbCevPmDShlw0wZuLqYmJhXr17xVcL/CGC6ptFoZmZm4ANFo9GUlZUhdQdcoKurC/mkhgpkeD/nY7u0cok9EMnlfwMDAwgVotPpz549y83N7e3tBQt9RETE0qVL4XZTU9N79+7V19fv2rUrMDBw69at06dPX7FiRUBAgLi4ODYPIYRYLNaGDRuuXbvW2tr65s2bs2fPgncYQEJCQk9Pj2dLIWBVnubxgIxk+myih1hLKN/Ly0tYWBjOl5eXl5aWdnZ2amho1NXV0en0BQsWwCohMLiZmZmioiLQ65IlSyIjI3GZ0OahJCwajZaSkoLdLoYN+BtKSUkpLy8ffpM/H8MP0lippKTEYrHKy8sXLVoEwwCM2QghHR2d+Pj4oZ3DwK2JHMx//L3Br5aWlvb29thKVVFRMXv2bDAqu7i4iIqKYudVa2trQ0PDXbt2geOor68vh8Pp7++fMWOGqakpaH9gvV67dm1xcXFpaenChQtra2uZTGZfXx+s6ImKitrb24NdH7uk/ZlHA4mG9Kj6JJC3wEpoUFDQ6tWrOYOJUtPT01esWFFUVDQwMNDS0rJ06dI3b95AElCEkJWVFRjdEUKrVq3CjqNYcBtKwuJyuampqbCwOsxuDYCioiKws/IJ678AvNptaWlZVlbm6OhYWVkJUR0ANpttYmJChnf8dUDJ+IDFYoHX5UclF+5gGgOEUEBAgKysrK6uroGBgaWl5fHjxwUFBT08POzs7AQFBXfv3o0GdYX+/n5paenp06cjhJhMZlxcHELozZs3a9eu1dLS8vPzg8AjDoezbNmyw4cPq6mpbdq0yd7e3srKysjIyMLCQktLS0dHB8IJOUTGVDKjCU+DsfwFv2KC+4z+odFoQFXAesHBwUJCQuBi1tLScunSpYqKChAVm5ubFyxYgIM32Wy2oaFhYGAgLCOuWbMmOjoaikKD4t5QEhZCKD09HZTwYaMMzNwIoSdPnkBepOGpmo+/ETjxOZ1OP3ny5Lx58yD8xcfHx97e/tGjR48ePWppaTlw4ICXl9eLFy9qhgi1tbUQpfzgwYOKioqKioqGhoa6urrq6urq6mq4oLa2tqamBs48fvz4wYMHDQ0NEEBTVFR0586d3NzcqqoqBoNRVFT0+PFjbW3t3bt3k6EtBQUFgoKCCKGenp7U1FRI0rJq1arOzs4bN27gPC0rVqywtLRsbm5ub29va2vLysrKysp68OABBBJ2d3fX1NTcu3evsbGxvLwc2v977ayrq6usrHz48OHDhw/r6urq6+vv37//4MGDT+2fqqqqqqqqp0+fPnz4sLGxsbW11cXFZdmyZd3d3dXV1Zs2bUpKSgJ3sIsXL967d2/JkiV4b3o6nW5tbQ15uBBC69evB4dbABDrUBrdEUI5OTkQD4mGi7NIe2F3d3dwcDC56MDH/zCwFODk5LR9+/YrV66cPn1aT09v3759KioqxsbGZ8+ePXr0qIaGhrq6uuYQQVlZWVdXV0dHB/Iya2pq6uvrnzt3TkNDQ1NTU0tLS0tLC2pUV1fX0NBQU1NTU1NTVVU1Nze/cOGCurq6vr6+np6empqasLCwqqqqsbGxuLg4iFEABoORlZUFVi0GgwFJUFpaWhYuXAjpZdzd3Y2NjVkslqen59GjR62treXl5RcvXqyvr29ubg7NMzY2Pn/+POQd1NfXNzAw0NDQ0NbWJtsGrdXU1IRjbW3tCxcuaGhoKCsra2pqnj9/XkdH51P7R11d/fz585BB8OzZs6ampqdPn5aWljYyMjp27JisrKyVlZWKioqZmZm0tPTevXtDQ0MR4c9hY2MDjrtsNltAQAAmIWxWG0obFgiEd+/eLSws5H5si5EvDWhATEwMSMJ8/G+DnA5xKjTyAjLt1JADK3rgTYqIcDwwA/FYf1gsFrnDDahL8+fPb2xsHBgY6O3tLS8v7+/vx8amO3fuLFu2DAqvr69ns9nt7e2CgoJPnjxBCLHZ7Js3b168eJEzmKkqJSVFSEgIDUYXoUEbNlQH/UNqfGDjIxsM53Gnsf/CvqI4YSGA3Kjiww7kOW9iYhISEgI5Kr7//nscNI4vHmIbVllZWX5+Pu6IISz8D0B64qWmpubk5AxPvXz8vSC3wyJzGKCP7U/1eRarj8LHx2fHjh179+49ceLE0aNHz549q6mpefjw4aNHj0pLSx87duzo0aOysrJKSkpqampHjhw5cuSInJyclJTU0aNHDx8+LCMjo6uru2fPnh9++AHifmHjn6ioKM7gHnw4vQweRB0dHQICAuBuBg/o4uJiY2ODEGIwGI8ePRo7duyRI0eOHTumoKCwb98+dXX1c+fOSUpKysjIQKtkZGQOHjyopqampKQkKyt79OjRY8eOSUtLQ6tOnz598uTJEydO3L17F3cjXgb9JJDNxhYbHPvJJWYa4Fac/4/L5VpYWCQkJJSUlFy5cuWnn34qLCzENkF40UNJWBwOp66uDhY+fm8XoyEH7hr4NBsaGiAQnA8+vhA2bNhw7NgxJSUleXl5TU3N6dOnb9q06cqVKzIyMsrKykpKSioqKhcuXFi3bt2sWbNsbW0VFBTOnDmjpKSkqKh4/vx5aWnpcePGKSoqLly4EKevYTAYTU1NMTExMHpLSkoWL14MP4F89OrVqxUrVkA+LO6gPdvNzc3W1pbFYtXU1Hz//fcKCgrKysrnz58/e/bsxIkTpaSkTE1Nz549C+dPnTqlo6MzderUzZs3X7p0SUFBAZqqqqqqoaEhLCz8008/CQsLi4iIkKIGlzDSc9/3WIKm4hSmOPXAh5IKyTgYWAojpxx7e/sNGzbcunWLzWZv2rQJ3KTIYodYwnr27BkZ/jMM4PHfa2lpSUxM5Lti8fGF8OzZMz09PZwkE5IW+Pn5weokUAl30PcyNjYWfCBJ/RTSdV67dm3jxo1AQPANDwwMPH78OCEhgcFglJSU/PLLLwghBoMBC9+dnZ0LFiwA+zSUBg1wdnYOCAi4c+fOhg0bQLnDoYvu7u6QNAKLn9AwDw8P2BYPTmI/pCdPngQEBKxZswY0TTyIyJzriNiNlbwXGkNKT5DABw16YHCJgESs+fJwHIPBEBYW3rp1K5w8efIkRJUjQgAa4lVCSJDKHUafBu77K800Gi0xMZGni/ngY6jw+PFjLS0tnCQPTjY2Np46daqiogKGaH9/P9aMbGxs3Nzc4DJyHg0ICBg5ciTOIIqlj0ePHpWWliYkJKxbtw6qgG0ment7v/32W5zyAa6HJX8/Pz9JScmVK1eCmQzohkajFRUVqaioAMfhDSYQQs+ePTM0NMzOziadrUA7s7S0XLFiBVkFZ3BrD6AkrCSSHhKYd7hcLih92IgOZjge2QoRSiIikiybm5tLSUnBvWlpaRISEngjWFzXEBMWWMuAd/+uEJmkpCQykywffAwh3r59q6ioiEcg3lT5yZMnZ86cKSwsxNYfLDWYm5vjlDVocKd0Lpc7evRoa2trIAIyt3hvb6+7u/v48eM1NTWNjIzExMTMzc0VFRUXL16srq6OU0QhYrZWV1efMWMGHGNrOpPJvHPnjrKyMiie5Kh8+vSpiorK3bt38VYUcBAWFrZkyRLS3sTlctvb26Ojo2/fvh0WFhYYGBgREXH79u3w8PCkpKSgoCBvb++QkJCQkBB/f//g4GA/Pz/YotXf39/f3z80NDQwMDA4ONjLyys5OTkpKSksLCwgIOD27duQNsPPzy88PPzOnTsKCgoTJkyAVM4Iob179+ro6PA8KZPJHGLCQgglJSXhhDtDXvgfABv8YIfE4ayaj/8O3r17JyYmlpiYCCMcxjZ86g8fPlRRUamsrARqIDnI2Nj49u3b2J8bITQwMCAqKmpoaGhpaYnPwEFvby+dTt+7dy+FQlm2bJm+vv4333wzYsSItLQ0Doejra0NrgBcIu6nvLx89OjRzs7OZOoYuCYzMxOyWeCLoUmvXr2Sl5evrq7GC509PT0JCQnr168HvfLVq1c2Njbi4uIzZsxYsWLF+vXrBQUFN27cKCQktGbNmn379k2dOlVAQGDz5s0bNmwQFhYWFBRcuXKlpKTk4sWLf/jhhw0bNoiIiAgJCa1fv37VqlU7duwQEhKaOHHiypUroZDt27cvXbp03bp1UlJSFAoFstoD3aelpQkKCkKbyVymX4SwqFRqTU3N8MfHYItgZWUlOQvxwccQor29XVNTs6Sk5M6dO3AGZ2RGCD158kReXr6srIwcZnCgq6sLsYTAGrALDmx6aGJigo1B+Jbu7u6oqChVVVVJSUkLCwucqL6/v19HRycuLo5c7M/KytqyZcu1a9dcXV2x9MdgMKCu3Nzc06dPQwQMGgwqRAhVVFQ4OTmR6dsjIyOXLVvG4XCysrK+/vprIyOjXbt2eXl54RynaHDtNTs728fHB6xp8Bce+eXLl7a2thDVCD0DfwcGBoKCglJSUnB34SdNTEyEjdfAttXY2Dh69GjYHYO8cuiN7oCCgoLi4uJhNnuTlqw3b96A+wYffAw5YGdmyDXq6uoKSW7J7fmamprU1dVxOlM0OGK5XK6+vj6MQwaD8e7dO9gFh8PheHp6ampqosGUftiqTafTg4KCrKyssJ8QfOfv3r07f/48bHEKVxYWFi5cuBAhdO3aNdjEAWumEEtYUFBw6tQpEKa4g0E5CKHnz5/jBK2wSnD48OHCwsK5c+c+efKkqKgoPDwcj2XuYKRRXV1daGgojUbjWfLq6+sLDw+HnWURoWMNDAwkJiZmZmaSuUPh1/z8/Pj4eDj/6tUrdXV1CoUC/IUHNbmv7VA6jqJBV6y8vLxhIyws+pLNID36+eBjCNHc3HzmzBmEEJ1Of/jwISzAo/dDxJqbm728vGA7P1LUYjAYYWFhkIKpq6tryZIljx49gi82JCQEkh1zB1OpgFW7qKgIqiPLh6I0NDRiY2PhTHx8/MqVK6G61NTU0NBQrHDgtM5379718/Pj8RJACLW1tcXExHR2drJYrDt37kB6P9js59q1a2w228nJadOmTfv27QNXsoMHD44ZM0ZSUlJVVfXAgQMHDhzYv3//kSNHTpw4MWnSpGXLlmlrax88eHDfvn1Hjx7du3evrKzsypUrf/jhBw0NDbj96NGjO3fulJeX37lz57hx4w4dOmRkZKSkpLRs2bLt27e3t7djMxyPiQ0NrYQFNFlUVBQaGsrjykF2NHQWXIx7E73Pu/COec5gP0CE3ttQF79jXFRaWhrY3fFzkn5h2D8Y/4r3pOV5ncOj1ZLLJTyGP9IF98Olli/XHnJ4fBgTi18o3qeATF0Aszd+0WjwAbGggd53vcGFY0cBfAa7ffL4avPciP7QCQifwdfA7nvos7wF3717d+TIkUuXLl2+fDkgIABMM7du3XJwcHBwcLh48aKFhUVoaKiGhsbMmTMtLCyCg4Nv375tbm4eGRkZFBTk6uo6b948JSUlV1fXZcuWgTMEdObt27cvXLiA+wG8AUD+Cg0NBRdTUpMaGBjQ0tKKiopCCBUXF8+ePdvX19fa2jo8PHzOnDlnz54tKCjQ1dV1dXXFkQBVVVXp6en4DeK309raCkrJkydPRowY4e7unpyc7O7ujhBau3btli1bdHV1lZWVVQdhZmamq6urqqp69uzZ8+fPg+eXqqqqrq7u7503MjLS1NRUUVFRUVHB4UqqqqoWFhZwQWxsLOSZ+GMMsUrIYrFKS0uvXLkC/8JEAcekIopNlfDhYns5/o55fOXJ9GNkYBEilg/IWtLS0rCJAQ8/NLhAg96XyKBw0ruEJNA/7+D7ecDUwCP2k40kbaVfuj2Yynl2Gye7l2wnplFYqOZ+zKOFfOlQC5yHe3mIGM9kcD1+dp7ScOwISTrwKnluwXoQej9dAfnG/zy4XO7SpUsFBQWFhIT279+/b9++bdu2iYmJiYiIbN68ec+ePaKiotu2bdu/f//WrVslJSUnT568cOFCRUXFOXPmiIiIQKSeiorKunXrxowZA6mgMHuGhIRoa2uTj9PR0XHv3j3ISkj6QGB7lqamZlFRUWdn5+jRo4WFhc+ePXvq1CkrK6sff/xx8uTJp0+fHj16tIuLC/ZgqK2tDQsLg3JI34Lm5uba2tq0tLSvvvpKRUUFeE1ERGT//v34Yu4H8zePR/v/e/7DEtBg3NKH934UQ0lYeCLFPQLAEzV5kqdZPGMDX4znUjxCyAkT8oSh9xPmcrncu3fvJiYmkmODwWDABEs2A/MmPgCu5JEHhwHY5gpufpiLMcuTEuUXBSm0IoLuyR7muQXvXkeCS+RUwq+MFLs+FCe5g0lO0Mc+dO7gRg8kp5MDgzz/0Y8ND7m/krKNw+GcOXMGxjOdTse6Hlk1Lp/BYAQHB+vr67e3t2/atAk2modCdHV1KRQKZJvAvcflcgMCAkxMTOh0OvRVT08PqJCNjY1KSkq4BHxLX1+fo6OjiYkJhUKJiIgALQEUQzCfe3t7X758mZyznzx5Qhp5cVE9PT3Ozs6QSx7MXqKiougDzQNPPGTIJJ6u/vg8+TnxvDL0QbbSj2IoCQtaSaPRsrKywHUTxwrxMCsZC0p+63heJe15pOswOZ+j96MiyfJbW1vxQiH5MZGd9WH7yakeL1pzvjDIniFnPLJP0Acj88sBDX6L6H1qINvAM53gNtNoNCzIkJTB4XAGBgbgDDnBoEHugH4mXy4mLx6K5A66LPJ0C5fLxRITZ9B0wCXSUWE3SDLslvP/DY+PQk5OzsTEhOyKD6sj17aUlJROnTpFoVBgz64RI0aMHDmSQqFQKBTYJBUNqqswAQcFBRkYGIBK2NPTA04MCKHKykoZGRksZ+HZlE6nGxsbjxo1ikKh4JKhoqCgoIyMDDDDYx5hsVjV1dUpKSmcQc0dIzAwcO3atXCckpKyc+dOTL48vhpDBfIN4pN/MDEPZXoZXGV2dnYNkTwMg8Fg8NiS4ACHdwMTk+fRx/qI1OTJC4DvwJcvOjoae/fyXI+IMQmpwtD7o+7zvuPPA+f9RLq4wQwGA7aiIt2Rh0HCwmIpbg/+rEmZiMwKQGrQPMB0wzNj8dAQlry4XC52E+eRhcm3jM9zBlfBeApHBGniC9hs9uPHj2GDrL8COzu706dPfyh9Y1mSPEAIqampaWpqRkZGurm5eXh4wN7uGhoatra2/v7+2KeUNDCHhobq6+sjhPDeDfBempqajh8/3tDQwBmUUnHt8vLymzZtysnJcXNzg/3u/fz81q5dq6KiYmtriwh7KDB1dXU1lUrFejcUlZiYuGbNGmh/Xl7eggULVqxY4eDggD4QETBIPebPnEd/aBrmEiuYH8VQ7kuIj2NjYyEICFs3ybdLjkCy6TyGWx5LB/5kscAF4wd/lwwGg5zf4uPjIRcHj3Uf9yPsjIargG4iw8dJ0exLA1Mqi8XCu4RHRUVhqYHcIvyLAtuhOIPLNHjbO7gAEzrPV4U/AOhV0uxIDkXyEXC0x4eXwQH5osnCoS7s8YgItYWHPbEnOhRbXV0Nsa6kqPVJ4HA4iYmJsM87fhbQIUjzH9knNjY2UlJScAbeY3Fx8aJFi2CTCENDw5s3b/LUwmKxbt++bWJi0t3dTQbzv3v3DjiLXILETxcdHV1QUEDq4NLS0rt27TI0NARjGU9QYVdXV2trK/locXFxAgICvb29bDbb3t7++vXrNBpt7ty527ZtI2VJcjh/KmHx6DfQb6zBrK3/7xc+lCrhlStXzM3N7e3txcXFT58+bWZmZmdnZ2hoqK+vb2VlZWBgoKOj4+TkZGRkZGxsDMnGjIyMTE1NtbS0nJycTExM9PX1DQ0NraysNDQ0TE1NdXV1ra2tL126pK+vb21tDZnPoCgjIyMnJydjY2MrKyszMzM9PT0jIyMzMzMdHZ2bN29eunTpwIEDp0+ftrW11dbWtrOz09PTs7e319HRMTMzMzY2trS0tLS0tLGxMTAwMDMzs7W1NTExsbKysrS0NDAwsLa2NjMzMzMzs7S0NPnC0NfXNzExMTY2tra2hgNnZ+eLFy9aW1vLyspCm6EbjY2NjYyMvnR7zM3NTU1N4b2Ymprq6+vb2dlBz5ubmzs6OkI74d3p6+ubmppqa2vb2tpaW1tfuHDB1NTUzMzMwMDAxMTEwMBAT0/P1dUVntHc3Nzc3NzAwMDY2PjChQsuLi6mpqZ6enra2trwTiH5nLOzs4WFhbq6upmZmb6+vr6+vo2Njbm5uYWFxcWLFw0NDeGvkZGRoaGhhYXFhQsXrl69CvfCSUtLS1NTUxsbmytXrsDn4eDg4OTkBIt3srKysFXX5cuXsUnok1BfXw+b3KAPrMsf6gdMJjMmJmbfvn1MJjM5OVlMTGz69OlKSkpSUlLXrl1DhB88DF3MKQwGw9/fX0VFJScnByvUUFFtba2SkhLeC5Y7GLtHp9PV1NRg3ZDD4fT398vIyMjKyiorK+vp6UlKSqqpqcnKyp48eVJOTk5eXl5VVXXz5s1r165VVFQ8deqUjIzMiRMnQJ0EBdPe3p7L5dLp9NmzZ+vp6QHbki3BLEOKRR89T9r4SAsXHIDpFl/zB7Q1ZISVlpYmJSWlq6srKCg4Y8YMZ2fnurq6tLS0goKC3Nzc2tpaBwcHOTm5hISEoqKi7Ozs3Nzc1NTUe/fuRUdHi4uLX716taKiIjc3Ny0tjUqlFhcXl5SUHD16VEVF5cGDB3A+Nzc3MzOzpqbGwMBgz549OTk5eXl5mZmZGRkZOTk51dXVvr6+YmJiPj4+Dx8+DAwMdHNzKyoqKi8vp1Kpu3fvNjMze/DgAZVKLSgoiIuLg2SykLGopKQkOzu7vLzc1dVVQEAgIyMjLy8vLy8vPT0988sjPz8/LS0tKysrNTW1rKwsMTFxxowZp0+fDgwMDA8PP3bsWHR0dHFxcU5OzjA0JiMjIysrKz09PTs7Oy0traioqKys7ODBg8rKyseOHbt+/XpJSUlubm56enpOTk5OTk5FRcX+/fthZ/Pi4uK0tLTs7OycnJyGhoYLFy4cOHCASqUWFhbm5uYmJydnZ2ffv38f8kmFhIQUFRVlZmYWFBSkpqYWFhbm5eXt379fT0+vvLwcOj8nJycrK6uyshL8dHJzcwsLC1NSUnJycqhUanl5uY+Pz9GjRxMTEysqKnJycu7cuQP9WVJSIi0tffHixbdv354/f37MmDEjRoyYPXv22LFj586dO3369PHjx8P2qJ/xqbe2ti5btgziz9DHtAS84IAlxG3btm3atGnWrFnGxsZg3r116xZkhgGeMjIyunXrFnrfKIYQ8vPzk5CQgGPScae2tlZGRga7aKJBqYdOp4P6CRfv27dPSUlJSEhoz549M2fOPHbsmLy8/KlTp06cOCEnJ3f8+HE1NTVlZWX4F9LgWFhYzJs37/79+xcuXDAyMoLCOzo6fv31V3JN81PxZ6SwP2OKGTLCcnR0NDMzg4iBM2fO7Ny509/f38XFJSAgwNbWVl9f393dffXq1VpaWl5eXo6Oji4uLg4ODrDR44kTJ/bv3w/XX716NSwszNPTMzk52d7e/tSpUxByCdGSfn5+YWFhfn5+KioqLi4uqampMM6TkpJycnLy8/MdHBzs7e3LysrCw8ONjIyA0QoKCtzd3U1NTfPy8nJycpKSkjIzM5OSkvLy8iIiIoyNjaOjo6lUamZm5rVr12RkZGJiYlJSUpKTk+Pj49PT0xMSEhITE4FJk5OTExMTExISkpOTqVRqYmJiSkoK0F9ycnJsbGxqampMTExCQgKVSk1KSkpMTIyKioIWZmZmpqamRkVFpaenx8fHw8m0tLTo6Ojk5GQoOTY2Njc3V0RE5MiRI76+vqGhodra2jExMZmZmXFxcZmZmfHx8eHh4QkJCVBjTExMampqRkZGWlpacnJyWlpaREREQkJCWlpaXFxcUlJSXFxcXl5eYGBgeno6tC0xMRHCUJOTk+Exo6KikpKSIGYVniU+Pj4pKSkmJiYjIyMzM1NVVdXDw8PFxcXa2jojI6OoqCg1NRWqKygo8PT0NDIyio+Pz83NzcrKgruAoczNzb28vPLz89PT03Nzc5OSkqhU6t27dy9dumRnZxcdHQ0Rs4GBgQEB76MIaQAAIABJREFUAVFRURYWFmfOnAkKCoqLi4PHDwoKCg0NdXFx2b59u7m5uaur69WrV52dnZ2dnR0cHLy9vXfv3i0jI3Px4sXffvvt0qVL/v7+1tbWrq6ucnJyW7ZssbKyunbt2syZM01NTRFCqqqqI0aMuHPnTkdHx549e8aNGwf56nhMv/gvT0YBIJfm5uZ169bB3gV/BnQ6ffXq1Vu2bMEGbC6X6+npeenSJVIqMTMzw26oJCmcO3dOX18fq5y4BJCznj17hi9mMBjYagbrgMePH58xY4aLiwuXy1VVVW1rayNJgccMB2JOX1/fwoULuVxuamqqsbExQgi8+X/99dcrV67wGHyHH0NGWGZmZsLCwrABxpMnT6ysrEpLS1++fHn37l1RUdGUlBTQHWg0Wl5eXmlpaVFR0f379zMyMu7fv19bW9vQ0NDY2Mhisaqqqi5fvmxmZmZhYWFjY+Pi4mJlZWVubn7x4kUzMzNDQ0MDAwM7OztbW1t7e3tJSclffvllw4YN69evX758uaioKBmK+csvv2zZsmXJkiVr164VERERExODy1asWLF582bYqXz79u3CwsK//vqruLg4aJFycnIHDhzYvXv3oUOHJCQktm7deuTIkd27d+/YsUNeXl5KSmrnzp1ycnIGBga//vqrmJgYJMAWERHZvXu3vr7+qVOnJCQkDh48qKent2fPnt27d6uoqOjo6OzcuRMc8NTU1MTExA4cOKCnp3fo0CFhYWE1NTUdHZ09e/YcPHhQQkJi9+7durq6Kioq8+fPl5KSUlRUPHjwoLi4+LFjxzZs2ACK0o4dO0RFRS0sLGRkZERFRffs2aOmpiYuLr5161ZLS0s9PT3Yll1bW1tBQUFYWFhOTs7BwWH79u27du1SUVGBjJebNm1SVFQ8c+bM1q1bjx49evHixQMHDuzdu1dCQmLPnj1SUlLw1JCKW1pa+vjx45KSkiIiIoKCgmvXrt24ceOmTZvWr18vLi4OXbFixQroVWFh4dWrV2/fvh02MRcREVm2bNnKlSs3bdokJCS0ZcuW1atX79u3z8jIyNLS0szMDBRGCwuLy5cv29raWlhYgNoOuuTly5dhQ/a+vr6KiorMzEwQwO/du5efn9/c3FxUVCQkJAR5o3777bcNGzZQqdSOjo7q6uqZM2c2Njbu37//+vXrCKHk5GRra2sYtNra2vPmzbtz5w65OPvh4gB5gH89c+bM48ePSXb7PdBotPz8/G+//dbZ2dnOzk5RURE+jMWLF4P5n0P4rAC/45aw2WwajVZaWhocHKyhoYEGFxnwemt1dbW8vDyPjzTQ4rVr1xobG/X09EaOHGllZYUQkpaWrqmp6ezsfPfu3evXr8EySKfT29rampubcb6aR48eLV++vKGh4fr16/b29pWVlWPGjJkzZ87UqVNjYmLQ35eFBTBkhAXTGnTWixcvUlJSXrx4wWKxbt68mZqa2tXVdfnyZRB68XIvDoOEz+XBgwfS0tIyMjK7d+8+d+7cpUuXrl696urqamFhAeRlZWV15coVW1tbW1tbJyenq1evysvLQy7as2fPHj9+XFFRUVVV9dy5czIyMjo6OocPHz5w4ICKisrp06ePHz+uoqIiJyd3+vRpRUVFBQUFRUVFGRmZU6dOqaqqysnJeXl5hYWFxcTEZGVlBQQEREREhIaGxsfHx8fHw57dHh4e3333nYWFRWVlpZWVFYVC8ff3z8vLW7FixcyZM1NTU7Ozs7/55htJScmHDx/CBa6urmVlZceOHfvuu+/gggULFqxataq+vt7f359CoVhbWzc3N0tJSY0ZMyYsLCwuLi46OjomJiY0NDQ2NlZeXv7GjRuRkZGxsbGBgYFxcXFUKnXdunUzZ86Eho0YMeLUqVMvXrwAp57g4OCioqLVq1ePHz8+IyMjMTFx5MiRx44dq6+vd3Nzo1AoDg4O1dXVEhISEyZMoFKpOTk5QkJCQkJCNTU1165do1AoJiYmubm5kZGRYWFhoaGhkZGR4eHh/v7+CQkJ0dHRcXFxUVFR2tra0tLSioqKYAqRk5M7e/YspN+UlZU9ceLEqVOnZGVlZWRkFBQUwI8RaPHkyZPy8vLYgAI7ETg6Ol68eNHW1tbGxgbmJxcXF1tbWzMzM3t7excXF2BnOTk5WVlZ8A9CCIFNB9tuaDSamJhYaGhoZ2entbV1Z2cnfFqvX79ub28PCgratGlTeHg4g8Gora2FjHr9/f0qKiqjR4/Oz8//KOOQy3xo0NOCM5ivXUtL6/79+/hL/uMxfP369QsXLnA4nKampocPH3Z0dCQlJYHFnUfGYTAYpqamMEwAL168yMjI4HK50dHRampqZIoIaFVZWdm5c+fq6+sRQgEBAQEBAdHR0dnZ2ampqdu3b58zZ86ECRNUVFRKSkqEhYUDAwOpVGpMTEx0dDTset/Q0BAZGQkbMkOwUWho6OTJk7OyssC73cHBYf/+/QUFBbhJf8Y0/uUwZIRlZWUFC7Rgb0tPT29ra1uxYoW3tzeQt729vbOzM89d7MGEZ+vXr1+yZImVldWjR4+wZMtms8ktcLDHGkKor6+Px7sdgJ2AuVzunTt3SkpK8C2k+I2jNMBtD7+Dvr4+7K5CRqjDXUuXLoXP/d69exQKBVYhZWVlp0yZAhfAx4EQqq6uHjlyZG1tLULo/Pnzo0ePhvb/+OOP0tLSCKFXr16NGDEiJyeHzWY7OjqOHDkSvR/j0tfXB3Xh2uHxV69evXr1ajj51VdfgeE2Li6OQqGA586hQ4cWLVoEbm4jRoxwdnZmMBi5ubljx4599OgRh8NRUFCYOnUqVCclJaWgoAANplAokI2IZ8mcXEuFhn3oXEoOITjAKgxejeW875X+US1sYGAA564kM6W0t7e7urpKSEjMnz8fEtohQk1jsVjW1ta3bt0SEhKCLRvIF9fW1kahUCIjIxkMBhgxoc1KSkoUCiU3Nxc/DggvnMFNBhGxWs2ztqWlpYU/rT8evWw2+/Lly05OTogI4u3r6+vo6EhOTsaGMJySlMViGRgY4OhfSEgJtfj7+1+4cAFzFn5BNTU1V69eVVJS+uGHH9auXQuT0MGDB/fs2SMjIyMmJnbp0qWenh5DQ8NXr16Ra6kYpMtIZ2fn6tWre3p6kpOTvb2929vbV65cuWXLltmzZ+MUEcPgXvN7GDLC0tfXd3FxwS+4rq7OwsKiuLi4sLAwJCSEwWA4OTn5+Pggwr2QzWYzGIz09HQKhaKjowPE8VF3Gww2m425hpyd8GI8BpfLpVKpkHD2Qzci9IHTKbkYTC5ewAF8HEeOHIF1pdLS0o0bN0KMu5OT08GDB+FicXFxDw8PFovV1NS0Zs0a8O1wdnY+cOAAlHno0CFXV1eE0IsXL2bNmlVeXo4Qcnd3B+svJlZwboiLiyMfCjpHRkZGTk4Ozqxfvx6GX3Z29qJFi0DuOHfu3J49e+CCVatWAaPdvXt3+vTp4JhmY2MjKysLb8rc3NzFxQUh9OjRo7lz5zY1NZG2Ep7VH1i8x40kRzX6/zQjPE6w99aHRPDhG+QZGEwmMz8/f+TIkYqKimSfsFisffv2GRsbP3/+vLy8HCdK53K5r1+/9vLymjBhAmynWl5enpCQABWdO3duwoQJoBKS7/2PHwS+Ik1NzcrKSvQnYiFYLJaPj8+hQ4dwBBg2q4Mi0tbWRgY8QQMcHBwgT+nAwAB4usOvkZGRWlpa2JaP2/zy5ctFixbhGQ5miEOHDvn4+BgaGqqqqiKEFBQU2tvbyekBGo/bA++6u7t74cKFbDY7OTnZxMQEIVRZWdne3i4iIgKLhv8jKqGdnd1PP/0EG7oyGIzMzEyYrmEFpKyszM3Nzc3NjfwaQL2fMWMGBDpwiOAbsl94xGDSl4RcIiUnQ7iltrY2MjISfiUZDbvA8XQ9Kanx+CICS758+RJmfiaT+fr1ayiwpaWltbUVjt+8eQOswWKxmpub4Sl6enra2trIjwxKg7vguSC0leTrgYGB1NRUMuoFDlpbWzs6OsjmwbyNw0Rwj2GnJ/h8IbIUhDjSnxMLNa9fvyYjhND7S9E8Vh7S0Zw7CHwv6YRNdiNetsdiLPYZJl8lDwvwOHa9e/du4sSJx44dw42h0+mioqKwzF9XV5eUlESj0UBYuHDhQnl5uaSkpIeHx8DAQG1tbV5eHpSvqakpICCQm5uLn4WHH/F5Hr8qhJCGhsb9+/fR+2P+9+Dq6nrs2LFnz55hxzH8iTY1NUVHR3d3d5MSZX9/f29vr6WlpZeXF4PByMjIwN3I5XLDw8P19fXxG8FSuZmZWWxsLIvF6ujo0NfXHzt2rJqaGkIoPz+fQqEICgpSKBRpaenz58+fPHny/Pnz6urqMjIy2tra+vr6mpqaZ86cUVFR0dbWtrGxWbRoUUVFhZWVlaGhIRTe1dW1ZcsWWGf4K4FNfx1DRlhubm7m5uZXr16tqal59epVYGBgaWkp/vXWrVubN29OTk4mR9q7d+9GjRoVHh6O3h+r6IM8Cn8AHjkLH4PElJmZSYYQkol1EOG0Rt6FPw7O+5FDpG5IDlQ8AklmgU+T50PHciV6X6BDhDcmtBaCkPB2Hth9lBwYzMFM2IiwA4KnLnbfxywGTe3t7f1w/YtkUvS+fQS3imwAh8iZgW8nLyNnfrJXyVn9ow7TPGdgjiFj5rGtYGBgYNq0aZAPDzZGV1VVxYno6urqsrKyEEJ6enopKSl0On3Tpk03b96EZoCYyeFw1NXVBQQEyG00eagTfwk8kyWLxdLS0qqsrCRdh34PLBbL3d398uXLdDodlFmsIkBLXrx4ERMTA8dsIiUpQsjU1NTOzi4nJwfTGZvNhkx46urquNPgJ3BPPXHihKCgoLCwMJVKhddBpVK3b99uZWWlrq5uZGRkYGDg4OCgp6enqanp7OysrKwsJCRkb29vbW1tbW197tw5iB+aPHkyhUIBTZbNZv/0008g1fL4+g4/hnKVMDU1tb+/H+wFr169qqysJPPYz5s3z8PDAy6Gt7Jly5Zz586hwY3YmpqaKisr8W7gsIN2bW0tHICSj60MPN8KiFd4ow5shYmNjYUMHgA6nQ6fy4ffGR6EnZ2dpaWl9fX1DQ0N1dXVjY2NVVVVsIt3fX39gwcPHj9+3NPTQ5ZAxsfhd0mj0cihyzOBgyCGHwpOknINKMstLS01NTV1dXUPHz6srKysr6+vr6+vqKiALoIFViBHNhGAAqWx3984k6cWHrqEniE5+kMbU1tbG7ShpqamoaGhoqICtmhvbGysrKysra2tqqoCqiXNVaSCSR6wB1M+YekM22XIaFsM8nYOhxP0f+y9d1hVx/Y/zE3iTXJbrokmscRYUUHBktgC9oiISNQENWJAFKnS60E6HI70jnTpvfcO0ntXRKSKCIgcOqfO74/1Ms9wEFO+3iTPfe/6g2ezz96zZ8+eWbPqZ4WFrV+/Ht59aGhIUVGRSZSnfPjw4UcffYTzSffv348RLPGc1NbW3rVrl6qqKkCP+/v7QzqLl5eXh4eHj4+Ps7MzAJN7enoGBgYGBAS4uroCqszFixch1hwRDOi1xGazPTw8aDQal8ttaGiALuGPBTylr68vKSkJopzQwmRyqCYNx+QnS0hIUFJSwmPC4XAMDAyWL18OFgkGUbTV29sbyhcODAwshsdgs9lpaWm4Onx+fv6GDRs6OzvZbLa1tbW1tTWLxdqyZcu+ffvQ/LL9WRniP0pvjWHZ29tDxSGIS0pMTGxtbYW5yGKxMjIyvv766/DwcLxy8vPzz58/D/e+fPkyOzs7IyMjOzs7awmanJx8g70Adh6egGCEUHp6eltbGxZw6HT6Uu1ga2JnZ2d2dnZqampubi7ELuXk5ECgE0Rv5eTkgPVqKeJwOLOzs6CV4DM8K5DFYs3MzJDJJTwEElZ/f39aWhp0Iy8vD4KtCgoKYLhSU1OLioqwyebXEjndJycn37zwuFzu48ePs7Oz09PTc3NzYXBycnJycnLy8/Pz8vLS09OLiopwpc/fgVauXOnp6QlKN2nVmp2dNTY2dnFx8fX1hS1BRETE29uby+X29fU1NzfDlWfOnPH3909MTIyMjDx27JiYmNiVK1f2798fExNDpVKtrKzCwsIMDAw2bdqkpaW1du1aPz8/d3d3Ozs7AwODL7744pdXlnZ1db179y4cJyYmUqlUOCaFzdbWViMjI/DcYXYDfP/8+fNgg+eJKY2NjVVXV4cr5+bmTExMYmJicPoaXMPhcCDskc1mAxIvGG1AJ4UJMDEx4eHh4evry+FwsrKyBAQEEEIzMzOqqqorV64UEBAwNTVFC62N/w0SFo1G27RpU21tLfCO0tJSiIvhcrnu7u4xMTGOjo5YwmIymWpqajIyMmQKGJYvXktYHQAijSZApFKG5lP229vbsc0SW3be3A4iEtB4hDi00Hu1FHHnLcEkR1jMsxYbTUiamZkBDYJnYZCNcLnc/8t2R8ospAlsKQJGzCN54fdiLUQ1+h0oICBAUlKSyWROTk6qq6uDi2NycvLGjRu5ubmzs7Ph4eGamppMJvPYsWMBAQFzc3NVVVXgFpyZmTl16hQgTTY0NIBrYmpq6v79+8XFxfBSk5OTNBptaGhobm6uvLwcXEYIoUePHh06dKi3txeX+XqzYujk5OTp6Qm+JtAQDQ0NWfNYEeDK4HA4aWlpKioqEAdPNpiammpkZOTh4YFPYkTmyMhIHR0dkJgMDQ1JoHc0z+D8/PwghAIhND09nZKSAgGPiND0Z2ZmiouLh4aG0tPTT506NT4+HhISoq+vLyMjg/dUuGUpBeV3o7fGsAwMDHR1dfEibGlpefDgwdzcnI+PD3BoR0dHEMvB+qusrAywWTz23Z8lkostdSM+SaVS//nPf5qZmS1mQIvbwS5tfNlrccV+w8rkedYvodnZ2aSkJLIF6B57HnqF/Ok3gJH+2jlHKpVoIVzf4g3g93F719fXQ7VRDoezZ8+euLg4SEzJzMzEW1diYqKdnd2+fftg7rW3t1dUVMAtUlJS8fHx/f39CgoK09PTuAqWgYEBpOPduHGjubkZmxd8fHxoNBqbzabRaHx8fNioxLMFLiZvb28LCwv879TUVFRUVEZGBt5icRnNjIwMJycncnbR6fTi4mIul2tiYgJcFW7BsaZhYWGGhoZsNtvExOS1Nc/9/f0tLCywrxxK4/T39/OYaBFCbW1t1tbWGzZsgJoMycnJkJqDNUEecKc/hN4awzI1NQUjKJYzs7OzJSQkZGVl4QLIPIBjNpu9e/fuqKgoHkcy5heLCS7gWfNvWHUcDickJAQsiO+++25sbCyPqfiXt8MjSrz5+rdFc3NzCQkJS+VAcF+Hf/ar6C2+y/+lG/+Xh87OzgoICAAsuo2NjZmZmZCQUHV1NZfAeJibm+vv7we7KrnlcLncM2fObN++/c6dO7hNLLH6+vqKiIh0dXVhJyZQe3u7uLi4h4fHN998Mzw8/Evq9TKZTFAkEUJjY2PYrt/a2pqTk0OW9oKD0dHRlJSU0dFRYKBjY2PglZqbm6NSqa+trhIWFhYQEKCsrJyXlwftkPqKn5+fra0tIrgMnU4HOQurk7gpR0fHNWvWoHm4CBA1OAuRLX6WQf9H6a0xLBMTk+DgYJgr09PTTCYTYD8NDQ1bWloYDAaNRgNPDQjDe/fuTU9P/7VxaDwL4w3rhMFgUKlUSD1/5513YINdbAB+7b8cArWG5/yv0t7fIFLBT29obWpqKjs7G89vtCh2Ec1LPb9t9vCoq7jBX9XIYlbFXeR4/Y+SgIAARDPIyspaWVkFBQX19vaSmjKHw4GgWWBYZJDwlStXREVFHz16NDExgbUzhND4+Li+vn5UVBRYKsnwPVdX1+Dg4NzcXCEhoYGBASy2v/l9XVxclJWVeRQ6FosFaUaYX2ARb2BgICIiAkKaX758mZeXBzLO+Ph4RkbG48ePQS/DfqfR0dHKysr169cDLDg5ZxBCoaGhkBKICNsWnU7PyMjo7OzENi94l7i4uL1798I1iYmJRkZGpFtwKWSh35PeZhzW/v378fs/fvw4LS2NwWD09fXJycnR6fSAgAAPDw98/d69eyMjI1kL0VTfvFEvXv9Ym+MQcBb4mqmpqRMnTixbtoyfn5+MmH9tO+x5uHSexhGBYIl+WWwhIvgRj/D45tchicPhQKA8Wjg/ADmPR+p8c2eW6iFu/NcyLM48kdrf7z+JJyYmtmzZ0tfXhxDatWsXlEqqqqoqLCyEC+h0urOzc1hY2LFjx2DHamxszM3N5XA409PTp06dAqNEVFRUR0cHDEh/f7+UlBQwQUjtRvM6kaam5v379xFClZWVa9asodPp2A71Zobl6Oh44sQJ0h2BB+3hw4c8sT5A4DcEdwrop8A4RkZGsrKyIBEHMNSg22NjY0pKShAciwhzLUIoODj4woULwHyht8AZAXy5u7ub/PrR0dH79++HZwUGBpqYmPD0+Q+Rpkl6awzL29v77Nmznp6e4+PjgYGBmZmZDx8+BKG6s7PTy8tLQkIiJiYGBzqpq6sHBwej1wkOS9FSK/y1OiPe/UpLSyElGxHsZnE7i6UYcln+WiPR4kfwWMd+CQGTBbsVlg7QW5o6r2XNb2iQ7PxrH81aogLFf4i4XG5tbe3OnTsRQkwmU19fHzD+EUJ5eXllZWUMBsPT09PS0pLD4Rw8eNDf35/FYpWXl0OIFovFOnHiRGRkJNwSGxs7MjIyPDwsIyPT1NTE5XLB1/HgwQPgWcbGxoGBgQihqampwcHBbdu2Yei7nzVo3rt37+7du4ODgxUVFeQQgc0esoVIMF5gKL29vZmZmT09PRkZGeSURgglJCTU1tbicQAdzdLSMiEhARzlcCWoh8HBwVJSUt3d3bj4IJqfQnQ6PSkpqbu7G3+yjIyM7du3w7QvLCxcsWKFkpISpKCRTPAP5FlvjWEZGxuDv3/Dhg2JiYm1tbWffPLJu+++CzZOOp2+e/dunImOELp58+bNmzd5Kjv9kh2eO0/kGZ4L8DG59fEwHZ52yH1mceP4zP9R//rlxGKxXr16RWp8PF3F0s3vpn/xWPGW0g5+t/5QqdSrV69CONvNmzchGgBmVHV19ZEjR8LDw6F7+/fv9/Ly4nK5bW1tOHlQXFw8LCwMzXu+fH19L168CK5G9nyKK0KosbHx9OnTABcBNDw8vHnzZiwxvXm7ZbPZdnZ2YC/39/fPyMggGRxMtsbGRmxiI/nC2NiYpaUlzsDFQYgQo4cVOiBlZWUVFZUXL17U1dX19fXV1dXV1tbOzc3Fx8dbWFhwuVzIA0PzHwh3o6qqamhoCPbF1NTU3bt3w/mMjAwZGRk9Pb0VK1bgjBH0XxOHZWNjExER0dDQYGhoaGpqCgBp77//Prz/8+fPhYWFQaQCZ2pzc/O2bduwEIEWWYgWew/JC/AxD6cjozQX23e4iwiLUeh1sh55Jc/7LnWe7BKP/kiyHrxnki9FsiQGg5GUlIQnB1nUjxwE3PLizpBPwT/xBLgvvnixtMXDmEj/IE83Fh8gApYDO7ZIcDuy/cXR9iyiyMrioZaSkoJAGTqdLi8vj80LHA4nPT1dWlq6sbER2jxw4AA4fOrq6nCYy9dffx0TEwPHs7OzJiYmenp6i0Xp5ORkWVlZrJ4jhIaHhzdu3AhiOzlceKsjUykYDIaTkxMwHRaLRaPRcAYIdz5BByHk6elJpVJ5Nicul5uVlXX06FGexAk4cHV1BaMVDFdWVta5c+c0NDQ0NTW3bdt2+/ZtPT29q1ev6uvru7u7QwK8qqpqW1tbTU1NQ0NDZWUlhAGXl5draGhkZWU9f/48ODj4vffeO3fu3FdfffWXv/zFzs6Oy+WmpKTw8fFB9fnfbTdait4aw3JxcREWFg4JCUHz6Uv/+te/+Pj4Tp48WVFR4eXlpaenhyNZwCovKSkJKD+kYQ87OPDkg1t4rEj4JA+/5yyEBCDP/6wOxeX+f9UfXmtxJy9bik8B8SCXs+bxqjkE4VvQwqWLf5qcnMzKyuJyuaSjijVfxYe8/ZcTe2HmB4wVaUbEDb55BN7QPvnVWESZFu58rBa+GAaKfJ2l4mxfK2MmJydDTANCiMFgqKurR0dHJyQkFBYWXrt2TUREpK+vb+vWrdra2gMDA+vWrQNzVVVVVXl5OWQgy8rKQsRWfHz82rVrfXx8EhIS1qxZA0Utg4KC8vPzJSQkpKSkGhsb161b5+LiUldXFxMT4+TkJCQk1N3dTQ7j4hHGZlMfH5/bt29XVFRUVVXl5+d/+umnZmZmeXl5+Hb4S6VS7ezsyPQmoLa2Njk5OczmcPJWX1/f9evXAcQdLQwWzcvLAxYpJyenqKi4YcOGXbt2rVy5cs2aNVu3bt2yZYugoODOnTu3b9++c+fOffv2rVmzZvXq1fv27du5c+f69evfeeeds2fP/uMf/wAbFpfLdXNz+/rrrzHo82+Dw38r9DbRGq5du4bmNXBvb28+Pr7Dhw9TqVQIg7K1tb137x6XCLycmZkBFCc0v2lAcN1iGZtHTWOxWLi8BfAIvJIxC3hDashr6a3XVeZhnTxPZywsU0pKiOz5dLn09HR8nknUgEEEc1xKisT/4nwdclR5RL/F8hc+T24JS0mauEFyub5BUcJwHZjIi/FP2KxDslQcafz555+DnjU9Pc1isTZs2LB9+/aQkBATExMFBQULCwtTU1N3d/eLFy+uXLnynXfeAfC5+vp6sGHT6fRz584dOXLE399fXl7e3NwcQFCdnZ0/++yz48ePBwQEaGtra2ho2NraUqnUgICAHTt27NmzJzg4+Nq1a++++y5evaTb4bVFzGZnZzds2CAnJ6elpUWj0by9vY2MjHbu3An1hsnPR6VSPTw8YCZjoCQWizUyMnLr1q3c3Fy4DOeE9vb2amlpPXv2DOeH448FyNQ//fTT4cPoeFlbAAAgAElEQVSHVVRUSkpKTp48iZMZwFpPfixYd2w2G+BlmExmeHg4hI9BkcSzZ8/C0P3O4cE89DbDGsBEhRlwd3f35cuXnZ2dEUKzs7M0Gg08NWQWVVFR0ccff4yzfDGxiHqimMh6JNxFvmQ2m/3s2bPa2trq6mrI/oO/DQ0NLS0tjY2N1dXVbW1t3CUIP2JycpLEw8V8cPEae+15PP86OjrKysoaGxtbWlog1a6hoaGurq65ubmxsbGiogKS0cga63iznZubAyCkqakpMoOazBHD2gc2Ni9FXC63s7Ozpqamubm5tbW1tbUVRqa+vr65ubmurq6qqqq3t3cpFoMFMZi4PGyOzAVhsVhTU1N46mNoCpLVstns5ubm6urq1tbWlpaWhoYG6EZjY2NTU1NtbW1FRQU4/hDhbCUBG2ZnZ1etWgUIORAJNT4+jos1vHY5HT9+/MMPP7x69aqIiMipU6euXLkiJibGx8cHyY/klTCeAEtAlguCwamvr+dwOM+ePRMWFiYzoni2DZAoSVVaUlLy2rVrkpKSOLLJz89PWloaphDZZwD1xr0aGRl5/PgxQmhwcFBLS6u4uJjUP2CNJCcnd3R0kJlVbDZ7enq6q6vr6NGjH374oYODA4fDUVJSwill5BNxvDt8r1evXvHz8zOZzKKiort3787OzsrLy8vIyHzwwQc4Yv6t7+6/nN4mgB/OvIG1197e/v3331taWsLo0Gg02BIxgb7z4MEDPj4+HR0dcJqQ447ZAY/ex8MjALgOIVRdXZ2YmAiA4vn5+TgNEP5NT09/8ODBUv3HohnkG4Jw8Wt1LkRYNOvr6wH3PScnB7Dns7KyMjIy8vPz8/PzMzIyampqcKIDyYlwf1JTUwcHB4EFLNUTJpMJIsYbujQ7Owu2G8jKzMzMhLzI7OxsyJHMzs5+9OgRzyADfySNaJOTk4CbiCW7xUwcX4AIQBhyMY+NjUHRDfgokD0KuPvl5eXFxcUFBQWQfIsW6oYY+Xf16tWGhoY8S05WVvbq1au7d+9WU1MDKAJFRUVA9fPw8Dhx4gQfH9+pU6fExMT27dsnKyu7atWqDz74QFxc/NSpU6ampgoKCtra2urq6rdv375//76Ojs7u3bv19PRUVVV1dXU1NDSuX78O9QcOHTokKSm5du3aW7duaWhoqKiomJmZ2djYKCkpaWtr3759W1NT8/bt26qqqlB7SVtb28DAYPXq1R988EFNTY2fnx+glWVlZW3ZsiU0NBS/IPglGQwGRGbA9jA+Pg7hGgihx48fKyoqVlZWkjIvQmh6ejohIaGrqwuLonjAL1y4sGzZMjU1tf7+/jNnzmRlZdXW1kJdGGA6z58/z8/PBwbN4XB6enry8/MFBQXz8/ONjIxMTExoNNry5cudnJzAXvZLTCv/UXqbEtZPP/00NTUF75OZmamurg78CEA47ezsPD09yUx0zKc7OzsPHDiwatUqPT29wcFBfA1eqLBf8VisYOx4nMGIAG/iscSTQCuc1xFcjJOWX6v+4Ht/9jxImpwlEgbxal+sqSGEWCzW8PBwRUUFLpoNEiV2KpOvxhOWxdMxznxo7mKmxpm3Z5NgPq9tB6fpLv4VNnmsn2KtBCu2+DJsjAN1Hr8FHjeQ40hbDDzu1atXfX191tbWGzdu3LFjR1RUFN4V2POAjseOHTt8+PDly5clJCTOnj177ty5K1eu7Nix47333tu2bZuWlpaRkdHNmzfPnj17+PBhCwsLCQmJLVu2KCoqSklJnTlz5uzZs1JSUpcuXYI6V1JSUtLS0pqamrdu3Tp16tTRo0fV1dXXrFmzZcsWeXl5aWlpdXX1M2fOfPvtt3p6eps2bfrkk08A2vvcuXPwV0ZGRlxc/KOPPjp9+rSEhISCggIwhenp6cOHDycnJ+fl5bm7u6emplKp1MU58PX19RhqIjMzE8+i58+fy8vLl5aWcrlceHE8JZKTk9vb2/Fsgb+XL1/m4+PT0tJ6+PDhkSNH0tPTa2tri4qKCgoKxsbGWCzW4OBgVlZWSUkJtP/w4cO4uLjVq1dXVVVZWlpqaGiAbefSpUvh4eGQm/3H2t3fGsOys7M7cOAAmDYzMjI0NTUhUIXNZufn59NoNENDw/DwcMZ8MSIYbqzyzM3N1dbWQumH06dPCwgI7Nixg5+fn5+fHyBfhYWFN23aJCQk9MMPP+jr6xsbG+vr60O9PDhQVFSE8gpQoxBK2pmYmFy/fl1cXFxKSurs2bNnzpw5N09SUlLffffdeYIkJCROnz595swZPT29+/fv+/n5+fr6+syT70Ja6ry/v7+Xl5evr6+fn19gYGBQUJCPj4+/v7+fn5+Pjw9s+O7u7vfu3fP19fXy8vLz8/Py8vLy8vLx8YmJiSkuLo6JidHS0pKUlBQTE/vxxx9v3boVFxdXXV2dlZXl7e0dEhLi7e3t6enp4+Nz7949b29v3D706t69e/fu3YOO+fn5eXh4BAQE4H/d3d0BOwWuxOf9/f19fX09PT2DgoLu3bvn4eHh7e0dFBQE+RkXLlyQlJSUkpI6d+7c2bNnJSQkgC9ISEjAme+//x5+lZKSkpKSUlBQUFZWhgKFSkpKN2/epFKpt2/fxp/MyMhIR0dHU1MTKgzeuXMH6oPs3LlTUFBw27ZtAgIC27dvFxISWrt27dWrVy9evHj69OmCggIeFR6429DQ0K1bt0jkLDigUCg//fQTIqz+ZWVltbW1DAYjIiKiv7+fNAVAawCGASfBag7ballZGTiU0EJ5f2BgICwsDPAXYcsE7yGTyYyJiQFLOQ8Km4CAQElJSV5eHsA22NjYuLi4YM0ai0gNDQ2ZmZnYH4W3qBcvXsjLy5eVlaF5xgSi2dTUVFZWVmNjI96l6HS6srLyX//6V0AKVVVVBcRR3BpnIdgZvNfLly8FBARmZmbS0tIsLS25XK6Dg4OOjs67777r5ub2x8Y0oLeLhxUeHt7Y2Hjz5k1PT0/42Nx5i2xnZyfYRNEiaDe0yB0O0LGlpaU181RWVlZeXl5ZWVlRUVFcXJyZmZmSkgJlHTIyMtavX+/r69vY2Lh8+fL9+/f39PTk5eXl5+eXlJTU1tYGBQUZGBhAjQOoRQrlSI2NjaFSi7m5ubm5ubGxsampqYmJiYaGhrW1dWBgoIeHB0CvOTg4ODo6Ojs7u7m5eXh4eHp6vuE8FKFydna2s7Ozt7d3d3d3c3Pz8vJycXG5e/eug4ODi4uLk5OTi4uLl5eXp6enr6+vubm5v79/XFyctLQ0Hx/fl19+qaWlpaqqCmWstLS0Dh48yMfHB8VggoODXVxc7O3tnZ2doQNubm7Ahtzc3OCkg4MD7hVwQ9xVOzs7V1dXzDfhent7e2jQ09MTWJW3t7ejo6OdnZ27u7ujo6O+vr65ubmVlZWlpSWUWTUyMqJQKIaGhlDkhkql4vKrBgYGrq6uQkJCW7duVVFRkZaWPnHiBDjI0tLSoPRZ9jxlZmZCxbOampqSkpLKysrS0lL4cNXV1aWlpfn5+YBoRtqSECFmcrnciYkJNTU1DAaPEBobG+NyuUZGRiEhIWw2e2ZmZnp6GqS/2tra69evg5OOTqdPT0/T6XSQQDU1Ne3t7aF9BwcHyOuKiIjIysoCwDww0k1PTwOPqKyslJKSgogHOp3O5XKBWw0NDamqqgYEBCCEpqamJiYmAAifw+GEhIR8+OGHtbW1ubm5d+7cgddxc3MjY8qxCNPQ0AABUKx5dEY4Pzg4qKCgUFpaikcD24XT0tJaW1vxLRcvXty3b9/p06ctLS3Xrl1bXFzc2tpaXl4OCnhpaSkMeH19fUtLS25ubnt7e1NT0+bNmxFCqampBgYGeEgvXLgA8CH/JRKWhYVFSkrK3NzcJ598AsYs/GKwt/Dz82MQNUyc+TBuHlF2sdqFz5NaCYfDmZmZ2b17d1VVFUIoLy/vn//8p5aWVnh4OIVCsbCwMDEx8fDwsLS0tLW1NTIySkhI8PT0dHFx8fPzi4iIsLKyotFo+vr6oaGhvr6+pqam/v7+oaGhjo6OUBTa3t4+Ojra1dUVlr2/vz9gyJqYmGRkZNja2pJMx8rKSkdHJywszNHRMTAw0N7ePjw8HFDQdHR0HBwcIiIigE/5+/tD+TIKhXLnzp3s7OyoqCiQ/srKymBMpqenIcQZdvjCwsIffvjh3Llz2tracXFxkOfk4uISHh5ua2sL5ZqpVGpCQoKjoyPIa25ubgYGBjY2NiYmJpGRkR4eHq6urv7+/vfv3zcyMoJ62qGhoX5+fi4uLq6urmFhYVQq1dLSUltbGxCBHBwcgA96e3tDrWwqlRobGxsUFOTi4uLj4xMUFGRsbHz37l0jIyOoMAjt6OnpQSUFkCPExcVJyYh0gZG02ONJfujF2iiWWcbGxlRUVEgcYajUe+TIEYDnTklJgWDmmJgYSNN5+PAhVItJSEgoLy9/8ODB2bNntbW1Ozo6Hjx4EBgYyMfHt2zZsr/85S98fHzXrl2DaG/4KKGhoV1dXe7u7qBSNDU1QUmh1NTUqqqq1NTUY8eOmZubd3R0QNXIuLi4goKCmpqaW7du3b59e926dVVVVQUFBZaWllgqhDKLWBLEg+Pn54cB/OAFwdQ7ODgoLy9fUlKCCLEALjMzMwMhkcvlfv/99zdu3Fi9erWUlNT27dvffffd48ePnzt37vDhw8ePHz906NDBgwePHj3Kz8+/e/fuS5cuHTp06JNPPuHj4xMVFX3vvfcA+Q8hZG9vLyEhgcPB/htsWNbW1paWln5+fmw2G6LgEBFNV19ff+3atYSEhDdbdhYTj0/qtSQoKNje3l5VVfX48eMXL16Ii4tnZ2ezWKznz59PTEzExsbSaLSJiQk5OTlbW1sOh9PZ2Tk8PNzS0kKhUHp6ery8vC5fvkyn0z09PTs6OsbGxsAdU1tbKyoq2tXVNT093dbWNjExERwc7OPjMzY29u2334K02NDQAFhCJiYmY2NjOjo6ML1aW1tfvHjR29trZmZWWVmZmpr63XffDQwMvHz5sru7e2Jiwt3dPTQ0tK+v78yZMw8fPjx//vwXX3yBzXDAiCGsgRQ/L168yMfHZ25uPjc319fX19vb++LFCxqNlpOT09LScuTIkdbWVhaL1dzcPDY2FhkZ6enpOTY2JikpCbt9TU3N6Ohoc3OzsbHxixcvzM3Nr169ihDq6+vr7OwcHx83MjIqLy8vKysTERF5/Pjx3NwcZNWBpPbq1avjx4+npaWNj4+3t7dPTk4WFRVBWa1bt24ZGxvPzs729vb29PT09fVBRktTU9OqVatwUQwOgY+O5jkUzxJls9lkKSPyu+OdjFyiTCZzZmYGoGsBLhnNSxyGhoYRERFYMOnu7lZQUADINtKFNzExYWlpCbssrMnR0dGVK1dC2vyJEyfYC7FbEULV1dVXr14dHh4mIzngJ1VVVcAFIi2nLBbLxcUFkCH2798PGoCRkREZruHg4GBlZUWegWAdqMbMg2A1Nzc3NDSkpKSUl5cHbwE2lrm5ueHhYTk5OeBlFy9eFBMTCwsLAw97bm7ulStXXr58OTMz09fX9+LFC4CTb2trO3/+/NDQUH19/YoVK8zMzDZu3MjHx+fh4TEzM5OYmPjOO+9AMhB2cP1R9NYYlqGhoZiYGJ4HlpaWUHLjyZMnTk5Os7OzDg4OgA9JSvXY4M0zL0FEJyfKa+cufMWNGzc6OTl1dXUhhObm5p48eaKrq9vb2zsxMdHT04OjV5hM5t27d8FRODY2BpIzWNPS09ODg4MLCgrGx8efPHkCxsWJiYmWlhYajQZ72sjISFFRETx0bm7u9u3bgF3Z19dXUlKCowTv3r3r5eUFx4WFhbAzI4QyMzP19PQQQmw2u66urqamBnv9L1++DCnypIBZXl5+8+ZNiB4i3eS6uroffvghzhSprq5ubGyE4WptbVVUVAR7SkdHR2VlJWyGLBZLW1sbVtGrV6/A4Aq3g9gFxwUFBb29vcAvysrKKBQKzM6ysjLIr4JB0NXVbWlp4XK5fX19ubm5eL91cHCAwGAWi5WdnT04OAg2+Js3b0pKSk5OTmLzPyb8vvgMj18FB8fPzc0tFsqwPeHZs2e3bt3i2QI5HI6WlhYk3zCZzJ6eHhMTEyh6hKcQHNBoNJw2jOY1r4KCgk2bNp04caKxsRHOT05OwiO6urq0tLTYbPb4+Dg5mWdnZ83MzMC6RNYoQwgFBASAssnlcqHIOY1GgxAH0i3u6uoKmys+Mz09nZeXh6G44CTe2Pr7+2/evPngwQP2wiSt58+fq6iodHR0KCkpnTx5EurvwQVJSUlmZmY8IA3gR4ZanCIiIhMTE/39/dnZ2adPn5aRkVm+fHlhYSFnPhVhKQ/P70NvjWGZmZkBHha2GqakpIDVBircOjo6wjdbHGCF6c3ertf+xGKxduzYAfMSEwDOZmVlNTQ0kGH0k5OT0tLSYGZqamrq7u5+/Pjx48ePZ2dndXR0xMXFnZ2ds7OzX758WV1dDcJFQEDAzZs3AXENEXbKsbExNTW1srKy5uZmDAoKm+29e/eCgoLq6uo6OzuxJw4hlJuba2trW19fDw4jWJxsNvvgwYMY52h6ejo1NXXFihXvv//+X/7yl7Vr177//vuOjo5YDOFwOCIiIioqKpGRkTU1NcAQMdNva2vT09MrLS0F0Q/aBF5gamqamJhYV1dHp9NJcSY4ONjGxqajowP84mhe/yooKNDU1KytrQVsADS/HgYGBpSUlAoLC9vb20m3EYvFolKpfn5+zc3NgMMLT6FQKCIiItDCYpPt4tiIxZ+e51/yDDx6YmJCR0cnNze3q6urq6urqampt7eXyWTKysoaGhrOzMx0dnZ+//33MTExExMTjx49gpC0p0+fvnjxQk1NDXbW7u7u6upqqEDe2to6PDwcFxfHYDDodHplZWV7e3tPT09vb29paenFixfr6urGx8cfPXoEcW2PHj3q7Oy8fv26m5vb1NQUVCHo6upqaWmZmJiwsLBQU1PjzFfDPHPmzJo1a1auXAkMi3wXDodjY2MD4KgwOENDQ4WFhWw2G/wtmCUBDD9C6OXLl+rq6gUFBZj1QFPd3d0pKSkHDhyQkZHx9fXlEgHbiYmJoEHDUsWFBQYGBigUyrp161pbW+l0OpSqtLa2JuPaYfP+b2BYJiYmwMgxaE5fX9+aNWuwBm5iYhIUFIRfleRZOB0HLRwL2HJ5dk7uwvBrhNDmzZvLy8vRwpBoGxubZcuWAdMBGh8fFxIS2rx5Mx8fn6Cg4L59+wQFBdetW7djx44dO3YcOXLkb3/727p16wQFBaGu+ubNmzdu3Hj06NEvv/xy2bJle/bsGR0dZRO1HhISEvj4+EpLS0k1hMvl9vb2rlixAjDbyJcdHx+XlpY+fPgwIjZDAwOD06dPo/mdNjY29v33379x40ZMTMzIyEhDQ8O6deuWLVtmZGTEmc/sdXV1VVNT09DQkJaWhlfG1p/JyUkfH5/169eDgEMaa8HvkZiYCMHieH6zWKxLly6pqanhilXs+dTfgICAQ4cOAUIsadJub2+HAlk88vLs7KyEhASuBQ8NUigUSUlJfC+WpEjbLclAIcCdnCdwC2dh6jUZsIoQgvrbq1evXr9+/VdffbV+/fp9+/Z99tlnX3755ddff/2vf/1r06ZN4uLiW7ZsERYWFhAQ2LVr14YNG7Zu3bpixYrTp08LCgry8/MLCgoKCQmBY3r58uU7d+48cuTIjh07tm/fvnXr1s2bN+/bt2/lypXr16/ftm3bli1bNm/eLCgoKCAgsGXLFgEBgeXLl3/zzTf8/PzCwsLg4BYQEIDzK1euBCTLjIyMTZs2TU5OJiQkbNiwAZBwSKWSxWLFxcXBfIZ5AgB+CKGWlpb09HSeEhJMJhNqcOBcHyx/cbncs2fPHj9+HPs38QJJSEhQVVXFOgr+uPfv39+wYQNcHBgYSKIbktW9fqE95z9Bb41h6ejoGBgY4Dd58uSJsrLyixcvoqOjraysQCUE7QN2Eqz0kY1gOYL9OsgEtIi1Q2jSl19+KS8vzyDKF9ra2np7e09NTd2+ffvhw4ewh9TX12/duhXwN2ZnZycmJsC2zWazIbo9LS0NiglOT09DlAoWg2dmZnbt2gVBG7DaExMTzczMGAyGlpZWWVkZnkY9PT2ysrKTk5NBQUF3794lbR/6+vqVlZU1NTUaGhog9rPZ7HPnzgH+P0JoeHj4o48+Sk9PBx5RX18PzqOYmBg+Pj6YkaAcrVix4unTp1lZWaBmAjGZTDc3twcPHvT29iooKAwNDeFhLCwshLwKAwMDCETEXyEiIgIhFBQUZG1tjRkZWK8gQF9NTQ1DqUAUeHV1NSSLYHhPhNDIyEh+fv7Y2JiTkxNZosbU1PTYsWOg95Ewu4jgUzwR6mTy82JLFiacB8NgMG7fvg2DhgVebKiC1trb22FAyPh1hNDLly8fP36Me4JDoqqrq0tKSjCGPbknFRYWrl69Goo2z83NAY4ojsVnsVijo6MsFgvKJsHjJCUloVqwkJBQYWEhl8uFAXd2dobvwl5YITg3N7e6uprFYr169So9PR3XjmxpaYG0EM5CjLbnz58rKyuDrR06DL9KSUmJiYlBtgmurgR3xcbGampqkmHJsAR27twJzwoODjY1NcXzARHbw1Ia0u9AbxPAb/v27VVVVRwOp6+vT0ZGBpR5JpPp7OwcExMTGhoqKysbHx/v5OQEHi4XFxco1xEYGOjv7+/h4QFMzdXVFSKVAgIC/P39PT09nZ2dXVxc4K+np6efnx/EFnl6ejo5OW3bto1KpVKpVFiB7u7uNjY2CCEul1tbWysjIwOpHn5+fqtXrybDr7EVCc2X1cJqFJzEla8QQvz8/MePH4fbU1JSbt26xZqvgSonJwe1YNva2n766aempibgxXZ2dhidVkdHJzo6GpKri4qKIO+SwWCIiIj09/fDevjxxx9FRUXpdPrAwMCTJ0+0tLTGxsYGBgZmZmaUlZW/+eYb6AkU2gPzlr+/v76+PvQkODgYkic4HM7Dhw8lJSUh7ubRo0daWlrAoFkslqqqKq727ufnBwDeCCEajUalUnHYEa5um5+ff+PGDdAFAFgOnPcAzVhdXT05OTkzM5OSkoILr+vq6mLT2J07d/79738HBgb6+Pi4uLi4u7vfv38/IiIiICDA2dnZ3t7eycnJ3d3d1dU1ICAgPDw8KCjIzc0Nh1k4Ozv7+PiEhIRAAS4nJycnJycI4HB0dIyJiYmKijIzM/vmm2/u378fGhp69+5dOTm5sLCw8vJyuCU4ODggICA4OPj777/39PTMz88PDw8PDQ11d3f38vKKiopSV1enUChZWVngfvXx8QkNDb1z5w6UHc3MzIyPj09LS7O3t/fz84uKinJxcfn0008B/AeHsKKFUFOIKGXS19f36aefOjg4CAoKioiIQMfOnDnj7OzMYDB0dHRgz0ALIwbS0tLa29vpdDoUc0HzUVqtra0FBQXYzoW59tDQkIKCAvYyI4TodLqMjMzFixchBwi3jBFsQkNDMR4BPLqysvLvf/+7mZmZsbHxjh07YPaihSLVf0kuISxOHx+f7OxsGxsb8CngYfL29nZycvrqq69WrlwJ/tRvvvnm8OHDhw4dEhISWr9+/caNG/fu3Xvy5EkREZGjR4+KioqC0A6J5kePHj148OCRI0eOHDmyd+/eLVu2bNy4UUhISERE5IsvvoiIiGCz2WFhYZ6ensXFxXfv3iW9kI8ePdLR0Xny5ImCgsL69esREWHPI989e/YM5gHpdgHicrkSEhIqKiohISEPHjywsrICGzB8vNHRUQMDg4KCAhcXl+bmZiwnslgsGxub1NTUgoICPDMQQuPj4zk5Oba2tgUFBWJiYlDahzsflwyPlpCQ0NTUzM3NDQwMBOls+fLlLBYrOTl5ZGTEyMgoJiYGHuTv729vbz86Ooqd2fBqbW1tysrKAwMDpaWlYGxC8yVa1dTUKioqHj58CDFEWH65e/fu/fv3nz17VllZib8dg8HIz8/X19d/8eJFSUkJWZh2ZGREWVm5q6urtra2s7MT9moYXjMzs6SkpNHR0dLS0itXrnz11Vf79+8HP/q6des+/vhjfn5+UVHRo0ePwsljx46tW7cOdDcREZEjR47AJBEVFRUQEFi1atWaNWuEhIRERUVFRUX3798vIiJy4MCBzz77bM2aNTt27Pjuu+8OHDjwzTffiImJiYqKgha/fft2UVFRuPLw4cPnzp3j5+dfvnw5qI1Hjhw5ePCgqKjot99+KywsvHbt2i+++GLbtm3Hjh07ePDgrl27Lly4cOzYsc8++2zFihVr1qw5e/bsoUOHDh06xM/P/+mnnwLiCFrCMEeejI6OXrVq1U8//SQkJHT9+vWjR48KCAgcOnQIXB8MBkNDQwOXE0aEVp6SkpKQkFBdXT07O4snLZPJrK+vB4c7tpCCjgzCQU9PD/ZdQsCtj49Pe3s7ZF+RAiNCqLS0NC8vD0vi6enp69atKy4uzs3NBXUVETbKnzU4/g70Nm1YMOhr167FSZKIYAqXLl06ffo0aYRGCLFYrLKysmvXrr169Qp7kRBCDAZjdnb2/PnzEGAFxJ1P96VQKB4eHmQCDfy1sbHZs2fP4oJxJSUlgoKC7u7uYmJiS6kYPDF42PyMfQg7d+5sbm6urKz88ssvwWoOBDOpp6dn48aNfn5+PGLz3NzclStXbty4gRbyRyaTGRIS8vnnn69fv76xsbGrqwssDlevXuVyuTdu3MjKyvL09FRXV+dyudnZ2Xv37v3qq69YLBbkbxsZGQHKBbyIoaHhqVOnuERCOBxkZGRs27atpaWFJ1t1ZGTk4MGD9+7dw6ONzRkyMjLXr1/HKUG4tfv37wsLC4MMRVphm5qahISEcIEf8h3PnTunq6u72N4RFBQkICAAhvk6F80AACAASURBVHm0MEPryy+/JDVWOM9gML799ttbt26hRcqjqampqKgo8FD8Cmw2u7y8fMWKFbW1tTwfemhoSFRU1Nramuwt/L1586aUlBScf/HiBUTGIITCwsK2bNkCYDJYc9++fTt2LLzZoMNkMr28vKhUKpfLLS4u9vf3x8Y4bKqbm5vT1taOjIyEW8id8vLly6qqqlhlw90OCgrCsabw3R8/fmxnZ6egoLB27VpLS0tTU1Nvb++TJ09eunQpODiYxWKZm5uDOgl8B7uhQkJCcNnEhIQEISEhOP5jA0SXorcZOBoQENDR0TE0NGRlZZWfn0+a0sPDw318fKKjo93c3LD1BCHU0tKio6NTU1PT0tKCEWNA0tbS0srJyWlsbHz16hU2LSOEQBNsamrCOf1AUCy6tLSUQqHg3DeE0ODgYGNj49jY2Hfffbd+/fo32ETa29ux4RktAgk5cuQIpH3V1tYaGhoCNCVcMzk5WVxcPDw8bGxsDOC8eFFVVlb29/fjyiWY58KOV19fv2rVKgwdaWxsLCYmFhsbm5WVNT09DZFB9+/fz87OdnBwOHDgAO7S7t27IQZ6enq6oaGhv78/MzNTX18fEfmAbW1tFRUVL168iImJGR8fx9oui8UqKirq7OwsLCysr68nt+7a2trHjx9XVlaWlZWBZwNmdl9fX1lZWV9fX3JyMtizIHSbTqfX1NT09vampqZi0RLYX3l5eUtLS0lJSUlJCenAys/Pd3R0zMnJsbGxwULK7Ozsq1ev9PX1y8vLLSwsMPYT3OLo6JicnBwSEoKlVBBv09LSvL29o6OjAWcOfpqenu7p6TE3Ny8rK7OysgK2guehvb09BA/n5OSQofOhoaGhoaHBwcGurq5MJrO6ujopKYnNZpeWljo4OOTn59+5cwdHrvT19QkKCmK73s+6+QG1Bo5DQkKgGh5aaJB99eqVrq5ubGwsZn9gFxsfHxcTE0tOTuZwOKmpqZ9++qm4uDh029PT09jYGDeiqqp6/PjxsrKytLS0yMjIJ0+eSEtLy8jIwFAjhJ49eyYvLw9Fw9BC+CN9fX0vLy86nV5YWLh9+3Y8+H+gcX0pepsSlpiYGHYzX7t2DYPG+Pn56ejowDGVSgUYIIRQQ0ODvLw8eM3Lysry8/PxhqOoqAh2lq6ursTERFy8yNHR0czMDCE0MzMTExMDCC1TU1OPHj3KzMyE8YXgYBhuNpvt7+//4sULFouVmZm5evXqpRgWk8lMSkqCSQlrm5w6CCF+fn5TU1MQPYqLi2/dugWLYXx8PD09HfjX8+fPr127hvPai4qKcIwMZLoAd6ivr3/w4AFYhb7//ntgNGgeIExVVRUhVF5ezmAwYAOYmpp67733ICMMIfT06VMxMbGJiQkmk9nR0VFQUAAqQ0REBB5nYGHDw8McDmd0dDQmJmZoaAgsaAkJCVAai8vlAkwCQmh6erqmpiYvLw+267a2ttTUVPDlPXv2LDo6GnBX5ubm/Pz8sMkGyjfAExMSEnBR5YKCAoxfDpGowPTz8/NVVFR6enq4XG5aWhoYfQFwAtJlmExmf3//9evXGxoaYKysra3d3NyAc1EoFBxSlJCQcOvWLfhSPj4+OHXm2bNn165dAzjg4uJiRUVFjAOjqKgI1qKRkRElJaX09HToobe3t7q6OnwyJyen8PDwsrKy9vb2kZGRmzdvtre3s9ns4uJiZWVlkH1aW1sFBQWHhoZ+iTWHy+WCxRa7cWNjY/EXJ6WYmZkZFRUVUFOwcwAhFBcXZ2tra2ZmBoiY77//PgjyXC7X3d2dSqWCX97IyCg5ORm2diaTGRQUxM/P39/fX1BQYGRkBJ97fHz8xo0blZWVpMgG89DAwCA/Pz8lJUVERARiVn/21f4QemsMi0KhACOHjzo2Nqarq/vw4cPi4mIox4j1CCsrq/j4+JGREUVFRYjeRAhxudzq6uqKigoGg4EB/4F6enrS09NnZmYiIiIAUQwHm+Tm5j579mxwcDA9PR2byRFCUVFR9vb2bDY7JiYGACQ4HE5jY+O2bduWYljAhmBdkXIWpp07d4KdG7bHgoICCoUC3W5qasIO/rGxMVVV1adPnz59+rSkpAR736GuXGZm5ujoaGFhIa7p5OHhIS0tjYFc/Pz8PvzwwxMnTjAYjO7u7p6enuLiYj4+PhwszmQyo6OjP/roo7q6uunp6cTERKw6cTic8PBwY2NjBoORl5dHAjZNTU3BlVVVVcCt0PxqKSwsbG1tnZiYABMYex5Qob29PTMzc2JioqSkBEx7YP+ampqKjo4eGBior6/H3Ap2lPT09M7OzubmZiwiQYchYa2urs7Q0PDZs2fc+fwHyI7icDj6+voYnGBubu7Ro0fKyspgl6TRaPjtpqam9PX1a2trnz59amRkBLo/LN3g4GBnZ2cmk6murl5fX8+aR7ZITEwEZuTp6Qnh/vCCQ0ND6urqT58+bW5u1tLSwo9gMpklJSUgp+jo6GBNkMlkxsfH37lzh8lk2tra8vHx4VCpxVOFhzw9PcFIgk1U/v7+enp6pA0Ex/dpaGhArRYYCpB6EELy8vLvvvsuJAzBmMA12CdLoVBSU1NnZ2elpaU//fTTb7/9FmL0wFsNYzU9Pd3X16etrd3Q0ICnDeZNcXFxysrKX3/9Ne7Pn5Btvc1CqjBweDG8fPly1apVioqKZFgNmP3OnTu3ZcsW7GfFO1V4ePj777+Pw7jxZ3v27Nnnn39OoVBgN0aEPn/48GExMTHcOJqP6tLX1//8888HBgawNaSkpGTHjh1vUAnJSBNEpNfCUvnqq68SEhJgmkKDgYGBf/3rX+vq6tA8j4M3am9vX7t2rYuLC0+zTCbz22+/BZGeHKjdu3eDSw421dTU1Pfff/8f//jH2rVrBQQE3nnnHShTjrdcMTGx/Px8CoUiLy8PZ0jgKm9v7wMHDgB2FZzBmpeUlJS/vz/pzILBvHv3royMDKkzwkF6erqQkBDMezwaDAZjYGBAVFQUgnVJexaHw5GTk4MsGTJECyHk6uq6Zs0aMtAcxio3N3ffvn0g+ODgADabPTg4KC4urq2tjV8QzaPrGRgYnD17FhsEoFevXr1KS0sTFhYGXGlEqMbNzc2HDx+GxD2sDcEtKioqFy5cIAUlsEsUFhamp6dXVVWBdQK7AlNTU1etWhUYGHj27Nnnz5/DK/BEBS4mGo0GWgUZ6JCVlRUdHU2aq+D81NSUpqZmVVUVdHV4eBjmBovF+u677/j4+D788EOMOwjX5OfnM5lMLS0tPj6+NWvWXLt2DWcmIIT8/PwghxmDL09NTYWGhj59+hRHmcDfmZmZ+/fvb9y4Ec+EP9zEvpjeGsPS1dUNCAgAlQrSNahUakpKire3d05ODlwDkzs0NDQwMDA1NRV7vhFCTCazrKzMwsKiqKiIRqNBng1wOgaDYWRklJmZaWdn19LSQu5pdnZ2YWFhfn5+UGIAW5TKy8vd3Nzi4uIg7Q4e0draumnTpjdIWKS5HW+GePXu37+fdOV0d3ebmpqmp6ebm5uDjgOXTU1N2djYADRHRkYG6ZQBK8m9e/egggt+tJWV1apVq+AYs8jg4ODjx4+npKSA+QlfLy4urqCg8Pz5876+PhsbG1IUnZ2dHR4erq+vj4+P19XVRUS0DpPJzM/P7+zsNDMzIyugIISqqqoAONjc3BzOQG8fPnwITgYDAwNAqoS+gTuyr69PT08P0p4g4onNZpeUlHR1dQFwBSK2ooqKit7e3pqaGj09PXLRDg8PNzY29vT0QEg9IkSVioqKwcFBZ2fniIgI1jwoPkLoyZMnz58/j42NtbGx4c57JKempuh0ekNDQ0NDA4VCwWyRy+W+evWqvr7+yZMnlpaW2O0FH6WlpWVwcBAQeEgVaWRkJDU1dWJioqKiAvcH0gMsLCwA52fDhg1DQ0Nka0sRh8Nxc3PDBaKA4EHNzc0g1GPmDpNtaGgoMjISlsDMzAwOHB0fH4dkdZBPMbODOKzz58/r6upi1onjBwMDA3EOM9mr5ORkUOGxTI0QSkxMxFVz/nAkmdfS24zD2rVrF4fDmZmZmZmZMTc3h5S60dFRDQ2NjIwM2I7CwsJ0dHRgfru5uYHlFSHU0tIiIyPT39/P4XCKi4sVFBTA6fvq1St1dXVwQj1//lxOTg7Cu6amptzc3LC+oKurC49js9mFhYXXr18HR35SUpKmpiZs3UVFRZs3b16KYc3OzjY0NEC+GGmORfNfdP369UpKSrBCOjo6rly5AlOqvLwcHge8VVNTMyYmBixoYPKE2wMDA7HqYWZm5ujoCOcHBwf9/f0PHTp0/vx5aBz0r+np6czMTLAvADEYjCtXrqxdu/bRo0cPHjwAWdXU1BSqe7LZ7NHR0djYWBjP6OhoXANmYmIiPT0dJMGpqSk1NTXQbWdnZysrK/EG7uTkBCnrHA6nu7s7OTkZAn/y8vJu3rwJVa2g+iYomxD4A2GQCKHExMSmpiaEEHx9Jycn6DbgZwIsampqKihoXC73+fPn8fHxL168YLPZvb29srKykKKIEIqLi4N4Cw6Ho6qqGh8fD9+itLQ0JSUFjv38/LCToaenJy4uDiZYaWmpgoJCV1cXjE9iYiIYSWdmZuTl5VNSUhBCc3Nz5eXlOL7JwcHB3Nwcx0wVFBTAHGtoaMjJyQHG9OrVq4SEBPAOt7a2fvHFF6TG/Wby9vY+duwYmTCA51VLSwvYCknuwGQyx8bGsrOzYYLl5ubiX0dGRpKSksbGxrAKieOwtLS0gLVh+Qjk7oSEBBEREVL9xEjTWVlZra2tDKL0fGpq6q5du/Dj/pslLLALxsfHj42NhYaG4tmAEGIwGE5OTu3t7TU1NRglGQYlJiYmLi6OTqebmppCZCP8Wl9f7+rqOjo66uPjQ9YyGhkZsbOz6+rqKioqgq0G3xIQEFBcXNzZ2eng4IAdHFwuNzMzEzZ8PT29tWvXvkEljI2NBVWfjOvFQSgnT5788ccfwcIdFBTU3d0NP83NzXV1dYErAOCG4XYwf9JotJaWlvHxcagohQWoyMhISJjIzs6GPAxFRcW9e/eCGwEGDdg0eMTa29t37tx58OBBRBRYhcu8vb0hCL6+vp47j+wM0dLe3t4cDufRo0dYecGfo6WlhU6nQ/AUIqoEJyUlQdwpqcg3NTV5eHhMTU0BagUOQJuYmKDRaM+ePevp6RkeHmaxWHjbh2K6Y2NjYAbCEmtRURFINGTJdYTQ0NCQtbX18PBwb2/vy5cvyW/k6OhYWlo6OzuLBweGMSkpKSwsbGZmpqOjg4xfb2trs7e3n56e7ujoAJgqNB9/YG9v39zcTKfTASgdl8WMjIwEFIrx8fGysjLgvEwms729PSAgYGpq6vHjx7iifU9Pj4CAAJlI8GZhBLB2+/v7U1NTF4tj3d3d/v7+EGWKuwoCVFhYWE1NDaTiwhgODAzU1tYCxDYZ5YAQ0tXVxWDKPDPt8uXLzc3NwHmxXg+fLzs7u7GxEXstExMT9+zZgx/3hpf6o+itMazs7GwJCQkzM7NPP/306tWrra2t0dHRERERYWFhOTk5SUlJ27ZtExYWzsjIyMjICAkJCQ8PT01NLS0tPXXq1Mcff+zt7V1ZWRkUFBQWFhYeHl5XV6erq7ts2TIdHZ26urqwsLCoqKjQ0NDS0lJfX9/PPvvs22+/zcnJSUtLA4d0bm5udnb2/v37IY60sLAwIiIiNDQU4u7k5eW3bdumpKQkLCwcvQRFRUUB3lt4eHhcXFxcXFxYWFh0dHR4eHh0dHRaWtqmTZvu3bv3008/CQgIhIeHV1RUwNtFRUXV1NRQKJSPP/7Yzs6usrIyOjo6LCwsMjKysLAwKCho+/btcnJyfX19sbGx8fHxMTExycnJpaWlJ06cEBYWjoyMfPDgQXZ2dkVFhaKi4nvvvcfPz29paRkfH29mZmZnZycnJycoKMjHx7d9+/YzZ85QKJT09PSEhITw8PDg4ODc3NzMzEwIg4yPj3/y5ElKSgq8e2Nj46VLl/j5+b29vQsKCmJjY+HVcnNzc3NzP/roo8uXL+fk5GRkZMCYA2LUN998IygomJmZCZ8pKSkpJCSksbFRTU3tH//4h6enZ0FBQXh4eGxsbGhoKJTD+ve//33jxo3y8nLIZ4iOjk5NTa2srNy6devevXvz8/MTExPv378fHx8fFhbW0tJy5cqVv//97xEREQ8ePAgPDw8JCYmJiamrq3N1df373/8OCFbwiLCwMEB8/+KLL44fP15QUBATExMfHx8ZGRkdHd3Q0HDy5MnPP/88JSWlsLAwODgYvldTU5OZmdlf//pXR0fHsrKymJgY+FKA5gov/uDBg6SkpKioqODg4Ozs7MrKyl27dm3fvr26utrPz+/evXuxsbHwiOvXry9btiw0NDQ/Pz8qKiotLY1KpW7btg1C0kij2GuJy+Xa29t7eHiw2WxTU9OAgACeWDmEUHx8vIaGBmkehb+9vb2SkpKQ0IfD+kpLS589e2ZoaEgaKBgMhoWFBVb2cX9mZmaCg4Pd3d1ZLBaFQhkYGMA/4QQPQ0NDcOizWKyMjAwopv0nDGgAemsMa25uzt3d3czMTE9Pz9HRESDcAPVNR0cHwDSsra0dHBw0NTVNTU1NTU01NTXv3r1ra2trbm5ua2sLOJYWFhYaGhoWFhZ2dnbm5ub29vbGxsaAq0uhUOCMiYmJlZWVra2tnp6ehYWFrq6urq6ug4ODqakpwF1SKBQ9PT1zc3NNTU0o06Sjo2NnZwego68lXV3dY8eOAfiynp4ehUIxMjIyMDC4c+cOBiM1NTWl0WiqqqqOjo4GBgaATQoX29nZ6ejoWFhYAOrmnTt3bt++bWZm5u7urqOjY2xsvGXLFngLLS0tPT09BwcHfX19AwMDOzs7Y2NjBQUFgN8xNze/du3a1atXKRTKxYsXlZSUzp07JycnR6VSg4ODqVSqoaEhDDJge1IoFGdnZ0NDQ21tbScnp1WrVklLS1taWpqZmQFAqIaGBtylq6trbGysra1tZGRkY2OjpaWlq6tra2urq6sLJw0MDMzMzMCWT6PR7ty5Y2hoqK+vD2NiZ2enqKhIo9FMTEww4iiFQnFxcVFVVTU2Nra0tLxz546JiYmWlhYgkRoYGGhpacHTTU1N4S5jY2Nra2s1NbW7d+9qamreuXPHzMwMsJLt7OyUlJQADFZXV9fAwMDExERfX9/R0VFVVRXmFQwghULR19e3trY2NjbW0NCwtLTU0dGBr29kZKSvr0+j0RQVFeF2OKOnp6etre3g4KCiomJpaWltba2lpQXAh1B9S0ND4/bt25aWlhISEsbGxhQKRUdHx9LSkkajqaioWFlZwfcyMjKysrI6ePAgBLIszoddTIA9C8fa2trY7EgqaMnJyTo6OiA0gU0AjouKir766ivwe8D1cXFxwOmUlZWBZ4G4pKmpCaGn2KkCvCwwMBBgITo7O/X09EAYLykpweHEkFsGclx6ejo/Pz90D4Jg3hZ/eFv01hgWmnfikGn0ZNg3c75aAZmcyWAweBJluAQ6Enkl3Eh6VaBBMm4An8d7F5QegeM3+2jZbHZWVhZPGUvsyAOVChsgeHJBMVQTT0Ag/uSZmZmXLl3CQ8EhMldxm9jqD41PT08XFBTgMnxYpUILo6tZCwulSEhI4A0ZW4URkRQJI4YBJxb3GXcGVzdACyUIEq0J9xktqr1KRk7gC3jOsOZB6bhcLumixZHroBjiR2DbIhzgfCNEKHdoPrAICLAfyImEz+ORxEYfhNDAwEB2djY2KpHlIcj5efv27dbWVnIY30CAjo2HjkqlYncTKe9ERkbq6enBuOFZwWKxvL29r1y50t7eDgOSl5dXV1cHH1FdXR0SHhBChoaGUNSanDAIIV9fX2NjYzgeGhoCx2toaCi2xLNYrKmpKVACCgsL9+3bh3Ot/4T01hgWqVGTc52HSeOFx6P2k0uCtHaTqxF/A7JgJBneCWsGMziyZMsveYXU1FRY5OQaxpYFMG/hf3mWH1782HdO9v/HH380MzODTY+nw/jpODQB/o6Pj6ekpOAXx1lgrEVVlIHp4+1XQkKCfKnXlpDDfj3cVVgAJK/H0aE8+g4+T+4EeMTINGBEGNoQERgBw7L4C3I4HBzpgjc2fA1rUYVqzsKUT7wFwgWYsZJrj2Tc+CTe89hsdmNjI2kJQsQGQ05CcGtiPvhmnuXh4QHeDNwfY2PjgIAAcq7CT3FxcYaGhgAZAh99cnKyqqqqpaUFQlgRQkVFRThqYWZmxsTEJCAggMPhUCgUnNyDx39iYuL+/fuWlpY4A/Tp06f79u07fPjw3r17IfsazfuXqVSqlpbWqVOn4F68Wf6p6G1KWIhgDaTjg8zRwfk3aJFYRMo1uNYW2TJnnuAM7LTsheXzgGBJYOZIjjt3CUIIVVdXk/ZsnsnEw6pI4mFbaKHwMjY2dvz4cWwwxmubNQ9FxDMtcPtgWCVHj7MImpX8FxjHqVOnHj58yCMqYmbHM6qLBwcRggx5JcluXrsBvJZJkR1mL0TF5M6Hj5LPIpGhXjvaS7EG0gvGc3KxZAe0mGMihIqLi7GRm5S88DtCrzQ0NOrq6sivvBSBDQvA0ciiuVZWVhkZGbiFubk56E9HR4e8vDx2ktLpdPBs1tTUQDDXo0ePSktLMepcf3+/r6/v9PS0mZkZ9sWjeYRlhJC3t7ezszNw7dHR0VWrVvHx8R04cEBaWvpvf/vbu+++C14RhNDU1JS2traAgADu6p8wsuHtS1gkkZ4mUrZHxAQi+RRnvsYvIlA08S3k5CZbRgRbYS6EM8X/LlYKFhPOml68KrDjjzyJJw1IKyTznZ6exr0NCQkRFxfn2dhfax0g2cfU1FRMTMxiuZV8WbRQeIGLlZSUwGVJshgenki2hhYN5mLxB28tHCJxFxHV5BFRlxu/I+gacAzxLnBMCshYlYPthxSs8LeD3WvxhGHORxHjk4t7i3/FgwDB+ngksYgBP8XGxkIZVzw+UIWbfGs2m62iotLQ0IB+Gbm5uZGRULhXubm5NTU1MOugfRiiuro6ZWVlyC6i0+lZWVnQvfHx8cjIyKqqKmCpeEAmJyd7enpkZGR27tz5ww8/QBG28+fPi4qKhoaG4orzTCYzPT19z549ISEhkpKSZ86c8fDw2LRp07Vr1/BXSE5OFhISIs0Uv/Adfzd6mxIWj1kKo33jRcUkKseRNU7Qws3/tbMcLbRNYHaAPz8+g6OlSeb1SzZDTCRjwmIaXgxoPkkFLuCxwfH4gLhc7q1btzBMFe4SqeriB5H61+TkJGRTklokvpcUDBEhrzEYjMTExKNHj752zvEIgLgp0joD57F0ySNlvNYgSB7zDDjZ2mLi4aSkoEpq9Itl7Tc0tdj4gh/B8y5kDxnzxTHDw8MhAJDMB0Dzuynuj4aGBpStBzzFNyxsFovl4uJy6dIlnj0A+llcXIzBReE8TP66ujpZWdmenh6oAYHmB/bly5cdHR1JSUl4ZeEvkpCQsG/fPgsLC3V1dS0tLSUlJQMDA6j8ihMG/Pz8gHXm5eVBpK6qquoPP/yA+5ORkbF169bXDvufhN4aw+JZQkvJNTyfllQVyXbQQhmEvIsUwcgDLCaQExFzNNLOvVT/2URcO3thuRqSW5FqC0gcrIVQQaQBuKen59ixYxMTE6S1iOe9eKQtuHFmZiY7OxsbnskFwzOGJMeEn44ePZqXl0cu+MULj+cF0SKeziPRYFM3l6gUjZvFwia+BrfJcxd+Lv6JNIHhPuBPyWMn4s5blDlE1BKP5osWMl8eAqEMb5C4G3Nzc93d3WT8IEwevDmRSq6WlhYs+F9C1dXVn3322ZYtW/bt27dnzx4oGSssLAzlLRISEjBAK3wyeJ22trarV682NjZibDIsRebm5pIOB/y9hoaGyHBWLpd78eLFCxcuyMnJtba2crnckJAQ8BjiavWGhoaABwu3JCcnCwsLI8Lv8Qvf8Xejt2zD+h8BYWnLyckJwEV/LQGGJ2n+f7N8Tl6jp6cH6FF/wgn3ZyNSSi0tLcU4q2++RUtLC1Q2Uml4Q/s7d+6Uk5NLTEwMCAi4d+9eamrqhQsXACwAIWRubg4FpdA8xwfO1djYKC0t7ejoCJdh7aG2tjYsLAyDspGSI1TSxFZdKSkpcXHxpKSk4eFhR0dHiApCCFVUVABKh6mp6QcffICbSktL27FjB+75f7lK+D9CC7VUDocjKyvr7e39G6TrX8uwyAvy8vLOnz9PuuT/R28mENPS0tKgnN8biMlkzs7OqqioQDQ8KaguRWw2+9ixYzhXCTYzd3d3Go3G4XAgM0ZXVzc8PJw0dQNvqq6uPnPmDAlbhhCqqKhISEhQU1PDYCf4ejqdrqKiAo5ODodz4cKFs2fPenh4IIT6+/s3bdpkYWHBYDAyMzPT0tLm5uasrKyEhYVDQkLAA5CZmblnz57Xepb/JPQ/hvWWCe9LLBarq6vr+PHjUCjw19JvYFikZerkyZPYCfU/+oWUkJCA60guRTCkt2/f5oF7fAMxGAwJCQkAt8HczcfHx8LCAjsNuFyuvr4+6IaYX4A9y8nJ6fr160+fPgUXx9zcXHt7e11d3cDAgLKyMvAsMpiGyWRqaWnB5Pnxxx9FRESCgoKgn2JiYnx8fEePHt2wYQPUE+Lj45OUlGSxWFDrKC8vDyc//wmjRtH/GNZ/lJycnC5cuIB+k/3y1zIsvBJgDejp6UHW92/o9v+viIy6iIuL44EYei2B5PLkyZNfkiQMP129erWyshIRBjtfX19Aap6amoKHstnsO3fuAEIhbnl0dLSxsbGjo0NWVvbRo0cwkaqrqyELp6Gh4dq1a8Cz2Gw2NoExGAx1dfWcnBx5efnvvvsuICAAuM+lS5csLS3Hx8cTEhKgBJS2tvYHH3zAZrM7OzuhJsP+/fsR4Tb9r3dOjAAAIABJREFUDUP6H6X/May3TKS3QUJCAqAUfsOH/w0SFhDM6aamJnFx8T+hDeLPSSwWq7e3F5DzflbF6+7u3rVrF5lL+IZxBqXv1KlTJOgNl8sNCgqSlZXFUgxWA/X19UNCQsgwGrimsbFRVla2ra2Nw+G8ePECmB2Xy21oaNDU1ASeBeDU+I08PDw+//zz7/9fe18e1tS1vX1E1KpFVBzrUJVBSIBAIAwCjojWqtVqezupbaVe56GKiiIqihUV56kiiggECBBJIEIGEkKYEQEHEMQBJxxAkSFzzvfHetjPNljq9df7XYW8fyUnJ2fYe5/37L3Wu9aaP5/JZMLxZ8+eDSvTnJwc0EYEBwdD3ROVSlVVVTV//nwozoQf6oOCgbD+YaD1YHV1tZeXFxSDeo/jvJ8NC3ftQ7Twe5y6E0Kn0+Xk5IhEIvLvjM1arba6unrWrFm4jbz9Lq6srHRzc4NEOmhjXFzcoEGDRCIRSqSBpuHbtm1DOSzxAVBWVubr6wsGctybWVVVFR8fD/knSGx29urVq4kTJ86aNQtWoyRJzp07FySsUqk0Pz//9evXe/bs6datG+Km1NTUESNGwOcPc3puIKz/CrRabUhIyC+//EK+TRn0LvhPCQsXdsGQ3bhxI/gKDWgf0LBJSUmgLyfbfVZ1Ol1RURGUQWorp3grUlJS5s2bh/4Ozr6oqKijR4+Gh4eHh4ej4yAhbmFhIVBSU1MTRAjC9urq6gULFrx+/RoYB/4FGeg4HE5VVRUSOcL+06dPnz17NuShJknyq6++OnTokFarFYlE+fn5arV6165dn3zyCQpO4vF4IGsAfIARhQbC+oeB9LGzZ89G+pr3WJq9n6wBiYZ0Ol1BQcHUqVP/8zvodIDH9cSJE1VVVe9iRz927Nj48eORO7j99b5OpwsJCUHSFrQGPHXqFGg4/fz8/vzzT6QpI1sV16dPn4aySSDHI1tdmRUVFZA2Fqpj4NrD8+fPQ5pGhK+//vrrr7/+17/+9fz5c7Va/c0330BCusLCQph979y5E5aEABaL5eLiQn6QGneAgbD+eWg0midPnri6ujY3N7cNFXxHNDY2oixFZLtKSHRSdWsqYTTPmj59OkSikZhi6MO0TfyvoGuNbIeGQlEE7fxl//79UFcFoBcljsuGAT///DPSNAAKCwvHjx+Pcs74+/sfO3YMvx6I3A4ICEB5HXBJ9suXL3k8HoRA44T17NmzU6dOQWpTwFdffeXj4xMfHy+Tyfbv3z9v3jwgQaTDCgkJ6dq1K5Ty1mq1XC7X0dER1+h+aDAQ1j8MGLV79uxZsGBB21CYdwc4bjStWQq0f1ewE78A9KLevn37v/71L72MCzqs3qoBJElqNJrS0lKIgAG0w+kajeaHH37YsmWLtjWyHf1UWFiIfwW0tLQ4ODiAgUmhUBw6dIggiF69enXp0gVyWEOmjdDQ0KKioubmZlwFqlQq9+3bFxkZiQdFAiFeuXIFlopkK7McP37cx8fH1tbWzMxs5syZkyZNmjRpEoPB8PPzg3QOLBarS5cup0+fVqvVMplMJpNB7hqCIFCdTSaTiZe//ADNWAbC+q9gypQpqG7VewOJa5Blt/2YNRKLU4E9b968OWHCBBTU/WEqa/7n0Ol0qampIpHoHV8wP/zwA5vNxhsTyv/NnDlz9erVMpkM5jjQX7t372YwGCgIicfjbdmy5ezZswcOHBg+fDho9CByXigUotTMcFjgqSVLlhw7dgy/JIjfzsrKCg8Ph/TzRUVF/fr127Bhw6FDh0JCQjZv3hwUFLRixYqSkhIulxsYGAgXQ6PRwL1YWFgIxSJDQkIGDRpUUlISHBys1WrT0tIcHBw+2Lgc0kBY/w0UFhZOmjQJBR6+X8drNJr79+/j//3b48BaBhlQYeO333574cIF8s08Fh/mWPyfAJg9MTERpbcn220ftVrt5uY2cuRIBoNBp9PHjRvn4+OzYMGCdevW/fLLL6tXr162bNmkSZM8PT0nTJhgYWFhZGSEz91Q+IFKpRo1alR1dTWqP9DU1JSeng7F01DZSrlcLpFItm7deuHCBZiOwd+fP38ukUjKysoWLlyo1Wrz8/OdnJzgJwjUV6vVMN07fvz4rl27YDzMmTMHbFi3b9++d+8eSZLbt2/v2bOnUqnMyso6efIkh8MBGxbZSfJhGUCS5Jo1a/7973+Tb8ap/acHefXqVUpKil48dvt/wW3zaHZ28uTJWbNmkW+mfzIsCRHASZKUlITnnGln/4aGhtmzZ7NYrPj4eDabferUqR49esyfPz8vL2/btm1paWmlpaU0Gm3YsGFSqXTv3r2ffPIJBDnjKlOFQvH48WMGg3Hz5k0SW8XL5fLdu3efPHkSVbJpaGiApB3+/v6nT5+GaR3MgNLT0xsbGwsLCwMDAzMyMjw8PHSt2XrR1SqVytOnT0OyEIVC4eXl5ejoGBERweVyORwOm82eOXOmkZER2erkmTx58vTp01WtmXINhNXxodVqp02bBj7pd3R7vxUajQYCcVGM/ruEgOiNMI1GU1NTM3XqVAju/wBNEh8CHj58yGaz0Qy0/af0wYMHy5cvh88ajSYuLs7Y2DgkJOTQoUPz5s3bsGHDn3/+OX369NGjR+t0upaWlt9//x2cJzosYQ6gV69ecXFxqIgpetMEBgaGhYXB/vX19fB3jUazffv2s2fPomzdKSkpoMOQSCTjx49HudjJ1uQZkBUWqqsAAdHpdFA27NmzZ+vWrYcPH/7mm28IgoClqFKpPHz48Oeff05+qLllSANh/ePIzs7+8ssv/5GYBihfiruB/tM3HqSy8/X1Bd+QYSX4Vly5cgWkA22TlLVFU1OTt7f31atXYbeIiAiCINCUB1Jss9ns/v37Awts2rTp0qVLKPeRrrUAalNTk4WFxdy5c/Gq8TDL0+l0mzdvBv/gq1ev8OJgR44cgSTuGo0mKytLKBTCZYeEhIwcObJtFmm1Wn3y5ElI86/RaOzt7TMzMzUazbVr1yABYVxcnJmZWWFhITBUYmIinU5HqYQMoTkdHxs2bJg+fTr6qn0zaeq7A16Jenmg2vde4V/xkx44cGDy5MkkNogNzIWg1WozMzNBIoC8q+3sL5fLp02btmTJkidPnpAkGRERYWxsDFMnFosll8tbWlri4+MHDBgAkvTNmzdzOBy0lEOhCI2NjW5ubkKhcPPmzRAlo/dO2rZtG3ATSuAHBwkMDAS1el5eHopkuHz5soODA8omhgvEEhMTKRRKfX29Wq2m0WhSqVSj0chkMrDWg+AePpMkyeFw6HQ68OaH6aIxENZ7QodlmyOxd9G0adPA34yPflVrxSCUJwt2boc4wGWDzkW+KRFCh9KzNYCZVu/gDx8+dHJyghIGbdO6dyq8VWPFZrMhF8K78PjDhw/9/f2rqqogiuDy5csEQcB7JSMjo76+XqfTJSQkDB48GGKVUQFBEhOUqFSqFy9eUCiUFy9eyOXyX3/9FWTrKPEpdOLOnTsTExORoh2gUCiCgoLOnDnT0NAgEAhgY3p6OloSat9Mb89isX744YewsDChUOjh4ZGRkQGlrYCVmEzmwIEDs7KyYP/4+HgGg4EHeH1oMBDW+0NPGwXvah8fH73JDp4AQC+BcjuADNy4HR09Tnredw1WYwa9pcGehR7OKVOmQGJvAxCgfZRKJZfLhVrT2tb8ru0wV11dna+vL0mSL1++vH79ekBAQLdu3eB1xeFwQPDJZDL79et37do1kiT9/PxSUlLwnNqo6rKtrS0Y3cvLyyMjI8HOiCcKr62t/f7777dt26Z9s8QRSZJQcgKmZhBqY2dnhxf4QPbTU6dO7du3T6VS7dixgyAImPehX+Pj4wcOHAiuQ6VSyeFwrK2t0aXiVfU+EBgI6/2BExYMpk2bNq1duxbMpZDbHq/cBZpAPJl9O6tFuVyOyny1NQbj1gq9POs6LBkxOtTp06dxy9oHaJv4b0OvqYGVtFotVJDXK0TWDmpqalasWAG7NTc3+/v7d+nSBeIZkpKSoOpSenp6ly5dIiMj5XL5jz/+6Ovre/78+YiIiIiIiLCwsBMnTly8ePHEiRODBw9+/vw5kEJNTU1SUhJkgCCxl1xJSQmDwYCSSyiDu1qtbmlpkcvlAoEA1AlFRUUDBgyIjIw8derU+fPnw8PD4+Lijh8/zuFw5syZs337djDVjxgxAjiusrLy1q1barWaw+GYmJjMnTtXIpGoVCqBQACxhEi796HBQFjvD/w9DBSwcOHCI0eO7NixY/fu3Rs3boTiySAj3LNnz9q1a4ODgwMDA5csWXL48OH2D97c3JycnIxX3IJHTu+lx2Qy165du2XLloCAgI0bN65ZswZsKwEBAX5+fps3b4afzp8/7+zs/OTJk05IVYC2hAUfiouLwQ0H+NtV4aNHj9asWYOmMMeOHevZsyesntLS0pqamrRarUAgIAji2LFjYrF4yJAhBEH06dOHIAiCIIyMjIyMjOCzqanpokWLkNqurq6Ow+FAUUI4V3V19WeffWZiYtKnTx+UrB23KqSmptbV1V25cgWcfcbGxiYmJgRB9OjRgyCILl269O7dmyCIQYMGNTc3q1QqGxubzMxMnU4nkUjAmJWQkGBpaZmRkXHixImcnBw+n+/o6KinjPmgYCCs/yvQPFwgEPz0009r165dsGBBcnJyUlISl8udPn36unXrqqqqxowZw2KxmEwmm80+duyYj4/Po0eP2qEP0MXgfiu9ZwkmaAsWLPj999/j4+OZTKZIJJo6dWp4eHhGRsaYMWPS09Ojo6NjY2OhzpiJiQmPx8PTdRlAvlm3hmxt1XbmWQ8ePFi6dCl8VigUMTExXbp00Wg0UK8I9ATR0dGDBg2qqakRCAQDBw50dHScNm3aiRMnTp48uW3btnnz5oWEhJw+ffrEiRMEQfj7+6MhBFM2VPGbwWA4OTktWrRo0aJFffr0KS8vR4E7QCVVVVUHDhzo06ePkZGRj4/Pvn37jh49GhIS8vXXX+/bt+/06dOnTp1ycHCAaEGdTmdjYyMSiXQ6XV5eHhjaY2JiTE1NS0pK5HJ5SEjI999/P336dLx0yH+n1d8fBsL6PwFWhfD8f//99zt27AgPDwdjObx1jx49amdnt2PHjkmTJpEYu/32229QxeCvIJfLuVwuTlh6pitYHSxduhT80+iVu3Dhwp9++unHH38kMYfR7NmzFy5cGBgYiBSJnRNtl+E8Hg8C/RCJt2/Dqq6uBsKCGVZcXBxBENAXqampsJSLiYkZOHAgSZLFxcUEQUDSDjjm3bt30QUIBILg4GA/Pz/oOyCjurq6X375JS8vT6fTWVpaSiSSmpqatLQ0KyurdevWIW8mmNtKS0szMjLs7e2XLVsGIhjwusDKVKFQSKXS+Ph4KpUK6QOdnZ0h5rmgoACUHKmpqWZmZrBOVCgUc+fOHTlyJPkBS/YMhPWewM3hJEk2NDRMnjz5+vXr+/fvFwgEqL+rqqooFMonn3ySkZGB3C4KhWL9+vXFxcXtDAucsN46LQJ/37p166qrq3ETvo2NzWeffYan7tNoNK6urklJSb/99htYgjsn9JgIIvjYbPbLly9xx0X7ePXq1TfffIPy9J89e7ZXr16NjY1arZbH49XV1el0Oi6Xa2Ji0tzcXF5e3r9/f6CSuro6NpsNC/ZXr16tXr06Ozs7Kytr06ZNZCtbQT8+f/585cqVEonE29tbKpVC/VRPT0+SJP/9739DlkGYm1dXV0dFRVlaWsJ06fnz55cvXwZhvVqt3r17d0REhEqlYjAYQMrm5uZQNTovLw+4j8lk9u3bF/5CkmRMTIy7uzuax32AtGUgrPcH/k5OTEycMWMGSZL+/v4oXSR0vFgsTktL07ZWMIQ/rlmzBkbMXwFfEuI2LOT5ht3WrVunV76Fz+cLhUL4FZkhqFTqw4cPN2zYAL7CD3Cq//8BepSkUChQVhmAXhjmW9HU1OTi4rJ9+3Zow+joaIIgoPE5HE5TU5NarY6Li+vbt69SqczOzoaqWfX19WlpaVDhoq6ubtmyZUlJSSRJcjicb7/9Fi/KiRLF7Nu3b+jQoVOmTJkzZ87MmTPd3d1JkqytrV2yZAmoGdRq9YsXLyIiIjw9PV+8ePH06dPAwEBUsGvz5s1//vknyBdGjBhRVlZGkiSVSoU3WV5enlgsJkmSxWL1798/Ozsb7h0S+H3IFoNOR1jQGXgJLL1SAmgZhTuJ8fweyMGMeESj0ezbt8/Y2PiLL77o3bu3tbW1lZWVg4ODlZWVjY2No6Pj2LFj7e3t7ezsbGxsbG1tqVTqgAED+vTpM3HiRHt7e0tLS9jH0dHRxsZm4MCBzs7OdDr9s88+s7e3t7GxoVAotra2w4YNs7CwgJInNBrNwsLC0dFxwIABI0aMGDlypIODA2wZNWqUo6OjnZ3d2LFjqVQqnU63srLq2bOnjY0NQRAQ5AhANwIWE+SBwhsKUR5iW3i69NReyAGKTzzxxOSIT5EHExmPcXEZ7IyH9aFf/zaVAuqOv4rxxpkIDpKbmwuiOb3XAAClWMC7+8mTJxs3boyNjd26dStJkiwWiyAI2CE+Ph6caxEREf369WtpacnPzwei4XK59+/fJ0myoaFh9erVKDPM/PnzhwwZEh8fr5eQQ6fThYeHMxiMhIQEX1/frKwsOzs7Pp+vVCpra2t9fX2lUinc6dmzZ+l0enZ2tr+/f2ZmJhw2ICAAEmxpNJrdu3dDKpumpqZx48bBBC0rKwt2jo2NHTx4cE5ODjQIh8OhUql6TQF9rVd3FgA9hfI7/22tYny0vB86HWGRb4qVYEtLSwvSlON1AXRtysQj6BVGnjdvXu/evauqqurq6mpra3/55ReCIKCnY2Njk5KS4LC+vr5Qt/L169crV65cvHhxfX19SUmJQCAoKCjIycl58uTJ0aNHp0yZcufOnTNnzuTm5ubl5V25cqW0tJTH440fP57H4zU0NKSnp9+8eVMmk129erWlpQXqNcG0PzEx8dKlS3DqKVOmgA/r6dOnN2/eDAsLW7VqFYxFPAsN2TpA8ZGEYuvwG8e9lmhM4yYY1Fb4PnoUoyfpRnyE1z1Gv8LOcJzXr1/jZIRSEuISR8SziB8R60HECRwZrpbD4eTm5uo9ZvATzrnwAY5ZXV29ceNGkiSLi4vLy8uPHTvWpUsXUJkIhcKXL1+CsGvIkCFyuTw7O3vUqFF8Ph9WhQ8ePNi0aVNCQgIMrR07dqxfv/7EiROZmZmQdBSVmK6rq3N2dr59+7ZarQYnZnx8/Pfffw+X+uTJk507d0IgYUxMTI8ePX788ceCggJoq61bt544cYJsjXw+cuTIrFmzTp48eeHChaFDh4IMVSaTQQXGmJgYMzMzENODFYJGo7169QpvfJIkYQuuBESfUUFs1JtvBT7MyDeVYv8ROi9hwUOFtyD+K/nm6wJPI4ne/7gAauLEib/99hvyN23evLlfv37379+/fv16eHh4dHR0SUlJY2Pj6tWre/XqBUerq6uD1NpkmzUalPaVSqVka3A/7FBbW8tkMkEngZTZcrl86dKln376qUQiuXPnTnh4+Llz5+B0M2fOJAiioqIC/i6TyVauXIluBz2TaCpBvjmpgZtF1Nx2tKE5FE5q+BQMSdUQhZFvTl3JNm8O/Cc9Q/hb+whxKJoIaLEq9m2nY3gYeXJyMgQAoBtEjYCuBG0E3L9//7fffkPikl27dnXt2hUmVqACValUycnJ3bp1u3//fkVFhbm5ObqkI0eOgM2bJMkbN268evWqrKxszJgxWq02KCho9+7dSqWysrJSqVSuWLHim2++aWpqqqysPHPmzOPHjxUKhZub26lTp0DfUFFRMWvWLEgx2r17d3QXBw8e5PP5INSqr6+HIEEKhfLkyROdTjdgwICCggKSJCUSCVxJUlJS7969V61aBXZ6Npvt6uqqF0iIpt7I+aMXw4SmXe3IodtOe98vaq3TERa0slQqvXDhQmxsbHJyckxMTHR0dFxcXFRUVExMTGxsbEJCQlRUFJvNTklJEQgEYWFhSUlJEokkOjo6Ojr6woULLBYL9oyMjOTz+cXFxVQqNSgoaOvWrS4uLnfu3Fm8eLGxsfGcOXN27twZHBy8d+/egICAn3/+mSAIKyura9euxcTEpKWlCQQCGxubzZs3p6ens1isjIwMNpsdERFx69YtHx8fKpXK5/MvXryYnJwM6YrKysoCAgKoVCqXy01KSrp06RKHw5HJZF9++SVBEPPnz9+1a1dwcPAff/yxYcMGPz8/giCmTZs2Z86cBQsW5ObmBgYGLlq0KC8v7+LFizExMfHx8TExMUwmk8lkpqSkSCSSixcvxsfHR0REJCUlRUVFXbx4kc1mZ2VlRUdHnz9/ns1mx8bGwofo6GiZTBYXFwetd+nSpQsXLly4cCEpKYnH4wkEgvj4+LNnzyYmJiYkJERERLBYLA6HA6fgcDiRkZFMJjMxMTEiIoLNZmdmZrJYLDhIcnIyk8mMioo6e/ZsVlZWenp6eHh4bGwsh8OJiYlJSkoKCwsTCAQSieTUqVMJCQlsNjsyMjIhIQEkI5mZmUwmMyYmBjqIzWYzmcyLFy/KZLLo6OiLFy/GxsYmJiayWKwzZ87s2bNHJBJxudyoqKhz586x2eykpCTYPy0tLS0tLTY2NjY2Fu6Rw+GwWKyTJ0/OmzdPKBSGhYVVVVUFBQXBklCn06HQHB6PRxDE0qVL/fz8LC0tr169mpubS6fTf/311/Lyci6Xu3Hjxk2bNt2+fXvt2rW9evUCWVb37t0Jgujdu3fXrl2JVhgZGXXp0gVJtwiC6Natm7GxMWwxMjIaNGgQQRABAQEPHz5cuHDhlClTYDJ+/PjxRYsWFRQUZGZmjho1avfu3RUVFba2tmCez8nJyczMhISCNBpt+fLl8+fP5/F469ato1AoJSUlcXFxCQkJcXFxoJiJioqKj4+XSCSxsbHwsMB2JpPJ4XDEYnFkZGR0dDT85a2IjIwEXyRJks3Nze9S//Gt6HSERZJkbm7u8OHDwaLk6upqb2/v6urKYDBsbW2dnJxA/EKj0dzd3YcNG2ZiYjJnzhwPD49PP/2UwWDY29uPHz/e2dnZ2dnZ0dFxxowZgwcPHjx48IQJE1xcXLy9vel0uo2NzdSpU01NTWH2pNVq4YX88uXLH3/8ceTIkaampvb29gwGw8PDw8PDg0qlOjk5TZ482dTUlEajMRgMCoXi7e1tbW1NoVC+++67kSNH9u/ff9q0aVZWVj4+PpBAburUqTY2NoMGDfL09PT09OzRowfkfkOmnOfPn7u5uQ0bNmzq1Kljx45lMBhfffXVyJEjhwwZ4unpCWYyZ2dnV1fXqVOn2tra9uzZ093dnU6nu7m5WVpaMhiM8ePHT5w4sXv37q6url5eXlZWVu7u7i4uLg4ODl988YWpqamFhYWrq6urqyuVSp00adLYsWO/+OILCoXSt29fZ2dnDw8PJycnBwcHJyen8ePHjxs3rnv37m5ubnBeJycnW1tbaAFoECqV6uLiQqfTaTSak5PT/PnzTU1Nhw4d6unpSaPRKBTKhAkTxo4dO2/ePCsrKxMTEy8vL9iZTqc7ODhMnjzZzc3NxMTEwcHB3d3dwcGBTqc7Ojq6uLhMnz7d1NTU2traqRVg5hs3bhyVSu3Xr5+bm5unpyccx87OzsfHh06nm5mZ2dnZeXp6uri4ODk5WVtbe3h4TJs2bciQIZaWluPGjbOzsyMIYujQoTAZEYlEEF6Tnp7+ySefEATh5eX1008/2djYQIP4+PjY2NgwGAwajebh4TF58mSwY3755ZcTJ06cMGGCm5ubg4PD/PnzR48ePXr06MmTJ7u6uo4cOdLT0xMORaPRzMzMPD09x48fP2nSJBh1np6eDAbj008/NTc39/b2hvFMpVIZDMacOXN69erl5uY2ZcqUfv36EQRx7do1tVqdnZ1dUFCg1WrZbPawYcNMTU3HjBljZWX13XffQRvSaDRHR0cnJyc6nW5vb+/u7j558uRPP/3Uzs6OwWCgZ8TBwcHe3r5///5eXl5OTk7QrW8FPG7IHQR4DxlzpyMspVJ55MgRGo2GT2jhA5qgwvpFrVYnJSXt3LlTLpefOHGCxWLhdRxg54yMjAMHDpDYSh5eti9fvuzTp09paWljYyO8zcBsMXXq1FmzZqFIC9y6z+PxwsPDFQoFmm8nJyeTJCmTyf744w94EuD4cK7nz58fPHgwOzsbroogCCganJubW1hYqNPpamtrx40bh2fdzc7OPnLkSHNzM25Famlpqa2t3blzZ2Vlpa61CBVqh0OHDqHiPegvcrmcz+cfPXoUrVW1rQlJqqqqtm7d+uTJE9wgCJEru3btArsJbnKqq6tLSkqCnKgAuNTm5uaSkpLQ0NBXr16hfpHL5SqVqqWlJSgoCJY2eH8pFIrw8PDExETcowIHFIlE+/fvh0A/dLSKigoWi3Xs2LFHjx6BxAG3yxw9elQoFEJToAZpaWlJSko6efIkfC0oKCAIomvXrt9+++1PP/3k7Oz83Xff/fjjjxMnTgQiAwtaUFAQeIT11lDnzp2LjIxEUT7o2q5cuXLo0CG48qamJj6fr9PpmpubGxsbQ0JCQFGFVrsVFRVSqTQ1NTUxMRFdv1wuh+7gcDiHDh3SaDQtLS0bN24cPny4l5fX0qVLvb29p0yZ8vPPP0+ePNnCwsLHxweVOAsJCcnLy9PzRDU0NLBYrIsXL5JvmiA1Gk1wcPCOHTvQebV/AbVavXbtWjabjYyPmnZTfv8VOh1hkSQZGhrq5eUFnzWtBWbe2nwJCQlbt25NSUnBi5egYREVFbV+/Xp4PFD4O0mSd+7cWbNmzYABA8BMcOXKFXAh19fXu7m5hYSEkCQJdih0qPPnz/v7+4NpE0b569evweLu6+sLqh8U3gW2NU/mAAAWTElEQVS66lWrVgkEAnQ9PXr0OH78OEmSQqEQTGl37tzx8vIqLCyE543H461atQqsvwAY0/fu3Vu3bh1QCYnRt1qt3rFjR0REBLLXIONFdHT077//jsY0IqCioqKVK1eC817XKsIAg9emTZugNjruatRoNOfOnfvjjz+amppQLgo4RWZm5po1a2pqauDIyFjW0NCwfPlyPp+PTgGN1tzcfPDgwdDQULh+lHe4ubk5JSVl5cqV6IwobJDH4507d+7BgwfoRiCnMMjNz58/jxpKp9M1NTUplcrIyMjAwEC0XSQS9e3bd9CgQdOnT/f09Bw0aBDMJSdNmtS9e/eBAwcqlcrff/8dslaRbxoBDx06dODAAdiOjNwkSfL5/JUrVzY0NEC7QUipVqt9/vz54sWL8/LywG+ARk5TUxOTyczKykL+DWRIio6O3rBhA9lKlL/++qulpaWdnZ23t/ewYcM+//zzqVOnTp482dnZ2crKCnhw+fLlly9fRg8FuqqzZ8/u2rULxiFur7xz587YsWOPHDnyLtWhNm/erNeq7e//VnQ6wtJoNPv37/fy8kJSPbzh0FCA3hKLxaNHj2YymWSbZEkcDmfDhg1gqsSFdpWVlcuXL79//763tzfUoXjw4MHdu3fBC+bp6SkQCODgaGCdPXt227Zt+JMMOHTo0OLFi8EdjpxlYA/++eefxWIx7v7v0qULlOS8d+9eXV2dQqGAUmOgp+dyuUuWLGmbBfju3btLly4FDzc+c1SpVAEBAcCAei1z7tw5Pz8/PL4afKnXr19fvHgx1EwHwzbs39zcvHr16ri4OKRgQCP+0KFD6MbxU/D5/GXLlt29exc1OLTY8+fPfX19cU0synwQGhoKWaJIzJWp0+kSExPRSwU6C90+m81G7gjUiXK5fNu2befOnUMnRY0WERHh5+eHz8LEYjFBEMuWLeNyudHR0UuWLAkODo6Li2Oz2e7u7t26dTt8+DCYitD40Wq1SqUyNDR0z549+NiDV6ZQKFyyZAm8zICAamtrpVJpbW3tokWL8BAiaOS6urry8nKJRIJs3sgFHBkZCVV5UEeMGTOGwWBA0NiaNWvWr18fHx+fmJi4atUqY2Pj4uLiCxcuMJnMtsu00NBQRNPI9K7T6WQy2c6dO7du3QpTzvbXdwqFIjg4OCwsDHd66Hne3wWdjrC0Wu2+fftQkQj8NYI3HzwJLBbL19cXrQSRx72oqCgpKQleyGg7SZI1NTXbtm2DWBkKhZKeno77/tVqtaurK8wOEMRisVgshncsjAYYxKWlpX5+fo8ePSLfdLHV19cnJiaCYB13pRkZGUFaUbKVQWpqatzd3Z89eyaTyVavXv3s2TM9sUxFRcVvv/2G0i0h56BKpfL39z9z5gzZqg+APyqVSiaT+fvvv+OKLfjL1atXly9fXl5ejloVrexWrFiRmJhIttFMHDlyJCgoCD2x6OwCgcDX1xdSd+IviRcvXgBNk29qHRQKxd69e0NDQ4Hv8A6NjY1dv349rATx/e/cuVNRUSEWi+GScJn7mjVrIiIi9E6tVqtPnz4Nwiu0saqqqmfPnqBTByQmJr5+/RoNEnd3dw8PD9TgyMV8+PDhvXv3or5DLSYUCn/99VfklkU9fvjw4SVLluTk5LT1xK1du1YqlRYUFEBzaTQaOFpkZCS4g9HOkyZNgtT+0M6ZmZkoaV9zc7NAIDAyMoLpDxqB0DihoaF79+5FrK1tTeuWkZGxYsWK+vr6S5cubdmyhcSMp2+FVqvdvXt3eHg4PgLfQ9nQ6QiLJMn9+/e7urrCZ3gFkdhSCKetqKgomFQjNDQ0XLt2DYnUcQFkeXm5TCZrbGyE/qZQKBBUWFNTAxao5uZmd3d3DocD82eVSpWbm3vjxo3m5ma97I7l5eUZGRlgMkAAZbZAIAAWw7UwWq0WYtZUKtWjR4/gFV1XV+ft7b1+/fojR46gRQeS/1VXV/v5+ZWUlOjdvlwu37lzZ2xsrFqtxg0ZWq02Li4uICAAFwrAHKGsrGzlypVt67w3Njb6+/uzWCzyzfSVCoXi4sWLQUFB+KHgs1gs9vPzg8cPn/neu3dv9erVyImBtr948WLv3r3nz59HMjqASqVKSEgIDAx8/fo1Tqz19fX379/ftm2bUCiEmRpaSSmVym3btiUkJKCd0UT43LlzUKUZoaKigiCIiRMnkiRZXV0Nmqw///yzoqLi5s2bhYWFcM19+/YF4oAG1Gg0p06dCg0N1aMktVotEonWrl3b2NiIlrRwYXfv3p07dy4ab7ikZufOnTExMSRJ8vn8srIy9D6IjY0FBkH48ssv+/Tp09LS8vDhwxs3bjx9+jQhISE+Pv7Bgwfl5eUPHjxobGycO3euq6srDFTU6WFhYXv27IGT4jLg/Pz81atXQ2abw4cPoztqP0nphg0bgLDId8vk81Z0OsJSqVTnz593c3NDfQ+kg9oaDIewJSEhYdeuXcigrlQqYTjC4MBV4DU1NUVFRWjR0dzc7O3tDWvJ3NxcSKT98OHDefPmsdlsnU6nUChu376NQiLI1gGh0+nu3buXn5//8uVLyAQC9mCdTgcVn1BdX12rGEqpVEqlUoIgmEymTqfLysqCZeC9e/dsbW1nzZqFJi9wyxqNprm5eevWrbm5ueiukfn86NGjcXFxUAoYtQ9JkiKRKCAgAKVkQs95bW3tmjVrwAKC5F0wJQwKCkpNTcVXCi0tLUqlMjExEVLKoR6B1r558+aGDRuePn2Kv3iVSmVLS0twcDByMOEiLBCd4XQMPC4Wi/fu3dvQ0IDoGNq5trZ2y5Yt9+/fr6ysFAqF8Cv05sGDB6OiovCc1HAZLBZr//79arUa6VqfPXtGEET//v0XL148d+5cd3d3Hx+fGTNmWFtbjxo1CootOzk5LVu2zMfHx9jYePPmzXCoo0ePogqDyB1BkmReXt6ePXsQWeD1KH19fQ8ePKjRaPDlPBjsYmNjITfpjRs3gHxVKlV6enpgYCBqUpIk586d27t372+++WbOnDngjoQaGVQq9euvv/bw8PD29p4xY8b3339PEMTixYvBYK/T6VgsVnBwMLokspVhq6urly1bVldXBzcSEhICtQ7bh1ar9ff353A4aCGs9455R3Q6wiJJUiAQDBgwgEajWVpa0mi0sWPH0mg0GxsbGo1mb29vb2/v5OREpVKdnZ2HDBnSv39/Z2dnBwcHZ2dnW1vbUaNGff755+7u7hQKhUKhgPfXwcFh9OjRI0eO9PLyguAbBwcHgiDGjBkzfvz4YcOGDR8+3NXV1dHR0cjIaMSIEe7u7vb29mZmZi4uLgwGg0qlOjg4wBnpdPrQoUOtrKw8PT379esHvn86nW5nZ2dubg76CQj9AT0EhUJxdXWFtEdDhw4FKQZE+YwdO9bY2Njd3X3ChAnm5ub29vYUCoVOp4MLfODAgfPnz6dQKE5OThA/NHLkSGtra1NT04kTJ9LpdGtra1tbW0tLSzqdTqfTe/XqxWAwXF1d4WIg2IhGo/Xv33/06NE+Pj4WFhagh3B0dHR2dra2tjYxMZkxYwaFQgGtwKhRo5ydnd3c3IyMjDw9Pd3c3Ozt7c3NzV1cXCwtLUE4YmVlNXHiREdHRyqVamtra2Nj4+bmZmZmNnDgQB8fHysrq3Hjxo0dOxb0B5aWlgMGDLC3t4emgOuxs7NzdXXt0aMHjUZzdnZmMBjQvyCwGDhw4NChQ729ve3s7CAQytzc3MPDY/To0Z9++unMmTOhF8zNzaFNHB0de/fu7eDgAN0HPUuhUCDn1MCBA/u0wsTExNjYuG/fvv379+/Xr1+fPn169uzZt29fSFNFoVBGjx49YsQIkGJYWVnBwHN0dBw/fryxsbG5uTmK04Lx5uLi0qNHD2AWOzs7Op1ua2trbm4Og9PMzGzcuHEwbECMQqfTnZycoMcnTZpEp9OpVOro0aONjY179uxpamrat2/fXr169e7de/DgwV26dOnatevgwYO7d+/er18/U1PTzz77DLJoWVhYgHLFxMQE2plGo0F3gOrC2NiYRqNNnz7d2toaunX48OFwOgqFQv0LjB49mk6nw9zzr3xc74LOSFgkSWZnZ1++fFksFkPpEYlEIhAIMjIyRCKRRCLJyspKS0vLyckpKCgoKiri8/mXL1/OzMzMyMgoKCjIzc0ViUQ5OTlSqTQtLU0kEmVmZmZmZspkMoFAAF8lEklpaWlxcbFUKg0LCzt+/HhRUVF2dvb169cLCgp4PF52drZUKoXLkMlkaWlpGRkZYrE4PT0dchWlpKT88ccfaWlpcDSRSCQQCK5evSoUCgUCgVAoFIvFQqFQKBTKZLKCgoJHjx4VFRUVFRWFhoaGhYVlZ2fn5+ffvn07Nzc3NTU1Ly8vKSmppKSEx+Px+fwbN25UVFRcvnyZx+OJRCJYH0FA7LVr1+BrTk6ORCIRi8USiSQ9Pf3q1avZ2dkZGRnJyclisTgnJyctLU0mkxUVFeXl5UkkEqFQyOfzZTKZWCwWCAQCgaCiooLP54tEImilvLw8kUgExany8vL4fH5qaqpMJhOJRFlZWVwu9+rVq4WFhSKRCPoF7prH4127dq20tDQzMzMtLY3H4+Xk5KSnpwsEAqlUevPmTRCXSiQS0L6KRCKRSFRaWpqbmyuRSFJTUzMzMwUCgVgsTk1NvXLlSnFx8ZUrVyAbZ25urlQq5fF4WVlZJSUl0LYSiQT6GhSwt27dEovFUqk0PT0d+kIgEDQ2Nt68efPWrVtXrly5ffv29evXKysrDx8+DOetqKioqKioqqoqKyurqamprKzMzs4WiURFRUUgQZBKpUKhEIYKl8u9ceNGTk5ORkaGQCDIz8/ncrlw5SUlJfn5+UFBQTAyocfz8/NTU1OvX7+elZUlEomkUmlsbGxISEh2drZEIiksLISUhDByiouLb926VV1dfe3atcrKytLS0vLy8srKysTExNjY2Hv37t25c6esrAya5eHDh/fu3ZPJZBkZGZcvXy4uLs7Nzc3OzhYIBOnp6TKZ7NKlSxKJJC8vr7S0lMvlSqVSLpdbXFxcXFwMAmZovbciPT0d2IrETFcGHdbfQy+Gtm1aRSQwQVvQqg258DRvxj8js7SuNRwMh0wmgwqDYBXCDcN6UaB4KIlKpZJKpSApeGs5AHRVenEtQqGwqKgIfdVbwcGeTU1NeAlistWzjmfL0gvZITGbCzJRw+UplUp0R+hi0LQfT2OPbDeolVDgDolpkfSkD7ARNQLuoERGH3QBKHwa2RbxEyFXIAiC9BpHb2wAYJmPFHPa1nAodDGoWSD8BT4jU6beUNHrO1g745F6+F2TJPns2TMYPAjgQ8DXlQ0NDWKxGNWXR22rwmp9485ZEvMn4p5KNHph+YnW1+hfeH4k/CLxTv8r4B2EnNHvMcnqdIRFvmkaxGVHMHpQOVLkm9NrXJyk0BOIEx965EiSVKlUmZmZKDAVdT8y9pNYNTrdm0mQce8S2TpSYX98GOG9rtPpRCIRCEfx+4XHRqlU4j4mPdMvjEL4+tZHF10h+WZlDQScIsk3sznjPI54EL8LuFlkBcPViXqCT/JNmiDbVJltewF6/t9Hjx5lZGS0NaDoOa30dsC1ndCYaH/ESsjbC9vhdvTeYW917+jtg3e9Xph928UUeG/JNztFz5eCf8XjQ/GYUHQlujcDv/XaAUWJ4neha1Mm9q3AHz09RdE7otMRFnrz434KnJgQ8E7Fn3M0TPWebVwHj9PT48ePIY+C3p7Aa+hf7bxz0B/1uIl8G43euXPn6dOn+AOvdzt6sce47RPpHnAHVludlB6T4goA5PbG5wvoUtER2h4TXSpeuAyv4oHe0no0h98janY050Uf8Evl8/koZxl+KPJNKkRNqufS0ovQxr2Q5F+wnq41PgFvJXQQfJKIz49IjAH1Jv7obQpbMjIyUCastkMCb3P0q97MVO8zeqmglzc+T8R1dmQbSn0r9F4w+L/+I3Q6wjKgMwOeKA6Hk52d3WHqceh0OolEUlZW9n4U8HHBQFgGdAqgmY5CoeByuaAheg+l9QcInU4HUVz4mr2jwkBYBnQK4Gbsy5cv60VHfey4ceMGRFC8X1a8jwgGwjKgswDlk0AV3jsMnjx5Ark92teadwAYCMuAzgJYAILiifwgS8K8N1paWpKTk3H3dEeFgbAM6BRA9HTp0qWCgoKOZ+7h8XhQLfV/fSH/XRgIy4BOAV1rfq7o6GiIHic7kNGdJEmBQABJ5TseF+MwEJYBnQVqtfrFixd6OTA6AJAUCxJmad+ruMPHAgNhGdDRgB5XFIiDxJkFBQWpqanwa8ewYaH5FKqNigQcSEZ769YtuVz+f6kG+OHAQFgGdCigVZ5cLt+/f/9XX321bNmyDRs21NXVabVaCBfvSJZpxM4VFRWQgQdf51ZVVbm6uvbs2dPCwuL169cdYOZlICwDOhRQBM+pU6fMzMx+/vnniRMnzps3D2JcUlNTb968+d65TT5AoBupr6+HeCM8ItXMzOyrr75SKBRffPHF119//T+8zn8KBsIyoENB15red+bMmd9++y14+iG6U6PRXLp0CQ+l7hhGd7L1RpKTk/GA8/v370PhD5Ik586dO2fOnA5wvwbCMqBDAWWksLa2jo+PR1kKNBpNTU1NfHw8CgkmOxBhwS0nJyc/evRIb/KoUCj27dtHEARem+fjhYGwDOiAuHnzZteuXalUqrm5+f79+2Fjfn4+StKgba0g+b+7xn8SQFh8Pv/69euIhUH1fvz4cYIgysvLO4blzkBYBnQ0vH79WqFQyGQyNpu9f//+Xr16QdiKQCAoKyuDfTqk7z83NzcnJwefPIrF4q5du3K5XHyp+FHDQFgGdCgggSjZ+tAOHz78xIkTWq320qVLDx8+bJtI86MGnt+qrKwMEhPCxlu3bhEEgYq/dYwwQwNhGdChoHmzrF5RUZGDg0NTU5NOpzt58iRUA3prPtWPFyg/3507d5KTk4GY7t+/361bt8jIyP9LAvUPEAbCMqCj4fnz54mJidnZ2VeuXKFQKIsWLSJJsqamBgpxk62JNDuGuAGpQ1taWl69epWSkkKSpFKptLCw6Nat27Rp0ywsLLZs2QK01QG0owbCMqCjITU1ddCgQZaWlv369Vu4cGFDQwNJklDQiMSk4R2ArcjWRNvojkJDQ6urq1UqVU5ODtRk2rt3LyjgOwYMhGVAhwKeTR8vEwv1wRQKxV/V7/hIoXcLCQkJ165dg88qlQoV78F57aOGgbAM6GgAaSjUv3j58iVsFAqFDx48IFuLMry17MhHDfAklJSUXL58mXyzZBFaCXYAZYOBsAzomMCrAT19+jQmJgZKMSKvf8ewuJPYRFKj0ZSXlx85cuTatWs5OTkymSw/Px9K3t6+fbtjOEYNhGVAh8K9e/fCwsK4XG5GRgabzeZyuXw+/+TJkykpKX9VH/Cjhl71No1GA+Wsc3NzhUJhdnY2VMauqqrSvVlL9SOFgbAM6FCQy+W1tbUvXryorKxsaGh4/Pjx48ePnz17BqZ3VFexY7AViZXURDUlydaizSRWCFqvtOLHCwNhGWCAAR8NDIRlgAEGfDQwEJYBBhjw0cBAWAYYYMBHg/8HTXi2al6/A2YAAAAASUVORK5CYII=" /></p>
<p>1-стрелка; 2-винт; 3-ампула; 4- корпус; 5-упор</p>
<p>Устройство измерения возвышения рельсов (Приложение Б) содержит кронштейн со стрелкой 1, внутри которого шарнирно перемещается подпружиненный корпус 4 с ампулой уровня 3. На конце корпуса 4 противоположного шарниру закреплен упор 5, опирающийся на спираль винта 2. Ампула уровня 3 фиксируется в корпусе 4 с помощью компаунда силиконового двухкомпонентного, так чтобы центральная риска ампулы 3 совпадала с осью вращения корпуса 4.</p>
</div>
<div class="h3"><strong>Сертификаты, инструкции</strong></div>
<div>
<div class="download__inner">
<div>
<div></div>
<div class="download__title"><a href="https://almasnab-pro.kz/wp-content/uploads/2024/08/shp.02.00.0000-ps.pdf">Паспорт шаблон путевой ШП.02</a></div>
<div>
<div class="download__inner">
<div>
<div class="download__title"><a href="https://almasnab-pro.kz/wp-content/uploads/2024/08/shp.02.00.0000-re.pdf">Руководство по эксплуатации шаблон путевой</a></div>
</div>
</div>
</div>
</div>
</div>
</div>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Шаблон путевой ШП.01</title>
		<link>https://almasnab-pro.kz/product/shablon-putevoj-shp-01/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 13 Aug 2024 08:05:39 +0000</pubDate>
				<guid isPermaLink="false">https://almasnab-pro.kz/?post_type=product&#038;p=1034</guid>

					<description><![CDATA[По запросу]]></description>
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<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<div class="product__tabs tabs">
<div data-tab-wrap="product">
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<table class="table-characteristic">
<tbody>
<tr>
<td>Масса</td>
<td>2,5 кг</td>
</tr>
</tbody>
<tbody>
<tr>
<td>Размер (д/ш/в)</td>
<td>1700x90x210 мм</td>
</tr>
</tbody>
</table>
<table class="corporate-style" border="1">
<tbody>
<tr>
<td>Диапазон измерения ширины колеи</td>
<td>1510-1550 мм</td>
</tr>
<tr>
<td>Диапазон измерения возвышения одного рельса относительно другого</td>
<td>-160/+160 мм</td>
</tr>
<tr>
<td>Предельно допустимая погрешность показаний при измерении ширины колеи</td>
<td>± 1 мм</td>
</tr>
<tr>
<td>Предельно допустимая дополнительная температурная погрешность в условиях эксплуатации</td>
<td>± 0,6 мм</td>
</tr>
<tr>
<td>Предельно допустимая погрешность показаний при измерении возвышения одного рельса над другим</td>
<td>± 1 мм</td>
</tr>
<tr>
<td>Цена деления линейных шкал</td>
<td>1 мм</td>
</tr>
<tr>
<td>Сопротивление электрической изоляции между упорами, не менее</td>
<td>50 МОм</td>
</tr>
<tr>
<td>Максимальное усилие на рычаге тяги подвижного упора, не более</td>
<td>10 кгс</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div></div>
<div class="h2"><strong>Описание</strong></div>
<div>
<p><img decoding="async" 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" /></p>
<p>Устройство измерения ширины колеи состоит из корпуса 7, выполненного из алюминиевого профиля. К корпусу крепится неподвижная опора 2, изолированная от него втулками и прокладкой. Подвижная опора 1 по направляющим из изоляционного материала перемещается по корпусу 7. Измерительные губки упоров опор 1 и 2 имеют высоту 16мм. Собранный узел тяги 4, вставляется в корпус 7. На концах корпуса 7 закреплены пробки 10. На тяге 4 выполнен паз, в который вставлен конец ручки 9. При нажатии на ручку 9 узел тяги перемещается вдоль корпуса направо. Другой конец ручки шарнирно соединен с рукояткой 5. На тяге 4 закреплен винтами указатель 11, перемещающийся по шкале ширины колеи 12.</p>
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" /><br />
Устройство измерения возвышения рельсов содержит кронштейн со стрелкой 1, внутри которого шарнирно перемещается подпружиненный корпус 4 с ампулой уровня 3. На конце корпуса 4 противоположного шарниру закреплен упор 5, опирающийся на спираль винта 2. Ампула уровня 3 фиксируется в корпусе 4 с помощью компаунда силиконового двухкомпонентного, так чтобы центральная риска ампулы 3 совпадала с осью вращения корпуса 4.</p>
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<div class="h3"><strong>Сертификаты, инструкции</strong></div>
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<div class="download__title"><a href="https://almasnab-pro.kz/wp-content/uploads/2024/08/shp.01.00.0000-ps.pdf">Паспорт шаблон путевой ШП.01</a></div>
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<div class="download__title"><a href="https://almasnab-pro.kz/wp-content/uploads/2024/08/shp.01.00.0000-re.pdf">Руководство по эксплуатации шаблон путевой ШП.01</a></div>
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		<item>
		<title>Шаблон путеизмерительный ЦУП-3</title>
		<link>https://almasnab-pro.kz/product/shablon-puteizmeritelnyj-cup-3/</link>
					<comments>https://almasnab-pro.kz/product/shablon-puteizmeritelnyj-cup-3/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 13 Aug 2024 08:03:55 +0000</pubDate>
				<guid isPermaLink="false">https://almasnab-pro.kz/?post_type=product&#038;p=1032</guid>

					<description><![CDATA[Масса 3,5 кг Размер (д/ш/в) 1710х100х255 мм Диапазон измерения ширины колеи 1510-1550 мм Диапазон измерения возвышения одного рельса относительно другого -160/+160 мм Цена деления линейных шкал 1 мм Цена деления шкалы уровня 1 мм Пределы допускаемой основной погрешности измерения размеров ± 1 мм Электрическое сопротивление изоляции не менее 20 МОм Максимальное усилие на рычаге тяги [&#8230;]]]></description>
										<content:encoded><![CDATA[<div class="product__tabs tabs">
<div data-tab-wrap="product">
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<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<table class="table-characteristic">
<tbody>
<tr>
<td>Масса</td>
<td>3,5 кг</td>
</tr>
</tbody>
<tbody>
<tr>
<td>Размер (д/ш/в)</td>
<td>1710х100х255 мм</td>
</tr>
</tbody>
</table>
<table class="corporate-style" border="1">
<tbody>
<tr>
<td>Диапазон измерения ширины колеи</td>
<td>1510-1550 мм</td>
</tr>
<tr>
<td>Диапазон измерения возвышения одного рельса относительно другого</td>
<td>-160/+160 мм</td>
</tr>
<tr>
<td>Цена деления линейных шкал</td>
<td>1 мм</td>
</tr>
<tr>
<td>Цена деления шкалы уровня</td>
<td>1 мм</td>
</tr>
<tr>
<td>Пределы допускаемой основной погрешности измерения размеров</td>
<td>± 1 мм</td>
</tr>
<tr>
<td>Электрическое сопротивление изоляции не менее</td>
<td>20 МОм</td>
</tr>
<tr>
<td>Максимальное усилие на рычаге тяги подвижного упора, Н(кгс), не более</td>
<td>98(10)</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div></div>
<div class="h2"><strong>Описание</strong></div>
<div>
<p>Путеизмерительный шаблон ЦУП-3 — высокоточный измерительный инструмент, который позволяет определить ширину рельсовой колеи и возвышение одного рельса над другим.</p>
</div>
<div>
<div></div>
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</div>
</div>
<div>
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</div>
</div>
</div>
</div>
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			</item>
		<item>
		<title>Шаблон путеизмерительный ЦУП-1-01</title>
		<link>https://almasnab-pro.kz/product/shablon-puteizmeritelnyj-cup-1-01/</link>
					<comments>https://almasnab-pro.kz/product/shablon-puteizmeritelnyj-cup-1-01/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 13 Aug 2024 08:01:59 +0000</pubDate>
				<guid isPermaLink="false">https://almasnab-pro.kz/?post_type=product&#038;p=1030</guid>

					<description><![CDATA[По запросу]]></description>
										<content:encoded><![CDATA[<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<table class="table-characteristic">
<tbody>
<tr>
<td>Масса</td>
<td>4 кг</td>
</tr>
</tbody>
<tbody>
<tr>
<td>Размер (д/ш/в)</td>
<td>1710/100/255 мм</td>
</tr>
</tbody>
</table>
<table class="corporate-style" border="1">
<tbody>
<tr>
<td>Диапазон измерения ширины колеи</td>
<td>1510-1550 мм</td>
</tr>
<tr>
<td>Диапазон измерения возвышения одного рельса относительно другого</td>
<td>-160/+160 мм</td>
</tr>
<tr>
<td>Диапазон измерения ординат переводных кривых</td>
<td>40-1400 мм</td>
</tr>
<tr>
<td>Диапазон измерения ординат переводных кривых</td>
<td>1430-1480 мм</td>
</tr>
<tr>
<td>Диапазон измерения расстояния сердечник крестовины-контррельс</td>
<td>1470-1500 мм</td>
</tr>
<tr>
<td>Диапазон измерения ширины желобов</td>
<td>40-320 мм</td>
</tr>
<tr>
<td>Цена деления линейных шкал</td>
<td>1 мм</td>
</tr>
<tr>
<td>Пределы допускаемой основной погрешности измерения размеров</td>
<td>± 1 мм</td>
</tr>
<tr>
<td>Электрическое сопротивление изоляции не менее</td>
<td>20 МОм</td>
</tr>
<tr>
<td>Максимальное усилие на рычаге тяги подвижного упора, Н(кгс), не более</td>
<td>98(10)</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div></div>
<div class="h2"><strong>Описание</strong></div>
<div>
<p>Шаблон путеизмерительный ЦУП-1-01</p>
</div>
<div>
<div></div>
</div>
</div>
</div>
<div>
<div></div>
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</div>
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			</item>
		<item>
		<title>Путеизмерительная тележка ПТ-7МК</title>
		<link>https://almasnab-pro.kz/product/puteizmeritelnaja-telezhka-pt-7mk/</link>
					<comments>https://almasnab-pro.kz/product/puteizmeritelnaja-telezhka-pt-7mk/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 13 Aug 2024 07:58:46 +0000</pubDate>
				<guid isPermaLink="false">https://almasnab-pro.kz/?post_type=product&#038;p=1027</guid>

					<description><![CDATA[По запросу]]></description>
										<content:encoded><![CDATA[<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
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<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<table class="table-characteristic">
<tbody>
<tr>
<td>Масса</td>
<td>16 кг</td>
</tr>
</tbody>
<tbody>
<tr>
<td>Размер (д/ш/в)</td>
<td>1620х580х450 мм</td>
</tr>
</tbody>
</table>
<table class="corporate-style" border="1">
<tbody>
<tr>
<td>Перемещение вдоль рельсовой колеи</td>
<td>Ручное</td>
</tr>
<tr>
<td>Максимальная скорость перемещения, км/ч</td>
<td>5</td>
</tr>
<tr>
<td>Электрическое сопротивление между левой и правой парой колес тележки, МОм, не менее</td>
<td>10</td>
</tr>
<tr>
<td>Емкость памяти регистратора для хранения результатов измерения пройденного пути, км</td>
<td>100</td>
</tr>
<tr>
<td>Диапазон измерения уровня рельсовых нитей, мм</td>
<td>±160</td>
</tr>
<tr>
<td>Диапазон измерения ширины колеи, мм</td>
<td>1505 &#8212; 1560</td>
</tr>
<tr>
<td>Диапазон допустимой погрешности измерения ширины колеи, мм</td>
<td>±1</td>
</tr>
<tr>
<td>Напряжение питания от аккумулятора, В</td>
<td>12</td>
</tr>
<tr>
<td>Рабочий диапазон температур, С</td>
<td>от -20 до +40</td>
</tr>
<tr>
<td>Программное обеспечение для постобработки данных</td>
<td>WayMetr</td>
</tr>
<tr>
<td>Обслуживающий персонал, чел</td>
<td>1</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div></div>
<div class="h2"><strong>Описание</strong></div>
<div>
<p>Тележка путеизмерительная ПТ-7МК оснащена датчиками автоматически измеряющими уровень и ширину рельсовой колеи, длину пройденного пути. Вся полученная информация регистрируется и отображается на дисплее. Полученные результаты сохраняются в энергонезависимой памяти прибора для дальнейшей передачи данных в компьютер.</p>
<p>В связи с тем, что тележка работает на рельсах постоянно, в независимости от погодных условий и времени, необходимо обеспечить должный уровень безопасности операторов. Для лучшей видимости тележка ПТ-7МК окрашена в яркий желтый или оранжевый цвет и снабжена креплением для установки предупреждающего флажка или диска.</p>
</div>
<div class="h3"><strong>Сертификаты, инструкции</strong></div>
<div>
<div></div>
</div>
</div>
</div>
<div>
<div>
<div class="download__inner">
<div>
<div class="download__title"><a href="https://almasnab-pro.kz/wp-content/uploads/2024/08/pt-7mk.pdf">Руководство по эксплуатации путеизмерительная тележка ПТ-7МК</a></div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
]]></content:encoded>
					
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			</item>
		<item>
		<title>Скоба для измерения износа головки рельса 08601</title>
		<link>https://almasnab-pro.kz/product/skoba-dlja-izmerenija-iznosa-golovki-relsa-08601/</link>
					<comments>https://almasnab-pro.kz/product/skoba-dlja-izmerenija-iznosa-golovki-relsa-08601/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 13 Aug 2024 07:57:00 +0000</pubDate>
				<guid isPermaLink="false">https://almasnab-pro.kz/?post_type=product&#038;p=1025</guid>

					<description><![CDATA[Масса 1,5 кг Размер (д/ш/в) 330х200х50 мм Диапазон измерений вертикального износа, мм 0-25 Диапазон измерений бокового износа, мм 0-25 Цена деления шкал, мм 1 Погрешность скобы, мм, не более ±1 Описание Скоба 08601 предназначена для измерения вертикального и бокового износа рельсов.]]></description>
										<content:encoded><![CDATA[<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<table class="table-characteristic">
<tbody>
<tr>
<td>Масса</td>
<td>1,5 кг</td>
</tr>
</tbody>
<tbody>
<tr>
<td>Размер (д/ш/в)</td>
<td>330х200х50 мм</td>
</tr>
</tbody>
</table>
<table class="corporate-style" border="1">
<tbody>
<tr>
<td>Диапазон измерений вертикального износа, мм</td>
<td>0-25</td>
</tr>
<tr>
<td>Диапазон измерений бокового износа, мм</td>
<td>0-25</td>
</tr>
<tr>
<td>Цена деления шкал, мм</td>
<td>1</td>
</tr>
<tr>
<td>Погрешность скобы, мм, не более</td>
<td>±1</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div></div>
<div class="h2"><strong>Описание</strong></div>
<div>
<p>Скоба 08601 предназначена для измерения вертикального и бокового износа рельсов.</p>
</div>
<div>
<div></div>
</div>
</div>
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<div>
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			</item>
		<item>
		<title>Ампервольтметр ЭК2346</title>
		<link>https://almasnab-pro.kz/product/ampervoltmetr-jek2346/</link>
					<comments>https://almasnab-pro.kz/product/ampervoltmetr-jek2346/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 13 Aug 2024 07:55:46 +0000</pubDate>
				<guid isPermaLink="false">https://almasnab-pro.kz/?post_type=product&#038;p=1024</guid>

					<description><![CDATA[По запросу]]></description>
										<content:encoded><![CDATA[<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<table class="table-characteristic">
<tbody>
<tr>
<td>Масса</td>
<td>2 кг</td>
</tr>
</tbody>
<tbody>
<tr>
<td>Размер (д/ш/в)</td>
<td>200х250х100 мм</td>
</tr>
</tbody>
</table>
<table class="corporate-style" border="1">
<tbody>
<tr>
<td>Диапазон измеряемых температур</td>
<td>-30…..+50 С</td>
</tr>
<tr>
<td>Предел допускаемого значения основной погрешности</td>
<td>±1,5%,±2,5%</td>
</tr>
<tr>
<td>Степень защиты от внешних воздействий по ГОСТ</td>
<td>14254 IP42</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div></div>
<div class="h2"><strong>Описание</strong></div>
<div>
<p>Ампервольтметр ЭК2346 используют для замеров силы и напряжения электротока. Также прибор способен определять сопротивление и вычислять среднеквадратичное значение силы тока. Модель рассчитана на профессиональное применение.</p>
<p>ЭК2346 относится к измерительным приборам магнитоэлектрического типа. Подвижная рамка-катушка закреплена на растяжках. Корпус выполнен из ударопрочного полимера с высокими диэлектрическими свойствами. Крышка снимается, под ней находятся органы управления и механизм. На фронтальной панели ампервольтметра расположен переключатель режимов работы и измерительных диапазонов, регулятор для установки ноля, корректор, поводковый механизм. Модель укомплектована ремнем с чехлом для соединительных проводов.</p>
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		<item>
		<title>Теодолит электронный ТЕ-20 GEOBOX</title>
		<link>https://almasnab-pro.kz/product/teodolit-jelektronnyj-te-20-geobox/</link>
					<comments>https://almasnab-pro.kz/product/teodolit-jelektronnyj-te-20-geobox/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 13 Aug 2024 07:53:41 +0000</pubDate>
				<guid isPermaLink="false">https://almasnab-pro.kz/?post_type=product&#038;p=1022</guid>

					<description><![CDATA[По запросу]]></description>
										<content:encoded><![CDATA[<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<div class="product__tabs tabs">
<div data-tab-wrap="product">
<div id="product1" class="js-tab-item active">
<table class="table-characteristic">
<tbody>
<tr>
<td>Масса</td>
<td>4,8 кг</td>
</tr>
</tbody>
<tbody>
<tr>
<td>Размер (д/ш/в)</td>
<td>320х160х150 мм</td>
</tr>
</tbody>
</table>
<table class="corporate-style" border="1">
<tbody>
<tr>
<td>СКО измерения горизонтального (вертикального)</td>
<td>угла 20&#187;</td>
</tr>
<tr>
<td>Увеличение, крат</td>
<td>30х</td>
</tr>
<tr>
<td>Поле зрения</td>
<td>1°30&#8242;</td>
</tr>
<tr>
<td>Диапазон работы компенсатора вертикального угла</td>
<td>± 3&#8242;</td>
</tr>
<tr>
<td>Минимальное расстояние визирования</td>
<td>1.3 м</td>
</tr>
<tr>
<td>Интерфейсный порт</td>
<td>RS232</td>
</tr>
<tr>
<td>Влагопылезащита</td>
<td>IP45</td>
</tr>
<tr>
<td>Питание</td>
<td>осуществляется от аккумулятора или батареек АА</td>
</tr>
<tr>
<td>Диапазон рабочих температур</td>
<td>-20°С &#8230;+50°С</td>
</tr>
</tbody>
</table>
</div>
</div>
</div>
<div></div>
<div class="h2"><strong>Описание</strong></div>
<div>
<p>Теодолит электронный ТЕ-20 GEOBOX.</p>
</div>
<div>
<div></div>
</div>
</div>
</div>
<div>
<div></div>
</div>
</div>
</div>
</div>
</div>
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