Концевые выключатели EMAS серии L52
- Призматический металлический корпус и крышка
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Один кабельный ввод PG13,5 или М20х1,5
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Сменные блок-контакты
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Внешние соединительные отверстия
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Разнообразный ассортимент товара с широкой линейкой чувствительных контактных блоков - альтернатива для всех видов применения
Технические характеристики:
Механическая стойкость : 10.000.000 операций, мин. (50 цикл/мин)
Электрический ресурс : минимум 1.000.000 операций. (20 цикл/мин)
Рабочая Температура : -5 / +40 °С
Степень защиты : IP65
Рабочее напряжение (Ue) : 240В
Рабочий Ток (Іэ) : 3 А
Напряжение изоляции (в Ui) : 500В
Рабочая частота (F) : 50 - 60 Гц
Сопротивление изоляции : 10 МОм (500В постоянного тока)
Категория применения : AC15
Диэлектрическая прочность : 1.500 В (за 1 минуту)
Сечение кабеля : 1,5 мм2
Габаритные размеры корпуса:
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAVEAAAGqCAIAAAA9QeDPAAAgAElEQVR4nO3d918T66Lv8fNPcO6++55zEg0dQ1E62BtgwQKioIhLUewFsfe+dCn2jmJZS5RlVxRrRAEVbCAqS4UFCgKCQgqEtLk/hJPNJjAJyfA8hHzfr/lBkiczI/DRyWTKfzAAYE3+g/YKAABRaL5rqqmpafFIWVnZu4ICsVhMZX2g80DzXZBGo1m+ZKnuS5VKtXPHDgGPL+DxfTw9n2ZnU1w3oA7Nd0HXr13rF9hb9+WmDRsEPP7WTZvTb6ePHhlqy++W9+YNxdUDutB8VyORSPy8vHXNV1RUOAhsN2/cqP1SLBb3C+w9ZfJkausHtKH5rmbr5i0CHl/X/NEjRwQ8/rdv33QDDh88KODxqyqrKK0gUIbmu5SPf3207y6w7y7QNT87buaIkJDmYwoLCwU8/r27d2msINCH5rsOjUYTNX5CoJ//vNlzdM33792n+f487TAnO/s9iYk01hHoQ/Ndx43r1wU8/u20W0sTEnTNu/UQ6t7M63i6e6xdtZr4CkKngOa7CKlU6u/tEzMpWqPR/FvzLj22bNrUYrBXz16rV64kvo7QKaD5LmLblq0OAtuiz58ZhmnefKCf/8ply1sMdrZ3+G37dtKrCJ0Dmu8KtLvudBk3bz4uNjZs9Ojmg4uLiwU8/q20NNJrCZ0Dmrd4Go1m4oRI7VE3u3cl7t6VODw42F0o3L0rsaSk5OD+AwIev7q6Wjf+ZFKSgMcv+/qV4joDRWje4t28cUN7XK3+9OTx4y+lX2z53XbvatpLL2+QDx04aMK4CLrrDBSheYunVCoV/y4hPr5PQIBCoVCr1QzDLE1IEPD4hw4cfP7s2aTIKAGPn52FQ+6tF5rvgpYmJPQNCNR9WV9fH79gofZ/fhcHxyuXL1NcN6AOzXdB9fX1Lc6Z1Wg0z54+Tbt5s6SkhNZaQSeB5gGsC5oHsC5oHsC6WHzzeWLV/tJG/ccb1Jp8iepSpaK0QU1+raAzuFChyPqprFa08guQ+VN5uryVXxtrYPHNX6lUDMyVSpSa3DrVH98U6z/LI/NkXk8l/ykS/0+G2EYkvl+jpL2OQIeNSKydHJ5Ihr+SxRc2HPnS+KBGWSZXH/nSGJUvo72CdHSF5nU/WhuReNhL2Z4S+b1qpWOmxPeZRPug3zMpJuuZAp9Ltb8bjpmSnDpVrVLzrFZ1trxxekH9Px/961fFMVNC91eXli7SfHxhw9SC+t7Ppf98JP6/j8T+z6X8DHH/XKmNSLz8r4Y71UpM1jPdrW7asrMRiae8rZ/3oT7ohbT7Y7GNSOyWLQl/I1v4ocFGJA5+KaX7q0tLV2h+YO6/fngqjeaTTJ32XbG7RD7rXX3Ac2nmT2zbW6mgF9KwN7KNn+Up3xQv61QSlUb3FLbtLViL5gGMgeYtGJoHE6B5C4bmwQRo3oKheTABmrdgaB5MgOYtGJrX0Wg0xUVFb/Pfyhvk+s/W1NQUvC1ofsEca4bmLRia1yopKRkWFKw9Sb6nq9vvZ842f/bSxYvO9g4CHt/J3v5CynlaK9l5oHkLhuYZhtFoNMOCgoVOzieOJ125fHn0yFABj5+VmaV99vKlSwIef+aMGXfv3Jk3e46Axz+fkkJ3halD8xYMzTMM8/rVKwGPn3r+gvbL2tpaT3ePxQsXMQyjUqn6BgRGjZ+gVCq1X06Jjvb39lEoFDTXmDY0b8HQPMMw5eXl6bfTm18bJzIiQnuhy6zMTAGPf//ePd1TjzMyBDy+6MFD8uvZeaB5C4bm9Wk0mkH9B8yOm8kwzMH9B5zs7RsaGnTPNjY2Cp2cdVfCtU5o3oKh+ebUanVZWdmGdesFPP6zp08Zhpkzc1aL+9IyDBM2evS0Kb/QWMHOAs1bMDTf3Ldv37S77tesWqV9JGr8eP2r2cdMih47ahTxtetE0LwFQ/PNyWSyk0lJw4KCXRwci4uKGIaJjIiIjGjZ/JTo6NEjQ2msYGeB5i0YmtcnkUh8Pb3iFyxkGCYuNjZ0+IgWA8LHjJ0SHU1j1ToLNG/B0HyrVi5b7uPpyTDMvj17hE7OjY3/uvabUqn0ELpa+X1p0bwFQ/MMw2Q8epR+O735I2tWrfIQujIM80gk0t64TvdUzvPnAh6/xXhrg+YtGJpnGGbd6jVCJ+efP39qv2xsbBwycOD48HEMwygUCj8v7+lTp2k0GoZhNBrNnJmzPN09Wj0m33qgeQuG5hmGKfzwwZbfLXTY8KzMrBe5L+JiYwU8/uVLl7TPnjl1WsDjL01IyHn+fPXKlQIe//jRY3RXmDo0b8HQvNbVy1eETs7aD+ocbe12/bZT+x87wzBqtfrAvv22/G7aZxN37lKpVHTXljo0b8HQvI5UKr2Tnn4rLa2mpkb/2ffv3qXdvFnwtoD8inVCaN6CoXkwAZq3YFw1n/VT+Ubc+havRKl5WWftG8Mk1So176SqRrWm1WfvVis/ycy9Hxmat2BcNT/nff3WIjnDMNUKddZPZXJZ4/KPDWFvZK5ZTTfDMX8RYKTsWqWNSPwPkdjnmWRSfv3Gz/LzFYpX4qYL1Ie+kp01+1ZzaN6CcdV8+BtZ83tgjX4tW/pXw/GvjRk/lE9rlTYi8dSCekxkph5ZEhuRuLhenV6t3FfaOO99/ZAX0uY/HTRvDjTfJCpfZiMS8zLEvAyxjUhs+0Qc8lI6/0PDgdLGY18bbUTixBI5JjLT+DyZjUh8rUqx82/59IL6/jnS/84Q/59mPx00bw4030S3bc8wjFipefG/d7mNypc5Z0qwbU+Sdtu+b450WkH99mL5lUrFO6lK/r9v77FtbyY036R58/oa2tifBB1BqdGoNG1+w9G8mdB8E/bmofNA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC803QvKVA82ZC801Ymq+vrw8aNNjX0wsTmUno5Bw6fATDMA9rlHZPxC0m7SXu9R9v18TJTExe6JK/Gsz/jTUZmm/C0vzXL18EPP6zp09zc3IwEZj2793X09WNYZg6peaVWNVi4meIFxc26D/ermnmu3qXLImZM2nv5PtMYiMSv6hTlTSYe+8tc6D5Jgabx/2bicnOyg709WvrWcvdtp9aUG8jEpt/sz0zofkmaL7z6KrN98uR2ojE16sUhJfbAppnFApFSUlJREZJ7L2Cu3fu6E/JJ08KePz0W7dbfRYT59OmDRsEPH5bz/a5X7o5+6/vVVXm/NDJN6/SaP7fI3HfHOmOYsq7iq2x+S+lX/bu3j1/7tzw0WP8vX1s+d3sunXvviNVuPF40OAh+tOAPn0FPH6rT+lPAh7f+MFWNRn/nQnw8WUZ2S0502HGCgGP7+LgOHTgoKkxU9avWfvk8WNN27e+0Ue++Y8y9T8fibcXy6cW1JNcrj4ral6j0YgePJwaM8VBYDs1Zsq+PXsu/vnn0+zsL6VflEolV5/V+Xp65Tx/bv58up6D+w/Mmz3H/Plot+2lUumH9+/v3rlzMilp1YoVvdzcB/UfcOJ4Ul1tnTEzId/8tSpFnxxp2neF3zMO3oqawyqaF4vFRw8f7hfY26tnrx2//vr1yxf9MWi+o3HbfIsH5Q3yi6mpo0aMdHFwXL5kaeGHD+wzId/89mL59IL6onr1P0RiOdXbH3b95l/kvujtHzB6ZOiVy5cbG9vc94PmO1qHNq/z5vXrhPh4Z3uHHb/+yvLjJt/8L2/rE/+WazSa/8kQ50to7g/uys2r1er9e/c62zscOXTI4Js9NN/RyDSvVfC2IGRoUNDgIfl5ea0OIN+8S5bERiR2z5bYiMSpFTR33XfZ5r99+xYZEdG/d583r18bMx8039FINs8wjEKh2LnjNyd7+507flMoWjZGvvlz3xSReTIbkfhMeSP+nzdLq82/Kyjo5ea+YN48iURi5HzQfEcj3LxWfl5e0OAhocOGy2T/VjiVz+fTviv65FDegcd0yeZ//vzZNyBw544d7ZoPmu9oVJpnGEYul4ePHrN8ydLmD6J5C9aiebVaHTMpemrMlHZ9Wsug+Y5Hq3mGYb6UfnHrIbyddkv3CJq3YC2a375t24C+/cR1Rn1I2xyx5nNzc6VS+j948ig2zzDMtStXe7q6lZeXa79E8xasefO30tJcnV0KCwuNfG1dbV12Vva1K1ePHz3W5/zT4afvJR07fv3qtafZ2SZnabD5o0eOaI9Ic7K37zKTgMcfHz6O/TtjTvOVlZWPMzIuXbx45NAh98sF0Sev/X7m7L27d4uLioyfSfyChZEREWq1mkHzFk3XfHl5uauzS9rNm8a8qqGh4dCBg+5Cob+3z5jQUXGxsf5nnww5fnP61GmjRoz07uXp7+1z4/p1E9bHYPMH9u3XHjeam5PzV5cwa0ac9l8x9u+Mac3/+PFj04YNTvb2/QJ7h48ZOztupuvFvJGJZyZFRg0ZONDR1m7OzFnFxcXGzEoikfQL7J184gSD5i2arvmtm7fE/jLVmJeknDvn7+0zPDj4kUike7D5tr1Go0k9f8HLo2d01EQjf590DDafdOx4zKTo2F+mDgsKrqmpadfMO6FtW7Z69eyVuHPXiJAQ9pHtbV4ul+/fu9fNpUd01MT8/Hzd48237cvKyhLi453s7FetWGHMN/PmjRuBvn5KpRLNWzBt8zKZzF0ozMrMYh+s0WhWr1zp5+V99fKVFjv59N/P19bWLl+ytJeb+9v8t8avjzHNT586TaFQzJoRFzRocFWlWeeH0bVh3Xo/L+9PHz+l3bzJbfMNDQ0xk6KDBg/JfPKkxVP67+cLCwsnT5w0qP+Ab9++sc9WpVL19g+4fu0amrdg2uZPJScPCwpmH6lWq5cmJPQJCCgtLdV/tq19ePv37vMQur5+9crI9TGyeYZhVCrVgnnzfD29TiYlXUxNtbhp4oTIQF8/7XYQt83LZLKo8ePDRo9udV9sq/vw1Gr14oWL+gX2bvVkiuaOHjkyJnQUmrdgVyoVA56LB/TtdzE1lX3k0oSEAX37lZWVtfosy37740ePubn0aL55ycL45hmGUavV2nfCEWHhEWHhzf/cCafw0WMEPP6Avv0iwsKHBwcLePz3795p/yIcNq9QKMaNDRsfPq6t3aht7bdXq9Urli4L9POvqKhgmb+4rk7o5Lwq8yOat1RXKhVeD8p8PD1ZTqhgGKbgbYGTvX3Z169tDWD/rO637dtDh48w5jP/djXPMMy0Kb9o9yoxDHPl8uWw0aMNLoIWpVIp4PG138Pa2loBj19bW6t9isPmTxxPGtR/QH19myeZs3xWp9Fo4mJjF81fwL6I9WvWDt51Fs1bqiuVCqerhevXrGUftmDevBVLl7EMYG++vr4+wMfX4KYEg+bbZkzzNTU17kLhw/sPWMawfz7/pfSLs73Dq5cvWebw+tUr2zkb0LylulKpEFzIP5WczDKm7OtXR1u7os+fWcYYPCbn6uUrvp5eBj+3R/NtMab51StXTomOZh9j8JicnTt2jAkdxbJRVldb91+xK8e9+Mm+IM6heW5cqVT899kXogcPWcbs27Nn2pRf2OdjzHF4IUODUs9fYB+D5ttisHl5g9yuW/d3BQXs8zHYvEwmc+shfPmC7b962zkbhz8uZ18Q59A8N25Wyv+x7xb78VjRURNPJiWxz2f5x4Z9pQaO6Fy8cNGu33ayj0HzbTHYfHFRkX13gfY4ORYxb+svVho4/zx0+IjrV6+xDPBdvnPEbQPX0uEcmudGaWmpXbfu+idI66jVajeXHkaeRc9u544dCfHx7GPQfFsMNp/55Elv/wBOVnXmjBlHDx9mGTB/7tx9e/ZwsizjoXluPM1muxY6wzAf3r93tndQKpXmL+v0qVMG322i+bYYbP7q5Stc/fXXrlq9eeNGlgG/bt3Gvk+3I6B5bqTfTg8eMpRlwNPs7AAfX06WdfnSJYO/lGi+LQabP3v6TMwkA/+kGum37duXJSxhGXD08OFZM+I4WZbx0Dw30DwxaN5M1th8vkSVXq3kdtqW/tRv5jKWAXuf5LtGz2MZ8F5q7MXJ0DyaN4c1Nr+5SB7wXKq9I2/Acyknk+v98v9KLWAZ4PGw8p8pb1gGJJYYe6kMNI/mzWGNzTMMI1VpbETiGe84u30Ptu2JQfNmstLmX9SpbETi8XmcHfaI5olB82ay0uZ/L1dor+zP1QwNNv/yxUtPdw9OlvXnhVSDV4Dy8ujJfrC31TZ/7MjRuOnTWQaknDsXNX4CJ6u6dfOWVStWsAxA8+Ss+tgwMV9mIxJLlNzcsstg8xUVFQIe34SrYupLOnac/VI8SqXSrlv3v//+m30m1tl86vkLEWHhLANuXL8+MmQYJ6u6fMnSX7duYxmA5skJeyM7/rXR/on4eS03t/Iw2DzDMH5e3lmZmeYva+umzez/e5SUlNjyu7EcFMhYcfPZWQbeZOXm5Ph4enKyqr/ExOi+q61C8+S4ZEkyfypHvJKdbv/liltlTPPTp047fPCg+ctaMG8e+wGbmU+eBPr5s8/Eapv/UvrFlt+N5TIHpaWltvxunBwxOTw4mP1qqGiekB8KjY1IXKPQLPmrYfnHBk7maUzzB/cfMH/nkEajCRo0mP0U+pRz5yaMi2Cfj9U2r1Kp7LsLWM6Gksvl9t0Fbd1V0ngSicTV2YX9cmZonpCsn8r/FInL5OpNRfKQl9z85Y1pvry83NHW7uNfH81Z0MXU1AAfX5brtzAMs3PHjiWLF7PPx2qbZximb0Dg44wMlgHr166bOCHSzPXctmXruLFh7GPQPCHHvzZqD8ixEYn5j8WczNOY5hmGWbxwkcEaWchkMl9Pr6uXr7APmztrtsGztay5+ajxE86cOs0yoLa2tpeb+530dJNX8u+//3aytze4sYDmCVFrNAq1xv+59EqlQqEmtN9eq/DDByc7+5KSEtOWsnXTZoM11tbW9nB0MnjSrjU3f/Tw4TGho9jHnEpOHtCnr/E3FG5OrVZPjZlizD/uaJ6ovjnSG1UGrnlgPCObZxhm9cqVfQICTMhee7lr3TVe23LowMHwMWMNzs2am6+rrRM6Ob/IfcG+lKjxE8aOGtXej1dVKtXihYv69+7zvcrwLQPQPFG0mtdoNGtWrfL39mG/MF4LO3fs8HT3KHhr4IJNCoXC39vnVlqawRlac/MMw6xfs3bOzFnsY+QN8inR0SNDhv348cP4dZs7a/bgAQPYL3Stg+aJotW81uaNG708ep774w+VysABAtXfvy+cN9/H09OYm15evXylT0CAwXkyVt98SUmJo62dwTtPNDY2Tp86bUDffnfv3DE4z/y8vPHh44KHDK3+/t2YdWDQPGF0m2cY5tqVq30DAgcPGJB+63arA9Rq9elTp9yFwulTp7FcEr+50OEjko4dN2aklTfPMExcbCz7RWx0i0s6dryXm/u4sWG5ubmtjvn777/nzprtbO+wZdOmutp2vBdA80RRb55hmMbGxpNJSZ7uHr3c3IOHDJ08cdLiRfHxCxZOiowKGjTYXSjsExBw7+5dI+eWdOy4j6enWGzUJxFo/vWrVy4Ojh/evzdmsLiu7rft210cHH09vUaEhPwSE7M0IWHurNnhY8b2CQhwENguXhRv5L/LzaF5ojpD81pSqfTVy5fpt9PPnj6z67edu3cl/nH27J309NevXjU0GHvIUHZWtrO9Q25OjpHj0TzDMNu3bQsaNFjeYOyVC378+JGbk5N282byyZO/bd9+YN/+i6mpmU+emFC7FponqvM0b76ysjIvj57snzm3gOYZhlEoFKHDR6xbvaZDVtQIaJ6oLtO8XC4fNWKkwatft4DmtYqLioROzg/u3+d+RY2A5onqGs1rNJqE+PjQYcON30DVQvM651NSvHr2Ki8nfT8ZBs0T1gWar6qsio6a2Ns/wIT3k2i+uaUJCb3c3K9ducrlihoBzRNl6c2LHjz08ug5d9Zs067DgeZbuH71Wi8395kzZhj/6br50DxRltt8Y2PjxvXrhU7O51NSTJ4Jmtf3vaoqLjbW093j+jW2m8xxCM0TZYnNf6+qOnr48IC+/YYHB3/+9MmcWTVvXiqVCnh8AY/f09Wtp6tb8z93wsldKNStoZO9vYDHf/L4sfYvYmbzWlcvX+np6hYZEZF28yYnV85ggeaJsqDmVSrV/Xv34mJjHQS2E8ZFXLp4keUyL0bSNS+uqwsbPTp89Jin2dlvXr+2uOnXrdtcnV2eZmczHDXPMEx1dfX+vXsDff38vLz3JCZWVlaaP89WoXmiOnPztbW1+fn5t9LSjh4+vHL5Cj8vb19Pr+3bthUXF3O1CG3zP3/+DB02PGZStPEH/3RCf5w928PR6XFGBlfNa6lUqvTb6dFREx1t7WZMi92547eUc+ceZ2QUff4sl7fvU5K2oHmiOG9ewOP3C+xt5hTo56/ddnVz6TEsKDguNnbThg337t415rSZdkk6djxs9OhhQcGxv0zl6jeYoj8vpLo4OCbEx3PYvE5xUdG+PXsWL4qPjIjoExBg310g4PG9PHqa/+MW8PgGr6XDOTTPDW3zjzMyzJyyMjPz8/N//vzJ1Yq1JXHnLu274quXr9y8caMLTHHTp2v/Rh39rVOpVGVlZS9fvDT/xx0dNXHalF86eoVbQPPcoHvsrQm+ffsm4PGHBQWPDBnWZSYBj2/womCdCrbtibLy5qEzQPNEoXmgDs0TheaBOjRPFJoH6tA8UWgeqEPzRKF5oA7NE4XmgTo0TxSaB+rQPFFoHqhD80SheaAOzROF5oE6NE8Umgfq0DxRaB6oQ/NEoXmgDs0TheaBOjRPFJoH6tA8UWgeqEPzRKF5oA7NE4XmgTo0TxSaB+rQPFFoHqhD80SheaAOzROF5oE6NE8Umgfq0DxRaB6oQ/NEoXmgDs0TheaBOjRPFJoH6tA8UWgeqEPzRKF5oA7NE4XmgTo0TxSaB+rQPFFoHqhD80SheaAOzROF5oE6NE8Umgfq0DxRaB6oQ/NEoXmgDs0TheaBOjRPFJoH6tA8UWgeqEPzRKF5oA7NE4XmgTo0TxSaB+rQPFFoHqhD80SheaAOzROF5oE6NE8Umgfq0DxRaB6oQ/NEoXmgDs0TheaBOjRPFJoH6tA8UWgeqEPzRKF5oA7NE4XmgTo0TxSaB+rQPFFoHqhD80SheaAOzROF5oE6NE8Umgfq0DxRaB6oQ/NEoXmgDs0TheaBOjRPFJoH6tA8UWgeqEPzRKF5oA7NE4XmgTo0TxSaB+rQPFFoHqhD80SheaAOzROF5oE6NE8Umgfq0DxRaB6oQ/NEoXmgDs0TheaBOjRPFJoH6tA8UWgeqEPzRKF5oA7NE4XmgTo0TxSaB+rQPFFoHqhD80SheaAOzROF5oE6NE8Umgfq0DxRaB6oQ/NEoXmgDs0TheaBOjRPFJoH6tA8UWgeqEPzRKF5oA7NE4XmgTo0TxSaB+pMa76xsXHfnj33791r/qBEIrl548aqFSvmzZ6zLGHJjevXZTJZqy9H89xA82AC05qXSqUCHn/F0mW6RzIePfLu5Sng8b17eY4JHeXr6aX9c25urv7L0Tw30DyYgJPmqyqrXBwc3Vx63E67pVKpGIZRq9UZjx75eHq6OrvU1NS0eDma5waaBxNw0vyRQ4cEPH7q+Qsthj0SiQQ8/v69+1o8jua5gebBBOY0H+Dju3Xzlgf372/ftk3A41dWVrYYptFo7Lp1nzNzVovH0Tw30DyYwLTmlUrlud9/nz93rp+Xt4DH106iBw9bDCssLGzxtl8LzXMDzYMJzPysTqPRFBcXn09JiV+wcOKEyLKvX3VP/fjxY1hQsIDHz3vzpsWr0Dw30DyYgNvP5xWKpt9ntVo9NWaKgMdPOnZcfxia5waaBxN03DE5crn8418fW30KzXMDzYMJcByeWeQN8o9/fczPz//w/n1tba3B8WgeqOvQ5vPz8ydPnPTw/oMWj1t8858+flq/dl3Q4CF23brr9mEKePze/gHz58598vixRqNp9YVoHqjr0Obv3rnjLhQmnzjR4nHLbv7XrdsEPL6H0HXR/AXnU1JEDx4+zc7OePTo+rVr69eu6xfYW8Djjw8fJ5FI9F+L5oG6jt62b/U/PAtu/twffwh4/A3r1ssb5K0O0Gg0ly9dsuvWffrUaWq1usWzaB6ow/v59hkWFDxubFhbm+462qOUSktLWzyO5oE6NN8+I0OGjQwZplQq2YetXbVawOOXlZW1eBzNA3Vovn3upKcLePw5M2dVVVa1OqC+vn7/3n0CHn/lsuX6mwNoHqhD8+12Kjm5h6OTXbfuEWHhu3cl/nH27KWLF1POnTt6+PCMabGuzi4CHn/R/AWNjY36r0XzQJ3J59i4ufQwcrpy+XKLl1t28wzDVFdXHzty9JeYmObnG7i59BgfPm7blq2fPn5q64VoHqgz57y6kSHD9u3ZY3B6V1DQ4uUW33xzUqn0x48f4ro6/b30+tA8UGda8w0NDe5Cof4Jc0bqUs0zDFNSUrJ548agQYN9Pb2GBwcn7txVUVHR6kg0D9SZ/H5eXFeX8/y5aQu14OZ//PhR+OFD80eyMrN6ODrZ8rtNnjhp25atc2fNdrK393T3eJv/Vv/laB6owz689lm1YoVdt+5bNm3SHmanVqsH9uvvILDNyszSjSksLPQQuo4JHYX99tAJmbxtn3ziRENDg2kLteDmFQrFkUOHXBwc/b19bt64UVdbJ+DxFy+KbzFMe3xuSUlJi8fRPFBnzj48X0+v5JMn2zoIlYUFN69V9vVr3PTpAh5/UmSUq7PL0oSEFgN+274dzUPnZE7zPbRXGKUAABHrSURBVF3dBDy+n5f3qeTkdpVv8c1r3b93r09AgIDHd7K3f/Xype7xTx8/9XR1GzsK2/bQGZl53dvCDx/mzJwl4PH9vX1OnzollxtVfhdpnmGY+vr6nTt2ONnZOwhs586avX/v3vgFC10cHHu6umEfHnROnFzr+sP797PjZmqvhHvm1GmD5Xed5rW+lH5J3Llr6MBBQifnQD//TRs2fP3ypdWRaB6o4+o+NgzDvH/3buaMGdryz54+w1J+V2veeGgeqOOwea13BQXa3VuBvn6/nznb6lHnaJ4baB5MwHnzWgVvC+JiYwU8fqCff4tbWTJonqu5oXkwgWnNy2SyAX377dyxg33Y2/y3c2fNLi4ubvE4mucGmgcT4Dg8otA8UIfmiULzQB2aJwrNA3Vonig0D9SheaLQPFCH5olC80AdmicKzQN1aJ4oNA/UoXmi0DxQh+aJQvNAHZonCs0DdWieKDQP1KF5otA8UIfmiULzQB2aJwrNA3Vonig0D9SheaLQPFCH5olC80AdmicKzQN1aJ4oNA/UoXmi0DxQh+aJQvNAHZonCs0DdWieKDQP1KF5otA8UIfmiULzQB2aJwrNA3Vonig0D9SheaLQPFCH5olC80AdmicKzQN1aJ4oNA/UoXmi0DxQh+aJQvNAHZonCs0DdWieKDQP1KF5otA8UIfmiULzQB2aJwrNA3Vonig0D9SheaLQPFCH5olC80AdmicKzQN1aJ4oNA/UoXmi0DxQh+aJQvNAHZonCs0DdWieKDQP1KF5otA8UIfmiULzQB2aJwrNA3Vonig0D9SheaLQPFCH5olC80AdmicKzQN1aJ4oNA/UoXmi0DxQh+aJQvNAHZonCs0DdWieKDQP1KF5otA8UIfmiULzQB2aJwrNA3Vonig0D9SheaLQPFCH5olC80AdmicKzQN1aJ4oNA/UoXmi0DxQh+aJQvNAHZonCs0DdWieKDQP1KF5otA8UIfmiULzQB2aJwrNA3Vonig0D9SheaLQPFCH5olC80AdmicKzQN1aJ4oNA/UoXmi0DxQh+aJQvNAHZonCs0DdWieKDQP1KF5otA8UIfmiULzQB2aJwrNA3Vonig0D9SheaLQPFCH5olC80AdmicKzQN1aJ4oNA/UoXmi0DxQh+aJQvNAHZonCs0DdWieKDQP1KF5otA8UIfmiULzQB2aJwrNA3Vonig0D9SheaLQPFCH5olC80Admieqazefev5CRFj45ImTMLWYQoePKCwspP3zaYLmieK8eQGP7+LgaOYkdHIO9PUbNzYsfsHCxJ27/ryQ+jQ7WyaTtXd9BDz+wnnzfz9zFlOLKdDPf/rUae39fr4rKLiddivp2PEN69bHxcaOCAnx7uVp/o9bwOOHjx7T3pUxE5rnRvrtdKGT84f3782c3hUUPM3O/vNCauLOXfELFo4bG+br6SV0cl6WsOTli5fGr4+vp1fO8+dc/e26koP7D8ybPcfIwRKJ5FRy8tCBg3o4OoUMDYr9Zeq61WuOHjly88aNF7kvzP9xxy9YOGNabIf+ffWheW506Lb9q5cvVyxd5ursMnTgoONHj9XU1Bh8CZpvi5HNF374sGrFCqGT84iQkPMpKfX19R2xMti2J8qCmteSyWSp5y+EjxnraGu3e1eiRqNhGezWQ3jp4sVS0LNi6bLZcTNZvnU/f/6Mi411srNfNH9Bu7atTIDmibK45nXy3rzpExAwY1qsRCJpa4yAx8fU1jRhXERb37fcnJxAX7+pMVO+V1V1zE/v36B5oiy3eYZhampqosaPHzpwUHFRUasDfD29nj979uvWbcuXLNWARqPRaAb07ffw/oMD+/a3um2v0WgOHTjobO9w7MhRDes2FIfQPFEW3TzDMEqlcsO69e5CoeihSP9Z7fv57du2rVi6jORadWYD+/UXPXjY6vv56urqmEnRvf0DXr3s2I35FtA8UZbevNbF1FQXB8c76ektHkfz+tpqXiwWD+zXf8a02NraWsKrhOaJ6hrNMwxz4/p1oZNzfl5e8wfRvL62mo+bPn3ihEiVSkV+ldA8UV2meYZhDh046OvpVfb1q+4RNK+v1eaPHj4c4ONbXV1NZZXQPFGdsHm1Wv3p46fioiIT9iEtX7I0eMhQsVis/RLN69Nv/ml2trO9gwkfyDU2Nr4rKKioqDBzldA8UZ2kebVaff/evbWrVoePHtPD0cnR1s5BYOvm0iMiLHzDuvXZWdlGzkepVE6KjIqZFK399wLN62vR/PeqKh9Pz1PJyUa+XC6XX750aVnCkhEhIY62ds72DgIeP8DHd3bczOQTJ0zbF4DmiaLevLiu7vjRY/0Ce/t4eq5bvSb1/IV3BQUKhUIul+fn5aWcO7dy+Qo3lx7jxoa1ume+1Rl69/K8d/cug+Zb06L5LZs2TZk82ZgXVlRU7Nyxw8uj58B+/bdu3nLtytXPnz6p1eq62rrHGRn79+4NGz3axcFxxdJlhR8+tGuV0DwhVY3qtxKVjUi8vVheIOFmz017m3+ckeHq7DJqxMjLly41Nja2Nayutm7fnj09Xd2mxkxpaGgwONu9u3dHjR/PoPnWNG9eKpW69RA+zTa8GfXH2bOOtnYxk6JFDx6yvOfKz8tbvHCRk539utVrjH9rhuYJOVPeaCMSayd+hpiTebar+Qf377s4OF5IOW/k+Nra2rGjRkWNn2DwBLvq6mone/t3BQVoXl/z5pNPnBgZMszgS04mJbk6u2RlZhm5iL///rtPQMDShAS1Wm3MeDRPSG6dyu6JmGGYw18aI/LafZpqq4xv/nbaLRcHx+tXr7Vr/lKpdMK4iHFjw3R76dqyfMnSxYvi0bw+XfNzZs7qF9j78qVL7OOPHDrk1kP4IvdFu5ZSVlY2oG+/hfPmG/PhH5onRKLS2IjE3+Tq+R8a1n0yvMFsDCOb//nzZw9HpxvXr5uwiIaGhvHh41YuW84+rLCw0MnOXsDjo/kWdM072tr5eXkrFGx7c549fdrD0SnvzRsTFlRZWdkvsPeJ40kGR6J5cnpmSx7UKIe+kKZ842Y3npHN79+7NyIs3OSlFH3+rN10Zx8WGRGB5vXpmhfw+Lt3JbKMVKvVI0JC9u/da/KyHt5/4C4UGjzrGc2TE5knO1DayH8sfiMmtw9P3iD36tlLu1/dZJs3boyMaPO0MK2N69ejeX3Nm0+/3fJo5ebOp6T09g+QN8jNWdyU6OjVK1eyj0Hz5Gz8LA99JftPkbhBzc0ZVMY0n3r+wpCBA808Z0tcV9fLzf2RiO3Tu+QTJ9C8vubNs2wrqdVq716e7d3hou/jXx+d7OxLSkpYxqB5clIrFDYisfezNs8/by9jml+8KH77tm3mL2vmjBlHDx9mGXDv7l00r0/b/KYNGwQ8Psuu0MrKSgGPz8mFcQYPGHD/3j2WAWienHyJykYkjs7n7IJHxjQ/dOCg22m3zF/WutVrNq5fzzKg8MMHAY///NkzNN+ctvm42FgBj88yLD8vz10o5GSJUeMnnPv9d5YBaJ4cuVpjIxLPeEeuealUasvv1vw0GJMd3H9g7qzZLANkMpmAx7954waab07b/LCgYPbm7965M3TgIE6WuGj+AvadhWiekHnv63XH5HSeaflHYz81PJ+Soj3YjoWAx79x/Tqab07b/NSYKezNn09JMbiX1EibN25cs2oVy4C9u3cvmr+Ak2UZzxqb/96oLqrneLrz5oNz78EsA95U/OzmFfiyrLqtATUKY/ftHTl0aOaMGexjcEyOPpbr5DR3O+1WyNAgTpaYEB+/c8cOlgGrVqzYsmkTJ8synjU23xEkEomAx6/+/p1lTL/A3g/u3zd/WRvWrV+3eg37GDSvz8jmX7186enuwckSJ0+cdObUaZYBkyKjzp4+w8myjIfmOePVs1dubi7LgHmz5+xJZHt3Z6Q5M2cd3H+AfQya12dk82VlZQIen+XEJ+MFDR7CfiBA34DAjEePzF9Qu6B5zoSNHn3p4kWWAcknT44JHWXmUuRyeaCff9rNm+zD0Lw+I5tXKpVCJ+fHGRlmLq6iosLJ3p7l3ngKhcKuW3f2D/A7AprnjPYOcywD6mrrhE7OuTk55izl8MGDwUOGGjx/A83rM7J5hmEO7j8QMjTIzCvkLV64iH2ffHFRkX13gVKpNGcpJkDznDl65MjECZHsYzZt2GDCDRJ1vldVuTq7ZGVmGhyJ5vUZ37xcLu8bEPjH2bMmL+v1q1fO9g6lpaUsY/68kErlGoponjNVlVWOtnZFnz+zjCkrK3O0tWN/298WtVo9d9ZsI//JQPP6jG+eYZi0mze9PHqadjyFTCYLHT5ix6+/sg8bPTLUmHPvOIfmuTRn5iz2I+QYhkk6dtyth7C92atUqkXzF/Tv3ae8vNyY8WheX7uaZxhm+ZKlvf0D2vt+WyKRjBsbFhEWzn6Bk/z8fBcHx7raunbNnBNonkvZWdkeQleDF7E6lZzs6uzSrutbzpk5a8jAgcZfaBXN62tv8xqNZu2q1f7ePuzbbs3V1daNCR01cUKkwcP1lyUsWZqQYORsuYXmOTZk4EBjLnp17o8/nOzsF86b/+b1a5ZharX6+rVrwUOGBg8Zyv7hfwtoXl97m9fasmmT0Ml5/Zq1bd0aUKu6unr/3r1+Xt5TJk82eBJuXW2di4Nji9uQEIPmOZZ88uTIkGHGnDD78a+Pq1as6OHoNHbUqOSTJ3NzcnRbg2Kx+Gl29rEjRwf1HxDg45t84oQxF8BsDs3rM615hmFyc3LmzprtaGv3S0xMyrlz+Xl5uk/vv375cv3atcWL4p3s7SMjItJvpxtzJbwTx5NGjRhpyt+BC2ieY2KxONDP/9CBg0aOr6utO3bkaHTURE93D1t+t0H9B/Tv3UfA43v38pwyefK5P/4w7eAQNK/P5Oa1ysvLd/22MyIs3NXZxUFgGzxkqI+np1237iFDg9auWv3h/Xsj5/Pp4ydXZxczL51iDjTPvTevX7s4OBrziVoLZV+/3klPv3/vnvk3SEHz+sxsXkej0RR9/nzzxo3srGyDVyJuQSqVDhk4kPwx9jov61SbPsttROLcOlW53KiL83aQLtU8wzBnT5/x6tnr27dvtFYAzevjqnlzzJs9Z3z4OPLH4ejYPvnXqZxnyzk4vthkXa15hmHiFywMHz2G/eKqHQfN66Pe/MmkJF9Pr6rKKipL14rMkx0sbWQYxvaJOLeOwq14dbpg8w0NDSFDg2bNiDN4RfqOIODxdZOXR09MXh49dd+QqPETyP9EUs6dc7Z3yHn+nPyim9v4WT7vfX25XG0jEktU3FwM0jRdsHmGYb5XVUWNnzCgT9/8/HzCi3aysz965MjLFy8xtZimT51m8OoD3JJKpQvmzfPy6Ml+5VIyUisUg19I79coez3l7GKQpumazTMMo1ar9+7e7eLgaPz9Tzmh3bYnuURLQXjbvuBtwYC+/SIjIiorK4ktlEW+RMXLEO8vbYzK5+YOTibrss1rZWdl+3p6zZwxg9ixlmi+LSSbP3v6jIuDY+LOXWaeoschuVrzD5F4xCvZps9mXb3ffF28eYZhqqurYyZFewhdN23YwH5EFycEPP6mDRtup93C1GIKHT4iLja2Q7/5Uqn09zNnQ4YG+Xh6Zj550qHLMoHfM6mNSPxnBZ29yzpdv3mtrMys2XEzHW3tJk+cdCc9veP++dfurBoWFIypxSTg8SdFRnXQt/3jXx/XrV7j5tIjZGjQud9/b++n92RMfltvIxK/5egu7Cazlua1Kioq9iQm+nl5B/j4zpgWu37tuuNHj91KS8t786a6urqRC73c3LMyMzmZVRezJzExbvp0TmZV9vXr0+zs8xdSf9uZuGDBwpEjQx0cnObOm//0eY5Crem009SCehuRWKrSqMy7pZKZrKt5LaVS+fD+g+NHj61fu27GtNjhwcEeQtfmn7Fh6uSTLb9bgI9vtwt51C+Ubto0+z1n93cwgTU23yqpVPoNLEFFRUVjYyPDMFWN6jK5RU4/jb68ekdA8wDWBc0DWBc0D2Bd0DyAdUHzANYFzQNYFzQPYF3QPIB1QfMA1gXNA1gXNA9gXdA8gHVB8wDWBc0DWBc0D2Bd0DyAdUHzANYFzQNYl/8PqrfmmJeFzPQAAAAASUVORK5CYIIA)