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	<title>Agora Ministries &#187; Форекс обучение</title>
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	<description>The Columbus inner city youth ministry</description>
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		<title>Как Быстро Заработать На Машину</title>
		<link>http://de.agoraministries.org/index.php/foreks-obuchenie/kak-bystro-zarabotat-na-mashinu/</link>
		<comments>http://de.agoraministries.org/index.php/foreks-obuchenie/kak-bystro-zarabotat-na-mashinu/#comments</comments>
		<pubDate>Tue, 13 Jul 2021 21:13:17 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

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		<description><![CDATA[Содержание Советы Тем, Кто Хочет Быстро Заработать На Дорогую Машину Практические Рекомендации О Том, Как Заработать Деньги На Автомобиле Как Заработать На Машине И Своем Личном Авто Способ 2 Инвестируем В Акции Желание Зарабатывать Как Накопить На Машину С Зарплатой 35 Тысяч Один из самых выгодных и простых способов заработка – это размещение рекламы на [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Содержание</p>
<ul class="toc_list">
<li><a href="#toc-0">Советы Тем, Кто Хочет Быстро Заработать На Дорогую Машину</a></li>
<li><a href="#toc-1">Практические Рекомендации О Том, Как Заработать Деньги На Автомобиле</a></li>
<li><a href="#toc-2">Как Заработать На Машине И Своем Личном Авто</a></li>
<li><a href="#toc-3">Способ 2  Инвестируем В Акции</a></li>
<li><a href="#toc-4">Желание Зарабатывать</a></li>
<li><a href="#toc-5">Как Накопить На Машину С Зарплатой 35 Тысяч</a></li>
</ul>
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<p>Один из самых выгодных и простых способов заработка – это размещение рекламы на своем автомобиле. Пассивный доход не требует вложений, вам не нужно радикально менять свой привычный образ жизни, отнимать у себя свободное время, посвящая его дополнительной работе. Очень многие автовладельцы пробовали себя в <a href="http://aynaavm.com/?p=43791">как быстро заработать на машину</a> этой сфере. Хотя это не самый простой способ, на собственной машине можно успешно заниматься перевозкой пассажиров, что вполне логично. Обзвоните службы такси, найдите компанию, условия сотрудничества с которой могут быть для вас наиболее приемлемыми и выгодными – с гибким графиком, без жесткого плана.<br />
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P6wj/MzXl/pJnvMSh8HRVsNFeguyT4aR7+uHTNHRDNmWIS5bimpZb3W2yCSE+o9cXDluJmim1IMvVi7fygPbBY9/f3xY7kH4+KWZIQtCxbSTcD6YANW3zDGoDqYVKClRSoEFOxBFiD6Y8O3bF29S+h9XZmv1egBDzDy9SmvlLZ/gRim5MV2K8piQwttxJsQobbenrhuq5bOoIpE4F+1sdBO3GO0ov/0x0EgYIJFHxCbdrY70k460Ek+Q/nh/gZIzNUWGpEajyQ078rriClB97nELADJ4l7RmR/QDybWx4NCjZKrkbcYsum9G50mns1abUG/AcUpshkElpwfdUTtxY398TjKPTLJ6lKgVOMlxySmzT5v5Vehvtv8AxtjO7IyJkOu/bmUK1S6hIZckMxHVtt7qWlBIA73NtsJgm/NtvQ37Y0bGdpOTag7BXAZQ0btuk/KpF7BQA9vUb4q/qDlCNGqqqhlxAdhS3CUMoI1Nk78fs4Alu84jdtQRQcyBhJ7jHo5sE3xMldK84vMQnKbEjTHZxCQy0+NTZJ3UsmwCR3Nz6YfupHSqj9Nckt1KZX/j8wKeShxEVN4raSDcAqspRGxvYd9sG3KDjMCFYjOJU0qYwyvShSluD5UpGDZddpkmkR4xpctFRacV4zxkJLa0WGkBGi4IOq5KiN+BbdnfafSyJbkRZQ4pQDikkJuLXF/a4/Pe21+pwgrWi8917QlKAlxtKSAALiwJ2FrC5vjJAPJmVYiS7IkPJ9YdnMZrra4QYiLdhjXpCnrp0j5VX2v6YRSolMiSnDDdLqNRKXOwSTtubXwyU9T6nk+Aj9SNnFW3T6fwwuajGdOYiTKm1BjLdCFynkLUhtN+SlCVKIGxsATa+2AePYdwPcN5iRiGqktbEr3JHA9T/wBsehxtwWSq+EqH6whCkRn1NNABs6bJCtIKdW9uxPvjzwocVSBBclK0sID3jtoFpG+sI0qVdHy2JsTc7bYIWIGczIwxxFw8hA5x6SDzb88Ipr7ibMlBQpQ1G/bCIKcV/vFADcm/bG92ehMOwUDMfCACBfnHK0nUAjzX57Ww0l6W0QWgCFH7xvhTPedTTys6gokJVpHHviwfgy85GRDnZcVu6S8gngi+GPMNTRoTGjrJSrdVuBhM+UtkeQOe4749jthSg6pIt+weMaU45PUFZzxPYEAMteKoWUrffB7Me5tfUSr09cdha/lBuDg5geFqdT8wKbX45wC63J4hKaQO5yiODsSBb2OFDKGg4ka9gb6tODSwnddj5tzvg9jw1NaUtWNwQfSxvhQuDOklY+JtfoqjJYyJGRlOW01FbAMtStll8pGpTm/lVwPS1gDbEiqPVfIeVlu/GV+G28AAttiy1qsLDgi5t74wxTZ8+AhcdmW8hh23iNpWQF24BHfnCyG0/OeC1vKLjhFxe5A4sP3d8eP1PoKW3tZZZwZ0azkAgTTk77SeXqK6l+jU+ZVpFrCTIkhrw/dCUp8pv6H8cNdM6s9WOqk1FCyRS3m1Mm5Uyi6GUb+ZSyNvqdyQfpho6VfZbzTnViNWs0lykUdyykIteVLB/YQq2kX+8sg8WHpq3J+T6HkanIy9lWlIiRmR4ilJQFuLVxrWve6yCNySOQDa2ELdF6fpOFXc0drrd+SJDcrdDIseTHzP1KqpzLXktoKRN1KZiqHmSG0m9zc3BUBckbJvfFrMPkhRElSS0ASsb2JN7eotse9tjbBobS2sMhPjrsfK0pKR7+bsOdhyPQmweocMUtCKhJjJ+JcJ8NFwAyD3A+78xv3wNrGfAzwJslaxiVH1o6o0rpbR0BIL+YZzSVxYnIaSPldeHexKtKeDv6YxPmKrVzN9ak1ysy35cl5etTr5KlqP8v5Y+hXVXpTlnqjTksZhhaZTLSxHmISA6xe2rf02F0m42FrHFb5H+zLk/Kb/AMfXZCa3MQ4CylSSlpBBNlaTfUoAb6iPod8PV2pQm4dzCe7uZfi9NM8s5YTnBNFmIphUEh4psrSQTrtzo7XtbfCB8NjVoDitVzdIA1K97+/JNyd9vT6EFlCm3GfDZUCPDKVIBSbix58tuBbv3Hpl/rd00yjl6YiRRZSGXpS7OU22oNAi+oeiSex98Eo16n9+JZqLfpKbYYSsgJQjVpCXFJ5J+oxo37HbdPpmaqxMkRda/gdOvw7+EguJ838vpbFJMUxpkIQ2gJCQAUi4APoAeMWp0PzOxlPM6fi1PIhTWyxLLfZBIJ/gnHO1euHkyp4m7KP4Np7mu5E6itNxIiXTUUNOXUppXB7G3ci+Mp9T+mmdMydR67Mo2WqnIZkzCqNoiq0+HwhN+1hsBjVkKK1UKhEn5N0inoSFl925bWvcEnkna24woXXypiSiYpxt9qUdTLI0qUALFO1+D3uOcMbxYh3nA/qc5GNB/i5MpHot0OrvT7NUXNOdG2GXUNFEWOFXKVLAClqV2sCRb1N+29qZqoEGnyZEqfU5jrEi75ZtZpu1ibnv6D0G17YfqpAg1OB47kmMhxtvxShshSrW+8pR3OKR62dcUR8tv5LojpcmKSlubMQrZLe1m0nfzKOx24JHe+MhErXY3UsWPY/kHfRlP5zzPFrmYqhUYwtHcfKIwP8A6Sdk/TYXwMQhyS5PY8VCQjzfKVb/ANf9MDCLjJ4jws2jEuyhyJTAagmO68ylPzuDzJP1G2H5VDhVRKv0g0rQE3Sq+6T7emAthmMENM/rF86b2/f2x5IUunPGdFS4sqsFJWrUBf0SD/HH1tgG4M+fqM8yE5pyHNiNqqDBW9HFwFp2WB6kd/wxG6ZU6lSj4T6G5EYcLuryj19sXjFlKnsJdUGkkm5HFtu4JxF8xdPYtRUZkA/DuqB1Bs2DgPIN9v3YSt0n+pIxTqCvtbqRtkRqrDDkiUiQ04CC20oJSfrbfFT9VOhLtVQqsZYfBUykkRVHa1uEnsScTWqZJzPQloq2Xm48mM0VJeYdWpB25SoA2H9HC7Ks2oz5Jp8mI7GeVupuQohsDvoV9788LIzUnMbfFi8TLdL6Y5yn6/EpSY3w+nxg66kEX9RfUfwB98SBPSExFNGpVDWhZFiy0Qk9yklVjxvfGhqnk116UUuVBsSVOgMOt/2x7hKrbEduPxxGs5UuTRqEYNcbXGW4srZdbKb3Sb9zt/yOHK9UzMAYB1wm5e5XqMr0WhVFpuO2ltlxIOoDxNjwRa/fb8B64fa1Uq5SoceXPU8zBjlIZQV+UqF73AJtcdj3HGEKs3sVOAqlPw0R3Y4IZdRYIcB48xNrX39vwGCoVIzbnqIumxy6GAvS4+RZC/ptc7em2H3AsGDENz9mHU3PVJpbjiAgyo9STd5DZv4aj8qgDsCk4J8es1WSGqe4682oC4YGlCR7qVte3YbjE4yx0Kp9OZD1TWFkAai7ZKAkd7H+eHKoZiyzlsfo+is/FFg6FSi1aOm3cHhw9rJ9txgKbNOCCeJDl2GBzI1EybUJbKXq5MQogbPFITqRe4FxuTb03J9cK15eyhHiyZ9Ykt05mCoshfh/rFrKdSRtewuALK34uBfB9bzwy/anZfbfkTVg63igKkaR8wQBYMoAG55/aO+Geg9PqvmyqR4DcVEqLvJdb8/wkYkA3dXt4i9uByfUb4WXdef4xgRzayDNhyYjy+7U8zzW4WTqSpuBHuFulJSHFgC6lKPzn88NnXpur0OkwssVunR3XqgFSPEAKltJSQLJN7ajv6+g5xrrp101YgNt0+nMJUEJ1OLICSogXO1rJHonj684465dBKR1cyMy9ldLTeZKQVqjF8gFd7amVEja5At+HY4MKFrOTN+Z2GPifOul1+sU2jxKBMdgOUlqo/GgOtJuH1ISlV3EpKwkhI8vy3ueTix809dsoZh6QPdPqT01pVPqzk/42TWGmWUOBsX/AFSSlpK1A35UTYcWxVmZ6XMp0mRTZ9NkQZUR5xp+O82UrbWDYgg7jf8AiPUYj7Y8N/xAlRZJ0KFuQcCdQ3uhBgDidolvskllKW21b7C5V9fXBiJzEpZXOZSAuwKkG1z22GFsTL9UqCVKpUf4xoJ1FCAdSR7hPGEbtJnQVhqfHMbzbhaSL/jbF76m4zzMgWIcx0Yp1KdZddVDfcesClSHAEj63FzguRGTGaSuHEDibble4R7b44gy4qQpD762glSUEAXJAHP7/wB2OTPYcbU0p4EjYG2xtxcYFsPB+IyrAj+5xLjSZavEkos82nyqVtrSewGDY2WJEhtTrcxloJTqV4yVJP0FgcOS2lyqSJWhwOpc0JuLpKbC9zx6bDfCSq1epQaYspdK1KTZRULAAdrYjOWOKu5lawuWsGRI/LejwQW9QfWlVgEk2H54WU6rvMQKkqXESqOmIdCVJuVurWlCQD2tq1e+gjviPIkxFkzZTavEWdKC32+uF7LzrVmyUqYc0rVvspNx+++HdgXkzni12/WES5MeS+JCI6WkkBIQ0kpCSO5wE2uFfvw7ilQpKFS0FQZUoJWLaiR3A9xtsfUYTNR2wtbATZsnShawAU39bbn8b8nAndfiHqDfMIQnVYjClts8HjCpimqQkLdLagNg0bjjv+OFDcZRV5wAewHYYTexfiPJWezPYTBcPhL3LmwJ7HthW1BU04ps3I4GFMGIhRATzh5+DU8gamlAs7bDZXv9ccy6/acTpUVbozph7DYHFsfZ7ruRsq50anZ7ojMqOsgMSnQVfCOA/Po4Pa5IJH3fvYgSIKkkEpFvrhxjxNSdjv8Ad9jjn6i7ehWdCqrBn0YRVYNQjokQExy29ZbXw1tKrjm4vfsN9h7b3j2d8+UHI1DclV6T4C1f2EVofrpK/RIG1vfgfXbGaemHWHMWQ4zlPdabqkWxWw0+TZh2xspJBB077p4JtiO1+pVzNtYkVqv1FyXIkqvY8JHZKRwkDtbt9TjzhUKxDGPhTiWXQftR5xhZpRUlQIblKTqbEBSAbIJ/tNfOu3cWuO1jjTmVc4Qc9Ulmv0aWHmVKssptrZcABKCO1tjfje97YyF0z6SVfqBU0xoiPh4TRBky3B5G0+g9VEcAfuxsGgZYouT6LFy9QIyER2RslNgp1X3lLPcmx3577AYoMC3t6i96oP8AMeHlNOIEdyTYqJCdSzdZI3APa23Nued8NkhUdkBw/rVWvdA4H8t/x+g5V1Bb1LjP1CquBmLHb851aTpG9hYbqN9rDclIHOKE6h9VqhXQukUBJhwgClRTst4bcnsPYWBtvfa2brVrHMxUpfgdR06jdY2YSnaJlkeLMSnQqR8zbXrpH3iPXcD1OKRcjyqhIckzXXH3njrW84dRWThwVDTqCrajyT9cHNtJaWlSv3b45lmpL8CPqoQcRpdpYab8QJG3oMcwmwVb4eJCQpCgSUp5KrdsEtw0MsKkpSVXNkpItjC+/gzFlg28yRZC6m5iyktqLClSXYhUlwsKXdIIN9WkkX/Df+GLLqXWmq1G8pECAVKOsOICiB72BuO/zeu1xijW2gEk3II8otzbC1qLoQA04tWr1NrG2H13BQAZzLFBbKyX5x6j58zH4ipdf8KOUgFphoMgp7A6bE/Q3xW8qlSnQS7she9ibqV37b/z9cPKILzidRWQAALk84RT1IiA+e5HJGDIGY88yg3j4EZf0UGP7ew/Y9x74GCJkrU74oLlvUc/lgYdFIxzM7mM0jRE/EaqmsJcVITqT5h5UfhyPrjyqFcRal+GgoSjV5XNPHviC5EzclUFE6mzkSYCiEc+W57HbbFm0yo0+qthYLXiI82hY3GPqYWeGtZg22VpmHqFU6TJRGjNHU+2nwnEHWNajtqAG5vYH8cWXlhdTm0uM9WWW0SlIHihu+kq9r7i/NjjumZKojNVeq0anJRKmlIUAo6Sq+x03tzY4Lrddejy5sGKGg1FAbU9qIUt2wukC1rb2uMCucIsutS/zEmcTTWWFQXoKHBKTpkNBdtQ3tf1O+IVlSPEp0JUNiK0llS1ANuIJLSr+pOxx7KVWqqt1VKhDw2yPEmSXdDKVdtzxgqiP0cT3GavXW3Z0pJUl5IKYscJHzeYanTt2AHucc8I93J4jigAYHMXrzNScqRHp1fY/wBnQ4kx0hGt1SzsAkDcn2xE5S5fV6uOUdhlNOXCbS9/tLZC0oUDskEbnbfEpqMKiRXY8jLj8moVcOBD8uXf4fwzyQ2N9V9xwPcYKrbz6Ho36JnP/ptFmlOR0JC3Ec6VpAISL7g8j13Ny4StvszFVdjjiV/mPpVFyK0apUHWpDjaNSFPAkKXcadKdQTue1jycPuVavDoFEciUijuLkyfOG3lqS2wLmxBV5lDvYWG/I5xYFB6fv1uoiqZofMmQkeVu4JbB5A7J/DHb+SGoRm1CQ8IkdB1ttIN7WO5Uo/0cMtqWKhMYmk01aHc7ZkXotMqVfq8VmtyvjPFKQtkqDbaCTtZP0v+Pc4h3UfpdWapnKY5Uqm7S6BCKUwkMpCnngE3Om+yQVcqP7OJTMcqMGoQ643KDqZj3/8AHpSshakpsAsD9myhb1vf63JS8oIeKZdbbVKkui5Q7YlJIF9Xvge0vxGERE/kP+0prIXQ9x3LrsD452NSpshEh7SrUpxKWzpss73Ooi/A3NuLXtk3p/HjxGoNPiJYitbLGkcepPc9ycSWmUX9IKCCizKDqX7/AExKfg4rMZEaOkosblKTz9cNVpsGIvfb5TnqM7EaNSkiDCZCdG5V3PuT3wjrdbplAiO1KoBTBcI/s2ySpQ3/AD2J37X9MNueK/NpJaplGEcS5Dan3H5S9LMRhJIU453O+wA3J4vtjH3X77S2YG6XUMl5QzCai8qzMqU5BSwpkpIP6kpJ+lzuLeuIWHRgRW2O+40/bTzr0tzDV6e9lSIf9ZQVIqjrYsgt/dS72KwbkEfdUb9rZ1g1xMGG/EECM63MsNa2g6semnVfT+GE8lL09Cnn0rVr869Zuoq7mx3thKwxoa8TUCpQIJvse1sKMqWg5ji76xx1HCG+zT5Dj7bL7alWtZ7w1D1sBY74R1+qyKs7uhxIJ+8tSz+ZOC0pIslAQjfkjCnXHMNfiKCllVgEbfjilqVW3Ymy+5cRlNNnum7cV90qVZIbQVH93J5wacv1hhZRIpU1lYvqDrSkW/xWwsiZiq0NbQpkn4ItqJC46Q2sKHfUN7++HJNekVCcKjXpT1QLyQiQ5LeWtWodyo3KrDfBC7AQACN1FlNkV+Hl1FKW5aGH1PoAIVpUUgE8/wB0c+2GWdMQ8w+wtAfSNipfr7YPTJZjvyAl1V1EJasq6e1z9OcJKzIhNw3H2Syp3YFSCR5/ocKKpFmfuPbwK+ZF4tNfmyk0yE1qeddslu/tx/P8MW11C6Lzcl0KgVyChMikzYA+Jd1jU1IF9R0ncg3ANr2IOHToJQoFHbfzbNp7k2oybsRIwSTdKrg6rfLcAn6D8RYde6Y57qtFnwTSpCnagy4EK2CIptqCLKNxsByAo3B2ukY6W0n2mcoElsoJnilpTEe+HcCvCXZK0jkHsf5j62wpn0huKkS03dZe+Vf7/wCBBwgp/wAVEefo9SaR8VFdLaiUnWbXBTz7j34xMqQyJLJivtlXjgFBAubC+3ubkkfRQ745OoJqOI8g3KHEjMdtaitKj4imza/cj1wvjRg6Rt9DbD09llyM6H2EBQ20KB+Y99+N7cYktHy8mWwl5LRUpQuLJ3Ptb1vz6Y5Os1a0jfOzpKvMIw0qklViQAk7aiMSdqmtvtJYjBPio2BtbVhU3SHG3A0414ZP3LfkDiR02iAnUW7atjjhX63yHdmObTScSGKojqSpYb+TdYHCB/PCiJT1EnyW07m+2LMpeXEVF74JtSWpaz4bSinVcnYXHfe3v7jnBkvI82Ala3IoaWmwdTfUE34UD3SextvbthC3VNjiN0XITg9yGQqaRYFB49MSrLtGgGdGFXK0xS6nxlt21Jbv5iL7XthZDozhWbskW5F76fr64eYbKE2Ba2vuf544t2qPcfAzNYZRplJhZbgoymylVIeRdgsNizu9lXJ5N7gk732JNsGZnr1LyRS3ahWnGwp4aEMeEFOuKt78EW3NrC242tik8i5zm5NkuPQWlPQ1kKdjlVkL9SPRVhz7YYcyVirZpqTlQqb+u50tNj5Wkg7JSOLY2PUQlfXMUbT73yeoM3Z0qucZynpClMQkruzFQrytdr8C6vf+FsRp1lKnNfh2uOB2w5mK7bUtSSPc2P8A1wamlF5AIuEqF7nuO+Oe2oe1smOBUrXAjEIqz5Qyr64Mj0xlTpT8W00595LjgTb88OjzDMPSiNodv98LuE4K/Ri5d0pC1qVtukm2DVIScxay6JXYsNpS0Oy2nCABpSoLP5D+eEUthUo2QypDNvKCqxB9cS+h5NqspwARlBFwlYGwKBvvcc74kK8r0ijNrcqJDqgTpCSLH0/r3GOjTSTysQsv+5W0ShyXhrQ3YfTCxdKiwmw6++orUNgPunEjqlWZTZuGyltIF0EDn64ictCn1EuOKNr98OpUF/aKPcxOBEcydqCmmU6UDtbDBKBUohRunDw6gDVtbDZJRfcYOCB1IP7jK/HIVrFtX7sDDiY3iC6lpQP2jxgYOoLDM15COJQ2Xc1V/K6lO0ipOstOqClxyslokftJ9ffF79OOvVPnFMWuk0+S2EhClq1NqV383b2viFZY+zlnaoRU1jNr7GVKRbUJFSWUOLHohoeZRPvbFn5U6QZOpjf6Qy7Q3K5KaFhOqKLoKhwW4wIAG3LithwDbH1BFLdTy1qq0u2Lm+c9TGZkdbAS8iypBUAlI7Wva5POx74QP01cuP8AGuyUMwm7uyZVQPgMEX3sn5l233OkXPBwnpea8jZLoaa1nx56RVIbVg26hOtw9kstiyQOBsAABe9tzQvVLq5mbqpLSxKaTBpAcHwUJknQbH53Lbrt77bi3fFWoitluYFUK8SY5s6zNty2qfklh+QlK1BqbIbHa27DPyp/4zhjprRgsfpKsPoU/JUSoLVqcI55F/8ACCAPTEayzBm1GpClZajol1OSsByUdm2rj7y+B9Bc7fTFz0TpbTsvuomZqraZU8pT4aeyb8aUJ3t/RvhN2bP9RlRtjVSoldqKUhMz4OCrdAQNKik7ajbf8BibUGn0ehoXpktRW20gSJLhAOkdydrfhiPZxn1ai01cjKVGTW3EJ1ttMu+GsDudPJ7cb4yZ1A6q52zRIVDrMqZCQytYXDCPCSnbYKtuTyNxiK1aj7MryWt7V4E1/mn7SPTvJ0d6PQ5Yq0tjgMA6VH0Kv+V8Zk6m9a8/9VqrDpkypvQKZUZseKuLGWUJ8MuAK1kfNtfnEeZi5WplMguKceqMlbYC0o2SlZ5T2v8An+GHOiz4blfosuRTKXHp8Coxn3o7rwK1tpcGobDci99/TnGlwWz8zWzaMkzaOR8n6nm86V9xDjsCL4cNteyWgm/ntxxYAdrYlWUupGU8y1l2jtSVtBhKVreV5QQTxv8AxF8QbqznQQ6MnLuX3mXX3gh1aRbSGwLjV297Ha3N8U7Er1eUgmZW33CkLRp1kJsbXCbDZJtx7Ys6iukY7M0tbXtn4m9miwywlEZQLfKSO49ceBSCp2S6+llttJWtajZKUjcknGF6d1DzTl15M6lZknRlJ30h1S0K9yhV0k+xHc74kOZftTx6tTGsv5vefjtpa1PsU9op+M08FayQEgGxKRyR3FsZXWBuhMPpihyTJL15zvVM4ZiVByYVtUXwkR5M9LZPxS21FQSkchANvN3t6AYyPmpiBmDO8pmnBpbcRtDEharfrnRsoi3AAsPwxZfUn7QGVqrlNvLmQKTU/j5Ki3JlLASy02futoT5ifckX9BxiqcnGmUB2UJsaruzVs3CSy1Hatbe6ioquT2sL777YA1hOTnmHqwSARxEtdgU2gBDKnWwAsBK12sDcXte9wB/HEdzDW4b9VUpkMMMrQgXZSEgqCQFKKU7bkE9r+2CM11CoV9x2XIWlphtzwgy2dQbPNv6thNQaFmmqOop2XIE+Y6+rYMpJ8wO5J4A9ztjVVYGHY8wjku21I40qLl+cFqm5ohQ2kgkLLDzqlG2wCUp5vtuQPfHMymwmGUmliRIU4oWWtATdXqE3P5XxfnSj7GX6apya71FzB4ZeuEU6ErUts//ADHDtfglI29+2K5rPTmu9P5VRZr9UpyGqPOQy2w46sSJQXfQttASU6bDfUtKh6HnFM4UZBmUXcxUiQ6HlOnNocXXKi4mSNw3FCbIJt8yjfseAPxwJOX/AIaK41TpbjqUuF3w3fISNNrgjnbtt9cSaOyucfDU6f1XnQ2VKuokjyjSD7ckC3vg2oTHWKcsLKChB1Mg3GgjkC+/Fhc++FfyH3cQwrXHErqE02y2qU4lhfgrSrwX1kKX7AAgkc3seMIWkIerURpyMt6P8QHHI7QPmSVXKRc3AtsL/icPM6A204mY0Vr1oDqw0rSUXNgPQE/UbDjDn02WxUq3UK5PbQxHpUVxxJS5qKnVXCCdZ830H7sPh8JuAgNmW5i7N3UKrSHWqXSC5TKZFdJ+HhOEKJP/AKrqQFOK2SNR7J2CQAkWd0s64zcv5aqsDNUmTUDGAdp7T69bx1K8zanFD5bm91XJ1KG5N8QrpzGpHx8aTVqezNXPK1IafuE6UuKSFW4+4pPY+cjgHHGaZkatRqlMhR2wXa2mCyG0hKGYyWwEJv6Ekm6uO/BwGyxwQB3M0gKWYyH9TKrPruYnc7CnNRkurSXWoyClGyrd73NiAT69sTDIiW8x0tlTLqkFSiAUC6m3QNt7jf8ADEcqsJdUVIbWwW2W20NJQSkqJI1qULEgH2uBcjbk4HQ/MTOWs5CjVhwCnz1+DZSiQhzsd+Dhf1APfpmsr5deYTSMtd2x/wBWlsUmmR3lLp0uynm3Ag6UlKUOKFyLH6bW25AJtiWUGmxaPUmnli7cklKgRw7xY+mofvHvhdmbLQhOHMlNeJTHsxLLQ3LOoEOED9g2Nx2uO+JG3QE16DFnsKkFwafiECyw2qwUlabbEbXvccAi+2PEa1m1NQf/AEnudzR2DTuQ3x1OZ2Wok8NzIwRrQkKVYfOLHf64Mp+XfAIWGgbXsPX0xPcn5bmSvBk6QUvlTLzahcJeT84AOwSoFKx/dV2tbE2m9MJdOdakpZJjvthbawn5kkEAfUEWP05PA4VFbL7CcxnV37zuPzKmfyq+YxmxmCtxoAk6Tud/Qdu+Jtk5cTNJRTswvDxWTdt7T5k3HmHG9+9+Rziy8sZJaeR8O/HU4Fg3Rbe3c/nfDJX+nzuWalrYYKG1E6CkWKQf4/T+OG1XIxOYbCp4Mj2ZujlahRG6rQ6M3LYI1FxkklSbd0i4Fttx+XOIaaJT4i0rkyHmLW8Rhce7qfXSLhKvYlafcJ4xo/IudKplZtmJJQiTFJAAUBb/AIR6bH92LKfyv0n6lMhMyCw3KULa0J0KSTzY9xgZ0aXnA4MYX1JqR7pisQae8NMepR1NX8odCm1n6gggH1soj+8cHt0FhKdSp0cI53dCgP8ADc40xmL7IbZ1vZYqoeZWDZpw2I+hxEV/ZyzXFlKjGnrOpPzAm3J5OM2+j3VjcVziHX1Oqwe1pTJgwmka2UolOd0obUUp/wDcoC/bi/O9sdtUapVN5DceIFpWCDoSSUj3P5jbnfGmct/ZzYjtIcrCmmG02Km0i5V64mjWVcn5QSVQqelxwC5Ku9vTCq6UD4mG1y9ZzMyULobXZ7aZLrCWWPurdAAt798SD/UjK2VkpbdWJsvggC6L9v8Ani08y16ZMStmOostK2CUjYb/APf88VdVYbqlHU6dRJuVJ7bnb0/lh5KFXkwH5LvIvmSuOLUlqIyWEaVJ8o4t2/jiDzFOylk+IVBBsb+2JjVadrSdZOu1wb/j/H+t8Rx6EtJKSLn19f6/rbDX6j2zPuPci7rKjZCjdN72w3SmQ1dQFu2H6pBCbhSgna53tYDEDzBm2nQErQpxvyn5zuPzxlEexsLNAgTuU7HaBU9bfaxVb/viNVmuxKckoW6gE/Lc7jEZq2d1z3UsU9kPurVZCEoJKj7AcnEipvSSpPxk5l6o1NuiU66lNQ0rCpcna6UhIB03JAudxvt3x1KtIAM2TaqzthZFzXqtW5qo1NjuPaB9wi1vUk2AwMSxxEZShAotFRGhtKJYjoN9rfM4vlayO5uBwLDAxo31qcCddPS8qN55l1ZU8WoVOWzmJ39OVF9pbrL0sakIXp3QlJFkg8hI2uDhrrWb8oUCjx2Ku26tCI6XI1LiHw2XZH+8U7awACrj/wBo9r+9Y+odJyJmOW9l+oR23Uq8RLhWCGnFblNu9iTt6X9cZvqVWqec6g/K8Vbq5jx1LIKAq5upWxvvb9+PpGp1IXhJ4GhTZziE5jrTubMwPCP+rQ2vWlAWpTTQJ2Q2kklI2v2udzthqSKtWp7WXqDGkOpMhtE2QhBKWGLjUdX3Ra4HqTiQVensZByvLrKWWPim0m5QmyS6s2QnfcgC/rfEiyRUns10GmZepVFVR4ymWnqrMDdnpTlrnVb1UpXqrSBawGFKffkwtwwNolrRJlHahw6TlmjMQIDbZQpWmxKQbW1Dk7G9rnEpyzSotRcbmPa5K0ADddhsTwOeRe99sJ4lBqFSpkCKPDjQYKBpu0EaUAbfUi378SXLkrLNEoiKoic38MpZQmSQf16goghscr7/ACgg2OAFcNt7lhAUyZ3VslUl0JkQUOwHkJslaCSUr/aBvftxe3tsMZ66p9PqTUYTcqoIImtJIRUAgX1E7JVxcEm3tvwMaurbS1xQUkDWyVgnY2Kb8c34/fjO+bZqXso1ul1NIVMgJs2QrzLtcpcSPqdx9cKakGtxkYm6CLGwDMz0WEpUF514JLoecbWi58pSSLW7fzx4qC+yt5wJCIiHEJdXp7bXsf54MmOyKTXV/r0pizltrcBH9nr3JPuCTh6iRaw2uXTI1OkToU9XnDDfiFra1zbgW3ufzwc245hVXBwRJnKzT8CI7i9T8V9jQtadyhfr7gi35YOiT5NYWWKU0XFAfK35tvXbCHLWSau7Kj0uLVYr0VYupuozWIpaSBuNbik8W5w9ZyhZbyfR1QmIDDmZVuJSwW5KpGrY2KNCvDWLWN7Ecb4SdiD13Hq0TGDItnGqSMoOOIruhl9tWlbCXkOnV6EoJH5HEPr1PZkVdiSxUmKnDqDSHYxbSpBAIsAU76e4PuL4g1ekVuuSHJlRddUUfMpadKW1fsjbnbi1/bEhyQ1PlS48ONBdkyFrCWm2UFVjeyR6Cx9bce+HxV4kDDsznvYtlhUDAlvUKiMUOnBlplhBfau4lCAFAbfetf8AG+EEjK7mYJpg0GlyZckfMpgfKQLjUpRAAHJJNuPXFgUDLOXotQYYzjXvEluIbQafFcDaEq2AS46SAkXABtt74tSk0+DDjuoMZpmnJUAmM014KEJ2HzfM4rZRuRuT32sm7qpOe5flDHC/EonL32d8usz23+oNZfcU8tKHqfTQpKFLG6UuyLWud9k/grfF5SKPlTLFLZp1BpkCjw4os2hpAbChwrV6q73O/JPOI/LUzNmuiL4jkJlTpVGZcGuO8gpJVa2oq0hCrG/3jp8pxIJMJNfqHw8ZwS/i2PGjxVHW8hSQCtNgCb2NjvwU4GbmPc2H2kHEeskTXW56ojigW5QC21JWNOsdhY+l/wAsUP8AbM6fPU6u0zPqYLyo1VSiJMUjdKX27qbJFxupFxzeyR3xb+W6YvKsyOp95UhhbgcabSsBJJIILfJ5UBYeqR9bk6l9P6b1W6WVHLK2wgVKOH4rhQCpqS3+saI99aQD6i44w/pylqZHc1bg+5Z80KfVMmwYcxyuRqw3NCQuK222FM6u+vzJVpt/f9fwTT3Gc2OtyWpECnx3VAAsNuCPq2ulQJW4jkfNcehO+GnMFTzBSqxIp60fCuQnFx1NuJIK7HS4kqNuRcWHIO43F3+lCO5CaOtmM3LWXLJIQptGw0qN9PzJJBAO55tsM2fxqGHcHUFcndwBI9nfK72S1Nwk1WmzmX9LpdhvqdQm6b2JICrji1jxhNkh5DMKsRXGQG7NrJQmxsFWB9e5O/piZLi5azS6zRmZsuVUXVeHEZjtuSHCe1glKtR9hc37Wvi+Og32THabmJzMHUWE08txkJaoyFJKSNjrkaSQT3DfHc+mKF/krKsOZixlpbIPEiXSro3Uc81WJmClwAuBDAK5EpH6hKSDYITslSrq1WvouCTvzqCf026O5L6WyumqqLHfbr7LrraFFKpkqQlorS8F72WFtHSQLAhKRbjEtqWbImW6YukUelwXZEOSzGDKWrtRiptSkoUEb3JCEgcguAmww3ZbyY4VLzLmSeFrkSVvojvvJcbjhxzVbWTsLBBCbABSdtrjGDUzEH5ibX9k8CYS6udLsw9JZMBmcGyxOZRKYWlYJsTsgi5B9bi4Ox23GKertElrdbnQGnzICt9IKiDtY2A53/dj6Wfa76d0/qP0hn1akQG3KzlKOqoQ3GQCHmAn9Y3cbG4AIvcAj3OJL/o4ejmWqP0RHUFuqCsyM6OJfktPxm1CA5HU62WULuVdyVXtvbHR06KnGO4F7ms92ZT/ANnJb+csnMirwVLkxmUsT2XkWU60pOzljudQP5g33w9ZcoLnSrqWcqVUeLRXtLbDqybIhPEhpy//AMpX6o+wT2UDjX+esmZYiy2M/UxEP4+lp8GofDuJWp+n7hwFKSoK8MkOAgEgpO9jbEf66dJIeZMos5npjAdn5eDktkNJ1fFxFJBeZBHIKRrTz5ki2PFeoaM6PUNUf1bkTs1agWorHsRvpHTJWX3GXQkiNIdQ2tarK8NzfwHf+FRJbUebO/sglNsUHLLOYqLIpk6Klp6K4UWQu6bhKVj3GxTt2N8R3ovVI+cMitUeqPF92FG+GUvlT8cg+Gv32G229kq3B3sPJjLlOXMcddQ487JJdutJPiJabQrjjUlAXY7+Y442n0e9/d8Hn/El+qbGBIpAywxTpBbKPDVfYpSPN+B74Lz1l9moUNTzbKS8yLpUqwuO3GJXnxSoIbnsOBKHlW2sLfj2+uI5+m2H4imnHA4lfKVG255Ht9MZvr8FhQcibRvIoaVBBXCX+pWlBII1b2sb22GwuN8P1OnQ4zgDamy+hAPiNbDfi37z+OKqzlVHsu5jmwSboec1MhJtpv8A9j9MEws3rjoJDpsfm/K/OMAAcibxNW5NzYWlIbU/rS4QAVK3/r64sl6Sw/T1SmCDdNyQe4xjCkZ6eS6hyM/cm999zbm30sfyti/+lfUKNmOEukPvfr7fqySLK/546vp+vbTK1T8g/fxE9VpwcOvxHya888kkOq39cR2owi+Fa1Enf2B+vriVzY5bUpOk7evfDc4wCfOAn0JGOG7HccxyvbtysrypUmwUnTv7cYhtZp7YcWpXlSNrnb+t/wCu+LCznmOh0COtydNZZWP2len0xmLqd9o7LNHbcQzKa1I3upYBP4Wwaup3OAIUY+JI661EipUt15tCfy/HFOZ26g0WkJdaaeCnAbhQ2FvxxTfUL7R8yrvKNMJeJ2BJ2H4Ypmt5hrWYHluVCQtaVcJJIt+/Ha0vpjN+/Eh3NwJa+cetRklSocouOnygo2G/IxVcmrVeuStTrqykgnRc2G/1wgajtI0rceskmwJviVQKc03oC20EKISgKVpUoniwuL46Hjr0q+wR3T6cvyx6mkOiGXsq0fK1NzCuA03LYYdenTVJ1rKisqQi6hYJ0gEpHPucLJuWcxdSq4a5U/EptPOpMVlfndU0CQDpUbpvsSTYGwsCMGUmJ4XTzJNDLfgmsTS7KUtI+RgrWUpHIuUo39BiwkPuqWltvZSRv7k73/fjkW2GpQW7Md0ie7csbaDkbL+Wn0pp8PXJKCHJS3SpwjuAdkpF+yQOO/OBhdMkKhNh51ZbJNrAar/QfxwMc1nJOQJ3FoLDLHmfPudUZ9bkF551xdjoAVdRuT3PGLM6b0gqdMjwzpaCWUk2NlkXP47WxEI70ZulxUBxpCfEHiJCgANrnV6/164ldGzpTcuMsRYVPXUpD6itfgu6UoKjsNknzW39gMfTjU1g2gT54rIi+6TPMOV0Zmk0+HJZCorckSVi5OpSRpQm3fk3xeFCy9Ap7UWK1DbS80kXOm312xA8rQ3JTtNcksKCXHI6dCQSUrUoAm/pckn2viZ9Rs0nL8s0qhlKqpOSAwkj+ybOynD9LGw7nGq08S4i11hfgRD1KzM/KjLyjl99QWEf7c8j5QDwyCO5JF/bbviT5PocmfRKPBmIYvGKGUhKLJQkXsACebbk7nc4juTcsxn6E7KafQ8p4LWp3lSlA3J97774dF1mrQag1TaCrw5Lim1uOlgveCFKNkITcanF2ISL2sFE8WO9Mmbcxa+zam34loZ7iMoQypp29yGwW+LCwUNvwHbnjfFeZ+6FRc3RmJtMrLkOQxcKb8EkOJKT5Vb3TY87HkYcKxntynx228xOvVFIlJjJcajFL6JAsQypod7G4IuCMLMwZrqM2LRncoOzfiGa3C/ScL4dTb6oTiil0rQoH9XYkk7/AC9sM6qhLLAXiuntZEJXuZbq32eM1QXW3qxSxLiRCsrcjOFaXbK8oULBQABN+OBzhbFaiwx4bcVCEpb0AgbJsOOMa6mwtD6rpCSUjtbf+hivM+Zdy7KTOhzKalue7E8Zp5CRcuklKUq09yQOccfV6Y/6ep2tLqA6+7uZZryFGQp4OKWSLgg2sb8/164ZmpE4T0hEN2p1J9sJjqspa2QNhY38u5G5xI89USpZRWlmrzITq5DYebbivB8kEnYlskAbeu2Lr+z9SqdmHpM7LTT46ai0t9qSVospTiVFSNW9/lKe474FSnlXGYxewr9wHMpumdEZs6iw5WcHVAsykoLLjhSlJOpQbBFtzdRPN9OxGLeTRMi5XoT9NoVLhoQ/HZDTDQT43xbbiUkiytWwCiTfudwdsTWmMsyHlNhkMR5bfhtOHZtLhH6s7b3ukEGwHItffDBT6W9CqcaZIjJbVGfDh0puUgGwT25v4V/Vd/TDIRv1MTqos1JLCVh1JRTYeam3Wg21PlMB10rBADyRpSFb3BAAJvcBW54KcS3Jb2Yc2UiY3NqFPjMRFNpLzzziV6ine6EHUtXy7C3zcWsMdZ4yk1QM8SIiUfEMSgZLLjyxpLDitYVbYkWsL3+YKJFtsT/pXMpNOgT2XWEQ5biyJKZALigNI8JQQo2CbC33ibHjujf7TiKVg12lY35ZypGo8kh6nyXoE8EMTJITHL8htIJbZZTwnQVmwuQbXw9t5Io0vNtOerjakNs09b7CY7qUh1tKkEEgBQ0HUDYA8pAHYtGZKxLiKXXYiyubHUHDVqopQCUoPyx2BY2Fj5jYb7Ac4fslwZlbzjS3mZDsgOwZEqIXkkaWSG1lJSdrfOkb9uNsKDcZ0ckDcIfm+SzTC+mBF8JOlTyVKRpGknz6QQbWJJt81jc/KRiW9KavOlU1dMddW+pC3XmbJ06UKcIt77335N/bELzxWchZQmzIrsxurEKS5Eh01zxH3HVlKQhR3Cb6vD3ta+4UbEMWdMxdScm5Bq+bYksZYgUpK1p8JjXImvLUI7bBUSN1u+IdSQkANk2IIs9pg1bc/Mi2KK8mQz7RfRnKWUeptQzpm2O29CrcUzmaWXfDBlnZxb1rK8O9l6QRqUoi4F8ZNzow1OmFFAM15MKEXpa9aAz4pcsA2htIARZTadO5Kr+oAcMxZjrmYnEyq9NfmSloCVLeUVKUbn5vUkk3PfDGzAnMqROS4tAZJW0tBIKSmxBB7HUefYYcQkOXzxAsps4kn6R50zP0RzqxmEx/14QqNNhPMjxS2r5keYEtuA+4II3tjSLf2qKVXY4odFo8mm1KUtaVKfWFlw8BDJQfnUVHc3+UAAXuMiPNOx5MlIZUtwoCnEuKudVxc78m5wVEemPvBAR5Wn/DaLQ/WqJNk2AJ327Yy29m3maaio4VuDNNT+sWf8tvy5jNRi0ozS294LbCXHH3UKAKlagopI+VRv8AM2E3vuJpk/7QFXzhWo8LP0mI18Y820ib4XhNs6gEjUkXACr/ADAAC+oi17ZipMqVKLz4BffYGrUtACVau9uB3Gw7Ye6ctxMdxqOQdPKCbEggkj04B+lsGD5XKxPUaKt/Yw4n0cpuX48uHKoq5CzEnx3GUNhQ31Ap3/n+GGn/AEa1ZYhdP87dMX2lCRlLMrpQhWxDMgE7d/naWb8ArGDsiVWqjI2W65Jas8/RmnVtblajoF3AQNr6eLcjkd4t9i+keH9pHreyxLcQlTVKkrba0hK1OKkKJtY99VrW5N+2NadbM5si3tXNS/E0HluTHpfUisUIBoxHZLgdbeYQFIS7dYSVF3UUm6h8nJPFrYmHTSXEbYq+RjNbedy7KLDPm12hqKvAQq/BQkFs35KO98V/nzL0f/Wt5EEhirlbT7crw0kBsJTup0gqQQU2ATYWNzqsQUU2p1DKlVpXUth57woT66ZWWnHFL1U5xWlDoJ50LCVk2Fgtyw2GA+rUrqKSVGSvMYDliCPmeZaUz0q6q1DKcd5ApUtQlU1pZ8yozxOpkDklt26Un9nwk8kHFjPVqPGdZqDEhCUVBxbKV3AHiLcWWN9/mUot/VxNu2Ko+0SWazSI+ZaSlEmoZbfNQYQCD40fTpkN37XSQpJ7FKebG8Yc6kOVTLjKlTUqSWvDKkKPmRfZQt8pFgR9ArvjxDH/ANlffz/+x/xgkKZclezvFr9BmwSfDfjJLqUqSdrfOOeedu1sVM7nLwnPNKTqT5ubXJ7/ANeuK+zX1HkiW3X4zzZ+JKi95Rp8ZNkvJHsT5h/x4ruqZ0bD76mH/wBVq1Nm3Y74SdOeeowi44EmXWKtMzEt1aLKbMiP85T95PH/AFxXUbOCxpSXAVJIJ83IwgqeZfj2HEeJqOjQU3/livlylx1LSCSpS7D3xPGCOIYLmXCjNjTSG3gpQ8QqVfX5Tc9h2xL8l9VpeXqkzPhSF+IyQU2I9f4f88Z0NSfStJNrW3sMczMzJgsh9iQtLiD3UT+XpviBCRtEniIn0ve+0lkVNDROnTNMwNJ1tXBuq297YoPqr9tikUyI9EplQQl250tsK8yr+/bGFcwZ3q0kLaXPXdROwUbG+IfIkLlA6jvzvtc4f03pu/3vLSkJxLY6k/aSzZm+Q94TzsdknY3KlHf1xTk+q1KqvrdlOuvKX+0om5vjlcVSW/GQglOoIUq1gD6XwdSqfOqrqI9PYfefdd0oS0m59P8AkPqcdquiugZAhlrA6idLKWwkKIW4VALv2v8Az42+uDCiQfFEeMVJSLhXOn2OLWPQGo5dp0Ou9T8z0rKUWSdYZm6nJi0m1lJjo8xJ/vFI9Th1ez50YyJDfZ6e0CZU6o414aKtVGUuqQb7uIbISkEC+kFPIFyRtgnkyMqIRV54jPkHoRnPNLEWrS4pgQJiAtD0z9U0tItugndVr72v2Jt3leW+kjMevSaJKisyZkacgipSpN7x0rBSphgc69KhdVx6cHC/p9nmr5xdqZl5mnzpz4CKYzUUoSkAJ+dWgW+YqGkHge+y/KdLoxzLFdzJPgT6u3K8NgRnC4hblrqcdWBuQANKQQAATY9uJqNVaCykzr00KRky2c1uSXX48mFTojE2GwsQi4nWkhakpIASRpFgQLD8N8RiRXOptPkRortIoRcd3WFF5K2gTYFQv78c3H1xPHqvSaNBIo6krqUhshS2+U3PzE9rW+UW5vhPS6eXXFzJz7rrrgGpSzubcD8MLpS9uA3MY0wFWcDAhtMp0l5v4qe6lbxFrkcewwMOaHkxxoSjV7AYGOmmjRQAYR9SSZ86aewczS4lGoVLdW3GRYLKQVuKvupe9ubnv9d8aD6c9N49Ejt/HR2VzlbuqQNQQD2377b/AIemCOl+SKXS44egtlEpTCHHxqA0JIunnjbEhr3VzIPT5GlUxdWqSlaUxIIS4par2AJJAG/vf+GPeEhTtnzOyw4AEnX+tVJyA80/KgPS3nkFqNHYQCp502KU3+6LAm/YC/viJ1yDNnGo1+VHeE+rDU401qUUp4DaFchPzH/Ebb4ecqP1PO6WalWqI1BkJPipjhZcW1fjWs8q0kbAWA2xZzeUIMhpnxHbIDfhrsn5kHmx5Sq/CgQRhcoX4zLLBADEXRKioeylGfeK1+ItxKQ4nQEgD2203v8AgDhxFCapNXi1CDTZUwMTmZEthhIUstpbWgLCCQSnzb24JHGF86t07KdJTHaSGW2hpabTtcD+v34ccsUyBmcUafVopRIU2+jQgDU195JTq2G1xv8AxAxSey1QO4Oz+RDmQPqC+xI/TFVmsyKazUKpDXCEtvw3QlptaHHtGxCfPa99ztzxE67mhzJdOj5nptIqCRRW2USmm5aFM+I44lGpLwJIaVud0EeVPlB3F95m6R5eq9Fkx2fEMqSgfr3wCAE2tfTtwCL2vYkXttitat0xGW4E96XQqRMp62R8arw3QkMNqC7+AtRbAAFxov8AS/Dd4xYpJiVDEowHUkcXOTshts1GFGe8UBSXAShRv31C4/G3Y4IrMPKWZXGJKpsiBKbb8NSnmUlFrL3Kt+yjvYc84a6a1TKohDtKrUFTUhKVxkOOeCoIULp06tiCm1rHk9r4VSKRU0pNo+pI+8lAUBvuLpuLA/8ATAra1fuFquKHKmZm6st1aKmU3JzVFq0yFqjxI65C3VBpA8u+myRb7t+2Jp9j+sqp2a6pkuY4XGqzDbqDC1X0iS1dLqQD3UhaTt/6eIb1Yy7R4WcKk/LqjrZn/rRDKhqdUUgkJ9the+w3xdvQbpW/kjLbOb58Z12tSkJfYQtBCo7IIKQm4+ZYG4JH3Qbb489pA62so6zO+1ymsM3OcS5o3TykNy0ypUg6EKWWmkNISEAquUp0puBcD3PfEC6lJhZerj77bLUaLUEmQFuW0hRBLlh+0q5P/E5c8bzh7MjlQU23lqMp1L6UlMggq8S/BSNtvew9sR/P/TqQqgN5ozVVWYzMBZW6qU8BpbURaxOydK9Cz7IPPB7LYAyIXTEUvk9GUV1aqVZzDk2lVqkQn1PUCWmKqSCoqSwrztLAAudCipG/oRfCPpVRcxOVFrMdRmsMxKgtUN+W+fKxpAUhxSSQOTaxtwDg3P8A9ozKnSxc/IeWKB+mZtYiND4qQChhsuJStp1KvmWPNrAsAdRSTyDQM7qPnG6KnOrxkMwpq0KpkLUI2hYIu20bAk2NibH3HOEdRUWAYfMUvrDajKGbFzHm/I1D8GRleNIzJVm1eGupueeLGVa4CCq3m9wi/m+Yk4zlmXqRnuTOLgqExhqSpxr4GIFNnzABAOlV1pKSoFO1gQNxayCFmzMdQlyplFpCKxAeQ2XjGXocaSlRJBaAsDwL6dgnbYm6PMGZqRBjFyTJqDKmHwttp94KkoOnykKRa1uxuCLDHOIaphxkn/qMrQzJyQJJemcqKqrZfmKafEijyFTHw8AlKJaVKDAtzZHzne92RwNxNPtO9c5dbyhR+nEdpLaELRUXGQm5aWWy1HZubX0s3v2KnVkc4oPKdVqkhiZKiFDDBWtpgoF1FKtISr8BqBvvdWw3x6uaiuTVVKcyh+e4s3KySoKB3B9AP62wyXIsI+ou1atgDqIYOU6xUXWXPg3T8QCWrXN7cnfsCNz7YsMdPo1Hy27UqotLsKnMtmYlNj4slZJYhNg/M4q4UrskHfjdoZz9Gy9BfpsCcxIkTEBEmQxdZZQCD4LXqbgEnZO1rkXBJpXVJdHdZU84y+7DBchwHiH2krVe7joIIKjY8g7G1hviEWMOYeorWck8yLZ8y+/lyAzGqdkVaorVKmNJFvDST5U/Xk/TT3viGU8yE1RlpkOhCFa3VNEhSEWIUdY3AtfvbfE0nO1vNM2TUa6z4z1QdU4XUgleokE6ADuT8t1XsCe++JrSsjM0lMidXsuoiyRp+Gp7alNr0i2lTocVqKLcJJKlG5Vz5jjVJSm0nmZalrW8jdRryfRX3YZly0pQmW6lJKt9LaRttzbTa3O9h9LI6Z9NZOa6iwz8CmPTYpW4XFA3dVqBVqUT5UjYq7AbAFRF2qiu0lpRVmCbJaaW4LONobsB97VpWVKN/wA7KuBtqHVrPqMtQ40TJdWW25U4YbfWlZUWGQQAgEeVAugq0tpSEqN9z5sBrYY4Pc1Ypc9S98xfa06c9Ooq8rU+hv5nlU2zaFMuIZabUNtIcIUSLgk+U2N7YfPsA9SWuov2guq+Zm6Y9C/SdIpTq2FSfG0Btx1IsspST8x+6MfPSS4tx0xlkLSndbiVApJsLm39c98ar/0c/VfJnT7rPWmM+VsUpjNFJZp0KU+FFlUlDwUhC1cI1AqspVkgixIuMN0OdwUniJ6nTqELD9p9Ls65cqOYooZpdTRBStWp9ktkoe22JIOxFrcb3Pa90zOTDUaI9l/M64kiDKC/iGY7GlDusb7HZPm8xAG6/Ne9sTUJZWhK0KCkqAINxbf09frhM9Lp7AJelsIAvclwWFue+OlsUn/M5QLgcDqYxrdarWWZ03JeYFuOS6I6YutQOp5nYtOFR5Cm1C3PbvioE1z9BTp+XEOf7KCFRVar62FfKN+6bLRb9lKDtwNCfbEj0ynP0XqBS6pCd8d0UmUhD6SVEgqaXt6WUm/unGN8219VQe+Nbup2ArSopUSQ2q3y37hVj+f0x4zXaVdNqCi/qZ2dOzWIGPcd6tmVSkToSndCiPHQDsErQkgn8WxY/wD0xiFN5plTH/CbOs30hI7EkflvhpzDW5AkNVNDzXjR1oUW7m7hBFrewtybc/jhkRmYUmY6wykpbfWHWzoFihQ2v9OPwwm+mwpwI9Ud/MnMgywVJfdKFOHyKBsR/X88I4r6FLKHFhbgTqH44ZHqw46hRTdAVuCd8N8Sd4U1LpJN7ptf1wqNKzLzGFABkmqEwMtkhW98Q+t1clpSQvfC2szju2Fb7HEPqDynLpKuThrS6YKQYbAAzCpElbtyOdgdufTDplnKeZ82yEw8tUSXPdVwGWyq3a5PAFyOfXDh0np1GqfUSh03MUAT6bKlBEiMHFNlwFJABUkpUBfTwoEjG5nZrNKgIoWVqQxRoLd0Jap7PggEbC2gA6zxq+b6XNz6vWfijag5ha6DZyJnfJ32X/BcXJ6p1qPTYcdXiIgwVB6SruUKIIQ0NjdV1EkD3x5nTrzkvp5HOXOhOUqfTZrYWl6tuNh59tR2s04q5Uq3KthcAC9sKPtH9QH8vstZMo0gty5jSlTnBs420q2lIN7+YDf2tfc2xmpzUtNyo2QAAME0dVl+Lb+vqVdtr9qxTV6xVcw1ORWa3U5c+bMV4kqRKdU644v1Uom52259O2HWgU4z3wXG7NpG2GWKwXVJaT8zpAG3GLEosH9HRE+I0bpF722uNzg2tv8AEu0dx707SeU7j1JJl2nyX6hBpNLUGnnX0hl4Cy2ySN7e1r/gcWvl/JUKgzqfHo8+TNXTkLbEp1Q0tKWAFaEja53FySRYbnDL0vyhKU/+lpDKkvvN/wCzIUNm21CxcI/aULhI5sLm3lxdlPoESmR7IZ0JKRYX7+v78cCtHvsx8TtWFKeowx4LMJe6E6huo9r+uHNuoICTZaQEc77DCOsKQG1k7Acm/OIRVcwyI6DDp91lKT57mwBPCsdtNOKxAJYjjJkyqWYQwsNNvpvzrBwMUNmjqPBy84iIZPxU1e6mkLuED1PpgYfTT2sMgTn2ayhWIzKWq2dKzLmPGbU3UJCQ2ENq0ANjYJv3/HFjdCukprlQTnatRSltK7U5l0EFKDw4oHue3pf32jeW+nkTMNWFVQ+t2htPBUXxm0ockOW3ugKPlBv63tz66/yBSGmqTFd8qv1fhceUHg3/AJY72MkkTwQOByI6ZQp0ansOxUtqCw6vU6fvdvKP2RuL97Xw/wBQq8enwdTw0hAITv8ANbDZJcTT6ut4nw2XmNYB3AIFtrbn/sO+GUrFfnPIk+IplmyChVgkaha17fifrgdlwpQkyzV5WAEguZc3SalXY1U+LSI7EloNtq8zb7mr5Nr7JQCTYclPJ2GlsgUtc8Rq6y678Klta2AU+VdwU6gVDhI2IPf6XxQ1G6dTIeZmGXKquRCcQWo1kpSuKwFhSkC1vMobFY357kY1xSHkM05lhjyMNtaGm1bhsAWv/L0uMD9OD3W+QjiY1hWpNqnmExQJMdSApXiIHh6FN3N+Liybq+ov3IwyZly0xVqRMpxlKaTJYVEVvr2UNN0g7Hufwv6YdJDLrampKwW/DXcH2/asNv5b/TDTm1yevK9RZpCViauAsMpQrzhWg2SP717Hbf0746WoXfYuTENO22tuJTr+S4tOg02lRHmJK6XCjw7vrKFOeClKQo2PzXQdiR9CMEMw65l5yS+xFeZYcs7Zp0gA6uUruAb77BRsbXHOF2SKZmJvJVIezgl1VX+AbckNS0APJcsrUFX84vYA33J774bYHUeeiGHZ+XnWWllxKW0yLkhHOx8wB8wuUhNhtvudW6dmOEgVYIMtGH/w2/1z60xOqmZm2l0uk0VhkJdCQHH0POrSV2JASlJSSTYkne4AtVXV37Y2aazVHqP08UqHTGHQz8cUXU8dVtr7ISQDbgkXJ9MXbmTOMSs5Tn0mLTX4z+YqfLZi2HhrdWG1AWBtq3tew21Abk2GCkxZdBqEqjyUpYXJBjvofFkpsoFKjq3TYm97iwv6G3LZF3FW4InV0x3YJ6m0aH9qqoZX6eUygUDKceRX4sf4Z+qSlamSWzoSpCBybAHdVueRios89fc65shv0LqalNTZcWHI8lrS0plYJ8pQPLpIJSbJsOb3SDiCRs/VKhwJOWq3SmzNit2a1xghZRfe6goH8wfwxzWs05crdLYaVCejPNJs68oa/PYCwsB7/gPxwuDahwwyJ1WWuzkHERy8gy8zV1NTk5oit5do8aO7+lAnWpSSdTcZtBsr4hKtSSk2CdJUSEgEt9daolSkSF0WktRbLK3pD8gKecuFfdJCbc+VCRb64e49JqrkajUqS4+mDICn2UNNBK3S5dAWByokIIB5FjbbEvl9PG11Rh2nLZTR2WG25qkx7rb0OKU4o3F0hIIQTcH9WRzfG2YDGBBBAPdmVlSl5py4y7Lp9KMzx29KXmmA+lKbbkEXHPrxhhlQ8wy3Vv1CnTkJcN1F1KgD/wC48/8ATFp1uuMsOu06OmRC+GaW3EWoJQULS6PIgg2UQLXA383FsN9NzbnqowXDNzPVRT27BDS3tWu3HNzvcb3wN7PCN5GZoIbDweIxZDRWILjjTzf+yKHjKBsjQE+ZRKSAV/KDpAJJGwOH+mdEJGc1y10HNNCbfALiY0iUuK4UgEhJ8VISOBa5HNrY8RmGsMTDKiz5LEpoKWXVLOu1hyRx+QtxuTg+bWs1VlpqVXq3UhT5yB4Uh25QAlRSTrIH3knnfY9jga1ux8gGMyj4ydoMr2tdM6vRXHYkxppuUknUtqYhY0g2VfSTcbfS34YZmqFKoAl1CE84lLDALi2V3DjSjubHco257c7WuNJ0LpOmhIhVLMsVFRoleSGJCG1tkqYJAW4lRICVIKkOJJNiCm19QGG+tdP40JDrVOos6oQIqg7FWW2wVsqJ1IUjVug/MADe6ik9ji11TKdpGZDp0Y53RlotIi0diNEepMw1F1lJ+PkrcZSi1ydDSSEqJ1adSrgWFgnk9VyE+lgzplWigvAFtIUp1RA2GwBvt64OqECTT5kFpU152PKpyXIinLhSFpVZxlaQSUOIOm6Cb2UFWsQcRnMVIeqc5tNJMpYbJUh2ylApBurYJJtxuf54TWoajUZPA+oZ28NfHJjc/LlvpVKYq8lSUqSjSqOSLk2Fxq+XYdtyQNycOiIkXMECREeQHvKE+LbSUqPB9fQYbVZcqj0ZE1bUkLQ8EJYCdgkXudJTf08xAt9SDhwordQp70pMttbbZ0g6+CAQobfgDhzVUV1UlhwYPT6h7HxmQV6mpiofirWpLralp1BClE6QdIvwLki9+LepIxP+nnS+pZujNy0oQzBLiG0tOrKRKeso6wOSlCb6inbYJF1KOLmyf0ZyTNosLMGbKa8iXI0F5bbtgguOmyyFJPm0pUkJAAuN7kgYtOkZSdpsBiPSKcxT2ZIUla1th5ZAKVEtb2FwCm5BCgQbnurRczMFMxqb1RTs5Mv37K8lx/oZlqnzKwmTKorb1KdcWoLUoR3FNHUQSnVYJvYn68YhnWabOokWRGhT2mmViV8WvxEgJYK0ISohXNi4ONwSDhXkWh0vLakUSa841EcfMp5tLxQFrcAK3VKSQPMSknYc352xhvrdVE0Lqxm4uZsNcjJmO+FIS+VFDJP6uOgXKQpN9K1AdiQASLdEDevBg9Pcv6kdy5c6u5dzHlOVSlVht9ZZU21L8TyMP6iWiSRp1awABe5taxAxmaRWXVlp93Vof3cRc3CrkWVfcnVqFiPwta7BmPPFXRFRAgyfAcUjUstAhtu/KWwOBvYnknfBDEdeXoqYUpd3HWxJShxVl+YkKGk7pF7kX5vfCWr0mawT3GamVnKj4jtWCp1soVdTJBZXfsNPlPrx9ewwgjOiVEjPySNbKiwrYfLuU/zwYzXXYDUhpbLSml2K23kkoUNJCVA8ixJPpsL7YYYkm632lHSHRqSRf5k884V8W5AIeshWxJel1MmKkLfSVIA1EbYb1yW2nEqBJAOGmnSlhLiVncm535wHZIKt8LjT4OI4CBxHWqylos8tCrLTthhdd8SytQN78dsPU2R+kaU0EnzIG574jSDoOkDcc4LUgwRKzziSbIlSFLzjRJdzdqox1jawHnT37Y3ZPktxUKjQKg068rVqcCSEsj0RqsDvsVD3tj56NyVMPMupUQW1akkdiN743a042aNEkIbQ47NYbe83KUlIOwvsNxzztjmeqDBBEe0ZPUyv1xpc9rqBUJFQlJQ3IQ25EWsKIdGkAoTa+4so3NrWte6gDXSSmyklVr9gLnG0qvSKNmWKuDWqbHmtIBIS+2FaTz5bjbccjFYZgidDMmv2mUunPzdJcENlSn1i3YjUUjvzbDOl9QLIKwpJmLKQrFmMqfIOW6lXqmlmnQHJKgQnyJ4+p4H440JQulsakPsLqam59Qbs54F7tMG+2s/e7bcb98QHKnUuuZ/nrpmQqWzlqkNrKFzGmUl1QBsQ3YWBttcXseMXzSjAo9KZiBSlXO7jh1LUrvcncnCmrpvus/k4nf8AT3UVYWP+XIEalxtLiwpxxRUVq3UT33w4z6g0hsqU6CBtbEIk5iCVj5iB2BxFs1dSYlHguvPuhITsEndSj6DD2joHAEU9Qt28mP2Zq5HbbcccfS22lJKlKNki3rjPueeqnxKnqblx0KRcpXJFwDtY6fXfviN526gVvNTziVulEPV5WAohPsVHEUWjbSQdgOTfHodPo1HueeX1XqLj2Vwl1151anFrUVLNyTyfxwMd6BgY6HH1OZy/uJmn8rZLeplThIahJdYpoU0403bSgEWHPe4PGLmyvIf8FcJTSUpi20W97kjDXXafAp1OjTKDPJ/SaEqToF1OLsNKQOdzfnuAO+D6lMhZToL7777y0RWS5LcCCV6ja4Hqd7YXrsATLdxawMzbRPK+3OqcuK/FjreDb4RYfKEnlR2ubC9hcbkE8YdXHI8aO28ptsAXUnwvlv2INzf6nEVyp1NyzV0Mxm6oYj4UShl5OnUD8p5sbHte+FGbswoh0t6peCSty7EaOLBO4N1Hi3f8sIhH1dmF6+Yw9g0yZMkmRZD1QzBHmzVpII1KBNkp5skX/q+L+YXFiwGkuTW0FDehZK0ix/H1G/pjK3QNqdVKmpx+Mp5cVYTpcBJuSQb7cHT2tx+ONQSqc87FKpMRzSshI8NBBUu3b3x6ahVrArE8/YSxLn5nU1oyGS7FWiU0W7BSUkpv6bb/AIEnjbCGs1N2j0qXUTHbeajoU8tKDpJUgaiNW9iTfbtffjDPVoLyHVK8NwBS7Euix3O9z6/1bCNQdehutSZ7q2JbKmXgVqBIsdVwO/8AXpgWtr/kXb8TekuxW+ZHnKg7m3JdHzPRimA9VmG5yW5K1KsFA3QSgpsNzuOL7DEam5fzFUVPl1rS9oSynw0IfauXE6TZeg3Va1iSTe/OLE/QcGmZdiUOkOeHApcZtmMLXIaSAEgn2wxTaKptmTJZdLinmw06yRrQ+lXl8MoOxvq0ge/GM+Xa2RBhRZxE+WhVWq5HpuZaa54SWFlIW2pgojlwnQCU22TtsTYq98Qbqn9nLI2eXPjKS0mnOpQUtK1KKlp7EqJN/wCHpp5xdDWS3ss0Ml6SXJqxcIddWtDbquG08kJvsLdt+ScRuiUatzao3AjzXD8J+tmrfTspCtWlKbJASbgjexsODY2Tu2MS57j1IKALMv1b7F8ttlZplfpz4I1CO4w9e+3K/HNz32CR9L4ikj7M/UOkuh6LlcVHw0Ep1S2wkH/6eok7kkAqt9cb5GVXbBZb1X/ZVcY6GU7/ADsvAd7An+Bwl5R1OquABmYxV05z3mqC/DreRpNOqMiSw58W4sLYShtsNhICflTpAsLEji9sHt5c6lQBAoUbKU2JTWG3G5a40Bx7xFayErISg6UJQQQBckhRPa2y0ZejNnQGz+Kj/A4VfogJaCAzuODYEH/ligyy/wDE+e2dnP03Hay3l7LAo9No7TspxyVGLbiniAlbq1KSFD7iEIFr7XBWonHtNyi+5TYDKI+hsRvFKrWuSkEDfuLg/icfQwUxJWlTrzlkgWQTax3/AOf8ceu5DytUGUyKjl6Ap1KTpd8JIWhF0myVCxSnZN/pgb6Y6hl2nqbGoFKEfc+bbtMMNxUXzJkK0aCvYDUnUkfUpIt9TzzhDXaXLkxHTG1AR2VllDKilJdPbTex4O1tySdsbpzF9lvIdeU+cs1h6mTSljU0HEvtIDYCUJKDuPKALhXa/tirc8dBswZDjtS1RxIjNEJM5l/UlsAHzKB8w3SNwNtr35ww1T18iJLaW4Mo2JOm0zL2WqcH3LKabdeaWSVEqupTSbnYAKsn0I2BvbE7gvgMlmDUCyHW9TiNJukXUAFC/PfbsfawLizcpT48l6tsaU07za0rAWhNrXTttwbG2xHBtiNT8yynVsQ6fJRIiNPFUY+RK9K7WSo7bbbja2/F8c/UFnjdbAR6lUGnVd1VOrjbrTyLrjT2/I4ysDgkiykkbEehuNxfFNqrEGqz10uUtUScwpbTjJBQorSbKA/a39MWnPr9Tdo65MinFKwVIb8ySkrBF7DvsRx6j1xUddmZooPUGDn6g06W03TJkeSpxAKEuKQf1g18KOkkHj3xWmqFnZwRN3W+LkDOZJ6D00l5jcU1T47kpQAXpV4ilcjdKE7qvz3ABv74unpj0GUxMjVDNzaHIaCl1ERJuXACdJIHba5GxNj7kXOz1JyW7BpkmTmSnQ2qtGalx2XZARqQpCV3NzYWB/E8Ww95aqeTswz5dOotRbnuIK3FMNrCEKKQSdClDz3KT8pNz22titTUgx5mzF11FxH8a4iVrL1AZkzcxiQhDaVeIXZNkx4gRuUpGwNt1Engk8c4qrOX2sentElyIOVGZlZdYbKPFJU004b7BK7E2J5ISRsLHaxmme6RR+plEnZTrdRefgNqHxKIS/h/gQASE6TqKuNgsKFyCBsQa6pf2McoBpupTc31cRXFeRK22Aot3PzL0aTcD9ncb2wajSitRYozMG0E7XPMprN/VvqN1MpjhmyJEKGt0KDdNX4MeOixshQJ8RwKBHnWu33QLkYhTeV8lJy7MqtYz3HYqNvGYiQ2Q+VAkXCkJI0Ek7XIIA33JGL1+0d0coeTcnUlvp7MW41DfU5NiuzBreJSlKHC2CL6fMPKLjV37ZVYyxX1y0fAMwninUA28pIsDsfKSN/rhkOQ38hx/UKFBQmsRGqoQm6kwHA6sNStSdSAklKRcawCbbgbXO1t8OFRM39MJqM3U83MKmnFqHAWPKSf+LTibx+jHUmvMsTBAojCQ0EIa3X5dFtRS3qsd73PB7HbDhB+z3ntukTZFRSPg2gVPLVdCGilOvbUb9geL98XdqaiMA5mKa7F74lZRpTiKgyy6r9W7+qUe1zthE0v4V9IeWm3jKStKTdYFhZVvT3wuqNImfpGU2yyXm23FpSto3BsSNSfWxthdFy8xeLNk6i+hIUttSQU6hwL33HGKSg7eIz5CW4iBiG8VlxLStClHScHrhPEGzSjtwLX/fiQJZ2ASpQ202twMFpZJ2AxpdMohTY0YNU5hGhMJ89tgFH9xwldMlJ1KiyElXq0cSdTKkquq2OCm17rA/C+N/jV/UH5XzIqXHipP+zPm3H6pW37sX4310iRcs0unQabMmzYVPZjEOK8NpKkoCTv82xHFjirEWSblSj9DbHDzYWQoeXvthe/0um/Bf4h6tZbUPbJFmDqPnbMgKZtYVGjG4EWEotC395fzK/E2xCay14NKmLiDS74Dmkeqik7/XDoEnHpSdBAt62PBw1p9PXpRisYi9t9lp9xlp9FozqMk02RR/BLfwyFOrtqVcixP5g/liV1TNP6Ea8Z+pMyANlpJCLf8I4OM9wVSaR4iaXMkQ0OqKltsuqCCeSdN7C5ufxwbImzZJ1OyHHVDjxVE2/fhNvTwzEtyDOtV6psqCqMESzKx1db8H/YA466oHZQ0gfU98VrVqvUK5IEufIK12I0cJT9BhKUqKgTxgEC5GG6dMlQ4EQ1Wrt1B9xhBQCccuAjYDbBpGkj3wFoKuMMdRUgdQiwwMelJTscDEzIK2+JtnIa4FfoUefKkf7XSFracYO+tCylaLWPZSAb/wB0jvsx9QM1P0uW9TJ1K/SVOlw1JU2HNC1KUlV1XIIO4G1rj1wdnRuhdLqnCm0/QmVoUy+w8spEps28qF7lYFri9lCx2V8yq36sZ8p+baQyrL1PqcFuOjwpLzraCAi54OoqPKvMe3YY4NN7WIPJwYXapcuhyDOuitRNXz0KLBy3GV8NEcXJmukrUygKSfID8qjdKb9k6rc4sPN0Co1aUKa2VpiNoSgqG5CluJCj/huL82PGFn2WOnManZBmZ3U08j9NFfhF0ecMtuKQg/RSwpQ7aVJOLBGUKlJoE+sBjwmYziAglNlPPkjw2k9yVLUkD647enC0oAJyL82PJn0EyS7GTIqDMdAYUpKQ46tIDpTckG/Pp+eLsmwJHhoA8NwaNKgHkKNj83J37XvhDSWf9R8qwabIp7rxgtIQ/wDCNJJKtIK1eYpB7m5PtyQCuj1SBUYy3oqw4jg3tcexsdjv/wBeLvC3HP1E2qO7Eb576gwqMHrgosn1Ta1gLG6vWwsMRmW3SkFTDkUeKQUlIQlsAG5sLW9sPFby7SazEchzYrakO30iwG/1/oYzr1F6PdbMs1Nde6TdQpqoiApYpBkkWt91ttwKaJ9dk/Q9l7rPIwaFSvxKRjOZedSoMd2C0hnxWwppCllCyBqsPz+mENBy4BmaK5KfMxiDHXODRRuXk+Rqx9dSiR7gemMhyPtC9esuSTTMx1WLHkp2dZq9NYYt7qUEpFuPlvjTP2Vs1Zh6j9P157zSmB8RUKg6xHEIENfCxllCSbqO6nC8dQJGw9MYsYYzCVV7eD3LGeodTmq0y3nfB3V4bdwkXNyDwd/pwMEoyxHjoUBupyxWpKvMSPVXOGCqTfip8yS0upKqZmITEjJjoSsNghJ0LNyj5VKSdSDq5vqGLMairLTaHtJcQhKF6RYagBe3tfHNtfiN0sCZE2aUhC9BdkqUOdTqiP44WJhO9lrP/EdX8cST4AFIskYNRBbt8g/PCwbB4jhYGRpMSRwpzSn/AIdvy4wcxRy5cod+tsSJUBq24A9zjz4MJSS2oH6Y3ulgAxhdo6m7eQO/teoxUOdsqdQDmaVX2lvOUuGErjRWZhIcOpPlW0bDYDVfncgc3xe6pCIDDsue8hiOggKccUEp9ySeP3YhVWz3SZk0QKO2ZKQFLeecslnQk28vmvvY79gk+uGqiQuRBEM7e0dSusgVKoCvxY7MGXCZSFuSEuthsnzC5IVuN7kpurhNlYUfaKzhT2qNTqQ7PEVl5anXndfmsEqRp0ki4IUsHkfW+J47TkVJlE1qK41raCkE3A02Hfnje/fGPvtSQXjnRuS+zN0tQ20JdXcodVdROgq2sAbbX31XtbfT6kpXgwFlQZsypc9S5qpr0LJuYEwosthUefZlTiJTdwpLZG3lTZKu51W2AuMQQP5hilLqUwZzLKAltsFbZAKQlR0JKU6rC2oX2A22GJC+h1uS2y4A6h1CX/FItZOmxA9L2t9fcnCRElxAQ4dDgK1BPiKBUD90EqvsP54T/ILnGIYVqvUnnS/qFS83zDlPM+WmxUZV3fiviC4htYVda1NobUtSdJ+RKhfsRe4Z+pNIyEw+uNMj1KoPsrX4jshl1Lfib6lpadcCW7nslNh9OYvGzT/qq+J8WlU1yQ6pCkTZMRTzjLhuBoIWm1iL98TXL3RzO3W+Qp1Gf4wlPAupYbp6W/G48qVeIDq+otzc4A6eN9wOFM6FQBXjmVi3nnLbxNMrdPzCh6MhMeNUIFRCyxGQnyM+AsBLjaAAQgLbAHGmwBsHoH9o2mdLqwqn5uygjMdDkOqbccS221LKdIFw2vU2uw0qCFEWJNlJvcxfqR0IrHS5Pjzp8GTKheZxpt0pU5yFJCRe4AvqvYbWBUbAx6g5Tj5lbZnU66oaVKbeJVYxXCBs5p3FyRZW9777HZqy2mxACMgfMWFD15z8/E1NK6idPa5m5rMOQa4luPOK0aJKlMiO4RdAWggkJJukjzI9gCBiysxdRKmnKEaoJ8GPPfY8NMwIX5CCNbse40BSTsLHlSTwAk4MnUvNWT6kUSHnNBWVRpG6kr0neyuL+ov33HF5wjqVVpdOhU2dOffMdw6UrWbNK5OkXtv5SSLEkb9jgNYOnJdD38SzXVqFAPEWZtzTJqM16JDRJkLcWorlPuFxa3O5UpXmUo33J7bewh7j0vww0NLZQ74qHWk6VFQ+VYVyPUb9wecTh2n06pSGnHHCypSQCUje/e//AHwgr2U5FPlNNxnmqgp9DZbDGo6ioWCLECxB2sLji1xgSasEhXHMOdME66lxZB6j1fO1IgU6uVye7UkNqDqlEgOBBCQ5cGxOk799+Dq2tJmkMy8hTYrrdzIiS7qV8yiQpP8A9oF/XFU9HsmtiTJpzclMWQyxpfb0kqcUCNWkm4UArUdW1tQHvjR7VNpVNyXEp6QGlGK824sqP6xRcX5t/qBtYbfmxpipbMRuHjPBnzfUyQ2lIASQkcen9AY8abIBNtyebYXzG/CkuNEfItSRuDsDgiyR2H4jHVzNqCOpy3urSU49S0NYTbk46bA1HbClLQVvbftgTcdQygfMbnmgq/scEKQUcHnC91nSTtzhKtFzv2wRCSOZQTc0IKARqJxwtOwwoCL7Y5WEj7t7em2L3cczJAJxEwCr2I2wFoVbbB5I0374HIv2725xN3EmyJEoOk3HfA0gYPKFHccY4UiwGKzJsEK06u2ClJscKLEDBZGpVsEzMFRnOYSpBuCMeElIvbBxGnnHCm1LNxxiSFc9wlVjyMDHZbGBicS5qL7VcdHg0SMnS8kLdAVo342sVC/Y4z/Ho8+rMpp7ZeQ0oKCi66NOoem1k2F/y9djs7qlkultZqy9EzOEmHGU8+jWgFEgiyQg8gbEn/2+mFMPoD02qNHebysp2jVN2xjyi+txtZudrKJt24sRt9MIKTUmAsUpAb9jxJx0CrdAzP0xpcZiE1GdpiGoEuC4CfDLaQkEbC6FAJWk+it97jFiM/Bzc30Sly2h8FDcdq7qEjy/qx4bNx3AUdQ/+mPbGW8iZV689O+odQnwqLBr0KTDMNZNS/ULsbtq1DUdSSFDTa41EbbYtrp/nqfX6/VplYht0udCebpSoaXi6lJbBcUvUQLBSnu4GyRhmp/KFJGDBW1iskKeJqVphDl1pUkkeY23so8/uGCHqDDcbKvg20kkHWlGk3/DFR1vqfIy+WEF5MRSwVuLcX4aNCSAQdieVJ3txiT9LupsfMMp+hVezE83fZJcC23UbXUhY2UCb8cYbOOoBUYjcI7z6Cpk6yokb6ex/LDS7CJBBSdtuMT+bGS+nyi9rjbEemU6yyVak7emFnBU8GM1qWUEyu83ZJyxmikvQczUWJUIpQrUh9nUQALmx5HGOej2TE5P6Qw6NliK1FZZjvLgsgXDOpa1hOpZKjda1KuTfzc7bvGfA+xl96noQFOVF5mG24g2IDi0hQ+ujVv+PbAzDJreWqdBVTHowUFhK2yoXWgggWBItb12GwGF7XP6mX+ojVQqa1PrsCWtLzghanH/ABFAOMupOyV6LE3vvrG5AKSRciwWj5AP4kX/ABthoy7meo1qmuTVwNBU74PIUFKAB2t/xW73tycPTE2QAgORkKJFxa3H/fbHPvsGcCGoXAhqW7pBJwaUm4tg5qUVoCjHSCexFsGDwibC+/tgG6MYMKDRWmwBwamM5oOhKffUbYNQW0m298duFKmzZeknyj6nBAckCZ6EqDrctmS5R8tTUp8Cc6WXk6lhJLnyklPFvDJ972PIxDaYhE1teWIb0pTrFo6Wqqwh1aBe2ttQSFIUObcbebfSMS/qI/Kf6iRqXNpzMphTClw2nTpDziBZKL7EkkiwBB81r77H5Rem1CqxUSqU9ESJbbLrJUVJSoJU4mxWS4nZshTa1Eg6Nhvjo1p/cObAlYlm06gBimNRAQsMthvjY2H9WHuB2xkn7Y0+HlaPTMuOLbk/pBxx5BdTdxDaCL29Bcjj9nGzHpDjaEqS2EpJSke9zycfPX7dExdf6kjw1LjwqNGTTVuLGnU8f1ikNhVtZ8yNRFwCCORtVyjbt+ZzqyWfMoxnKeaM2yREy5l2pTnVJOhMZo2J3OrURpATf1HqTjufkgZVkimVSbBq2bpg0tUeA98YmISLBch1GprUDf8AVpUpWySqwtdkodLq9VhIjTMyTYcHQtKW/ilJASb3skqA534t+eNCdOOnb9NyTIm0rLT8enu7v1PwHC/NHBaTIUEhtu/zBoHc21DjCVpTTplmj9SPa2MYmZcy0BlmpN5bZrVpjDZWpa1WaK72O4JvwQBY8Eje4xc/2ac8SUVx3JMJVcnuIhOSGHIFQ+FUtsWS4T5hoSCrZJN+drc151MyJ+gKxOrc0uR1UxCC62E6SlR3bQm+4Bvbfcb73vgnoFVarCzorMQyJLzC+7ClNRILBUjddj4y1EGyANZ32tY7W3q7Uo+kLqf+4Wmki/bJ31OhURUiRJn04mY04ssOzKsX3rHY6G2yoKNwQQo8kmwPES6WZffptcVnrINcgRqpGCmX6FUoqn401KgUrYdCeBY7K2sdwbixkmb3M3yXxJrtMpWUYUlwrTHjM+M65vcpU9YJ4P3QLCx43xXEGTIplUFdozzsRLbxCVoSf1gG2hQO3Fhaxxw6dYUyd3f+4nSs03kGAJPG87UL9IzIMnKwZjzSETKJPc1NIcubuRZA+VQKiUnykcG6cQStZIW+XZ2TagqoMoWoriqVplx/+JB2UPdHPpidVVnLPUd9LcioM0OsuRwq75bSmVc2F0HTrNxtY6jvyLYhdI6VdS6JnKJPp0dNUeadAYLISpKwFCwI2Ok8bjvz6dKvU1uMqcf5iDUbTxPIIrJgsvaPCAKmgletLhPqE21C/rixch0WoxKrDnZgjSWHUspfitOtOXUONQKUKJWOQBvexsbWxpcUCn0tAW7FgJcCUthBjoJuOxVa5PHBAO5ttfBcxoFhTkt7wwolFiRcnuL82tfbn3wUgNycf7TAtZOBInkjJK4tQVWGSaelQKWYqTcICggKKgSdzoSTc3vcmxISLqjwaYnJsmrTyFmLHcIARbUlCEkEkHnUk/zxF6XFW82lLUYBCLDyegF/3G35Yc83lyndO50lZCFR23lpSVHSpIbJIITzexH44Y0+BYM9RS4FxuM+ecipvQq1KbmBqdFdedSlp5lGpO5spKhZYIvfykfjcgpnUMuJ+KgLCWwAFNlerSTxpJsSnfm3IAwQ6lmrSBPSU+If1hZCrFG/AB3O55PPY7HB0NgFt9bcZ1GhtK3FG6gVXINlcW3PPH5X6djYOIOttk4aSRuAbYVobI5vgpNiPKSb77++FCSViwxnMeHPMTyG9Q23wkW3ZQ98OGgrB2GxtvhM4nwrqO3by7YgPM2QcROtHtgpSE9yMLFDUm1yfrjgsJNrjGt2Jnbu4iXwtZtgFnTxc/TC9uP5b2wWtux4xN8hX4MRlvbfbHikAiw+n54VKQDgst6TfE3EzOBE5auCLjHHhBO9xfCoo2OClo7jG90oIFOInDZsbjHCk2ThYEhQtY4KebIFsTOZCnMQOg4GDnGieBgYuYYcz6w50yVQ+oGXnqBWEEJUAtl9vZ5hwDyrQrsQfz4O2M5sVLqX0+6gxenOdG40mG6l4x5UeMUiSygeVQ5soXGpHY27bnQOV860LMjslimTgt6Ivw3WVWC0qHJtuCPcE77b4HUXIdP6i5XdocxoF8LDsV9Kih2O5YjW2obpVYkc2IJB2we+g2HKCcWp/wAfhzIlCzO5TlKmsupnU9qyHUtkKU1Y+Ygg7Eb/AE4NucPtbyNSc2hmv01+RTakWgG5rCbKUkbhKwdljfhQxQOQcsZ06N51nZIzCyhcV20iNJSq7clsHSVJV2VYgEcggdt8aAy3X6dAmx0SZy2o799CFC6Qq4vb2JI3NhvzhOtz+riM21591ZzIXmnKXUKhyBNqCYtWihLaA400q6kebUC2blJOrcjULj0w25DqiKlnCmimhiE1TbqC2io60r3WCb2JBTa3Av740PLjsy4xDzYVq/df/ufzOK9rOUozVXXPQhTElwbSmbJUpHfV2V+PpzghYq2YalVKYHctuk5pKhZSiUqNwCbWxIRIjVJoISpIcOMxy+qbOQ6smjZ7UYDalhEaoEK+FeB4uqx0Kta4Vtsd+wtSiZrjS2GpEWchYcSFJWhQIIPoRiwd/MgXAjrmtCYddpUd5vxm2C7KCeAXLBtJ/ALcH1IOIvm6uQqpWCmLCfXJgMhlxIRrAACXQ5ZJCiEhW5Fhcd7EFxVVRW8zzkPqDwpzEdhsEba1J8RR/JafXjEHqLHx9SflD4ZanZiFN2uBrbUkpstJIv5bm4uCVWuLkcvUM3l4gbDjgyUvdQ6dl+kQoEF5Myc8kPPaminww4o+cpGqwvawN9rb74baX1LzVCrcSBVWmpbUttbhbQyEqNgCs6tR0JQFDY7nbYbDDXT4MGoZ0CnKjKA8NyDMu35HjbdBJvq8gJI8pGtJ744rMNqRToM1TXjyKvX1PaQf7QeGpG5UlOySUdjsCRe26hDHsTaW4EvWHMbmMokJbKNQspKhZSVDZQI9QQR6YVjYjWkJPbe+KNpPViFBqistsMqdaiOrjFwlVwoLCQo9yCb3JAO4Onm0rHU+MxKjQUx3Hnn0aiGlBWkagkckck/gATgYRgeY0l6t1LJUgEagcdJYDigFG49MQljqbSFI/wBpDseyQVKcSFJBvbYpO/b6X5OJJS8y06aC40+h1JF7tG+1ud/e+CJw4zNEgqcRp6p0SDWaGhMtkGQ24fhnRcFpRSRquN+w+uEOSKMqJUmh8bKlLjx1pSqQ6XUoTcW03O1radvXc4V51zFB1wWF+IEnU7ptvY2A/goYVZDkw33pk1tYaCQhrfgC5JFvwGOkrjPcwQRRzFGf5y4tEs4+W0glxahyEhJv+V/3Y+QWeM11POOa6vV5sp51U+e682hbpVpKnDZKbm/px/PH1E+0lmFdPyNW2ILSXZS6ZIbZSpQSlK1gp3JIG23faxx8wq1DoWUYrlNpkyJWK6tsF+osLvHjXAPgsgjzK9XNhc2At5lbCMcgwVICncYryTUxS6kIdSbbaSryoUoDSt3klJIIJ2Kd9tuL41tlzNeZKrk1UtMyLQaTDa8RyoTnEhS30IBS2y3ysmyTpFxcgnGHMvIcYkgsKZSpK0obVoCiFEHSbflt3xPDQqhXqq9HzVVZMtt3SyyyohXlWsAEAmyU3I/H0xxtXoFNubm4+p0U1JdP4u445wz5livwW01aOuuTqYw5IVFaB8OS8pezsl0W1JSbgJ2J3NwDYxjKeYXYrTVejTVJlsuhwMx4qf1l7WSm2ySBeySAPTbbFy9THunmX+mtA6cZQoMKSmT436TqKGEsuVB9KrBGpW/gt6dN+5CrA22ztPoRblutoWPEUVLU5HBAGxJsedAsfTjtzhhtKltQpAwICq9kbeTzLvq2dY2dKfCokinZhEL4hL77UuEkpQvYGwStIIIHtckHCcZWylSm5X6SmPOLjanI0d1SWUtIB5WgKVYXFrBR7AknFP0Kq/BliZLelutOrOqOZBAIvsQT9B+/0xf1C6j5SrmV2ssVGl5epcSK2QlyQpyS4RcnzNp0IUTcAajtbk2AxyrtAE/jHAnQr1LE5EpDOsiTnma7DpMZtuImzkuUshCENoT5SvcBDaQDYenvcncHTRL8nJNALDjIaXTGAmQ41pcdUElOs+5KfYn1xkvMWYcoxnBAgTlVp7xNLLTcH4SAwb3C/DBKnFCwIubcb4tH7PmaqsDWaJUFTJrUotSIyGkFRCl6vE441aUn08p4sbsYNaBfgQTYsPB5l3zVxJriXm3fHkoRcEqHKuAANt7W239Lb4Josem1Wa6FS2H1w0lTqi8k+EE31KUBxa24NrHY8YaKZ0u6h1asfG5nbXSoDyFJLBdCkbiwSW7Xvaxv5uLbjh0r1Eyn0+co9LkMRqxVHkiQhMx0tMoQASVhlAN1JSnYflvtg9FNlwyBxBMoQ4EsJijS3G24sBIUmyB4qx89/RPJ+bttxvY7JeoGUptL6Y5rRUpkVC102WtDq1aEtkMEC4uSLck/TnEcyfmerZgzNGdbTMEKOoO+GuzTbZSlQR4bYABTddgogHy2+7h3+0S/Ng9DMzVN1weM+2zFF9wUqdQlSVexC1fnjr6fRBWBzEtRdj2T5xyaPVqdIDa2Y8tLd0NPMvtvJDY9SgngDg8D05x23OkSG1IugtqGi6b/AC7Ejn2HriW5WVBqcaRQKg22XgkORHXEagFA7D1IuePTDLOgPQpL0N5ooU0opUDwD9cVu3OwPxGRpxWFcciNoTpt32GDm0HSd8GJjgjb92OkJSAb43zDbx1OVAGxSLW2PvgvwLq1EXHphSGSfOVWRjxJAuNJFtiT3OKzLHWYiDBCiCbD1x0WgLC/42woeNxbthOokAW7YhJxIIdHSNwR8uPH2kqIsAkdyceNKWkEjv7YUOIClKbUARYYyWmiueo2LaIudtj274KWi6QfXDo40kJCUiwthMtoWxsNiVtMREC+m2DUw/EGx/dj0NDUDhU06gG7I2Asb74s5ErAzgwgUy25Xb/24IlU53SVo3SOe2HFyUq4Cyn+eCHnCpOklQB+UcYpCc8yyBGtUdwAeRH01b/lgYOfQoG4G/rgYNug9k1FT8+z6pOhV6BUJMRLV5DiQ6lK3igG+wsCSkG5t6C/NrH6efaUi1WY7FqpQ8y6gqaXex1AgAWIAubgkdrE3PGM85uza3Rcyu5blMQWH2ZAFbTCRqQhVgFKZ1AENLuLgb3SQTwcKUNzMv5h/wBZaFNZFOL5cZlJt4KtYKt08AFJPlI9U/Xug7jgTmpTVcmbDzL6zDW5s6ryH86RHVRpllxkpIuwQNltKGyFAbWvZWrfm4IiR3KbXolSqk4So4bAiuqQlTMoAnSsXF23UhRBHIJHY7o6vmBzM9DpUuj6FQ5TQeU7rFw4kkaAm54Ve99wNvQYTuZ3p+VmafQMw0aRPgVcLeW62Ql1lQKkIcQeSrUlSbdwCCDfZTVaHeu9f2ilFzq5rSaBytm+HKtAddDyE2TqJ2b9L37H92JfPy9HrVOU2vy6gC2tIuUnsRjOEOU3QKmzPTIMqFUkhcCot6g1JQRwdypKxwtJ3SbEXvc3F066mwai0ILsttTLbnhlaSAWzexvblN+549hjlqwPsbsRrHjbIkT6m5ROZMrVLLlQhhctDalspAG6gNikni9rfnjH8DNfUTotMS1S6mtmK2jxvgHSXIxHJ/Vnds32ITpsq4N7Y+lFfy7Eq8TW3pbkMXU26jzfUe6SO387Yyj9o/pTNq1FnGMwWXkpPj2SFFF0GziTyOQCUncG5wHc2nfcOobK2LxJ50DzLV825CHUKsRkxJOY2/0iljXrShojQ2ATz5EJwbRnlTJVOjyElK5GhTeqyvDDjpSACoXRcHVYXT5htck4eciZfjUTptl7LsF0Nmn0OFT0uHcam2EpCiO++5/HCWm0Ou02rwo6WtDQkNnwQ2FsLA+ZaFgktXSPlGgagObquC33uWg2q34zG2pZgVS63NNMilURMl912K0hKS4tdwpwqO17tnbbhJIVfZNljMnxcttQiuQ4dJp5RFbU0nT4SiFuFS0gIQVFtKVAcAC2wJwySZspYkTLFYEiU+k3uFaUocA3uCk6k/nx6rOp2a102nHKMCe2hSYLfiRtKUmSSlN1EkXJClJuefNc3vsAnIOYTUaQUANnuRnK7qVZqiTWpbbSg+ltyT4g1oe1argr0kC6BvfYkfTGioaalKp7cxyXHqCZp8dpEwLWCDvss6iduDbsOcZQpE5EZmJMjvNtTIqQpxp5sEFQcUkahwokkfLe9yolStzdtQmz/gGVRqFTqh40ZKnEpcajvJJNikLZdQ6gj0sD+O+AkiAoXdwI+ZwnZcZrLE1ukvFERLyXEqaQhr4hCNaRZKwbeZJ7XVbaxvhVkiMsxV1GNoYbcekeE0m5ISXLbk7gDRYC5Nu/bEQpanmINHrDjCon6PdMlxkOKfUhQdUpCruFSlqUhlI8xJuq3AxLKjFkZfYEKjtyQ01CXKU6oFxCXNBcKSop+Y3T8yidxix9xnoYi6tynZUppMlwL0oCCB2PIN+e/8AHEsyVFCaUuRYJLztyB/dSBf88VZS69LrRfTIZDTzCgjwiCAUaQPqSFA3I2F0gHm1qZZeXGokbUE3cBV6JPPF/XBVUH3S7MioLKN+2xObjdMTT2YDk56tVaPE8JF9TiEJU4sXG9rtp/M4wZmufSfgmcu0ahwqdIaBL6mVlxQsTdCnCTc2uSE2A9+cbr+1kp7M2VFZdhVR6PMYjP1BtppZBWL2TfT8ySEFJvt5gbXscYBplJkKlhMeG4+46oJQhKStZJNx5eVHjYb4rzge0ZyJqlSU9xko6YZCfqfj5inhDUOlquz4pADjoB3udtCLairi4SNyTZ6rGfci0iGunU1UmpyZKktS3imzayAE312NkJ3Cbbm6jdNwcT/o39mjOPU6nuqzBVZlBpKHiC06klx8AqBCWzwn0KuDwPvG8I32Ovs65aiMPZukyKgsLFzLqSowWokAbMKQs+YgAXO598OonlbyMvMw1njXx1/8ykMh9Mh9oKtIdLkxpikxGWWYqHWIkdqPuAhlLaXFHdI1EhB3SbqJsJzR/sq1WQqoUBil06A2QpLqFrC3FM3ISpxRJUQoaVWF0g222BGp8udPstZJp6IuTaBTqKltAFoUZLSiE8XUPMrgbE+uHwRoAluVOGwppcplHjfrFKCgjVtYkgEazewF+97CxURrT7jBHVfj/qoJ/ufLzqL0Mzr01q6qFVaa/Jjsq0xqjGZK2nR6arbEW/dhsy307q1blFptl9SV+XTYN7jsSSLk27nsMfUBdPFQaUJENDrbhJ0LSFC/fn3x1Gy9Ron61qkU9l1I2LUZCD+YF8DupdjgNGatp5ImGsq/ZgzPW5LIZpyIMRNluSHFW07bnUL3NuySSe9satyLkag9Mae1TMvQ0FxsfrZav7R1R+97fh25xOJhSEkLuARvhsLAKtTLa3DbYXuN8Cr0iIctyYy1u0bV6iSV4s2TZ2ytdgO/9cYac49MMrZokInVhktSWDqbktKKHE3FrAg397YdalNgUBQmV6qQ6S23c6n3LuK9kITdRO3p/HFX58+0v0/ykwt6mU2dXJYISgvq8JKzcbn71gPW/p3GHaSgO0Gc/UtaWzWZYWWMrU/LrCY1Dpji3XAQ47oGtZJ5Jvbf3N8QT7XVfRRuijdAclAvzpTLamwRYq1a1EW5A0gYo3M/2wOqlaJZorkGiMWUkBiOl1aQR21gpBPqBf3GKizDmfNGbJHxWYq5NqLgJKTKfWtKLm5sk7J/AYOWVDmBWpnbc5keKZUaQ3UYCyh9lWpCk8i39cYlFQaazBSW8zQ2bvMp0zUJAOkiwJ/mL+uGgNgJCHinSoEeUb37YNy7Vhl+rqEhd4E4JRJA3Cf74HNxtxyL45lxJO9e51K8AbD1EkllpKkeA6VJO4J2NubH6cYTaU8bYkOZ6VHgTFrgR1JhyVhbKgdSUk7ixH3T29sMGgXsDvjatlZOAcQGxRpKdQvxfBSrm/nv7emDVJIG4tgtQBGKGQZswo+GR51KvgpSb7jjtgwpINsegEAXxrOZAMwNDy8YNJQnzOEn3xy2nUoDt3wYkBQBJ2Vsb4ruWeOp4tTdvLx74TOEb2woW3qFgNhsPpjkNOJ38lvcY1gnmazkRCRYcY5QdKwBsCd7YPcQri2CVJ3CRzfG1+AZTD5nTqtzttgha7IG3HGD1WtpJ3GE719NhjYUZg85OISp653F8DBZAT822Bi9okPBxJD1BlozJmurVcF1Lkqa6+3pTZSNSzp830FvfE16Txn81VGOzUpzMRCUutPosS3LskgraG6dQUUhaL7FVwNzaHZigJi1WfC16v1qwb3vYkkD9+Jn0kqlYBOUZFAmVGOpfxseoRGSt6CUjcvpSLlu1x4nIF0naxDy2MoKicdCihWlgMRn+mEiNSatITLp8leuM42lXkWTslV+NXl3NrH5sIaq9Wamt55hmFMU9IU+2xK1Ex1WTbwVpsUq8o8pJvc3HFnZFTYzPXDkme0nx33UOqeXZXgM+W7pH3gQbJTte1r7XxpWgZAyLkCnNzqS0z8gUZ8pYU8q++6zax9EpsN9hghvO3BENXqEU5QZMrDpdlrONPosiLn7L7sWkyQ6sxS6PH1HTpeBv5CnfTtxe6TfEakUXOHSipIdhONinVZ4/CVB5vU2tRVctvgDyPC5Fxsobj1xYOeetVEgVyPQ6Up1dSeaL6UvoU20tCTyNQ855BSCCOTsLYgs7OOZZcGqU55TMmm1phxh2NIZC22nDsl8J/aQruPMbHnfAb9IL18gODNsbWXe68zQPRvqa/WMrx51baQzFWstrIPljLv8txf9Xvtzb1OJ5mbL8PMNPdaDaS94StIA+ZP7PuLW/DGNumnWPLMOhCjz3VwpERfwH6MCSnSvSrhFr2UQghR3sRf22xl2VDzFT4NWpb2llSAVBRALYIF0EfdUOLHfC2OMGKNuzmZ/k5il5GqBoVRjuOJQkFlYuVBCbJAI/Afnh7j9QYUhhSUPBKgg6daSkk24t64i32tsyUCZWqfkjJriX81SV+E+pC//AOu3bVqUofKqyD6WSCT78dMMltUaChGZKq9XZyhqLr6AEJJ4SgAAnfbclRsOL2wpaNnBjlDhl5EisSsMOtqj+OSHGGxbewcPiA29Ng3f8PTDP1PzLJX1InhBZeehvKKGjb+zS2g3Ta3pY3I523scQWNJr9fztXadApqPDhOyHXPDkadLYWvaxTcFSU2F9rpxDMy5zqNWzQzmGiOSlvPNJEhstBSvGSkAna/lOm/H54WdCFzGtZYtyAL8TQPTuht5hqzFVprUQQmHlLGpKgXVclJTvpbulJ3819jxtK8woy0iG7IrGTqlTfECtSmZDd3FK+8Q6grt3G9uLbC2KI6W9SRFK49TkMeKh5xxpklLarui9xsVHvwLDknbEznZ0rEamSTFqdcabWBcNr8VB4vulZ1d+AB9cJFXB64i2nAAlyx6b8NQafTqU4ssNQ4niIdupx1DSfGQfKBdQCkja17mwItg1FWXmFFUrMCJNE2JTxBWtt1PwoWEaAkDTrKwFA3Bue19r185n+CmnF+NUX1VJ2U3HhtrPlK1tspjqsd7aikb7GxHOJPl2lUilF9ynypL8155tLsYNhW4WNQGhSiq+lVwpANrdgL2gJPXMKSi5LGPUBDgrkl5KdLc5bjTYJ2WAdQF+5817cAAnvi2HZsOiUBqTWJzEdpmMgl55xKAg6ePMQL7/j2vvim6nV3IiJE1EpqPIaAcQtKg4EkkqKCf7MG4tpBJAAuLHFZ1vNlSzVXJUioSXpD0Rom7r5caSQkHUEi423BAsk7bC9sdvTaB3X3cTk6z1OusbV5MUdVKDE6o9SI9TTnGRRqHBpnwqlxm1GQ5dw67JULBJuNjqNx8lubT6N5B6UZQcTDyllpTcgtlZmTSFyXVJ+Ykm9gb3FrAAHZNgMVhm3Ky8vZULiKlUpVZkOIcStAKW0j5nUK8x2SNdikAkpSSADc2V0CUh+oRTUZaUyVQVNtha/M47qSpQIPcJQR6kJXzuT0E0FNWCBzOS3qFzvsJwI7ZvoFek5hnZdYe+BpU2Ktz4tqUWiyolOpSrEEgJ8S1tr2JI2wpjdNsgtyZLs2tuSg202ypti3hsIdlB8OoVYlVlKRdYKhoAuL3vNc5UFmpPU1SX3EttrLb5BA8VC0aVJtwQR5bHjVftvIKZl6kR4rQap7JHhhB1JvqGxN7+pAOBOu08TqV6hgoAi4hDigVo3B1beuGOtzIdAp8mrzJPgw4DS1uqCb6GgCSbDkBO/4YkbzZ0kti6e/rhkqsGPV41QpL7GuPPjKbWlY4SoaFf/cLYCuFfMsnPJkIgdbelEmMl5OcAG9gFKjPJTY/LY6N7+2EVV66dKIqiBWp8p0pCtEaK5a1v2ynT+ZxTB6f/oKG3CYQHmYSFNyFEAkLHlUVH7pvcelzb7wGInOadacU9pCm/EIcQhYBI33va/pvYi574Ts1O05Czs0V7wMtLxk/aRyY2tbdOynKkKT8nxTiEJUfqkkfntipuqv2o89vOR2aFBiUmmSApC2mQUvBXcBfypPJ3SdwbgjESkrZQfiVrc8N75kuKBKfxAF9udhcYg2eI8xqJEZdDiEIeVcOJIIFvIRcX3Hr+yPU3zVqWdipELZp1XBzOK51OrE14yEpcMg7qdkPl0qO+6gAm/4EYg02oTp8lciXIW44s3JVawHoANgP+mFDyRq1LUCnvbCYNjUT+WCLUqNuA5g/jEJFk7JFgNhgxC7cqUoeiseqbHpgokX0g/8AT/lgpPyZkDMUl66dIQACfNpG+E77SFMFoJsLg6lDcfTHOyfU/jgKJKbDjASBCL9SRUCfFrNMdyjK8joBdh+Y+cDlAN+21h6YjsqOqJIcivpIW2pSVDjjBJ8Rh1qXFUpL7J1IUE7g+2JhV0RMz0VvMMGOWpLSAiQ0CCNdrK3He5H19+MC/wDE2T0YYL5OF7EhxS3e6EkH3N8cG99sHKQpNwsi47DtjjSCCcGODIDt4hZHe+PeRxjqwPzbX498dabDjtxigMmWWhYJ7Cxx2bk7cemObKva2ASoemKl8GdBfm0kfjjpfGxwXqJTpIH1x6kkAI7kbHt+OLzM7cdGeLQDhKpFlG/BFsKbqB1HtgpwpWew/G2NSc5IhK0cAHYcYIcFiQe2Fnhgi9+Od77YJW2SSR+GCpME4OY3vJ3wMHOISBqN7eg5wMblEgxFUftDdOK3m8VSfQ8wx6W64gyW46GVPKASNQTqXpBJ9Sdj6jfR2Tf9It9mvp9SRRcp9H82RI9rLumKpbpty4su3Uf+vrYfNscYHfHRCKDmeYLZULNrVP7bvTKRmmr16FkGsQGZymxFZZQz+rbCRrufE5U4FqsNhfDjA/0gGUSpcasZazE9BSD4CGwzdvba4Lluefa2MME+mPQrbfE2Ambpuak5SbRrf2yejuZXoC6rlXNjC4L4eYkxW43jI33SApyxChsRe2JfSvt69AKO0sR+mubXHVEkuvNxVE34FvFsNh2Hc4+f+oYFx64ioFh7NffbjLTXXUX7WfS3NGYGc1UPKdfjVG4bk/EtRwiS3fYK0uHcdvS2J1UP9JjMj5QZyjlek1antqZLcmWoNKfJPZCgrYW21fMb32OMF3Hrjy/vjApQGDOpsaadon2rKHTM10/MjlKq73wzy1yCpLa3HApJBNyvdVzySMXbTf8ASO9MKcgKORM0urRaySYyQfqdZP7u2Pnrf6YBO3bGW01b8sJf5VmMTaVQ+2b0rbeknLuWc2081Jbzs94JjeMpSwfIhWsgJvYccE4reD9ozKcNBUuiVVbumyFaW7Advvbb84zpj0cYptHS42sOJQ1Vo6MvSX1+pMhRUmmTtSgQtSm2yrfm3m2/le2H2L1w6WRqUzFEnOyJj7gXLc+FYU2lNvlaR8SL3PJUeOLYzfceuPNXti/xawMYmPM+c5muaP8Aag6R02uRp0yNnqrMRQ2EsPRobK1qCSnVrS6SkpB8uyjqAJJ4Fj07/SCdKqcymD/qrm2UyCdS1sxEG2q4BSHfOobWUtRH90283z/JvgA2xa0InKiYd2fszceePt29P8xMrjUjLeZ4jSFktJUiMghB3Kbpc8pvYEgbpABG2BSftv8ASilyIMn/AFQzM8iP4fjtKaj3Nra0hZeJKTYbEcjVccYw7ceuPL/TDIcxRtJWxye5vjMn+kC6aZigyGZGVM1/EOvF1tZ+GTY3AFyHL2CCtGne90m40kLbso/b4yXRmkw6xlzM0lpp4KQWvAK0tXBO5cFyDdQ4F0jffbDNxgbeuJ5GxgyfiVFtxHM+otQ/0rPRqU0WWenmc0K1pUDoi72t/wDOw6xP9Lj0RjsNsK6b55JbSE30Q/8A82PlKdPrjk87YEyBu40p29T6xf8A7u/Q8JKR01z1v/ch/wD5sJpH+ls6KyClbPTrOyXEEm6kRLEEWIP676flj5TYGMGhCczXkM2r1K+3XlfMWeKhmPKmXMwQIE4trVDkqauF2SHBdK7FKlJ1W9TbthFI+3BRZKWG3qVmF1EcgIaWWlJQm/CfPsPMbAbb4xvj0HtjP41Z+IVNVbX+pmyI/wBtHJbUcNryxWFWc1qbcaYUmw4soruDvYgDt/eNmHO32uMrZq8BKcv1dDMdSilLiGgbWCU8L7AHGVrjAJGMDQ0qdwEK2vvbsy/VfaGyoRpTQ6mAedm/82Of/wBQmWLf+S1Tb2b/AM2KD1Y9uPXG/wAav6mPzLvuX0ftBZYI/wDJqpx6N/5sFHr3lnn9D1Lb2b/zYoq49cc4v8evGMSxrLR8y9z18ywR/wCT1L8m/wDNjkdfMsgW/RFS/Jv/ADYotJA5x7qTjP41f1L/ADbvuXkevWW+RSKn+Tf+bDjlr7RuXaHPK3aRUnYbo/XNAN6lHsfm59cZ8uPXA1DFPo6XG1hNJ6hejblMv2r9fMmv1ByRTqHVmml7lCw3e/4Lwj/8ectD/wDyKlv7N/5sUdqGBcdziDSVAYAkPqF5OSf+peP/AI8ZY/8AhNTH4N/5sD/x3y3falVO30b/AM2KPunHlx64v8Wo9iV+ff8AcvI9eMsnik1O/wBG/wDNjz/x4yyBvR6l+Tf+bFHXHrgXHrifiU/Ug9Qv+5d6uu2XFG6aRUQPo3/mwB11y1bSaVU7d9m/82KQuPXAuMT8Wv6k/Pv+5d6uu2XFJIFJqX5N/wCbBaeuOW7+alVH8m/82KVuMeXHtifjV/Un59/3LtR10y2lRJpVRKSLEEN/5sFf+OFA/wDhdRP4I/zYpe49sC4xY09YlfnXHsy5F9asvlWr9FVC/wBEf5sDFN3HrgY14Ek/Nt+5zgYGBgsTgwMDAxJIMDAwMSSDAwMDEkgwMDAxJIMDAwMSSDAwMDEkgwMDAxJIMDAwMSSDAwMDEkgwMDAxJIMDAwMSSDAwMDEkgwMDAxJIMDAwMSSDAwMDEkgwMDAxJIMDAwMSSDAwMDEkgwMDAxJIMDAwMSSDAwMDEkgwMDAxJIMDAwMSSDAwMDEkn//Z" width="307px%" alt="как быстро заработать на машину"/><br />
Третьим условием работы личным водителем является наличие в автомобиле кондиционера. Краудфандинг – это нестандартный ответ на вопрос, как заработать на машину быстро. Заработок автомобиля за месяц – дело сложное, но возможное. Если вы четко поставили себе задачу, определились с маркой, стоимостью и остальными важными параметрами, можно заработать на авто и за этот срок.<br />
Ее особенностью является то, что писать объявления могут не только заказчики, но и исполнители. Фрилансеры рекламируют свои услуги и ждут отклика. Минимальная стоимость, по которой исполнители работают, составляет 500 руб. Вместо <a href="https://ugrid.miwenergia.com/vvedenie-v-prakticheskij-trejding/">как быстро заработать на машину</a> кредита можно воспользоваться лизингом. Это долгосрочная аренда машины с возможностью последующего выкупа. То есть вы используете машину, каждый месяц вносите за нее платеж, но владельцем автомобиля считается лизинговая компания.<br />
Вы можете работать такси самостоятельно, получая заказы через диспетчера или используя для этого мобильное приложение. Не стоит забывать, что это вид заработка нелегальный. Имея в собственности автомобиль, можно использовать его не только <a href="https://www.google.com/search?ei=_nP0X_-QK4mxrgT3tYSwCw&#038;q=%D1%82%D0%BE%D0%BF+%D0%BF%D0%BB%D0%B0%D1%82%D1%84%D0%BE%D1%80%D0%BC+%D0%B4%D0%BB%D1%8F+%D1%82%D1%80%D0%B5%D0%B9%D0%B4%D0%B8%D0%BD%D0%B3%D0%B0+2020&#038;oq">топ платформ для трейдинга 2020</a> как средство передвижения для своих нужд, но и как источник дополнительного (или основного) заработка. Мы расскажем, как заработать на своем легковом автомобиле. Для этого существует достаточно много интересных, простых способов.</p>
<h2 id="toc-0">Советы Тем, Кто Хочет Быстро Заработать На Дорогую Машину</h2>
<p>Девушки, парни и пары могут зарабатывать в эротических чатах . Вариант необычный и для многих непристойный, но доходность у него высокая, поэтому он тоже подойдет, чтобы заработать деньги на машину в интернете. Заработать на машину через интернет вполне реально, и вы точно сможете осуществить свою мечту, если проявите активность.<br />
Поинтересуйтесь, какие компании предоставляют права на покупку франшизы, обговорите все нюансы, связанные с партнёрством и смело погружайтесь в бизнес-среду. Конечно, приобрести франшизу Макдоналдс у вас не получится в виду её огромной стоимости, однако, открыть по франшизе филиал популярной пиццерии или кофейни вполне посильная ноша. Согласно отзывам опытных пользователей, всего за час-полтора можно без проблем заработать от 200 рублей.</p>
<ul>
<li>Фриланс приобретает широкую популярность по всему миру, и россияне всё отчётливее видят перспективу в дистанционном заработке.</li>
<li>Такси — слишком обширная тема, даже целая философия.</li>
<li>Помните, что если машину планируется использовать как такси, об этом должна быть сделана соответствующая пометка в полисе.</li>
<li>Обычно ваше парковочное место может максимально эффективно использовать ежедневные пассажиры.</li>
<li>Недостатком же такого способа стать владельцем авто является необходимость выполнять план и еженедельно вносить определенную сумму, которую надо успеть заработать.</li>
<li>При наличии собственного автосервиса, перепродажа может оказаться дополнительным источником дохода.</li>
</ul>
<p>Райдшеринг, так называется такой вид бизнеса, работает на дальних расстояниях. Если вы передвигаетесь на машине исключительно в пределах своего населенного пункта, он не принесет сколько-нибудь существенного дохода. Автомобиль – такой же товар, как и другие вещи.</p>
<h2 id="toc-1">Практические Рекомендации О Том, Как Заработать Деньги На Автомобиле</h2>
<p>Каждый раз вы будете замечать те траты, которых могли легко избежать. В сфере продажи золотых монет много подделок и мошенников, поэтому главная задача новичка &#8211; не купить «куклу», то есть ничего не стоящую подделку. Путешествовать семьей удобнее на внедорожнике, ездить на работу &#8211; на «легковушке», для рабочих целей (перевозки оборудования, небольших грузов) удобен пикап, микроавтобус. Лучший способ сделать это &#8211; проанализировать свои доходы и расходы.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px%" alt="как быстро заработать на машину"/><br />
Сейчас такси — это крупные игроки и современные агрегаторы, поглощающие рынок больших и малых городов. Таксистом может стать каждый, хоть в режиме 24/7, хоть на короткую поездку с работы домой. В принципе, достаточно одного смартфона, а машину предоставят в аренду, но тогда гораздо меньший заработок будет оставаться «на руки». Таксуют не только гости из южных республик, но и вполне благополучные граждане. Примерил на себя это амплуа и знакомый менеджер на BMW X5, который после офиса наматывал круги в надежде заработать на ремонт подвески своего баварца. В современном мире способов заработать деньги очень много.</p>
<h2 id="toc-2">Как Заработать На Машине И Своем Личном Авто</h2>
<p>Работа самостоятельно является нелегальной, а потому противоправной, потому что отсутствует контроль за техсредством, за медсостоянием водителя, нет отчисления налогов. Кроме того, не ждите, что вольные таксисты примут вас с распростертыми объятиями. «Хлебные» места, как правило, давно поделены. Велик и шанс нарваться на бандитов, в итоге лишиться не только авто, но и жизни. С официальными таксистами бандиты предпочитают не связываться. Если это вас не остановило, то велика вероятность заработать в вечернее и ночное время, а также в праздники, дни торжественных мероприятий, когда клиентов особенно много.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px%" alt="как быстро заработать на машину"/><br />
Другой пример — злоумышленники, завлекая пользователей высокими ставками, могут стараться продать им свои токены, не имеющие никакой внутренней стоимости. Один из самых верных способов заработать сотни процентов за одну сделку или же потерять на ней все — торговля с кредитными плечами. Многие биржи и деривативные площадки, такие как Bitmex, Binance Futures, OKEx и другие, позволяют клиентам взять в долг средства под залог своих активов.</p>
<h2 id="toc-3">Способ 2  Инвестируем В Акции</h2>
<p>Осмотр (экспертизу) проводят сотрудники компании DEKRA, профессионализм и независимость которых не подлежит сомнению. Контролируется работа двигателя и коробки переключения передач. Каждый водитель волен индивидуально выбирать, как заработать на легковом автомобиле, но решение всегда должно быть оправданным и взвешенным. Заработать на машине сразу крупную сумму можно, продав ее.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px%" alt="как быстро заработать на машину"/><br />
Правда, для начала придется создать клиентскую базу. Можно оставлять объявления на уличных досках, в интернете, подключать сарафанное радио через знакомых. <a href="https://www.youtube.com/results?search_query=%D0%B7%D0%B0%D1%80%D0%B0%D0%B1%D0%BE%D1%82%D0%BE%D0%BA+%D0%BD%D0%B0+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81%D0%B5">заработок на форексе</a> Бонусом получаете полезные знакомства и гибкий график работы. К числу издержек можно отнести готовность выехать в любой момент и субординацию.</p>
<h2 id="toc-4">Желание Зарабатывать</h2>
<p>Здесь мы быстро получаем наличку, заказы есть всегда, работать можно круглые сутки. Однако машина изнашивается молниеносно и требует все больших финансовых вложений. Являясь автовладельцем, можно получать <a href="https://kusaperu.com/2020/10/09/strategija-foreks-metod-viktora-sperandeo/">https://kusaperu.com/2020/10/09/strategija-foreks-metod-viktora-sperandeo/</a> неплохой доход со своего транспорта, при этом не прикладывая особых усилий либо все-таки участвуя в процессе заработка. Возможностей таких немало, и выбрать подходящий вариант сможет каждый.</p>
<h2 id="toc-5">Как Накопить На Машину С Зарплатой 35 Тысяч</h2>
<p>Вы получаете оплату быстро — прямым переводом в течение недели. Без лишних слов, вот несколько лучших способов начать зарабатывать деньги за рулем своего автомобиля уже сегодня. Чтобы организовать работу по продаже подержанных автомобилей, в первую очередь следует уделить должное внимание изучению <a href="https://ru.investing.com/news/">новости форекс</a> этого рыночного сегмента, его структуры и ориентировочных цен. В таком вопросе помогут специализированные интернет-сайты и объявления в газетах. Цена на покупаемый автомобиль должна быть ниже средней, тогда её последующая перепродажа пройдёт намного успешней и принесёт хорошую прибыль.</p>
<p>Клиенты будет счастливы, что им не нужно будет выламывать прежнюю ванну. Жильцам проще нанять специалистов, чем заниматься ремонтом самостоятельно. Автомобили класса люкс популярны из-за своего привлекательного внешнего вида.</p>
<h2 id="toc-7">Как Заработать На Машину Студенту</h2>
<p>Для обычного автомобилиста машина — это статья расходов, а не доходов. Но иногда судьба заставляет искать способы «отбить» хотя бы часть затрат, а в идеале, конечно, хочется остаться <a href="http://elasuntourbano.mx/realno-li-zarabotat-na-foreks-otzyvy-teh-kto-kto/">http://elasuntourbano.mx/realno-li-zarabotat-na-foreks-otzyvy-teh-kto-kto/</a> «в плюсе». Помимо классического варианта с шашечками на крыше есть и другие варианты, весьма интересные. Никаких ограничений по возрасту, региону проживания или полу нет.</p>
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		</item>
		<item>
		<title>Форекс Обучение 2021</title>
		<link>http://de.agoraministries.org/index.php/foreks-obuchenie/foreks-obuchenie-2021/</link>
		<comments>http://de.agoraministries.org/index.php/foreks-obuchenie/foreks-obuchenie-2021/#comments</comments>
		<pubDate>Wed, 19 May 2021 08:26:54 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=23635</guid>
		<description><![CDATA[Cодержание Пряники При Бесплатном Обучении Торговле На Форекс Основные Виды Бесплатного Обучения Форекс Внутридневная Торговля На Форекс Практическое Обучение Торговле На Бирже Форекс Как Выбрать Обучение На Форекс? А еще, можно доверить капитал профессиональным трейдерам, которые также называются — «управляющие трейдеры». Эти опытные участники рынка имеют рейтинг, который, в свою очередь, и является их репутацией. [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Cодержание</p>
<ul class="toc_list">
<li><a href="#toc-0">Пряники При Бесплатном Обучении Торговле На Форекс</a></li>
<li><a href="#toc-1">Основные Виды Бесплатного Обучения Форекс</a></li>
<li><a href="#toc-2">Внутридневная Торговля На Форекс</a></li>
<li><a href="#toc-3">Практическое Обучение Торговле На Бирже Форекс</a></li>
<li><a href="#toc-4">Как Выбрать Обучение На Форекс?</a></li>
</ul>
</div>
<p>А еще, можно доверить капитал профессиональным трейдерам, которые также называются — «управляющие трейдеры». Эти опытные участники рынка имеют рейтинг, который, в свою очередь, и является их репутацией. Не обязательно торговать на бирже самостоятельно, и даже за свои средства. Конечно, имея деньги, легче всего инвестировать их, рассчитывая на свои силы (торгуя самостоятельно). Практическое обучение представляет собой тренировку и отработку изученных приемов и материалов теоретического курса.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px%" alt="форекс обучение"/></p>
<p>Большое количество семинаров проводится абсолютно бесплатно. Существуют малоизвестные аналитические агентства, которые, помимо торговых сигналов, предоставляют платное обучение торговле на финансовых рынках. Причем вне зависимости от того, какой результат получит трейдер, компания, опять-таки, в накладе не останется, ведь курс уже оплачен. На <a href="https://www.banki.ru/news/daytheme/?id=10729147">акции для новичка</a> трейдингу бесплатно может попробовать любой.</p>
<p>Каждый урок подробно раскрывает конкретный термин или аспект торговли. Как стать полноправным участником форекс-рынка и почему торговать на валютном рынке может любой желающий. Форум — прекрасный способ ознакомиться с особенностями рынка и «из первых уст» узнать о торговле валютой, акциями и биржевой <a href="http://whitfuel.com/foreks-bez-brokerov-mozhno-li-i-vygodno-li/">http://whitfuel.com/foreks-bez-brokerov-mozhno-li-i-vygodno-li/</a> торговле. Здесь можно найти архивы котировок, обсуждения стратегий forex-торговли, полезных торговых советников, а также свежую аналитику рынков и ссылки на литературу. Заключайте виртуальные сделки, используя тренировочный счет, учитесь пользоваться графиками, пробуйте строить прогнозы.</p>
<h2 id="toc-0">Пряники При Бесплатном Обучении Торговле На Форекс</h2>
<p>При этом нередко попадаются данные, кардинально отличающиеся друг от друга. Новичку бывает сложно разобраться в этом потоке информации. Таким образом, обучение Форексу должно включать два основных этапа &#8211; теория и практика. <a href="https://ru.wikipedia.org/wiki/%D0%90%D0%BA%D1%86%D0%B8%D1%8F_(%D1%84%D0%B8%D0%BD%D0%B0%D0%BD%D1%81%D1%8B)">Акция (финансы)</a> Все зависит от начальных знаний трейдера и его способности воспринимать информацию. Обычно для трейдеров этот период равен промежутку, который необходим для усвоения полученных навыков или проверки разработанной стратегии.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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yvJGQMj7ZHcao6f1AotvqmO0tuTWRFjRnZSt3ko2KCU70ghSydy0lSVEkFfvnRzf0ijxrQmU65KtTILj7JQhSnFE78cKCBleQeQBn051n939QxH359HplXrDqGnIkp54Kgx30hG4J8o5Ursn5QeDt5CikGF5x1S9LRHrzI+FF7e3t2mS7cpJ32A2B5ddvz+FE12X5WbhenKo8uTBawxJp7LbG115skAg5B3k7gcDjGfrgphXXbFMvq36TMCTVa3TFxZ6EdmzsBQFgZ+0sKSPu9tLGpdRanKhxqVU62GGEJbR+rKCzgpQpr5UeYgny9p4LeScJzkfLmut7p9ftZl0+tW7bJgtwFqVHkTpJSt9JwErXkk4SkkpKRyTnCQc6jbaUVE6yr/fw+len7ttpkJLaUCD67iBJMTynrv1pWXtARad11613GSkU2a4hoE8qbJyg/ikpP46DFUp2XMEp1vdFA3n2J9En7z/ACB07fFPbbMa/Wq82+grqEFvzEJWDlxJKTn/AChH56BrVgIftaQ06kkrcUtBP04H8860zgy2/Zo7QSEkj4A7fn9KReM8ivJtlCTBUkH/AMo3Hxg0JmIFErUnKic66oYwCdh1ZqhlBwMkj119Nxu+4ZOtciawNT1UMiJu+ynn1GvhmIArJSM50RPQgU5Sj8NcUQRk5AH4a/Yjaou1ChNcIsfeocZ1X3hSUuRk1JCP2jWG3f8AiSfsn8O34jRPCiBKgAn8ddplPblRH4q05Drakcj1xx/PGvnWg62UGqfblDoVSWcZ7/nqueSVEg9hohfj7dwxyCdVUlhIVyOPXGlG4RAM0yMHcRVCpAyQe2v7yySEpBJPGBzk6bHR/onJ6mSK1OmyzT6Pb8UvzHjgLWspUUNI3cAnaSSeAAfprSPh56LWL04tBjqDfr1Lj1Zban5E2oLbLVOQM4S1k4K8DJUMnJwPrlvFftAx3DaXGkpLz6SlPZpEkqWCQJ9BJ9R406YXhu5yRStZCG9yVHoBsfrtWKYFl3HVKhGgCnLhGUVBt+dmOxwkqJLi8JHA0YeG7pKrrL1WpNpOLaEPzPiJiFyFMKdYQcuJacCVBLmzcpIIwdur/wATvWeL1euxlm3lPC3KMlTUEupKFyVq+2+pJ5TnAAHoAPUnWlvA9PsqxLFkyoraG63XAkyZK3HsFKQdidobKRglXIProZmOJchY4BN9etdk88ICAZ0Ezuo+OmOQkHbzF2zxttcX5Ytl60IMk8tXoPX6U8ev3Wa2+gnTZc1EdElMXbBpUM7UqqE4JGXXdoAUE4ClHHzHP44Esev3V10vCRUJtHfu+8aiuQy9EX83nsupT5W1SgUsstlCgvASQHElKgeU6W8RHhg6m+Ie6oFTtu+rYj0Slw0sQ4cuS8lYcVy64rDZBUpXr7DTn8MXhspnQCx006oFuZcNTV51anwGlulwAktstKA3JQnjPHzZPA1mljf2OIxxfQQu4X9PI+Xj4n0mml1p197QRCB9aUFK8Jd5b1y691Ii0NKyt5FLotKTNVHK0oWcyCEgq3jzMpSMrWSSTg6G6/4QLxok5ddolwwb5DTKmV0+oxjEmLQUMsLUjeotvr8mOpKUrKQoqJO4cHdDtXpbJTDYpVZbSkYSlFEl7QPQZDeNRpFJRWmihMOoDP2SunSUKSe2QSjIPJ5GhaOIsqHNaVAjwgR+/wCs1YNrbkQRXli71mX0hvliVQ4Lra5rjjt00d2OY6VKK8FpTRUpKXRtU4CANqXEIOdp1pK4aXQOpdlip0txyXR6/DDgIdU2pxskHCinkKCgUK79yMZ5JN4p/BXU+s66fdNrTKRTLljK8ibImJWw3Mi4OwrwknzEHA3Ecp79hqq6K9A716QWfMtW9L0t6fDMn4mB8G8658PuBDqeWxweCMepOieWura6t2slbq7O5QRInfY7GfLofDbpXm0SpC1ML7zZrz8qFg1dm+ZNhiZBE2O8615zr3ksKLaVKVhbmOPlKR7nAHfVI9Q6xDiCc/R5rUcjIeVHWGz/AJsY1pvxn27a6XqXcUBLP62SlMOS60XdrzaR8hKVgAEc8jvntqz8IviAtJFJHR3qPUY1PbUtSaTMmAGK4F5Koz275UjdkpUePmIPpnWHuM8krAJztjbdsRAWjkoR95SSJkcoEDal9vEWyb02j7mifuq5jyBHTrWQi4FHA51IjKwgjPOda76yeFW0X+o9vTrZdapFDr8hcSotRXEbIryknynmQTgoUspBQO3pgHjMl/2FX+mV5Vayq83ulUpwBTrYJbcbUApt0H+FSVJI+/HfRDCccYvidpCrVRStSdZSrYgSUkfA/mPGvn8Lc41aku7iYkddp/KhicSU44Kj21VvgITyfn9tTpDgKzkfZ1WSV5cIA76uuPAuEV8lHdmvuOpIzu9dd1OjnaAM6ri4UHB1/fEYzjnXyVJI1CvQOkwa7yyFjuOdQ9h9xr6W9uT7HXLK/wCLVR1W9TpiK5BSgfl16Zfo0Kybv8PnUrpK448X4ElU6P5ajv2S4+zCT6YXHJ49V8c515sGMnv/AE1tr9FZdyaL10rNpyHkoauGgu7B/E8w4hYA/wAhcP4amunUuogVXFuUJM16FdKJzVXsKhVpTKg+uA1HcU+SuRlv5SlxahuJCkqyDnkn6k5r8SYqNS6uVVldxGlNwKBFTEdClBbaluOEhBylKErWkIWvJISpRwfsq0d0tjQqPNuS1GxGY/VNZkJaYRJDi/hnf2rSynGWwdyhjkEpOPYV3WLojC6oR0S4dZXRK1HjrjtTUtealxond5bqCQFpSrkZOBk5CklSSMdb7VuK+tHzbuhwcxWPrKo1XtektpksMypRfXLDjbzy1CahbIjoAWcJd/aPYKQCtO4jOzI9Aao25JbKXOzjeHE9uPUcfedJSzemlAtyuwpt8XDBqlVo8gORKbTYyPKiKUSW3HS2hCcgcpKkIHGfmKc6Z8S467VnloZtGYzGLgS2/JdQ2CjcoKURyewSQAD3wSNCrVj3dSgrr+np6085K/GTQ2tvkASSdtzGwnwisgdTKMugXg8w+ryg1+1VvGE70EI+UcDlBbOf+InQTY9th296bFg+Q0Z2W0BZ3IacP2fmPYEjg9x9dad8S3S8XHQl16FGypho/ElJ5QQCG3OBk99pA9DnBIGs5WrRLiocmLUI8dfnR9iNrSgokgkhQKScHsc/fj30uX1qbe51DlzrQcLlUX2O0KPeA0+h6U1pdGqdBbNNqMVUeTGUUlJSNqknspOOCCQo5GtEWvU7mr9CplTiTYkaM/EaLziI/mPuPgbHCSr5R9kc4UdJc3LIvWiFNQituyoikEvsgbSnsrJHb7QOQSCc9u5bHSGI1WrQcoq6lMYECUpS22HvL8xtwAgFQ+YfMF9iPrpUw60Y/iq4s25IfRqSJ0yRvzH/AJ/XagOfacdsUPvABSFQdp2PgD47RNMGC5RqQpMyfM+Jkr+z56/NcJ/4Een+VOhu7VSYdzGcxvbS+luWgLGxQOBnI9OQdEtFpFOpuG4cZqMltJClJGVn2yo8k/UnOhPq0Ho7lNrMVKykFUZxR9c8p/or+WpvaBhnRg13LYCS0pKwEjfYwSVHnsZ5DlS9inEPX4bBJ1Ajf5jbpy8TVpU73gJhrfjRn1lYDYW6pLDCVKxj5ljCT9wzjOkT1GkLgrVVhXPhWHnFlxikxsyysOHKVvZKhk9hnBASQDnhmRqVAuGjipXVdiIsdRLSIzRCSUpPBI/ePOc4PfOdV0i9LCtgIgW9byJa2xtD8lIwOeME5V/TGMDgAasYy+eukIvFLAQtIPqDB5D9TR+zt27Ylu3bK1gwdttv7yhHyHxpCQbNve6YuLcshiC4tpCk1GeMlagRuWkqGUjekngKPypGBydfMzpBTmVO1HqffSqi84556oyVeW0hWADhAPHCcZGM5x35Jpf153bNWp0VL4OMsAhuKnYoDP0O78yNKZ9qXUpOzLiMnBKsuukegx2B/Ef9Wm2dYUn9lv6/uFSZBq8dhx6E+m5/xHf5UXLu6w7SiFm1qAlbuwZkrAClq5yoqOSSfUjvwOwGB+o3/etbZWpp8U6IRsKwryUY/wAR5V9cDnt6nMqBY9UVhbNOLa+QHXkF1wcZyRjak4x3HqOeRq0b6cuJ2yZavMUAd70xzcU4HB2A8j71DsdE2dSh4UqZANsq8T570k76jmWhltVQVLWvepalt+vHZR+cjOe/GoFDiORqTFbSPtBZVn/GrR31WpMeHWKetmdHfBiltTbKEpS2ULVk4HvuxySflOq+kU9uRSm0toBLa1pP4nd/rrXOFm0t2Tao5g/maRM4VPHu9CPyoJl08pfVt4BJPGowjAL4HfRZVqWY8gIIIKk5A1WOQylXb+WtAa76AoVi98FW9wtpQgg1W/DAoxt41x+EAVnbq7aj+hGvlcU5xjUmmqJdM1Xx4+Mcffrutg7htHGRqY1EAXnGv2U0G23HcYS0hTh+5IJ/01+xAmolKKlUmf1VNqVVFLpsZyRJkv8AlMtNpypayrAAGmV4b+mkS5Oqr0a6ICHWbbZclvRXQFJXJSsIbQsdikLJJHb5Prou8KNuQ6je9ZuCY2FKpFPJjgjJD7y9gUPqEhz89MKzekUSVXLkugz6pSpNYnTIy0w5G1xyKt7ekpAH7MqTtOeTg5GCRjmT2m+0VmwcyGCCuz0tJhwAkhThOwAP9jcHxra+EuGHLlNtkAnXKz3TsISOc+tSOm1Cteqy72pX6xS0/Vqkp+dDEpDawFKUpC0kgFKS2UDjcAUqIVzgKfxPW30MtqDIZg1J2Vdb4SW2KfVFSWmyMDc/kqQngdhhRP56b3VXp90YsW1Xbjvq12XXSwGYiX57yp0tSEBKGkLK8gAADPZI/LWFKglC3XHGmEsoWoqS2CSEgnhOTycdsnST7M+HxxNfHPsvvoZQU90gJS4QADuCSoAATt4bmmDinKHFMJxy0NqWQZI7xSCZ8IB58vlQ+4yQojv7a1/4bQRasEEen+usmuMk5wkZ9BrWnhxG214Iznj8+dO3tZTpxzM/2v0oRwYrXcOen601+uNW6qNWHCtbpKlTVQuBb7M2chWxUKE2ypbrgX+5kDG4fNzhPzEaUFg1y/OqtidEfD/E6g1ukN3lPrMys1RqU4uW4xHecKEbyrcQEocwknGdueBjWt4DDsqzqxGjsqdedpklttCE5UtSmlAAAdyTrK9j9PesfS2xei/WujdLa1V6nY06sx6tQDFdbmfDSHl7FhGwrAKVuchJwSk9tZhgLltVoWoSFpV3SYkqKHIJnwOkDpPrTbfJUHJ3gj6SP418udVurFA6XXH4aYvUSqu1aP1OjWVErbklfxSKe8XgoeZu3gb2U8BXCVqSDjGrubUr86GXF1M8LM7qxX6hQHF2/KarkiYpEqBBlzIjUspcKj5QKJOCQcDbn1Oox6Edca70vuHr3/2cVCNd0vqVGveLbrjKvilQ2vOJT5eAsne8MDaFFKCccjTm8PlkXD1y6tdUOvvXXpK9bduXHQmKAxQ62wr9rHbDRdWoLQlRCfh0HdtHKuPs501pdZQlShpKR96I3XKOX15bc6EEKOx+HpS0qPVdvp9YnUHoXR+ocuXEcu+TQaJW580y10yjCO07NfU8MlaWgtaU45K3AB7aa9q1/pzXOnlOb6WVlupUCmNJpzLidwWlTSQCHAoBQWeFHIGd2fXS4kdDzWuk179ULR6bCDFny4jNo2zHilLwoESc085lChvL0lTTjit2VEBA7YAt+l0KpypvUG+X7UqVt0y6a2iVTKdUYojSA02wlCnFNfublZ+/GljiBFu4ypaDCkq33G6u6NxzmCd+QhXjRbHlYWB0P8/z8Kzp4xFbIEED/wC04P5HWVmUs/EtqkoWtjekuhCglRRn5gCQQDjODrVHjFTugweP/Sc/yOsqukk4QfTnWxezROrAAK5FSv0pc4hP9OJ8AK9AOiPT3w73JbKar0+rbrkhSWzJZmVpSZzS0HIC2VnaMH+FO0+mrVVu2PdXXOuxqi9FrrFUoQpVWaDqXAyn5FNo+UYDgDbqtwVuGUcJ251g7pZVrFpN9UyV1Goq6nb5c8uY228ttbaVcB0bCCraTkpzyAdeitJ6HdM5dtxK708YdpVOkus1GJUbdqbqUOOpB2OKQVKQsgKUkhQPClA9yNYdx7hxwZkFu3F0+tDySErICggkg7q1AyCAYgT507YG7+1bcIS2gFJEjkTtHp1Nedl1dOq3Tb/uuzaDCeqRtl6Yt5SBlQisrwXSPokpJ+/QHMBISoDtxr0j6edJqd0469VKvoEiem46TJflTH17wXlyW1lsoI+UKSlwjJOQlQ/d5xD1ws2DaPVy77XgoCIkCqPJjIT2DKjvQP8AlUBp/wCFuK08R3ps299LSFhXLVOyjHkofXlQ2/xpsmw4raSRHhHL6Uq3CrBOO2vgKIHbH4anunBKUpAxxga4hJWoIKQTrRk2hAGlW5oCvczXFO5Xrxrr5Q+upzFOSpSUoSTk6uf1Cn/wR/PXl6wWg/tCAau2lu5cpPZJmKpCPppseFW7zYviIsC4vP8AJQ3WGozy92MMyAWHOcj9x1WlbtHv/LUmnTJNMqEWoxF7X4jyH2ley0qBB4+oGvBakV5O4ivb+KE2/wBa63CSpptFfpMapBAaVvedZUppaisnB+UJwkYwNxxzqtuqXSJjkf8A7Qr3Zo9Q2FLdJpc1xaSsqSrALiQlxRQhOApr5SpZSR9rUC7+otNag9KuryKq1TqTW4xQ468jc2pM2Gl1jzDjhKVJBJyONwHJGgXq119tqn3PT6TbFv0OruSnGnJdU5KH21KSMtLbVkBKeCpR4IJ2AYJHFQSmFHlQ4JVqkCjWPWXaTTW27AsRcGeQl9xVVSqTJ2OBbiFbfmd3DK8BQCU/KkYT9mZH622zb8l5F33DJefbc+E2sREqQh4YK8hveQr7OQVkghQ2pxzjmRfd6XFVo9Qi3JNROUqS+6tmWppuOApstqLbeENIBLoztAznJJOdEfT6iXBezkqhRo0qouOzUzGERW3VuhJCkncVpS2gKS8lSlKcJSCjg7tDrlxYTqaG/wDPSmTBhlbhYuzCVcjtsfU9K0TV+t9l2pVpdTqd0TK8Kg0W4UNEdTMZDZII3rVhJOQ4kqCVHAxgkElNovGDXa0amikQqVSX1gtRVPrUlIUCftjATnBPAPpxgHRRS/CbctwS11++rijUCLuB8tKkOOoAGB8yhtTjHbtySf4QfUu0+iNjlf6ooki6auMZccTvbQQjaD2CUo57AEZPbtgFdN3F0NJOkfz8fhT9Y3WPxpK2wXFxG3L57JHrv9ajWVRKJdNOYdttiet070uLDBKU/IDhRCtgylSTnjBIwDkEl3SefBtSvzWLhnx4MV+KdzjzgCApBz3OATgnQ0rqfclfkuUq1GmY6GlbXI9Ja89aCMZStz+7QRxnkHn34IhPg05aXnLjrnxVXZ8wsw4jnm+WecIccPBI7HA1n+Xw91j8raZayPadlOuYG3gN+oKh8aItn7Xbdtbo6AvkN1KHXnAG23lTvuPxBWHRiqLatOmXHNUrCS2koYz/AIyMn7gk6UnUTq9fN0Rv1VV34VHaUoLRCjIJeBB4yeVZx6cc6XUauXI2ZMSKt2Ah9IT8PDG6QQD6qx8o7+o+7VbUqatpCpU6pMxEto3KjJe8x5znlRI+8d8aK3+bustj1KeSQlQMo+6I35xJO28T6A0TxnDFhi7hPdBUIgnvKn8h8B8aNKdIrXkFpE1bCDnetwBTpP0GTj8+NW9No1bqisU6I6vJwXiOfxUe34aF7IuKgQUiVLjrlTyvYwmQsqSQewS2PrxnnTNYXdNTQTOkNUuMPmSlZ2qSnucISR9fte301QwVnblvW1MbbTMDpPRPpVvK3DlsspgDzI5+gG5rnGsKlQtpuSrthawSGEHKlf6+h7D0PtrlMqdjUMFECAz5gGSpRwofeeVD8tcp8C2om79Y1yRJKhhSQ55afxCcHHH9MemqaVdNlUxXlQokd11J2pCUhSt3OB757+h7/hpqbItvuQn86AqaXfH9pqX5AQK/qpddYmR0oosBxxRyncGtiex7KVuzz9ByPzC58XqPJcQJCmac2snK3PnWoZGduSoDjPKduOOD2BU5cFy1VrfTKOplHBDr/wAqMfQcZ/Lt7nGoD63XWQxW6+pSyB+zjcHIx7fd3OidvdLQJO4+VC7/AAzVwoIQAhQ89XzpNX1EnwrpWzKlrlITGawtalEoVlWUnPY5OrOzlZWqMRlL2MZ/jTnH5jP8td7wTFjNOwI8FQK9u151RUvAIx93A1W2mEpmJjvKKA52IPZQ5B1rfDrrzGNClpIAJieoO/X1NIb9g3c36rRwwogCfBQ5fkKuL8pnwRhSQjKX0Eg40MFlLqd3Om3elOZrtoeYwkfFU5PmLQPUeqh9P6aVEcKV8vPJ1oGDvE3dqFJPIkVjHtGwzuJzKtYgLAI+UH6ioamdisAa6oj+aOBzqRKaP4jXWnR1LIBx30ZmkBa+7NcDEKRnHb6aLullqwq/cziqgyHmIMdU1TShlKtikhO76bynj1wR765Uy25VXkJiRGty1BRAJxnakqIH1wNSugldceu644chvyZE6Ehlhk8FCG3fmRz6/Nk/cdZl7V805YcK5FGPX/SEtgwPvJSs6dW242nfpBpt4DsE3+btV3Kf2RXEnkSN48PCfWoto0SfYV93e9acKTPkLmOxk0/yQGV7wl1gBeeCkqWVZGAhPfJGjSkdPr8anPVA9QpFAlz0Nl+n0xHxaS8EgKdKnuAtRGTsAAJ44A0d0aBEmoeqNGYCBOfdcflKHKiFbSc+gwhOPoE50MdUuolMt6gu0Ky1rl1KUlTL9SayW42eCEr7KcxnscJ75z24/Yy2f41zKMXirYB1QQlxxaUqMIABKtQ0gDmNio+Nb6/a4rh6xN7fOlSZUpCEEgDUSem++09PKskdW0yJF41Rl+5ajXkRXlMImznN7jhTwrHJATuzjHGANLOZHSkq+/gaZtwU3ykKJB7eugOoMAKORrtu1xox9k3apM6EgEwBJA5wIG9YKLz3x5bp2kk0MvtAZB761/4XLutNdmN0pr9WN12C4EqjyGULcebIJLiQpWVAY5wD3GcayXMSlLg4HbRB06vaVY1zRKvHcd8kq8qS20G9zzeQfLysEJBITkjnGdJHG/DSeI8eq3SSHE95Ef2o5HyP8mmzhrJnHXPaKHdOx9PGtYeIfxK9buicmlT7Np1t/qGqNFoOv0hCltSkZ3tkggYxgp4550wvC94sH+uNAVS7iXBbvGmqWuVCjt+T8ZH/AHXWE7gPlyAsZOMZ9dC9TpNqdWLMl2jXnEPwagjLL7K0qLLqchDrZHcpPB9CMg8dsrjpZUujFamwrglLp9ddkoFCrglKiw2Y6T88hDqeVODIPlgg/syk7grGsBx1pZ5SzVjn09ncoMTEEx4jy5Ec+taZcldu6H2zqbV8q9T4K6JUFB8MJUvuf2zqSM+43cdjq7bnUmnpwxGLz5GG2W3lla1c4H2uMkYyeNYKtfxLdY4VOnx6qm0rrYp7klhqRUmHGpr4aecYKVmMSkqwloklI4fSckZOoFb8TN7dSybVYu9q34MmYunz0WnTHW3t5Q44UfEPbnVFXlu7UttjcU43DOdU2+FsklzSSAkdZ/SJr5V8wRO80w/Ff46qp00uKLYvSaRR59WhLWqtyJDBkMsEn5IycqwVpBG9QJwRj3wXeGvqP1W632Wbq6kU6hstVGX5NMESmIbK2UD9o6rdnIzwMffzrKfT7w0NdZbqp7seE5At+ktss12uNHEaoupSAsMA8qcKspKxwrvgKyTsvrPflreGro4uSwlqDMcg/BUOmIkiM+GE7UEsqKVJ81AWHCkjnB1fyVrbaWsRYJ1vqIlXWfDy/QDevDC1J1Pu7J6Csa+Oi+un1Srke0LMqECpPQl+bLlQlJW2hXI8sqT8u4eqcZB76yYXAoEak3HcNVuOtTbgrkxcqfUHlyJL60gKdcUcqUcADJPJ1U+fvyMa3TA2LHD1gixaJMSST1J59Bt4eVKdy8u9uC4sR0+FfrruFHGtH+DFNcuO4Kta9G6u3JaU1qOJcWNASh6PKQCQ7uacO0qGUEcZI3e2szPKyogavbEvOvdP7ppt3WzMMao0x8PNL7g4PKVD95KhkEeoJ0M4ttnc1jHbVghKyO6SARPSQZEdDRDErTa3KVrEgHfpXoUbE6vdOq29fUK4H+pS35DfxodUqPPbghKgthqOCWXBlQWANqtyBjudBnSvpZbV8dcb0qt2h+rLqFHCpbcqKGUJcmuqSCz8xJSGUDao4UCojAI07+lHW+yOtFAgyom63bqcaC36TL/ZqdP8bG7HnNnuCnKhnkepvXW6JRLvjF2IIdZq8RxCCAB54ZWHCnHv861D/wDc9dcoL4izGNTc4+6Y0XJRpC0CO6khXTbTAMFMedaeiztbjQ82ruTulW8Ej9a8oepVpv2Fftfs2SSpyjVB+GVY+0ELICvxGD+Oh2OAp3g5Vjtp2dXLfq3W7xL3bT+n8ZNRkVCpPqaUg/IpLKMLXuHGMoPPqSPfSlplNcTIUHkKStKtqkkYwR3GuqsNlUusMl9X7TQhSk9RqHX1M0h+4OPPFtscyQD6Vf21SDIdS86n5Rzou+Aa/gT+WoNFQUJCcdvTVxke+rN3kC45JNbbw1w/b2lkExJO5NKrn21+pSSfs67/AAnI/aq/PX95Hk85JycknRcNb86wlaHGxqUDFem3SH9YdUv0f9MYpcGTUqva6yzGajNpceBjSeUISRgq+HcUkDBOCMHdgj+6f+EzqDc5VXLqh0+mJkxikO1JTxdbJCgk/DfLlxOEE+YtTZOAEnKlazh4QvGTVOgFLf6fTaBGn0KrVMzlS1OLDsRxbbbaiEj5VJw2CRwc+vprcddu6o3T0vq3VelVt27KLAiuPFiE8YUVwIx5rZyN52gndlIAAOSrQK/YDLmpfKqiQZioUTpF0MshpqLclUqF81BrnyHlBxorAHPkNgNAp5IOM4JzkgHUusdY4tnxmKPFZollwSFKQh7aZHlZypaWEcgJ3ZJIwMk5IydIS2rq619XqiafZtvzKNDd3tliiMpTlrd8jrsxw7kJKexB55JbATwXosDpd0wbU91ArZuesrebcfpVGfPkeY3yPiZSv2jhJAJG7BVk7BxtHLeCU7Vdtbdx9fdkx9KOqVd9V6k0oSLOpM+45rwyHagHGmY6z+84BhKU85+VRVjHyp9Bers0CgPmT1BvJ64ZwdUU0CjqDENjv8rriNoVgn6nt351Jm9T6jWKKLaoESNR6SpHlNUqkoDbYGPsnGCrgYOcDjtoUY6V1+orMyovopcTAKi4fmPv7Y0qpukFxSVEn8v59a1xVi8hlClQgbbAyr59PRIHqa61XqXXKhBXSqHGiUOl7drUCCEsJVjPCl91ZJ59Oe2hyn2ZfkpxdQW5HaYS35u4rUhCcckD1J9M9tG0Ol0C3FfD0WnKqkzbw86Dgk+w7kfgBq5bs66a+kSLknfCR1HclrsPwSPp75OhuRQ1cj+sIjwO3x6URsy5ZjZASD1I3PoOfxNAUC5rcEpyNWPip7iG/kjw1BCVrz2WUjnv9+ulXbuKbTlzadbbNGp4Hy7mwjdkjguOdz69/TV/QLaqFq1eSmhU0OKQHGy+6ySkZ+yvH4Dv76JoPTK5bqaTV7irKVMpUQp2SsJQ0QRwlHYcfT8dKGIyrb9t7qtRL3e2ASDE858BO3IbbmjF063bvdsojRtzJO/kkbfHnS7tivTaVFSzTaGw9UllYElAJUBk8blZ7fTj7xxohjVO5LnbfptI+LM11hSm3UqSEMq4AUoE42hRSeAo9+M6s6zPsWy5KWIrUytSmNiilgeWwFjkErV35zjHoSOdL527K9BqSqjTX0wGipYS0zncUKz8pV+XbRm2sMs9cMItTrbJ74BGyYAB1RBJ3J3J/XyVJuEre7PSQJBVO59OcfACjCB00egxmHr4usGU2lSXmo6z+0JJ7j6AgcD0B9xqe1ULXpCvKt+iNl3PL73Kicd/fOhCgzptUf8ANkPKUXFe50YC2XmkiUwN7f8ATWjW3DjTagl9Uem5+Z/dQlxbrqdTypnpyHyFQ6lOqdSSsS5awhQ+w38o/lzqqZiIa/u0Ac/jogfi4ThXqD6aisRxuwfXWg4jG2lqj9mgT48z8zvSzlHVJdBBgDp0ocuujpkxG5QQCR8p0IM0dQdTs4weNN2dTPNpzjeM5GdBjcBbbuSM7TpqtwFMlPhStkUg3qHh1G9TYTgbpzjD7qkktkJXnkcaSSbrbiVF+FUopUW3FJ81jGVc9yk8fljR9d1VkIaWwwopwMcaUkyG4mUpxRJ3HOT66tYOxcsVLWDsrpSH7TMpaZlDDGmVNTKvIxt9KN49aoVQdS0zMeLjhCQ38OoqUfbAzowptqObUvI2+YRwh4EAfftz+WdDvSi321odrbzKSsrLLJI5TgfMR9+cfnp00umoKEgI5x7aYnHSlM1zzkXktOlprpVL0vtG427lq9Ura23URqcoRVsH9kncsZCU90nA9R+eoFxwG6bdkpVJt+OqS66idHeaZPnuSJLZaCN2RhKdjrmPcZ00aM0ae5IbT8oksFv7z3A1ETGQuoh5DG5+JGbQMDkrXvxn7kg4+jh99ca+1HOXfDfH13kHkFbS7ZMCSAYgAemrY+RPWK6I9ndq1xBwmzaJWEupePqJEzHjp3HpVZSLKolHmPymKYhyZOc834RDilsRuBwkE/N7lR7ntjVH1bZfW3CoilA/DpL7iBwEqUBtGB2wkZ/zaZsSVDt2Mta2BMqr4y3GHKj7KV/Cge/GfT3CzupDylyZFQIVJUpSnTwfmPftqp7EcTkOI+I/+Y809JQkltBPeP4dQTzCEgwDG58Yq97RsnaYjFfY+Mb7qj3lgbeMavEnePnWcbzhhtSvp6e2lbVAErUAe2nPXqNVbgotWumGiOimU55xrzHHCFPbMBRQkJwQFEpySOUnSPrUgJKyVcDk66zRlrG+S57q4FdmSlUdCN4PnWSW+PurXQX0FOsSJ6iqKYQXFHI9hq9pdIFOYEh5GZLgCsKH92PT8f6aY1keGq869Ei1+tSIdIbcIdbhyQpT5T3SVgDCM+xJOO4Gol6WNXbOq7UCttJUiSrLUhsktujPOCRnPPII9dBuG+JcFl8iq1YuEqeHJO/xIkQfhTPd4i/sbYOutFKDzP8Aty+NE/Sy/pFsx/g604+7EcwpjaolTIGcJSMhIBKiSTnjWiIT9AvWiinVOJTq7S3wQpl5AdaO0lJIGMjG0jKeOONZktWzbgveoOw6FGbTGinbJmPqKGGjjhAIBKl4IOAOBjJGRormdPeonTdk3DRq01JZjFtx9EYqyEtr3jckjlAVyQD750re0LhXgriDMC1tb9NtkSQDz0KV0CiBAV4EGehHKGHAZDM2Nn2jrBct+fmB5eI+lMWX4WulNTXINKRcNCRLCw8zBlIeZVvKSohLwVtJLbZzwRtHIxootXwpdLGJvx9UoVSuB5SkOOLrEpIZUpBO1Smm8JURvXyRn5jzydJKleJm+aShpD7cWZ5RZBU4n5nEoC94J917kZPpsGO50J3h4pOsVbhqo1PqfkreU1G8uK1lcgllxhaMDv5hd3Y/iCcYxpXvPYnxvZJWbq6QGU/i7RUQNztE7DnP1oq3xTi3SOzbOo9IFbPv7rR0q8P9AXKrs6FImwUrTDosIpbSFtBorYQB8qHAh1KwF4JHY68zuvHXi6+t92yq9XZrhhhzEaOkqQ0QgFCHS1uKUOKbCArbwSNNRfhU6nXvFNbvC64UepSkIUWZC3H3UEICU+YsDG4JSkcbu3fWeOoFiXP02uSRa10wvJkN4W04g5bfbOcOIV6pOPvBGCBqlwnj+HcY+U2VyH343MER46QeY8xP7pMi5frQFvNlCP550NPjenIPOom7YsDOnB0h8OV9dWoTlYhuRaVRwShM2YFHzlA4IbQkZVj1PA+uddOr3hhvfpTS/wC0LsuHV6QlQQ9JihQUwScJLiFDIBJxkEj3xo0viPGC89xLw7SYievhPKfKvxOOfWyH0pMUmpWAs7T6a/GFHzE6ILPsS5eotzMWxatPMqa8MkFQShtA+0taj2SPf/XT2m+BO/odLXMg3XRps1tG74QBxsLOPspWoYz94A1FkeIcfjVBm6cCVnp+/bb41Nb2L7yyttJIrSXhKuKD1K6GQ6HVoMWpybWcNOkRn20uZZJUtheD2+UlIP8A6s65X70govT5qudVLBth6sS1MMh+A7KeddhMocCn1RgVfMFt7kqbJ7HKe20508LE7q7036g1SsWrakuroorfkXHQkOJQ8/G37TtQTytCxlJAOD6EE537S7kt29oKbrsuZ8QwrAkxykoeYc/eadbPLa09ikj04yOTzhxjb33B2bVkLFeu3dIUpAMxqhRSoD7oVzSraRWhWC2soz7u8mFDkr+fDqKRfhZtijJqdZrVKoVPimntwrehzIrPlqnMAfFCQ5knLi0PMhR4zs1lPr7bsS3Ott6UiA0ltlutSHEJSMBIWrfj8N2vQCzRb1tOVqmREMwGKJUy/JV9lKGVx0OoWfQBKDs+5oa8++rNdbvfqNcd4RkqDVXqUiSyD38tSzs/93GmbgV+6yvEF/epBDZQiJ8IkfQzHSaLWFkEtI/uzPqT/ChynP7M89hrp8e5/HqvbKmlFtQIOcak+QnWmKccB3NN9u8pTQSjpWjpngTpqQhUTxHdPEBWTl6aeR+A1XP+BuSlwiP4gulzjY7KVVVJJ/DadICW5MnbTLkF3bnGfTOuaWWkICSRnRJGB4k1d3Ln4stf5RWDdorSQ4nb1rQKvAtVsDy+vHSrI7ZrJH//ABrV/hoio6B9GrwsnqR1BsW7YbinZkKHTqwlanmnGSh+OsLA4OxOAAc71Z9NeZjyUKBCU/eSNcUEpVtAIyCDg9x7alPDnEj6gHsprSDuOxbEjwkQRQt562aOyfr/AAr0gTI6u3n0+U70vtKDb9iJkmDHptvpbYbcUr7W4JIW6e29asA5JOuY6E1Kj0lE/qNX49FjnY4lpS9j5AHzDAJPc44GcgcD1z74TvFJfHTiCz0UpdThUiDc1dY8qrPx/NNPU+pDKlYJ2pQOFE4J4PI762XcfhxXTatIqt/dTn6lGdaQXH5qv9okubRvABKjt3AhKBk4IHOOZcrYOWSe+mSOvIUV4duw9ddiVlKSCIAk/LxPjQXRaxa1Hbbp9iUQuvkhAeW1ucUffHp2zlRHbtouNoVqrspn3XVf1ewOQnd8+PYeifuAzqTb66FRYMenWNRktI3lK5kpOVEA98Hue3f8u+jWl2xJqKVVOUwuY4nBVInHy2EDHoOM4/L6azq5PaOROqOg2SP1P5Vq716LVIIGnzJlZ+ew+p8qGLct7z1KYtGiFKQcOTpAwPqcnv6d/wAvY6pllUuG98VW6i5UJIHKUfZH0z7fdjX61NjKPkJmql+WMJbZT5bCMewHf8h+OpqYz7iC45lDePsg6ou3KDsBP5fIbfnQa6un3CZVpB+Z+J3+gqTIo7EqmPM056lQ0SEKThboC+eMn+ug52ypEJpRmXLQ1jO4edLASD+I1PmRkOhaAgAfdoHuu1HqnAkNNNbl7FFJA+mlW7xd7d3PvAfSFDYdwGBMxzqzjmlJOgu6QT4A/UmpUzp3Q60haJVy24lxYxubqCST9/Ggq4PD+9KUP1TfdtkD91ycAf5DS2RaFRgKU8GloUhRJO321BqlGqUk/Hx0KT6LABHPvpkx9tn7UjsMkkD/AOkn8tVOQxLpGkXMpPTSP3016T0UuKmtNg3Ra25JySmp9/8A3dMiz7KntxnIM6uUJ8qB2hmcFn+msqobrKPkQ++NoHqeNX9i3DWqPX4rhmuhCXAFjvkE86MLTxUtJUci2Y3/AKkD/wDqobrBvqZIS9v07v8AGnzO6eyGnVtLuCgIwogBc8A/01Xo6cSkrClXJboA/wDaSf8ApoavGRVVV+XGQ3GeQohYK2xkgpB7/joErdHuB0HEVtlJ9W0f66uY/K8XCB9pNifFkf5xQZWBN02FuO7kTyH76eCrMaS0pDlz26D/APqSB+fGqKX0yU4HVt3RbA3AkH9aIx/TSHTQXdrrDqCVrSoAnvnGoDEVIpTiFHJSnBJ01293xeR3Mm30/wDl/wD3KB3/AA8kEdos8jG3hTLqfQ6vzHXFNXTaK0qPCjWm/wDUaHJvhvul3IRc9nY7jNdaH+mklU44LikpwDk6hGKl1O0JG9Pr7jTQhXG8AjJtR/8Abf8Au1kF3iLC4UpLiST6/wAK1zY3SSbQ6ExT5ly2oXm1LKi3WGlDlWe4+mjJm1xSGFSn6rSpaEDJREmodWPrtHONYco7DcKUoqRtbcI3YHYj10+ehaY4vGKypQ2To70YHPBJTuTz9SkD8dDuJ18cWmDur1vJNqUhClQm30qMCdldqYPhsfSs+ZwOCZzrLN3bq0qWJJXsZPhp8/GnZLl0hmKpt+VGQ46jLfmL2kcj5k/lj89AdapVaq9bmqt28nYEwSm4jsVl0oyyhv53lEHnByPvIGru5KWVRVRlM+a/TZKSgDuW1KAV+GOfw1VWXCESnzLgcBcn12S46XFHKvL3q2pHsnkn8fprE3faa/e8Oq4hdWg3U6CnQCCs6YJCiRpKE6jAHeFaVacAMWeb+yLcKDBGvVq/DuTyAMgmNydjRBRKS1FUmk0zzFDIVJkOKKnH1e6lHuf6aA249IvG4q6LjuM0+ltuoEcfFIjJdBK9/wA3Cj2T2I0c39csPpz0/ckNOpNXqpMSGkKytS1D53APZCT/AMyk6yfcddlIS5DeC21oJStCwQpJHcEHsdHfYfwXfcT42/y95drZXcFKUrSRrKUmVET0JhPwgcqj9oOft8de21ha26VtszKVCUydh8Y3p/dWLRotN6J1WoWu5FXSWoG2MuIsKZ2JWE/KU8HkEfeDrG3T2lNVzqVa9MlNhxmTVo6VoPZWFbv6pGtu/BxVeAOE83jznKNIJ+/41zWROjUZtHWCyvN53VqPwfx048JYx7CcMZm2DpXoLkKPPZHXzofl7xN9lrJ1aYkJ26fep2+I+5bs6f1mm02gVJUJDlKXUFqSkFTjnmqSM5H2QE9vqdd/EJTC50mty7ZLCUOyXIUrCeyS61uUB9Of5ai+PN5mLf8AbUNsj/arVex94kOH+gOjfxPRmEeGizlIH+4pB4P/AN10Mw+LbxrXDF3bQHe0OsgAFeo9SNzz2q/c3zlwrJtOklMCB0EDp4UL9P6fKtzw0O3pSgn4sx35ocUnI8xyQU7vqQCMZ9hqZ4fp1f6hUC5mrglKmmlvsNtuLA3FLrRJScDkZT/PV9aiIjXgSW+6sDFITyf/AM6Br58ErUd+2eoC1lORNg459PJc1G9iG7vgbMZZyDc++yle2pICuQPOOc771bbvVtZe1t0z2fYgR0M+VY/rLaY9Rlx0Jwhl9xA+gCiNW3h9pjVw9bLeivNhSUuSZCQR++hlZSfwPP5aobxlp/XVTZYVyZbwUR2HznjRz4RWd3iDtxLmNvkzf/h1a6n9p16tfAV2Wld7sJnzKRSJgQBmGyRtr/Kr/wARHVS/+n/Xen2jQKoYlMhpgFyKEDZJLpBX5meTkKx34x764/pELQZo0C16kGgHkyZMbcRzs2pVjP3j+eq7xsMtp8WjaEfZ2UbP/KjTV/SjxmUW7bfljtPldv8AAnXK6cIiwvMAu2hKi0oLIgazoJk+O9P4vlXDV2hwkjUI8txVF1Mk1ro34Q6BXbLeTCluRaXEbkBAKmw82FrWnPG4nPP/ABE99Tuikqt9XfCrWq9ekj9ZSQ1VIDrziRl5CGspKsDBI3d/oPXVt4rozR8ClrupSN++g/8Aw+rHwbxY6vBVXlKSAr4utD//AF0aTFYsq4Y9/kdsbgq1QJifuz4UZTdkX3Zx3dMR8KSv6O20YtaVeNYVHCpTTkSKFkZKWyHFED7yAfwGpnh96q9SL+8RdUtGu1f4ijPPVBhuF5aQhnySoo8vAyMBOCfXPOjf9GBBYTDvkL4BmwCAfT9m7oB8H8Zj/vgvMK+ymRWvxP7XTC5hBlrrN3D++hACf7p0jcfHf4V4buzbpt2xsdz60yqCxEtPxl1ygIwwbmtlCvbdIb2LB+8pZVow6rdLKjeMSXW7GrMy2b8jN4YnwZKovxwT2ZfKcbkn0Ur7Jx6ZGkx4tK/cFh+K2Hf9sU9yU5bkGBOdQG1KbLQUpKkuEDhCgSkk/wAWtamrUS7rdo9/2q/5sGpxkSmVBW4ltXdB/wCJJBSR7pOsm40YyGDGN4itlTraQlXUakjYKG8hSY2PhTfilof12TqYCiSD5nwrGVep1ZtamVKJVb/eux8xqRXq45M81CgkOluRAeOSXQFrZTtPI9gNdLJ6NxevN/1O8maOm17NcnbkxoyAM5P9wz6A45J7JzwPTRv1ysWQL/clW4hYb6h0OVBlR0k+W5OY2PNuY7biGk8+6SfU60JYNqUuz6HAoLDiU0+24YLrh43qSNzjh+pO5X46J5bjf3PEs3ONP9IuBGwA0jYK2AAkKASkxypgxqEWLDqDzHXy/eTH1rzHumiiiV6p0xQVvgS3o/8AyLKf9NUvxavc6v7gqTlw3HVKq4nBnzHpRHsXFlX+uoP6oV/9HWwQXm0FZ70CfWKYU2zyhLI26+tVxcweNc/M3KPOfbRX0ysN/qTe9Ms5iWYwmqWXXwnd5TSEFalYzycJwPqRrTzfgx6bshKV1yvrVj5j5zQyff7GiXEPtEwvCV0m1yK1a1DVCUztJEn1IPyrk3i/jvEcLvN2l+pWpQ1QkEwJIE+pB+VY9SEqSOOddkNIUB9kE+utc1XwZWYujyTQ7jqzdQ8tSoxkKbW3vxwFAJBwT659dQLY8H1BNDiuXdXah+tXEBchENaA00o90JJSScdt2edQ2nts4OQybhTqpmNOg6vWOUfGk+89qXDimA8lxUbCNJnlMx4fHnWV0lTT+WAA43hSVfdre3hhvP8A7xly1ZVUuV5FwU6ntTH2am8pxCm94bWW1ZzsQSjjjhxI9zpcQ/B3bjdaelS7tnuUxaAGI6GUpeSr1KnOUkewCQff6kFqeF23rVqrdUol7XDCfKi1IW0toecwpQKmj8vY4HPuAdVeIfbDwPkbYtdotSoBEIVEkcj+R8DXvEe13A42+bcQ+oAkSQgmAee20kDmK1BUbu6ddPJgptNkCvVkArRsGI6Ce5GPtAfj9+qdd73Rc9RT+sZJTHOMMo4QkH2H+urWH4cLOlxodbiXBVlKYSFtHc2SQRyFHb82jmidGqc3CS7MqbqnVZCCykJSE54Jznn1P5awZ72oYbI6g2tQCYlOkjy+MdZPOuqrfiDh1LQeYWXFkA6lDcg9U9APSv22KGhqGhSEZKj/AC0SzIZLaWEAYxydW1v20uDGS1JeyGcpBCcb/Y/TX9WaCmYytuPNfZURwtODg/djRC74txdiAXFkjyBNK7+TQ9cElW086GDCpsX55chtH3nVbLrdBhr8thrz159E51StWBX6pcsqmTqspcWCUeZLCThZUkKCUpPrg8+2jFPTWk7UKYnykLRgKKtqsj8hrzdcdYawuvdHnO9zMAkD1I/SaKOvWNsQHXiokA7AxvuJ6/rWees3U1Vh1RDf9mG3oUxO5twJGCT3Ghm0erXT+6FmDNh/APKO0hQ+U51pC8uidnXrS10StvzVNk7m1pUkKbV7pO3jSCm+Dqh0a7I7rN0VNFNUFB5pTaFOLV+7tcGAn65Sfw1asPajwU+2pq4cWlwTuEkzHT1/masvcbYnFst9vqCeRIB59OU8/MRPOu1QtSM2+p+KUusODchSTkEaFpFEMWUZbTR27s9tOG1OjkigVb9X/wBopMq3CwpZQ+AqQ07kAJSocbSCTnHGMc54OEdJbUeaU2xUZQKxjKylWPwwNQr9rfDVmtKQ8pQUBuEK28j4EdedGLb2gYlQTodKpHgQfiPH0mknWJokxIFWZJ3eSll0eykcf0xqyoN00uQPg6ow2UnjJGnFG6O2q3FMF+VKcCuScpHPuONVb3QSzw8XG51QSPYLR39/s6q//GDhUDvLX8EGvCuK8SpBQrVA5bUtazY8CalVQoygod9hP9DpMXHRZFBeqEZxopbWC4j6A/8AQ51r2H0ootO5i1ioj/EtChj7tuo13dCLTuumulyTNQ8UEBSFpBzj/DozivbnwzarhTiynr3DPrQ97iuxW2oaiqAY235cq87pq8uKV3IOc476jNrTuSSeDwPpp61bw6QGpDlPiXHLiPIdIWqayHU4z2ATtIOO3OP667TfDbQdjKYNxzmSlQLxcbQven124xtP5/drX2vbfwYEoKn1AKn8Cto6mAdj0ia5tX7S8C8S52hSQSCCkyCPHbken8KS0UNuZQrBUD/PRHR1Vm23oVwwm5DDbb6X47+FBta0KyRnseRyNNJroFasMJP6yqiyU4JK0cn/AJdGFqW+xSral2yrZPYhvqWtp5AVvjugEZGMZ3JcGfpqlkfbxw+LJSsYkvQRrQpJTLZOlRSTIkEjY8wau8NZzEcd5X7LZcKXYKkkpjdMHn/Jq3p9wwLtiNXRSF/spLRDrZPzMODuhX1HI+o59dCVq39acKhUpmoTXFVGJDQ2uC0youBYGOSRtBPHr664T7YpdnIhLt6npbjTaxHdVKLq97KOB8OoDgoJ+ZJPrwfTPHp5Co1QREiy6BHFSoEl6ZKn5BW8pzhttw+pByrBJxsHvrLLLhvhhOHu8woOOWOsOJSkpStIAWnSrntqIRtB3BrUL3L5f7QZx7GlFyElBJBIMkGRy3jffbnRa3SnqpWYtyV+I0urlBahsfaRT2Cc7Rnu56qV7k4xrJvVd9Kr+uPYrKRU5CR+CyNbTpBiR4dQuyruhESAy4+sqHZtAKjj6nGB9SNYTuV6TVJ02rvNkKmSHHlHHAUtRURn8daD/wAOC73K5G/yz5hpKEtIH4U76tCR0CQB58yZNLXtQTa2DFtjWN1AlSj1J5SfMn+G1aFhXalPgvjUgrBKKW+nb/8A5azrMXTCq+R1etCU4oJS1V2FEk8Dkj/XRq31Jo0DpD/2eORJy5oiuMh4JT5WVOlf8WcYPtpMKfkQ5jU6K+pp+O6l5pxPdC0kFJH3Ea0fhzhnJM4zLWV8Ck3DjhTP9lQgHadqAZLJ2a7uzftzq0JTPqDJFaB8eNYkzbvtOqMNLUEUZxhtQTkKcDyztH1wocfXTH8RtZcPQS2aNKBakRkU1pxtf2krRHwoH6jB/LQHQvExYVVpEY3zTnWajEIXj4ISGvNH+8aJyUH19x76VXWXxBLv6px4VKguNUSGoqw/w6+4eN5xnbgdhz3Oe+kjhvD5py/xNhfsqQ1YrKlLO4Xvt69OVMuSfsG7e6ft3ApT4ACeo/netD0CtOSfBQ/RYqVOuppSklCBkjZL3K4+gST+GvnwZVlVMtS9JJyGJc6KEOfuqUllRUB9RuTn79Jvor19odoQ3LdrbyjTHVrdaVgeYwpf20kE4UknnjnJPvwb3P4ibIiURyi2Mplt6QlSG1JbQwy0Vd1BCe6vbjv31Ld8McRIt7zhK0Z1M3VwHQ9qGlKSZIPh57yN/KpLa+xy1tZNxcLbb0lEbk+IpDXD+1rM90DO+U6oH6FR0YeGarop/X63lBzCGmpaSfQrLCuPyz/PS8qlTaUVMxCrcru4eD+A/wBdR7Xq822a9Br9KdDcuA+HmlK5CiO6T7ggkH6E66R40tDl+G38FandbZRPTlA+E0kYl1NtfounOQVP1pw+LNqoVnxNxZrUR1wzU0oRsJ/vSClPy+/zJI/DR7+kWrrVboduMJc3K+OkKxnuNg/+WrKlderArMKNWKvAcYqERG4eZFS8phWOfLc7gflpAdZr6e6sXE1NW0qPTaelTUNlRyrBOVOK/wCI4H3AAa5yxeIz99kcajI26mUWKFIJJ/rCQUgj4HpNO9xfYy2ZeLDoWp0ggDpvO9PrxDVZyt+DK3o0NJfbjooz7hQMhLYZCdx+mSB+OpvharK6P4R6zDfSWkPvVd1oq43ILITuH0yk/lpadI+vdHta2m7IviM67AioLUZ9DYeSWT/unGz3A7DvxxjjXx1e8RlCqdqPWb08jvNNS2jHefLIYbaYPCkNoH8QyM4AAz30rnhXO9h/y32R7Pt+07TpomY/hz6RRL7Wx5/p2satMaes0Xfo7a2ikRLxbUoJW5JhLx67djoz/XQ34cIkmieKZ+pOMLbcZeqynkEYUgK3jJ9hlQH46V/QfqI707vFqa2Q5EnJTEmMFe3ckq+VQPuknI+8j11q6Z1esWnoeqkdlxcx1GFlMZDbjmOwW56gfedMGUxGbsLzJt4y2U6i9SlIUDGhUQSfh6CimHDWUtWX1kAomfT9Kvoqmaz4jrpkFpp/zbVjtltaQpK0h9BKSk8EEKGc++q6o1GN4d4Em46XS5Mnp7NfLtVp8b5nKLIWQDIYSTyyo4C288HBB7jSw6Q9T1/94Omzqw6hsXMtdNWtZ2tp84AMDJ/dC0tjPtzrTtz29AednW3WIiZVMqzC2JDC04SpCwUqT9OD39NYp7QMY/wfl7a1vRrt3GWwsTsrQNKo/vJiUnp6TTjaPs3aFsW5HaJ5HzpJNdZOm3UvqD07idPbjRVVRqrLfkj4Z1pUVtUF9KQsLSMZJxxntq98RXVVjp/03qNu0+QBX7mQuKhpKsrYjK4ccUO6cpyhOe5UT6azzdblvWjfVOtGyLWh0GX07t2sQ65UGleW9O3RnVMPuhI3LSctK3c4UoDjjL76Z9L7drUGgdSrotJsVmRSoiGokgrd3upRzMeS5yXXM7sK+yAM/NnH2Xw+HwHumVVqLLYlCCQVKJUpSZIgQdlcuUT5y8PZQ3zy2rxMkb7ciR0PgJ5+lYbrNKrVBaiz6lSZcRieFLiuPNKQl5KcAlJI+YAkcjVf+uHPc/nrRPjdmLqHUOkUEL3/AKopCPNx+6664pZGPT5dms4/q0/X8tbFgcj9r41m+fTpUsTHgOn0imjXfK77WyTvTI8Pc2pUy+ZlYpKEfE02hVOYhagCGyiMvaSD3+cp40Fnxw+IdZJNx00gf+ymP/46YvRhmiWvbl39TbprUWnwIlMkUiKhxYC5EqQ0rahKe54SeB/odAXh3so1Xo71puaZS0usRLe8iK+4yDtfTudVsURwoJQnOOfmHvqpxIcWvJ3V5f2yXQ2GGwVpB7ylGQkkHkFpJArjniVGNeylzcX9slwNhhA1pHNRJ7pIPRaSYo8tbxP+Ia4+kN335EqVNek2zNgIXimt4TGeDqVq2jjIUGzn0GdT7F8VPVzqpfNpWpasmHHbNOS5cC3IKFZca3qfcSf3QpCU4AwApQGgrw63nTbB8O/VutVGM3JMlUWnsR3BuS86826hII9QNxUfok6a3gP6WM0e0ah1Lq0X/aq8VQ4W8fZiIOFkf41gj7kD30k563w+It8hcOWbY7NwIa7qd1LaTIiN9MlX8RWdcRs4fD2uQuXrNsdmsIaOlO6ltpkRG4RJV6+lLy4PF31wpnTi3bjiVunplzqvVochZpzJBbYTFLQCcYH965z68e2rK9fFd1lodI6az4VagsvXFS/jKkPgGlJdUZS2wRkHb8iR2I50JeK3w3Uno3S4N0US45k2LWao62iE+2AmKFJK+FA/N9nGcDgDvoP61siNa3R8kBKf7KNLJ9OZC1H+ujOOxnDuVbtH7O3bUhxbu5bA/Cs6SCN9JgDpsCKOY/G8O5Zuzfs7dCkOLc5tgH7qzpIj8JgDpsCK1pYnjS66Qutl89NXqxS1W9blKuSbEYVAb3pVDhPvMZc+0QFtpyPXnTb8GPjI6ldR+hfV3qB1SqMCVJsSL8ZALEJDCAPh3F7VBP2srQnXn8u/7Vi9deo12xaw2qmVml1+NAkAK2vKlRnG0AcZ+Yrxzop6P381Y3gk60wEu7Jl1V2iUONg84Wl5138PKZcH+YaBZHgWwXaBTFmhC3PdUzoCT3lw6ZiZKT3uuwmtI4efU1aMsKSU6G08xHNPL4EbjpWo/A3+kD64daOvkDpf1Vq1Jl02tQJghiNTm460Smm/OSdye42NujB9x7aXnik/ScdZnepNatPofXItuW9Q5rsFuaiCzJkT1NKKVOkvIWlKCoHaEpBxgk88Z/8O9225Z3iG6K3BbcObEciSocesOSUhIkSHpLqHXG8E5R5TyEDODlB40ReJGgdOeifUrrf0uh0qBc8muriSaLVmU7nLdX8c3Iejr3DhRbKmVKSfVA/eUAZXw5hk8ThSrQK1NJ0I0jQId0LWR92QlSSAdyJgTFGA652P3uvP4Vvv9Gz176qdeent11nqrcbVam0ystRY0gQmYy9hYSohXkoSlXpg4zxpVePzx89TelfUt7oz0XqMajSKQwy7VqqqK1JeU86hLiWW0upUhKQhSCTtJJURxjkm/Q7Q89GLzfWgYXdGAccnERn/rrOHjPtKJ0i/SBRr96kUN6ZZdardLr6itreiVDR5KZKAOytqkLBT7bc99ImI4fx1x7Qck5dMJWhsEttwIKglGwTyJ+9AiJ36VZW6v3ZMHc9arKt+kB8VsLpZalcb6hoFUlVerRpcpdHhEyGmm4amklPk7Rt85zlIBIUM5wNd+nn6QLxUXfPrEWtXpTZSINAqdRZSqiRE4dYjrcQrKWweCnOO3vrc3Xmu9C+ufhD6j3b02jUCuQqRQaiIk2PTkoMWQhhLig2VIBQoAN5xjsB6azD4Mem9NrXgL6yXEugw36o+zW2YktUdKn0JbpyFbELxuSCSRgHnOpbfJcOP4V+7fwzbbiHw0UlCNSS4qQTKARoB5RyG0VE4woq7MqkET60hrS/SM+KK3q81U6xeca4IHmbn6bLpkVttxGclIW02laPoQePY62b4qfGTcFheH/p/wBU+j8iNDqF8vtvtCbHRI8mOlgqdQUngqDhQnP0OsH+Hiw7h6qWHfnTqyOiMi87lrLlNEGtJbQlugJQ6pTi1PK+wXANu3IBG4nO0Asrxk06n9KLg6K+Hi6ZCqrD6eW9GkV9MH5y5IkvlyQ02FYz+zbTtJxwsHjTFneEuHchxFaMtWjYW0pRWhIRC2w1qBUgbf1hSkagCd+YiqXu4Ce18OXzpxQfHL1tubwWXJ1SYuCHDvqgXZGpSpcWns7BDdShSVFpaVIyT5ic49BpOdN/0iPiyuC/rYt2qX7CkQ6hV4UOQg0SGkuNuPIQoZS2CMgnkEaPv0XKrerN39UenFTpLUylTosaezDqUdLmAw84hJWhWQFgPDPsRqR+i2sGgVXr31KVXqNBls0CJ5UdMqOhwMvGZ8qkBQO1QDSsEcjQh+x4cwf23buY1pXu5Q6gqSj7ryUgJBKTpCFAxG2+wFTNLcdWEyd6WVxfpK/FUzXKhDi1+gxkMSnWkpborR2hKyP3txPb1zov66/pB/E7YfUd+1LauelxIkOnUpxbaqPHcUt96nx3XiStJPLriyAMADA0lem7lLtHxHXhCqvUej2U1Fn1OGKhU7dbrTSyJRT5QYcSpIUoDheOMH30Z+JSlsxP0g0VlSW34squWu6g+SEIebVHhZOwDABOeMY+mmNfD/DTWXbthjWdIt3HP6sQogteKNJIBPJSiJMgSJiUpbYKwaYLvjKvx5XTC6OodZgpg1u3qpU66GIDTa5LzEuY00lGMbVKDLSQBgZz7nUfob4y75uJvqDdXUJcV+i23RzUIcCMwhpQdU8ENteYBkg7gnJz76D/ANJMqO71ctyLToTMZqPQUtoajtBCQTIeJwlIxyST951WdAejj7D/AFi6XXrUmaPIYtaKuZId/u4bhLb48zPogkBX+E40Maw/Dtzw2nJu2yWy8ArSAJSjtxOmADISsJkCY0geFZvlcdhL2xXl+yGp0JJIG+kLGoiPxQYJG52FCdx+OPxC1mqrm067I9IilZLUKNTo620JzwNziFLV95OtzdG+p1SZpthXjeshp2NeVEajVGR5aW0tyR86Hdo4Ay5g442qVrzNuuuW7PtG3bfpNuMRZ9FXMZnVNkfLU9zgU2vJAVkJ4wewx2zjXoJanT26b06F9OE0KTBbRBocYrZkPKb3qcZbIKflIzhJ74033eN4cx9xas5BlFtbu9s2s6Ug6dCtJJAndQSoSZBid5q6bI2WVxy8PahD2twAJCZKUoUdyOYIAMEz471o6rU9mNOepj7IVFkKyEkfZUDnj2weQfcDQlaFMTT1XJToycuitOsk45KO6P5E/noWta5uqVtLpVlXNaKqkt91ManPrkbCVAcI875kqAxxnnH4am06a9OvcQJF1GgprsYuzX0bcCQ1ua8sZPBCkKyQfXSfi+Ar60sshhReIXbPJStDiD2gUG1yVFKZUCUgyIkkRWz3vFDC7m0yJt1B9olK0qGk95MDvHbmfkaKr3dXX4jXS+lSPLVIKHqq8k5EeMkghH+JSsEg+yfc6Aes9pUWD0tiRqNAQwxCqjaUED5nCppwKUpXdRJA50ZWRTjS7aXJWQuXVnirzFd1oBKUHP15V/m1w68wHW7Wt60afGU/Oqk4uIZb5UrYjaPzLv8ALV3hW+TjuOcfwti3T7lZuKUtXILUlJLrqvAfhSD91I8TVXMsdtw3cZq+R/SbkAJHPSkkaUp8+p8TWNKrAUkKAHGhOfGWnccHH3ab19WvNtetyqDVAj4iOEEqQcpUFJCgQfUYOgx+mNOJUVDOfTXbiVW+UtkXdqsKbWAUkciDyIrCm1vWrpZdTCkmCD0Ipfus+copwQMY1US4u1ZHJ0cTaYGVn5Tz9NDtRhKQflHf+Wgl1YqQaOW98lae90oZdBGQe3trgpRHrx6fTVlIYKScjWjvB74QXev86Vdl2mRFs6lvBg+SdrtQkDBLSFfupSCCpXf5gB6kKuayLWHtlXVwTpT0HMnwHnR6waVdLCEdaVHQOx5XWLqHE6fO1owPiI774leR5ykhtG7G3cnOfcnjQfWqqijVadTEsLcMKU7H3le0K2LKc4HbOO2vWSwHvC3avUJHR3pmzbTF2RW3UrjU2J5jrXlJy4lyQEkbwO4UvdnvqgkdIvCP4pYdap1vw6FKq9OcW1MkUlsRKjBd3FO9SdoKhuB+2lSTjWZW/tRzNvkHHbi3cFsUpgQCU7mVHbkrYRPTamReDtVsBKFgrkz58tufT9a8wWLrfkNhDq9qABhCeB+Pv+Ouq681sBSrBOirxA+H+5egPUGTZlXdMmItAlUydtwJcVRISvHooEFKh6EH0I0s3IrwBA5/HWxsX6cmwm6bOpKxINKYtEsLKFbEVYSa0kk86rX6tknBA1EfjO5xjUF5h0emvC1EchUot0HrUz9cFDoW24QpBBBz2OjGReL0hpD6ZLi0OJCsZ4z6j8DkfhpcLYWFKOO40wum/SS9uoFn3PctuwviYtqhpchsZLjgWFlQQP3tqWyojvjU9jxExgypV4oIQuBJ5BRMD5zA8yKnTYruISzJI8PDrW4a/wBGqP1O6PWrDi+XT7hi0CI/SaknKClzyEq2OFPJQVEHPdJOR7Ey6X9VB1XtQsVdKo95Wyr4G4ICz87Uls7S6AO6HNu4H3JHoMyejFTj3X4frHumC4lS4tLaiP4Vyl2OSwtP5t5/HSZ60dKY7/iEtC+KZ1Cf6fsXFFkt1KtRnA3skRmStOSSE5WhKQdxx8hJ1w28tWcv7zhnMuFJacdW0ogq0KBJUmOelad4HUCOdbW0U2tsxlbQSYSlQ8dtj86sXLFod1eL6vS5kZDsSNY8V2agjhb7klASlXvlpOCPbWglXDQrUolUv27JKWKZS2FOqUsgEgcBKfdalEJA9SRrIPRS7r1YfubqJSEf26rlTemR5wdkNxBPg0xrmU0vBCUbXWRgJ5UCB3yKO4x4nvFmzTpcez2rasto/EQmZD5YYePYPKWv53uOAQnaPQck6I5bhNy8vWEZO5Qi0tkIQpSlAEkDcJSYMqIjlyHlFfY/It6FJaQdbqp2E90nxoKvq753Ue7qteNUQhuTU5CnvKR9lpHZDafolOAPu0Pfq4/xaIr/AOntW6T1hq2q/VKfMmmM1IcMFxS0N7ycJJUlPOAD27EaoPimv/EGtMTfsIaQbTvNkbenSt2sQxcMIUkQIEelN/w9WZYXUKqVOzr0oUCpBxgSoUaSOFOIOFBAyPmCSTxzgK+utKvUTphY1Hi9OkU6j0mnVkuRI1L2JQiUopytO0/aJAwSe/A7kawhGlvRH0SYz62nW1BSFoUUqSoeoI5B1+VsP3O+ZlXnSpkoJAS++8txwY7ck50L4j4BXxJk/enrxaGiB3ACYUBAUO8B4E7Tz3E7cme0H2JnjXKLybF6pvUkS3EjUlOlKk94AdJEdOYnbbDvRnpQukPUBXT+iCnSHkSHYyIqUoW4kEJWQPUBSgD9TpD+IfrCx05XROnfSqaxTnKE6l6QImPLjpQMIj7exzklST9Pc6Q8f9c0ZbzZrdUZLnymRHmOoJT/AAnnkaE5dOejSHELJJWSpKic5ST3P10V4S9mFvjciLvJ3ZuUJkpQpMJKiIKiCtUwOnz5RWPWvsVusBdJu8tcm4QmYQQYCiIlQKlA7cvHx2itp9IOpNueI2mSaF1KtigyJlLLciPGcb8xLoIUFOJQvOCOAcE/a01JnTPp7UocSBOsqiyY8BkR4rbsJtaWWx2QjI+UfQa83mgtlsBh1bSx2UlRBH4jXRmZWGchNUlfMcnD6+T+eos17HGb+9VcYq8Nu0dw2EkhJiCUnWmJ5xHU7xQLMeyX3m6LuPuyw3zCAkkJMQYOsRPPl1PSvQ1voX0ccJLnTC3Cc5J/V7f/AE00bCsDw521appF2dOLREGdU2vJjyKcyUrkFO0OYI7pSpXPoCffXlMzU6qpwbatOOTggyF/9daQ8L1hXJfVUQ4HJSoUZ4LcdWtSvUfKM/cNLuV9kFxj2Rc3WWWpCSDASQSegBLivyp89lPswuLXPJfvMgpxpKVahpI2jxKyBvHSvSao+HfobcEmlVGpdK7YkOUBhDNKUqA3/sjSFlaEtYHygKJUMepzocg9BvDrXbkum7I3Tq3p9UrylQrgcW35qJS0updIcaUSjd5iUrKgkElIJJxqlizUQgqkrkrSuKhSVDeRjjAGlpdVFkNqfqlBlbVOcOtIUUk/XjWWp9nN2tBQMm4lR2BExuoKII18pAOxG4muhrXglq4UULdjlB07fHfw860L0dh9PLKqtftKxLepFCo7MhL+ynsoZZVIKEoXnbwVfIBn6Y0b3pYdkdQqWqmX7atJrtPQfMDNRiofbQf4gFg4P1Gsj2hXJzEVFEihSS6cu7R9o+gP3a0/b7Lz1AaQ+64olpIIUokdtMa+BW1uN9ncKSUgalcypQAGqZ2JiTz3qrxDw03jVpUlWxgRHgAJ+POuVvdP+mkG0ptjWtZ1Gh23J86PKpkaIhuO8lxO1wKbAwoKHBz3Gp9odOun1mWzJtK1bTo9LoMouqkQIkZDcdwuJ2ubkDg7kjBz3A0OVGJ5S9qCpIJwSCRnXSg00b1OEqCAe2Tj8tVF+yxJulOt3iwhSgopInfxJ1CT4GNqFLxDWguBcDoI/jV1YfSfpf09Yly+m1j0W3vj8GUKdEQz5xTnbu2jnGTj79LjrDb3SmgVZjqBVbKtl+6XZDa0VOVT2nJQ8tOErC1DOU7UAH0wNEN6Xo1QILqIhLjp4wDrKvVpE+5CqqNy3C4kZ2biQoe2mnFeye2uOIG8k5dK7IE6kETqkbJUoq3HKZTvFE8Vw4VD3pY1JTuExz/n03p1+Hun9FHKvcN0WtalCh3ZJkurqE6LGS3IkNPFK1KUU9wXASfr+Gran0XpZ01uaqVaxLeotMny3Ut1sQGUNurWSVpLu3kk7lEZ9zrC6KtNocxMppx1sgFCwklJKeM673QxIq0Z8syHsVWL5zbqHCCp5vnBPfJGPz0V4l9g7WVzD92MgtDTwSNOmQIjY94akgAlIgQepjcJm+FlcQWjz9k8Gnk7pTpnSrp+ISCRpjaJreiPD14ebtW7dTnSS0Zk2a8qU/KXTGlOOPKUVKWo45UVEkn31Q+IDp/0oh209ftdsmguVyI9DEeouwWzJSGnEFISsjd8qU8c8AaxT4aOtcnp1daqfcdQkuUSo/sJCVuKIZVn5XBk+nrrU/X2JT5HSyXWaXJEiK+2FNuJXuGD6j79L6fYdfcO5+0XdZNbraFJI7pGoSJTJcVA2AUIMioOGLG3yls3dOuAqA7wCY7w+JgGJHPbzBqkua3OltSq7N/XbRKHUFUxtL8aoy2EuFlAO9CkKI9+R9TqymWL06qjdarSbZo70i6GEt1KSGEqVPawMBxX74wB+Q1hCXNkg+UH3FNk7SkrO3IPt21cU6qTUMIYTLeCB2SHFAAadlf8Oyi0kNZVYIMDubadiEx2g3ChJMwdu6CJrm08DqYDlsL1QEqjumADyH3/AIzMeQrScPpD0MYQLEg2PQHUUormCI6yHVNF4/MrK8nnan14AT2GNWyr3t2yr4oNmOCPEoz8Iwnm28JbhHKRHVgcJA2lOPRKs+msytOLS956HFhwnO4KO789fbyX3ncnKieSonJOmjG+wi0F0XL++W+gtqGlQ/GtMKWDqMbkqAiQYlRrzw/gX+G8w1mRdqcU0SQDP3iIJkk7EE7c/M1uWq0mTSR8PUWfiIThHCx9kjsfcY9FDn1B0nr3tJ6gUZ1UBxTzUeT5sOQQN6GH8BxskDkpWlvCu5Dh9c6rOmXiAl0KjM2tfcd+o01kBqNMQNz7DY4CFgkeYgen7w5HIwNMB28bLr1NXDodV/WsN5xDErbFeSiMh3KQpa1pCUkE7kgnunWc4Hhbiz2W8TISppTtnrTKwJQUzzP9lUEiDzmN5rorJ5rDcY4dZUtKbkJMDkZ/USOfSiehxQlNJiNpyiNGa2jGc4SANQZEyPclxTbtbG9imI/VFMV+6SDl51P+JalAH2T9dUa5t2SLcq9Jp4isvW5FS3UJIdw84gDG1H3J7kd8cHRBblOZhUig0dlshCWm1LCR3Ur51H/mJ0pcTcPu8GWF3kHH0qfuXC2AkyUtKHaqUrwLgKNh+EkHnFGcFmGuJr63tktENW6AokjYqHdgeOkhXxFI/wATlNRDuejyz8qpdLSFn+IocUM/lj8tJJRCVFJ51qLrVbLd9dc7ZtUtqXT6XRkzakAezReWraT6bhsH+bS78QFnRaVdMG4YEdLEStRQVtIThLbzWEkD6FPln7866a9lPHdpbWOH4RuN33LcrmdhuSlJ8ymT8POsp4swDzrl5nWxDYcj1nmfQGkpLiOPq+QHb66q51GSoHJwdFsgNJGEY/DVDPdAJwdby8hMVnjTiiZoHqdILZynnXqNZ62uh36PBFdtTamrtWe5Vm3UjlMuWN/mfUoLo/BA15nVBW4nHOvQfwwdRLf6n+HRvprcS2pX6ugu0CpRFK+YxlBQbOPQFsgA+6D7ay72hMoZtGrhSZQlYKvTf/b4078MFb7qmpgkbVlP9HIr4jxY0mROcU4tynVFbi1HKlqLJJJPqSdLPpl1RkdG/FOxfbc9yLBh3Q83UiknDkBckpfSoD7Q2EnHukeutTdBvDPePQfxHQbrYlxqtawizW26g26lDrO9GEIdaJzuPbKdyfqO2sN9UKFWqTfVbYrVMlQX3ajJdS3JZU2pSS6ohQBAyCD30vsXthlbx1LKgpKkJH57H0o8u2uLZpKnUkEE/pWx/wBIp136BdY6bZtQ6TXtGrdWpcmUxLQ3HdbKY60pKSStAyNye311iBVUI4OqZxpaTlIII19hRUAFEBX9dMOMS3YMC0RyEx+dVnGi+rtCN6nuVBKz6ffrg5KTj01Ae3AHB7a4LWewPOrS7qK+Ta+FTVPBWVAZx/LW+vA7TkQeh8yuMI+aZXnlOHH2kobbQB/NX56C/C90Ct67/D1XHrlhIMq+HXGokpQ+eKmPuSytB9MPb1H3AAOmn4IafIhdELls6rtqRULduafBktAcpXtbI49spX+WucPanxjb5/DX2PtvvWzrYV5iYkeitvhWgcOYheLvGLt0SlwGP3fKivpw/SenV7XB0hLiWINwb7nt9tQwnC8ImR0+mUKShxIH7q1e2l94y2PK6HmoJcU3NpNbiLirTjdvO9BA98oUrj1xr68Vtr3TWqBYNxdPZioV2Uu548CnykL2KQZYKACrsE70N5yCME6Cr8ubqRct3np/1UpNv7+lUlq4a69T5B+Fqy0sf7JwvG3c6tCFJHfecAY0hcO2K8jkLPiXtApad3Uk94lvu6vPUNIPmZ5Uy3jiLJt/GhOx+74Cd4+G9HnSjomILtHuG7IbMWFQqaIUCksICUOyXsuy3XcDJSXXFtpaztw2CQRgad1bm021bYm3xeUtEGj0tkvLCiEgJHCUgfxE4SlPqSBpW1TxK9GrGpSDd9zTTW4EZrz6KaVJbmecW0qOUuISgFWc5KgMEaxj4ivFTd3XmqNwA2qkWrT1BUOlJXuK1jI859Q4W5g4H7qRwB3J+teE87xxlfecmChhJ5naR4I8dXMqr25kLbEsIatvvK5mqq+upcrqPfFWuuopDLlVlF1tgHKWGuzbYPqEpAGfpqHhf8elqiY4iYhzeRyDos/tB/x62K4xJtdLTIhIEAeQ5U18PcUsOsqQ8Y0wB6VrGV0D6MxlJ83xWWejdnH+xPnP89cm+iXRVokjxY2ec8f+Yv8A/XWdPLRxlI41+pQCoDCePcaFnC5RR2yb3+Fj/Sq0nGrag9uqfRH+WtHN9EeiZJK/FXaCwU4I+Af/AOuoczw3dE5fLXintFB+lPf4H56XHTfpPePU+oqotmU1MpxpAXJecWG2mEE8Faj2zg4AyTjgaMr48OPVHppQXa9XqZEfp7XDr8GR5vkcgArBAIB9wCB640KcfVZXqbBedcS8qISewnflt2XM9PGgmRucQLgYvIXgDpiEns5k8vw7T08a+X/Dd0RYPlyfFxZyT6f+TZA/110Y8OXQt75GfFzaClHn/wAwf0sItEkV2Q1Bi05ct94hCG2mytaiewAHJ01aJ4MerEmAmrPU+mUpC/nS1NkftsH3ShKtvfsTn3GjmQedwqEryuddZ1fd1BgT6DsZPwpG4otMZw0jtrl1AQeio1R1gDcx4gVaWp4Qel1zXAzb9C8StAqU90hfkRaPJUpSf8X2Rr0F6PdFLN6U0KJQabU47qmEDe55JSXFeqjrH/SLpr1D6Ky0VypW18ZKllMaLJh/t28qOAngbkknHcDPpnWso9L6puJafejwmlqQkqS5KwpJxznAI/npGzvE1skpVd5pTrR+6VFrcj7xAQhPLluNvjRazt8ejGN3GPukBt4SSCmT4DlO07jx6UJ1K3bdN41mY91KgtrddXuYMN3LWT2J9dU/6ks5E9KkdVqb3+Zv4N3nVnXelN9OuVGsqp0aQ86kqKY7wUon7jjP4aBKD0Q6oVfbVTT40NDyspbmPlt3b7lIScfccH6aW2r/ABTzarhWbKUgxzZ+UaJp2t8hYJZDjl+AAAn/ANPw/wCyabVkdPLYbrCqtFu+JKbUg7UoirA3H1ydOiBTo0aAltE5BTj7XlkaALA6d3FR4LMSd8JlABUUOk/6aZrVLkIjBohOQPfRewvrFbQW1kS4PGUfokCkPPZAXD2z+sDr3eXwAodnUmG4VbqqgEHP9yo6rqrIpdLjClIr7bMh1O7mM4rjtnAGiNNHfE4oW39r5ge4xpUXHa17LuSXcKo7EiOhwhtpp3cvyh/w4Hp7ZOiVxkcdbrbbucmW+0+73mpPpKI+decepm4c0OvaQBInTueg3FfdZsqnVeOpDl0JClclRiOc50Az+jVM3L86+220ZyQaa8QNOeFbVTlxG3X2UM7kg7HD8w+8Dtqrr9vPxWcusjy8/bScgn6+2mzhs4HKXvuDXEK+0PJKVW8k+CZZMnyBNFGcy62eyae+if3Vmu4fDrZ051b7vVRmOpRwcUeQR/TXxTOg1oIpyIA6uMu/CveagmiyRtyMEcjseNNup26uQdrKFKUo4QlIySfpqwpnS6sORVrkJZZWpHCVK+b8caes/b4XhppH2zxI8yFfdCjagmPAe7yR4kbDrQy6vX7J7tu0AKh4Df4AfpWW6z4XOmEF+Q6916bjJcdVkC2pS9hJ7ZB0ZW1bViUuz5fT6d4iW6hTJLexlty3JiSyr0IJ9M+mr24LNrUGsvwZ0ErLqjgAbkuJ+/QzVOlNZy67B8pZzlKFKIUR7ZxjOr+UtuF27W3dveKnNDsKQddoZ6ahFvsAdp2EggmsDX7RX+HcistJQmSR13EnmJI+mxoOe8O3SNbTiP8AvBMjDm4n+zEzIPtqVSfDT0znO7IPX9p0pPYW1LT/AFOptFsK461LdpzcBxpTfyvLc4CD6Ent+WmNb/Tafb0RTpdbkSEjO1HqfxxqxfucO4d9NpecVupcWAQNVpyPIk+7kAEbgkiRuKCXXFrjulSGGt+UlXL4LHjQS/4a+n0d8oV1xZbUnukW/JPf8ddGPD502Q6hbvXBDjaVArQigSEqUn1APOCffRCiiyptSEVLbi31KO5KuMH1J9hq0kWdNgsKfLbTmwZUlB5A/LVnJW+Jw921YXvEz6HXQNCSq1BUFbA/9PyPQyJ6Gvx3NOMqCbllgKVuB395/wDOoLPSLprGjtuM0STNjOIyiQuS4VKHucFOD7jGvtrpnS4EGoQrKrcqnR6olAlwZH7aO8UElBOfnSQSeQT3PGrO27rZoa/hp7Kn6e4cqbSRubV/EjPH3jsfpo1fplAr0ZNRtya28SAT5Rw4k+u9B5B/DH1OufvaBjOPuAMkq4TcOv2eoKStRLidjKQ4gyAR4xHIiK3nhi74Z4htEMvMIafiDp7pnxSecH1noaTtz0euMUU1mcPJqMdtFNqSWVfI6yBhp8Y+0CkBB9iBnBOmPRlNPKp8sLSGkxUvblKwkJKQck+gx66+aq8qjUmY/XIjT8NLSkOpdIQH2zjc2CeyiO3/ABAH00t623Np8yldP6rdAg2nWQpxFUS2CtURRJDalK4BB4Un0J5yMa/EF/2s4Vi2uoZcYcWZCSQprQCoIA3KkAQlPUGJ2qRLDXBGRfdtj2iXUAcxsqdifAGTJq3seqouuu3vfaSFImS2qfFXj/0dhsJSPxG0/fqv8TNFe/sJbDzDSlyF1L4dsepLjR4/EoGu/SWLEpds1+kwpqZjUStyWUyE9nUBKAlYHpkAavOqExio1jpzbrgBLlZXLKCc8Ms5z+atCmL8Yj2m+9WgPZ2wUUzz0N2/dkeg3HnVu4tTecINsu83T3v+5Tm/1JpV9X+k8Wh9PqbVaUwgyqAhEWpONp/vUuH+8PvhxRGfZY9tZ3lsfKt0BRQkgKVjgE5xz+B/LXoBJoqbjt+56O4jemXDfax6ZLZCT+CsH8NJDoHYdDuDpdVGK9DS81csxTBUU5U2lpOG1pPopKysjWh+z72yvYzhS4vMwS4pp9I576XTqP8Ah7xA+FL3EXA7VxmkW1gAkFufigAfXasozUNHJUTqTa143JYVYRXbTqz0CWgbVFGCHU+qVpPCk/Q6seoFpVOxboqNqVdI+IgPFG4fZdQeUOJ+ikkEffq4vPoxUbVtQ3W9WWpDOGleUiOUkBwjHO49sjW9X/EuJLdsi4WFIuoCNiQqYjkI3kc6TLHE3hU44ymC197oRz/caeHSfxU1O9auxbFfoTTExbS1/FRnSGlbRnlCuQT950TP9RukfWeHItuqfq2thlS0uQ5jRDzRBwSncAof4kH8dZU6GR3JnUiKw2SFGO/27/Z0ALqE+37ufrVOfWzIhTnHEKBx2WeD9D2P36yvL8Hs3OauLbHEtKQ2haYO2olXPwGw5cqe7DMrasWnboa9SlJM+ACf30UeIDo5C6aVlmoW884/QqipXw6XDlcdY5LSlfvDByD7fdkp59lGzGPXA1sHxAUhUrpSqqSArAfivtBXoVcf0UdLfwxdEGeqd8rm1xkKty3kpmT0FORJWSfLY/zEEq/4Uq9xqPB8TKRwu5mcof6kqSo9SREfEkgV7ymMQnKJtLX8cEeU1nxUSc3J+DMdxL7hRsbUghStwBTgH3yMffrWvWXwyxbL8MdOksQWjc9tqRVKu+2gbliRtS+2SOSlv9mB6fIojudEvUfpVFrfjO6cS0wkCBcLceW82lICN0LcVpwOMeW21xrTF/0pur0q6KJKbC2p1IkxlpWM53tKH+us04v9pFwtzEXFoSlC4dWJ/vaCnzH3vpRvD4FAN2w8JKQQPzn8qoOjdDbofh76bJjpKUGiQ5BPpudR5ij95KzoRtq6Ylh+KK6rDecaYhdQqZCrMZJOAqoMoW2oD6rSHD9SBop6J15Fc8OdhLbXn4alMQ14PZTCi0Rj/JpNdd7Fte/OucdVydQBZ6KFaRqLFQBG8ykSFeShJJGDuOeDnjjSJhLNGQ4jyePvNWhwPAwCoghQUkwNzCgKOXC1tYq3fTEpUmPlyoi8Ydcctroup+NKVHqBrsP4FSDhaXm1l0KT9UhGfxGl9SOhXUStUWNbVEfahyrgksXHd1WqwW6Yzu0GLARzudW0Cpw88FaQSCNfdiVa5upUC2erfWyr016k23PNPoTMmOGmajUluIAmSN3yKaaAClq4yUBOMlWtcM02dUyksFQjufMHU/MXc87sjI5JJz9dFcld3fs/xbWKYAW7rWVLglIVtAAjcgAGD19K8MBnO3S7lxWlAAgTv60mp3hi6ZV+rSbk6nVKsXpcNQ2GXLkP/DtkpSEpShpnG1ISkAAqPbSZ8UfQzw89KunTtfg0CpUuuz1iPSIrFRWUuud1LcQ5u+RI74IOSkeutRdSuuPRrolTF/rqsMVKukEN0iC6l2Uo4/3pGUsp+qufZJ15n9burl0daL0k3VcjgQkZZgw21Esw44USltAP35J7kkk6Kez3FcUZi+Rf5B5xu3TvEkavBISNgnx25bCvOZuLNu00sNyeQJ/Sly6kgJI4AOc67fGH2Ov7y9w27eM6/vgnPb+WuhFBsnv0ltpeO7c/CmwIzv0/PTa8O/Q53q/dio1ReXHolMCJFRdb+2pJJ2tIPoVYPPoAfppbFSHFJDbRR785zrd/gsosWD0klVNpA86pVR5Tq/Xa2lCEp/DCj/m1lHtJzTnDXD7l1aEh1RCEnwKuZ9QAY84rRvaFnn8Dw87dWphxRCEnwKpk+oAMeB3o7m1fo/4e7RX50237WhoZUtlp+QhhcpaQcDKjvcUTxnk86Vfh78aVgddotSo96ooVqVISBFi02ZVEuiotKTypPmIQDzxs5J1jTqpBn9fPGxW7JvStPwoTVYnUqMd3LUWIh0tob3cAueXxx3czzpNSLHprPSZfUJFRcRPauhdEEYkbVtCMHQ4n1ylWQf8AEnt6oeJ9l2IurDRk31qu3w0vWJOgr1EAc9U6SFE+AI0zNc2NYpp5vVcrKnVwSrmZM9evLcmvT7rBVOivhPpMrq8i10KqcwiHTKZHcDaHZCgoktpwQ2MA7lAEJGABzg5mon6T69JVcS1d3TyifqN5zY4Ket5MlpBP2gpxZSsgehCc+6dJHrr1EvK/OknR3+1Ux6T8FSai0y84Tl4IllkKV7qDbLaSe5257k6FuovQa8+mNjWb1AuByCqn3tGMqChh0qcaTtQsBwEAAlKwRgn10z4PgrFLtW2+J1+8XTiltJUtSiYaKgEt77QlJV4yTU/2ezeNaMoourVKAVEkwmRAM7QBXoV4kvG9W+hlvWbP6ZUGkVpq64i6jHm1EuqaQyNhThtCkkk7/VXGMY9lXY36XLqOivsDqV07t6ZRnFBL5pAejyWk+qk+Y4tK8fwnGfcaz31hkS6h4Y+h86buU40muRELP/homYQPwAx9w0ubf6SXdc3Ta4eqVKZjOUW2JDLFQy9h1JcKQlSUY+YZUM86iwvs84SGI7PJ26FK7RxvWqQokOqbTBBEEwAIjerOFcRj7ENaoAUUT4kKKR+gr2D60+NuzelPRS3Otds289eFHuuSiNCS1LEQoy2tZ8wqQshQKFJKduQQdZkP6YSQlQWz0BbB9lXMcf8Awus8Km1Wrfo9jHnFa4tC6oIYhKV+4h6nLWtA+m/cr71nS36N9H7d6pNVV2u9Y7QsY01TCWkV59xCppc358oISSduwZ4/fGhXD/ss4RsLG4VlLftS06tOqXCdOoaBpQeYBEwnxJpg7Za9IBr0I61/pRby6QXbAtqmdIaRKTMoVMrC1yqk7uSZcZDxbG1AGElZTn1xnA7aOOun6SuV0bsrpHcUPp7Tq3UeoFstXHVIH6xWyIKHENltDbgQrOVl4fMn/d/XWHf0k9vxLY8RbFJhKSpli1qO0hSeykoY2Aj8EDQBZTVR8U/Wvpn02qtTj0iIIdJtOO6858rUaM0ErKfdayHClPqpaU59dH+HuDsGcNZXvYBKA2Vr3Vv3eu87HfbwqZx9wLUmfSvXKs+N+2LN8LVB8SHUa0ZFCkXO0TSbbRNS/JlLKl+UEuFCRtU2kOFRThKVDOSQDhJ/9Lv1nVXzKj9N7PRSA9uENfxKn/Kz9kveYBux+95eM+mun6XJ1VD6l9POnNNbLFBtq1EIp0YH5GwpwtnA7Z2sND/KNBHhM/R81XxKdP5XUiq37/ZimKlOwqelFO+KXJW3gLcOXEBKAo7fUkhXbHIw4Pgywwoz3EjSezWTp1BStIUTpSkCTMDcxPPeBX6tx5S+zQeVexlKqjFXpUSqxjlmWw2+3n+FaQofyOvx8oeSpt1IUhQIIPYjVbQ4Rtm2KVRXHzKXAjRoJdSjZ5hSlKN+3JxnGcZOpbpUV7cHA1xu+08yE3bZIQVKCFTvKI+IiU+FEHnFIQF1XUSjMQZsl5Te4IXsYKuSEkZJ/nj8DrM/6QLxWXx4X6ZZY6ewqPInXI9NMgVKOt1KWWEtY2hK04JU8OcntrU0Oaw9Pdp5KkuM4OD+8CO41nTx4+HPpt1ksF2+r8uufQXbEo1RkU95t9tMcuLQleHUrSSrKmUJASQTnA5xrV7bJv5XjO0v+OmytK224SU6taVNQ2oAcwpRCjH4irqDUl4t95BW594gR6UlPDb46mPELcjdlXxbEOi3Otha470FSjFm+WNykhKyVNrCcnG5QIB5HbQb4ifH6jp1ecuxumVt02syKS8WJ9QnrWWA8nhbTaEFJJScgqKsZBAB76yX4RqTXKl1/teRQmnFOUx56e+tHZDLbKyrP0P2fqVAaH+nPTG6eu/VB2z6HKjN1WouSZbj0xxSWxtytZUQCe/07nW8n2d8L2GcuLp5AFu00lZQSdKSorlR3mIRsOUk7chWW3ODxq8k7d3QBSEhRB5SSZJ+A5V6AeEzxe0/rfUJlm3LSY9GuZKFS2Ex1qMeY2MbtgVkpWnIO0k5GSDwcJOp/pG+pltdRKtTpVq29U6BCqb8dtlLbrEhTCHFJGHd6khWB3KCM+mk14YYFWs/xW2rQXVBMuFW3adJ8tWUnCVocwfUcHV540ehljdFbvpbFo3HNnSa02/MnRpbiFuMKLnyqG1IwlWVYBH7p515a4R4XtuJ1491gLTctJWhMEhMFesg80ggJI35mB0qnb4XEWeT90S0ClxAKRzA5zB6dI+Va26meNC27W6T2v1msqzmqym6ZTkF1h+UI7sRxpOVtrKUKyQR24GCD2I1aeGHxRSfEdJuCPIslFCTRW2F7kz/AIkO+YVjBHloxjZ9dYTrlv1ukeES3alU2HG4tVveXJg78/M0IaGyofQrbX9+3OtCfovo5cPUF3ZnH6uTn7/P4/loHxLwlh8dwteXzadbrKyhCypRISHQkJ5x3U93l0odmMHYoxD7zaJWlRAVJ5awI5xsNq0NKdxJcbSBwsgAffq5pVrVeYhE1Tgp7auUuukpWR7hI5x9TjQ6+pRmPA4H7RX9dFtAu6KlhEG5mlvMIAS1JSNy2wPRQ/eH8xj111h7Qb7ilvAJc4WQlbsDUFCVaY/ADsTPQ/DetD4awuMLyTltQRty238+sV+VDp3Hq02LUZd4SXX4biXWw8wHWypJBAKVL5HHI1+VGzn6uZ9IuNUGfRKjKM5JjsqQ7TpJ7uNIyQWyOFtg5I7ZI0e06lWXWI3m0yvU55ZAIQmahDg+9CyFZ/DVTW0US12nJ1VuGNAjtZUVPSEkn2CUgkqP0AOuM3OK+OheJRdocLqdkgtQRuD3dIBBkDcfvrYWsTw4WVJZOlPrM+skz8aSPTOoTenF31vp5fq0QhUFfGRpq1f7O4QCd6V9ihacEK9CnB54HWo3JWbl6xWfeBpkpi025DtMo8xxspRJXsWHF8+pUeB7JH11Im3Vb9+RK1NrFPYNsw5aWYz3xCRUoK3mylUlps4BaJypTZO3PPB0ub2l9QbEtuhQxXGqxbcKpJqNEnRcLiuFAJ+0OUKysgoVyMH01utngmcxkHb26bS1kX2+yWFHuypohSkRsHN0AgnkDEzWcOX71nbotG1Fds0vUmOeyhAV/d5kEeNa6t+YmJMnh0nYoblc8Yxzn30q+g6kf9ktDda+yiS/ux7+crP8iNf1Y6t0OT06VctuvfEVG4GRTqdT2iFyBNWCktlI5BRnOfXj3Gqrw/rqlLtmu9PrigPwKxQZ6nXYr6dq0IdSCOP8SFfmNYT/AMq5DG8IZBd4koWl9runYkICkLUAdyApYE8prSBk7a6z9uWDKVIO48TBA9YFCfjhtBqDVLYviPt21OM7T5BSP96wQpJP3pdx/k0WWRb9O649B2qal0NSXIX6ueVjJZlMgBKyPYlKF/UHUbxgSPj+lND37Sturt7PpuZcBx+SdZ46S9U726RVhyqW1IaXGlbUy4MgFTEgDtkAghQ5wocjP4a3HgfA3/HPs/sVWqouLVatBPLuGI9OXxFImTvWsBnH0PCUODvD1/k0YdDuj992X12i0m7LZmxEIjSdsnyiuO6NnBS6PlOfbOfcaD7F8Pd69S+osqK5QJsOgs1JxydOfYUy35QdOUoKsb1qHA25xnJ41tHod4mrd6x3VFsc2VMpdWfYdeLiZKHo/wCzTuOOAoZ9ODpWdVvHlAo36woFhWE6mpRnnIxnVR5JbaUhRSVJaRyrkcZUB9NEC7xurKXDRs0ouFNoSpWoQkSqF8+smPSvxCsQm3RDhKAokCNydtvy9aDPGnVqdQKJRen8NaBKlvCc+2k8tx2wUoBHplROP8Omn4V7NYtPw5wquW0iZcr79TeJ+0Ubyy0n7glvd/nOsDXNdVcvK4Ztz3HUXJ1RnO+a++5+8ccADskAYAA4AAxr0g6aSUnozY1PYA2Ko8Lgdv7pJP8AMnSj7XMarhHgizwyDJcdlZ33IGo/CYifCjnDLxzGbVdHYJG3kKG7iejRPEV0eLygHUw6+R78xAE/zB0e3TNDbFeqLp+RiC84rJ7JS2onn7hrNPWu4rtPiCpl32lQp9Vp3TKDGeqq4zZUiO24tSnSs+m5tYH4fTRp1+6xW3C6avIteuR50u8o22IWFhSkQ1gBxxY7pJBUgA4Oc/wnSGngHJZtzA21okq7RACo/wDTJcU4dX9nuKChMSBRxGZt7Vd+87sQTHntG3x2oQ8MV6VCwrNgWN1MgP0Kl10uVW2alNTsYkN5y62FHtz8ySe+4+41SUu2ZviY6xVy9pUCW1YkJAp3moAS7KbSP2bLO7jzVqBcJ7Ng5URgZ5RqbcFxUW0bs6x3E9BtK34bbVDpPyIm1FTaUpLUdCsHYry05dVwArCcnTOtPqpbtkXk50/utqiW9ART4f6mcpcvz4UFpxO9TLp2gpdUSkuOHkqHzHGNavm8cnAPX2VwTQcvnUKCigkoSAsBXZ9Ssp0lRGwOqNzFL+OW5kgzZXKiGkmfM7dfAc4qze6N3LczFbg16sUKiUip0gUCDTIcFUoUuAlQUA0pa0pD3GVOAHJJPPB0AVTwZVqLRHKPZviBr0VvB/2OSFtxlj2Ibd4H+U61JSaPSaq38UiuRZDChuDyJrRbIPY7grGNDPUjqH0X6YwnJ1eu+nPOp4TCgyEzJKz7bWyQnn1UUjWGY/iPje5uOxsULlSh3Q0InkJ1Dw6zTm9jsOkFSgTpG5BOw+Fec3U/oP1I6QOebdVJL0B4kNVOIvzo7h+qhyhX0WAdKh5slRJB799aE8QPX+4ur7ppcJhVHteO6FxqeheVuqHAcfUOFK9h9lOeOeSjHIjm7akZOuq8Ba5hvHoOdSlL8bhPIevn4xtSlkOzuClNrJQOU1xpUHz1qcUnKW/66tfgh/APyGrOlUlbNOG5HLhJOpX6tV/Afy1A+vW4Y6U+4rBqYtESnciT8aL0wFJeSoDhOSc+uti+CG8479DrHT+U4kSIsr9Yx0k/bacCUrA/wqSD/n1kwsvNnJScasLTr1Ys6uRrjoc1cSfCWHWlo7g85BHYpIyCDwRpL4v4dTxbiHccpUKMFJ8FAyJ8uh8iaIcVcON8SYhzGTpJgpJ3hQ3HwPI+Rp++KzwN1HqFeDvV7pLcbFHuNe1+bGkLW22842kYeadQCUOYSMgjBxnIOc5T8NHhEvHxENSKhJupilWvR6u5GnAqW4+X9janC019jKklA3kjt2OMa9EuiXiKpvUttyhXS1CpNbbSnyQl7Dc0Y52BXZQ9U5PByPXBJfF+2F0dtmTWnW6fFU5uWxCjJQ2uY/jgAJHPplWDgc6w6y4n444dbPChZK7nuJaXAOlO/IxChB2JPcgzyIHMN9ic9hbv7GW0S6YCYEiPI8iPPpvMQay742/C0h3ojazvS+iOuHpyy5G+CYRvcdgOBJccwOVrStAWfU73DrGta6idU+vlE6f9F2KEJrtqtqp1NaitK85/ftSFO5OBsQhI3cAAEn1Ot+2p4t6lKutbt3wo7NBlpShCIqNyohGcLz3WDn5vuBAHYvegOWHV2v19aSKK8XwcyYbbe9WeSFFIyD7g6Z33+KfZhZNW2dsBclJLjTySVJQpwHUlSgk7ypU7iZMEiCKeWsctwi2lu8Y1xulQkgEzIJjmN55T0J51gzxkdME2H4ZOmFBjpDqram/q+QtA7uvMrcdV9xcQr89Kzw29G+sfWixq9ZtrXdCoVmP1RhdaQ8k+Y+6lIKMJSncsADO0qCcgE9s69Fr/AOqHSaz3m6XeNVp77zzqAYflpkrbJ/3i0DOwAHOTzjtnVszXLFp9GVVaXVKJFpik+eX2HWm2Sn+IkcaB2fGXEOMwSbX3BfaOLUtDqkkiSrWSElO5kmDPPccqR0ZLN43DpbXbKK1qJSspJBMzISRE77b+lZw8SvSyyOmPgWqfTm1p7ch+3a7TJ7+5SfiHnnFKQp1xI7FQd49gAB21kLw19QOjVh1WQ31X6Gm/5U2bCNMcNXdhiCUKVv8AlQkhzcVNnn+D669GJN10SZTmbnajty4FarjDiEutgpkRo6UpBKVdwSkkZ9CNajtik9J6vRUXFQ7ettbe0KafRBYSpCj7/LlKh7d9E3OILnhLDpsr61dfNwVOOLDikKS5CVKSSgahuDtImCDImt5t+EbzFYeyuH9WtaAVyJhZ7ygfioiDvsa8qP0rURxXiQp1RbjLSida8JxOBxw48nGfpjWfL2tGpdH5/Tm+aDIfYVW6HT7mgPZIU1JQ4pC9p+jzClD2yNf6A4du2tX2hLqtEpVScRlCHJEZt4pT3wCoHA+muVwdJ+ld2uwnrn6dWzV10xsswzMpbDxjNk52N7knanPOBxqbg7j65ssJZ2r1qohCYVv94bxsU7dPGqj1mVLKpg+lYH8enRC4/FZ0N6c+J/pfT3avU4lAadqVMiNFx56I8hLpU0lPKlNOeYCgAkhRx9nBQvg38dlR8PFmv9Hrl6b1O4GhUFvUpMR7yX2XnSN7C0qScpK/mBHIJVwc8eyEFFIpDLFFpcSPEjMI8tliO2ltppI7JCU8JH0Gge8munlCqb1xVOBQoklgBa5a47Qe3f4sbir+ehOYz/ZYP7IyeNVcsrVLaAVJUJJKRKRO2/KDBjkam9yeWsFoHUegEz8Ksi6AkLUAAccH013CAsBWhyPcdFrsQSqLVYsxk/vMuhWD7HHY/Q86kRLtpLUVcczGXZTfHkpWCr6ZA7D79c8Y3hHOZm8GOtLZanZjTpI0z1VI7o8SYA618wHnLs2akHUPI7RznwogbpzSZfxgQN7jYQD9AT/1/lrzm/TEXDdMWJ08taK481b0wzpckIJCXpTflBsL9DtStRAP8R9tekUOS2uFE81afOdTuI7Z+7S56m0a37mSEV2mU6oNNqJQiWyh1KT24Cgcca1VmxyvAPFrL17bLuDbwgQlUFIbKElJgiBII25z1qHPXDtlaKcCSqOnkKwb4Iry8OrKx0/6ZW/XV3PKp3xVYqtRhtgvbNoWkLC1bEBSvlSAAe5yedZwvWk9QfBn4i5V10mjty4bj8p+kvPtqMaVEf3fIVDGFpCgCM8FOexGfTpiiWBZqlT6dSKHRnHh5Rdjx2mFKGRxlIBI12qbdu1CCXKw1T5MNH7TMlKFtJ4+183A+/TIxxLkMbknsivGvKtrtOhaXdRKyPBZT0mNIGwMbbRiX2s5a3a3wwpTbohSVEmT6x5xEcq89vAt0tujqD1inddbhhKZp1NdkSkOqbKUyZ7+eEZ7pSFrUT6HaPXhO0a47DqXXevXN4k2a5PhpmSnX4kEb3HpKXgEsrJUkpaCd3Y5+VIGAderVqVq15SJaqBUKcuC2pKECM4gNpIBBAA4GuUy0em1Qkqm1K2LckPOKKluOw2FrUT3JJGSdFBxzk2crdvXuOdSHEJbSlOpC20pkwFaZklUkwIMeAr5jia4W86/cW6hqGgASkoCVEc45nmeVY/8a1Vti+vCtYl7WLRX6dQ3a0y3CirYDPkxwxJSkeWklKRlIxj0xqR+ixjEQOoq1IIUXqYOfbEjWwk3D04bdYtCUml+SlOG45abVHaI7Jx9lJ5OB/8ARuXJtk2VTH58Vil09C07vLjNttqeUBwMJA3HnQu7vOIHOHf+VxingblQU0o6idBcBSN07xpiSRtvyolauPPWH2cllX7QymZmCqQOW/r8aRr7RVMkEnH7Vfb7zrqpKQ0cnjGqsVBT0hbyuN6io+2Sc6h1mtpix1JSsFRH5a787T3RlIX0AH0roKyxSXkhoJoeq9Hql23EzRKHGL8p0kJTnASB3Uo9gB6k6ZVqdGbOt7y5VwNqr1SGCoKCvh0K9QEfvY91Zz7DSRmVibEmoqEOW7Hktq3IdaWULQfcEaP7b8UdXo5bYum3Y1ZSjA+Iac+HeOPVXylKj9cDWK+1HGcXcRMpHDzoDcd5IOlZP/d4eQI+NF2bTHYlyblGrw8PlTqESlNteWxakJtvGAEQG0jA+5Oq2sUyjwqFVZTVJgQ46YzjktiTHT8DIQlJJD7Y49OFpwsHsfQi8zxfWqqEUxentRW6BwHJ7SU/mGydKus3d1d8SUxy1rdp0ajUFhxKphS4oND1T5zp5WfUISPrj11hmK9mXFGNuBf550WtughS1qcnYGYAnvKPIedS3ubsri3LNsxrWrZIA/mBXan2DZV4RqPX+kteNp1740y4lPrZcEN+QgJy3FlrSN+0pHyrGe4zqNcNz9aOlfVNu9+pFsznDPjNRai4GP8AZ5TY/wDDdRlG5PGDn054J02aT0aodNsqn2Rdt1VCvQKc64+wyNsZtpa+VhBR+02kk8Ffr21azW/+zaz6nU7UuOoU2mUyKqQ5CqSlVGC6lP7hbfUSCo4SNqhyRxpqb9o2Nvb84tA97bcKmk9ogyULVsA4O+J2O6TB38KBq4Yu7a3F5/VFMK2PIjy5fWlF1IrNT8QVZolidLIC5zEOI7VVl/DBWojnO4gDYkY+pUcZ0q6j0qvum2S7f0yj+TR2Jy6c8ouJ8xt5CtityO4G7jPbOmTB8RXSKpVcVSu9MZltzw0WBV7Xl/DO7Ffa3M/YwSScc/66mfqjpLf8P+z9meIWZEbdYWlNHuGMptKni2UpcK0/KSBtycfu5762DCZDLcBW7OMRZqt7RGkmUF0ndRclaDzVIglIiN6T7y2YzTq7lxzW6qeseAGx6D6zSo6NdYJ3RLqBGv6nUSPVn4rDzAiyHVNoUHE7SSpIJ40tLpmfr2pzauppLbs2Q7JLaTkJK1FW0e/fGm5cXhg6wUuKKjSaTEuaC4oJRJoMpMtJz2+UYX/LVhbvhTvyBPp9X6g1i3LQhtPoeW3VZ6fiVJSQogNIyc4B4OtAvOOuFENuXqLlBcUIgSVnTJAKB3tp6gRO9BrfEX+oNlBAG/l8+RoBPhZ62G4aHbCLUbXUbhgGpRW0ym8IYHfzSThtQyBg85I037A8RUPp10oValzUiW5dVqvvUeLDDeUPFJOzesH5QjJSQMk7U478RjdnQXp4/BqFf8Ql9XpWKUcRf1Ez5CG29pSGkuOE/J8yvX1+g1wszxOdOWK/Ht/p10ppVrGoz0BNfrCRVZaXHVBK3nPNIwo8HIUcY1iOWeyPF9v7vlbIvstELBgtCUlUySSopKSAQEzTjaaMU52lo7oUoR4848POofTi1vExd9uXVPpLaaDTLxkrdrlVraUxI7rCkHcUqcGcJ5ACARhXGiO1rR6NWHWbSpcOY3dFdqLiI0esVSG61RW8LVl2MgpxKVuO1JWoI3bTjTpu7pzbt4upHUWoXBWpLS8pdk1J5lCFj1Q0ypLaMfRP56CurXh/qV+W/S4lp3s8g26wpqlU2alAYbSogkJcbSFJUSByoK7DkaUsV7S8Plb02l6+bRpyQS2jSkHTpRqUJUoAxz0gAb0bf4ZvbZkPoR2hEHcz1k+Xynemgq3aMiWuXLt5FQnKP7SZNYQ+8r6blA7U+yU4SOwA1zqlrWbV4q4ldsCkyGXAQrfTmwr8FBIUPwOs40DxV9Tuk8xNkdV7NFYlU0JZU648Y8so/dJXhSHQR2XjJ9zppVfxo2qxCT5fTSqLeUgLAXUWgnJHqQ2TpLvfZRxu1cJfs1B5Ct0OId2UPEGdp8KacZmLS/aUW2I0QFAwCkn158qC+oPheg/DO1XpQqSHBlTlGfcUreO/7Fajkn/hVnPofTWXL6jutMNRfLWjaf2iCnBCh3BH007eoXidv292HKVTGmLdprx2uNQlFT7ifZTx+bH0SEjSnqrPxqAFjOB3PvjXR/s9xPEmEsgniRxK1j7sbqA8FK6+XUeNT3BbyVi9bMd3VFL5CfNZ2LTnHr667UylIlvkjvx6avXqL8HHW6Bw521PtOKymWW14ytJxxpozV0tsqWDO1QcO4LW80xcCD1/SpcalNKYSw2kHYMZ10/s+n30RR6WpAc2gAhWuvwj3/DrN3HgpwlRrdGrAJbAioiVNOcJIz7a/A0yQt0kA/ZBxpwD/ulhW4xeq2f8dO19E+E3ISIvVbCj6Kp336Bo4gdSr/oX/wDCj/UpLTdudWV/If5qUB3JcSpQy2MD786qakjy0KWn7JJxgcaeS3/CYEqQqP1YwDz81O1Bnv8AhCVFSXWOrhRuz8i6bnRFriZ1pMmxf32+63/qVXuLxTiY7FfyH+akdEqkuKNrLnyHulQyNSxcNRwSwpLKsYKmxgnTSLvg2/8AA6xD/NTNdEL8HSs7Y/WPgfxUzVpni++aR2aLS4A8IR/qUDed7UyplRPoP30lXUrfVvIysnJJPc6sbdth2uVqJTmQSp51IJAzgZ5Om15ng6TnLHWL/mpmi+xJPhWpLqq1So/VIuj5UfFmnE/ekJ15e4quWmVKRYv6ukpb5/8A5KHWzSH7kIW2ojmYjl86n3BLbdqlFtGl/LGokbYQnsFY5/0Gm0jdS+m8OC2fnqEvJGP3G0//AMlfy0NW5H6CKmrqEZjqCt+SQT8QuESM+nGmbcb/AEqpbkKlTEXV/wCTYyEpShUfGVfMc5/e551ntzmljS2i1dGnyRJJ5n79NtxdqJba7FfOYgdP/LxIpodD44ZtBoADcXFqV9O2mDAf2yg16KyToW6Si2/7HNyKKKmIy1rP+1lvzO/P2eNFUMUxUw7BK3JH7xTjXpjIKWklTS9x1j/NWSZdztr19Sknmef+9dW2D8U4ojhJJ1hfrTVvjbzqtXQrd5shwJP0BwP5Aa3NclUp1Et2fWJheSy20oKKMb+ePlzxnWJb4r3QJUhz9aovzOST8MYff/Nopi8q6i4Gm2cX/wBoSfzWKYODXFNdtcltREBMgDbqeo8qSLs2WqStQeUgqHKknB01+hd3P03dGlrUttt0AKHdIP8AUapI8zw0POqU211NJxzkwMY0X2JL6BsKkqpLd/ApTvV8SYfp7bdOT3FF1asqLdi+Dt+FuPj+0pmS+LhULaWQZ6D99aRavCHU4Ml2JKadRFa8hspV+9jnjSNvqW22HXpDrTSQTy4sDjX9KvXovQKGy265e6WpzqlpwYvmKOefpjjVa/O6E1uN5zjV9LSR6KiZ1bxvHt7ZHWce8RPOEf6n60LGIaUlbQQuD5D/ADUobovkoQ5Coqit1QIVIIwEf4Ae5+p/D30D+cspwtSiknJyfXTkq0Hw2xVFcljqX/kVAx/PVM5J8LY+211RGPrT9ObXG1zed9WPuD6Jb/1aQsji0Y9ehCSn150p47yTNktpGTtSrn8Rr+BUZJAGEpTnOfXTLZk+FZE17y2uqwcU2Cr5qdjGdSPifCykj9j1S/5qfq0rip8Gfs655f2W/wDVoE0kFuNQ2UfzO1BlKqEllraV8DtqzVcJbR8pPGjKO/4Yw38rXUzGONxgZ1xfk+GEHC2up/Psqn6uI4uuAjT9nXP+Fr/Vqum2CXO0BH1oEfvSQ2dmSCTxzqG9cipKgHHNx99Fs+d4UEHc6jqr/lVTtQE1Xwk+YD5XVsk+6qbj+ugOR4ofdlJx1x/hb/1aacVk3LRYMyKEKjNDidw40L1N9wE49dO34rwquRQ55fVPb270/OqiZJ8JCv75nq2eP3VU3Qtrii4Y2+z7j/C3/q0Qybyb9vWkUqLelR6lVolNqFUZp7D7qW3ZT2djKCeVnHPA1t+x6ZaUagRaNZddpLlNYSMuMS2lrdV+8tZB+0e5z92ssy5Xg4aUVFjrJnudiqX/AK6iO1vwY4KVM9aBj2NL/wCukn2gWq+O2mmnmLtpLfQIaIJ8SC7MjpvQvE3q8StWhIJPzFa9uW/OjHT2Kp2677pDElIJLKJKZMg/QNNbjnj1wNY/6++JkdUybWtOE9Atth7zCp/h+aofZU4kEhCQeQgZ55JPGKqRUfBGVK3x+t3PqDSdco07wPpcOxnrfk+6qTobwRwthOEsg1fDHXTzyTspYb2PiE9rE+Z5dKp5bKX+QQplxYCT033pUqmKB5VnnWhbIhp6+0G2+ntl2DDt9+3opar9zeZlBYURuUQAMrWEn5STzuxxk6r7co/g7umuwbdodN63SJ1ReSwwgGlcqPqT6AdyfQAnR915uG0ehVlNdCukbs1ldSSZNUmSHEmUW1ei1oAG5XbgDCR9daXxNxLccR5G0wONs3W71RKkKdCQltH3VOKCHFaoB7oI3VQPHWSbdpy6eV+yAgx1PMJ8qGrx692/0cp6+mfh1S3HbjrAqdxupDsic8k/Ntzxt7jgYx29zY0uq2V4tIqYk/4S1Oq1Mb3wJzJ2R6oEDIC0+igQO3I78jIGaFNMdj31+QpdQodQj1uiTHIsyE4HmX21YUhaTkEaar/2Q2rFiF45ZTeplQf5rUvrr/tJVyKeUcqpN51a3YeEtHbT0A8vMeNHXXC6qb/ZyjdKZnSqNbFz2tMeVVZyVgqklQPypASDsJVu5J7DHGk+2nZjAwRzxrXnUWBSfFN0aY6oUJhDd72qyWKtHbThUlCBlScDvx86D96dZAS7xpX4AyDN1aPWq2+yuWlqS8gkmFkySCSSUq3KekbdKvZe2W0tLoVqQoSk+X7x1rY3QnxiW03Solo9ZlvR1w2ksMVtLZeQ6kcASEj5goDA3jOccjPJ01Tql06vGEmp2RetFnpIKsxKg0oj1GUEhQ/EDXk4+rc0pONSoExcNxK21YGBz20r8Q+wnh/O3Kru3Wq3WsydO6ZPM6Tt8KIWPF+QsgEk6gnxrefiXtmwLltN1VfumhQripSFPU58yUF53HJYUhJKilXoccHB99ZsqyPMgRHSn7TCDn8BoIh1FuQn5yM40fzG0OUGnrSeSwn+mtI4W4FHAeLbsW7pT6NRI1AAJkckgdOsUycNZ05l+8W42EEpSTHWCdz86FFjB+/U1pPmKCT21AeUpKyFDGPXU1h1KCn5u+NHrtaUEFZpjw/fX3a6VlkBhMfb2GeNQqNG3L+JaVhTCgVD6Z1cOAPpJWM+2v63oIW7UWtveMpQx7jnWf5K97TWqtKtbGHm1D+fCi6jMGVIZbKP70YJ0Vf2LR9fy1E6XUV6ow/inx/cqygnTI+EV/w6ynK3ymrkttnlTibvSlMeFZ8w4D9jP3HXyWlOZSU7Mg4JPqdfalY518IcC88cDHJ1oJfB2KaXFNpBiagTnQ0ypOSSMg/Q6qJKyaceM/NnVvVI7jyDsG4lQydWtBsKp11lDfkqSg4OcaG3d4m1MvqgAyPSoharfBDY6UI0ejzq1KTFhsKWVYGQO2iGvW0uipbhpRl44CvcnTvt6yYFnUvzERkqkqTjdt0MLtV2rXE05PUQFuBW31A+uhVvn/e7j9n90ch1Jr9RimkMlMyo8z+cUOOdMpAs92oMxy4+CgE44BPJ51Pta3GqYy2Zkje6OwSOEnWi7jtllHSctUuOEqU6nJA5zpIrpc2nOZltFKE+/rpiwqk3bKhcmVSdvlQxXZrc7VhMae78qa3Sa3WqnWou9xSglYcVuA+ynnV7ebM2oXm9HQ2V73wkY9T2A1J6CxlOMuVFxONw2pP0Gm1ZlgA1mVdNVR8ilqLKVDv9dLmStWTcLCRBGwihl7lhZPqdcMwmAPEmmP05popFnRaacb20/OMep5OryInY6twfdqBbDyHmZQQQUtrx+ONT0EIABPKlaUVhTK1IPOspu1KcfcUrmTPz3of60TGxaApW7aZgK/8Al/8A7158dRqe83KeUQcEnW5/ECtz9QMSGCQYykA49Aoax7fbCpcR2QEg7QSSRo7w7fC0dTr61onBlqFYogfiJ+f+0UqaKcPkK7HR7by0QW3nUEArbKTpbwJa/ilpQoDarAx66M6XJxHUSeSANPuQudQhPWmPHM9wzUPq3VS3+pIKV7QzGDh/xK511tC4N7SCtzKSOdDfVFwyayygEHYnYD/hAGolryfLc8pRIChotY26V45Grnz+ZpZN64xl3EDkYH0FMy44SJkMvNjII4IGlbLy2VJXyAex9NNejPB5sQpRHlPfYWfQ6W93016mVqTFdRsKDkZHcHnOieEuShwsE8txVXjCzDlum4A35UOoViqBO4/MyT+RGu5eQOPUn01Wrc2VRtJONzSh/Ma7OPBtPAznTcp2Y9KyNlooC/JR/IVcM1FAQG9xGBjOo06eEpJLnHvnVI7K2Y5OR66r5VQU5wokj31Gu77MbV7CAo711qEtUhX2sJ+g76r0u7TuJ7HjX84+lQwg9vXUR13BSkDONCVOqWolVXSlKQCmiqPNKYYBIwfrqFKOfmA99VyJKgwPz11Yk+c3gckaqXqtELothnfeQpg1TVNJGSTocfeJWpA9e+imqM5BKhoVkt4WcHBB76p9uFCvF9Yqacqvkq2FQ76hpUUryk8akyiSog85PtqIpQCkjHfUAcOoEUMebjc0c2BeFYsquQ7ooMtMefDUpTS1IC0/MkpUCD3BBI13uS6KvdFblXFW5i5U6c4XXnVcZPoAPQAcAegGhNsltoY9s419iYscHjGtLx6rS3WLtTY7bSE6472nnE84kzStcJeWCySdMzHSfGrgv7uVHnXGRJ2o2576r1zFHHP365qcUvlR0Tdy+pOlFUvdSFSaKbI6o3l0wkz5VnVX4U1KOY8kLbDiVD0Vg/vDJwfqdBXmqcUVLVlR5JPqffUlwgpOoOEg50lXNrbW90q6aQAtyNRAEmOUnmY6UQC3XGg0o90ch4V3Uf2aifbvr+YUFspzjtjXyFAgj01yjqHl4HudSodlNQKbKTUxqU6yr5VYGmYqvOxrdpyXPVhJ5GlWVcbQOTwNHNyOiNDjxTx5MdCCPqE6AZzKP25aZaV1J+X+9aNwDaI7G8uVjYJSPmSf0ri9XPP3Adz21aUVK5KkHntoPjozHU+57cDRj08eTOmCHgkntoBc5Rxw63VbDnTzw/alNyluPvDailEXYzuUcADJOrrpzR3KxVJhSj9n5Ckn8tfldp5Q43TI4+fILn3+2mFYNNjW7QqjUXAAoM7c/U6WM1e9jbEp+8vl861VpnQoFP4fzP7qsLbcZoFN+CZ27wnB1L/W7n/jH8tLVFxr/WigVnC9wxqy/XKv41aSrjHrUvWvmd6Le7oJmgRxQ+zr8YbU7uQk5ycY1zUvack6nW80FztziglClbir2Gn4r0pKqXEI7RYT40WW3a0VaCqYB5bQ3OqPv7DTj6fUGLKHnBCQkY2JA/d0m61dCEMpp1PQUtdzjuccf/PT28PqFVPIdBUltKTz76QOJUvqSh5w8+lT5J4MWa1I2CavbporMGKFLaSp1QykY7DGdKqlRXHqi5Jc+0pZyrHYew1oe86IuW+jHYq2/npat2kqFJWytOCkkD7ydVuHFpafWVdBt+VAsdfoXb947mj2mxPirDjNSE4adfwB9Mah3l0mauelQ6nRkoAP7N5I9FaLrggIodkwI6RtWTuHvnGrbp55v6ifYe+wshafv0yNPLaUFoMGaV3b9xpo3TJ/EdvEEwa/OlnTVu1aa0y9+1VgHtwNGVw1IQIav3UoTwBx9w1dUdvbE+YenfQrd5S66ljvk6+LhcJKudKYuF5C91Pb1ddPHlJo0guq/aOL8w/TOrdEnc7gZONVdqRxHgqUBwdWW8NhSkjQfIJAWFdTQ66hVwtQ6mqDqLDFYt6pxVcqLG5I+qRn/TWMepk5qkWzI2kb1AjPtrZcqUqXKeYWr5XElJH4a8/fEVU3m6+u2IyyGozqvNx+8QTgfdqxh7f3i8bR0G5+FPPC7qrW3db8ACB67UuaFLKnlrUfte+jijPb0BB/eUNLaK8IyQhJ5zzo4t+R5hT83OCfyGn69T+MUx45zT3DVJeU4LqiVqOcgq+7Kj/01FpUgNSWlHsVAajXWpRqCQRwEAd9cYa+EnPOmmyAFskeVIV66oZNfrT2tWnuzovkyE4QDwr1H11dXl0xdvOhIk0x9P6+p6CgIJwJbXoM/wAQ9PftoWsGsOyqUtsrO9gBJx3I9NG9Mrr6tjiVEKbIz9RpWdXdtXcsGFJP8/A0+v2rWQswhX3SKzFIpM5itoizY62nmvMQpLicKSoehB7anopCtoDis44GtIdQLOpnUCnIuGmRkor0BBKwkD/amwk8H3WPQ+uMaQDxDTi21ApIJznWmYi8ayDUqELTsoeB/celYtlsO9i3lA/dUZB+AG/yqjmUdJwfUe2qKfAWyFKIJA0USHcHbjJPbVfKBcQUEd9E3bRtwQNqBB1QURFBzzuDhPA1w8wnCiTj01Z1SClC8oI5/lqmdJBP00u3DZt16DV9MOJ1VaIUVMYPrr8grDTu3OM64x1rUyQcZxrn55Doz6cao3yipEUSwgDT+v0qxms+Y3knQjU45QpWPXR0y0mRFPHp39tDdXhKTkH0Oltu60qKZrQsriQ8wHUjpQi+jJPOoSgELGVDvq2ebAKhk5+o1VyUKSclHftq4l6kZ6zjcirFJBYCh92uaknIPfXKG6FNhtRzrqogdjp6troPMpINLD9vpWSoV8qJHOv0HjB1yUVd89tf27jk99TpcNU3WgQYHOv55ZShR1ARJSo99dKhICW9ie51WBRAzxoDk74peCUnlUbVvCd6tkqBHca5sOpQlQOMhR1BD5HGdfDKluuLQnJJVwPU6rDJEJMCvPuxUoCiO2Yf63rkaMeW0L81w+yU8nRBc0lMuWtSlfLuOpFAoabYoapU0FNQnJHy+rbft9CdDVUlF2QUJVnB0qOXRvrougyBsD+ZrYbPG/8AL2FTbvCHHDqUOo/sg+g3Pma7uSQWtgJwBjA0W9JXA1dsN9f900VKcz2ICSf640DhPlhIWck99GNiLSxJ3jgnjP00Myh/oq0p6g0b4bQX8k2XOlNulyPNnOypagpalFRzoqq1R8m1Ustn/wA5WScfwjQRSYcqtTW4sL5d6gXFnske+rTqDcdPo8dNKgZcEdAbKz6q9f56TV3xuX22FbqH0ArX3Eob3HIb0Eu1JX65QkKPCvfV98cf4j+Z0BJkLMxqSQfmVkn30RfHn2GjF440CnSelUrVSlap8a+wnPJBOrGnApyQcYGoSRjU6CSAr2xoy4ZEUJZEHapUaG5NmtMoSSpxYA1tDoHago1IbU6jCnPmUSP5ayv00pv6xuiMCjcGzu51t21IrsaA02ykABI9caQOJLhT12lkck0F4muC1ZhhJjVual1mM04+kcEpXv8Ay0IvwkTbijMJAPmOp3D7tGUlta3Tu7garrTpC593JITkMgrPHbUOITBWo0nsPhhlSyeSTXPqrIDRp9PTwlDYJH1OiuyqURbjCzxlf8tL3qhLVNusx2TlEfDf46clrQyza1LCv/DC3PqT20emAKoZJRtsawnqoz+tXbTJYhjIxxoBrSzJqmxPZJyo/wCmmXKTvp+UD5iNCbtGZa3Oud87iTr5Cppbx1wlClKVzqyoyfLpg1+SlbGFKPsdfbchqPCbSMZOqurzgmOrkZI0MvjLgFfNoU67PiaqGFYcfkHnaCdYD68KRK6hViQns48SD+Gt8RjugyFHuUnWCutUUtXXKUrupRz94OmngxpC7s6xO1NuOJQl0jntSjWyW1E59c6MbUfBdZBPCvl/PQtIbVg41bWzJ8t1sk8pUNO+YtezSYFFMPc6nNzXK7miiSCRyONVsJfyD6av76RiWQBwSSPx50MQHRko1axq9dqml3No7HIqPjTV6XysTHoqj/et9tHsRZaWpI+vGlDYlR+DrsdRVwo7T+Om66ktSCr91XIP01QdRov/AFH5U64x3tLEeRoktypLiTmVpVgbtKrrJQGqNc7k2IjaxPBeCQOEqPcD8f66PoD3lvIWPRQOq/rhBEmiwqklJ+Q7T+OiWNdNtkkEclbGgvEdom5sVEjcbj4UinlHIOorhJznUl0Z51Gc7/hrQuYrG1jSuqmooyk8aG304UsY0VTUbknnQ3ORtdP1Gg2VblAXVu1MKivyKTsIz3GuCyQ734510i5yBr4kAhYI0uXI1Iorj1aHYoooBDrW0nONcK7AykqSNfFtvYVtPGdXdRZDrPYc6RbtRaua3TGpTd45MjpStnM+W8cjVTOb+nA0U1qJsUfl7aH5SdyM40VZc1JBrPcpa9k4pFVDaihXbUgPbh2IxqO6NquNfaScaYsQ+UrKCedJWRbhOoV0UsAcnUZ6UlGcHUWVJXuKRxqKVFXJOdXLrKFJKG6A6Suvp51Tysntr41/d9EFEsqsVrDyGCywf94vgEfTS9cXKGh2jyoolj8XdZJzsbRsqV5frVHHYdfcDLKFLWs4CQMknTNtGyotvIFdriUrlEBTLB5CD7n3Op9FoNDtJv4hW1+WB9tXIT92q6t19+e4pLJ3Z+ul65vncgexY2R1Pj/CtXwvDFlwykX2SIW+N0jmEn9T9BUS5K0uS6tRWSs9tDKRg+Y5jJOpUiLLUsuvJ7/XURYIJz3zq8y2GkBIoRkL1d8+Xl/Cv1ThUoHOjKzlEvgEdxoKT9pP36NbO/v0n6ap5L+oNGuE1E34NPC1gmHT1KaHzFOSfXQDeqfNkLyrurOj+30k04qP8OgC7lJMlQHPzazuxP8AS1GtguILRqqjRgqIDjkakblf/Q1/QFgteVn0138hXvq28shZqFtI0iKswPXU6FgoX92oOcjUyCeCPcadl7igTXOmT0WI/tQM+w/rra9CAEMYH7o1hfpbJcj3THDf75wdbgtp1S6YhR9UA/y1neZToyKieopY4sSSlCqsWkBbi1KHHOiiz6MxR6RKrC0DzpJKgT6JHbQ5HbCko5+2rB0UXlOco9o/7KkZU2E59uNTWKClsedZ5fKW6pFsj8ZA+ApIVQGoXUofaLj/AD+en9FUYtLiRwMbUJTjSf6X01ir3CqXM+ZTRKgPTOnE988hLZ+ynGBor1qzxE6kuIth+AVbNqIpylqPpxocqbpKUtZ+0caI5uGIKW0Dg6GJ3zSWh9dfjO8mlqxAUoq86+H9wU20DwBqnq7pUsN541bvD/aj9BqhqBJlHPpqi93nzNGbQd4V3hp/2V1PptOsLde0hN4S0j0cV/XW60ny6e4tPfadYS67qKrulKPq4rTfwf8A9f8ACjFhuHT6Up1diCNdacA24FJGOdcz2OukI/Pj661HLpCmDNecSSLnaru8Iqn40aYkZ3Npz94GNAiT5MjOe50z6k2l6iNhQ7J0tKggJWSPfGlrBvEt9melXOK7YBYfFXVJlmNMYkD91YOnrFkJmU1iQk5ykDWd4TyigZ7jTm6dTXZdGUy9yG+xz7at3yNC0PeBj51Pwzc9ohbB8JosjK5Gra+YwqdgvEjJaSFDVMyfmA0VMNJmWtNjPcoLSh/LUL6uycbdHQii902HWVIPUVl18EKIx66hOd9WdRbS3KdQnsFEarXO+tMQZE1hV2nQ4RUOVofqCey/rzq/lapKgPlOql4jUwoGvxs6XAar2iAvOfXX5L4BOvxH2tdJHOONKTg7hoy13XwRU2hO7Xx9+jDh1k/doPpo/aJxxoth8t40j5ZIC5ra+FVk2uk0G3G2ElWNCD4+U6NbkSCVffoNeTwrVmz/AKsUA4iRFwYqkf8Atfjr8R210kp+Y65tn5dHseYeFZ5fDuEVCnJCV7vfXOHCkz30x4zSlrUcAAakzTjHHY6Y9kRocGiic1FQZDndxXJH3ar5+59xUVoEk8q/eFMInPXnu7itKQJPjA8K/rcsOm0VlM+sIEiTjIQr7Kfw12rNyrZHkx8JA4SlIwNQK7XpqllOcfjqqiM/FOea8skj00rMWzlyvtrgya1S8ydth2PccYjQB9fMnqa6KNSqKt7q9qO/J11yxCSckFXvrvNeMRjDSRk+p9NDUiS66olSu+jCUJQIApLduHLhWpwzUmbUC6SB21WqWc599filHtr7ZaDigFHX6TAmokpK1aU1/MIW6sAD10f2bCJcST9BqgpcBkqTnTBtaA0mQ0lJI5GgGWu/2RSK0fhTEFhYfWaZUdIgUMrPqjGljcLgceJz66Z9c/ZUhLaOBgaVFY/vzz66ScSNalOeJrQbkw0fOviGsDae3pqy3D31VR+Ej6HUzJ99X3k71XZVCa//2Q==" width="303px%" alt="форекс обучение"/></p>
<p>Хотите узнать больше о современных тенденциях в сфере вложения средств? Записывайтесь на бесплатный открытый семинар &#8220;Куда и в какой валюте выгодно вкладывать деньги&#8221;, чтобы найти правильное решение в сфере накопления и сбережения своих средств. Ключевые участники и потенциальные возможности для получения прибыли частными лицами. Бесплатный телефон техподдержки и широкая сеть представителей по всей России. «ФИНАМ» &#8211; это крупнейшая компания на рынке России в сфере финансовых услуг. Также анализирует новости Форекс, изучает и использует инструменты Форекс, такие, как – биржевые часы, финансовый календарь, калькулятор рисков.</p>
<h2 id="toc-1">Основные Виды Бесплатного Обучения Форекс</h2>
<p>Открыть торговый счет и внести в него желаемую сумму средств. Для успешной торговли, самым лучшим решением будет пройти курс обучения торговли на бирже. Таким образом, сократив до минимума риски потери депозита. Как новичку, так и опытному трейдеру очень важно, чтобы его торговля проходила в комфортных условиях. Большинство лучших форекс брокеров предоставляют трейдерам торговлю через классический торговый терминал Metatrader4. Игроков на валютном рынке форекс можно разделить по нескольким критериям – типу используемых финансовых и технических инструментов, а также виду торговли, куда относится риски, частота входов и т.д.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px%" alt="форекс обучение"/></p>
<p>Хотя, я уже долгое время слежу за счетами Максима, и я видел как с легкостью он выходит из трудных торговых ситуаций. Отчетливо видно, что на протяжении длительного отрезка времени прибыльность его счетов уверенно растет, что представляет особый интерес для потенциальных инвесторов. Мастера <a href="https://janaprabha.com/en/investicii/investicii-v-scheta-zaregistrirovannye-v-sisteme/">форекс обучение</a> валютного рынка познакомят слушателей курса с рынком Forex, научат зарабатывать на колебаниях валютных котировок. Кроме того, опытные преподаватели помогут подобрать оптимальную торговую стратегию, проконсультируют по наиболее прибыльным способам работы на мировом валютном рынке.</p>
<h2 id="toc-2">Внутридневная Торговля На Форекс</h2>
<p>Сегодня рассмотрим, что из себя представляет внутридневная торговля на форекс, таймфреймы и стратегии, используемые при данном стиле торговле, обсудим преимущества и недостатки данного метода. Для знакомства с торговой <a href="https://pmm.fitser.com/otzyvy-o-kompanii-fibo-group/">https://pmm.fitser.com/otzyvy-o-kompanii-fibo-group/</a> платформой, где трейдер совершает операции купли-продажи, создан раздел Работа с MetaTrader 4. Здесь расположены подробные инструкции с картинками, которые могут значительно облегчить обучение форекс практике.</p>
<p>Как правило, люди, которые халатно относятся к трейдингу, никогда не зарабатывают в этой сфере деньги. К сфере биржевой торговли нужно относиться как к бизнесу, со всеми вытекающими из этого последствиями. Технический анализ представляет собой взаимодействие ценового движения на финансовом рынке. Во внимание берутся торговые объемы, уровни поддержки и сопротивления, трендовые линии, показатели индикаторов, свечные модели и паттерны. Главная концепция на валютном рынке форекс – вся история повторяется, рыночные движения цикличны. Перед вами учебник по форексу для начинающих трейдеров, отвечающий на основные вопросы рынка Форекс кратко и по делу.</p>
<ul>
<li>Семинары обычно проводятся по специально составленной программе, которая позволяет чередовать теорию и практику, усваивать знания наиболее эффективно.</li>
<li>Одним из основных критериев, на основе которого будет строиться торговая стратегия является оптимальный выбор рабочего таймфрейма.</li>
<li>Потому с появлением трейдинга практически все его опробовали, я не исключение.</li>
<li>Психология трейдинга – важный раздел для поддержки себя в тонусе, особенно он важен на рынке Форекс для начинающих.</li>
</ul>
<p>Без наличия торговой стратегии невозможно прибыльно торговать в долгосрочной перспективе. Поэтому чтобы торговать долгосрок нужно иметь большой депозит, опыт торговли, а также терпение. Спекулянты осуществляют торговые операции по самым ликвидным валютным парам.</p>
<p>Если нет — пополняйте ряды успешных учеников Александра Герчика и проходите обучение торговле на форекс под присмотром легендарного трейдера. Чтобы ваш счет оставался активным, вы должны проводить хотя бы одну торговую операцию в течение 30 дней. Такой режим почти ни к чему вас не обязывает, если вы всерьез задумали стать трейдером. Если за месяц вы не провели ни одной операции, счет закрывается. Когда вы отработаете навыки, можно будет открыть настоящий торговый счет и приступить к своим первым сделкам.</p>
<h2 id="toc-3">Практическое Обучение Торговле На Бирже Форекс</h2>
<p>Для успешной торговли на рынке Форекс важно не только хорошо знать и уметь применять базовую информацию. Следует также выбрать такую торговую платформу, которая будет отвечать требованиям трейдера. Основной задачей фундаментальных <a href="http://proyecta-asesores.com/chto-takoe-protorgovka-foreks-i-kak-s-ejo/">форекс обучение</a> методов анализа рынка Форекс является анализ экономической, а также политической ситуации, которая сложилась на сегодняшний день. При этом в расчет берутся страны, валюта которых участвует в сделках на рынке Форекс.</p>
<h2 id="toc-4">Как Выбрать Обучение На Форекс?</h2>
<p>Отложенные ордера позволяют трейдеру осуществлять контроль открытия и закрытия позиций даже при отсутствии подключения к торговому терминалу. Положительный результат представляет собой прибыль трейдера. Получается, что в этом случае стоимость контракта составляет в сто раз меньшую сумму – 108,12 долларов. При наличии на счете 500 USD совершить такую сделку вполне реально. Важно рассмотреть на примере как формируется прибыль и убыток при совершении участником рынка транзакции. Кроме того, именно он влияет на стоимость одного пункта.</p>
<p>Лучше несколько раз пропустить сомнительную сделку, чем войти в позицию и получить стоп лосс. Среднесрочные трейдеры могут сохранять открытые позиции от одного часа и до нескольких дней. Невозможно добиться успеха в интрадей торговле если трейдер будет пренебрегать правилом манименджмента.</p>
<p>Представленная статья является кратким пособием начальных данных. Сегодня огромное количество людей интересуются рынком Форекс. Связано это, прежде всего, с тем, что со всех сторон слышно, что на этом рынке любой желающий сможет быстро стать миллионером. Не надо фанатеть от рынка и стараться изучать его и днем и ночью. Это ни к чему хорошему не приведет и тем более, не ускорит понимание процесса торговли. Начинающему необходимо постоянно двигаться вперед и узнавать все секреты валютного рынка.</p>
<p>Броские слоганы, скорее всего, приведут вас не к победе, а к финансовому краху. Настоящим акулам бизнеса, у которых можно и нужно учиться, подобные дешевые эффекты не нужны. В их интересах поддерживать рынок всеми возможными способами, включая подготовку специалистов. Это будут азы работы на рынке «Форекс», но без них вы не сможете идти дальше. Пойти на курсы — хорошее решение, если вы можете выкроить для этого несколько часов в неделю.</p>
<h2 id="toc-6">Учебник Форекс Для Новичков</h2>
<p>Для этого строится прогноз форекс на изменение курса той или иной валюты, затем совершается спекулятивная сделка, основанная на разнице цен в результате купли-продажи. В качестве товара здесь выступает евро, а средством оплаты служат доллары. Эксперты, подготовившие обучающие программы, имеют большой опыт торговли и обучения Forex с нуля. Игорь Всильев, Роман Зиф, Евгений Стриж <a href="https://www.sberbank.ru/ru/person/investments/pifs">Паевые инвестиции</a> и другие, сделают ваше обучение быстрым и практичным. Ну и не стоит забывать, что в разных торговых терминалах может быть разное количество финансовых рынков, торговых площадок, а также доступных для проведения сделок финансовых инструментов. При использовании макроэкономических индикаторов важно правильно сопоставить реальные данные с прогнозными значениями аналитиков.</p>
<p>После успешного освоения основного курса можно пройти курс для продвинутых на платной основе. Успех такой методики обучения подтверждается наличием независимых объективных рейтингов и отзывов. Среди учеников <a href="http://hi5.lt/analitika-i-prognoz-rynka-foreks/">http://hi5.lt/analitika-i-prognoz-rynka-foreks/</a> компании многие стали успешными трейдерами и получают стабильно высокий доход от торговли. В процессе второй части курса личный консультант рассказывает о том, как можно использовать терминал.</p>
<p>Важнейшую роль играет психология, на которую приходится 60%. Отсюда можно сделать вывод, что какой бы не была прибыльной торговля, какими бы не были качественными входы в сделки, невозможно стать успешным трейдером без психологии и дисциплины. Тренер по психологии трейдинга Ван Тарп в своих учениях открыл, что торговля может быть разделена на 3 части. Долгосрочных трейдеров нередко приравнивают к инвесторам, которые могут держать сделку по несколько месяцев, а то и лет.</p>
<p>Тем не менее, избежать самых частых ошибок несложно – достаточно пройти занятия для изучения основ торговли на валютной бирже. При этом обучение может быть полезно не только новичкам, но и опытным трейдерам. Иными словами, маржа представляет собой залог, который обеспечивает возможность оформить займ товаром (в нашем случае валютой). Эта валюта используется в процессе торговли на бирже с целью получения прибыли. Торговля, в которой используется маржа, называется маржинальной.</p>
<p>Чтобы научиться успешно торговать на валютном рынке форекс нужно получить определенный набор знаний. Все материалы на сайте носят исключительно информационный характер и не являются указанием к действию. Представленные данные – это только предположения, основанные на нашем опыте. Публикуемые результаты торговли добавляются исключительно с целью демонстрации эффективности и не являются заявлением доходности.</p>
<p>Напротив, стоит насторожиться, если обучающий курс обещает 100% результат и мгновенную прибыль. Не нужно забывать, что перед оплатой любого курса следует как минимум ознакомиться с его содержанием, ведь он может включать ту информацию, которая уже есть в открытом доступе. Курсы Форекс содержат уникальные материалы как в платной, так и в бесплатной версии, а об обучении трейдингу есть масса положительных отзывов, что должно развеять последние из возможных сомнений. В практической части обучения студентам предлагается совершить графический анализ по двум фигурам – “Восходящий треугольник” и “Голова и плечи”, определить прорыв линии тренда, движения цены и цели.</p>
<p>Если этот показатель у платформы низкий, торговать с ее помощью может быть неудобно. Возникает задержка отображения котировок на графике, сделки могут совершаться несвоевременно. Это особенно неприятно при внутридневной торговле, когда значение имеет каждый пункт. Sell Stop – это приказ, направляемый трейдером брокеру с целью открытия позиции на продажу при снижении стоимости валютной пары до определенного участником рынка значения.</p>
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		<item>
		<title>Вакансии Компании Финам</title>
		<link>http://de.agoraministries.org/index.php/foreks-obuchenie/vakansii-kompanii-finam/</link>
		<comments>http://de.agoraministries.org/index.php/foreks-obuchenie/vakansii-kompanii-finam/#comments</comments>
		<pubDate>Fri, 23 Apr 2021 10:21:08 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=21493</guid>
		<description><![CDATA[Content Работа Клиентской Поддержки Брокерской Компании Finam Ловушки Со Спредом В Кухне Финам Приводят К Сливным Сделкам На Суммы В Размере 50 000 Рублей О Группе Мошенников Forex Во Главе С Дц Финам Финам Отзывы Сайт содержит как новостную, так и образовательную информацию. На сайте интернет-брокера Finam.ru вы узнаете о том, что такое фондовая биржа [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Работа Клиентской Поддержки Брокерской Компании Finam</a></li>
<li><a href="#toc-1">Ловушки Со Спредом В Кухне Финам Приводят К Сливным Сделкам На Суммы В Размере 50 000 Рублей</a></li>
<li><a href="#toc-2">О Группе Мошенников Forex Во Главе С Дц Финам</a></li>
<li><a href="#toc-3">Финам Отзывы</a></li>
</ul>
</div>
<p>Сайт содержит как новостную, так и образовательную информацию. На сайте интернет-брокера Finam.ru вы узнаете о том, что такое фондовая биржа и ценные бумаги, что влияет на стоимость акций, как работают фондовая биржа РТС, ММВБ, Московская фондовая биржа, как купить акции Газпрома или Сбербанка. Кроме того, сайт «ФИНАМ» расскажет, как, по прогнозам аналитиков, стоимость ценных бумаг может измениться в перспективе, что делать с бумагами, когда они падают в цене, или когда цена акций начинает стремительно расти. Предлагаемые к заключению договоры или финансовые инструменты являются высокорискованными и могут привести к потере внесенных денежных средств в полном объеме. До совершения сделок следует ознакомиться с рисками, с которыми они связаны.</p>
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" width="308px" alt="Финам"/></p>
<p>Её обеспечение осуществляет компания Just2Trade Online LTD. Суть услуги в том, что трейдер может работать на международных финансовых рынках со своего рублёвого счёта в компании <a href="https://www.google.com/search?q=Финам">Финам</a>. В рамках этой услуги доступны более 10 тысяч инструментов. Важно также отметить, что Финам первый брокер, получивший лицензию «форекс-дилера» ЦБ РФ. Инвестиционный холдинг «Финам»(официальный сайт) — российская брокерская компания, клиентами которой являются более 300 тысяч человек. Компания предлагает клиентам доступ к крупнейшим мировым торговым площадкам, обучение, доверительное управление, банковское обслуживание и многое другое. В этой статье я расскажу о том, что такое Финам сегодня, какие преимущества и недостатки есть у компании, а также традиционно рассмотрим отзывы реальных клиентов Finam.</p>
<h2 id="toc-0">Работа Клиентской Поддержки Брокерской Компании Finam</h2>
<p>Что касается инструментов, в которые инвестируются средства, то их подбор отличается большим разнообразием. Это акции российских и зарубежных компаний, товарные и фондовые индексы, фьючерсы и валюты.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="Финам"/></p>
<p>Ну, что говорить, после такой презентации грех было не согласиться отдать свои кровные и подключиться к этой стратегии. А имеем мы просадку более чем в 60% и рублей на счету вместо рублей. Сначала людей завлекают красивыми графиками, собирают деньги, а потом сливают всех. Как только стратегия показывает убытки &#8211; они создают новую, рассказывают про нее новым глупыми, собирают вновь деньги. С конца 1990-х годов компания специализируется на брокерских услугах. Компания имеет лицензию ФКЦБ России, является членом ММВБ, МФБ, РТС, НАУФОР. Компания первой на рынке оказания брокерских услуг стала обслуживать клиентов-частников.</p>
<h2 id="toc-1">Ловушки Со Спредом В Кухне Финам Приводят К Сливным Сделкам На Суммы В Размере 50 000 Рублей</h2>
<p>Дилинговый центр Финам, что это &#8211; это кухонный дилинговый центр на рынке форекс. Вчера в конце торговой сессии у меня были принудительно проданы ЦБ на сумму руб.</p>
<ul>
<li>Разумеется, этим списком интересные возможности для клиентов «Финама» не ограничиваются, но из него уже понятно, почему компания популярна не только в России, но и за рубежом.</li>
<li>Они возникают вследствие плохой подготовленности самих клиентов.</li>
<li>Но эти проблемы уже нельзя назвать недостатками работы брокера.</li>
<li>Её обеспечение осуществляет компания Just2Trade Online LTD. Суть услуги в том, что трейдер может работать на международных финансовых рынках со своего рублёвого счёта в компании Финам.</li>
</ul>
<p>Расширение рынков в принципе невозможно, увеличение продаж тоже, долгосрочных ростов доходов нигде кроме КНР не предвидится, но компании СшА от этого ничего не получат. За последние пять лет акции Microsoft выросли почти в четыре раза, поскольку стратегия развития компании с преобладающим приоритетом в облачные технологии принесла свои плоды.</p>
<p>Они возникают вследствие плохой подготовленности самих клиентов. Разумеется, этим списком интересные возможности для клиентов «Финама» не ограничиваются, но из него уже понятно, почему компания популярна не только в России, но и за рубежом. Для российских трейдеров с 1 июня 2016 года предлагается уникальная услуга «Единый торговый счёт».</p>
<h2 id="toc-2">О Группе Мошенников Forex Во Главе С Дц Финам</h2>
<p>Такие стратегии удобны тем, кто ищет альтернативу банковским вкладам. При этом выбор стратегий на сервисе Comon.ru ограничен только фантазией и смелостью желающего вложить деньги. Мы с радостью поможем вам все настроить, запустить и в дальнейшем предоставить любую консультацию касаемо работы робота. Американские лицензии 7-й и 55-й серий позволяют работать на американских финансовых рынках с акциями, облигациями, опционами. — один из немногих русскоязычных трейдеров, кто владеет американскими лицензиями 7-й, 55-й и 63-й серии.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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gCQSCIq5zBeMadIeytQwrV5aSy5vGHZJxLduwlRTYRw61NZdVrtr/Ll/CYhuSUJPLvo9PfoWY66GAAHAWi9U3BWMaxKIqFJwpV52VcJyvS8k44hVjY2UBY6gjujgq+F8S4fbbdr2H6jTkOqKW1TUqtoLIGoBUBcwVenfIpK/S4eCxEKffSpvL1s7ffYtkIvUvgrGM5TvZaUwrV3pLKV+MNyTim8vPMBa3ni306lVOsTaZCk06anZpQJDMuypxZAFzokE6DWJVWm02pK3uRPC4iDjGUGs22j19upSwi+T+Bsa0uUcn6lhGsyssyMzjz0i6htA5lRTYd8UEzQ6zJ06XrE3SZxmQmzll5pxhSWnTrolRFlcDw5GIjWpTV1Impg8RRbVSDVtdU1p1KKEVdNpNUrM0JKkU6ZnZhQuGpZpTqyOdkgm0VVZwpifDqULr+HqjTUuGyFTUstoKPIFQAMT3kVLI2r9DmOFrTp99GDcettPuWqEXel4QxZXJZU5RsM1SeYQbKdlpRbiAeWZItFJKUar1CoGkyFLm5meBUnxZplS3bp1V1AM2gGukO9g7pPVbk8JXtF5HaW2j19upRwi81HBeMKNKqnavhWryUui2Z2YknG0C/NSgAI20rB+La8x4zQ8MVWoM6jeS0otxFx2XAtHPf0sufMrdbnbwGKVTue7lm6Wd/sWiEVjdFrDlUFERSptVRUstiUDCt8VgE5cls17AnhwjkYw9X5qrLoMtQ592pNlQVJol1qeSU+6ugC4t6I7c4Ldra/7FSw1Zuyg97bPfp7lvhFwlcPV+d8e8Tos8/7GAmd3cupXiwF77yw6lsquNvcnlGkpQa3UJGZqkhSJ2Zk5IEzMw1LrW2yALkrUBZOmusO8gt2SsNWdvlevo+W/25lBCLnScMYkr6VLoeH6lUEo0UZWVcdCTyJSDrHFV6DXMPvolq9R52nOuJzoRNMKaUpPMBQFxEd5DNkurh4WvGl3zg8nWzt99ihhCEdlHuIQhACEIQAhCEAIQhAAxIh0Nf1/7T/vNTP078R3mJEOhr+v/af95qZ+nfjPi/Jf85ovw/1olThCEeEbj4N6Yb7HrB34by/6vnojF2K12l4b2oUGr1lSESiHnGluL4NlxpbaVHkAVC57Bc9kSddMN9j1g78N5f8AV89ER0eph6Sr4WVN87o4pYueAxlPEwV3Bpr9mdxbVdjW0mf2jVWeplAmatK1mcXMys0ypJbyLNwlar2RlBy3VYEAEXjNceV2kYPr2yTCdbn2pqfw25LKqT97hgZW28xJ7Lgr9CAe0R0VTNo+P6NIGl0rGVYlZQiwabm1gIHbl16vdaLA+89MvLmJl9x55wlS3HFlSlHmSdSfPFC7PrVcsK8llgmlb1Vrv/R9NP4lwOGdargKcu8rSjKWZppWlnsrb3fN7I+u6nXdrMttvlaDTKLmwjNuNOOOokgWFsqbBecW9awXmzCxNzZOhvHVsyis0Xaliz6BmcTDCIqCGqiMMJ9tC90VZU2BIAdLg0Frd0daS+0XHspSPYGWxjWG5DJuwwmcWAlPvQb3Cf7IIEUdCxXifC7q3cOYiqNNLv1TxaZWhKzzUkGyu+8U0OyqtBO2Xay319X6mrH/ABfhsdKLaqfW6jel43X0Q/pv1tc+itqKpScp2zGdxCqbaoyqm21MtVtBFQN/tn/7OVPWuBxSTF0rL220bb5KXpCJ0YUU4wRkQnxIyuUbzMoaBV81gTmvltpa/wAuVvEWIMSzQnMQ1qdqTwGVK5p5ThSOSbnQeYaRWsY8xvL0r2DYxhWm6fbL4siecCAn3oF9B5uEceDVI00rpuzWu2rvdeqL5fG2GqV5zcJxTlCScWk3kVrS/pe9r6ep9E7ORIJ25bRRhMMZDJkshBG7MwVIzcNLby97acY4dnru0yZoeNxtqTNCgokHQr2UQhNnRmzbrhdNuBGl8uXWOn9kO0Kl7PZquzFVlpx72Tpi5JgywSShZNwVXI09EYxVcZ4vrsi1S65iirVCTZtkZmZta0XHAkE6nzm8cvsutUqyjpb5Vme+m9tfyXw+LcHQwlKq795eq+7i/k+d6Kae61urdCzJOgJ4gX1HbH1ztQVhTBhpe1jEgTOTlKpbctRqao2303Yr3hPGyRbXgNTxyx8jXNrZj/P8mK+s1+u4jU0qv1ecqRYb3TRm31O5Ee9TmJsI9LG4GWLqQalZK9/W6tY+Y7B+IafYmHr03SzznlcW9ouLbu1zte69UfUGNfYZfhM4QNbS3ujSbs5wAnxjM+W737b8P7QTGKYjf8JJdfxeww3NmlobfP8AyhDYlPFcxy7kuDIVZONtbBV9bR0XWMQ17EM0ier9anajMNIDaHZl5Ti0oBJCQokkC5J7zFZPY8xvVaamj1HF1YmpG2Uy7084pChyUCesOQN7RjpdlVKWSzi7JJ3TdrO94nsYn4vw+MVdSjOGebmnCSTd4pWl6K39zt84mxBhTwZ8NT+G6tMU+ZXVnGVOsqsooKnyU69l0j1RW7QqkK3s92RVLFk0qaam6hLuVJ53UraJRvSr/ZvHQ7lerj9IZoD9YnXKZLuF1qSU8Syhw36wRewPWVr5zGk5X67UKbKUefrM5MyMgLSss8+pbbGluokmydNNIsXZTzqd1fNJ7cmtv2M7+L70ZUcrce7pwUW9M0Gm3bo0fUuJXts6NtVJZw4mbOFFrlVe1JHiXioCd/nPAKtny639zli0YSoVPX4SGIsU4dl0IoFKZeM3Nt2EuibUygOpB4XzqWo8iFcI6Alce44kqUaHJ4vrLEhbKJdudWEBPvQAdB5hpFJJYmxFTaXN0OQrk7LU+fVmm5dp4pQ+bW6wHG40MUw7JrRi4qSV45dt1zb9TfV+MsJVrRq5Ju0+81aeWSWkY9I339OR3fQMY4gxnsM2hz1frM1PltxCWN+QS22Sk5RF0UzSpjYFgdFWwDVsVt75eWWpy3EuNG73thyJJI1tY2Fzxj54la/W5GmzVGkqtNMSE9bxmWbfUlp63DOkGx4CLlTtoePaRJM02k42rUlJsCzbDE84htAJJsADYcTHVTsqf/iaXzJrdcrboowvxjSsni4Sk+6dNv5Zauea9pXTVtNTtPGez6rbOMfyo2TmvJ8cpQmp+UkvbZyVly6lLgFrk36thYm6TY24ZLtEemqp4P064hWImJeXqTRf+itJM+8jeItulG2mYi2moCxyj57lsV4plKoutyuJ6ozUXPqk2mccDznmUu91DzHSN9fxlivFW7+iPEdQqSWdW0TMypaEm1rhPC/nteOpdm1qkqbqSTy7vm/f/wCldL4nwOGp4mOHpSiqt0oXWRXtr1XVpK3I+itor209gYPTsWEycMrkGEy5piEqbLt9N8dbIyFOqurfPfWKuoppo8J+giWLHjxpCjUQ3b6tu3LX8+XL3Wj5so+NsZYdlFyFBxVVJCWcuSzLzi20AniQkGwPnFjFHI12tUypezVNq87LVC6j420+pL11CyjnBvc63iuPY9RJxzLaSTtq785exqqfGmHnOE1Tk/npyabTjHJyhp/29T6ka8ZquHdo1HkXcZJdfkJkKdxUFGRQmy0qTLk2y3STY6gAAkWEYrgqm1vDGzHDdXdxVjeYYqjq3JOnYZYbUiWClE2dKkqvcgmxsm9xbS56UqmPcdVyVVIVjGVbnZZYspl+ddW2rzKSVWPfHHScaYxoUi7S6LiiqyEm9fOzLzS0IJPE2B0J7bREOyK0KbgpLVp7dFYmr8Y4KriY1XTn8sZJO9neUs219Vy3/Y+kMfykuz4S+ApxqXDbszKEvEAXWUh8AqI0uBp6ABFXhhOysbeqgqlqr30Vb2aLyXQjxTNk6+WwzWtwj5iexhiyYqEnVnsS1VyepyN3KTK5lanZdAv1UKJukange0xxS+JsRSlaViGUr1QZqruZTk6iYUl5RVoq6wbm/brEeC1HTyudvly6e9/sdL44w0MTKtHDpp1u81SdllS010ldN3O/didNXW8QbYaMh5LKp5bkqlxQ0QVuzibn1xfZepYPGybaFg3BDAVTMNUx2WVOXuZyZU05vXL9ougAHgezS0fM0jifElMXPrpuIKjKrql/HlMzK0GauVE7wg3VqtR198ecccjX67TZCcpdNrE9KSdRGWcl2XlJbmE6iywNFaE8eZjqp2NOrUc5T0vFpe1tSrC/G1HC4eFGNDW1RSlztO7SXRXab62PoXCVZdndgNMcouMXMBt0OaUxOz/iZdRNKKlXy5TmJKlpUbA6gjgLxifhOKz1fCrvjnjmehtqMzlKd9dR69jqL8bHnHU8xiKvzlJl6BN1eddpkqrOxJreUWWla6pRewPWPZ2mNtTrlbrfi/szVZye8UaDDBmHlObpscEJvwT5hF9DsyVHFd/m0vLS3X1MPaPxVTxvZnh+R3ywje+l4f07Je2r3ZQwh3H1Q7jHsHxFhCEIkCEO4+qHdxiAIQ7j6oQAhCEFqHoDEiHQ1/X/ALT/ALzUz9O/Ed5iRDoa/r/2n/eamfp34z4vyX/OaL8P5iJU4QhHhG4+DemG+x6wd+G8v+r56Ijolx6Yb7HrB34by/6vnoiOj2cD5P7mLE/WvYQhCNhnEIQgBCEIAQhCAEIQgC44fpsvV6szT5uacl2XQsqdbaDik2SSLJKkg6i3Ece2Mx+lzho8MTVM/wDwpo//AJ4tOyqhPYo2g0bDss5keqDq2G1ZQo5i2q2hIHyx30dhOKZp1ldDqVMqUo9KtzQmGlrIsoWJyoSpWXeApSv3Kuqbi5CcGKxVSjNRiaaFCNSN5HTf0uMN/wCktT/4U1/Hh9LjDX+ktS/4U1/HjuSY2AY9ls28dpasrpaO6eddJI3eoCG1Ej25HWF02ClXyjNGJYuwdXcEVJFKxBLoZmHGy8hKVZroDq2wq9uBLZI8xHDhGbj63p9i/hafr9zCPpcYb/0lqf8Awpr+PHG/s6oKGyZbEM8452JXT22x6w6r80ZBGkQ8dWatp9gsNT9fuYt9L+T+6r/5Efvh9L+U+6j/AORH74ymFhyiviq36jrh6fQxb6X8p91H/wAiP3w+l/KfdR/8iP3xmEnLJm3tyZpiX6qlZ3iQnQE2uAdTbSODSHFVv1Dh6fQxb6X8p91H/wAiP3xonAcqsf4SeOp+0HYYzqfpYk6fTJ727/yg046c7dkjK6pHVN+sOrqdLG4jCC9VX512Xlp1YO9cShIIAsFH90OKrfqHD0+ht+gCU+6L34ggcASY/wApPfijlFWqnYmBsuZdSSkLF1gXSe2Ngk8RH/nayR/7QQ4qt+ocPT6FP9AEpcEVJ/uQI5hgCkcTUZ6//RI4+uOX2MxQkkLcmEkcbkCw/kiNPY/EoH1d78YfzwMcrGVb2zE8LFK+U4HcA0u58XqU1bszoTwueXdGz6AZP7pPfiiKz2MxOQTvXgAbHrj+ecbfYzE5OUPvX8yhw7Y6WKrN2zE8LG17aFL9AEn90nvxRD6AZP7pPfiiKs0zE3Y+9bnmEaopmJ1qUEOvKyDMqyhoNNT6xELF1nopEcLBboo/oBk/uk9+KIDAEnf/AAk9+KIqzTcTA2Lz4PGxPZAU3ExCil945DZRzDQ6afKILGVXtIPDQW6Nn0AUUj/C07m103KOPpza+qOF3AFNze0VOZKeam0g/IYqVU7E6Os49MJB1BKgLiNviOIh/wA6d/HESsZVktJB4aC3RwNYAp+9Rv6lM7vMM+RCSrLfW19Lxyzez+jAI8Tqs8rjm3zKE6WFrWUe3N3W88bvEcRf507+OICSxH/nbv44hxVb9Rzw9O+xSnAMmP8AKL34ojcnAEkFJz1F8puL5Ui9vNFQJHEZOk07+OmHiWIif77c/KCHFVv1E9xT3sXAYCwCBYz+JO5uW/fGOY0w/h6hsSi6HMVN0urXvROpbAAAFsuT09sXMSOIxe82v8oDFixQxU2US6591SwSoJuoGx0vDCSqusnOba6HeIcO6aUEvUx8xIh0Nf1/7T/vNTP078R3mJEOhr+v/af95qZ+nfj1cZ5L/nNGGh5iJU4QhHhG4+DemG+x6wd+G8v+r56Ijolx6Yb7HrB34by/6vnoiOj2cD5P7mLE/WvYQhCNhnEIQgBCEIAQhCAEIQgEXnCGuIZUcw5/3DHZkvMzsoomUmXmCq2YtuFN7EEcORAPpF4wXZVIUqqbQKPT65V00unvuqRMzhRn3DeRV15bi9uV4+indlWzmXdlWBtbp02pcstyZXLlpKGnkpX7WC44kqClJASoDQEFQFxHkY/zEb8L9B1SEqHC1rc/Nb80CHFG6iSb31MXfFtGpNCrJp9GrDdTlgw04X0FBAcUgFbd0KUklCiUEgkEpJGhBizCxAIAjCaTdkVyhkVyjb3CHcIA3ZVco0yq5RdcMU+i1Sqpk6/WjSpMozKmUtBzKQpNxlKhfqlRFu0Adt4yyu4AwbTt03SMfSlSecebSAhxhKFNF5aFKzqcGUhKAuygBlWnUElKQOvsquUa5FHs+WMpx9hjDGGnpNrDWL2q6Hw8XghuxYyLypJIJBzaka8ACbZrDkoeDcM1SWpL0/jmRppnC942HgD4tluEaA5usbakAWNwTaBVVqxpK8vxcxHKf5MY7TmnXa4W2kFSi67YJFzpmJMdk4vwth2hspeoGLZarlL+5cQhKUqAKAoLTZRBGpSeSgeIsThuBahLUvG7c3OoC2LzSHAT9qptYP545k2ldFlCcK1neyfoXifqtSqJZbqcwXvE5dMq0koSnI2hNkp0AvYAanWOGZnJ2ebZbnJlx1Es1uWgtRIQi98o5C5MZBjBElNuN16QLjYns7S21JGVO7bQkEW7CNfTeMYtx0+SIpyzxuW1afdStf1LtMYsxLOzc1PzNWWqZm1Bbzm7QM5ACRoEgDRKeFuHnIPEa/WlTDM2Z076XdD7ag2nquAjrcNe+4i3oCilaggnIkFVuwXAv6yB3wse0DgOzzxOVXuO9m45LuxdnMVYieVMzLlUcLsw8t91WRIzqXmzEgC2uY+uOJiv1hE4J1M2C9u3mLlpChkeCkuDKRY5gtXEdulooBbdrNhxT+2NGxdQ07R2QVOKewdWbWVydi5oxLXkNeLJnSGkoLYTukWy2ty5AfyTHGxXq0342G58pFQZSxMjdo9sQm2UcNLWGosflig+24fJGrfERPdxWqQlWqTjllJte5c3MVYhdSEu1EqATlA3aBYXvbQcx+aOBuuVhLMxLonnENzUwiadSlKQFupvlUdOzMrThwPYLUOkaC2ugiFCK2RMq1SX1Sb/AHKyYq9TnGfFpmaW40AmySlIAIuBaw5H80UiwbJ0PuR2RoLWNgPVGq7nLr9qOyJSS0RzOcqjvJ3NADxtCx5QA04fJDLx6oiTg1SCV8Owxq0DvEG3ZaCB1vcjgYM/VEgDUa6CANgsNCQDeMTx79QlP+kc/MmOzzVMYbhKNw6ptJbsTKJI0N0a5efrjrDHv1GU1/xjn5kxpwnmopr+WzDjEiHQ1/X/ALT/ALzUz9O/Ed5iRDoa/r/2n/eamfp349TGeS/5zRkoeYiVOEIR4RuPg3phvsesHfhvL/q+eiI6JcemG+x6wd+G8v8Aq+eiI6PZwPk/uYsT9a9hCEI2GcQhCAEIQgBCEIAQhCAResGLDeJJRSmwsAOdU9vtao7WVVKaRpQmEqUoqJDhyjjwHHl29kdbbNKTM13G9MpMktCX5kuobKyQCd2o2011tb0x3/inYlirCNInq1Ua3TXm6dLszLrcs844rK4tKEpBCcoWFK6yCQpKQFGwWknyMf5iN+F+gwluqyLbW7NDlVnWylG5se6KKcfbmJpb7bCWUr4ISbgHzRsLjw/xzn45jTeu/wBM5+MYwmk23HOEb967/TOfjGNN69/TOfjGANuvAGK9uoSiUBHsWyo5SlSlHS/PQXv3xWYWoUxiafckE1VEqW2VPBTqXFpVYgBPUClXJIA0NyQOJEZpWtiOJqE4y3UcS0oLmHWGWS2+taVrcdyZbpBspKCXTfggKtcpMAdbzcw3MKSW5RtgJHBHb6Y2S7iGJht91hDqELC1Nq4LANyk+Y8IynH+z/EGzuZk5asTsq8J5txxpyWmQ4OqqxCrHqmxSrXsUOJvGtK2e16ryVMnmJ9lLNTEwpAs6sthm5JXlSQBZJN+wDXiARVVqQpxvPmWWq1aSn291KUSWkrL3mZs3PunFFN7cLLSAOwNp88YTJC9buOIect5vdR2VizAtbwiwzNTc/LzTLrgbKpdazu1ltLgSu4FiUKB48x2GOtZIk1y5N/b3fzqgKMoyheD0O0MFyaMTofoE0rK3KSbz6FDiFF1rMR57Zh8sY5PSTslMON9YtbxaW1n7YJUU/sMaU6enqc44/IzjrCltqQotrKSUk3tp5wIujmetliRayqeQ6ouKXoVZl8+0da3DjFCi6c7rZm+dSNWklbWK36rVmQYPwnJztMqK52Z9tekgtlu9usXUpHptljGsRURVDRTEqcK1T1Obm1DLlKFKcV1eJvYC3dFRWqs+zWlsMEMtySPFQhs3F0qJJvw92SbDlHOxKKxPTqU0Vhp6XPiGbUjdp3jxPPgeHDSOXmhJX5v/ZKdOpSbirWV/wD1/wBP7mNJ+pKube5/bGrYUFi1uIi9nDOWcflET43LTMq+t0t2IS6lBGl+bgHdFsnJBdOnjKrWFZd2tKrEZkqAUlVjzChF8JqRnlTlFtPkU3WzG6vljVsa8ecbSm6lHMNRGrYPyH80ds4NpBv7rs5xqB540ym8ahPnEQDTUg9Y+vzxvIOVJv8AaiNAmwOo4QUnROo9yIA0F7e6gL84BOlriGW19RAGqb5tD2H80GgQ8kg/LaCU3VxHbGrIstPpEAX5qn4yDGdmYeDSlN+5m08b9W4zdnyR1jj2+4k7kn2xzib9iY7GOHGdyFnEFLKjkujfjMM3G/o1vHXOPfqEnoB13NB6Expwnmopr+WzDjEiHQ1/X/tP+81M/TvxHeYkQ6Gv6/8Aaf8Aeamfp349TGeS/wCc0ZKHmIlThCEeEbj4N6Yb7HrB34by/wCr56Ijolx6Yb7HrB34by/6vnoiOj2cD5P7mLE/WvYQhCNhnEIQgBCEIAQhCAEIQiQi+YJW2jE8kt1KlJTvCQDa/UV29kdql7DxQs5amVWNgFpsTbt07o6y2dUufreM6bSaWyl2am1rbaQpaUAndq4lRAA04kgCO7ansl2iUhh6Zn6GwhMu2p14InZVakpG8uSlLhVpuXOz7Q8jHjY/zF7G/C/QzGXHKSJMJYl3hMm11FfVHC9hx437iOWtCbX0jdmV7xMMx94mMRpNsI3Zz7xMM594mANEkpXcKI07IuLczTCgKmBNFVtLHgo+cnUcfX5tdaDQa3iafFKoNOM3NKAUGUFOZQKkp0BIubrSLDXWMgmdk20SUZ3zmHUqBcZaIbmZdw5nVoQ3ohZNlF1kg2tldbVfKpJIGKzzkq6tHiqXgEpIJcVmJ15xvpj8i3OINVEwuUyrC0sryquUnLY8B1svyxccTYQxNg9yXbxFSxKeOpUuXVnbcS4BYkhSCRwUlXnStJGigSkcIYjqTUg9KU5Cm6qtaZPO80jfKQdUgKUNeNgbXsbXsYFdRwUfndkcNUdwwZUppLVQE2p25L6klG7uu3A+6ylvvBtxjBpHWua/0zn/AIoz3EGEsS4WDXs/SVSiHyQ0oqQtLmgOhSSDoQfQQe0XwKRINd4f4539sCKOXLaDujJUAWVqdEqjKcCBKWq7NJSFOy1OLrRUkEpWFpsRGLtWsq/vVRzSc6ZVuZQlSk79rdm3A9YE37gY5nHMrI0QkldM4nXnJp92aeXdx5ZcWdNVEkk8fPF1w/VFyAfVvgEsIU8hJTf2xVmr3v71Z74sybWNwB3+eNzbuRt1Fr71GUnkMyTp3piWk9ytrTKjKq7UmWqVMIl30KdnmKWFKSgZghDFiArsstsXihrzD03MM1JDTqmEU+npUrIexhCCfRnSReLGFXbUSq9svb6YzDDFTFXlFYcmWm1NPSmq0iy0bgOLSL+c2JHbGealRjFrkehRUcRKcXo5O5h1kXP/API3toNgo3CVXsef83jZcEk+aMpq8hTpfDo8VbAVLzss31r50FcpndBvr9UCvVpF85qLuYoRzvKuSbMWAHvj8kAE3V6IW6pNtL2vGidb21jo5NQE66dkblBICbK+1HL98bRlsq1uEblkdX/VEAbbJ43/AJ9cLJ83898Li3CNB2+iANyQnNoew9nm9Mc3izss4zv0LQHkh1Fx7pJvYj1H1RrT5RU9OtyiCApw5cxNgnzk9girrE00/UGWGQSzKMoYZV2lAuq5049Y/JEpNnObWxyeL4T3CT49UA8cmYbtNh763ae238266x6SWJO/HeOfmTHYfj2GtylPsC9vBkuoTarKsbqNrdvDzd8deY9N2JMjhvHLepMaMJ5qK6/lsw4xIh0Nf1/7T/vNTP078R3mJEOhr+v/AGn/AHmpn6d+PUxnkv8AnNGSh5iJU4QhHhG4+DemG+x7wcP/AH3l/wBXz0RHXj0X7UNjezPbVQ5bDe1PCMpiGmSU2meYlplSwlt8IWgLGRQN8rixx+2MdZHwBPA97dhVD/KzH8SN+GxcaMMskU1qDqSumQO3heJ4fID8D3+oqh/lZn+JDyA/A9/qKof5WZ/iRf4jT6Mq4WXUgeheJ4fID8Dz+oqh/lZn+JDyA/A9/qKof5WZ/iQ8Qp9GOFl1IHrwvE8PkB+B7/UVQ/ysz/Eh5Afgef1FUP8AKzP8SHiFPoxwsupA9C8Tw+QH4Hn9RVD/ACsz/Eh5Afge/wBRVD/KzP8AEh4jT6McLLqQPXheJ4fID8D3+oqh/lZn+JDyBPA8/qKof5WZ/iQ8Rp9GOFl1IP8AAE1MSWLZCalJ56TdaLikPtKUlbZ3atQU2IMd1PYorzrU2he0urKROoLL6C+6d82VLVlX1tQStZIsRdZPbH3b4Yngi+Dxsw2A13GOzXZJTqViGWm6cxKTMop9bqd9OstLSkKWoEqStSeF+tpEfCcM4lVmAwzV1FCQpVpN3qpNxc9XhodfMeUYcTWVaeZGijTdONmcKpem7tRTNrKwCR1QEnXTnFD2AxcpfD1emmEzMnh6putLAUlxuVcUgpKsoIITYgkEX56cYoFAIWpBSQUkgpJ1SeRHZGcuNkI3XT70+uNCUDUpPrgCop1RqVKm0T1JnZiUmWzdD0u6W1oPYQoagxk6McYqfbCn9o1dSSErA8adPWQpJRcBXYUJI5ZUHsFsXbkpt5ovtSMwtoBRLiEKKerbNqBbTMm/K4vxjf7HVHJnNMmwhKglSi0q2YqKQL24lSVJtzBHZAFbiKt1GtOMKqGJJ+rFlCg2qacUvdXVchOYmwJNz544Zav1ptiXp4rc83JsFaENpmFJQ2hwFLmUcBmSVA24gnnFNNyM5T1hqfkZmWWu+VL7SkE2JSdCBwUlQPnBHERtTKTS0IcRJvqQ7m3ZCCQsptmsbWNu23CBzNRa+Yv2IJ9M7SkrcxlUqm89Mb5yVm1qIT7pKVkkm68iUDzXsCY64p6c1cIuBd53U8BxjKZmUmJNYanJJ+XWftXUFB4nsIv2Ri0iAa4bG3tzo/PBWW5xSgowtF39dDKUMjrWeaNkK4KjTcXv7c3642t5iDa/uFdkbcrmvH1f/qO88Fy/J1ll1/BypYIBs60f9qAaUQTna/GjiSF66H1eeCULyq0+Qwzw/T+Rln1/ByhlWRdnGvtftvTFZRVGVqCHVzSGgUrTcLIvdJFvli3jeBC+Nrp7PTGrYUVA35fniG4TWXL+Tqm5QkpJ7exluKsHuyU4uZlXGXW50+NN7s2SG1p3luA4A9nKKhpcriN3EUq2zvy677ISykKv7ghvgOaXCfTFG3jie9gfYdeZJZRbehZClJCMiUa9liPVFtwpWkUCam5otFa1yZabTY2Ki4hWvckxnm/+P6NvfqaaKzV8yla6a5c0v8l4oEkhODcUNzCGVLY3JGbXIsKIvfsOpF/THHU8GMolpubp89Lut09qz6gpV84yi3C3vo3Vh+tUDEFaLa1NMVR2aQLWIWnPcmxGh7Oep5mLTQKk61Oty806sMOOXezC6VIOqs3PUA90dOatmUfz0IhCPeKk5aaq+nUtYZICszrQsPfRqpn3PtiPcjtjIp3CCpapSVOl5pMzKTE44yJtI0UgOoQCRxHuhp54slYp7lKqs5Slqzqkn3JZSgDZRQspJ+SLY16c9o/kpqUKlNtN/jmU254+2t/jQDJ1u6jh76NgCven1GN7TD7jrbSWlFTpCU2Fr3NhHWeHT+7K1Cb5/gyOny71CpxmnTL76bbLjSc9yW1tLyqPm46RRU7DapuQlap442GnJ8Sa031GiDcHt91y7I3YmadZcpiFoIUKSwCCDobKi0szD+RuWCiEJdLlgO0gD9kTCUIyTcbq93uQrzg2nq1blp6n0pMbDMOtSbIVVqEq6UK6hQXTZXBXUsDrqNLiPlTbrh9nCuJHMOsTPjCJOYW2HQoKC+qgkggAEa6ECM5E7tE8XaUZmfLKg2GyMtlC/Ut3njH0b0fuw7ZVt1rmPJba5gyUxMikS9NckhOOOXZU6qYDhBQoXuG0cb+5j1q/aOFqqPdUMjXNHnUMDiabl3tVyT5MjrPKJEOhrP8A5/7T/vPTB/8Affj7R8gTwPeP0i6F+VmP4kZ1sq8HPYpsQnahUtlOz+n4cmaq0hmcclluKLyEEqSk51HgVHhzjNXxsKsHCKNVOhKElJs7HueUI0sOcI82zNWhuhCESSIQhACEIQAhCEAIQhACEIQB0B4dNSnKN4N9bqtOWwiZlKlR3WlPkhsKFRlz1rWNvQQfOOMRmzO3zanTq0xXPoip00UPKfal22by7at0pqwRoQLLJ46kAk2AESQdIbl8lDFea9vG6V+sJeIjLoBN1EW8w1gDPZLbfjynyVOpkm9JNSdKdS7LsJZUEaFs5VWVdQJaSeN9VagWEYRUJ2YqdQmqnN5S/OPuTDpSmyStaio2HYLk6Rw2Re2ZWnmjXK375XyQBtseUaEG3C8b8rfvlfJDKjsUo9wgDJ6HtPxnhrDU1hSj1Qy9OmkzAdQE9Y75KQog3uCAgWItYknjYjKGtsG0Nxn22rUd85t+N+2SQROrnQBcgaPrKgOSQOF83WACOa+HojT2rQXN+PAQBlu0TGuJMaLp7mIJmnO+KocDKZIEBAUEDXMSb5UNpGvBFzclRNfg7GmKWpGWp9Pm6FLsUpD7TRqAIKkvoWpSdDqOqRoBqpINwYwMFu3Ei/IRpdvW9+r2kDSDKqtKNaOWSM6x5W8T1ulIcrlVoT7InFbmXknFLcZygtnLmuQ0QgEC/KwGojqKQIFc/wC2c/bGRjdixBPm04xjsgpQrt0Gx3zn7YIUaXdRyf4sZIgCytftFRpYWOscjTrpB9sPuVdsaB16x9uV646LTYkJ1sofyY0ATY9YeuN+9d/pleuAcdt9VV64gBOXdrsoXzJ/bGjYGcC/Ej88bw87kX7arint9Mbpd5e+RnWpSQtJIJOuvCJQOEhOYgkeeNUaG6bE+eMgx5WcM1rFtQq2B6HNUOjTRQ6xT3prfmXUUJ3iUqsDk3mfKDwTb0CxNuulQ9sV64NLYJ2d0XjFOIUYhmw6hhLIbceIyrJCgtV+3Xs+WLGBodb6RuDjv9Kr1xqHnbn2xWnnjlJJWQdrt9S406vzEjLlhsgC7QFhqEpWFEg9hulGvpirxfIzS8S1OaaaLjU3OOPtLB0UlxxSk+jQj0Xixl10i2+V3qjNn8VU5unUpZlCsEETicoG8tuFWSfxuPdxiipFwleH82NtKUKsHGq7arX7llqGGW5SgMVZt4kkSwdQrjmeDh08w3R9fbF+ZocnSZ5zE61NrplInPFlyylkrWpLqlBPudUlKSON+HGLRTqgzWq+5Lzj5lpGZnEOCyrJQgOqsDcgWCXCOywimqGJUzEjU5GVSsInKiJxpShqhHtt0+a+dPqifmejM+a0VJLkr+6e/wBjjxTWl1+srm1NJbS20GGwDe6U3sTqddYtEsi7yRoSSLXjVDjoVbeE8e0xul33Q+glatCO084vSXMoUcsbIvxw7itLIV4y/lKUkDeuWtcW7LacY+z+ipYelsUbUJd9stuIlKOFJPYc83pHy2ztNxKiVU2jGUskOBttTSmNMp6psdRcA6kamw5C31Z0XNVnK7jfaxWai4HJqdYpT7ywLZlqcmyT3kxbU7q3ybkRzX1JCoQhFJ2aWHKEawgBCEIAQhCAEIQgBCEIAQhCAEIQgDoHw6J5qmeDjWqg/TEVBuXqdGcVKrKMr1qjLnKc6VJ9aSPNEaSNt1BlK4HnNi+EU01p2/iIlGt7kDK0ZFOlshRzqC75LdW1getEjnSFqWjwU8VLbWUKTOUkpUDYg+yEvERRupVy4CTxJJ/dAGV17F+HKnhKn4apeCGKfNSTmdypl1tb76Ot1FZGkEi6r3USfVGJRrb+0n5f3Qt/aT8v7oA0hw1AueUa2/tJ+X90Lf2k/L+6AMvw/jfD1Io0hS6hgOnz7krMPOvza1N719tamyEDeNLCSndkBRCtFGwAKgrLZ7aLhWoBpbWxWSYKHmJhQZelQlaG3FLKMvi2gUVDMeJFwbpskdR2/tJ+WOUTUylG6RNuBHvQtVuPKAO4JjbHhJh5sv7BqCne3ypVuCq5z8mND10nUcc/NIRhMhMqRKSCl4JbWpsOhC2lIAczpNiQtKiQOOpPC2lzGJrdeeCd6+tywsMylGw5a8I5W52cbQGmp95KU8EpdWAPQIpq0nURqwuIWHbeuvS3+S+YkXOOyTapvC7MiUvHdPthCTuymwQrKBm4A5uZPMR1xT9a5/2zn/ijKHZqbmEZZmccdTe4ClqUL68/TGLSItWjb+mc/OqJpQdONjjE1VVnmW3qZK32/wCqqNBayvNGQ0vA9en8JVTHKm2pai09YlvGX15RMTC+DDI4rXlBUbCyQOsRcXuklsoxFV8DzW0GiPMTVIkEK8bW4C04hxCUKdQlJvmCd6jrXGbWw00tKDC027IAaR2phPwe8TYo2fTe0BusSUrLMMTcwywth9xbrcuyh1ZK20FDdwsAZyLnuvhlPwTUp/Dj2Jm5ttuUaQ6QlUvNKUtTamwpIUloovZwG+awsbkWNgMeTlyK/wBn9satlOYekQHuFelP7Y0R7tPpH54lEMdptyjc3xHfBhh2afblpdBW66pLaEDipRNgI3ty75mvFG0KddCiAlsZsxHK0GEcQAgO2OREnNrmhI+LOCYUoIDZSQq/o4xumJGZk55ynzTZaeacLawvSxvb1eeIJOAcD6I5FklKUlRIAuBfQH+QPVG6Yln5OYmJSZaU28ypTa0m2igbERxK4J/1RAehyy4BTMJ7Nyf+8I4RroY1QsoCggWzJyn0XB/dGnOGm4NyCM1z54M2LifSIqpCnuTjcw+XEsy8skF15QJCSo2SLAE3J/MY43ZdcnPLlnSkqQq10m4PnHmgC4ZsJBpIUiqb7qZuujLx69tL8OEfa/RQ/XFtOv8A5nR/0k3Hwhyj7v6KH64tp/8A1SkfpJuAJFoQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQB0B4dLlFa8G+tuYjlHZmlpqdHM2y0SFrb9kGLgEEG/o1iKLaBNYCmqjL/S+pkxKSSG1h0TO83q1lxRSTmWsaIKU9W18pJ1NhNTtd2X0HbHgWdwBiWbnZaQnnpd5bsmtKHkqZeQ6mxUlQ90gA6cLx0DM9G9sUnWSxM4lxepBIJHjbA4cODMARVQiUn+5j7A/u7i7/AH5n+DD+5j7A/u7i7/fmf4MARbQiUn+5j7A/u7i7/fmf4MP7mPsD+7uLv9+Z/gwBFt3jvMdhSjuxpeDpKXmqbXmsRtlpU1MrRvJdwh66wEBwEpLZKRbKQUp85iQf+5jbAz/l3F3++s/wYrW+je2KNIDaMS4uACcv99S5NvTuf5sOQgCNbaDMbPZiYk1bP6TPSDQDvjCJlxSs/WBbIKlE3tcG1hok8SQKFE3hAS8opFMmy4neh5DiyvPocgzJKdL5eCRYZuJiTKd6NfYfPbvxvEWLnN1fL/ytgWvx4M68I4WejO2EyzyX5fEOMW3EG4UJ5nj+S+SK6kM6LqFbuZXstfS5GbWXMPvSqTS6a/KTDbhQSrNkcbAtmOZRKVXBNvPbsucDkLezZCjb25z86ol5nOjh2Kz8v4rNYmxatreF3L4zLjrkkk6M8yYsbfRX+D21NGbRiLGgWVFf9/MEXPH/ABPnhSi4xsycRUjVnmj+LEb7lUxHXaZIUN6dnJyQozbjclKpQpTcuHFqWvKkDQqUSSTqedgAK+mY5xrScJ1DBlPqKW6LMrWZtlVPZWoFzIlQ3ymy4gK3aAQlYBy8OMSXUXo5dkmHJkzlAx9j+nOkpKlStTZbz5TcBQDVlC/YbjjFErozNhyy6V4rxqovm7uadYOc3vdXtOpvrrFhQRyyu0jaA3hJ3BknX3W6KWi06yzKNpUpBOYhTwRvCLaG6/c6e50i0SVexSzR36TT63U0U2x30u065ugDfMCkaAHUnsNteESXJ6MfYSgKSjE+M0hQsoCcYAPp9pjVPRk7C0IU2jFONEpXbMkTjACrcxudeMARgpkZlUsqYDDu5Kkje7tW7ve3urW4mLqrBldYdSh6TcQo2UEqbWklN+NiIk2R0cWyNFL9gxj7H/sdmC/EzU2iyFBWYHIWst8wvw46xeaX4CeBaK425S9pm0CWLSUNpCaixlyJN0pylmxSDfq2tqdNYtpuCXzo4kpN6EWx2e4uQymcVRp1LBQXUOmVdCSgC+YKy2tbW8WKXlX5x9QZS5MOG6lZUKWq3vjpzI188SuveADs1mmEy0ztDx46ylstBtdRZKQggAptubWIAFvMItdM6NvY7RZhU1RcdY+p760btTspU22VqRcHKSloEi4BtwuBEVHB2yCKa3IuFyE5KvPMPMPNPSyih1JbUC2sX0Omh0Jt5iY0aZmpkuPsl55xJLi3EpUojtzFXPQm9+yJQpjoztiM287MTWL8cPOzCy4645UGVKcUb3KiWrkm51PONrfRk7DGb7rFWNUZrg5Z1kXBFiPqPImKzsi7SjeLKUrKlL0AsSSf2xyzNPm5QIM5LPy+YWTvWVozW42uBwuPXEnzfRj7CmXEPM4oxo242oKQtE6wlSVDgQdzoYrqr0cmyaupbTXNoW0OohklTYnKs2/kJtcpztG17C9uQgCK9qVdfCzLpW7u0lS8iFKyp5mw0GkatSjz6XVMoW4lpJU4pCFKCBzJA074lCa6MnYWwVKYxTjVsrSUqyTzCbg8QbM8DGrXRlbDWErQxivGzaXAUrCJ9hIWORszqNTxgCMOQlJ95e+p7DzxQsaoYU4kK+1uLEHXnHEhD8y85NLLr603cdWEqWRzKj6e0xKbS+jl2TUNDjVE2hbRKe28Qp1ErV22krI4FQQ0ASOy8UI6MfYSCopxPjQFXurTsvr6fadYAi4Oht54+7+ih+uLad/1SkfpJuO1h0YWwX/STGXPScl/4Mdr+D/4K2z/AMHCfrs7geqVqacxA1LNTIqL7bgSGVOFJTkQm1y6q978BAHdMIQgBCEIA0uOcLjnHlY7od0Aeqe45wuOceVjuh3QB6p7jnC45x5WO6HdAHqnuOcLjnHlY7od0Aeqe45wuOceVjuh3QB6p7jnC45x5WO6HdAHqnuOcLjnHlY7od0Aeqe45wuOceVjuh3QB6p7jnC45x5WO6HdAHqnuOcLjnHlY7od0Aeqe4hcc48rHdDugD1T3HOFxzjysd0O6APVPcc4XHOPKx3Q7oA9U9xzhcc48rHdDugD1T3HOFxzjysd0O6APVPcc4XHOPKx3Q7oA9U9xzhcc48rHdDugD1T3HOFxzjysd0O6APVPcc4XHOPKx3Q7oA9U9xzhcc48rHdDugD1T3HOFxzjysd0O6APVPcc4XHOPKx3Q7oA9U9xzhHlY7oQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAf/Z" width="305px" alt="Финам"/></p>
<p>Brokers Rating не несет ответственности за возможные потери, в т.ч. неограниченную потерю средств, которая может возникнуть прямо или косвенно из-за <a href="https://forexrating.com.ua/brokers/finam-broker/">Финам</a> использования данной информации. Редакция вебсайта не несет ответственность за содержание комментариев и отзывов пользователей о брокерах.</p>
<p>Коган не исключает, что курс евро/доллар в 2021 году обновит максимум с февраля 2018 года в 1,2550. Хорошие шансы на укрепление в следующем году также у китайского юаня, который выиграет от более динамичного восстановления после пандемии COVID-19 и частичной разрядки в отношениях с США. Бабин считает, что Байден не будет вмешиваться в деятельность ФРС, как это делал Трамп, оказывая давление на регулятор с целью смягчения финам монетарной политики и снижения курса доллара. “Этому будет способствовать монетарная политика ФРС, в связи с чем у институциональных инвесторов будет возрастать необходимость поиска более рисковых вложений, в том числе, в других валютах”, — поясняет Зайцева.</p>
<p>В 2014 году рейтинговое агентство «Эксперт РА» присвоило компании рейтинг высшего уровня надёжности — «А++». В том же году «<a href="https://ru.wikipedia.org/wiki/Финам">Финам</a>» учредил ориентированный на зарубежные технологические проекты финансового сектора венчурный фонд FinSight Ventures с целевым объёмом до $50–100 млн. В 2015 году холдинг объявил о запуске интернет-магазина акций, позволяющего без посещения офиса брокера торговать инструментами «Московской биржи». После вступления в силу закона о рынке форекс в России «Финам» первым получил от ЦБ РФ лицензию форекс-дилера. Она также обращает внимание, что в периоды довольно высокого спроса на риск на глобальных рынках единая европейская валюта зачастую демонстрирует тенденцию к укреплению по отношению к доллару. Зайцева считает, что укрепление доллара в следующем году возможно в периоды коррекций на глобальных рынках. Если не будет существенных шоков, которые могли бы сломить долгосрочный восходящий тренд на рынках акций, тенденция к ослаблению американской валюты будет превалировать, считает аналитик.</p>
<p>Оказывается, нужно писать заявление и отключать фондовую секцию, тогда обеспечение брокера будет равно обеспечению Мосбиржи. Однако в самом начале специально проговаривал с менеджером, что мне нужны только фьючерсы. Никакой подсказки по этому поводу не получил &#8211; девушка была слишком занята впариванием мне автоследования. Момент второй &#8211; услуга &#8220;Пониженное ГО&#8221; стоит недешево &#8211; вместо стандартных 45 копеек с вас возьмут 7.20, то есть тариф подскакивает аж в 16 раз. Естественно, об этом узнаешь уже после включения услуги &#8211; на сайте об этом ничего не написано. Момент третий &#8211; какое обеспечение будет по этой услуге &#8220;Пониженное ГО&#8221; &#8211; также узнать не удалось. Нет никакой инфы на сайте и вопрос в техподдержку ничего не дал.</p>
<p>И дальнейшие реплики от клиентской поддержки брокера Finam, из которых можно понять, что представители дилингового центра <a href="https://forexrating.com.ua/brokers/finam-broker/">Финам</a> постоянно врут своим клиентам даже в чате. И в придачу к отзыву расположенному выше еще один комментарий с аналогичной позицией, где человек более глубже копнул тему кухонности брокерской организации Финам, включая небольшой компромат на руководителя данного дилингового центра. Думаю не кто не будет спорить, что все признаки указывают на то, что дилинговый центр заинтересован в сливах депозитных средств клиентов, а все остальное его не касается, то есть все что делается вокруг сервиса компании Finam, существует только лишь для отведения глаз.</p>
<h2 id="toc-3">Финам Отзывы</h2>
<p>То что отрицательные отзывы клиентов представители дилингового центра Финам тщательно анализирует и им не угодные они удаляют, потому как кухни по другому не работают, борьба с недоброжелателями к мошенникам здесь приветствуется. Отсутствие профессионализма у сотрудников службы клиентской поддержки в дилинговом центре Finam &#8211; всего лишь часть маркетинговой стратегии от кухонного брокера, главная цель которого &#8211; завладение всеми денежными средствами трейдеров работающих с ними. Основное задачей клиентской службы в дилинговых центрах является предоставление помощи трейдерам на этапе проведения финансовых спекуляций, либо в процессе перевода заработанных ими денег. Но в брокерской кухне Финам все организовано абсолютно противоположным образом, потому как проблемы здесь техподдержкой не то чтобы не исправляются, так еще и могут усугубится. Также Центральный Банк России выдал лицензию компании Finam на осуществление депозитарной деятельности, тем самым наделив этот дилинговый центр правом оказывать финансовые услуги, связанные с хранением сертификатов ценных бумаг. И ниже ознакомьтесь с одной из ловушек от брокера Finam, основным предназначением которой является слив клиентских денежных средств и это то, на что в принципе делает ставку рассматриваемая брокерская кухня.</p>
<p>Если есть лишние деньги, и вы хотите их потерять, приходите в Финам и подключайтесь к программе автоследования! В конце 2015 года повелся на рекламу &#8220;Мега прибыльных&#8221; стратегий от Финам, а именно стратегии &#8220;Синергия&#8221; и пришел в офис подписывать договор по созданию ИИС. Менеджер обещал прибыльность не менее в 100% уже в течение первого года. Показывал графики, как последние месяцы растет прибыль по этой стратегии, где не было ни одного убыточного года в сравнении с другими стратегиями и, что единственный вариант заработать денег &#8211; это подключиться к Синергии! Мы говорит, тут всем офисом к ней подключены, и я в том числе.</p>
<p>Вся ответственность за содержание возлагается на комментаторов. Перепечатка материалов возможна только с разрешения редакции сайта. Момент первый &#8211; Вам открывают единый счет с некоторыми умолчательными значениями уровней риска. В результате уровень обеспечения завышается в несколько раз по сравнению с Мосбиржей, например, контракт MIX резервирует 83т.р.</p>
<p>Женщина осталась с долгами, одинока и бездомна, она может попытать счастье только на телевидении, но и там все схвачено. «Автоследование» — платный сервис АО «ФИНАМ», позволяющий формировать и направлять Брокеру в режиме автоматической торговли поручения на сделки по Клиентскому счету посредством соответствующей информационно-торговой системы на основе торгового алгоритма (стратегии, схемы торговли). Торговый алгоритм Клиент выбирает самостоятельно на основе собственных инвестиционных целей и внутренних убеждений. Перед началом торговли на финансовом рынке, в том числе с использованием сервиса «Автоследование», рекомендуется оценить приемлемость возможных рисков, а также внимательно ознакомиться с регламентными документами АО «ФИНАМ» и правилами сервиса «Автоследование» (размещены на сайтах , ). Подробная информация о тарифах и вознаграждении брокера содержится в приложениях № 7 и 16 к Регламенту брокерского обслуживания АО «ФИНАМ». Например, «Финам» на Comon.ru предлагает пользователям несколько низкорисковых стратегий автоследования с низким порогом инвестирования — от 50 тыс. Стратегии «Накопительная на 1 год» и «Накопительная на 3 года» направлены на защиту капитала и предполагают инвестиции в государственные облигации РФ со сроком обращения не более одного года и трех лет соответственно.</p>
<h2 id="toc-4">История О Том, Как Женщина Отдала Деньги В Доверительное Управление В Финам</h2>
<p>- дилинговый центр Финам кухонный брокер, который не заботится о личных проблемах собственных клиентов, а тем более о его доходах. Также одной из явных проблем у брокера Финам является частые неисправности в процессе входя в личный кабинет трейдера этого дилингового центра, а это есть весьма печальное явление, потому как когда тебя не пускают на собственное рабочее место, очень вообще тогда можно вести речь и иметь дела. Далее еще один человек высказался в отношении брокера Финам, и то что оскорбления в сообщениях запрещены не только в ДЦ Финам, но и на многих других форумах, это не является ни для кого секретом, а здесь идет обычная чистка с теми, кто довольно точно раскрывает кухонную сущность данного дилингового центра.</p>
<p>Резкие колебания валюты вполне вероятны и в 2021 году, причём как в сторону укрепления, так и ослабления, считает Дмитрий Гизатуллин, автор стратегии «АНТИ Мэйн Стрим» на Comon.ru. &#8220;ФИНАМ&#8221; предоставляет клиентам инновационную услугу &#8220;Единый счет&#8221;, с помощью которой инвесторы могут с одного счета совершать торговые операции на всех рынках Московской биржи, а также американских площадках NYSE и NASDAQ. Единый счёт обладает значительными преимуществами по сравнению со стандартным брокерским счётом – это единый риск-менеджмент и кросс-обеспечение, когда ценные бумаги и валюта на любом из рынков могут являться обеспечением для торговли на других рынках. Заключив договор с ведущим российским брокером АО &#8220;ФИНАМ&#8221;, клиент получает выгодные тарифные планы, низкие комиссионные сборы и доступ к высокотехнологичным торговым приложениям.</p>
<p>Самостоятельно, поэтому медленно, изучаю всю информацию, представляемую брокером <a href="https://forexrating.com.ua/">https://forexrating.com.ua/</a>, есть краткосрочные идеи с разумными вложениями и сроками. Полагаю, надо выцарапывать свои деньги, пока совсем в минус не ушла. Чтобы начать зарабатывать, нужно зарегистрироваться на сайте компании Финам, открыть счет (заполняется заявка с внесением персональных данных), выбрать инструмент, сделать инвестицию денежных средств. После приобретения акций клиент имеет право на выплаты дивидендов (процент и сроки выплат зависят от выбранной компании). С finam знакома недавно, доверяю ЦБ и тому, что у компании есть свой банк, который тоже подчинен ЦБ. Ордера исполняются быстро, без задержек не обходится, но причин на то масса, включая низкую скорость интернета, что уж там говорить о положении на рынке.</p>
<p>К счетам, открытым для торговли только одним видом активов до появления предложения по оформлению единого варианта, применяются планы, практически аналогичные тем, которые предлагаются новым клиентам. <a href="https://www.youtube.com/results?search_query=Финам">Финам</a> Ставки снижаются после того, как объем контрактов превысит 1 млн руб. Точно такие же ставки действуют и в том случае, если к счету клиента применяется тарифные планы “Единый оптимум” и “Евробонд СПБ”.</p>
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		<title>Основные Показатели Экономического Календаря Новостей Форекс</title>
		<link>http://de.agoraministries.org/index.php/foreks-obuchenie/osnovnye-pokazateli-jekonomicheskogo-kalendarja/</link>
		<comments>http://de.agoraministries.org/index.php/foreks-obuchenie/osnovnye-pokazateli-jekonomicheskogo-kalendarja/#comments</comments>
		<pubDate>Fri, 05 Feb 2021 08:05:05 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=17045</guid>
		<description><![CDATA[Content Как Использовать Экономический Календарь Для Торговли На Рынке Форекс? Получите Возможность Зарабатывать На Курсовых Колебаниях Доллар Сша: Внимание, Восходящий Тренд И Когда Уместно Продать Экономический Календарь Форекс Для Трейдеров Календарь Экономических Событий Рынка Форекс На Сегодня Иногда цены на первичном размещении и в день торгов отличаются на десятки процентов. Например, компания Beyond Meat, производитель [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Как Использовать Экономический Календарь Для Торговли На Рынке Форекс?</a></li>
<li><a href="#toc-1">Получите Возможность Зарабатывать На Курсовых Колебаниях</a></li>
<li><a href="#toc-2">Доллар Сша: Внимание, Восходящий Тренд И Когда Уместно Продать</a></li>
<li><a href="#toc-3">Экономический Календарь Форекс Для Трейдеров  Календарь Экономических Событий Рынка Форекс На Сегодня</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="экономический календарь форекс"/></p>
<p>Иногда цены на первичном размещении и в день торгов отличаются на десятки процентов. Например, компания Beyond Meat, производитель искусственного мяса, продала инвесторам на первичном размещении акции по 25 долларов за штуку, но в первую же минуту торгов на бирже акции стоили 43 доллара. А первый день торговли был завершен на отметке 67 долларов за акцию. В некоторых календарях также указывают <a href="https://divorcelovelounge.com/blog/dinamika-kursa-evro-k-rublju-onlajn/">https://divorcelovelounge.com/blog/dinamika-kursa-evro-k-rublju-onlajn/</a> Пересмотренное значение, которое в момент публикации показывает насколько предыдущее значение индикатора (допустим ВВП) было изменено или пересмотрено. Зачастую это происходит после поступления уточненных данных, ведь посчитать значение валового продукта по всей стране не так уж и просто. Существует множество экономических показателей, которые составляют экономическую повестку дня.</p>
<p>Успех на рынке Форекс зависит от умения построить собственный прогноз поведения котировок. Сигналы и аналитика работают далеко не всегда, иначе каждый трейдер уже давно стал бы миллионером.</p>
<p>Трейдерам рынка Forex (Форекс) не только необходимо быть в курсе этих событий, но и иметь эту информацию в удобном виде. Именно с этой целью и был разработан раздел «Экономический календарь». Экономический календарь в режиме реального времени отображает мировые события в финансовой сфере, влияющие на рынок Forex и на решения трейдера. Воспользуйтесь калькулятором, чтобы узнать, что произошло вчера, актуально сегодня и какие события будут ждать экономику завтра. Онлайн-календарь показывает фактические значения ключевых показателей, их предыдущие значения и прогноз следующих. Для начинающего трейдера важно не совершить серьёзную ошибку на старте своей карьеры. Не стоит вести торговлю, ограничиваясь лишь сбором новостей с различных информационных ресурсов и прогнозами от более опытных фигур рынка.</p>
<h2 id="toc-0">Как Использовать Экономический Календарь Для Торговли На Рынке Форекс?</h2>
<p>Вы можете ввести в этом поле ключевые слова или выбрать страну, временной диапазон, категорию событий или степень сопряженной с ними волатильности. Если каждый раз, когда вы обращаетесь к нашему календарю, вам необходим один и тот же набор данных, вы можете сохранить свои настройки. Из-за высокой доли сферы услуг в экономики, может расцениваться, как опережающий индикатор потребительской инфляции. Зачастую очень близок к прогнозу и слабо воздействует на курс иены. Каждый день по наиболее значимым для международного валютного рынка странам публикуется масса макроэкономической статистики, а также происходят значимые выступления официальных лиц.</p>
<p>Однако не все они отражают точные данные, могут искаженно интерпретировать значимость той или иной форекс новости, или он попросту неудобен в использовании. При составлении торгового плана на неделю вам необходимо учесть, какие события мира экономики повлияют на котировки. Макроэкономические показатели разных стран публикуются ежедневно, но по настоящему сильные новости выходят несколько раз в месяц. Важно понимать, что долларовые новости оказывают влияние не только на USD, но и на все другие валюты, а также на золото и нефть. Статистика по другим валютам не настолько сильна, поэтому если вы не торгуете данными парами, то новостями по ним можно пренебречь. Лучше не торговать за 20 минут до выхода и 20 минут после выхода особо важных новостей.</p>
<p>Заработать можно как на бычьем, так и на медвежьем рынке, если только вы знаете, какая тенденция будет на рынке преобладать, и как изменятся цены после установления тенденции. Здесь публикуется аналитика финансовых рынков с примерами форекс прогнозов на текущий момент, что помогает начинающим трейдерам научиться самостоятельно мыслить и анализировать рынок. Не учитывая новости в работе, трейдер рискует потерять деньги из-за неожиданного движения графика.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="экономический календарь форекс"/></p>
<p>Вероятно, вы захотите сосредоточиться на какой-либо определенной категории экономических показателей, игнорируя <a href="https://bigbigpost.com/obuchenie-trejdingu-dlja-nachinajushhih/">https://bigbigpost.com/obuchenie-trejdingu-dlja-nachinajushhih/</a> при этом другие данные. Нажмите на кнопку «Отобразить фильтры», расположенную в самой верхней части календаря.</p>
<p>Независимо от выбранного подхода, трейдерам для прибыльной торговли на Форекс необходимо следить за свежими статическими данными и важными новостями <a href="http://test.intek-tool.ru/?p=101087">экономический календарь форекс</a> финансового мира. В этом им сможет помочь Экономический календарь RoboForex, где представлена актуальная информация о всех значимых событиях.</p>
<p>Информация, содержащаяся в аналитических куки, позволяет нам анализировать поведенческие схемы посетителей наших сайтов. На основе такой информации мы можем повышать общее качество работы сайтов и находить те области сайта, которые нужно улучшить или изменить. Такая информация анонимна (т.е. с ее помощью невозможно установить личность пользователя и она не содержит персональных данных, таких как фамилия, имя и адрес эл. почты) и используется только в целях сбора статистики. Поведенческие куки аналогичны <a href="http://demo1.alipartners.ru/foreks-obuchenie/aziatskie-fondovye-indeksy-ruhnuli/">экономический календарь форекс</a> аналитическим; они хранят информацию о вашем посещении вебсайта и используют эту информацию для предоставления вам информации, которая будет вам интересна. Ежемесячный отчет, объявляемый Департаментом труда США и представляющий собой сводные статистические данные по текущему состоянию рынка труда в США. Он также используется для прогнозирования уровня экономической активности в будущем. Данный показатель объявляется ФРС ежемесячно и представляет собой индикатор экономической активности.</p>
<h2 id="toc-1">Получите Возможность Зарабатывать На Курсовых Колебаниях</h2>
<p>Google может также передавать эту информацию третьим лицам, если это требуется по закону или в случаях, когда такие третьи лица обрабатывают информацию от лица Google. Компания Google не соотносит ваш IP-адрес с каким-либо полем данных.</p>
<ul>
<li>В экономическом календаре трейдер найдёт информацию о значимых событиях не только на неделю вперёд, но и на период, который выберет он сам.</li>
<li>Валютный рынок гибок и меняется изо дня в день, причём изменения могут быть настолько кардинальными и неожиданными, что форекс может очень быстро оставить «не у дел» трейдеров, потерявших интерес к статистике или новостям.</li>
<li>Регулярно сверяясь с экономическим календарем XM, вы всегда будете знать о выходе многочисленных экономических индикаторов и сможете подготовиться к сильным ценовым движениям на рынке.</li>
<li>Календарь подскажет, оправдался ли прогноз, и на своей странице наглядно продемонстрирует ценные статистические отчёты, экономические индикаторы (список можно изменять самостоятельно), а также главные события банковской сферы.</li>
</ul>
<p>Но это очень приблизительная информация, так как помимо отчетности компании зачастую дают и свои прогнозы на следующий квартал (так называемый guidance), и часто эти цифры оказываются важнее уже опубликованных данных. Это понятно, ведь новый прогноз от менеджмента, <a href="https://www.google.ru/search?newwindow=1&#038;biw=1434&#038;bih=742&#038;ei=RWTmXf23OILLrgS0yZeACw&#038;q=%D1%81%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D0%B8+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81&#038;oq=%D1%81%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D0%B8+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81&#038;gs_l=psy-ab.3..0l10.635669.635669..635939...0.4..0.109.109.0j1......0....2j1..gws-wiz.......0i71.vrYTWdtAZMY&#038;ved=0ahUKEwi97q_8y5nmAhWCpYsKHbTkBbAQ4dUDCAo&#038;uact=5">стратегии форекс</a> пускай и является прогнозом, но отражает видение на будущий квартал или даже полугодие. Если обратить внимание на третью колонку слева в вышеуказанной таблице, то можно заметить разноцветные точки (одна зеленая, две желтые или три красные).</p>
<p>Допустим, ожидания ВВП в графе Прогноз указывают на прогноз экспертов в 2,1%, а фактически опубликованная цифра оказалась 2,8%. Тогда вполне вероятно, что на рынке будет действительно серьезное движение ввиду сильного расхождения между прогнозными и фактическими данными. Колебания на фондовом рынке и Форекс происходят в зависимости от двух основных факторов, а именно технического аспекта рынка и его фундаментального аспекта. Вот почему подавляющее большинство трейдеров начинают свой день с просмотра экономического календаря на предстоящую сессию, чтобы наилучшим образом применить свою стратегию.</p>
<h2 id="toc-2">Доллар Сша: Внимание, Восходящий Тренд И Когда Уместно Продать</h2>
<p>Валюты, металлы, акции, индексы, нефть и иные активы реагируют на фундаментальные события. Их цена меняется в зависимости от важности новостей как в большую, так и в меньшую сторону. Если вас привлекает валютный рынок, экономический календарь Форекс онлайн позволит вам быть в курсе рыночных ожиданий и отслеживать важные события.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="250px" alt="экономический календарь форекс"/></p>
<p>Очевидно, необходимо уметь верно предсказывать рост и падение курса валюты в различных странах. Для этого каждый трейдер должен владеть навыками технического и фундаментального анализа финансового рынка. То есть разработать собственную стратегию ведения торговли на основе показателей готовых графиков и многостороннего обзора экономических событий в мире. В настоящее время календарь новостей форекс можно встретить чуть ли не на каждом сайте любого брокера.</p>
<p>Поэтому рекомендуем пользоваться календарем независимо от используемой торговой стратегии. В календаре отображаются все события, влияющие на финансовые рынки, так что риск потери денег из-за сюрприза в виде неожиданной статистики снижается до минимума.</p>
<h2 id="toc-3">Экономический Календарь Форекс Для Трейдеров  Календарь Экономических Событий Рынка Форекс На Сегодня</h2>
<p> – верный помощник трейдера в его торговле. Такой список событий позволяет спланировать торговлю и открытие позиций согласно предварительно проделанной аналитике. Например, Forex экономический календарь DAX30 будет в основном касаться экономических и финансовых новостей из еврозоны, ЕЦБ, а также основных влияний на международном уровне. Новости, публикуемые в экономическом календаре, помогут найти правильное время для размещения ордеров внутридневным трейдерам. Поэтому им необходимо конкретное указание времени для открытия позиции на Форекс, для торговли индексами или товарами. Трейдер, который торгует на рынках в течении дня, может сосредоточить свое внимание на календаре Форекс, чтобы узнать, подвержены ли его текущие позиции, которые уже открыты на рынках, риску из-за экономических новостей. Впрочем, не каждый брокер позволяет клиентам приобретать акции на IPO, то есть еще до выхода на биржу, но любой дает возможность купить акции уже в первый день торгов.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="257px" alt="экономический календарь форекс"/></p>
<p>Оно определяет запасы недвижимости, цены на него, сколько нужно времени чтобы продать все подобное жилье с существующими темпами продаж. Этот показатель дает понять какова ситуация на рынке, при росте спроса на недвижимость экономика поднимается, курс валюты, следовательно, укрепляется. Если будет замечено, что спрос на вторичное жилье упал, а значит на рынке ухудшилась экономическая ситуация, то это значит курс валюты пойдет вверх, а национальной вниз. В него входят и операции, осуществленные согласно договорам импорта и экспорта, трансферные и другие платежи. Если сумма поступивших в страну платежей больше, чем выплаты, баланс называют активным.</p>
<p>Благодаря анализу текущей таблицы вы сможете получить подробную информацию, которая будет содержать время выхода новостей форекс в простой и наглядной для трейдера форме. Более того, в зависимости от вашего региона пребывания вы можете самостоятельно выбрать необходимое время, чтобы иметь возможность видеть время выхода новостей форекс именно по вашей временной зоне. От верной интерпретации данных, публикуемой в календаре в режиме онлайн, зависит прибыль каждого трейдера. Именно поэтому календарь является одним из самых необходимых инструментов для тех, кто заинтересован в заработке на Форекс. <a href="http://tradeallcrypto.best/">http://tradeallcrypto.best/</a> — это наиболее актуальные и весомые экономические события, цифры и факты, которые могут оказать влияние на валютный и финансовый рынок в целом.</p>
<p>Сайт tlap.com не предоставляет услуги торговли на финансовых рынках, носит исключительно информационный характер и не несет ответственности за последствия принимаемых вами торговых решений, либо работу программного обеспечения. Начиная работать на валютных рынках, убедитесь, что вы осознаете риски, с которыми сопряжена торговля с использованием кредитного плеча, и что вы имеете достаточный уровень подготовки. В календаре каждый из вас может увидеть все события, которые способны тем или иным образом оказывать <a href="https://ru.wikipedia.org/wiki/%D0%9E%D1%81%D0%BD%D0%BE%D0%B2%D0%BD%D0%BE%D0%B9_%D0%BA%D0%B0%D0%BF%D0%B8%D1%82%D0%B0%D0%BB">основной капитал</a> влияние на финансовый рынок. В результате этого, все возможные риски, которые связаны с потерей статистики, в данном случае могут быть снижены до минимума. Некоторые трейдеры (как правило, более опытные) заключают сделки еще до выхода того или иного события или новости. В случае если они угадают примерный сценарий, у них появится возможность получить прибыль. Есть, однако, и те, которые предпочитают дождаться выхода новости и только потом заходить на рынок – так они минимизируют свои риски.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Tesla, «яндекс» И Новатэк</title>
		<link>http://de.agoraministries.org/index.php/foreks-obuchenie/tesla-jandeks-i-novatjek/</link>
		<comments>http://de.agoraministries.org/index.php/foreks-obuchenie/tesla-jandeks-i-novatjek/#comments</comments>
		<pubDate>Fri, 29 Jan 2021 16:21:18 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=16545</guid>
		<description><![CDATA[Content Яндекс Инвестиции В Крыму Надеются, Что Анонимность Инвесторов Позволит Избежать Санкций И Привлечь Новые Проекты На Полуостров Рост Цен На Нефть Усилит Кризис В Экономике России Тайна Против Санкций: Как Крым Будет Привлекать Новых Инвесторов Компания также показала стремительный рост котировок в этом году. А с момента выхода компании на биржу в 2015 году [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Яндекс Инвестиции</a></li>
<li><a href="#toc-1">В Крыму Надеются, Что Анонимность Инвесторов Позволит Избежать Санкций И Привлечь Новые Проекты На Полуостров</a></li>
<li><a href="#toc-2">Рост Цен На Нефть Усилит Кризис В Экономике России</a></li>
<li><a href="#toc-4">Тайна Против Санкций: Как Крым Будет Привлекать Новых Инвесторов</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="яндекс инвестиции"/></p>
<p>Компания также показала стремительный рост котировок в этом году. А с момента выхода компании на биржу в 2015 году — более <a href="https://ru.wikipedia.org/wiki/%D0%92%D0%B0%D0%BB%D1%8E%D1%82%D0%BD%D1%8B%D0%B9_%D1%80%D1%8B%D0%BD%D0%BE%D0%BA">Форекс</a> чем в 20 раз. При этом первую годовую прибыль проект получил только в 2019 году, а маржа прибыли находится на уровне 4%.</p>
<p>EV/EBITDA показывает, за сколько лет за счет EBITDA могут окупиться инвестиции с поправкой на необходимость погашения всех долгов компании. Соответственно, высокое значение мультипликатора говорит о возможной переоцененности компании и о высоком риске инвестиций. 5 самых надежных вариантов Для того чтобы инвестировать, необязательно иметь много денег. На фондовом рынке можно найти бумаги по карману и на любой вкус. Рассказываем, во что можно инвестировать, если у вас есть ₽50 тыс.</p>
<p>Создания учетной записи для размещения информации на Сайте и использования возможности комментирования, если Пользователь дал согласие на создание учетной записи. Любое использование материалов допускается только с согласия редакции.</p>
<h2 id="toc-0">Яндекс Инвестиции</h2>
<p>Правительство РФ согласилось поддержать законопроект о значимых онлайн-ресурсах в случае доработки, при котором ограничение доли иностранцев будет на уровне 50% минус 1 акция. Данная новость должна поддержать котировки «Яндекса», которые сильно корректировались, так как не предполагает изменение долей у текущих акционеров. Поэтому, спекулятивно можно заработать на отмене данного законопроекта, если купить акции компании <a href="https://www.youtube.com/watch?v=Od0r3K97nAk">как вложить деньги в золото</a> с целью $36,04 (2300 руб.). Обновлять, дополнять предоставленную информацию о персональных данных в случае изменения данной информации. Кстати, если говорить о сервисах BCS Broker отдельно, то рекомендую посмотреть мой обзор на сервис автоследования Финтаргет. Это для тех, кто не имеет своего взгляда на рынок и нет времени отслеживать моменты входа. Подключил свой счет, и он сам торгует по стратегии управляющего.</p>
<p>Стоимость компании на рынке, рассчитанная из количества акций компании, умноженного на их текущую цену. Капитализация фондового рынка – суммарная стоимость ценных бумаг, обращающихся на этом рынке. «Мы несколько повысили целевой уровень справедливой стоимости бумаг «Яндекса» на конец 2020 года. В числе рисков аналитик указал на растущую конкуренцию в банковском сегменте и не до конца ясные перспективы самой сделки. По словам Алексея Павлова, уход TCS Group с биржи зависит от того, сколько миноритариев согласятся продать свои бумаги «Яндексу». Эксперт отметил, что на данный момент премия к рынку выглядит скромно, поэтому ажиотаж среди держателей акций сделка вряд ли вызовет, если ее условия не поменяются. По мнению аналитиков Промсвязьбанка, капитализация объединенной компании может составить $30 млрд.</p>
<p>Высокое значение мультипликатора объясняется относительно небольшим размером прибыли (маржа чистой прибыли акционеров около 4,9% по итогам девяти месяцев). При этом значение нормализованной прибыли снизилось в 1,6 раза по сравнению с прошлогодним уровнем. P/E компании почти в 2,5 раза выше среднеотраслевого уровня. При переоцененности текущие доходы самой компании смогут окупить инвестиции в акции <a href="https://forexinstruments.com/">https://forexinstruments.com/</a> только за очень длительный срок. Если компания не сможет увеличить доходы до уровня, оправдывающего ожидания инвесторов, то котировки этих бумаг могут обрушиться. Бывает так, что компания еще не окупила затраты и не получила прибыли, но инвесторы покупают бумаги, только ожидая будущего роста доходов. С одной стороны, это подорожание уже приносит доход одним инвесторам и привлекает других.</p>
<h2 id="toc-1">В Крыму Надеются, Что Анонимность Инвесторов Позволит Избежать Санкций И Привлечь Новые Проекты На Полуостров</h2>
<p>Уже из-за этого стоит подумать, а надо ли людей так пугать. Не видно хорошей пустой ниши, которую можно было бы технично заполнить и начать зарабатывать. а также за покупку и продажу любых других ценных бумаг  составит всего 0,025%. что его доходность была в апреле близка к 5% при средней ставке ЦБ по вкладам до востребования в 2,86% годовых. По срочным вкладам российские банки сейчас предлагают ставки 5%-7,85%.</p>
<p>Для тех, кто только начинает свой инвестиционный путь — рекомендую статью про бесплатные курсы. После изучения материалов у Вас появится база знаний, необходимая для извлечения профита с фондового рынка. В данный момент времени в России наконец-то становится обычнй привычкой иметь свой инвестиционный портфель.</p>
<h2 id="toc-2">Рост Цен На Нефть Усилит Кризис В Экономике России</h2>
<p>Компания получила убыток по итогам девяти месяцев, а ее выручка упала в 1,6 раза. В течение трех последних кварталов подряд компания получала отрицательное значение EBITDA. Из-за этого размер EBITDA за последние отчетные 12 месяцев, на основе которого рассчитывается мультипликатор EV/EBITDA, уменьшился с $1,9 млрд до $174 млн. Это и сделало акции Phillips 66 переоцененными для текущего уровня котировок. Российские бумаги и по этому мультипликатору гораздо привлекательнее иностранцев. Среднее значение EV/ EBITDA российского топ-10 самых дорогих компаний значительно ниже иностранного среднего значения — 18,5 против 145. Российские компании в целом остаются более недооцененными, чем многие западные корпорации.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="яндекс инвестиции"/></p>
<p>Авторский блог посвященный инвестициям в публичные акционерные общества. Подписывайтесь на канал и не пропускайте разборы компаний. Я рассказываю о своём опыте инвестирования, делаю обзоры брокеров, даю советы по налогам, показываю специфику финансовых инструментов. Кстати, я сам пользуюсь такой картой и все устраивает. На неё удобно выводить небольшие копейки с моего канала Дзен. Зато приятно совершить несколько покупок в месяц в продуктовом магазине за счёт контента, который читают мои подписчики.</p>
<p>По значениям мультипликаторов они не попали бы в топ самых переоцененных в абсолютном зачете. Но чтобы ориентироваться, какие отечественные компании уже, возможно, слишком дорогие, мы выделили топ-10 российских компаний нашего каталога с наибольшим значением мультипликаторов. Рост доходов компании может позволить ей оправдать стоимость акций. Но в этом случае значения мультипликаторов должны со временем снижаться. Если рост мультипликаторов только усиливается — это повод относиться к вложениям крайне осторожно.</p>
<p>Пока, чтобы вложения в акции компании окупились за счет прибыли, потребуется более чем 1500 лет — за время подготовки статьи котировки компании еще поднялись вместе со значением P/E. Такой уровень мультипликатора, сильно превышающего среднеотраслевое значение, говорит о значительной переоцененности акций компании. Второе место в этом топе занял разработчик системы электронных платежей Square.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="яндекс инвестиции"/></p>
<p>Новости, аналитика и другие материалы, представленные на сайте bloomchain.ru, не являются офертой или рекомендацией к покупке или продаже. На фоне роста проникновения безналичных расчетов снизился доход «Сбера» по кассовым операциям. После выхода отчетности акции &#8220;Яндекса&#8221; показывают небольшое снижение. На момент публикации новости цена акции интернет-компании на Московской бирже составляет руб. Экспансия и интеграция в экосистему Сбера вынудили «Диалог» отказаться от гранта на 204 млн 22.01 Планы « Диалога» поменялись в январе 2021 года, когда Сбер довёл долю в нём с 60% до 90%. Основатель Андрей Кузнецов вышел из компании ещё в марте 2020 года. Есть прослойка людей, с подозрением относящихся к Яндексу вообще, и если ещё и Яндекс.Банк появится, это сразу же подтвердит их худшие опасения (типа Яндексу лишь бы всё подмять, удушить и всех ограбить).</p>
<p>Стоит отметить, что это видимо первый случай в России, когда купить ценные бумаги на фондовом рынке можно непосредственно электронными деньгами. Стандартный ввод денег при инвестициях — банковский перевод, а приемом электронно-платежных средств славятся финансовые пирамиды и форекс-брокеры. «Яндекс.Инвестиции» будет предлагать сделки с акциями и прочими финансовыми инструментами. Новый сервис нацелен на широкую непрофессиональную розничную аудиторию, предоставляя ей возможность инвестировать небольшие суммы денег. В целом мы считаем новость НЕЙТРАЛЬНОЙ для акций обоих «Яндекса» и ВТБ.</p>
<p>Первое место в списке таких компаний с отрывом заняла Tesla. То, что Tesla совсем недавно вышла на прибыль за 12 месяцев, одна из причин высокого значения P/E. Но главной причиной таких уровней является колоссальный рост котировок. Только с начала года компания подорожала в восемь раз. Ее капитализация превысила $500 млрд, а с 21 декабря акции будут включены в состав индекса S&#038;P 500. Но чтобы оправдать такой рост, компании нужно значительно увеличить свою прибыль.</p>
<ul>
<li>Пополнить счет можно картой или переводом из любого банка, последнее — без комиссии (кроме банка ВТБ, взимающего комиссию за пополнение свыше рублей в месяц).</li>
<li>Рассказываем, во что можно инвестировать, если у вас есть ₽50 тыс.</li>
<li>Вывести деньги можно банковским переводом в любой момент и в любой банк.</li>
<li>При этом Genotek по-прежнему будет контролироваться основателями компании — Артемом Елмуратовым и Валерием Ильинским.</li>
<li>На фондовом рынке можно найти бумаги по карману и на любой вкус.</li>
</ul>
<p>Деньги от продажи поступают на счёт в режиме онлайн и доступны для вывода сразу. Счёт можно пополнить банковским переводом или картой ВТБ без комиссии состороны сервиса, либо картой любого другого банка снебольшой комиссией, которую выможете узнать втарифах. Осин также сообщает, что во «Фридом Финансе» оставили без изменения оценки бумаг TCS Group. Предложение «Яндекса» купить банк с премией в 8% к цене закрытия торгов 21 сентября подтвердило <a href="https://www.google.ru/search?newwindow=1&#038;biw=1652&#038;bih=938&#038;ei=H_xnXrjKFuOGrwTfzo_YAw&#038;q=%D0%B8%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%B8%D1%86%D0%B8%D0%B8&#038;oq=%D0%B8%D0%BD%D0%B2%D0%B5%D1%81%D1%82%D0%B8%D1%86%D0%B8%D0%B8&#038;gs_l=psy-ab.3..0i67j0l2j0i67j0i131j0l2j0i131j0l2.53294.53294..53714...0.3..0.67.67.1......0....2j1..gws-wiz.......0i71.Nv9o2D3KQik&#038;ved=0ahUKEwj41db24pDoAhVjw4sKHV_nAzs4ChDh1QMICg&#038;uact=5">инвестиции</a> их актуальность. Прогноз чистой прибыли группы Олега Тинькова, по его мнению, — ₽45,4 млрд, дивидендные выплаты составят ₽51,5 на акцию, а справедливая цена бумаг на конец 2020 года — ₽2114. «После одобрения сделки TCS, вероятно, прекратит свою публичную историю. В ходе оферты спрос миноритарных акционеров TCS на деньги или акции «Яндекса» будет зависеть от динамики фондового рынка в целом и акций банков/технологических компаний в частности.</p>
<p>Плюсом в сравнении с «Простыми инвестициями» Сбербанка при инвестициях не менее рублей на срок от 1 года является льготный период, минусом — большая комиссия при выводе на банковский счет. Интересно, что партнером &#8220;Яндекса&#8221; в этом проекта СМИ называли банк &#8220;ВТБ&#8221;. Новости о возможном создании инвестиционного сервиса появились на фоне информации о разногласиях интернет-компании и Сбербанка. При этом у крупнейшего банка страны уже есть свой сервис для частных инвесторов. Компании также соперничают на рынке доставки еды и каршеринга. Комиссия сервиса за совершенные сделки — 0,3% от суммы (но не меньше 99 ₽). Тариф не самый дешевый, но у ряда российских брокеров есть эти же 0,3% для начинающих инвесторов.</p>
<p>Чем брокеры с переменным успехом и стали заниматься. Ведомости еще в 2012 году писали, что Сбербанк купил 75% проекта Яндекс.Деньги за долларов. В том числе появилась покупать акции и облигации компаний прямо в интерфейсе Яндекса. Брокерский счёт можно открыть дистанционно и начать инвестировать уже сейчас. Счёт в Плюсе — это сервис для инвестирования и накопления, подходящий даже начинающим. В рамках сервиса вы сможете открыть брокерский счёт онлайн, покупать и продавать ценные бумаги (облигации, фонды, акции) и обменивать валюту по хорошему курсу близкому к биржевому.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Лента Новостей Рынка Форекс</title>
		<link>http://de.agoraministries.org/index.php/foreks-obuchenie/lenta-novostej-rynka-foreks/</link>
		<comments>http://de.agoraministries.org/index.php/foreks-obuchenie/lenta-novostej-rynka-foreks/#comments</comments>
		<pubDate>Mon, 14 Dec 2020 15:47:35 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=21479</guid>
		<description><![CDATA[Content Последние Новости Форекс Лента Новостей Форекса Всегда Ли Полезна Трейдеру Лента Новостей? Технический Анализ Форекс Я бы его выставил на 1.349 и постепенно передвинул на 1.354. С одной стороны слишком много компаний при цене ниже 70 долларов будут работать в убыток. С другой стороны одна из причин снижения цен – политика. На мой взгляд, [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Последние Новости Форекс</a></li>
<li><a href="#toc-1">Лента Новостей Форекса</a></li>
<li><a href="#toc-2">Всегда Ли Полезна Трейдеру Лента Новостей?</a></li>
<li><a href="#toc-4">Технический Анализ Форекс</a></li>
</ul>
</div>
<p>Я бы его выставил на 1.349 и постепенно передвинул на 1.354. С одной стороны слишком много компаний при цене ниже 70 долларов будут работать в убыток. С другой стороны одна из причин снижения цен – политика. На мой взгляд, Brent при негативном сценарии на короткое время может опуститься до 50 долларов. Очень мала вероятность (не больше 10 %) ухода ниже отметки 50 долларов за баррель. В любом случае этот уход будет временным и возврат будет быстрым. Если вы считаете, что вероятность ухода ниже 50 долларов больше 10 %, то вам не стоит использовать маржу больше 3 к 1.</p>
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" width="308px" alt="новости рынка форекс"/></p>
<p>И если вам комфортнее с плечом 2 к 1, то стоит использовать его. Продавать рекомендую после достижения отметки в 70 долларов, тогда можно поставить стоп на 68.8, например. Если к декабрю цель не будет выполнена, то закрывать в декабре по цене 65+. Через условных 5 лет подобный апартамент “может” стоить около тысяч евро. Получится около тысячи евро за квадратный метр (вторая линия, закрытый комплекс, метров до моря, большая территория, куча бассейнов).</p>
<h2 id="toc-0">Последние Новости Форекс</h2>
<p>Спекулянты, которые научились трактовать финансовые новости в реальном времени и предугадывать настроение рынка, добиваются отличных успехов в трейдинге. Неумение работать с новостями может очень дорого обойтись спекулянту. Экономический календарь от FXStreet предоставляет только общую информацию в реальном времени. Опубликованные материалы не являются руководством по работе на финансовых рынках. Экономический календарь от FXStreet может быть изменен в реальном времени без предварительного оповещения.</p>
<p>Международный валютный рынок — это глобальным рынок, охватывающий валютные рынки всех стран мира. Он не имеет определенной площадки, где осуществляются торги. Все операции на нем осуществляются посредствам системы кабельных и спутниковых каналов, обеспечивающих связь мировых региональных валютных рынков.</p>
<ul>
<li>Именно эти главные новости попадают в нашу ленту новостей.</li>
<li>Департамент аналитики TeleTRADE ежедневно проводит мониторинг новостей на большинстве национальных и международных информационных источниках и выделяет из них те, которые потенциально могут повлиять на курсы валют.</li>
<li>Следить за всеми новостями сразу одному человеку очень сложно и велика вероятность упустить какое-то важное событие, которое может перевернуть всю ситуацию на рынке.</li>
<li>И уже скоро вы сможете стать полноценным членом клуба Форекс и заработать на бирже свои первые деньги.</li>
<li>Заключайте виртуальные сделки, используя тренировочный счет, учитесь пользоваться графиками, пробуйте строить прогнозы.</li>
</ul>
<p>Они являются мощным инструментом и открывают доступ к наиболее «свежей» и актуальной информации, которая на сегодняшний день является одним из наиболее важных ресурсов. С нашей помощью вы сможете ознакомиться со всеми новостями о том, что происходит на финансовом рынке в различных странах. Это позволит давать наиболее объективную и «трезвую» оценку сложившейся ситуации и делать четкие и грамотные прогнозы. Конкурс трейдеров — отличная возможность проявить себя и заработать стартовый капитал на трейдинг или игры Форекс. Лучшим помощником в успешном трейдинге является качественное программное обеспечение — терминал StartFX.</p>
<h2 id="toc-1">Лента Новостей Форекса</h2>
<p>Мы, руководствуясь своим основным принципом &#8211; создавать клиентам лучшие условия для торговли &#8211; стараемся отбирать самые важные новости со всего мира и публиковать их на нашем сайте. Не менее <a href="https://tdglobus.com.ua/kak-chitat-ekonomicheskie-novosti-foreks-rynka-onlajn/">новости рынка форекс</a> важным показателем является уровень процентных ставок национальных регулирующих кредитную политику органов. Основным инструментом торговли на валютном рынке являются различные валюты.</p>
<p>Среди региональных рынков на сегодня можно выделить Азиатский (с центрами в Токио, Гонконге, Сингапуре, Мельбурне), Европейский (Лондон, Франкфурт- на Майне, Цюрих), Американский (Нью-Йорк, Чикаго, Лос-Анджелес) рынки. Внутренний валютный рынок — это рынок, функционирующий внутри одной страны. Российский валютный рынок складывается из нескольких региональных рынков. Валютный рынок является частью глобального мирового финансового рынка, на котором происходит множество операций, связанных с мировым движением капиталов.</p>
<p>На нашем портале вы найдете только качественный, правдивый контент, который поможет вам начать торговать. Содержание <a href="https://ru.wikipedia.org/wiki/новости рынка форекс">новости рынка форекс</a> данной статьи является исключительно частным мнением автора и может не совпадать с официальной позицией LiteForex.</p>
<p>Но на текущих уровнях это можно делать, только ставя очень близкие стопы. Любая позитивная новость может вынести Brent выше 40 долларов.</p>
<p>В момент написания материала ближний фьючерс торгуется почти по 32 доллара. Да, если вы готовы купить нефть на 6-12 месяцев и можете вытерпеть просадку в 5-7 долларов, то можно войти и сейчас. Но если говорить о технической стороне дела, то пока сигналов о развороте нет. У нас вы можете найти обзоры форекс рынка, которые предоставят вам возможность увидеть картину в целом <a href="https://tdglobus.com.ua/kak-chitat-ekonomicheskie-novosti-foreks-rynka-onlajn/">новости рынка форекс</a> и сделать правильный анализ и прогноз дальшейшего развития ситуации на валютном рынке форекс. Мы предоставляем ежедневные форекс обзоры, еженедельные и ежемесячные. Такое правило не самый излюбленный вариант для трейдеров. Зачастую они используют правило 1 часа, это значит, что сделки не начинаются за час до появления новости и в течение часа после появления новости.</p>
<p>FXStreet не несет ответственности за убыток или полную или частичную потерю прибыли вследствие прямого или непрямого использования информации, размещенной на сайте. Поэтому перед началом торговли следует всесторонне рассмотреть вопрос о приемлемости проведения подобных операций <a href="https://tdglobus.com.ua/">https://tdglobus.com.ua/</a> с точки зрения имеющихся финансовых ресурсов и уровня знаний. Сразу оговорюсь, что буду говорить про нефть марки Brent. Конечно, и WTI это тоже касается, но цифры там будут другие. Брент упал ниже 35 долларов за баррель, и у многих появилось желание купить его.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="новости рынка форекс"/></p>
<p>Уровень процентных ставок определяется на заседаниях национального центрального банка. Затем решение по ставке публикуется в официальных источниках. Если центральный банк страны уменьшает процентную ставку &#8211; денежная масса в стране растет <a href="https://www.google.com/search?q=новости рынка форекс">новости рынка форекс</a> и происходит обесценение национальной валюты по отношению к другим мировым валютам. Если процентная ставка повышается, происходит укрепление национальной валюты. Чем стабильнее развивается экономика, тем стабильнее ее валюта.</p>
<p>​Финансовые эксперты МОФТ проверили официальный сайт брокера LMFX и его торговые условия и обновили профиль этой компании на сайте Объединения актуальными данными о ее работе на рынке Форекс. Здесь также можно изучить информацию о действующих в компании инвестиционных <a href="https://www.youtube.com/results?search_query=новости рынка форекс">новости рынка форекс</a> программах, бонусных предложениях и условиях работы в компании для партнеров. Мы предоставляем трейдерам Forex Club самые выгодные торговые условия. Наш дилинговый центр обладает всеми необходимыми инструментами, чтобы вы смогли зарабатывать трейдингом.</p>
<h2 id="toc-2">Всегда Ли Полезна Трейдеру Лента Новостей?</h2>
<p>Таким образом, самая актуальная информация всегда будет перед глазами и позволит быстро принимать трейдеру наиболее верные решения. Для того чтобы качество проанализировать рынок, используется лента новостей рынка Форекс.</p>
<p>Курсы валют складываются под воздействием спроса и предложения на рынке. Как правило, внебиржевой валютный рынок организуется специальными компаниями, оказывающими услуги по купле-продаже валют, которые могут быть или не быть членами валютной биржи. Торговые операции на таком рынке сейчас осуществляются в основном через интернет. Также валютные рынки можно разделять на биржевые и внебиржевые. Биржевой валютный рынок &#8211; это организованный рынок, где торги осуществляются через биржу &#8211; специальное предприятие, устанавливающее правила торговли и обеспечивающая все условия для организации торгов по этим правилам.</p>
<h2 id="toc-3">Лучший Брокер Forex: Поддержка Опытным Трейдерам И Обучение Новичкам</h2>
<p>Поэтому нужно заранее осознавать все существующие результаты от выхода новости, поскольку зачастую ещё до её появления у трейдеров уже сформировалось какое-то мнение, касаемо прогноза. На самом деле эта сложность заключается в невозможности точно спрогнозировать движение котировок цен, особенно когда это зависит от политического или экономического воздействия. На основополагающие данные играют роль не только интеллектуальные способности пользователя, но и роботы, работающие на высоких частотах, они буквально за несколько секунд способны открывать и закрывать крупные позиции.</p>
<p>Компания MaxiMarkets обращает внимание, что является международной компанией, оказывающей брокерские услуги клиентам из разных стран. Как ни странно это бы не звучало, но порой лента новостей, которая, как правило, должна нести только пользу для трейдера, может ему навредить. Стоит понимать, что опубликованная новость часто отыгрывается за считанные секунды. Трейдер пытается открыть сделку, но у него это не получается, так как под действием выхода важной новости, цена постоянно меняется. Таким образом, гарантии того, что трейдер войдет в сделку и график не именит свое движение в противоположную сторону, просто нет. Когда времени просто не хватает, чтобы изучить все необходимые сайты, где публикуется крайне важная для рынка Форекс информация, на помощь приходят ленты новостей рынка форекс. Помимо ее изучения на определенных интернет-ресурсах, ее можно установить прямо на свой компьютер в виде виджета.</p>
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" width="301px" alt="новости рынка форекс"/></p>
<p>Мы обеспечиваем трейдерам максимально выгодные условия торговли на Форекс рынке. Существует мнение, что торговля на рынке Forex – это игра. Инвестиции в валютный рынок не требуют глубоких математических знаний, но в аналитике трейдер должен разбираться. Одна из важнейших способностей — умение интерпретировать новости.</p>
<h2 id="toc-4">Технический Анализ Форекс</h2>
<p>Но вряд ли Саудовская Аравия и США смогут долго удерживать цены ниже условных 60 долларов, потому что рынок может потерпеть полгода-год. Деятельность форекс-дилера на территории РФ осуществляется в соответствии с Законом РФ «О рынке ценных бумаг» от 22.04.1996 № 39-ФЗ. Компания Umarkets обращает внимание, что является международной компанией, оказывающей брокерские услуги клиентам из разных стран. Продолжая работу с платформой Компании, Вы соглашаетесь, что к Вашим отношениям с Компанией применяются нормы законодательства юрисдикции Компании.</p>
]]></content:encoded>
			<wfw:commentRss>http://de.agoraministries.org/index.php/foreks-obuchenie/lenta-novostej-rynka-foreks/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Что такое инвестиции и как на них много заработать</title>
		<link>http://de.agoraministries.org/index.php/foreks-obuchenie/chto-takoe-investicii-i-kak-na-nih-mnogo/</link>
		<comments>http://de.agoraministries.org/index.php/foreks-obuchenie/chto-takoe-investicii-i-kak-na-nih-mnogo/#comments</comments>
		<pubDate>Wed, 21 Oct 2020 18:43:01 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=15255</guid>
		<description><![CDATA[Что такое инвестиции и как на них много заработать Витиям платят, чтобы америки всякие хаяли. Маргиналу все равно, о чем писать, лишь бы с претензией на нетривиальное суждение. А у девушки-операционистки вообще есть план по «сбыче» монет. До осуществления инвестиций необходимо внимательно ознакомиться с условиями и/или документами, которые регулируют порядок Форекс их осуществления. До приобретения [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>Что такое инвестиции и как на них много заработать</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="256px" alt="Инвестиции"/></p>
<p>
<p>Витиям платят, чтобы америки всякие хаяли. Маргиналу все равно, о чем писать, лишь бы с претензией на нетривиальное суждение. А у девушки-операционистки вообще есть план по «сбыче» монет.</p>
</p>
<p>
<p>До осуществления инвестиций необходимо внимательно ознакомиться с условиями и/или документами, которые регулируют порядок <a href="https://www.youtube.com/watch?v=Xj4CHd1Oub8">Форекс</a> их осуществления. До приобретения финансовых инструментов необходимо внимательно ознакомиться с условиями их обращения.</p>
</p>
<p>
<p>Зато примерно с 2006 года у депозитов стал развиваться своего рода «конкурент» &#8211; идея вложения в драгметаллы. Определите для себя, в чем вы разбираетесь, а в чем &#8211; нет. Желательно инвестировать в то, что вы хорошо изучили. Миф второй – без больших денег невозможно добиться успеха, у меня нет лишних денег, чтобы инвестировать и обеспечить себе надежное будущее. Краткий экскурс по вариантам и инструментам частных сбережений и инвестиций.</p>
</p>
<p>
<h2>Что можно купить на проценты от депозита в 100 тыс  рублей?</h2>
</p>
<p>
<p>Если у вас уже есть свой бизнес, вы понимаете его риски и, скорее всего, можете их контролировать, что снижает риск подобных вложений. Маржинальность бизнеса тоже может быть высокой. Но не стоит забывать о том, что сегодня в приоритете находятся одни бизнес-направления, а завтра они могут смениться другими. И высокая финансовая грамотность помогает понимать, где же начинается следующая волна. Ну и, естественно, бизнесом нужно заниматься, а не извлекать пассивный доход, так как конкуренты не дремлют.</p>
</p>
<p>
<p>Содержание настоящего документа приводится исключительно в информационных целях и не является рекламой каких-либо финансовых инструментов, продуктов, услуг или предложением, обязательством, рекомендацией, побуждением совершать операции на финансовом рынке. Банк не гарантирует доходов от указанных в данном разделе операций с финансовыми инструментами и не несет ответственности <a href="http://magdy.inkandpencil.com/2020/10/21/shkola-trejdinga-borisa-kupera-foreks-broker/">http://magdy.inkandpencil.com/2020/10/21/shkola-trejdinga-borisa-kupera-foreks-broker/</a> за результаты Ваших инвестиционных решений, принятых на основании предоставленной Банком информации. В частности, доводим до Вашего сведения, что ряд государств (в частности, США и Европейский Союз) ввел режим санкций, которые запрещают резидентам соответствующих государств приобретение (содействие в приобретении) долговых инструментов, выпущенных Банком.</p>
</p>
<p>
<h2>Инвестпортфель Яна Арта »</h2>
</p>
<p>
<p>В cookie содержатся данные о прошлых посещениях сайта. Если вы не хотите, чтобы эти данные обрабатывались, отключите cookie в настройках браузера. Приобрести ОФЗ-н можно только с брокерского счета. Купон — процент, который эмитент платит владельцу облигации за пользование деньгами. Бизнес-инвестирование в уже имеющееся дело — это качественная, прогнозируемая и высокодоходная инвестиция.</p>
</p>
<p>
<p>Если ответить на вопрос, что понимается под инвестициями, то ответом будет — вложение денег в объекты инвестирования с целью получения прибыли. А эти объекты обладают различными свойствами.</p>
</p>
<p>
<p>То есть найти брокерскую компанию, аккредитованную на бирже, заключить с ней контракт, стать ее клиентом (за довольно скромную комиссию от операций) и покупать-продавать акции, отдавая ей соответствующие команды. Самодеятельному «быку» или «медведю» придется изучить кучу правил технических и юридических, а заодно и биржевую терминологию.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="Инвестиции"/></p>
<p>
<h2>Аналитическая поддержка от ВТБ Капитал</h2>
</p>
<p>
<p>Кризис 2008 года, кризис 2014 года – все рушится, компании фиксируют гигантские в процентном отношении убытки, и пайщикам остается только опять‑таки «держать» с расчетом на «авось потом опять поднимется». Страховка на случай форс-мажора или смерти – отличное дело. Классическая, без всякой идеи подменить ею инвестиции. Форс-мажоры – отдельно, инвестиции – отдельно.</p>
</p>
<p>
<p>— индуцированные, то есть вызванные ростом совокупного спроса (национального дохода). реновационные инвестиции (инвестиции обновления) — инвестиции в простое воспроизводство основных средств и амортизируемых нематериальных активов (обычно в размере амортизационных отчислений).</p>
</p>
<p>
<p>Простое сбережение изымает средства из оборота и создаёт предпосылки для кризисов. Инвестирование же вовлекает сбережения в оборот. Оно может происходить напрямую или косвенно (размещение временно свободных средств на депозит в банк, который уже сам инвестирует). Инвестиционная деятельность— вложение инвестиций и осуществление практических действий в целях получения прибыли и (или) достижения иного полезного эффекта.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="Инвестиции"/></p>
<p>
<p>Крипто-монеты привлекли большое внимание рынка. Но основа этого успеха — система Blockchain. За 2019 год был достигнут заметный прогресс. Технология открытого реестра переходит от экспериментов <a href="https://www.youtube.com/results?search_query=%D0%A4%D0%BE%D1%80%D0%B5%D0%BA%D1%81++%D1%82%D0%BE%D1%80%D0%B3%D0%BE%D0%B2%D0%BB%D1%8F">форекс торговля</a> к практическому использованию в платежах, смарт-контрактах, хранилищах записей и dApps. По данным на конец сентября, всего у 6,8 млн человек есть брокерский счет на Мосбирже.</p>
</p>
<p>
<p>Здесь помогут сами биржевики – на сайтах бирж есть обучающие программы. А без знания, что это такое и с чем это едят, едва ли стоит <a href="http://hightechmania.hu/index.php/nem-kategorizalt/boris-kuper-limited-otzyvy-o-foreks-brokere.php">Инвестиции</a> выходить на биржу. …И, наконец, поговорим о венце управления личными финансами – самостоятельной торговле на бирже или рынке Forex.</p>
</p>
<p>
<ul>
<li>Акции бывают обыкновенными и привилегированными.</li>
<li>Наиболее распространенные ценные бумаги акции, облигации и депозитарные расписки.</li>
<li>Акция — удостоверяет долю участия в имуществе компании, включая долю в нераспределенной прибыли.</li>
<li>Документ, удостоверяющий имущественное право, который может покупаться и продаваться.</li>
</ul>
<p>
<p>Результаты инвестирования в прошлом не определяют доходы в будущем. Банк не несет никакой ответственности за финансовые или иные последствия, которые могут возникнуть в результате произведенных Вами, основываясь на информации, приведенной на настоящем сайте, инвестиций. Вы должны произвести свою собственную оценку рисков, не полагаясь исключительно на информацию, с которой <a href="https://ru.wikipedia.org/wiki/Интернет-трейдинг">Интернет-трейдинг</a> Вы были ознакомлены. Мы рекомендуем Вам самостоятельно получить правовую, налоговую, финансовую, бухгалтерскую и другие необходимые профессиональные консультации в отношении последствий приобретения финансовых инструментов, продуктов или услуг, рассматриваемых в настоящем документе. Финансовые инструменты и инвестиционная деятельность связаны с высокими рисками.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://de.agoraministries.org/index.php/foreks-obuchenie/chto-takoe-investicii-i-kak-na-nih-mnogo/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Основные участники валютного рынка</title>
		<link>http://de.agoraministries.org/index.php/foreks-obuchenie/osnovnye-uchastniki-valjutnogo-rynka/</link>
		<comments>http://de.agoraministries.org/index.php/foreks-obuchenie/osnovnye-uchastniki-valjutnogo-rynka/#comments</comments>
		<pubDate>Fri, 16 Oct 2020 08:19:36 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=15125</guid>
		<description><![CDATA[Основные участники валютного рынка Эксперт оценил вероятность новой волны падения рубля Банк России открывает перспективы рубля при устойчиво дешевеющем долларе — ратификация Президентом США Рузвельтом Золотого резервного акта, которым устанавливался фиксированный паритет американской валюты к золоту, составивший 35 долларов за тройскую унцию. — эра золотого стандарта, когда фунт стерлингов свободно и без ограничений конвертировался в [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>Основные участники валютного рынка</h1>
</p>
<p>
<h2>Эксперт оценил вероятность новой волны падения рубля</h2>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="Валютный рынок"/></p>
<p>
<h2>Банк России открывает перспективы рубля при устойчиво дешевеющем долларе</h2>
</p>
<p>
<p>— ратификация Президентом США Рузвельтом Золотого резервного акта, которым устанавливался фиксированный паритет американской валюты к золоту, составивший 35 долларов за тройскую унцию. — эра золотого стандарта, когда фунт стерлингов свободно и без ограничений конвертировался в золото. <a href="https://www.reddit.com/r/Forex/">Форекс</a> В это время фунт фактически является главной резервной валютой мировых финансов. Надежный форекс-брокер выбирается, как правило, из большого количества компаний. Это ответственная задача, так как от надежности и честности партнера в немалой степени зависит успех работы на рынке.</p>
</p>
<p>
<p>Однако же на практике во имя здравого смысла брокеры рассчитывали НДФЛ с учетом отрицательных сделок. Валютная торговля в России получает всё более и более организованные формы.</p>
</p>
<p>
<h2>Структура валютного рынка</h2>
</p>
<p>
<h2>Что такое валютный рынок простыми словами?</h2>
<p>Foreign exchange market, currency market ) — это система устойчивых экономических и организационных отношений, возникающих при осуществлении операций по покупке и/или продаже иностранной валюты, платежных документов в иностранных валютах, а также операций по движению капитала иностранных инвесторов [1] [2] .</p>
</p>
<p>
<p>— встреча министров финансов &#8220;большой семерки&#8221; (США, Германия, Великобритания, Франция, Италия, Канада и Япония) в Вашингтоне. Принято решение о совместных интервенциях в помощь доллару с целью удержать его стремительное падение. Причина отмены &#8220;золотого стандарта&#8221; — значительная переоценка доллара, накопленная длительными отрицательными платежным и торговым балансами США. — введение Францией свободного обменного курса к доллару США.</p>
</p>
<p>
<h2>Что такое FX?</h2>
<p>FX — аббревиатура, которая имеет следующие значения: англ. special effects — спецэффекты (термин, используемый также в звукозаписи).</p>
</p>
<p>
<p>Торги на Форекс позволяют вести торговлю сразу по нескольким счетам (более 120 валютных пар). В то время как на рынке России и Украины банки ставят ограничения на досрочное снятие средств — банк забирает назад часть прибыли. Если ссуды в иностранной валюте предоставляются под более высокий процент, чем ссуды в национальной валюте, есть смысл давать деньги в кредит в иностранной валюте.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="256px" alt="Валютный рынок"/></p>
<p>
<p>Игра это такая, азартно-экономическая, не для маргиналов, а для интеллектуалов. В США регулятором валютного рынка является правительственная «Комиссия по фьючерсной торговле товарами». Кроме того, большую работу по разработке правил торгов, условий предоставления брокерских услуг и решению конфликтных ситуаций проводит неправительственная «Национальная фьючерсная ассоциация» (англ. К фьючерсным сделкам относят стандартные контракты купли–продажи валют, которыми торгуют на бирже.</p>
</p>
<p>
<p><a href="http://mzmfilms.com/otzyvy-o-pamm-schetah-shkola-trejdinga-borisa/">http://mzmfilms.com/otzyvy-o-pamm-schetah-shkola-trejdinga-borisa/</a> – это совокупность всех отношений, возникающих между субъектами валютных сделок. Валютные ограничения — это система государственных мер (административных, законодательных, экономических, организационных) по установлению порядка поведения операций с валютными ценностями.</p>
</p>
<p>
<p>Главная задача МВС- регулирование сферы международных расчетов и валютных рынков для обеспечения устойчивого экономического роста, сдерживания инфляции, поддержания равновесия внешнеэкономического обмена и платежного оборота. И кросс курс, данные валютные пары формируются без участия американской валюты. Всё благодаря богатой истории и колоссальному опыту Лондона в торговле иностранной валютой. Внушительное количество иноземных банков в городе также сыграло немалую роль в создании такого статуса.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="255px" alt="Валютный рынок"/></p>
<p>
<h2>Ослабление американской валюты стало глобальным</h2>
</p>
<p>
<p>Валютные ограничения включают в себя меры по целевому регулированию платежей и переводов национальной и иностранной валюты за границу. Правовой статус лица или организации, участвующих в процессах валютного рынка, определяет принадлежность к категории «резидент» или «нерезидент». Валютный рынок – это порядок финансовых взаимодействий, касающихся покупки-продажи иностранной валюты. Чтобы получить доступ к операциям с валютой на биржевом рынке, вам необходимо открыть счет в АО Актив. Представьте себе, что вы в выходной день идете на базар, чтобы купить какие-то определенные товары.</p>
</p>
<p>
<p>Национальная валютная система- это форма организации валютных отношений страны, определяемая ее валютным законодательством. Особенности национальной <a href="https://ru.wikipedia.org/wiki/Интернет-трейдинг">Интернет-трейдинг</a> валютной системы определяются условиями и уровнем развития экономики страны, ее внешнеэкономическими связями, задачами социальной политики.</p>
</p>
<p>
<p>Прежде чем сделать приобретение, вы узнаете, сколько стоит нужный товар у нескольких продавцов, и выбираете того, который предлагает самую низкую цену. На валютном рынке все операции осуществляются по тому же принципу. В зависимости от формы расчетов различают наличный и безналичный секторы валютного рынка. Мировой <a href="https://ru.wikipedia.org/wiki/%D0%A2%D0%BE%D1%80%D0%B3%D0%BE%D0%B2%D0%BB%D1%8F_%D0%B0%D0%BA%D1%86%D0%B8%D1%8F%D0%BC%D0%B8_%D0%BD%D0%B0_%D0%B1%D0%B8%D1%80%D0%B6%D0%B5">Торговля акциями на бирже</a> — сложная система, состоящая из множества элементов, которые классифицируются по ряду признаков.</p>
</p>
<p>
<p>Коэффициент n показывает число периодов до наступления платежа и переводит тем самым процент в годовое исчисление. Существующий курс обмена двух валют приблизительно соответствует соотношению их покупательных способностей на данный момент времени, то есть можно купить, приблизительно, одинаковое количество товаров и услуг. Отсюда следует, что валютный курс выражает паритет покупательной способности национальных валют.</p>
</p>
<p>
<p>Паритет покупательной способностиПаритет покупательной способности (РРР) — это показатель относительной покупательной способности различных валют. Он определяется <a href="https://vhyre.com/2020/10/15/shkola-trejdinga-borisa-kupera-otzyvy-v-chjornom/">Валютный рынок</a> путем сопоставления цен на одни и те же товары в разных странах в пересчете (через обменный курс) на «базовую валюту», обычно американский доллар.</p>
</p>
<p>
<h2>Можно ли заработать на форексе?</h2>
<p>Да, получить прибыль с рынка Forex вполне реально. есть много недобросовестных людей, предлагающих обучение и пытающихся нажиться на других, поскольку они сами ничего так и не заработали с Форекса — это еще больше усложняет задачу новичкам.</p>
</p>
<p>
<p>В этом плане в FxPro стоит в авангарде технологий, имея в своей основе агентскую модель. Благодаря ей компания может предоставлять одни из лучших на рынке реальных спрэдов, и при этом иметь высочайшее качество исполнения ордеров, так как все они моментально выводятся на внешний рынок, то есть без помех со стороны дилинга.</p>
</p>
<p>
<p>Поэтому при выборе брокерской компании обращайте внимание на историю ее создания, место расположения и используемую регуляцию. Например, компания FxPro создавалась на Кипре изначально как регулируемый брокер, а спустя несколько лет был открыт офис в Лондоне и получена одна из наиболее сложных и престижных лицензий – лицензия FSA (сейчас FCA). Если Вы хотите узнать больше о том, как зарабатывать на динамике курсов валют, FOREX CLUB рекомендует Вам пройти бесплатный онлайн-семинар «Как зарабатывать на изменениях курсов валют». Вы открываете торговый счет, пополняете его деньгами и начинаете совершать сделки на рынке CFD и FOREX. Валютные вклады позволяют держать средства в одной, максимум в двух валютах.</p>
</p>
<p>
<p>Предоставляет торговые инструменты и котировки на них, а также брокерское плечо для маржинальной торговли. Основной заработок брокера состоит из комиссии, разницы между ценой покупки и ценой продажи, которая имеет название спред. Например существует такая валютная пара как eur/usd, в данном случае eur является товаром, а usd деньгами. И в случае открытия сделки по этой валютной паре в покупку, покупка будет касаться eur за usd и при продаже будет продаваться соответственно европейская валюта. Валюта которая стоит на первом месте является базовой и всегда будет товаром, а валюта располагаемая на втором месте является деньгами или котируемой валютой.</p>
</p>
<p>
<ul>
<li>Все торги на валютном рынке ведутся двумя способами – между банками или на валютных биржах.</li>
<li>Большая часть валютных операций проводится в безналичной форме (по текущим и срочным банковским счетам).</li>
<li>Разобравшись, как ведется торговля на валютном рынке, можно зарабатывать на купле-продаже за счет курсовой разницы, используя разные инструменты валютного рынка.</li>
</ul>
<p>
<p>Интернациональный характер валютных рынков на базе глобализации мирохозяйственных связей, широкого использования электронных средств связи для осуществления операций и расчётов. Валютные операции – это действия, направленные исполнение или иное прекращение обязательств с валютными ценностями и использование их в качестве средств платежа, а также в иных случаях, предполагающих переход прав собственности. К данным операциям также можно отнести ввоз и пересылку в РФ, а также вывоз и пересылка из РФ валютных ценностей; осуществление международных денежных переводов. Внешние ценные бумаги – ценные бумаги, в том числе в бездокументарной форме, не относящиеся к внутренним ценным бумагам. Это эмиссионные ценные бумаги, номинированные в иностранной валюте (акции, облигации).</p>
</p>
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" width="256px" alt="Валютный рынок"/></p>
<p>
<h2>Предпосылки становления валютного рынка</h2>
</p>
<p>
<p>В общем, на российском рынке в доступе к Forex царит почти полная свобода.Часто можно услышать возражения, что и на Западе чисто форексные конторы не подлежат прямому государственному регулированию. Дескать, рынок это особенный, свободный по своей сути, внебиржевой. Торговля на нем производится посредством телефонов и интернета. Каждая компания-дилер, по сути, сама себе рынок для своих клиентов. И вообще реальной купли-продажи валюты здесь не происходит, поэтому и регулировать-то почти нечего.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://de.agoraministries.org/index.php/foreks-obuchenie/osnovnye-uchastniki-valjutnogo-rynka/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Торговый Калькулятор</title>
		<link>http://de.agoraministries.org/index.php/foreks-obuchenie/torgovyj-kal%d1%8ckuljator/</link>
		<comments>http://de.agoraministries.org/index.php/foreks-obuchenie/torgovyj-kal%d1%8ckuljator/#comments</comments>
		<pubDate>Thu, 18 Jun 2020 17:40:41 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=17010</guid>
		<description><![CDATA[Content Скачать Калькулятор Трейдера 2 0 Торговля Без Поставки Калькулятор Трейдера 2 0 Как Интерпретировать Результаты Расчётов Торгового Калькулятора? Для работы на калькуляторе трейдера компания «Альпари» предоставляет 54 инструмента. Это немного меньше чем в калькуляторе «Инстафорекс», но все же здесь собраны основные валютные пары. Компания Alpari Limited одна из лидеров среди форекс брокеров. Отличие «Альпари» [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Скачать Калькулятор Трейдера 2 0</a></li>
<li><a href="#toc-1">Торговля Без Поставки</a></li>
<li><a href="#toc-2">Калькулятор Трейдера 2 0</a></li>
<li><a href="#toc-3">Как Интерпретировать Результаты Расчётов Торгового Калькулятора?</a></li>
</ul>
</div>
<p>Для работы на калькуляторе трейдера компания «Альпари» предоставляет 54 инструмента. Это немного меньше чем в калькуляторе «Инстафорекс», но все же здесь собраны основные валютные пары.</p>
<ul>
<li>Компания Alpari Limited одна из лидеров среди форекс брокеров.</li>
<li>Отличие «Альпари» от других брокеров в прозрачности работы и постоянном развитии финансового сектора, в том числе и рынка фьючерсов.</li>
<li>А также, желательно, предоставлять некоторые рекомендации по оптимизации размера объема позиции.</li>
<li>Именно эта компания создала одну из популярнейших торговых платформ – МТ4.</li>
</ul>
<p>Это означает, что цены бывают неточны и могут отличаться от фактических цен на соответствующем рынке, а следовательно, носят ориентировочный характер и не подходят для использования в целях торговли. Чтобы произвести расчет маржи на Форекс, необходимо выбрать торговый инструмент, по которому ведется работа, объем кредитного плеча, размер лота и валюту торгового счета.</p>
<h2 id="toc-0">Скачать Калькулятор Трейдера 2 0</h2>
<p>Калькулятор дает возможность рассчитывать сразу 5 сделок одновременно. Калькулятор мани менеджмента позволяет вам вычислить оптимальный торговый лот для трейдинга на Forex в соответствии с заданным вами риском в % от депозита, либо в деньгах. Калькулятор может работать с основными валютными парами, кросс-курсами, а также металлами. Вам нужно заполнить форму в соответствии с вашими предпочтениями, а все расчеты будут произведены автоматически после ввода переменных. Поле с текущей котировкой Ask (требуется для некоторых инструментов) заполняется автоматически по текущей ситуации на рынке. Вы также можете при необходимости откорректировать его вручную. Вашего начального счета в 2000 Евро всего за один день.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="калькулятор трейдера фортс"/></p>
<p>Первой системой международных договоренностей, регулирующих валютообменные операции стал так называемый Золотой стандарт. череды проигрышей увеличивать объем позиции, ожидая скорого выигрыша, либо, наоборот, уменьшать, ожидая проигрыша. В этом случае трейдер заключает сделки, не превышая установленный им самим лимит. Торговля финансовыми инструментами и (или) криптовалютами сопряжена с высокими рисками, включая риск <a href="https://www.google.com/search?hl=ru&#038;gl=RU&#038;ei=8nD0X9m5Kq6urgSIs7ygBg&#038;q=%D0%BB%D1%83%D1%87%D1%88%D0%B8%D0%B5+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81+%D0%B1%D1%80%D0%BE%D0%BA%D0%B5%D1%80%D1%8B&#038;oq=%D0%BB%D1%83%D1%87%D1%88%D0%B8%D0%B5+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81+%D0%B1%D1%80%D0%BE%D0%BA%D0%B5%D1%80%D1%8B&#038;gs_lcp">лучшие форекс брокеры</a> потери части или всей суммы инвестиций, поэтому подходит не всем инвесторам. Цены на криптовалюты чрезвычайно волатильны и могут изменяться под действием внешних факторов, таких как финансовые новости, законодательные решения или политические события. Маржинальная торговля приводит к повышению финансовых рисков. Swap short &#8211; это размер ролловера для короткой позиции, Swap long &#8211; размер ролловера для длинной позиции.</p>
<h2 id="toc-1">Торговля Без Поставки</h2>
<p>Теперь необходимо выбрать актив для просчета прибыльности позиции. Это может быть валютная пара, сырьевые товары, акции компаний, биржевые индексы либо криптовалюты. Более подробную инструкцию по использованию калькулятора, а также возможность скачать его офлайн версию (в формате Excel), Вы можете кликнув по этой ссылке.</p>
<p>Калькулятор трейдера отлично экономит время тем, кто торгует на большом количестве валютных пар. Подробная характеристика каждого счета находится на официальном сайте. Скачать характеристику не получится, так как доступ организован только в онлайн-режиме. Если необходимо добавить позиции, кликнув на соответствующую надпись.</p>
<p>К тому же на форекс стоимость пункта может разнится от инструмента к инструменту, что может вводить в заблуждение. Поэтому, очень важно считать риски в абсолютных значениях. Fusion Mediaнапоминает, что информация, представленная на этом веб-сайте, не всегда актуальна или точна. Данные и цены на веб-сайте могут быть указаны не официальными представителями рынка или биржи, а рядовыми участниками.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="калькулятор трейдера фортс"/></p>
<p>Деятельность форекс-дилера на территории РФ осуществляется в соответствии с Законом РФ «О рынке ценных бумаг» от 22.04.1996 № 39-ФЗ. Компания Umarkets обращает внимание, что является международной компанией, оказывающей брокерские услуги клиентам из разных стран. Продолжая работу с платформой Компании, Вы соглашаетесь, что к Вашим отношениям с Компанией применяются нормы законодательства юрисдикции Компании. целей сделок, большой дневной оборот является гарантией высокой ликвидности этого рынка. Далее, жмем “Рассчитать” для вывода потенциальных убытка и прибыли по позиции. Калькулятор доходности форекс позволяет рассчитать прибыль или убыток по сделкам с валютными парами, предоставляя результат в одной из восьми основных валют.</p>
<h2 id="toc-2">Калькулятор Трейдера 2 0</h2>
<p>Так как торговля фьючерсами маржинальная, то эта сумма идет в залог. Это значение носит справочный характер и необязательно для заполнения. Параметр ГО необходим для расчета максимального количества контрактов для торговли. Показывает риск на сделку в валюте депозита, исходя из указных пользователем размера депозита и допустимого риска на сделку в процентах. Указываете тот процент от депозита, который Вы готовы потерять в одной сделке. Исходя из этого параметра, будет рассчитан итоговый объем (торговый лот).</p>
<p>Каждый брокер, желающий создать комфортные условия для трейдера предоставляет калькулятор на своей онлайн-платформе. Безусловно калькулятор дает только приблизительные результаты, основываясь на математических расчетах вероятности колебания валютных курсов и ваших показателях.</p>
<p>Данное значение показывает во сколько раз потенциальная прибыль больше (или меньше) убытка по сделке. Калькулятор на основании из заданных значений автоматически рассчитывает значение стоп-лосса в валюте депозита и переводит его в пункты (пипсы). Постоянные читатели блога вспомнят, что похожие калькуляторы я выкладывал в статье о том, как рассчитывать торговый лот при торговле фьючерсами FORTS. Но в процессе его использования мне его функционала оказалось недостаточно и приходилось некоторые параметры рассчитывать в уме или на бумаге. В общем, меня это стало напрягать и я решил эту проблему автоматизировать, а результатами поделиться с Вами. Хотите получить универсальный инструмент мани-менеджмента, чтобы торговать так же уверенно, как акулы рынка с Уолл-стрит? Такой инструмент уже у вас в руках – это «Калькулятор трейдера».</p>
<p>Кроме этого, такие факторы как размер плеча, своп, спрэд и прочие комиссии могут привести к существенному изменению потенциальной прибыли от торговой позиции. Поэтому, Форекс трейдерам следует заранее просчитывать возможный исход и выбирать оптимальный объем сделки с целью выполнения требований по соотношению прибыль/убыток. С помощью калькулятора Форекс вы можете предугадать результат своих будущих торговых действий, каковы будут <a href="https://ru.investing.com/currencies/usd-rub-opinion">прогноз рубль доллар</a> последствия в случае убыточной или прибыльной сделки. Для того чтобы получить такую информацию, вам достаточно просто открыть Форекс калькулятор на странице своего брокера и ввести нужные данные в соответствующие поля. Вам нужно будет записать какой валютой вы торгуете, каков объем лота, какой тип вашего счета и другие данные, найти действие “рассчитать” и вы получите торговый результат рассчитанный по вашим параметрам.</p>
<p>На Форекс перенос открытой позиции на следующий день сопровождается начислением свопов (ролловеров). Величина свопа зависит от разницы учётных ставок Центральных банков-эмитентов базовой валюты и валюты котировки инструмента, и может иметь как положительное, так и отрицательное значение. Выберите инструмент, которым вы собираетесь торговать. Подробные условия торговли по каждому активу представлены в таблице &#8220;Спецификации контрактов&#8221;. Наша цель – обучать простых людей торговле на валютном рынке Forex, а также предоставить все необходимые для успешной работы инструменты. Торговля на рынке Форекс и Контрактами на разницу цен включает значительную степень риска.</p>
<h2 id="toc-3">Как Интерпретировать Результаты Расчётов Торгового Калькулятора?</h2>
<p>Именно его мне приходится высчитывать перед каждой сделкой. В случае наличия на счету нескольких позиций по акции #В, за значение А берется сумма всех позиций. При отрицательном балансе сделок (суммарный объем текущих позиций Sell превышает суммарный объем позиций Buy по инструменту) дивиденд имеет отрицательное значение. Шаг цены или минимальное изменение цены в пунктах. Это поле можно встретить и в других калькуляторах, но в калькуляторе форекс я должен уделить ему особое внимание.</p>
<p>Данный калькулятор трейдера поможет рассчитать все показатели, в том числе и прибыль. Но все расчеты носят весьма «индикативный» характер и не всегда точно совпадают с показателями основного терминала MetaTrader 4. Несмотря на это такой инструмент стоит скачать или воспользоваться им онлайн. Он всегда поможет найти правильное решение для позиций с разными параметрами. Бесплатный калькулятор от «Альпари» может быть весьма полезен для извлечения прибыли как начинающему, так и высокопрофессиональному трейдеру.</p>
<p>Если у Вас остались вопросы или появились идеи/предложения, то пишите их в комментариях к той же статье. Стоимость пункта валютной пары на Форекс — сайт Investing.com или сайт Вашего форекс-брокера, например, Альпари. Ведь все вложенные депозиты реальны и никакие подсчеты не отвечают за деньги инвестора. То есть, важно чтобы трейдер не забывал про свою ответственность и подходил к открытию всех сделок исходя только из личных желаний и знаний, либо обсудив план своей торговли на бирже с консультантом.</p>
<p>Эта программа, разработчиками несколько лет не поддерживается. Но все же обратите внимание на ту ссылку, которую я дал выше. Я сделал небольшую табличку для эксель с 3-мя калькуляторами (форекс, forts, ММВБ), в ней гораздо удобнее и быстрее работать будет. <a href="http://www.goodcompanycompanion.com/srednesrochnaja-torgovlja-osobennosti-i-osnovnye/">калькулятор трейдера фортс</a> Так вот, я помню, что в одной из статей, Вы приводили информацию с расчетом необходимого минимального депозита трейдера. Статья не была посвящена именно этому, но тема такая обсуждалась. В целом, данный калькулятор упрощенная версия предыдущего.</p>
<p>Сервис недоступен для жителей США, Канады, Австралии, Японии и Европейской экономической зоны. По заданным параметрам позиции калькулятор риска рассчитает потенциальную прибыль и убыток в валюте депозита при срабатывании тейк <a href="http://professional.rhutten.com/strategija-dlja-binarnyh-opcionov-machannel/">http://professional.rhutten.com/strategija-dlja-binarnyh-opcionov-machannel/</a> профита или стоп лосса, соответственно. За отправную точку берется текущая цена инструмента. Риск-менеджмент – самая важная часть любой торговой системы. К сожалению, далеко не все уделяют должное внимание управлению рисками.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="калькулятор трейдера фортс"/></p>
<p>Освоив механизм работы этих автоматических онлайн-помощников вы сделаете большой шаг на пути к профессиональной международной торговли. убыточности сделки, непреднамеренным расходам или недостаточному уровню дохода. Чтобы избежать подобных проблем стоит воспользоваться инструментами <a href="http://3.132.216.226/index.php/2020/10/19/torgovyj-robot-ot-novotrend/">http://3.132.216.226/index.php/2020/10/19/torgovyj-robot-ot-novotrend/</a> прогноза, которые помогают выявлять проблемы и эффективно их решать. Одним из таких инструментов является калькулятор трейдера, который можно скачать или пользоваться в режиме онлайн. Калькуляторы такого типа представлены многими брокерскими компаниями — «Инстафорекс», «Форекс4ю».</p>
<p>Также показывает риск и прибыль в рублях и валюте, как для одного лота, так и для рекомендуемого лота. Стоп-лосс и тейк-профит (в рублях и пунктах)— данные показатели рассчитывают потенциальные риск и доходность как в рублях, так и пунктах. Также обратите внимание на то, что риск и прибыль рассчитывается как на 1 контракт, так и на рекомендуемый рабочий лот. Собственно, в этой ячейке рассчитывается то, ради чего и затевался весь этот сыр-бор. Калькулятор автоматически определяет объем для сделки так, чтобы уложиться в допустимый риск (в рублях и процентах).</p>
<p>Этот тип счета предназначен для профессиональных трейдеров и рассчитан на крупные суммы. Сделка с участием такого счета проходит на межбанковском уровне. Pro-счет имеет комиссию от каждой сделки от 2 USD. В отличие от калькулятора компании «Инстафорекс», инструментарий бренда «Альпари» подходит для мультивалютного трейдинга, т.</p>
<p>Выберите, какой параметр вам нужно просчитать, и введите данные. К примеру, для расчета размера стопа укажите баланс, стоимость пункта, риск на сделку и объем в лотах. Какой баланс счета необходим для открытия желаемой позиции? Калькулятор трейдера — эффективный Форекс-инструмент для успешного трейдинга.</p>
<p>Этот параметр отображает то количество единиц, которые будут участвовать в сделке. Для данной программы минимальный лот — 0.01, когда в программе «Инстрафорекса» — 0,1. Для наглядности сравнения можете скачать калькулятор этой компании. Объем спота одного ордера для <a href="https://ru.wikipedia.org/wiki/%D0%91%D1%80%D0%BE%D0%BA%D0%B5%D1%80">брокер</a> инструментов металлов и Forex не должен превышать 100 лотов. Для CFD инструментов объем всех позиций должен быть не более 10 лотов. При некорректно введенном значении программа отображает предупреждающее окно. Значение лотов отображается в режиме текущей стоимости.</p>
<p>Среди множества инструментов для успешной торговли на рынке Форекс, Калькулятор Трейдера является одним из наиболее важных. В независимости от того, будет им пользоваться новичок или опытный трейдер, Калькулятор позволяет решить несколько задач и вопросов по поводу целесообразности <a href="http://marketingnon-profits.com/kanalьnaja-strategija-na-foreks/">калькулятор трейдера фортс</a> открытия той или иной торговой позиции. Данный инструмент создан для оценки прибыльности сделки, возможных рисков и маржинальных требований по выбранному активу. Эти параметры имеют значение для соблюдения правил управления средствами на торговом счету.</p>
]]></content:encoded>
			<wfw:commentRss>http://de.agoraministries.org/index.php/foreks-obuchenie/torgovyj-kal%d1%8ckuljator/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Калькуляторы Хм Для Трейдинга</title>
		<link>http://de.agoraministries.org/index.php/foreks-obuchenie/kal%d1%8ckuljatory-hm-dlja-trejdinga/</link>
		<comments>http://de.agoraministries.org/index.php/foreks-obuchenie/kal%d1%8ckuljatory-hm-dlja-trejdinga/#comments</comments>
		<pubDate>Tue, 16 Jun 2020 10:25:35 +0000</pubDate>
		<dc:creator><![CDATA[Bob]]></dc:creator>
				<category><![CDATA[Форекс обучение]]></category>

		<guid isPermaLink="false">http://de.agoraministries.org/?p=16799</guid>
		<description><![CDATA[Content Калькулятор Форекс Для Успешного Трейдера Торговля На Forex Скачать Trader_calc_setup Rar (калькулятор &#8230; Торговые Сигналы Однако уже после осуществления первых расчетов и внимательного изучения результатов становится понятен принцип его работы. В дальнейшем можно будет заметить и ощутить выгоду http://www.bhagvatiengg.com/torgovye-strategii-foreks от применения этого сервиса и постоянно его использовать в работе. В таблице нет раздела «Потери», [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Калькулятор Форекс Для Успешного Трейдера</a></li>
<li><a href="#toc-1">Торговля На Forex</a></li>
<li><a href="#toc-2">Скачать Trader_calc_setup Rar (калькулятор &#8230;</a></li>
<li><a href="#toc-4">Торговые Сигналы</a></li>
</ul>
</div>
<p>Однако уже после осуществления первых расчетов и внимательного изучения результатов становится понятен принцип его работы. В дальнейшем можно будет заметить и ощутить выгоду <a href="http://www.bhagvatiengg.com/torgovye-strategii-foreks">http://www.bhagvatiengg.com/torgovye-strategii-foreks</a> от применения этого сервиса и постоянно его использовать в работе. В таблице нет раздела «Потери», так как их каждый трейдер будет контролировать самостоятельно.</p>
<p>Сайт BestForexBrokers носит информационный характер не является брокером, а значит не принимает деньги для торговли Форекс. Начиная работать на валютном рынке Форекс, убедитесь, что вы осознаете риски, с которыми связана торговля с использованием кредитного плеча, и что вы имеете достаточный уровень подготовки.</p>
<p>Но в каждом отдельном случае нужно заново выставлять настройки. Калькулятор торговой платформы Alpari лучше всего применять для торговли на Forex. В случае с бинарными опционами его эффективность будет существенно снижаться. Если Вы не выражаете согласие со сказанным выше, вы можете связаться с нами через Личный кабинет или по адресу эл. Торговля маржинальными продуктами подходит не всем инвесторам.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="калькулятор трейдера онлайн"/></p>
<p>Другими словами, в зависимости от кредитного плеча, трейдер может выбрать обоснованный объем сделки. Правила управления средствами говорят об определенном максимальном значении одновременно открытых позиций, а также минимально допустимом значении свободной маржи на торговом счете. Калькулятор Форекс &#8211; это практичный инструмент, который пригодится как новичкам, так и профессионалам финансовых рынков. С помощью Торгового калькулятора трейдеры могут рассчитывать параметры сделок, выбирать наиболее эффективные торговые стратегии и принимать оптимальные решения ещё до момента открытия сделки. Форекс – крупнейший мировой рынок с ежедневным объемом операций – 1-3 трлн долл. Посредством FOREX проводятся операции по купле-продаже иностранной валюты. Так вот на валютном рынке Форекс торгуют деньгами.</p>
<h2 id="toc-0">Калькулятор Форекс Для Успешного Трейдера</h2>
<p>При необходимости можно указать расстояние до Стоп лосс или Тейк профит. При этом параметры будут конвертироваться в соответствие со спредом по инструменту. Если вы указали размер лота, который слишком велик, то будет выведен максимально большой размер лота и на мониторе появится необходимое в таком случае предупреждение. И максимально допустимая величина убытка в пунктах, куда включается величина спреда.</p>
<p>Для котировки USDJPY 106.649 один пункт равен изменению цены на 0.001 йены. Когда компьютерные мощности были ниже, валюты котировались с меньшей точностью. Трейдер со стажем может называть пунктом изменение не последнего знака котировки, а предпоследнего. — обозначение величины контракта, традиционная для рынка форекс.</p>
<p>BestForexBrokers не несет ответственности за последствия принимаемых Клиентом торговых решений и за утрату финансов в следствии использования данных и информации, содержащихся на сайте. Ключевое назначение калькулятора Форекс – оптимизация расчета торгового лота в соответствии с установленным риском, представленным в процентном соотношении от депозита на ордер.</p>
<ul>
<li>Такая программа, позволяет избавиться от психологического напряжения, связанного с наличием стрессовых факторов.</li>
<li>Отдельно хочется упомянуть программы, которые выполнены в качестве тренажера, для работы на форексе в условиях отсутствия реального рынка.</li>
<li>Пользуясь данным вебсайтом, вы предоставляете компании Google обрабатывать данные о вас в целях и способами, указанными выше.</li>
</ul>
<p>А в окне «Обзор рынка» должны быть все инструменты из списка, с которым работает программа. После этого производится соединение, и программа будет готова к работе. Если соединения не произошло, то можно повторить подключение к торговому терминалу, с помощью нажатия кнопки «Установить подключение». Программа помогает сделать процесс увеличения капитала более удобным и приятным.</p>
<p>Предоставленные в Общество персональные данные подлежат уничтожению, либо обезличиванию по достижении указанных целей обработки или в случае утраты необходимости в достижении этих целей. Я понимаю и соглашаюсь с тем, что для прекращения использования Обществом моих персональных данных, мне необходимо обратиться в Общество для оформления отзыва согласия на обработку моих персональных данных. Внесено в реестр лицензированных форекс-дилеров в разделе профессиональных участников рынка ценных бумаг на официальном сайте Центрального банка Российской Федерации. <a href="https://www.google.com/search?ei=RXT0X_CwFdOyqwGvnKDwBA&#038;q=Forex-%D0%BF%D0%BB%D0%B0%D1%82%D1%84%D0%BE%D1%80%D0%BC%D0%B0&#038;oq">Forex-платформа</a> ООО «Альфа-Форекс» имеет лицензию профессионального участника рынка ценных бумаг № от 20.12.2018 на осуществление деятельности форекс-дилера, выданную Центральным банком Российской Федерации (Банк России). Новичкам рекомендую также зайти в раздел «Памятка трейдера», ссылка на который расположена на той же странице в левом вертикальном меню. Здесь можно кратко прочитать про спреды, ликвидность, плечо и прочие показатели, представленные в калькуляторе. В графе «Лот» задаётся объём позиции, при этом обращаю внимание – минимальный объём равен 0.01 лота.</p>
<h2 id="toc-1">Торговля На Forex</h2>
<p>Количество акций в лоте и шаг цены — сайт Московской биржи. Стоимость шага цены и ГО для фьючерсов ФОРТС — срочная секция Московской биржи. По аналогии со стоп-лоссом, автоматически рассчитывается значение <a href="https://www.youtube.com/results?search_query=%D0%BF%D0%B0%D1%80%D0%BD%D1%8B%D0%B9+%D1%82%D1%80%D0%B5%D0%B9%D0%B4%D0%B8%D0%BD%D0%B3+%D0%BD%D0%B0+%D1%84%D0%BE%D1%80%D0%B5%D0%BA%D1%81">парный трейдинг на форекс</a> тейк-профита, как в деньгах, так и пунктах. Калькулятор кэрри-трейд вычисляет сумму процентов, полученных или выплаченных на торгах, которые проводились в течение длительного периода времени.</p>
<p>Счет номинирован в центах и отлично подходит для тестирования стратегий в условиях реальной торговли и минимального риска. Кроме валютных калькуляторов, которые сейчас представлены в большом количестве, на просторах интернета можно встретить программы, помогающие анализировать ситуацию на рынке различными способами. Некоторые используют подходы известных трейдеров и финансистов. <a href="https://ru.wikipedia.org/wiki/%D0%A1%D0%BF%D0%B8%D1%81%D0%BE%D0%BA_%D1%81%D1%83%D1%89%D0%B5%D1%81%D1%82%D0%B2%D1%83%D1%8E%D1%89%D0%B8%D1%85_%D0%B2%D0%B0%D0%BB%D1%8E%D1%82">валюты мира</a> Например, Алмазова или Элиота ( волновая теория Эллиота). Другие могут нас заинтересовать применением различных математических теорий для получения актуальных прогнозов на изменение валютного курса. Интересно то, что программе не важно, кто именно из брокеров вас обслуживает. Если терминал был успешно запущен, то в его настройке нужно указать разрешение на работу DDE-сервера.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="калькулятор трейдера онлайн"/></p>
<p>При торговле бинарными опционами этот раздел не учитывается, поэтому можно его игнорировать. Сразу после клика на кнопку «Рассчитать» на экран выводится таблица с расчетными данными по конкретной сделке. На основе этих данных принимается решение о целесообразности открытия этой сделки. Цена закрытия – здесь указывается стоимость, на которую установлен ордер тейк-профит – уровень с зафиксированной прибылью. Среди существующих параметров сервиса Alpari есть отдельный раздел «Настройка торговли», актуальный для конкретной сделки. Брокер «Альпари» позволяет использовать сервис даже тем трейдерам, которые не зарегистрированы на его платформе.</p>
<p>Перед выбором торговой позиции, трейдерам следует определиться с ключевыми параметрами торгового счета. <a href="https://hrinternationalcongress.smartsociety.org/2020/12/18/vedushhij-simuljator-foreks/">https://hrinternationalcongress.smartsociety.org/2020/12/18/vedushhij-simuljator-foreks/</a> Наиболее важным параметром является кредитное плечо, так как оно влияет на маржинальные требования.</p>
<p>Чтобы произвести необходимые расчеты на калькуляторе, введите исходные данные и нажмите кнопку «Рассчитать». Торговля на рынке Форекс и Контрактами на разницу цен включает значительную степень риска. Пожалуйста, нажмите здесь, чтоб прочитать Уведомление о рисках. Теперь необходимо выбрать актив для просчета прибыльности позиции. Это может быть валютная пара, сырьевые товары, акции компаний, биржевые индексы либо криптовалюты. Значит, прибыль за сделку должна быть больше чем убыток в 2,33 раза. Учтите спред, проскальзывание, свопы и отложить деньги на Ламборджини и получите 2,5.Если не знаете процент убыточных сделок, примите значение равным не менее 75 %.</p>
<h2 id="toc-2">Скачать Trader_calc_setup Rar (калькулятор &#8230;</h2>
<p>Торговые платформы МТ4 и МТ5 от ХМ предоставляют возможность мгновенного доступа к глобальным рынкам. Мы предлагаем для торговли свыше 55 валютных пар и контракты CFD на драгоценные металлы, энергоносители и фондовые индексы, с самыми низкими спрэдами и с отсутствием отклонений ордеров и реквотов, присущими XM. Новое поколение самой популярной торговой платформы MetaTrader.</p>
<p>Мы можем получать информацию о вас на основе куки-файлов, отправляемых нашим вебсайтом. Разные куки хранят информацию о разных действиях пользователя. К примеру, сессионные куки используются только в том случае, если пользователь активно пользуется сайтом. Как только пользователь покидает сайт, сессионные куки удаляются. С нашим калькулятором маржи вы можете рассчитывать уровень маржи, необходимый для открытия и закрытия позиций.</p>
<p>Торговля на Форекс сопряжена с рисками и подойдет не всем людям. Особенно важно понимать, что сегодня существует достаточно много абсолютно <a href="http://bricoluxcameroun.com/kak-otkrytь-valjutnyj-schjot-i-zarabotatь-na/">калькулятор трейдера онлайн</a> бесплатных средств, которые каждый из трейдеров просто обязан уметь использовать. После этого элементы управления станут доступны.</p>
<p>Конвертирование происходит сразу для всех валют. Нужно только ввести сумму в окно той валюты, которую нужно конвертировать.</p>
<p>На Форекс перенос открытой позиции на следующий день сопровождается начислением свопов (ролловеров). Величина свопа зависит от разницы учётных ставок Центральных банков-эмитентов базовой валюты и валюты котировки инструмента, и может иметь как положительное, так и отрицательное значение.</p>
<p>К таким показателям относятся цена пунктов, размер маржи, спред и другие. Принесет пользу он не только начинающим трейдерам, но и уже опытным игрокам на рынке «Форекс». При помощи этого инструмента можно рассчитать возможную прибыль или убыток для любых торговых активов в считаные секунды. Наш калькулятор цены пункта поможет вам определить цену пункта в базовой валюте вашего счета. Благодаря этому вы можете более точно устанавливать уровень риска на одну сделку. Fusion Mediaнапоминает, что информация, представленная на этом веб-сайте, не всегда актуальна или точна.</p>
<p>Перенос определённой позиции через ночь может принести вам прибыль. Тройной своп списывается или начисляется за перенос позиции через выходные дни. В большинстве случаев это происходит в ночь со среды на четверг. — минимальная величина, на которую может измениться цена актива. В торговом терминале валюты обычно котируются с точностью до пяти, четырёх и трёх знаков после запятой. Для котировки EURUSD 1.08772 один пункт — это 0.00001 доллара. Для USDRUB при цене 74.1234 один пункт — это 0.0001 рубля или 0,01 копейки).</p>
<h2 id="toc-4">Торговые Сигналы</h2>
<p>Иными словами, уровень маржи 500% означает, что под залогом находится в пять раз меньше средств, чем есть на счёте. — это разница между средствами счёта и залогом под открытую позицию.</p>
<p>Пожалуйте, ознакомьтесь с нашим Предупреждением о рисках. Куки предпочтений позволяют вебсайтам запоминать информацию, которая изменяет поведение и внешний вид вебсайта, к примеру, язык пользователя или регион, в котором находится пользователь. Эти куки используются для слежения за пользователями вебсайтов. Задача таких куки &#8211; показывать пользователю только <a href="https://www.bumbaricom.co.ao/2020/10/14/prostaja-strategija-na-rynke-foreks-foreks/">калькулятор трейдера онлайн</a> актуальную и интересную ему рекламу и, таким образом, повышать интерес издателей и рекламодателей в показе рекламы. Куки не содержат в себе вирусы или вредоносное ПО, которое может нанести вред вашему компьютеру. Поскольку информация в куки-файлах не меняется при передаче куки в браузер и обратно, куки никаким образом не могут повлиять на работу компьютера.</p>
<p>Многие трейдеры считают этот инструмент самым точным и удобным, поэтому часто его используют. MT4/MT5 (реальный счет) Номер счетаMT4/MT5и адрес эл. почты не соответствуют реальному торговому счету в ХМ. Мы используем куки-файлы для улучшения работы нашего сайта. Подробнее о куки-файлах и изменении их настроек можно прочесть здесь.</p>
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