diff --git "a/02. \320\242\321\200\320\265\321\205\321\204\320\260\320\267\320\275\321\213\320\265 \321\201\320\270\321\201\321\202\320\265\320\274\321\213.ngscript" "b/02. \320\242\321\200\320\265\321\205\321\204\320\260\320\267\320\275\321\213\320\265 \321\201\320\270\321\201\321\202\320\265\320\274\321\213.ngscript"
index f6b288399b5885cb938e65e09c5b8f45b19cbd1e..b1f0cd7baeb4657ed8f976e454ac3bc9ea492127 100644
--- "a/02. \320\242\321\200\320\265\321\205\321\204\320\260\320\267\320\275\321\213\320\265 \321\201\320\270\321\201\321\202\320\265\320\274\321\213.ngscript"	
+++ "b/02. \320\242\321\200\320\265\321\205\321\204\320\260\320\267\320\275\321\213\320\265 \321\201\320\270\321\201\321\202\320\265\320\274\321\213.ngscript"	
@@ -645,7 +645,7 @@
       "id": "f8d42dc5",
       "cell_type": "markdown",
       "source": [
-        "В следующем упражнении мы рассмотрим модель электрической цепи, состоящей из источника трехфазного напряжения и резистивной нагрузки с соединением типа \"звезда\". Такая нагрузка моделируется блоком **Wye-Connected Load**.\r\n\r\n![2 модель 3 задание 6.png](attachment:2 модель 3 задание 6.png)\r\n\r\nПодсистема **Power measurement** предназначена для измерения мощности в трехфазной цепи:\r\n\r\n![2 модель 3 задание 6 - подсистема Power Measurement.png](attachment:2 модель 3 задание 6 - подсистема Power Measurement.png)\r\n\r\nС помощью блоков амперметра и вольтметра измеряюются трехфазные ток и напряжение. Эти величины сначала мультиплексируются, а затем подаются на вход блока **Power (Three-Phase, Instantaneous)**, который вычисляет трехфазную мгновенную активную мощность $P$ (в Вт) и реактивную мощность $Q$ (в ВАр). В этой модели рассчитывается только активная мощность, значение которой поступает на выходной порт подсистемы **Power measurement**. "
+        "В следующем упражнении мы рассмотрим модель электрической цепи, состоящей из источника трехфазного напряжения и резистивной нагрузки, соединенной по схеме \"звезда\". Такая нагрузка моделируется блоком **Wye-Connected Load**.\r\n\r\n![2 модель 3 задание 6.png](attachment:2 модель 3 задание 6.png)\r\n\r\nПодсистема **Power measurement** предназначена для измерения мощности в трехфазной цепи:\r\n\r\n![2 модель 3 задание 6 - подсистема Power Measurement.png](attachment:2 модель 3 задание 6 - подсистема Power Measurement.png)\r\n\r\nС помощью блоков амперметра и вольтметра измеряюются трехфазные ток и напряжение. Эти величины сначала мультиплексируются, а затем подаются на вход блока **Power (Three-Phase, Instantaneous)**, который вычисляет трехфазную мгновенную активную мощность $P$ (в Вт) и реактивную мощность $Q$ (в ВАр). В этой модели рассчитывается только активная мощность, значение которой поступает на выходной порт подсистемы **Power measurement**. "
       ],
       "attachments": {
         "2 модель 3 задание 6.png": {
diff --git "a/03. \320\232\320\276\320\274\320\277\320\276\320\275\320\265\320\275\321\202\321\213 \321\215\320\275\320\265\321\200\320\263\320\265\321\202\320\270\321\207\320\265\321\201\320\272\320\270\321\205 \321\201\320\270\321\201\321\202\320\265\320\274.ngscript" "b/03. \320\232\320\276\320\274\320\277\320\276\320\275\320\265\320\275\321\202\321\213 \321\215\320\275\320\265\321\200\320\263\320\265\321\202\320\270\321\207\320\265\321\201\320\272\320\270\321\205 \321\201\320\270\321\201\321\202\320\265\320\274.ngscript"
new file mode 100644
index 0000000000000000000000000000000000000000..48f418bbc2b7f84a2ed08755e8a199560bb59115
--- /dev/null
+++ "b/03. \320\232\320\276\320\274\320\277\320\276\320\275\320\265\320\275\321\202\321\213 \321\215\320\275\320\265\321\200\320\263\320\265\321\202\320\270\321\207\320\265\321\201\320\272\320\270\321\205 \321\201\320\270\321\201\321\202\320\265\320\274.ngscript"	
@@ -0,0 +1,898 @@
+{
+  "nbformat": 4,
+  "nbformat_minor": 5,
+  "metadata": {
+    "kernelspec": {
+      "display_name": "IJulia 1.9.3",
+      "language": "julia",
+      "name": "ijulia-1.9"
+    },
+    "language_info": {
+      "file_extension": ".jl",
+      "name": "julia",
+      "version": "1.9.3"
+    },
+    "engee": {}
+  },
+  "cells": [
+    {
+      "id": "8083684d",
+      "cell_type": "markdown",
+      "source": [
+        "# Компоненты энергетических систем"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "abe0f2be",
+      "cell_type": "markdown",
+      "source": [
+        "## Компоненты микросетей"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "def0ff97",
+      "cell_type": "markdown",
+      "source": [
+        "При проектировании и моделировании энергетических систем важно выполнять моделирование на соответствующем уровне детализации. Чрезмерно простая модель, конечно, не даст необходимой вам информации, но и чрезмерно подробное моделирование также не идеально — например, моделирование может никогда не завершиться!\r\n\r\n<br/>\r\n\r\nБиблиотека **Электричество** предоставляет вам возможность легко выбирать и изменять количество компонентов в вашей модели. Например, все приведенные ниже блоки представляют собой различные способы генерации электроэнергии с помощью синхронной машины.\r\n\r\n![3 блоки синхронных машин.png](attachment:3 блоки синхронных машин.png)\r\n\r\nКаждый из них имеет свой набор параметров и физику и может отображать различную динамику. Рекомендуется начинать с простейшего представления, которое отражает интересующее поведение. **Engee** позволяет легко добавлять больше деталей, просто заменяя блоки.\r\n\r\n\r\n<br/>\r\n \r\nЭтот раздел познакомит вас с компонентами, которые будут использоваться при создании вашей модели микросети. Микросеть состоит из двух генераторов переменного тока, а также бытовых и промышленных нагрузок. В следующих упражнениях вы узнаете, как представить каждую из этих частей системы с помощью блоков **Engee**. В частности, вы узнаете о блоке **Wye-Connected Load** (нагрузка с соединением по схеме \"звезда\") и блоке **Синхронная машина с явнополюсным ротором**."
+      ],
+      "attachments": {
+        "3 блоки синхронных машин.png": {
+          "image/png": 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"
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "1e1ffcbd",
+      "cell_type": "markdown",
+      "source": [
+        "## Активная и реактивная нагрузка"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "0a8ea616",
+      "cell_type": "markdown",
+      "source": [
+        "В предыдущем разделе вы использовали простую модель резистора для представления нагрузки. На практике обычно компоненты располагаются в одной из двух конфигураций: с соединением по схеме \"звезда\" или \"треугольник\".\r\n\r\n![3 звезда и треугольник.png](attachment:3 звезда и треугольник.png)\r\n\r\nВ библиотеке **Электричество** есть блоки, представляющие каждую из этих конфигураций: **Wye-Connected Load** (нагрузка с соединением по схеме \"звезда\") и **Delta-Connected Load** (нагрузка с соединением по схеме \"треугольник\"). \r\n\r\n![3 блоки звезда и треугольник.png](attachment:3 блоки звезда и треугольник.png)\r\n\r\nКак и в блоке **RLC (Three-Phase)**, в этих блоках вы можете указать структуру компонентов в виде комбинации последовательных или параллельных резисторов, катушек индуктивности и конденсаторов. Также, в отличие от блока **RLC (Three-Phase)**, вы можете напрямую указать номинальную мощность."
+      ],
+      "attachments": {
+        "3 звезда и треугольник.png": {
+          "image/png": 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"
+        },
+        "3 блоки звезда и треугольник.png": {
+          "image/png": 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5l1K/ZKcLdOqLcqoec6eQ0JBJP51syuzkIsQqO9DafrqdVNJNqbirZ3j55yFXqCxWYl+os1sB9QvZ/T7zpRtdcslZ1+16a1TL/Ni7L6hKkMEI3JNgu526vHOWfdYjqsGmLdZ7WDrjndMuFnErIC9CLWoWZtZTLEskgVf7/Gzwc9/S5YjgKSYBrs5Nw7KsHahpBNYB3s1atrTqpk4yjeXr2M4YdbsokUbO/i+QHVJRvKWnzuzYi0Ly0IAc1PvxOhvZbgu8Q+0N6NYJzHzrnbW31Mn/djYdo7M4uPQpq8H0Ouv73yXavrw8l9WXxL1gDtnRH5ItdJj4vbW0P7YoWsu7161o3JUJmW3UCojsQsLfJrlu+qnWpUls5WBJdYvlUX35p3nQtVqNSsv1I2BHJWJg1AezuiAxiTwY2w2y/RfIglkuB2fZirde+6+ePi1uz+5COQs+nHJL1Ylb36zhtbJnGxC2ndN/bgRYCMAzoWi3XUIqCLg7VUywV5dcjwc0IMXKp1cquimbpu2IWgei+6ecsTK80zm7S3G15IPfS7NsKS/YuDo/kQSyRQSQ9/shEDlwl8+fCWfQ30dWuHm8q9VDMnSFe16bzbnRXZ60eqirrDqifuPVd7qxop6a3l/VerUv1Ruaj7bqtXYauEYL8bdL8DaG93vJyuEnriKhHNB/W6KZFEV/eilXfbvApbJQT73XwIcqNIe+t6yxHPt8WNSBAdv7eq+jnxCnorIDxdE4bYqSoYL2hvd2L21iWSE/9O+RBNpEpHB93qU3O6oqb3l1WFGVisvX6j1U2acHQKunOwjk4NEs32SNXbq69YA+0djVZ7vXjqjpaeiuVDNJF0voVIhrR3YnBdQV2xhtLsleg0tKzJXqNBLOideqtCGDufhtOjIaa9IyDDbn3QGu2Vruxtb4N+hqBbfRpOj/Z+QfbKgNrgUuhJ76C7B8fNUUdGvWo4Paq93x5919GrkBAd+QaXQk+S8yGWSHFz9JFRrxpOj2rvtUfuOk975U4qzcUeN+jLdusjbR/Egh7trfiQIee673rPnKUZDV3SFGXttqlTvd6zJzaCkAZ0GCs9u/y+V3XxMqRuwFvyIZZI2IoMGeaizrveM2fT4IaxvikB3DxXr4P/Z6IrK7RXIXPRAncGE5cMleEqFvRob2lMHliq0am0J+w56VFD0AYHt8HLOlWFqldobx8qwQ9TwhJkUVM+xBJJ0Do5VDquMRkMjblUaS1wGrysU1WocjVnewkhK4P2ElIqtJeQUqG9hJQK7SWkVGivRj+pbvpSlxAX/WVP7Lcck0F7NbSXJEN7O6C/lAu/mx0V2rse6H6s+W52VGhvB2gvSYX25kaLvbrDFviH6XMX+D+BivwmhpRJm71uPviHVRLJ/wlU7Md281G2vRJTa50+chl3vLsUUvrGCux1s96kvcUTs1cP1tY6Lx/wriOkl0heBqpN2ptIs73+D1llT9PPjN16/A6gvetBs73hj5z1noafGbv1BLlBezvQaK/+mbinXCSyTv8F2tPe9aDRXv3PA7zEiHX6MkNC7WlvB6L2+mNn9WA9FVegvWtN3F5vUVY9WFtagfaOQGd7TWS1uk6UOfeuP93tlU4XdZ0E4Nw7Eo32hhK6e4J1tdMNfl/qS9De8mm0t0ZCPx8qQnqJ5EwS+hK0N5Vme6UDGp4NSpQXioqf9l33RPVa/S8HtLd8mu0VIZdDdvVInR6LRJLMWb7rnqit3i3/Bfz8lGKvx1Jm7eECL6Z6+hXQE85Yq1hWqzpG9QrtLZ6FeC6OzNrDBdXu1tOvAUmiLbUnLqtVhuvhnvYSQgZAewkpFdpLSKnQXkJKhfYSUiq0l5BSob2ElArtJaRUaC8hZXLjxv8Bv7YGYNRZptwAAAAASUVORK5CYII="
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "325c3cdc",
+      "cell_type": "markdown",
+      "source": [
+        "### ✏️Задание 1"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "157ddabe",
+      "cell_type": "markdown",
+      "source": [
+        "Откройте модель `Модель нагрузки с соединением по схеме звезда_ Начало.engee` и модифицируйте ее:\r\n\r\n![3 модель 1 начало.png](attachment:3 модель 1 начало.png)\r\n\r\n1. Добавьте в модель блок **Wye-Connected Load**. Соедините порт ~ этого блока с портом ~ блока **Voltage Source (Three-Phase)**.\r\n   \r\n2. В окне нстроек блока **Wye-Connected Load** задайте значение параметра **Rated voltage** (номинальное напряжение) равным `240` В, чтобы напряжение соответствовало напряжению источника. Значение мощности (параметр **Real power**) оставьте равным `1e3` Вт по умолчанию.\r\n \r\n3. Поскольку в схеме \"звезда\" компоненты соединяются в нейтральной точке, блок имеет однофазный порт n. Добавьте в модель блок **Электрическое заземление** и соедините его с портом n блока **Wye-Connected Load**. "
+      ],
+      "attachments": {
+        "3 модель 1 начало.png": {
+          "image/png": 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tKizftod/GaFrKTT9PYHci/W7wudoKxJQbGxia2sVF5+vQpVbQk+pVY16z4wrVbVE5z+0mZNwmMNQWMjU1ixhLvLGn6eGXkpwG4jN3Hf2r86LlLMm8SGGsKGBubJI0VX6y7981DmS8OMR+WmWfPFm1hz26PfQ9GJGCsKWBsbJI0tqOHPaZ96yAmtHQM/NqsVTPW7pB5w8BYU8DY2CRpLPHu0vWTFkZ+6LPNujb2BNrEvnYHY00BY2OTsLF7u89RdbWt7TIfBXEl9rO6bTJvHhhrChgbm4SNJeat3001tnb1yHxx0IHrH5dvoB17r8Z89mwMEjV2165dZOxz5QG904qKCvnOUwaMdfHg0WPxuJ0dR07LRYW4dueeeAbP7mPRPB8kiRpLzJo169XyYMKECT09PfJtpwwY6+XmvfsfcQOXNO+/q/y8ky97us++PreOGe65y8I0SRsL0gCM9WVgYIB0parHVNXU7DjUc/m6XGFx6943pKgQ+/eLG7t6k7gA6wLGliMwNoRj5y9Pq99ODaA0dtYqmi3/ZfW2P63c8vYX7FedKL35+Zqm/fG/TztIYGw5AmMLcunG7c2Hjs9bv3tK9abJi9a9u7Rp6uptK3ce7kz2d9i8wNhyBMZmFxhbjsDY7AJjyxEYm11gbDmScmP7b7AbicbPrkXyJvpk1u7pkJ9UADA2b6TcWGL/8Z6mfUeQvGnzga4bt27LjymATBnbWDHMoqJRLgMu0m8sGAylM7a7aoS0jzFiRvGdbD2JC2ODgLH5pkTG8mgZ1zoYGwaMzTelMXb9uGHDhlfF7VYwNgwYm29KY+yJGWxGHGQd89lm3Hq51MFtLC9tRFW3zBL6iMC2t6hwimPTcraXXV2UmXl6gbH5pmTHsUGe+MjmltYbY9kSpRx1A20Vd9uS1jqQlmvZRF3TPqPA2HxTujNPHNtbKRi3SLORiaQERobXWK6i7bmyi7acoezL6wrwPMPA2HxTYmMF3FvumDVTdfAJfX5qOaqfqBruCqpuVGNzoKgLGJtvUmGso6W/sYVjLMG0p/mzXoInxirA2PzDhm9JUDfIGmkwln+s8gNVXxNMTmXiKgiYvjIDK6pIUfW4l2vpKYEDY7ODfnZDwLuKz4lJHwIG7kweB5XEWGXkE2ifu7ZWlc0+6HXw2dE1hZZmKmhnnmBsNvAeHEX598FYkF5yOit2z7b4GQrX4VIgMBakl7wex+oTY9eUOHBeJnAb6552cZQN+HBgoU+8PRM9J/Krq8wNBDA2b+T2zJM6MdamxLq9fJVL2mgxtrHC2V0vTQvs+kRdG1CizNijAmPzRm6NVSbGmoGeQ1yvn9GM1WDDgW0s09IJucruTFGtDfqWQwmMzRv5NdaOY5pF3FjtgFaLhJyIxrLlKoVjLA+qbnJjbNB0Xyw3NJcYNOK/WOypjhKSY2OlnK6A5mts/Bjrc4SsG2ujtMETY81RyFj2cVgMxZihjVI6JTc24P8qgLFpgP0XRgx3/Zv4v8bunH7HkAH/WZecAm2hUNQy1tdwAd8rsPMMJWHGcoW0wWzQOmkjVtoINTYz5NpYOax7upAYTyVOL/WZrOqRUN3A/tfrUYpqdKpTV3GUlnBpFQzFnmBj/caqQQNjjZNvY0uJ1wgmcEKTYZtAYwt0X22wceaKci9nrfV+PIMTwypfzD04nvfvHSb5jIXv4qlXe22Pu1qZSl3O5EeM3C6s/40ydno/EP/PQQ5MTrHeHY0BY03hMZb/f5M+UAo0lrXGPcW30IcWtd3SB6uDslVaZw2NsewTcRnLj1vk9twc7QAj2FiGLEprQ/ClNkItxIvP2sDPQUpuFa6+C+PAWHNYXcsiuLeYI4axmjkc54icvyV/kTgRjdWXqKWFVMRXKeUwr5wtFdyN8bRWw7M25HNwrQp910MNjM03ocb6d19v/3NiSIhInNC+O5Qx1ldRghWoojbG01qNIt6L3VqtqX5bGgTG5pvgM0/6lE/Bv6caibEuwZSAFlKRa5VCAZE8rdUo4r3Yn0OBiowCY/NNsLGi2+nTS0VLZ7kajV22FNHLFTzGhimkDCi80sA2KGgiib20xgQOUgxvY3gJvp8DjDUP6y0OiX28JSfEWAY/m2LhDnEWSj922eLp5b59l/dvHWsb7yqncKdtVAXJZlXkaoMGc9LCdamNo75fMTy5egbHsTTgc4CxhuH/R/kPKjMKGFtalKglcJkAfCgHYz0do4zIlLE83JXP/Cce5WCsmNoExVh1ouSa6QRNfNgutMqZT2lztICZlD7/SmoESbWx9Ekqs1hGeU6EIlEmx7G2lj7HNY48vP9ISwsZyxCialvyVX5nN7iudofU6zVIyo0FkSmXM08c21v1pIM2rLMjXh8P/Yx14qpz/sVboAXbxSlNbBl42nIIgbF5o6yMFTi+ebVxzv8XMtY3QgZ7aA8WCjAWRKcMjXW09De2uBgbw1g1xiYFjM0b5WcsV1H6pr4m2HGsn5Z8M/9VLsSWzoTZoURXmGBs3igDY6VvDlqs09baTnKcE5m0nCwtwlgGW2ujbsaldQguYQiBsXmjHGfF5QSMzRswNt/A2LwBY/MNjM0bMDbfwNi8UQ7GsjscSnFlJQ3A2LyRf2OdmyIKUfyW2QHG5o2cG8tuadCugmq36TvwK6gwFqSff15y5H/rc2tsyIVT52ZgGxgL0s+PF3X+V91xmckZngCrAmNBJsmzscxAvxsGOYHGNjLPBY7t1g3D9v1M6t1R6kxbv2sqbFUywNi8kWNjfZxUCDCWkJJrG/BwTUjrlGjMnbTHBe3O5JBViQFj80aOjQ2/+zfAWGVWrIZobqziG9OPR2D7hUQpNmSVMwRIjF18grF5AzHWoZCxfofETEs3irFugttjCBibN3Ac6xDXWL/lRMiq5ICxeSPPxgZqxhgiY8W5KP9xIWRVYsDYvJFnY4UzARPRoTKWsE8gC9TTSyGrkgHG5o18GxtuWjkAY/NGzo0lXJGzzICxeSP/xooJML67A/JBORhbzsDYvAFjE6MkoR7G5o3yNpb/kGJyFrErtAmfLoaxeaNcjmNVnIs6CRtbgnPXMDZvlI2x9p0M6o+AJ25s6CViE8DYvFF+xqqBrgTGJhxmYWzeKFdjxRVaaaxzZ5Ie/bTptC62djOTtpf6BQClUgdWaWJHszA2b5TprFg6xl87Z4P0e/cbKxyveGC0s6xA/5mtdm7JPVJYMNuTCuwwNm+U4ZknJb65ZsUh0U9bxQv0uY/KY7L/13eSPJSFsXmjHGfFDuHGqvNbhiqzMgo46rqGBoG/sYixIB4wNsDYcJkdeOFSWva6cPAMLMoEMDZvwNhijBXB018z5zyW+3DXH3V788DYvAFjAwMp+9KPBT+fbK/SThS75r1cWgV3vcXF4SEDxqaF23fvVndcHHz67sxDJK1rYYzU2tMvWwZC4D4ndjGWgLFpgYwl2dKT/mXFMdkyEIh27ScZYGyKaDl9NT0JMbYgbD7szMATAsYCkCVgLABZAsYCkCVgLABZAsaml89ae13nb42m6o6LsmKQYmBsemk5fXXCxtOJJapOVgxSDIwFIEvAWACyBIwFIEvAWACyBIzNDC2nr37W2juECaeasgiMzQwTNp52XY8ZZCJpZdEgO8BYALIEjAUgS8BYALIEjAUgS8DYDHPqyq1ISe4GsgyMzSpkoOvcb3j68aJOuSfIMjA2w6gXV4tJcjeQZWAsAFkCxgKQJWAsAFkCxgKQJWAsAFkCxgKQJWAsAFkCxgKQJWAsAFkCxgKQJWAsAFkCxkZBfch3go/lBsAGxhZNd9UI5WGh/Dn8vg/2B8AgMDY2JXg+NwAwNj4szDpz4xNVw8V0WaCEXwrOcqE+l2bLR1R1i4zcvaJR395BFMiGiYpGpS477GulaVMAvZ38yeKurIVnAGLV2bC2iaVUoF2vOFKwC9Qa77SHEfQ5gCjA2Ciox7ES20zhEn/JNrOW826q9XWtc4s+zcXwdmJWjt7pLYWkWmrhTml2Owsby3XV3oIjrRBMORCwsY0VttvvzvVm+VqrSfoqV5NA8cDY+Hi6uyqMYova6VWvxOvGQDGCjFUjoVO+UzLbpmKc0wa9nTwrbeFb2r5pq8KkEpWyv3rzPLuwuYBordNOgfo5gCjA2PhoHVTtgi5j3VibsV0Ejk4aRRor2iAbwCfM5IbSBsLdDNlsVpob6x25HVOwS1NbQnh2sRrjbQADxsYBxsZGk0eNTmExVsWSnPdmv+4bPcZWjLPCqW6sSkiMVQlpuVwlRhxlG88uwTEWxAXGFg11UKfPiXM/thJO12SotrDXAVZYxhKsQ3ulLWisuoHwx84WZayo138z0XJ1dLBx9HNJq79ZVlExnwOIAoyNAO+CFnZElaoo/d5lC++sDtqOjpBcHt0QtqOPsQpKLbwZ/qOGjjYdsOq10Rog35rE9s0xlnC9fe3N6g0I+hxAFGBstnDPikG5AWOzBYwtd2BstoCx5Q6MBSBLwFgAsgSMBSBLwFgAsgSMBSBLwFgAsgSMHXLEDYwK+v206j1G+i1KKvqtTuq9R86tQrIi61YkV9ZdpnpNSG2Dvr1SL8uqdzLZNzDxipQ7ltRbwXDlyTQw1jBcNtsK6twuo5ysAjNKu5nR2UxZxW9mHj5CjghU2vCKiuFaXdqWlkuBhRdnrPTTKoFnbZlxudg4MNYwTAnXvcE2rH8HGmtFZvU1wymQdqcX4i/bbMSM9aqZzCW5o2Kspz1O+cUYy3dn3xCSxrrfgjJMACPAWBOwfmyh6SFimooWEm0URZlRbkSZ0lUuyYgRzChPLPU31oNjrAuXsex9UTmKluo7tYCxJoGxpuF9Wpojezx/TbCsb4zl9krV3THWgXa31ZXF8kgrylcLD4uxDoVibAW1hNvoMtb3LQBDwFjTMFt8jRXB07+7q/Kw136b+bnn6K36psVe3h7fMKhWSqgl8DbYWcVY8S7sioBxYOyQw7TUUCIkD54ScdgpVFSXc3QVpTAWwhZmrFsVYawYC+yhQTeW4NIqyOGgkLH2qKEaS4jqbJSKwNADYwHIEjAWgCwBYwHIEjAWgCwBYwHIEjAWgCwBYwHIDvfu/T9uIAcDkCtP7gAAAABJRU5ErkJggg=="
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "a2464a58",
+      "cell_type": "markdown",
+      "source": [
+        "#### <span style=\"background-color: #c2ebff\">Решение</span>"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": true,
+          "amountHideCellsInside": 1,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "8c661960",
+      "cell_type": "markdown",
+      "source": [
+        "![3 модель 1 задание 1.png](attachment:3 модель 1 задание 1.png)"
+      ],
+      "attachments": {
+        "3 модель 1 задание 1.png": {
+          "image/png": 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"
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": false,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "b6aa0fcc",
+      "cell_type": "markdown",
+      "source": [
+        "### ✏️Задание 2"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "90a69009",
+      "cell_type": "markdown",
+      "source": [
+        "Продоллжите построение модели:\r\n\r\n1. Добавьте в модель блок **Phase Voltage Sensor (Three-Phase)** (трехфазный датчик напряжения), измеряющий напряжение на каждой фазе. Соедините порт ~1 этого блока с линией, соединяющей блоки **Voltage Source (Three-Phase)** и **Wye-Connected Load**.\r\n   \r\n2. Добавьте в модель блок **Мультиплексор**. В окне настроек этого блока задайте значение параметра **Число входов** равным `3`. Соедините три порта V блока **Phase Voltage Sensor (Three-Phase)** с тремя входными портами блока **Мультиплексор**."
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "d489b941",
+      "cell_type": "markdown",
+      "source": [
+        "#### <span style=\"background-color: #c2ebff\">Решение</span>"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": true,
+          "amountHideCellsInside": 1,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "e437c887",
+      "cell_type": "markdown",
+      "source": [
+        "![3 модель 1 задание 2.png](attachment:3 модель 1 задание 2.png)"
+      ],
+      "attachments": {
+        "3 модель 1 задание 2.png": {
+          "image/png": 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"
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": false,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "c05fdc58",
+      "cell_type": "markdown",
+      "source": [
+        "### ✏️Задание 3"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "534dab39",
+      "cell_type": "markdown",
+      "source": [
+        "Завершите построение модели:\r\n\r\n1. Добавьте в модель блок **Заглушка**. Соделините его с выходным потром блока **Мультиплексор**. Залогируйте выходной сигнал.\r\n\r\n2. Добавьте в модель блок **Заземление нейтрали (3 фазы)**. Соедините его с портом ~2 блока **Phase Voltage Sensor (Three-Phase)**.\r\n\r\n3. Запустите модель. Постройте на одном полотне графики зависимости напряжения на каждой фазе от времени."
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "7371078c",
+      "cell_type": "markdown",
+      "source": [
+        "#### <span style=\"background-color: #c2ebff\">Решение</span>"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": true,
+          "amountHideCellsInside": 1,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "ed242a23",
+      "cell_type": "markdown",
+      "source": [
+        "Модель:\r\n\r\n![3 модель 1 задание 3.png](attachment:3 модель 1 задание 3.png)\r\n\r\nГрафик решения:\r\n\r\n![3 модель 1 задание 3 - график.png](attachment:3 модель 1 задание 3 - график.png)\r\n"
+      ],
+      "attachments": {
+        "3 модель 1 задание 3.png": {
+          "image/png": 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"
+        },
+        "3 модель 1 задание 3 - график.png": {
+          "image/png": 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"
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": false,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "39c49519",
+      "cell_type": "markdown",
+      "source": [
+        "## Синхронные машины"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "7b1df20c",
+      "cell_type": "markdown",
+      "source": [
+        "В этом упражнении вы создадите модель, аналогичную генератору с разомкнутым контуром, которую вы видели в начале этого курса. В следующем разделе вы увидите, как им можно управлять в режиме замкнутого контура.\r\n \r\n<br/>\r\n\r\nБлоки синхронных машин в библиотеке **Электричество** соответствуют конфигурациям машин в реальном мире. В этом курсе вы будете моделировать явнополюсный генератор, поэтому вам понадобится блок **Синхронная машина с явнополюсным ротором**, находящийся в  библиотке **Физическое моделирование -> Электричество -> Электрические машины -> Синхронные**.\r\n\r\n![3 блок Синхронная машина с явнополюсным ротором.png](attachment:3 блок Синхронная машина с явнополюсным ротором.png)"
+      ],
+      "attachments": {
+        "3 блок Синхронная машина с явнополюсным ротором.png": {
+          "image/png": 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"
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "9c832ec5",
+      "cell_type": "markdown",
+      "source": [
+        "### ✏️Задание 4"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "7a7cf31f",
+      "cell_type": "markdown",
+      "source": [
+        "Начните построение модели:\r\n\r\n1. Создайте новую модель.\r\n\r\n2. Добавьте в модель блок **Синхронная машина с явнополюсным ротором**.\r\n\r\n3. Добавьте в модель блок нагрузки **Wye-Connected Load**. Соедините его с блоком синхронной машины с полмощью портов ~.\r\n\r\n4. Заземлите нагрузку с помощью блока **Электрическое заземление**."
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "70d50052",
+      "cell_type": "markdown",
+      "source": [
+        "#### <span style=\"background-color: #c2ebff\">Решение</span>"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": true,
+          "amountHideCellsInside": 1,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "f5d372ff",
+      "cell_type": "markdown",
+      "source": [
+        "![3 модель 2 задание 4.png](attachment:3 модель 2 задание 4.png)"
+      ],
+      "attachments": {
+        "3 модель 2 задание 4.png": {
+          "image/png": 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"
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": false,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "01234c8a",
+      "cell_type": "markdown",
+      "source": [
+        "### ✏️Задание 5"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "7b2fb411",
+      "cell_type": "markdown",
+      "source": [
+        "Ваша микросеть будет питаться от генератора мощностью 5 МВА с номинальным напряжением 4160 В. Активная нагрузка составляет 2 МВт. Настройте парамтеры синхронной машины и нагрузки:\r\n \r\n1. В окне настроек блока **Синхронная машина с явнополюсным ротором** задайте значения параметров, как показано на рисунке:\r\n\r\n![3 окно настроек блока Синхронная машина с явнополюсным ротором.png](attachment:3 окно настроек блока Синхронная машина с явнополюсным ротором.png)\r\n\r\n2. В окне настроек блока **Синхронная машина с явнополюсным ротором** задайте начальные состояния, как показано на рисунке:\r\n\r\n![3 окно настроек блока Синхронная машина с явнополюсным ротором (начальные состояния).png](attachment:3 окно настроек блока Синхронная машина с явнополюсным ротором (начальные состояния).png)\r\n\r\n\r\n1. В окне настроек блока **Wye-Connected Load** задайте значения параметров, как показано на рисунке:\r\n\r\n![3 окно настроек блока Wye-Connected Load.png](attachment:3 окно настроек блока Wye-Connected Load.png)"
+      ],
+      "attachments": {
+        "3 окно настроек блока Синхронная машина с явнополюсным ротором.png": {
+          "image/png": 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"
+        },
+        "3 окно настроек блока Синхронная машина с явнополюсным ротором (начальные состояния).png": {
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"
+        },
+        "3 окно настроек блока Wye-Connected Load.png": {
+          "image/png": 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GsD7p5VHpnU5teGHTt2dOvWjaS5A5LmoTZu3Eixzz//nEwOnTlzpkuXLu+++669jfC3zQpEKgs6kWXLlvXt23fFihVclySZ3BoexH87Vk/jkgo2QB8GRrlr166MGofoVS8rio113HwzBr82uDUEcb+pgIY1QNx30VCjBnfjKUNUGy5fvpxC2hD7Lnrf0Tx8OpoReKZE8h+btweeERHw1ObTk3mmRHDJQL6rJ/BMyfLJdNqwZMVqTtx/PN8KFJVXnr9aZfHGCqmjDfhi3IF72lPrRGVmshVgQ+Cf8Kzg0AB2A5QnEveZkl8bcCLumZJdBWEYNmzYiy++yLrVZYI7i4kxbty4xG2zO/rFL37x3HPPsSJ2ToQy7IratWtnp7h7bFxSwQbobffkBxgR9m0oNHHXq8T9Yx03nxqSf6akYU0e+sePpwwRUk4bCLHfsA4b8VzBxascuod30TPefJv43iMn8e+x76Jt39C1ew8Kh9VT677hWGExNbww5n+TST0vjh0/f+EHVkljhdTRhszMzHXr1nlZSWhDXl4e+X/5y18uXLjAhuO9995juk6aNIk1XWlpqT0RZrYjHufOnfuv//qvwLtoajh27BjLRvMU7iqIEyry+OOPIycu0142Ll68GJ/1t7/9rUWLFonbZnf0ox/9yJ6POSdCC2kJV2d2ke/usXFpdBtgjHr06OEffXjzzTfHjBnDkLleJZNf59zD8ulzenvDhg2cu3btWveUMlAMNKwBwt5FQ0QR7sJThqg2QAppQ4J/++a+Yc3IyMh+qs+2vQfJDPPpxL89cfqXAwdTmHremP3/msBQ0v8NK2498bewaAP5rnzs+waCu9D/nZlpX0ZZfmOF1NEGFndMZi8rCW0gzvxn5tOZ7htWdh779++3ksXFxWiD+4aVJJnUgx5MmzbNvmF97bXXrCp3FYyelaZ5Jf+l3bXQGBr2wgsvWIHAkxDgqN2Rez7mnMiKFSvY68TujRqXRrcB9gfoceDfNOzYsaNjx44nTpwI04CwfPr8n//8p31R+vOf/5yBs1EIFDM0rI4E76KBWw7gKUNFxeFjJ1JOGxTuP6SCNtwnsRM+AUx7/zOleodmpIJfqBNpYAMNTXMY1gTvog1PE3w4bWDnJG1ItyBtqF+kDWlJMxnWsHfRhicIdyNtSNsgbRDShrSkIYbVEwQfThtA2pBWQX5ByAbSkgejDSBtSM8gvyBkA2lJAw2rJwg+jhzPlTakYZBfELKBtORBakN5ebm0Id2C/IKQDaQlDTesniZEkTakZ5BfELKBtKRBh9WThQimDSBtSKsgvyBkA2lJQw+rpwzShnQN8gtCNpCWNKY2/K+Z6xWaepBfELKBtOQBDKu0IZ2D/IKQDaQlD2ZYpQ1pG+QXhGwgLXlgw8qFgtqgoKCgoKCAItylDbeFEEI0b0wbQNoghBDCQ9oghBAiiLRBCCFEEGmDEEKIINIGIYQQQaQNQgghgkgbhBBCBJE2CCGECCJtEEIIEUTaIIQQIoi0QQghRBBpgxBCiCDSBiGEEEGkDUIIIYJIG4QQQgSRNgghhAgibRBCCBFE2iCEECKItOFeeDmCl4jHoUOHOnTowK+Xvm+qqqp27tx56dIlLy1SjGMRvIS4m+Li4uzs7Njp4J8m6sB65OrVq4MHD964caOXvifuVxsY11atWj0UQ2LXeT+sWbPm8ccfP378uJduDJw2YPQYt3fPEegN+gTuQRtsRBcsWOClfZSWlnbt2nX58uVeOoZAS1q0aDFjxgwG1DvcYCBaCxcubNOmDRfld+7cuRUVFd6x5Li3vroHmCrWOUZWVha2VF1d7R2+P6ZOnTpq1KgbN2546Trib1tGRkb//v337Nljh7AHrALbsKSjqKho7NixmZmZlO/Zs+euXbu8A+E01txJRhvuswOXLl06cOBA10urV6/u2LHjuXPnLLlly5ZOnTq5ZJLcQw83EHWdIymhDWVlZZ9//vlnn32GBT/yyCODBg0iDvv37/dK1CuYzogRI1q3bo0P8rIag4A2xI5BXcfSSKANteJvCf7u1KlTjMWYMWPw3VaggUAYOnfufODAAYbGLvrKK6/U6aL31lf3AJ3Dhego4rR206ZNjz322KpVq+xo4+JvG7vDOXPmPPHEEydOnCAZVxtwc926dRs/fvz58+c5hGds167dt99+6x2ORyPOnWS04T5BSrHDM2fOEL9169bEiRMffvjhL7/80o7Onj2be6+T8NxDDzccde2olNAGB+1myWwe08Cmnblv3bqVobKj5HsLpCiWv3nzZgzo8OHDNSeHwJKnd+/eH3744YABAy5fvuzl3r6NV2Kphby3bNkSb2W+iQ56/fXXWUGTP2TIEFs10E6uYq2CGh8fuTqnYECucGFhoRVgscCSgUwWxUuWLMHsyHRnUQ/3mFgbysvLWROx+oBZs2bZspp61q5d27ZtW24fE+Qq1oHWIeYL6KjnIrAColvchWLPJTO2JcwWcnJzcynPuomZQ3l+t23bxlHyu3TpYi3EGfXo0YOlFnH6YfTo0XQF8bgt97fq9OnTTz/99Pz588k3GGgWaPz+9Kc/3bdvn2VS27PPPsvpVPjSSy9Zhcw6FhZ+YyBO4QQX5RQbYgYCa6EHSKJG/uUhuwGq4hfXb4Pl8Ptfw7mMuKYCOTk5bvSxOttkxN4FmWYStJY7tRsBXBWdbP1At9sQMGRIqRVwBNrmHxFqi9UG/Hvfvn3dM0YbNRxi4Jb9hM2duJ0W98Y59NFHH7lutzmCCfXq1evtt99mXMinQ5A0jhKnJJVThvti0tHmwJD5p4l1IBGI21dxm+S4cOECXW2Xo1vwBrTKzNhEESvdsGEDlysoKCDTemzatGncVFyTS9DDEDuhgJGiDDVQj1kpJe3eaTD34r93IDJy5EgyKezuiAvhwawzuQs8G9VyIcNMi2pjB4JMrsiJXH3SpEmMdaxfqhMPQhtMxLgxO0o+o7ts2TK2F/wSt/zly5f/+Mc/TrxxY8AYHiybHsEBWSZdzERi7OnWo0ePMlrsncl/4403hg4dWlpaymBPmTJl3LhxFKCdcbWBqzN4eXl5tHby5Mnmy0jiAe3Jw969e7kdm+fuLOohM3YMnNFzRRpMhVSLUfbr189GFzNlGYL7pgCXps0ctY6yAkCEYf7ggw+4Cttbd6G458a2xGnD7t27Kb9+/XrKcy90ODl2LfM+lGTPZ3bPZMCqWHCFtdzfKsowuzhE8yLX9PDfiMUxfeJuRICIzUzXVxRIcFGajR5cu3Zt8eLFNABNogBrOuqZPn06Zdxg2W0iToGHJwH/C04b4pqKdQV2VVlZSRexkDeTi3sXziRYYHK/tJ84zcAR43rYRiOZVEJVTGDMNdBjgbZh4X369KEq4ty7q9AwZ2eOz8FA79y5k2Z76Rjizp24nRZ246xI8M42R9566y1rFQPHXoSNDjXjxylMJbhORmrevHmUpzYzTq7rhsxNRjf0rgPj9lVYkxzUhl+mAHEK0LYVK1Yg87QQ/9C1a1dMmgg1M30oY5lUwomxJpe4h+NOKApwIpaJT+PeV65cST9wSuDeBw4caOaKVdBIuyN6AGGjQvIRBnNEmOI777xj9uPvKIg7ENu3b6dV1vNYDi2J9Ut14kFoA9t2Ng1InB11+cSt4/xnJYA+cmaNrzHzIo6DYyK5pRBjj8c0N0eXWSbdhFmwuKCdcbWBVo0aNcoqxG7oYsYGE2H+m55TFWOwaNEi/1nWfpN0w/LdWEL37t1tqws0Fad25coV7NhZHhf64x//yLLILkFLLJ8IxaxJdiHugmTcc10By+fex4wZQ22MKaZv/ot8fomTQ4RK8INkcqHhw4czkTiLBjMJ6YG4Lcfs/K2CkpKSF154gfHlWgy063AGyEwWX8MkNDdN57Cqspa4mcaFrK/ITHBRFqR2Im1r3769TSTgkF2Ic7lQfn4+mXQLI0hJK2P4/S9V2XU5nXhcU6EkjdmxYweZtJPW0mbice+ixiAiQ08Oc5v7pQD9jEe2iBsyDJUFKc2zpOFvmzkF3F/YMyXi5JDvpZMgbO7E7bS4N24XtcUEMEZ4bbaz1MAK3bqaO2WY3EhZD/NLhZRxOwB8N/nU6QqQaR0Y1ldhY+GHDjGlJ4L/pYW4BX65HOsnIlTujJ+uwA+YQ4g1OfLDethaGHdCUd4/YRFd13LaEDm7ppFm0rgpbs15LZuMJGmz62TMEvthW+DvqLgDgQfwt4oyiJDzBvdGg2sD1oPE/fa3vyVuRy2fLiPOr8uvFYYT+8bKiTP3cGFIMXEqdOboh9uZMWNGixYtzGvbRWlnXG04duwYBgQMEvs4N/CYo+1krRKu5T/L2h87Bm4sOWQnOhhX/Cm/zrs5AnOeiF0F3IWsTOy5VsC7RuR9pj0ZC1gSuIUtKylWJZyIKFIh8oAFU9LsO27LOcvfKoNeosdwl2xyH330UfN6ThK4nG3CyGRpwyKLgWNx5BbOrq+IJ3PRQJ9zyMoALo81LJOEbb5NUT+ByjEM1lzWsLimQg0YA5kvvvjiP/7xD+q3euLeRY1BRFpoS07uGv/C5GejyYm00Gp2uPYbgbbRALeBdjdoSbAKyffSSRA2d+J2WtwbDxgYMN8ZNYg7oYBDNrIcpQwRy0dIkIqaM2O0IayvwsbCD/aMKp89e3bkyJF4XgbCIoyFaQZlnCQgHuZJAz0PNMBmaNwethbGnVBxrTRw7240iXjXi8K5FPaLqMPfUVazd04EBoKNC9XSEitvjQzYWF1pcG14++23TdaI21HL5w6J2336zwqDUcR8vc6IYk8qqDBWGzAmdJjdK/s4knSTXZR2hpkyp6AEU6dOZarg6UhSGH/3ySefELfu5lr+s6z9sWPgxpJD3D767x2IYFU1hDbEtsTK+02ZrQ855DNFn3rqqc8++2zYsGG0kLnHFek0s7C4LQd/qwKwwXr//fftLHwuksAAoTQ2TAbXpeaxY8faA1lyXF8RT+aigTvlkN0OcVOpP/zhD2h8v3793CgbnMKJgUwIMxU7ivenQ3CmLAPdR5axd1FjENEWUp67du7YhsDN27j4L0qFmCgbVjvkv0HD5Ifx8tIRKEC/BWaBkWDu2NG4nRa4cfK7dOni3u46GLiwCeVGlqN+/1irNoT1VdyxcFAty5EVK1bYdoEcuo5VKffu+gpVoCWffvopqyIGiBx6PtbkEvQwTpIWxp1Qca00cO9uNIk4xXJQOBltiB2IQL9Zkqtb8t5oWG14+OGHf/zjH2Pr1lN2lHzi5BD35yeGZY7Zk5eO7P5sQUrE/0wJo9m/f3+gd3CmdlFqoB7bAgOXBryDf5eK0dD7FOZ0G0gy+WWbRuOJ21lErP2xY+DGkmUj6uLeyuI9mYpcDt/hLI/kV199RZOszXYJIGJXAXehsHPDWmJ+Ie4W2KpiezFp0iSSbBroRuzY9r9xW07E3ypmIBe1OWZg1uTYBwVYKus4Jh4LVZLukUWk4J2HTq6vyEzmooE75ZDVw/DZ4x0ycQFcOtAbJDmR0710FOt2V9iZCk2lwbaxMKnjWmF3UWMQ0RbSErqRFa4NE01ibQ7WNsuxiMPfNhwQGw6uZYfcDVrSmDt3Ln7c9gFgQ2nDajl+EsyduJ0W98a5FlfkupEKagzJnrVSLTfretXfD25kOep3eRgY+VzaFSDTTgzrq7hNihy/gzl09gru8zxqxqSxQM61MsCOAXXp378/90syzOTCevj7778Pm1A0yd07t8yt0ZlE4mrDmjVrKGC7N7DrBp4pUeyLL74oKyvzd1TcgeDX3ypOTPVnSixPsHJs3XrKjpJP3IzJn5/4OyUcTWCG4Jjw4AwqdsPwz7/7XTSGMmrUKKyExeDBgwcxersohTt16rR48eJr165xxTaRN+F06IwZM1jlsTChkvfee4+W0GymDXazadOmixcvMhgZGRlmkZxibbb2x46BG0vsGGO1mmn8nDlzZs6cySXY6raLeZ9MM9gAsXGhJOMd19SIxz03rCXAfpNDTA/Kr1u3jjuyV2dgY2S2yP3SjUCEZFjL/a0i+corrzDTuNPKysrTp08///zz7EJsmJj8jz/+uBs1q5AbxMzImTBhgn3PbiNCyxmRZC4auFMO2SXsXRxzia77+uuvuU3zetw4DaMkp3Aip9uJjjBTOXHiBBF6mAq5F4yNeNhd1BiEr1uojS2FqSzQNmYHp3OIPTSLVvQyQdvQJ5bGdsjdoB0yzp49SztfffVVHByHmB3ce9gXlgnmTtxOi3vjnMUi77HHHqOwtZydFg1m6JPRBiIMK4ZKJyd+Fx23r8KaRAH2+uYQASeAPbvls7labtC2EQYrbtasTkfDTC5BD4dNqLhWSiSuNrAv7NmzpxkSM+6ll16ynVzcd9H+OUKZuANhQ0mSMmxlUv1dNGNgTz+sp+wo+cTJCeQz2GHfKdFNrBScVBr0C0pubwXZFNs3rIzTsmXLMCAK0KEMOZn0NefiQ81E6L5HH33UnsijrnZ1Rst9xYieoTFkUjPDYJ+Fvfbaa3g9Wwlyip1l7a/ZovtgSPxGj+xjAdRAzbiMkpISq9m+Q7XLYeJkAgNM2+xdaFxTIx73XH+BAJRH3uw7RTqB2yfHDrkVnBVjwrg5A3Fb7m8VMDR//etfrXJ6jzlvxexQYH3HIfePiZiQDBCZjCO9So69GK/1ooE75ZBNNusWawmd89FHH5HDrEO6PvjgA0pyCidyup3oJ8xUsEZ724QNvPvuuzSVzLh3UWMQvm4J7GVpiRsC2kY7E7fNHBYdwhW5Qc7yY11aWFiIElszMH6nQwESzx1WwbGdRoG4N860wn+xnKIwHWVTFSNPRhsoQxvMaJ955hkbVv80cSfG7Svy4zbpjTfe4O7MYwJ+H6dpFRrsEgK6yDqve/fuLLC8dIjJQVgP+1von1BxrdTu3TXJmStx6scFUTmXYG1qmdyX+4YVG6CMZfrnSNyBoA3OWaXWN6xCBMBp2pbCS4uGJ1ZIAp5RYJCYpSm6SIC0QdQ/rGvYMs+bN2/48OGsW71cIRoVVt9IwuTJk91zeZEAaYOofy5cuNCpUye22+5ZmRCNzuHDh1u3bj1gwABtGpJB2iCEECKItEEIIUQQaYMQQogg0gYhhBBBpA1CCCGCSBuEEEIEadba4P93jEIIIRxNRhvcv0H30vWBtEEIIeIibZA2CCFEkCavDdXV1cuWLbP/w8v9H3lwNfwvAHeL/OHW/v37IwzSBiGEiKXJa8OqVas6duz4zTffVFZWzp8/v3379vY/G8f9C8Aks7Oz58yZw50ePHiwU6dO0gYhhIilaWsDm4PB0b9TD+4/hb4V8heAN2zY0KNHDyKWj5ZIG4QQIpamrQ1k+v9ON0yfPt3cPfcS+xeAkQ3/3+HT+wYhhIhLumnDlClTcPdVIX8BWNoghBDJ0LS1IeyZkuW7wu4vAOuZkhBCJEPT1gZYtWqV/Z2AysrKP//5z/ZXdsP+ArD/XfTevXvJlDYIIUQsTUwb7OWBYe7e/elU+4bV/TGZcyF/AVjfsAohRK00GW0QQgjxwJA2CCGECCJtEEIIEUTaIIQQIoi0QQghRBBpgxBCiCDSBiGEEEGkDUIIIYJIG4QQQgSRNgghhAgibRBCCBFE2iCEECKItEEIIUQQaYMQQogg0gYhhBBBpA1CCCGCSBuEEEIEkTYIIYQIIm0QQggRRNoghBAiiLRBCCFEkDjaoKCgoKCgYKKgfYMQQggPaYMQQogg0gYhhBBBpA1CCCGCSBuEEEIEkTYIIYQIIm0QQggRRNoghBAiiLRBCCFEEGmDEEKIINIGIYQQQaQNQgghgkgbhBBCBJE2CCGECCJtEEIIEUTaIIQQIoi0QQghRBBpgxBCiCDSBiGEEEGkDUIIIYJIG4QQQgSRNgghhAgibRBCCBGkqWrDrVu35s2bN3HixKtXr3pZQggh6olG1oYFCxY89NBD3bp1u3Dhgpd1+3ZVVdW4cePIf/nll72sGCgzYcKE7OzsS5cueVlCCCHqiZTQhocffnjr1q1e1u3bZ86cadeuXWJtEEII0XA0vjY88sgjbdq0YaPAVsAyP/zwQ9SiRYsWpg23bt1at25d586dUQtKcrS6upp8jnbo0KG4uPjQoUOtWrV69dVXBw0alJGRwS4kJycnUpMQQoh7oZ61YW48VqxY4R2OAW3ArY8fP759+/YFBQXkVFRUPPvss8OHDx8wYIBpw759+370ox+NHTv2+PHjU6dOzczM3L59O/kBbYCFEYiMGDHixo0bNRcQQghRd+pTGwoLC1nax4VDXqG7MW34+OOPH3/8cTYE5KAELVu2RE769Olj2lBWVoYAmK83GeAs4gFtmD9/PplsPkaPHt2pUyf/CwwhhBB1op73Dfh0Tw187Ny50zscg2nDN998M27cOLYLbBrYZ9hDIfy+aUN1dfWyZcuysrK86h56KK42WKY/35JhUEAIIZotnisMoZ61AXDunguPQNI7EA/TBpz7hg0b2C6sX78eYeAU2u20gczMzMx58+axdUiwb6irNgghhAij/rUBnDwMGjTIywrBacOFCxdQhezs7NatW+/bt8+vDa4M8QMHDiAh0gYhhGhQGkQbCgsLUYVahQH8fn/27NnIiT1Z8mvD8uXLf/jDH06aNGn16tW9e/emjLRBCCEalAbRBgh7+RzArw32PdLSpUuJ+7WhqqrqrbfeyszMZMcwa9asrKysiRMn3rp1S9oghBANRENpgxBCiKaLtEEIIUQQaYMQQogg0gYhhBBBpA1CCCGCSBuEEEIEkTYIIYQIIm0QQggRRNoghBAiiLRBCCFEEGmDEEKIINIGIYQQQaQNQgghgkgbhBBCBJE2CCGECCJtEEIIEUTaINKfssvfFZ69kJd/7uSpIgWF5hmwf2YBc8GbFbUhbRDpzM2bVcyH4pKyiorKW7dueblCND+wf2YBc4EZwbzwcsORNoh0pk4LJSGaA7aN9hLhSBtE2sIcYJXkJYQQUZgXta6ZpA0ibWFxxCbaSwghojAvat06SBtE2pKXf07vGISIhXnB7PASIUgbRNpy8lSRFxNC3E2ts0PaINIWaYMQYUgbRPNF2iBEGNKGBuRYBC9xT1RVVe3cufPSpUteWtQr0gYhwkhdbdi4ceNDPrKystasWVNdXe0dfuBcvXp18ODBCxYs8NJJMHXq1FGjRt24ccNLJwc33qFDh+LiYuKlpaVdu3Zdvny5HRL1S2NpQ0Dyc3JyunXrhpEz9JYTxssvv1wnC2w4sM/s7OxDhw55aZF2pLQ2OBeJe920adNjjz22atUqO/rguQdtuDf8Ny4alMTWX1JSMnbs2MzMzIyMDBR6y5Yt9fVRk1/yse0RI0ZMnjyZyYVmWIEwGk4b6mp10oa0p2logzF79mxmEXMJN/3666+3aNGCSTtkyJBz52q+tcJMe/XqNXPmTCYz58YtYwY9d+7ctm3bkj9o0KATJ06MHz+eeMuWLZcsWWKTn9+PPvrIlSksLKTyVq1a2Q4GhaDy2DKxbWAmA/nMZzvXoCqbVLt27erZsyc1tGnTxq5Oea9QZBVJg+kEIhRmz7Rs2TK7Yt++fY8ePUomcMrvf//7cePGkc9RXJjli1pJYP0M8bBhw7CN8+fPX79+naVJu3btNmzY4B2uP2zNYUNcK4y1tEE8GJqkNrzxxhtDhw5l8VVRUTFlyhTcIgsuc98s9E6dOhVWxlwtE/7ChQunT5/GuFu3bo3DvXbt2ieffJKVlZWbm8uF1q5di8vOy8tj3r711lsmBjaH3cyMWybQhhpliGiDgzJ4nN/85jc0hnM7duxoD8r27t1Lw/bt20cZ/41bg81xsGei/DfffFNZWTl//vz27dtzC+RzCaQFSeAukL0ePXro/USSJLD+w4cP0/MHDhywJLI9bdo0LIcINvDcc8+5JcXKlSvJtDKxywXAGPr372+FFy5c6OyQYbWILQWI/P3vf+e3oKCAsyg2evRoLmqVG4z1q6++SuX+dQCKVetZmNwvfvELs9JaVyScwlpq5MiR1uYPP/zQnuVSOabOuofMGTNmsPUJaANJ1kZvv/02BTiXecflyOcSNLVz587Uz++2bdvIZK516dLFasBisdvVq1cTt1tgshMvLy+fOnUqV4RZs2Yxl8m0/gemA0nRQDQNbcC2sCGSmAVxLMlszop16tQJX0+B7t27nzlzxsrHLUNt2K6b8HjYgQMHWjE3XUkyhcxMgQqxWjyF5Zs2hJXxtwGYcmBxA9fQrVu3s2fPEkc8kC6bdVbhokWLiPtvPNAqZimZwCR59tlnrTFcwiYS0AAmDC2xpEhMAuvHWhgp3Jz5Iz90O1518+bNiDELC+Im6nGXCzhZbANLw+Wx1cMzshpww8pZNrIWpzCGarsT4jjfrVu3Encw1m4dMG/ePCpBEpI8i+YxKU6ePFnrigSPTJNoM6sQLAoPvn79evIREtqfk5Nz+fLlOXPmsK7iaM0FopAkk0MUoBitYrFC/u7du9l1UQmdwKVpDDl24zaJ9uzZ88gjj0ycONFmbu/evb/88ksKkzN58mRKcpv9+vUzg+cXqfjggw+stSIB9H8sK1as8A4nJKW1wRYyRosWLZhvNlFpBssWcuyQ2TR2yT7AmUvcMuDfCGNkNoGJc4gyXNQidpZhj4DMlM06w8qAvw01yuDTBmYLM2TdunWWZBrs2LHDVnBWiVXun6X+VqE6TKHIqTVMnz7dKufXTgQaQHl+LSkSk9j6WV/jClkC46Fwo6biQG/bBoK4iTTa7Pd04JYL5PTp0wdfafl48OXLl7thJcdOtDh1suQ3F4l/x5aQqMh5How1Ltvi1EnNS5cuTeYst3pIZkVCI/v27evazLm2A6CwW50gQiyzApZGkkwOWZLCtLCsrIy2ua2Mv7VWM5l06fDhw4cMGYIwUAnaQCVE/CstevLpp59GFCnMxgLlsHwRBjtXcyyxuE1tAprGvsEPNoE9DR069Pz58yRdMSzJ+eWwMpCMNrBQYtliZRw2N8wLh5XxtwGYk2Bx1mJYtj1NshwKt23b9pNPPiHHX7n/xv2tCmgDN2iV82snAnVS3t2gSEyt1s/QbNu2zd5IDxgwwLweve2GFXDWJG2kvJkXwZYLFHZC4nDDStyG3uLgnDvaH3g0BP6x5hA1W7JOZ9W6IiHHDjnsBv02T9I/lQySfvtng45U5Ofnc4NONQE9s3lHbfQq5UeNGsWuAnnAwilprp8meZePYmfRPH//iwSwRfD6zsfOnTu9wwlpetoQmEuYlBXz22VYGfAbNEZm1kacQzZdceLsXtl5WRnmkn+RZRMprExgbmDBZsQU+J//+R8Wkm5JBVzLXZ3fgQMHxs5S1yq7etgzJYsADaC8u0GRmFqt38HilwHC8xKnt21YDRa/JBmpuMsFCtdJG/DvmNCnn36K0ww8GgL/WFOn04bkz8I2al2RkGMv9iJneARukKR/KhkB+8fRs6CJ1QZ2Kmb5TIennnrqs88+GzZsGDsGepJLs+hBPChGk5gy5NtZDsr4+18kBjflaUIE57VqpelpAybLKmPMmDHsCQ4ePNitWzcr5rfLsDLgN2iMzGyUOIfcdF2yZMljjz32xRdfMH+2bNnC/oOjNhWnTp1KeZQgbpnA3MCCzYi//fbb2K9cUG9m6aZNmy5evMiAsY6zWcpq68knn6Sq69ev+1u1atUqe9pbWVn55z//uWPHju5dtJ0InEV5d4MiMQmsH1+G2fgfzrA/cM80bFiB0bcXp2HLBerxP1M6duzY/v37/cMa0AZAgXr37t2/f3//1Q2uG/tMyZKJz3IWwoWczfMbd0WyZs0a4vZyG7gRbsfaWeszJb/9270neKZkvTdkyJBJkyaRREsoTw22P963bx8TxF6HgDWDiL//RTI4eRg0aJCXlQRNTxsAu7RPNZi93DYe88yZMwG7jFuGo8loA1bIHGjTpg29yem7du2KFL+9ffv2Rx991F5rxy0TaAMWbEbMhSJDcwcuhKEjMC1btszMzHzttddYOuFiKEx77INUlldxW8Whvn37IhI115A23AcJrB/7YdH66quvsrxAjFkEIMYLFy7kEL3NKLAgwLXhRvFf1uFxlwtWDw6dzFrfRRuszR9++GHznl5WFMbaLu1/F22HEp/lLCSZFUlpaWnPnj1ZCTHfWba/9NJLJgn+d9EzZsxI8C6am8rLy+vatatVvnv3bppqPbZu3ToaQI6dQgGmg+0quBZ9BbZXYHM8cuRIZnFRUREVUu3MmTOpgVNsWokkKSwspBvBSydH6mqDEA1NYuvHJf3617+2zxmeeOIJ+/yUfHwTS112pThW1gpr1641dxy2pHDfsOITly1bRrHE2oDX7t69e2CXaeAT3TesWVlZO3bs8A7Udpb5aEhmRUISb8I9kqQYMsBRMrn9Wr9hJZND9g0rWxk7kYuiRjSYnkFdEAknYGwR6Ar7dpxMtM0vb+w5kCiuSG10eElJCZnShnsgmZfPAaQNovlSq/XHpaF9Ex7WPtTx0slxb2fVL7TBv28WTRppg2i+pJo2sDDHuU+ePDn2W6ME3NtZDYG0IZ2QNojmS6ppw+HDh1u3bu0+lk2SezurIZA2pBPSBtF8uTdtEKI5IG0QzRdpgxBhSBtE80XaIEQY0gbRfJE2CBGGtEE0X/LyzzXuhz1CpCbMC2aHlwhB2iDSlsKzFyoqKr2EECIK84LZ4SVCkDaItKXs8nfFJWVeQggRhXnB7PASIUgbRDrD4qjWOSBEs4IZUeumAaQNIp25ebOKacAqiU203j2I5gz2zyxgLjAjmBdebjjSBpH+2EIpL//cyVNFCgrNM2D/ddpGSxuEEEIEkTYIIYQIIm0QQggRRNoghBAiiLRBCCFEEGmDEEKIINIGIYQQQaQNQgghgkgbhBBCBJE2CCGECCJtEOmP/s8MBQX9nxlC3EH/154Qhv6vPSHuUKeFkhDNAdtGe4lwpA0ibWEOsEryEkKIKMyLWtdM0gaRtrA4YhPtJYQQUZgXtW4dpA0ibcnLP6d3DELEwrxgdniJEKQNIm05earIiwkh7qbW2SFtEGmLtEGIMKQNovkibRAiDGmDaL5IG4QII6W1gcvNmDGjRYsWDz30UFZW1tq1a5vom8NDhw516NCBXy+dkKtXrw4ePHjBggVe+j7YuHEj1y0uLvbS4m6kDUKEkbragIscNmzYoEGDTp06de3atU2bNrVr127dunXe4SaFtCE1SWD9NgosSow2bdrMmjWLTO+wEOlO6mrDmjVr2rdvf/r0aS99+/bs2bOZrsxPdg9btmzp3Lkzk5bfbdu2WQH86XPPPTd+/PiMjIyWLVsuWbJk8+bNbdu2JYnGnDtX80kWDrpXr15vv/02BcifMmWKm/CFhYUjR460c999992qqpp/NW7lqcrqofLy8nIrz3WtDd26dTtw4EBYYVoVcS81BDw+l+Cm2BhReMiQITSAGlq1amWF7WbtpqBjx454+ZdfftlVQmEnOSho//79rfELFy6kZkpaPYBIUCw7O9vpBEeBSKB+Gjx16tTMCHjDiooKK5+W1KoN1tV0JuPbqVMndrH65lU0E1JXG6ZPnz569Ghz0AbOHUnAW+3evZs9xPr16zmKhLCmI4cCzGTi6AH7jMWLF+Pdnn766YKCgvPnzw8dOpQKKYOLbN269Zw5cy5fvpyTk8OEnzt3LvmXLl3q168fkx+nkJeX17VrV8rgCMxZ4+UpcPz4ccovXbqU8vv37ye+Z8+eyspKxKBHjx5FRUVhhcmPu29Yvnw5usLluOjkyZOfffZZ7s7vlYAIN/LBBx/guKurq3Ho7pCrlp6hAfPnz6dDjh49imLRLRTw7xsoFqYNrv4bN25MnDiRltAG+o0OcddKS5LUBoOh7NOnD2bjpYVIa1JXG5zzCoC/xn9NmzbNVnD8EieHCDMZv2z5uEu2HehH5KQaD2jLcFwkS3vbQ8CHH35oE37Dhg241wsXvH8KuHXrVuSBYpTv3r37mTNnLJ8msdWwNrDkt0xO79u3L7oVtzAR8uNqA60aNWqU6Z9Tvlht8GskdbpDrtrVq1f73Rb3guoQSVIbXP2U8befahFXhNaS6UedtIHewEJQfS8tRMrDwjeWFStWeIcT0vS0wSYtE9VLRxZ05veZye4UnCBuEedoSQ45bfC7yAMHDiAVJP0uEnJzc7t06ULhQHlrlbXBe14TJcFzG/LjasOxY8dY4wMyc+rUKVO1gFfy3xQQd4dcteQ4UfSTpDZYBCjv3UwU6zQ7mn4krw3sxvRMSTQtCgsLvWkcA4e8QuGkrjbEPlO6ceNGaWnplStXmLR+bVi0aJG5ML+bwwkmow179uxhpUySAv7LHT58uGPHjhSO61LNcdjzIj9xC1t+XG0Arrhjx46pU6e2bt161qxZJANeyX9TQNwdctWSU1/a0KyWxrVqgzeTHnooIyPjtddeI9M7LERTgC2CZ8E+du7c6R1OSOpqw5o1a/BrBQUFXjr6Lpo2JHim5NwcTjAZbXBPYxI8U4p1qXjwcRGcllgkzP+SH6sNnMIgsUGxJFdkp8K5tWrD/PnzLe6qdXdh+WxH9u/fTySgDf6HaZGmBbVh3759bdu25deS1dXV6b1MTnLfwIqEYV2yZIkdEqIJMXfuXE8TIpD0DtRG6mpDeXn5008//fzzz58+ffr69ev+b1h3796Ny9uyZQvulRzcmXsX7dwcDjFMG+xdNHF752zz395FW35+fj6+wL2Ljuvut2/f3qpVq+XLl9OGnJycAQMGHD9+PKwwHrlTp040xv/snspnzJgxaNCgoqIiKnnvvfc4l2aQzyaAnQQtwTv7bwpIUow+QcYoRhu4KPXHfRd94MCBJ598kgJ0oLVh8eLFtGHz5s1t2rSxav31V1RUjBw50prE1emBmTNnUqcdTT+S1AZYtWoVpkK3WFKIJoSTB6a2l5UEqasNUFZWhou0TzyZmciALWP5RSqysrK4W/wgImH5fjeXQBuoCqds37BOnz6dTCtTWFg4ZMgQ+wyU3rTPN8Pcvb8NiJP9u7ywwrhXNj3UbK+mHVz69ddftxvs27cvbt3yEZ5HH30UV44A+G8KkMyxY8dSHuc+YcKE9u3bc1Hy3TesNGbZsmWICpnUz+aGzEWLFpGko6iWJLc5cOBAqzZQP32O5GRmZlJszJgxJSUl3oF0JHltsKQtFyxHiKYCng1VqJMwQEprQ0MQcN+iOZO8NgCCje6aEgvRtEjm5XMAaYNovtRq/UI0W6QNovkibRAijGanDUI4pA1ChCFtEM0XaYMQYUgbRPNF2iBEGNIG0XyRNggRhrRBNF+kDUKEIW0QzZe8/HP6t2xCxMK8YHZ4iRCkDSJtKTx7oaKi0ksIIaIwL5gdXiIEaYNIW8ouf1dcUuYlhBBRmBfMDi8RgrRBpDMsjmqdA0I0K5gRtW4aQNog0pmbN6uYBqyS2ETr3YNozmD/zALmAjOCeeHlhiNtEOmPLZTy8s+dPFWkoNA8A/Zfp220tEEIIUQQaYMQQogg0gYhhBBBpA1CCCGCSBuEEEIEkTYIIYQIIm0QQggRRNoghBAiiLRBCCFEEGmDEEKIINIGIYS4i7T8T1b0f2YIcYcakz56dMeOHV8KEQV7wCqwDc9KfKTxf86o/2tPCA/sGS9QVFRUXV3tZQlx+zb2gFVgG1iIlxWlTivrJortirxEONIGkbawNsQFeAkh7gbbwEK8RAScJstqL5HWcJu1SqC0QaQtLAy1YxBhYBtYiJeIwGq6onn8EVlus9atg7RBpC1ffvmlFxMiHgELycs/10z+ABS3yc16iRCkDSJtkTaIxAQs5OSpZvQEstablTaItEXaIBIjbUiAtEGkLdIGkRhpQwKkDSJtkTaIxEgbEpDO2rBgwYKXX37ZS9SdQ4cOdejQgV8vLZoa0gaRGGlDAhpNGzZu3PhQlIyMjP79++/Zs8c7Fo+rV68OHjwYd++lk6AetYHWEi8uLrZDokmQlDacXfmT3w38wfyV+V46gmUu/dpLRslfP+EH5N9V/uzc+ZGceOVFipOkNty6dWvatGnPPvtsRUWFl3X7dnl5eb9+/WbNmtVEP21KaW1w3vbSpUtz5sx54oknTpw4YUdjkTaIupKENtR49meWvu/XhhoBmL9y7tKgr19PTkBCLNMr9vUzvxv4k/VnI3HRNEh+38DKFQflf4qwb9++tm3b8uulmxpNQxsAeejRo8fq1auJnzp1atCgQWwmWrRoMXv27KqqKoakVatWtslAIdAJtPqjjz5ibChG4cLCQqsnJyenW7duthFBGPzaYOI/ceJE0/nLly/37dt3zZo1xDl95MiRnNWyZct3332XK5LptIFK7NJAszm0a9eunj17Ur5NmzZLliyxCjnrrbfeyszMpJKZM2f+9Kc/tcJhTRUNTa3aYDKQv8+nDewYIr7e5/QjkB8jDJHtxYS5UTnwavNSogmQvDbYLsG/Np07d675Ii/d1Ggy2oCn7tOnz9KlSxGJ3r17z58/H1d7+vRpHL2578C+Ye3atXjnvLw88vHINkilpaXZ2dlsQbiRgwcPdurUya8NgCl07dr13Lmaf/SB4FN5QUEBV2TUZ8yYQQ1USAFqwKE7baCwv7WU6dixI62qrq7eu3cv+bZ2QCSysrJYX5SVlVEDSmDaELep5IuGphZtcJ7drw1RAtpQ4/eXrnSPj7z9gf9E4jWH3l9vSdEUSF4bAOfjJq/5qw8//NAOPUjQpFhWrFjhHU6apqENFRUV77zzjj1TQhJw8bZyB5z7lClTiDAkThssbpsMOHPmDHuOw4cPb9iwgciFC96/BUdgAtpgwrN161biVDVu3DguFDiLo6YfYdpw48YNWmj/GYO1ZNGiRf7mASUpz1lhTbWkaFASawPeP46LjxLQhpqk2yJE3kY8w3rATowkI6rw9TO+bYRIfeqkDcePH3cLQZaAxHNzc+3QA6OwsNB7ghFDXR9IpLQ2ePcUgY7etWuXHUIh7JmSHTL/7ne+5nntqNGqVSucOEdHjBiB745UE/99w/QIqNHw4cNtR0Kx0aNHOzVivLt06UJtwFX4JdOvDWwpduzYYc+U7OrU4MQgUscdbQhrqhUTDUoibQgs+ZPQBv+7BC8Z2CvUiIT2DU2JOmkDjgX3wiKdOD7EVpZ26EHCFsFzJT527tzpHU6aprFvWLJkSXZ2Notx4kVFRSzb582bZy4e5x5XG3DfsTM/GW3grAEDBuzdu/epp54qKCggJ6ANLOo7duwYkYb42kBO27ZtP/nkE05xrXJiEKnjLm2I21TxAEjQ7ZF9QDDUbAWiBLQh8kwpRiruft8QV2NEKlMnbYDVq1f369cvPz+fpaGtLBsF9MnThAgmV3WlaWjDpUuX+vbta34fz4tOWD4r9PHjx8dqg70Xcj1CMXvCU+szJbBrTZo0yelBXZ8pEacltIc4vwMHDqRV165de/rpp93zR6cNYU0VD4BkJTmJfcNdMnAnHvmA1Tu3Ju7fW4jUp67awGqyW7duTGd8lPMYjYKTh0GDBnlZdaRpaAOsX7+e1frp06fz8vLI/9vf/nb58uVly5a1aNHC/LvpxNSpU3HHuFe2Go899tgXX3yBf9+yZcvQoUOpyv8u2t4Sx2oDzJ49++GHH3bvAOxdNGdRMysCq4HL+bXhwIEDTz75JPHr16+zfWPfsGnTposXLzJCGRkZplg0qXPnzgcPHgy8i47b1JoLiwbmnrSh5lPUu/YTTiG8J0gE/0uFO/++QcLQ5KirNuAWJk6ciEeeNm0acS+3MSgsLEQV7lkYoMloQ0VFxciRI6dMmWIO1L74HDNmDM7dLfC3b9/+6KOPdurUCcVGHlikt2nThnFCyd27igTfsDr27NmDEz9z5oyXjnT0kCFDOKtly5a4e/sXLn5tQDbGjRtHgUWLFmETuHtKZmZmvvbaa8OGDUNsKEMj3TesM2bM4BZMG8KaKhqaZLVBNFfqqg2wdevWVq1aJf6Hug+G+/waPnW1If1AM9zzIoSne/fupiuisZA2iMTcgzakDdKGB8cHH3zw0ksvXbp0iU3G5MmT3TsJ0VhIG0RipA0JkDbUGyjB66+/3qJFi4yMjCFDhtznjk/cP9IGkRhpQwKkDSJtkTaIxEgbEiBtEGmLtEEkRtqQAGmDSFukDSIx0oYESBtE2iJtEImRNiRA2iDSFmmDSEzAQvLyzzXuv2h7YHCb3KyXCEHaINKWHTt26H8oEWFgG1iIl4hQePZCRUWll0hruE1u1kuEIG0QacvRo0eLiprRUwJRJ7ANLMRLRCi7/F1xSZmXSGu4TW7WS4QgbRBpC/bMwhAXoN2D8IM9YBXYBhbiZUVhNV2r02zqcIO1bhpA2iDSmRqTPnoUL/ClEFGwB6wC2/CsxMfNm1X4TZbVFRWVafbugdvhprg1bpDb9HLDkTYIIcRd2Mo6L//cyVNFaRO4nTrtiqQNQgghgkgbhBBCBJE2CCGECCJtEEIIEUTaIIQQIoi0QQghRBBpgxCiqZKWH5s2UNA3rELcocak9W/fmizN8x+pNRD6t29CeGDPOBf9nxlNl2b+n1s0ELbZ8hLhSBtE2sKSE8/iJUSThUFkKL1EBLwb618vIeoOvVerskobRNrCelM7hjSAQWQovUQElr0VzeM/024g6L1atw7SBpG2fKm/7ZMuBIYyr9n8EZ4Ggt6jD71ECNIGkbZIG9KGwFCebE5/vLOBqLUPpQ0ibZE2pA3ShnpH2iCaL9KGtEHaUO9IG0TzRdqQNkgb6p3014aXI3gJIXxIG9IGaUO9k7rasHHjxoeiZGRk9O/ff8+ePd6xuiBtEGHUog1nV/7kdwN/EAnP7PPyEpO/foKV/8H8lflenngQJKkNly5d6tGjx/r16y15+fLlPn36LFiwwJLXrl17+umnXbKZk9La0KFDh+LiYuKM6Jw5c5544okTJ07Y0eSRNogwEmrD2bnzJ8w9G4nue/8Hv4vGw1m/VJLQaCSpDVVVVaNHj549e7YlDx061KpVqxEjRty4cYPkmTNn8Dm1rBiaDU1DG8AEf/Xq1cTLy8unTp2aGWHWrFkVFRVkMuoLFy5s06YNm4yePXvm5OREzoujDdSZnZ09d+7ctm3bUviZZ54pKSmxQ4WFhSNHjiSzZcuW7777LnViNJiOW0pMnz4d2yKfOI1h0cHSg/i2bds6d+7MFqdbt24HDhwgB7Pr1avXzJkzaST3UnOySDGS9gJfP3PX1qEmafuDn6yPKgabDAlD45GkNsCiRYvYHLBFIL506dKuXbsyT1EFklTSqVOnc+dq+a6/mdBktMF2f4wlfnnixImTJ0++evVqQUFBv379zHEvX74cv5yXl1ddXf3HP/5xwIABSAj5cbWBmsePH3/hwgVqGDRo0Lhx46gW+aG2GTNmUDP1YDRsVm7dukX9pgfWho4dO5r1oBNAZP/+/ZjUnj17KisrlyxZgoYVFRXZkmTs2LGnTp2yVYlINe5JG9hPOEm4k1/zNGnpSg4FNUM8EJLXBuYpU5spzIxmXjNhhwwZsmHDBg4x090eounCqjeWFStWeIeTpmloAzuDd955x54p4XO7d+9uOg8s3m0VcCWCZVIGD3748GHicbWBlYKt7mHr1q1ciAqxD9w6guHyzYYwJsqTT7VIzq9+9SsMEf0wk0I80Cq3S0U/+vbtu2XLlkA7RQqSpDbc9bDo7v1BRBK+JlJTxj13iryoSPIVhagXktcGZjTzmvJEWAvm5uYyecGkwk3kJkphYaG9o42FQ16h5EhpbfDuKQLue9euXbH5MHjwYDw1+vGnP/2pTZs2lsmaHe9M+bjakJ2dbUcBE8H1k3T7A8vHaLp06UI++wncPQrBroWNAsUwIJw+ewh+uTQNsIs6aCQnchW37xEpSDLaEHm9/L737hJq3j14mwMvRLXBv1cIJEVDk7w22FPiRYsWccqwYcOYvxYpKCjo3bt3MiaR4rBF8NyQj507d3qHk6Zp7BvY9+FnS0tLLZ/VPf46U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+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
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+          "isParagraph": false,
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+          "codeOutputView": "col",
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+    {
+      "id": "f85d7100",
+      "cell_type": "markdown",
+      "source": [
+        "##\r\n\r\nПорты fd+ и fd- блока синхронной машины представляют собой клеммы для обмотки возбуждения. Напряжение между этими портах соответствует напряжению возбуждения. Чтобы подготовить эту модель к замыканию контура,  для подачи напряжения вам понадобится блок **Цепь возбуждения синхронной машины**, находящийся в  библиотеке **Физическое моделирование -> Электричество -> Электрические машины -> Синхронные**.\r\n\r\n![3 блок Цепь возбуждения синхронной машины.png](attachment:3 блок Цепь возбуждения синхронной машины.png)"
+      ],
+      "attachments": {
+        "3 блок Цепь возбуждения синхронной машины.png": {
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+        }
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+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "917553e1",
+      "cell_type": "markdown",
+      "source": [
+        "### ✏️Задание 6"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
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+        }
+      }
+    },
+    {
+      "id": "2e138dd7",
+      "cell_type": "markdown",
+      "source": [
+        "Продолжите построение модели:\r\n\r\n1. Добавьте в модель блок **Цепь возбуждения синхронной машины**. Подключите порты fd+ и fd- этого блока к портам fd+ и fd- блока **Синхронная машина с явнополюсным ротором**.\r\n   \r\n2. В окне настроек блока \r\nзадайте следующие значения параметров: \r\n* **Единицы измерения портов** – `Per unit`, \r\n* **Номинальная полная мощность** – `5e6` А*V, \r\n* **Номинальная электрическая частота** – `60` Гц,\r\n* **Ток в цепи возбуждения** – `1000` А.\r\n* **Способ параметризации** – `Standatd parameters`.\r\n  \r\n3. Задайте напряжение возбуждения. Для этого добавьте в модель блок **Константа** и подключите его к порту Efd_pu блока **Цепь возбуждения синхронной машины**. В окне настроек задайте значение константы равным `3.52`. \r\n\r\n4. Добавьте в модель блок **Заглушка** и подключите его к порту Ifd_pu (ток возбуждения) блока **Цепь возбуждения синхронной машины**.\r\n"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "35e3d008",
+      "cell_type": "markdown",
+      "source": [
+        "#### <span style=\"background-color: #c2ebff\">Решение</span>"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": true,
+          "amountHideCellsInside": 1,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "38bb5f83",
+      "cell_type": "markdown",
+      "source": [
+        "![3 модель 2 задание 6.png](attachment:3 модель 2 задание 6.png)\r\n\r\n![3 окно настроек блока Цепь возбуждения синхронной машины.png](attachment:3 окно настроек блока Цепь возбуждения синхронной машины.png)"
+      ],
+      "attachments": {
+        "3 модель 2 задание 6.png": {
+          "image/png": 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"
+        },
+        "3 окно настроек блока Цепь возбуждения синхронной машины.png": {
+          "image/png": 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5bjxhVBr/B3HNzpiBdPIclPh1vckQ8c1hQEhdZT5796mkOC0V+RYXa5b98+kvBaQz8YQZqFhYUMxTds2EB86IMRYCT43HPPcfsKxceUYMyRIPGbN2+eNGkSXQEj79mzZ+7cuRbfhKROgtycuT1wXi3G76bxujuTHZuR7d69m2uDO9bx48c5AsxkST169CglMDSm93OUMKz/wQinlZ7z/vvvM8r45ptvLN5qoTFjx441gbrIP//5z4ws6AnArCqZSRl7ZFN7/1LkyqR2ug1hfx+bllScJvd+QrB+8ya9i05Lx/Z3HAiwSmS8ePMR9ypuQsyoXnnlFTtQoWy22uKOfCCwhhDzgxEICvUwA0JzSBA4x/G+LE2SfUXmf//v/71mzRrOJZHx5EVbGQnaZ/yU4z6sIHPduDzCk08+ec+v2iR+T5AMriIycG0zPo2U0ZSkToJ07hMnTgTryUmQURsXUugrMqtWrbLLiY5CNuTI0aD3Y0NiiLfSuK44HcQfOXKkrlyvFgYmVMFp8iNdXRx5TgR3tWPHjlmGyAn5CbtK2SO0a1N7dynST6g35mi3aWny08SpZ9DHXSdYj2BvJjBDKisrcycFnMX8k+XHE2ZAwPG0U7Zs2TL30Qf42aDFHflAYEkT74MRCAr1iAiwjhNfnW4OCYpoUiTB+yR02SSGi4erIlhpamgDg9NUXF0NIjNPU0rJnCMfCCxp4n0wYgTlejgJMgaSBNOAJJgYSTBdtFwJQswPRoyg3LuRBNOJJNgiyEEJZgiNk2BigqI9JMF0oqurRaDTlC6aR4IgCaYNXV0tAp2mdJEKCUJQuseXp85IgulBV1eLQKcpXTSnBLkeJcE0oKurRaDTlC5SJEEIKqhHEkwburpaBDpN6SJ1EoSgjgiSYNrQ1dUi0GlKFymVIATVSIJpRFdXi0CnKV2kU4Iz/laopRkWXV0tAp2mdJFqCYJVJAmmbdHV1SLQaUoXzSBBoCJJMG2Lrq4WgU5TumgeCQIVhSWoRYsWLTm1oL67JPijEELkDJKgECKnkQSFEDmNJCiEyGkkQSFETiMJCiFyGklQCJHTSIJCiJxGEhRC5DSSoBAip5EEhRA5jSQohMhpJEEhRE4jCQohchpJUAiR00iCQoicRhIUQuQ0kqAQIqeRBIUQOY0k2BiejxCsxOL48eM9evTgNVi/b2pqavbt23ft2rVgXTQdy5cvf/zxx69fvx6stxzoYIMHD758+XKw3iga3bXueRU0LdTFmQpWmpT7lSCnoUOHDq2iSN3R2bx588MPP3zq1KlgPR1Ezn7dDtL/kF2wzxE4GhwTaIQEuQ65GmOe6atXr/br12/9+vXBehShlrRr127evHmc0CA5ZXAJrVixolOnTlTK65IlS6qrq4O05GjcsWoEH330kR0ch7mvcRJMcLKaDQ7a/Uvwnl0rHu4q8Ln//hAP6spQCVZUVPzzn//8+9//Tvt+8YtfjBw5kjAcOXIkyNGk3Lx5c/z48R07duTgBlHpwJ1+Uw9Xl8U7mlyC98RvSW1tbVFREediypQpdErLkCLo8X369Dl27Binxir9zW9+06BKm1OCVBStjByXYKNxV4HP/feHeFBXhkrQwflgEOQfFFrs+tzOnTvbtGljqcTbfdhh8R9//DFn9MSJE3Ubx4EB4JAhQ1atWjVixIjKysog9scfOdyPPvpo69at27dvz2mwg043nT9/PmMi4keNGlVWVkZkqN9QtdXOJosWLXKZS0pKLMP+/fsHDhxIJLe1NWvW3Llzh0i3la8eH//Crqqqmj17dtsICxcutBsj5WzZsiUvL4/dz8/PpxY7gHZA7JrkQP0qQs+ePTksrqLobYmMbsnBgweJOXPmDPkLCgromuTnddeuXaQS37dvX2shU6EBAwZs2rSJMMdh8uTJHArCMVvut6q4uHjMmDFLly4l3uBE9+7dm9euXbsePnzYIilt3LhxbE6Bzz33nBU4bdo07qB+ZyBM5gSVsomdYk4EvYUjwCqXmZ1ZYDe7detGUbzu2LHDTpYjGQnGrJ1jQqeiXqqjm9HZok8W/eHFF1/8n//zf9oq/WfChAnW2tdff906JFsNGjTotddes6LYndOnT9N+wuwLja9rTdIdhkgrkKNhh4IC2ZZ4azA9lkh6b2FhYV25kX778ssvT5061a/R7znRe+oiY5YGFjZu3LjRoP4Qsz1w5coV7t9EcgSY0NipiZmZxnM5c5Ros/WfRtAcEmQf6BmcPEslngO6bt06Boy8ErZ4BuT//u//bmc3HgwAZ8yYgf7oOhxZi+Qa4Brm0HO2Tp48yXXOlJn4BQsWjB49mtE+h3vWrFkcPjLQzpgSpHb61tmzZ2ntzJkz7SSxyqVOaYytDh06xO7YiXRb+R3Ih1qI55UaaTAFUuyFCxeGDx9up2r79u1dunTBU2SgatpMqh0ody4J0AneffddaiktLXUVxdw2uiVOggcOHCD/tm3byM++cMCJsbpMfORkFE87udIQIreZPXv2xGu53yryzJkzhySaF6kzwN8RC3PfIuzOCBBgW2p0x4oMCSql2YiPy+zPf/4zDeBiI8OlS5coZ+7cueRxJ8t2k6su9J7JPSUYr3YUYH2DLvHHP/6RGzCu8fcR6A+0EE9xAL/99lu2tauXrZhsLl682PaUSQxhOjBjpc6dO9NILmZ26s0338QvbBuvDTFPOgVy0eE+NmRn0c3atWvJ7Doz/XbZsmXWYNdIq5FLiauGDf2eE3NPE5QGBBzsY4P6Q8z2kGHs2LF2BCiHK92mfTEzW+NpEqME8tdV1nCaQ4IbN25kGIi/LdXFE7Z9CB3KeHDonfs4iCY1wlzJQ4cOdQNDugunza5nd1w4x3SR8vJy2hlTgrRq0qRJViBW5VjTDxjSc7ly7om0k7dy5Up/K2t/ZEAQYPHUQjyv0L9///PnzxMJNJWr97vvvnOjLaAi+hY3WKvC+goQIJs1ySpiL1iNua3LYPHsO/dSSuOcclGZboi3bkoMAQrh3kAkFT355JOMf9mKBiNBjkDMltP//FYBN+2nnnqK80tdnGh3wDlBxLDKxYkFzEccHG7a1hLsvG/fPsqhIjtWRCaolEvdNqRt3bt3x+mWhySriG2p6Ny5c0RyWDiDboRocHCCk1SPHS6/hOjaKYTeRdgiOURcgQz0QieLXXMnhR7IJUpns1V6LA2zQ8rAzVrFvrBHbqdIakSHCWWmDXZCyQ8WSR6bSRD2G+niXc/hCoq5pwlKA4t3NLQ/RLcH0aN4t1PcLd5++22uxJiZaTxHgE0svnGkXII0lFvc73//e8KWavG0nrCdgOhDGRM6ExK0uxAHkWuVmyFhCnSdyYfd4W7MDNd6vFVKO2NK8KuvvuLQAweaWYCVxuvevXttOmyFWKd3W1n7nXoc1EI8r9EXHl2BjsKru4wdoeuKgNUCriLLE72tZQjqaNWKBtuk3vK7ng0MFoghnuEet1A2xP4UiAfpTOQ0x8VsOVv5rTI4Shwx7MYk5cEHH8Q+RLq+TnU2rCZy9+7d3Mw5cYw43GDBHSvCyVQaOuYkWR7gvshQC8Uz5XeadrAJG7J5sF6PKyFm7VgVc3EpBrnrIT+pbGurNM+FCfj3CffOA8Tse0CSHYSYbYjXYeIVyNFGHBxqK4ELk5yWwTXS1eiOJ4GYe5qgNKsuRPL9IWZ7aMljjz3G4bV4R8zMtJkjYO1pNCmX4GuvvcZdkbsWYUu1eDtzdgJiHsoQHFk6t50Ghw2qKTBagnRB7orMlZgxseouANoZryOyCcqbPXs2FxKnkFUycyL/+te/EvY7vdvK2k/hkQJ+gg2J55UkG7cHCRGsqFRIMLollt+XIINZYohnSPLII4/8/e9/Z/ZBC7E/NXLQbEoVs+XgtyoEQ+Y33njDtqKX09c5QejATpNBvZT87LPPto+8tUeMO1aEk6k0tKck2e4Qtsvv//7f/8vNjEmZO8sGm7BhKBJcCTFrJ/99SpBxAMMWdhCSkWDyHSZegTQA45w+fZoD4kq2DK6RLp7N7XjG29MEpVl18bhnf4jZHlqSVRJkVPzv//7v9HU70JZKPGE7c358Yhj0cYb8veXCtlsKAX86zJjuyJEj1m84oBZJB7JKKYFy3ESJqoH+ytSMO7ZFMuTk1k1mNncXGK+cGzsNthUBa7+rxUEtxPN6+PBhNOreEqZb0JOojq7gxvasfvrppzTJ2uzONAGrBVxF8baN1xKqizcdtqIYMP76179mlWEgh5EuZZOLmC0n4LeKOQuVujdngUuIGJsuIdP8/HyuAe7/rHKm/CkqV4IdW3esiEym0tCekmTluPk1kUxFqTp0NFhlQzYP1utxJcSsPTRJJNsnn3xSUVEROlk0z4UTTIfvKcGYbYh30uMVyKtrDGeke/fudnj9eFejO57x9jRBaWDxRoP6A/glu/aEpsMXL1600xozM43PdAkyWBs2bBj3ATvQlko8YTtzfnziT4c5gtZTg/XIEUdVdBd6A0c29MHIzZs3meVNmTKFkeAXX3zB0bdKydy7d+8///nPN27coEYG+dROP2PizFybORqF/OlPf6IlNJujT4/csWPHt99+u2TJEuaYdhrYxNps7Y9WjztJXPkTJkywkmn84sWLX3rpJaqI+T43zWBIy1CUnPR+6rJawK8o5rbxWgIHDhwgCQGRf+vWrewRMZZk58j6PfvLYQQbhsRrud8qVn/zm98wvWVPb926VVxcPHHiRMaVdpqw0sMPP+zOmhXIDtLNiJk+fToniNNkZ4SWc0aSqTS0pyRZFcy1OSxctxy6zz77jN20i4cdp2HkZBM2ZHPb0OFKiFd7zI8LQieL5lGOFcgBZBzK5iQxm6YvESY/Rymms6BxHSZegQsWLKABVA1jxoxJcjpMZMw9TVCaVUc76VfsNW1Lvj9AzPaQGu+DkZiN5wgQsPjGkfKRoI3h7UBbKvGE7cz58ZzaeJ8Oc0oY9NmxcHDEuT3aG+1MguwrMnT9devW0SnJwNXFESSS88q27vbCVfHggw/au2YM7qx2jrj7Pg3iRqZEUjLDWCZubdu2/d3vfse5sbsxm9hW1v7I1Pwn6E/uJJGHeylXCyVQMlK+cuWKlWzfeLDq3NcOuJJpm32Gw4GyWsAqsp4ac1s/Qwjy43H77ggHgd0nxpK4qNjKhsBEMkK0QaKlxmy53yrg1Pznf/6nFc7Rmzp1qmWzJM6a67hAEhNhK5BLnRNEJOeRo0qMval/z0pDe0qSXVd2WKwlHJz333+fGK5Mrsl3332XnGxSd3o8KIfSXAnkiVk7LcQO9sURml1S//Up/2TRPH9PyUPvIj9b0fc4FETSH+4pQcLJd5h4BWIuSiAn+ZmQ9urVixNtGVwjXY3+8Yy5pwlKs+qQJofdBoAN6g8x20OYTdhxavSPXszMND6DJChECBxng4JgXeQ2GdsfJEHR9DASv3r16ptvvvnkk0/abVzkMhneHyRB0fQwPWSSyNTbTfNFLpPh/UESFELkNJKgECKnkQSFEDmNJCiEyGkkQSFETiMJCiFyGknwvrh+/fqnn35qPzaIyXLv1wg+H3m/So5HTVP8r0iTFCJEFiMJJgW2wln2WysHIvvyyy+7deuGZYJ8USQjwdra2s2bN7tfGs2fP9/irzb2zx98/ELcj40sSQgBkmBSmAT9nz0mSTISXLFixUMPPbRjx44bN24URf6W4cUXX2QEZzmbEElQiGhakgRL4v9vQ/TfLNyJ9ccagJXsV9/g/3S8sLDQHp7aqVOnVatW2SMYHPEk6GuFGt9//31rBiKzH5/7EvQf6DB37lyLv3DhAiVs3LixrrgIBw8e7Ny5M2X6zaPN/l9YuF+Yt737TxhcC13DXCEkRcavdUTviBA5S4uRoD2eKOb/NnSI9TcLMf9Yg3iu/2gJ2rNGli5deuvWLXOQ/0w0oNJ7SnDLli1olLaR+dVXXzVbsYkFqusfJEVdxcXF2NDi9+zZQwnu6WlATvSNMUMSZBeogs05TQ161pArxG+tEMJoMRJM8KDK6L9ZQI4z4jxJNKYECVDI3r17ibRPEtwDVg10g7OCcVQEK8RpxTK4B1LSHlp74sQJJ0HyIGj3OEnsbPHUTgk0wOJ9QhJ0z9RE04xt3S4f8/6EQRIUoqG0GAlyeU9O+n8bQkoC90zWmBKkWBTTrl27p59++m9/+xvZLIPDCnSKcVC775pAkBHs2ZNOgtTinlcKrDZUgq52Yhr0/HFXiIu0PEIIaKkSTPy/DeYsX4LujzUohwwW6QsCmFriSubFlPzVV19ZpGEFOsU4qN25Bikztw0S6mGTxBKMng7bc4cY2UmCQjQDLUaCDfrfhsTT4Wn1/8rkBEE5BZH/2CSS13F3P/8W7inBqqqq4cOHu2dfU759tMImJjvyxJwO2wcjmyN/lGzE+2DE1R6aDvt/wuD+99o1TBIUIjEtRoKMoRr0vw3x/lgDmaKYY8eOVVZWUkLr1q0RxOnTp8m8fv16zGUTbftiXWFh4d69e6nlnhIkvGbNmoceeuiTTz6hRuodPXo0rXIS9D8YOXv27NChQy2ewt966y3GnmzI6M//ikw8CbJVzA9GyMChKC4u5lZBRTYf9wvB9YiY8I0bNyIlCSFajgShQf/bgFxi/rEGclm4cCGFtGvXbvr06cjRBLF//377ioz//ZsFCxYwKkQZyUgQga5atcr+njU/P9/+LMVJkDAOiv6KjG24bt06ayqb0zyLjydBiPknDIxGn332WSIphF2zfwXzC2Gn/H/zEEJAS5KgEEI0OZKgECKnkQSFEDmNJCiEyGkkQSFETiMJCiFyGklQCJHTSIJCiJxGEhRC5DSSoBAip5EEhRA5jSQohMhpJEEhRE4jCQohchpJUAiR00iCQoicRhIUQuQ0kqAQIqeRBIUQOY0kKITIaSRBIUROE0OCWrRo0ZJTC+rTSFAIkf388MMPd378kYVAEKXpsBAiF7hz586t2zUl31w5efo8CwFW7b/IJUEhRPaD8nDfl6eK3cIqkSRJgkKILIfJL0M/34C2EEmSJCiEyHKY9IaGgbYQGUmSBIUQ2U5If24hSRIUQmQ/Ife5hSRJUAiR/YTc5xaSJEEhRPYTcp9bSJIEhRDZT8h9biFJEhRCZD8h97mFJElQCJH9hNznFpIkQSFE9hNyn1tIkgSFENlPyH1uIUkSFEJkPyH3uYUkSVAIkf2E3OcWkiRBIUT2E3KfW0iSBIUQ2U/IfW4hSRIUQmQ/Ife5hSRJUAiR/YTc5xaSJEEhRPYTcp9bSJIEhRDZT8h9biFJEhRCZD8h97mFJElQCJH9hNznFpLSL0EqnTdvXrt27Vq1atWtW7fNmzfX1tYGaUII0RSE3OcWktIswaqqqjFjxrRt2/aFF15Yu3btyJEjW7du/dZbb9n/gQohRJMQcp9bSEqzBBn3/exnP1uzZo2tVldXT5gwoXv37hcuXLDVJUuWtG/fHjM++uijRUVFRC5fvrxHjx6XL18mzCvh559/njDe3LJlC2NJG1ESNpOSnxijU6dOK1asqKmp+7PReOUQ36FDh+PHjxN2+BmAlpivaZsrUAiRsYTc5xaSmliCOCuaDRs2BMlRoJUuXbqcP38+WP/xx02bNmGrjz76CIUtXryYQeKrr7763nvv4aDhw4czcownr927d5N5/PjxlMArYWKIJ/8vfvELXv/+97//+te/xrmY1+JjlnNPCV69enXgwIFDhgyhItpG4U7iQojMJOQ+t5DUlBIsKSmxAVc0JAWZPK5fv/744487Exnoj/yY6Nq1awMGDJg8ebKNszCOuSmmvMhDzvz8/PLycuJ5JWzb+lLDtjiXGMIxy7H4xBKkJYjv4MGDhG0XmNHfuHEjklEIkYmE3OcWkpp4JMigz6zns2/fviD5bhJLEA0hIxOWDzFWrAM3hYxpThw6dGhlZaWTGkNLxoCMEN1IMNi+HifBYL1Vq3bt2s2fP592+hKcO3dukFwPe0EekuLB5kKI1BFcafEJuc8tJDWxBIH5b+CGCKwGCVFgpWnTpsWbDieQYKdOndatW8f0llfC8SRIDPEh2U2YMIHdjFeOxbvp88svv9ymTRt2gaPsJDhr1qyOHTtidjv6QC32/qMQIjMJuc8tJDW9BMF5cOTIkUFUHBJ8MBLy2rFjx+bNm8e0Gj25wSOv5iazXrzpcPv27T/55BMyf/755+SfNGnSzZs3Y5ZDmHg3HXbxfoa1a9e2bt3ahpPAGJBmW1gIkZmE3OcWklIiQVSF/u5pQHBfkfn973/PGHDs2LE40b4iA+6DkQ8++KB3797Dhg2zkV1MeW3fvj30wQgxxJPfjeywbdeuXe0tvAQSdPmpmnJCI8GysjIM++CDD65cufK9997r06cPU2Z9t1GITCbkPreQlBIJQsxPQmJCpfG+LO1/RWbUqFFWZjx5Ic17fkWGcgYOHFhYWJigHD9/zPcEwX1FBkXOnDnzypUrFi+EyExC7nMLSamSoBBCZA4h97mFJElQCJH9hNznFpIkQSFE9hNyn1tIkgSFENlPyH1uIUkSFEJkPyH3uYUkSVAIkf2E3OcWkiRBIUT2E3KfW0iSBIUQ2U/IfW4hSRIUQmQ/Ife5hSRJUAiR/YTc5xaSJEEhRPYTcp9bSJIEhRDZT8h9biFJEhRCZD8h97mFJElQCJH9hNznFpIkQSFE9hNyn1tIkgSFENlPyH1uIUkSFM1EReX3JRfLz54r+7qoVIuW+1noRfQlelTQt5Ig5D63kCQJipRz+3YNXfbylYrq6lv2uG8h7gd6EX2JHkW/oncFsQkJuc8tJEmCIuU09KYtRJLY9CJYSUjIfW4hSRIUqYVuyh07WBGiqaF3JXOLDbnPLSRJgiK1cKNm5hKsCNHU0LuSGQyG3OcWkiRBkVrOnivT+4AiddC76GPBSnxC7nMLSZKgSC1fF5UGISFSQzJ9LOQ+t5AkCYrUIgmKVCMJioxGEhSpRhIUGY0kKFJNS5XgRx991OpuHn/88evXrwfJIlvIQAnSzT799FN1tqyhBUuwR48ely9fDtZFlpKgg6Ih7nzBPbBVq7Zt2z777LOlpSmX5pdfftmtW7d9+/YRfj6CxYsWShZK8Pjx4x06dAiujFatli9fTiQ5yc9WhO/cubN48WLb3I8HV6wf7+dn1e/3fjZeo0ejNIYMvAbrEfzImpqaKVOm2IaEV6xY0alTJ5rNZbZlyxaqtioGDBhw7do12xxWrVpFHte8999/Py8vr3Xr1iNHjiwpKSGSwgcNGvTaa6+1b9+e+FmzZrmG7dq1q0+fPmyen59/7NgxYvy9AAKsEunHhw5CWVnZqFGjKLnuELdq5eKbnHtK0M4vzbt06dK0adOGDRvmH6hU43cG0ULJQgkWFBR07979xIkTpD7zzDPREjx9+jTKsM39eIh5/fv5WfX7vZ+N10ZIcPfu3QxhbMPt27f37NmTeGy4ceNG8pw/f96qaNOmzc6dO23zqqqq4cOHox6rF1cOHDjw7NmzlPDqq69aURTSsWNHtFVZWVlYWNi7d+8lS5aQ+ciRI4QPHjx469atNWvW4FaGTv5eAAFWifTj/YNw8+bNSZMmTZ8+3XbW5Y9s3cQkKUGDw0VL9uzZQxhNT5gwAU1zG+CeUVtbSwsHDx68cOFCYvytgBPqYtzZsfxsy93CbjCU6TJ88sknvKb6HiCagRYsQet/juhrmLDr3KwSSZKNvBCB5XHxkU1jXP+h/OSJOLBpJMiYBZ316tUrtCHjGpTXr1+/CxcuWBW//OUvp06dSmNIJQnBoUVqNBFs2rTJNsQCeI0bAIUzErSLFriShw4dWlFRMWPGjEWLFlkkfmTcxD3D3wsgwCqRLj7Jg2arTUvjJMh9gqSlS5fieg5F3759t23bZs0eMWIExyd0mlw/AXd2LD/u4ywwzHzsscfmzp3rZyDsdwaRRrjHR7Nhw4YgOSFZOBIkiQueK5yw69zuumXkNWTIEKRgm7v4yKYxrv9QfvL4/d5lI8xr4ONWrRhrMLHFHf4F43CRjMWeeOIJJq1OgnZhU8LPf/7zf/zjH8RYFStXrqQZp06dokxsOHPmTKvXUq1So0OHDpQMjGKswcC0FyeeO3fOCvdxhdheAAFWiXTxoYPASHD8+PFMsaurq/38tnnTkrwEWWUgjO8Y2zKmxu/WBwDv01pa2L9/f0bBFunj+glw6NgdXkP5yTBmzJgbN264DET6nUGki5KSkqA3R2HvDiUmCyWIL6yzEnadm5zk587AyIuZZug6Dw5YBD8+Or+V6fq9ZSOVMK/OZYcOHercuTNDNv+CcVjk5s2bGesdOHCAFroNDeZuVMrIy40EuarnzJnDzQ0PspXNxaiRVC57mwD6UIUvQa5krmeT4Nq1ay3SYVUE+x+BVSItPuZBKCoqQotB7rS+Jxi0oFUrZqwDBw60dzk5pEFsPZwyWsgxCZ0Lg9SYEvTzu9PkMhAZ6QuSYPqhlwZn2sM+vLon2SZBBkqTJ092Mz7XuclJ/kceeWTixImMX9zmFs+q5Q/FR+cnj9/vLZttzqtzmV2fVO1fMA5WUSRWmjdvHjNfd3WdOXPmyJEjloeSkR1n0VVx+PBhRjdswkiQwY5F2vuDyNG2ojQESoAqfAkyX2Z0fPXqVbYFm1aDBfy9AAKsEmnxMQ8CE3kaY8fWj29ykh8J+hDJWJURa7AegRZKglkMV0Egvwjuorgn2SZBJm55eXmu47rOTU7yP/DAA4y8WA1d56xGsofjo/MT9vu9ZbPNeXUSvOdIkElr165di4vrDqK7uhgbPvTQQ2yLyN577z1/JEjhZBg1atQvfvELivXrZU7NVowNMVpBQcHo0aNJpQr7YIStzp49i0/tOHB8qHr9+vVkLiwsHDFiBENLvzQgwCqRFh/zIFAp8rXPYf34JqdxEuRI0iSOnq1yPLk90MIEEly6dKmF3SkL5ZcEMx/nwZEjRwZRSdCCJWh766BfIgL/yzEOuq9dzzbyss1ZJdLiWXXF+vHR+QnT6YNy67G34fwm3fM9QQyFR2zVXV3kd1+Ryc/P379/P6nWEmvhqlWrUA+jPz+SK5z40FZUgfhov31FZu7cuZRPPLuzY8eObt26kZm7hf8tHCsN3M5afPRBwN0Imhl6KL+tNi2NkyBjXqbG06ZNo09i6ueee45DRAvjSZBCSGK/ysvL2cpOaCh/TAmizrFjx1KFjalFeikpKUF/DTIgtFQJxoR+Sa/1r8YE10lTkeDSSiPRh6KF0jgJAteDfZOxbdu2eJzMCc4U95Vnn32WzNxLpk+f3r17d7IlI8GvvvqqT58+3NJOnDhh2UR6SeaTkBCS4P0iCaaUZDqoEPdDVklQOCRBIZJEEhQZjSQoUo0kKDIaSVCkGklQZDSSoEg1kqDIaCRBkWokQZHRSIIi1UiCIqPRX26KlELv0l9uioxGf74uUor+fF1kOhWV31++UhGsCNHU0LvoY8FKfELucwtJaZPg8qhnJdnPQhjcFhQU2OPjed21a5fL/6tf/WratGmtI48a/vDDD2nt47EerldbW7tu3bq8yNPqhw0bdvLkSSvB/8lwp06d7KfBliRSCjfqZLqpEA2FfpXMMBBC7nMLSemUoP2Qk7D/27gDBw506dJl27ZtGGrz5s3Yyp6AQirhjz/++MaNGziO8OHDh+sKurso2LhxY8+ePT///PNbt24tXbq0e/fu9qyXyONC6p4Xgmc/++yzhx56KPopfiIV3L5dQ0/ljs3MRe8PivuHXkRfokfRr+hdQWxCQu5zC0mZJUH2bcaMGXPmzLFLhVfCxBAglWGgxVdXV48bN849czC6qFWrVlmS5SQDYSdB+OKLL3r06OE0KpoBu2mfPVf2dVGpFi33s9CLGjq9CLnPLSRllgQt4P5wA9auXWvZSHUKA4Z4btUv6nLUE9jnzp1rOXkNJsMRFi5cqOmwEDlCyH1uISnTJbhy5cqYEmQYmKQEZ82a5SToNjl79mx+fj7TbVsVQmQ3Ife5haTMkmDi6bBTGCM4/xH80UXdczoMoVUhRBYTcp9bSMosCRI+cOBAjx49CgoKMN3WrVvz8vL8D0YsnhGc/wh+vyjYuHFjnz59CgsLb9269c477/Ts2TP0wQjYA+uj/7FICJGVhNznFpIyToIM+tzj43EZ1rNRIamjRo2aMmVK69atH3zwQXusfF1BURJ0T6u3r8hgQ4vHgPZuILRr127+/PluEyFEdhNyn1tISpsEGwqmc+M4IYRoECH3uYUkSVAIkf2E3OcWkiRBIUT2E3KfW0hqMRIUQohGE3KfW0iSBIUQ2U/IfW4hSRIUQmQ/Ife5hSRJUAiR/YTc5xaSJEEhRPYTcp9bSJIEhRDZT8h9biFJEhRCZD8h97mFJElQCJH9hNznFpIkQSFE9hNyn1tIkgSFENlPyH1uIUkSFEJkPyH3uYUkSVAIkf2E3OcWkiRBIUT2E3KfW0iSBIUQ2U/IfW4hSRIUQmQ/Ife5hSRJUAiR/YTc5xaSJEEhRPYTcp9bSJIEhRDZT8h9biFJEhRCZD8h97mFJElQCJH9hNznFpIkQSFE9hNyn1tIkgSFENlPyH1uIUkSFEJkPyH3uYUkSVAIkf2E3OcWkiRBIUT2E3KfW0iSBIUQ2U/IfW4hSRIUQmQ/Ife5hSRJUAiR/YTc5xaSJEEhMoKKyu9LLpafPVf2dVGplsQLR4ljxRELjl0ShNznFpLSJsGPPvqoR48ely9fDtZ//JEwMcQH6yJbqOtXJ0/u3bt3Tw7D7nMQOBTBQfG4fbuGS/rylYrq6lt37twJYkV8OEocK44Yx42jF8QmJOQ+t5AkCYrUQqfi+i8tLa2trQ2ichJ2n4PAoeCABFH1NHRQIxw2fA5WEhJyn1tIylAJYvqCgoI+ffq0atWK1127dlme5cuXE7N27VpbhfLy8vz8/Mcff/z69evHjx+nBF6Jr6mpmTJlisWH9OpXXVRUNHLkyNatW7dr127RokVsZXmsIgerRLLJ4MGDrXyf5yNY2K+L0lasWNGpUyfKHzhwYGFhoeVh17p16xYU3aqV29ZBTJBWjxXIhbRu3bq8vDwKHDZsGCMLy2+VBllbtXJ7F2lXjIZxTObPn88uU86oUaPKysoszz0b1ghoJBd/sJLzcCjcWTO4jBnRBCui4XD0krmFhNznFpIyVIIHDhzo0qXLtm3b8MjmzZvxCDHEm5vGjRtXXV0d2ehHUrmSoyW4e/futm3bJpbgtWvXhgwZsnTpUmopLi5GppRmeajIKYBA4yS4fv16yjx79izyWrZs2YgRI6qqqlglw8aNG21k5G/r8CP9AtmqZ8+en3/++a1bt2h29+7dabblcQ3jlTAxhOOVs2DBgtGjR1+9epXDOGvWrKlTp3IEkmlYI2DsYwUK4FBwQIKVCAxkmNkFK6LhcPSSGQyG3OcWktIpQRtuhCCeYeCMGTPmzJlj74/wSpgYAsioV69effv2PXz4MElcwwixY8eOIQlit+HDh5MzsQS58hEBrxbPNY8RLNwkEvwugsWzFf46ceKEq93i/W0dfqQrkB1hd1atWmXxtu/RDeM1sQQ5jBwfSrN4Ynr37s2AOpmGNYI9e/YEIREhdEDOniuzfi4aB0ePYxisxCfkPreQlIkjQbvaN23aFCT8+CPzX9MZ1zwBpnKmSFTIUOuFF16wVK5/SuB1zZo1TzzxxGuvvWbxrmQrza/69OnTNh02BbvLHhu6MAHnGja0nGzCdPvKlSuWwWX268JTb7/9NsNY26RDhw607cyZM0w5t2zZYl3f39bhR7oCCfTv3//gwYMWD3PnzrVsuBXDJilBwpzoefPmMR22htnRSKZhjUASDBE6IF8X6b2C+yWZYxhyn1tIahkSXLlypS/BQ4cOMY09f/48KgRmmr4EmdL269eP6bNldhK0C96wqktLS8n55ptv3rx5k1r8y54A800Xjh5wVVRUMKM0F5MhKLcecw1bUT6eJY+1jVfCiAYhBlnjvCfoIt1hIRCSoDM1xQ4aNMje2iPsSzCoox7KYeTLhjT+0qVL5HEnIpmGNQJJMIQk2ORkoQS5GhNMh/FaZWXl1KlTX3nlFa58BoNOdlz/nTt3xhQMc1xmJ0FKtopc1b4vyD9t2jS77G/cuDFmzBj38QuR0RIEVz4ZbEPw63IbwrFjx7p3727bIuiuXbta2N/W4Ue6AqmI6mJOhwsKCgYOHMgkl7C/UwnKcUdj27ZtdjQI37NhjUASDCEJNjlZKEHCXI2EubYZtmzdujUvL899MGLe2b59e5s2bZ588klc4CK5ehnIcBnbxwUu3i8ZXNX2UcDq1aux6rp165gectlT46effkoh9rYjEGmuYZN4I0GI5L1rLxYsWDB8+PBzEbCqTYdp8IQJExYvXsyG5PG3dfiRfoEbN27s06dPYWHhrVu33nnnHabA7Cnumz59un24QZ57SpBh76RJk5jLMxL84osv8vPz7Wgk07BGIAmGkASbnOyUINfhjh077OsaXPbY0K5M57Xy8vIBAwbYh7m+BDt27LhmzZq64pKQIGFKtm+cIAWu+cmTJx89evTBBx9cuHCh/4GJkyAb2lQxmfcEq6qqGF2SkyreeOONXr16MZlFZLTcfSvF39bhR/oF1tbWMhK079wMGzbMvnNDTjNjJHtS7wlSu70TigGXLFnC5ufPn0+mYY1AEgwhCTY5LVWCIkdILMFz26b/2x8ec8sTweA7ET9tsvTDc0FcS6IREuRm//DDD586dSpYr4e7lN3V7L0R9w6SceHChe7du2/YsCFYz14kQZHR3FOC/7HtYrCSBNvWtlT3ORoqwZs3b44fP54pDmP2ICrytjW+MwkyP2DWsmnTpp49e7qBPKBOxv6oMFjPXiRBkdE0VoKfPVE/PPwpw8UP/6OFGxAaKkEGgEOGDFm1atWIESMqKyuJqaqqGj58eJ8+fXDcsGHDOnXqhB+RHavbt2+3rdDi1KlT7eNEi8liJEGR0TRKgheXLHXuq7OhTZPrJsJrPyQpLMcWRUMliOBwGfobOXLkzp07LRLHEX7wwQcZJKI/TAdkc9Y7f/48TnT5MxN2LZpGzN8lQZHR3FOCZrS6Ze1nQezdI76I++qS6ubCf5i+xNRHnuTeQ8w0GiRBBn3OfQwG3XcAeJ09e/bLL7/8y1/+cuvWrZG8P5Ktd+/eNv9ldjxgwAD71lRmUlJSYp8xRkNSkCk5JEGR0SSWoEfd6C/w4OE3fjKj50ck6I/+QqsthQZJEK8hQVRI2ObF5rji4mIkSDylzZ079/bt20SivIEDB27evNneRmRUVVdEBsOgL9Cex759+4LkpJEERUaTtAR/GvHVSTDWe38/ZYiQ9RK0GW7ghnrct+VjsmjRIkaLJ0+e7Nmzp/uiayaDqYMdi9A4cUuCIqNJVoJ3TW/r3geMIbi6PP50uD7cokheggz6Bg0aZF/ON5jkjvMeoRSN/Zr+D3/4Q+JsGYXzIGPeIKqBSIIio0kowcgUOJjzhoz206fDLD+99/fTTLlFGhCSl6B7bkiwHvm4wz1CKSZkZhOEknjAmFGUlJSgv0YbECRBkdEkOxLMGZKUoH3/OTQ9rKmpmTx58sKFC+0j4Jigvy5duqDLYL0l0NBPQkJIgiKjkQRDJD8SFEkiCYqMRhIMIQk2OS1VgssT/lsIqxUVFbNnz24bwb4NQORx7wH6/pMC/LB7bgJhe4vEHn/ADKIg1v+WEL9ly5a8vDziacD+/fvdGys+H0VwJYskkQRDSIJNTsuW4Lg4/xZSE/mbpKeffvpqhNGjR7NK5P1I8ECc/y3Zvn078QcPHiR+/fr1+NG+igV+USAJNgJJMIQk2OS0YAkm/reQ3r17u8dmEGCVSGicBO0rV9EPar19+/bkyZMXLVpEJNCMZcuWucdSSYL3jyQYQhJsclqwBBFKvH8LQTdDhw61n4vDtWvXBgwYQGSjJWiB6P8tuXLlCq8MD4PYu4mWoE2NoX379itWrGDwaEkiHpJgCEmwyWnZEoz3byEhCZaXlzMSTF6CgajqiSlB+9+ShkrQrdLyzp07Z/gP1DMBSTCEJNjktGwJorl4/xaSlukwI7tPP/3UPZQtgQRdyZYk4iEJhggdEP3l5n3C0Wupf7np/BLz30KQ0ZQpU6ZNm8ZE+OrVqxMmTGiSD0bYNvp/Sxr3wYhGgkmiP1/30Z+vNzkt+M/XnV9i/lsI4YqKCiToviLDKpHIzv9PyBDdu3dnEBdPgtwxYv5vCa/2FRn/jzuMaAlaRaD3BJPk5MmTpaWa8QVwKDggwUqEisrvL1+p69uicXD0OIbBSnxC7nMLSWmTYJPjDwZF5kCnYuzDxZ/j40F2n4PAoeCABFH1MJBJ5jIW0XDckhkGQsh9biFJEhQpp65fnTzJ9b8nh2H3OQgciuCgeNy+XcOVzIiGmZ3eH0wGjhLHiiPGcePoBbEJCbnPLSRljwSFaNHYoObsubKvi0q1JF44Sg0dPofc5xaSJEEhRPYTcp9bSJIEhRDZT8h9biFJEhRCZD8h97mFJElQCJH9hNznFpIkQSFE9hNyn1tIkgSFENlPyH1uIUkSFEJkPyH3uYUkSVAIkf2E3OcWkiRBIUT2E3KfW0iSBIUQ2U/IfW4hSRIUQmQ/Ife5hSRJUAiR/YTc5xaSJEEhRPYTcp9bSJIEhRDZT8h9biFJEhRCZD8h97mFJElQCJH9hNznFpIkQSFE9hNyn1tIkgSFENlPyH1uIUkSFEJkPyH3uYUkSVAIkf2E3OcWkiRBIUT2E3KfW0iSBIUQ2U/IfW4hSRIUQmQ/Ife5hSRJUAiR/YTc5xaS0ibBjz76qEePHpcvXw7Wf/yRMDHEB+tCCNFEhNznFpIkQSFE9hNyn1tIylAJ3rlzp6CgoE+fPq1ateJ1165dlmf58uXErF271lahvLw8Pz//8ccfv379+vHjxymBV+JramqmTJli8SG9+lUXFRWNHDmydevW7dq1W7RoEVtZHqvIwSqRbDJ48GAr3+f5CBb266K0FStWdOrUifIHDhxYWFhoedi1bt26BUW3auW2FUKkiJD73EJShkrwwIEDXbp02bZtGx7ZvHkzHiGGeHPTuHHjqqurIxv9SCqKiZbg7t2727Ztm1iC165dGzJkyNKlS6mluLgYmVKa5aEi5yYCjZPg+vXrKfPs2bO1tbXLli0bMWJEVVUVq2TYuHEjkeTxtxVCpIiQ+9xCUjolaOOgEMQzDJwxY8acOXMIkJNXwsQQQEa9evXq27fv4cOHSUKFCLFjx44hCWK34cOHkzOxBHHf1atX3egPGc2aNcvCTSLB7yJYPFv17NnzxIkTrnaL97cVQqSIkPvcQlImjgTRFvLatGlTkPDjj8x/TWfIiMD8+fNNkaiQodYLL7wQkuCaNWueeOKJ1157LbEECZ8+fdqmw6Zg5yNs6MIEnATZ0HKyCdPtK1euWAaX2a8LR7/99tsMY22TDh060LYzZ84wF96yZYsp3t9WCJEiQu5zC0ktQ4IrV670JXjo0CGmsefPn0eFwEzTlyBT2n79+jF9tsxOgmYiw6ouLS0l55tvvnnz5k1q8X1EgGmyC0ePBCsqKkaPHm0uJkNQbj0mQbaifDxLHidowhgQIQZZ9Z6gEKkn5D63kJSJEkQTCabDeK2ysnLq1KmvvPLKoEGDGAw62aGYzp079+/ff968eS6zk6CJCVzV5Edq1gbyT5s2zXx048aNMWPGuI9fYkoQXPlksA3Br8ttCMeOHevevbtti6C7du1qYX9bIUSKCLnPLSRlogQJownCBQUFNTU1W7duzcvLcx+MmHe2b9/epk2bJ598kimni0QrjLDwS3Fx3b65eL9kcFXbZxSrV6/GquvWrWvXrh0+osZPP/2UQuxtRyDSXMYm8UaCEMl7114sWLBg+PDh5yJgVZsO0+AJEyYsXryYDcnjbyuESBEh97mFpAyVIILYsWOHfY+kT58+2NCU4bxWXl4+YMAA+zDXl2DHjh3XrFlTV1wSEiRMyRjW3uBDRpMnTz569OiDDz64cOFC/wMTJ0E2tDlsMu8JVlVVMbokJ1W88cYbvXr1Onjw4MaNG2l5WVmZ5fe3FaLJqaj8vuRi+dlzZV8XlWbNwu6wU+xasJNJEHKfW0hKmwRF7lDXr06e3Lt37x7R1HBUObYc4eBYe9y+XYMpLl+pqK6+ZWOIrIHdYafYNXaQ3QxiExJyn1tIkgRFaqFTcaGWlpba9yJF08JR5dhyhDnOQVQ9DR0rtURsnBusJCTkPreQJAmK1MI4has0WBGpgSPMcQ5WImAHBkrBSlbDbibj+pD73EKSJChSC4MUjQFTDUeY4xysRGB8xIQxWMlq2M1kBoMh97mFJElQpJY9e/YEIZFKQsf57LmyLHsfMB7sJjsbrMQn5D63kCQJitQiCTYPoeP8dVEOvQWRzM6G3OcWkiRBkVokweZBEkxMyH1uIUkSFKlFEmweJMHEhNznFpIkQZFaJMHmQRJMTMh9biFJEhSpRRJsHiTBxITc5xaSJEGRWpKQ4GdP/OGxf4ssTwQ/14afIv9j28UgTsSnQRJ0vygN1iPPu+xR/0DiFockKDKae0jw4of/cZf7jItLlta7L3YGEUYSTEzIfW4hKW0S5ATMnz+/Xbt2bdu2fe6556qqqizef0gBELYnHZBh9uzZZIaFCxfa4/X9c1lYWNi5c+ctW7Y8H/V0P7JxdgcNGvTaa6+1b9++devWs2bNsq38EoqLi7t27UpMKJ5Xwu7JDu+//749c2HkyJElJSVEQlFR0aOPPkok5a9YsaKmpsZ/kgKrv/nNb8jPXhCO+ccjZWVlo0aNItLa7Ha8pZNYgtvWxhLc4Tf+7Q9vbAtW6vL829rPghURh6aSYOgChMx/wEdLleC8efNGjx599epVKp02bRpWsqe2cA7c46p4tef9kTRjxoyZM2dy2i5cuDB8+PCQquz5VOSxQsB/VAxQVMeOHRcvXlxZWYl3evfuvWTJEuJdCdiNJnHKQyUT5tVJEMlirrNnzxL56quvWh78NWDAAPuvkpMnT/bp02fz5s3WmWyr3bt3480jR44QjvnHIzdv3pw0adL06dOtxlDjWzQJJcicd/qSbSjPZr6B+M5tm+6sVxcmaemH52xdxCEVI8Ht27d36dLl6NGjwXpTwzUYzYYNG4LkpGmpErx27Zo7B2fOnEEivBKOKUEC/fv3P3/+fCT7j5s2bRozZsyNGzfcudy4cWPfvn3duAyiJchI0D3AatWqVUOHDkWIroQDBw4wkHz44YdNgu5Z1oR5JUyBFnCPvKY9NPvEiRPEWGkWT9fBdE6C7OmwYcPwnX2DP+Yfj7jMFp8rEoxMdZ3v6kZ8EdkFEqwbD0Zi6rL9NDAUMWmoBG2U52PPuwxyRKYmdO+33norRb884WoNKo7Cv5CToaVKEMwptttMAwsKCojECHjBTgavJkGkYNkcZihTGIMvxlaM0SKlBoQ84oqy1WPHjuFEVq0EBqQTJ07kLkTYJHj48GGmxgcPHiRcXl7OVJcCyU+ZQQsiWL9hEwazob5imREi+rOJsMXH/OMRRoLjx49nOGzT/FySoGe3+tXw6A8baiR4L5p2JMic5je/+Q1DDddvUwGDPrsKfPbt2xckJ00LlqCDew4nwCTIaXBDNsJOgtyUGFJFsv8E59IOHNm+/fbbIDZCYgliN4aWrFpvYGDIFPvixYtOghhtzZo17du3p/Cf//znbdu2NQky3oy+qhNI0Jq3bt26IDaSOfqPR4gvKioaMmSI5Qe/8S2aRBK06bD77Nc58e73BP3ZsYhH00pw69atKZ0IOxh5BD0+AqtBQkNoqRLEGh9++KGF9+7dywmw6TAqHDhwoPnOmYtxWV5ennvefW1trRmHc8kYjZHg6NGjX3zxRfeGICSWoJvAUgIjPnLu3r3bRqbEWB6HxVMgd0Vc6c4TbbDno4Smw1999dWRI0dMgh988AFTdb8/PR/nj0ds1mxJoca3aBJK8K4PPbxw5PsxXlifDt+TJpQgowGmVitWrLCkVOM8yIQpiGogLVWCHGL7fICpKApj7I3CEMH06dOnTp1qOnPmss89OEalpaWcucWLF7/00kvkceeS08bwyvdgtATtgxEyUymZTTe8cvSnTJnChiY7i/exeAokzPDwoYce+uSTT8iPr2k5VST+YARXvvXWW2xlHoz5xyNWMvFm/9yRIFfckqXB9wHvHu799D1BGTAZmkqC9GGuo7Fjx/qpKaWkpIRLu9EGhJYqQY71okWL7Csys2fPtrceGCVhEPetESdBwhUVFQweydza+3MP/1yiGESzbNkyG51FSxDxzZs3z74iM3fuXNuKEhhjMjklbLJLLEEKZ+5s7+gh8f3791se9xUZSmPySzYnQVKtY9GA4uJi9pQdsZzuj0eI79279/bt2620XJKgaBqaSoLWbyMjs4BQzlTQ0E9CQrRUCTYzvk9FcyIJNg8NkmCWIQkmhSSYLiTB5kESTEzIfW4hSRIUqUUSbB4kwcSE3OcWknJFgiJdSILNgySYmJD73EKSJChSiyTYPEiCiQm5zy0kSYIitUiCzYMkmJiQ+9xCkiQoUosk2DxIgokJuc8tJEmCIrVIgs1D6DjrLzdDhNznFpIkQZFa9OfrzQBHWH++npiQ+9xCkiQoUsvJkydLS3NoapYWOMIc52AlQkXl95evVAQrWQ27yc4GK/EJuc8tJEmCIrXQqRikcJVqPJgKOKocW44wxzmIqofxUTJ2aNGwg8kMAyHkPreQlDYJ+r/S9b/JXFRUNHLkyNatW7dr127RokU19Q9EiH5+fczH6N+5c6egoKBPnz6s8rpr1y62/SjO4wjj1SWalrp+dfIkF+oe0dRwVDm2HOHgWHvcvl2DIBgoMWHMsvcH2R12il1jB9nNIDYhIfe5haTMkuC1a9eGDBlij2MpLi7Oz8/fvHkzGWI+psW2DT1r4MCBA126dNm2bRs5ydOpUydiLIk87okGEK8uIbIJGyudPVf2dVFp1izsTkPHuSH3uYWktElwzJgx0RLER1evXuXV4hnrzZo1i0DM59db2Jcg94cZM2bMmTPH7nu8EibGVkMSjFeXECL7CLnPLSSlTYJLlix57LHHKioqMBRDenvYPfGnT5+2KarNW3ETkegy+tHNhi9Be+aV+w8QWLt2rXsQUEiCELMuIUT2EXKfW0hKmwTdY/WwT/v27Xv27ImkSktL+/Xr9+abb968eZM8WOk+Jej/X1JIgvHqEkJkHyH3uYWktEnQx02H/U9IUB7iMzHFfH69hX0Jskny0+F4dQkhso+Q+9xCUmZJ8OzZs3hq9erV+G7dunXt2rUzMTXogxFWCwoKyLl169a8vLx4H4zEq0sIkX2E3OcWkjJLgoTxF+ZimjxlyhSsNHnyZPvsIvr59ZFNwxJkTLdjx45u3boxy8aVlGbDQAhJEOLVJYTIMkLucwtJGSFBIYRIKSH3uYUkSVAIkf2E3OcWkiRBIUT2E3KfW0iSBIUQ2U/IfW4hSRIUQmQ/Ife5hSRJUAiR/YTc5xaSJEEhRPYTcp9bSJIEhRDZT8h9biFJEhRCZD8h97mFJElQCJH9hNznFpIkQSFE9hNyn1tIkgSFENlPyH1uIUkSFEJkPyH3uYUkSVAIkf2E3OcWkiRBIUT2E3KfW0iSBIUQ2U/IfW4hSRIUQmQ/Ife5hSRJUAiR/YTc5xaSJEEhRPYTcp9bSJIEhRDZT8h9biFJEhRCZD8h97mFJElQCJH9hNznFpIkQdFMVFR+X3Kx/Oy5sq+LSrVouZ+FXkRfokcFfSsJQu5zC0mSoEg5t2/X0GUvX6morr7l/gZaiEZDL6Iv0aPoV/SuIDYhIfe5hSRJUKScht60hUgSm14EKwkJuc8tJEmCIrXQTbljBytCNDX0rmRusSH3uYUkSVCkFm7UzFyCFSGaGnpXMoPBkPvcQpIkKFLL2XNleh9QpA56F30sWIlPyH1uIUkSFKnl66LSICREakimj4Xc5xaSJEGRWiRBkWokQZHRSIIi1eS0BO/cubN+/frJkyfX1CT1XSHR/EiCItW0VAl+9NFHrepp3br1kCFD9u/fH6QlQXFx8YwZMzp27NiuXTuKCmJF5tEICV6/fv3TTz/lNViPYvny5Y8//nh0BuKff/75YCUhFy9ePHTo0H1+YtMkhYj7pwVLsEePHpcvXyZ87dq1V199NT8/v7w8qe89Hj16NC8vb9y4cRRSVVUVxIqMJEEHxWK4LLgT1sM5/fLLL7t167Zv374gXxT3L8F3332X+y4dL1hvFH4h1Jtk1c3A8ePHubh4DdaznWyQIPinLWZXdvmrq6snTpy4YcOG6DtwSUnJhAkTGFe2b9/+9ddftzkyZQ4aNOi1114jkqRZs2ZFXzxUF1yC9VAd8eScP38+g002HDVqVFlZ3SfxCQpkMDtw4EAiO3XqtGbNGmshhbdp02bPnj2WB06dOkUGt48U65q9atWq2tra6PZwTOLVy26uWLGCAomk9sLCQis2Q7inBNm1YD1p7l+CTQ71pqvqaPyrKRfIBgnSmxkJjh071rp1YgmeOXNm9OjRixYtMhfgJtxHBm7Iw4cPnzdvHoWcPXu2X79+ixcvRkN0BWbNhCsrKxFE7969lyxZYmU6/B5MFVRkElywYAF1Xb16FfMinalTp2KceAVSac+ePTdv3ozFmCVRyOHDh4mnZCw2Z84cZ23yE2M1MpLlel66dOmtW7couW/fvtu2bbNs/iGCePWuX7+eQTS1U++yZctGjBiRUaPjRkiQPWXHeSXMvsyePbtthIULF3IiiPQlyKFg9+kJjz76aOQ0hnuO3SSst5CnqKiISFcCh3fw4MGUTAYiOUdbtmxhnsEJolh7i8byWHv8bS1w7tw5Wlt3p2rVyj9fxpUrV6ZMmULVtN86J5E0km0tg9vZUEuI4Z730ksvsaH1xl27dvXp08caduzYMduWPNxuaTBVTJs2jcPFttYYcLVkNy1YgsGJitC9e/fTp09bEmcuuis7IzCkYmA1c+ZM+hPi48Rbj9y+ffuAAQPchHrnzp14kEGWdRQbxAFDraFDh+IRWzUi105YglwPlG+9FojBO5Qfr8CbN2+iS0xEJFvRqpUrVxKmZFrCvOnChQusUgJ9ndGl1Uizhw0b5tqD3LGthd0u22q8er+LYJHkQcQnTpyw1UzgfiSIv2bMmGHnmqPHTc4y82onnQPOweTGQNf94osvOEHuPDowoN0kEOgf//hHu0m4Eux0E8lBY5XT0aVLl4MHD1I1dxekQ72mJ9pjBbptXYDIug4UVTVJ3Nqt/aWlpSNHjrT7FjltR8DtbKglxHTo0OHZZ5/F2nStI0eOsHc0jJsl1qOrU6Dl4RKgozK9IMPatWv9Mq2KFgFHJhomfEFyQrJhJMg5Xr16Nf3MrnD6R6DGVq24xXFnxkcuPwG66fnz5yPF/EiAnkrnYCv/Y2IGjIyq6AdAyVYRcAtFJW7V8Huw9UVqIcwB4e6NsKwx1oB4BdLIvXv32nTY8ltHp2SGkIC2WGWoSEf/1a9+ZTX6O2u4lkRLMGa9XNtvv/0202HbnKuCnJYnE7inBK3Zhu077WfHeYX+/fu7c71p06YxY8bcuHGDg2b2Cd35GFC7o2dwk+BWwYa2iiy4tJg6uBI4gFRB/yGVzkMX4j5kmTmwjKwZaZKncRKkWDqnaz+njDNFbycn21okxdrO+i2xeLfvdC1uBq5h7BQ3zoKCgtDxoVi7g7oyLT7z4YwEPSAKm+clJhskCPROerN1VvqH9Sebm3Tt2pW7nC9Bf0MCrBLJVr4EuZ0yJqIfgO8OOhn9xq0adf23vge7AimKLsV0+NKlS8S7euMVSDzK/utf/8qGdnlbR7fCGZkyECDbuHHjsKFFkkqe8ePHc2FECruL0J7Gq5cSGGkyjuZwkYdNeLU8mcD9jAQ5AsGlUE/IPqGjx6odVQfHh1uFTR59XAlkcIKz9ri3Ixx+HvBrtwCR7oT60P7HHnvMMviQk20t7HY2VAsBd7qtYcEhqIfC/Tzg2uDKtPgWAYO+YMc8Enw45pPNEgQykI3MLj+nlmE/WrQMNgsgMsF02O8oVJHkdNh6HgGL59pwDYhZIDndJcErvd86uhXOFAwJvv7661yTzLAsklQGhhRrM2VgNo3LLOx22Vbj1Us57oriau/evTs5bTUTuE8Jck7pG0FCPWxih5pA7kjQpro+fh5wbXBlWnxLgUF6IL8IrAYJ9yIbJIggFi9e3LlzZ3tb0HXlmCNBJikTJkyw90GAAKtEEh4+fDjl0GPOnTtH5yBsgyP7PIF4+8DE9T+H6z1AFVREdVxakyZNmjJlCiPBL774Ij8/3xoQr0DuWowEd+zY8e2333L+mBRbvCuc1TZt2tgnJC7y6tWrzKDZCw4+u/Dcc8/ZrBn8QwTx6l2wYAE7zi4Ds8UWNx2OPh20nx3n9fDhwxxS+3wJ3B2CTcw+DZ0Os8knn3xSUVHhSuDwOvWEpsOsfvrpp9xHyeOb1G3rAkS6E+oTmg5fvHiRTkKx5KSpFul21m+JxTvBsYm9o0LAUi3g5wHXBlemxbcgnAcZMQRRSdCCJWh7C/gCEbgvS9O3goRY7wmS4cqVK88++2zkA8O2BFi1DUtKSkaNGkVp7du352hiRiLpCvhi3rx59vng3Llzrdf6uN4DVEFFVEeYC4CTwVYYkAKtQ8crkEauWbOGSFr1u9/9buzYsXY5ucJROSW7j4wtElyz2dB9gAjREoxZL7cQHEoMx+qNN97o1auXe18pE7gfCdoNj1NQWlpKZm4AL730Ete/s4//wYh9Iu+OquOeH4z46on5wYi1kyNPLfbxi23rSxCpcca5jTlPAUkxPxhhQyotLi5G35w7u2+FWkLAF9zu3bvJRpMov7CwkL2gO4XyuE5Fv6WR9J8bN25YUkuBa4GjBMF6crRUCTYboY5y/zR5gUmSrnrvk/uRIGFGbWiC2wOWZ1RuNzzfPg36igxKtTfa40mQO5l9RYbMw4YNo3CLJ4AQieRu/dRTT0VL8KuvviIDQ/XQR/PuKzI0wN2YsTA3byI7deo0ffp0ewcj1BIC/ummYUwyunXr5o8MQnnc7rPL3IAp333ToAWRzCchISTBexDqKPdPkxeYJOmq9z5JpoMKcT9IgvdAEkwvkqBINZKgyGgkQZFqJEGR0UiCItVIgiKjkQRFqpEERUYjCYpUIwmKjEYSFKlGEhQZjf5yU6QUepf+crO54aDrj02SR3++LlKK/ny9WdEfmzSCisrvL1+pCFaEaGroXfSxYCUOzEROnj4f0h8LkZEkSTA59McmjYYb9T27qRCNgH6VzDDwhx9+KPnmSsiALESSlDYJ+r+75JWw+w1pWdR/bhD5fJy/AXG/l4QDBw488MADoTHa8cjTd20Tyhw5cqQ9YB1KYv0nif3U1J5R2q1bN/uRZnWsPzaxZttP4uHgwYPdu3fftWtX7969bV8ue89ioBkPPfQQpUXy3rU7/lMSYj5C3f2QFvwfvbrCadXixYtdOQUFBfYjU8Mdn3Rx+3YNPZU7NjMX/wAK0Tgil+QtehT9it4VxCbk1u2a0GCQVSJJyjgJMsgiHP2fGxHXBRezf/27eHviCNd8tASdRKho+vTp9gQ6e/SWPbXFnkyFRzi427dvt6exYsONGzey7fnz5+P9sYm/F4QZJ9IMxI3CysvLXTspds6cOS7njRs3xowZQ3Vk+OSTT+wB0cTHe4S6az/ElODp06cZpbJKJPtCgJa7m4cdn7RjN+2z58q+LirVouV+FnpRQ6cXXIMoj6Ef7mMhwKrdkjNOgjgo5n9u+Bezf/27eC77zp07xxwJOolgqN/97nf2XLZ4D2G1VeAAWeSFCxfi/bGJe6QrJWNAexSgPSKQsGsn2bp27bp7924r2d9ftrVfBFNdvEeou/ZDtATZlylTptAMVokkxgKW3x0fIQSTX7THQiCIykAJ8mqTOIddw/7F7K5/F493hg4dunr1ahfvQB9uOgzuH52oKOZ/khC29pD55z//+T/+8Q9iKDPmH5s497E5oz9kZxkwMmo7ceIE7cG2jDfxlKvLyrcnfToJukp9qPeeEsStQ4YMoQ2sEklL3Cye/HZ8bFshRDSZKMGY/7nhX8whCTLDZWqJZS5evOjiHb5E0BATbfdYzZj/SWKrwHQSlzHCYiRImaYYS/IbgH1o8H/9139hQ5xoGRhR2lt7xs9+9jNUaEnA8BPhMsojTI2+BGM+Qt2XOPgS3LBhA5N62ulaiPswoL+JO25CiGgyToLx/nMj4sDYEkRe/fv3Z3znxzt8Cfqr8abDjKSOHDlikRRI5L59+8iPDd1Az82CCdsYcNCgQTYXBsT64osvPvbYY4cOHWJQ9sEHHyxZsoRycLRlYAiJIm1cSSEmQbaK9wh1v/3uuNnOPvLIIxMnTkS+vqYPHDjA7Ns28Y+bECKajJNgvP/c8C9mX3ZEMtixzzT8eIcvEbTCSJDyKRli/icJFn7ooYfwF/597733bCSIZSbE+mMTymTQykiQkZfzFAOxzp07Hz161LWHgeeYMWMwIw2wombNmuUcZxIkHO8R6q79EJLgAw88gPKIdxK08m1fiHfHjQIXLlzo/qFYCGGkU4I2WfMxf5XE+s8NdzGDLzsikRrqDMU70IebG1Immd2fmbiK/EefIyD3FRmGeC5zvD82ATTthI77cCglEPbbw0AVM7711ls02BrjY/5CWzEfoU5qPAlyfEx2ToJMjRnhuk94Ioet7riRAaG7ka8QwkibBENwVXNth/zVIsBBM2bMsGFsMqCkUGbnr2A9Ndh7l9FvtgqR40iC9wWzy7179/br18+9XXhP0iLBf/3rXzNnzmSUGqwLIerJFAm2UGbNmtWuXbvVq1fbnFQI0eKQBIUQOY0kKITIaSRBIUROIwkKIXIaSVAIkdNkjwTv6Kn3QoiGkw0S1FPvhRCNpsVLUE+9F0LcD2mToPsNLGH7uYj7HUX0I+ahoqJi9uzZ9tNdAua76lhPvSdp5MiR9qNapsZTpkyxhx2wWlBQYCXzSi3BBpFfcdT9gjeC+/FG3W9u63+t7D+4n3aSzX/mVXl5OU11uxPzqf3+T5iBQhK0xydm28Ca4bCjx74/99xzHCKL9B/rIISIScZJMOYj5s1lTz/99NUIo0ePtmeUnonz1Hv3LKndu3d36dKlsLDQIglv27aNDTdv3typUyd7/kq8h907CdpzWXCKL0HGnvbABaA0arfdsYfTRD+1P/QcBIjXHp94bQOaYc0DAnb0FixY8Nhjj9njJKJrFEJEk1kSRBbxHjEf83F+8Z56Tzlo6IknnsBHy5YtY9VKnjNnDgFK4JUwMQRc7cRTpnuwVcSBdZYJPbifnL169erbt+/hw4dZRYUIsWPHjlZ1vMcUhpSUoD2WwYjXNiDSmgcEWPUzQ6hGIURMMkuCFojM5H4C9cDQoUPdH4/gO0Rj8TGfek+Y8SOeck/ZspLtifYG81lrgJ/kiybiwBgP7reWz58/3xSGCpkLv/DCC1YaqTGf2g++kvxKDdeeYD1CvLbBrFmzaJ6FCZj75s6dy9C4oqLuf35DNQohYpJOCQaSq8dJMPoR89jHlyDjLEaCEQfe9fwVAk5VxcXFzIjRkz1ZL1o6K1euNOlQWvTD7gljlpgP7jcJHjp0aMiQIWgXFQLjTSstJEH31H5ILEHXnmA9Qry2Ac1bunSpC5sEr1y5MnHixOCA6j1BIZIgs0aCuCPeI+ZjTofjxbMVU0vKYaJqn5BAvOlnzIfdE8YsMR/cby3HyJT/yiuvDBo0iMGg252mnQ7Ha5u9V+juFk6C7DjKtsdWh2oUQsQksyRIOOYj5u3atqfbMz+dMGGCfTBiH1lEP/WeQrj+kdeRI0cI2H+GHDhwgDCjKjbcunVrXl4eMVZCzIfdYxYGU/axRrQEzXdt2rR58sknKcRF0oyYT+2PVlLM9gRpEeK1jdVPP/2Uca69KQlOguw4twFGwYSjaxRCRJNxEsQX0Y+YJ76iogLHua/I2NteEP3UezQ0bNgwUw8wEmTQVFVVRdiVzPAK+xBjpguBO3ANSTEf3O9aznCPQd/mzZv9SMIxn9ofraSY7QnSIsRr2yeffPLggw8uXLjQ5Gg5aYD5157sD5KgEMmQNglmCG4M5cB0JsFgPX1kctuEyBokQUlQiJwm1yUohMhxJEEhRE4jCQohchpJUAiR00iCQoicRhIUQuQ0kqAQIqeRBIUQOY0kKITIaSRBIUROkzYJLo/1PEHi78T/543QJqweP37cf5jKokWLxo0bd+HChR71DzsAAu7RBmVlZRPq//1j1apVtbW1RD4fIZL3rgcl+PEHvP8YoRB7PoI1Q79jE6JFk04JxnyKDLqJ988bZHBWIsCqv6GFUZsvMnASrKqqIrB06dJbt25hz759+1ILGSKuSyRBe6QVviP+5s2bkyZNmj59urWcGElQiBZNZkmQYWCCR41GS5AA1rNyTp061a9fP17dc6ctp5Pg9u3bhw0b5h5PzbBx1qxZBCKuSyRB/z9Gog0rCQrRosksCVog3j9vxPxXDec+cjIXZtTGEHLq1KmokzATXkqzEshvE1iHlVanuvgSDP3HCCPB8ePH0xJ7SqAkKERLJ9Ml6P/zBkqK/lcNZIT7GA9OnjyZV0stKysbOXJk6wjt27d3EsRfWMzyOCgqkGI9ToIx/2OkqKhoyJAhQVa9JyhECyezJJhgOhzvXzWAyPz8/AEDBjAetBgfzGUVbd68GWFduHDB4hkkWi0UBRYZGgnG/I8Re3K11U6MJChEiyazJEg45j9vJPhXDThz5szDDz/sSgvhJMjEduDAgdOmTWM3Edlzzz1nI8eIA2NLkIFe9H+MrFmzZvjw4ZRAWBIUoqWTcRLEONH/vHH8+PGY/6phYZsRu9UQToKE3b9/tG3bdt68eRYZcWBsCUb/x0hxcXHv3r23b98eyS4JCtHiSZsEm5CysrIhQ4boH4WEEI2gZUuwtraWkdqbb75p/3sZxAohRNK0bAnaVwKZNRcWFgZRQgjREFq2BIUQ4j6RBIUQOY0kKITIaSRBIUROIwkKIXIaSVAIkdNIgkKInEYSFELkNGmTYILfDsd8vD6pxLinyEB5eXl+fr4V4v/mlxIWL15sP+n148H/qW9RUZE9bqtdu3aLFi1yv0o+fvx4hw4dqMtw5Q8ePDj6l3mN2wuDWiiwtrZ23bp1eXl5tGTYsGEnT560nEKI5iHjJBjv8fqmj3GRx6bWbf/jj6QiDicpJ7vTp0/jlMQSvHbt2pAhQ5YuXUotxcXFyJTSLA9iwnfksfyu/AZJMMFeuPzGxo0be/bs+fnnn9+6dYv2dO/enfYEaUKI1JNZEmQAFe95gqT26tWrb9++9jQte3JMx44drRAnO6QzZcqU3r17J5Yg2a5evcqrxT///PP2qH24fwkm3guX323ingWb+HE4QohUkFkStEDMx+tb/vnz55tcUCHDtxdeeMFSnex2797NEA+tJJYgYQaMNh22yal7mhbTWIZmlseXIBtaTjbBs1euXCFD4/bC8gPF9u/f/+DBg7YKc+fOdS0RQjQD6ZSgOcURUx/u8fqmj0OHDuG48+fPo0JYtmyZpZqkNmzYMHz4cCaYTnYWH1QQweJLS0v79ev35ptv2tP28Y5TD9s+9thj5ilfgm4kWFFRMXr0aHNx4/bCCgeKDUnQ/x8VIUQzkFkjQbSSeCJZWVk5derUV155ZdCgQQwGXSEmu0ceeWTixIlMKkMSZDVS508jQX/OS+HTpk1z6kFY7q9IYkoQXL2N2wvL7zbRdFiINJJZEiR8INbj9f3827dvb9OmjT1A0EWa7B544AHLfE8Jnj17lsDq1aux6rp169q1a4cEkRQjRIaBS5Yscfld+fFGgo3bC8IG41Z7FNitW7feeecdZuL6YESI5iTjJIhZoh+v7+cvLy8fMGCAfZjrIk128+bNs8z3lCBhSrYvpkyZMgUDTp48GSFS2ogRI8rKylx+v3yb8N7zPUHC99wLwkZtbS0jwU6dOlHssGHD9GBEIZqZtElQCCEyAUlQCJHTSIJCiJxGEhRC5DSSoBAip5EEhRA5jSQohMhpJEEhRE4jCQohchpJUAiR00iCQoicRhIUQuQ0aZNgvEcP1NTUrFixwh4oMHDgQPdAgeeff96eX+CwxyIQ/9vf/tYej9qtW7e9e/da/oKCAnt+gWEPiVm2bFnfvn1LS0vJ4BpAjbNmzaKEqqoq4nft2mX/DZKfn3/s2DFijh8/3qNHj+jnaPlPZ6Bw98cmrEbXHtk0IMFjHSh2/vz57dq1Y3dGjRrlHuUghEgRGSfB9evXY5+zZ8/W1tbirBEjRpib8IhTiS8RInv37v3FF1/QeNPQhQsX7ElZGzdupBDLY9vafzPZ8/tcA06dOtW5c+dt27YReeTIEUo7ePDgrVu31qxZM2DAAIyZjAT9PzaJV7sjgQQXLFgwevToq1evVldXo+apU6e6/wAQQqSCjJPgdxEiWeqGYD179jxx4gRhXyUhCS5dutTizXGbNm3ytQL+tqY2cloD2OU5c+ZMmDAB6TCamzFjxqJFiyxnZWXlsGHDGNPdU4J4yv9jkwS1G377weWnAdeuXbNjYvGUSVNtVQiRCjJOgsjo7bffZjpsE0n7X0rifZX4EiHSNgQkMm3aNFbPnDnDbHTLli3EWB63LZYZPnw4KrQGfP7554jGnnhqzbB6HdRyTwmG/tgkQe1GPAkS5hTMmzeP6bDV7uKFECkinRK069xhLuO1X79+zC4xiG8fXyW+RIi0DYER2eTJk1llWxzk/32w2xbeeeedIDYC00/fxf5fGxs0wC8KfAlG/7FJ4trBNgzSItiG9u4k7bl06RLZfDkKIVJExo0EfakdO3ase/fuyUuQCezQoUPtH44Y3HXt2jV626NHj3bu3Pkvf/nL4sWLH330UbL17dv3rbfewlw4aGoE9zacBXwXg2u5NSP6j03IE692w28/uA3tOLj4bdu2uQKFECki4yS4YMECBlbnIowZMyaZ6TDzWfuPjqVLlzKKLC0tRUkTJkxAc6EJaVVV1ciRI1988UXs5hqwdevWLl26IEcyMLGlxvXr15OBMkeMGHHq1KnEEoz+Y5N4tTv89oPb8ObNm5MmTZoyZQojwS+++CI/P9/iLZsQIhVknATx1LRp01q3bp2Xl/fGG2/06tXL/pHSV4kvEYtnTMcmffr02b9/P5FMTgcMGOC+X2J58Br6wywW7xqAqubNm4c9L168SNj9NwgNsPf1Eksw+o9NYtZuYcNvP7gNCbOVfd2Hdi5ZsoQ9On/+vGUTQqSCtEmwqcAvZk8hhGgEkqAQIqeRBIUQOU2Ll6AQQtwPkqAQIqeRBIUQOY0kKITIaSRBIUROIwkKIXIaSVAIkdNIgkKInEYSFELkNGmT4MiRI+3RAzWRxzLbs51ra2vXrVuXl5fXunXrYcOGnTx5Msgd+WWIPXrPsKcPxMtPmStWrGjfvj3xjz76aFFR0fGoZwLaMwsqKipmz57dNgIBe5S/PeBgwIAB165dswJh1apVbOWeegA0ftmyZQMHDrx69SqrGzdu7Ny58+nTpwmXlJSwR9ROG15//XXaE9mi7lkJVrvBKg3r2rXr4cOHLcOiRYvGjRvHobBVIUSqSZsE3RP3du/e3aVLF/tDJTzSs2fPzz//3J6L1b179+LiYsvvfh5nj5wxGcXLjwHzI39Ugk3++Mc/uj8q8R9XA+bfp59+GovB6NGjWSXSJNimTZudO3daTjYfPny4actiDCyJfCmQzQcPHky9FklmFE91tKFfv37usVorV65EyjQSCFCa3yQL21+gCCGah7RJECmgiSeeeAJfMJ5iNaQA/MWYyAkrWoLx8vuPVgWUtGTJEoZmhH3jAAru3bv3qVOnbJUAq0SaBH/5y1+6B6xiw44dO6LFkAQBibPVjBkz3P/Vbd++3f7GxDKwLR4MPb/LWmKlsQsWSQPI6dojhGgG0iZBKC0t7du3r5tOop7+/fvb0wONuXPn4j4CN27cGDNmTEiC8fITP2jQIPu3zBC2rZMghaBLpGmr6BJ5WclIkFHbkCFDUBIexIYzZ84kMlqCpM6aNYvZNDa0GMqfPHmy2RPOnDnDbuJWP8mXoHPf2rVr8bjmwkI0J+mUIFNCZsTuKafRUkMuJkFThv0rZgIJWv5GS5CxG2M6J0EGdHPmzGEUaZL65JNP4kmQSTQSJL/FhCR44sQJ5uwmQVoIBHwJ2hiW8SBbaS4sRDOTNgniCKaQjLC4/u0TEvNCzOmw/Zfmnj17CDt9xMsfmg6TDX9VVFRY2Jdg4ukwVRw+fHjYsGE0j3Yybo0pwS1btjB+fOWVVwYPHmxD2njTYb9hbi8sD2NAdpCtXGOEEM1D2iTI5BGnnD59+siRIwR4JXLjxo19+vSxPwx55513GEAxWrx58+Zf/vIX9HThwgXy+PqImZ/4Bn0wMm3aNCbC+GvChAn+ByPm2VGjRv3iF79AZC7StjXs85A1a9ZQ/siRI+3NTftgZPHixWx+7tw5MtgHI2TDhsiUDUMSZMr88MMPE0O8xQghmoe0SZARlqkBGGqNGTMGj9TW1jKy69Spk33lxT4yxhTt2rVbvXo1OVn19REzPyAy9xUZ1GafioBt6yQIjBCRYOQbMnVfkbEBo+87ysdotC1agrSHXaBerMeqfcxtf9hEjdjTviLDhBoXs6F9LSaEFegPe4UQzUnaJJhrILvQQM+3KpPlIUOG2PuGQojmRBJsJuJJ8J///Cdz6jfffPPJJ59kPBikCSGaC0kwzdhH0vbOZhAlhGhGJEEhRE4jCQohchpJUAiR00iCQoicRhIUQuQ0kqAQIqeRBIUQOY0kKITIaSRBIUROIwkKIXIaSVAIkdNIgkKInEYSFELkNJKgECKnkQSFEDmNJCiEyGkkQSFETiMJCiFyGklQCJHTSIJCiJxGEhRC5DSSoBAip5EEhRA5jSQohMhpJEEhRE4jCQohchpJUAiR00iCQuQuFZXfl1wsP3uu7Oui0ha00GCaTeOD3bg/0ibBDh06tIpi+fLlQbLIIur61cmTe/fu3SOaF445R57jH5wJj9u3a/DI5SsV1dW37ty5E8S2EGgwzabx7AI7EsQ2ljSPBC9fvtyjR4+PPvooWBdZB52KS7G0tLS2tjaIEs0Fx5wjz/HnLARR9TThSCqN2Eg2WGksGSdBTtu6devy8vJat249bNgw7mMW/3wEC2/fvp0MR44csVXDzxAqdteuXX369GGkmZ+ff+zYMZfBhp8Gq0T6G3K3Wbx4scVHihGNgTPIdRisiHTA8XfXkYE7GEYFKy0cduQ+bZ5xEty4cWPPnj0///zzW7duLV26tHv37sXFxcQ7x129enXgwIHLli0LjeFdBvCLxZW9e/c+ePAgBa5Zs2bAgAH0iVC9BEx2fvzp06dRrcVbNtEIGIZoDJheOP6chWAlAqMnppPBSguHHbnPwWBmSfD69euPP/74qlWrbLW6unrcuHH2RqE5zkZnI0eOrKqqsjwOy2BhVyz5Z8yYsWjRIouvrKxkdFlQUBCqN1qCNTU1U6ZMwZ4Wb9lEI9izZ08QEukjdBbOnisLjSFaLuwIuxOsNIrMkiCr/fv3Z9RmqzB37lxTmzmOYR35QxNhwzJY2BVrVg1mvPUQH6qXgMnOxe/evXvIkCHo2OItm2gEkmAmEDoLXxdl1RsU97k7mS7BWbNmmdp4NYVNmDCBia2l+kQcGFuCa9eutXhHqN6QBDds2DB8+HAm5i7esolGIAlmApJgAjJLgomnw88888yJEyfy8/Pfeuut6MF8TAkyq50agYAlWSBUb0iCjzzyyMSJE6ldErx/JMFMQBJMQGZJEBh/9enTp7CwkOHeO++807Nnz9AHI0ePHn3ooYeiPegygF8sE9sOHTqsX78e/VHsiBEjTp06Fao3JMEHHnjgwIEDfrxlE41AEswEJMEEZJwEa2trGQl26tTJviKDtized9zWrVvx2pYtW3wPkmrzZQd5jh8/Tp4dO3Z069aNmLy8PNsqVG9IgvPmzbOSJcH7RxLMBCTBBKRZgqkDcw0ePBgJBusiTSQhwc+e+MNj/7b0w3PBqhGJjCz/se1iEAeH37DIf/vD9CU/RV9csjTI/G9rPwvihEcjJFhVVTV8+PA5c+aEplwZiCQYG0kwQ7iHBOuk9saSbdPvlmCd1AL3XfzwP/7w2BOHLZpw4L5zbPKHN7ZForetde6rU+dd0hQRGiFBNunYsWPv3r0vXLgQRGUqkqDIaBJK8LMnIu6rM5ovwYgZTXDgHOfJDup8VydHz4wQLkpEaKgEGf0xBnz55ZfHjRu3adOmIDZTkQRFRnOPkWCEkLnqVutlFxnx2WS5bngYDAnr5791gz6M6bYNJss/CVQYDZUgo79BgwYxkdq8efOTTz5ZXV0dJDQpS2KxYcOGIDlpJEGR0TRegmY04uvGengtkGDdeDCiv5+yBXlMf4wQ/bcLRR0NlaBzX3l5+bBhww4fDm4+TUhJSYl9gBkNSUGm5JAERUbTSAkGo78IwVjPG/1FwIbBSNAf/QXGFHfRIAniPgyIBwnbvJgBmiU1LQz6Au157Nu3L0hOGklQZDSNkGDEaz+JLBjxhd8TrJ8d3/2eYL0xxV00SILMgkOP+8zPz2dIGCQ3Keg1qCNC42wrCYqMpjEStO/HBL6r/wAEIoM+L2yijIwQg83rwvp0OJoGSRATzZgxw30zprKycsSIETt37rTVJsd5cOTIkUFUA5EERUaTUILBDPen5ScVRjwYWeo/DIkQTH5Z/DnvT+XIgDFJXoLXrl0bOHDg9u3bg/UIixYt8n972rSUlJSgv0YbECTBgKtXr/7yl7/0H74gMoFkRoIi1SQvQUZ80d8N5LLq1avXuXOpepuhoZ+EhMh1CXJ3+vDDD7l3tW7d+sknn7x+/XqQIDIDSTATSF6CLZGcliAGfPHFF/Py8t54440zZ87oCcYZiCSYCUiCCUibBJcvX27vhkK7du3mz59vg7g7d+4UFBTYX4LwumvXLst/5cqVZ599tm3btoz4Ro4cWVRUROTu3buZAn/77beWx9i+fXuPHj1sPI8lJ0+ePGfOnM2bNz/00EP2Kzr/sQg0g8G/jcZDT2AlbE2qqqqaPXs2VcPChQvti6Ns6DLYhvbILz++uLi4a9euFs9+rVmzplOnTkHpOfPXepJgJiAJJiCdEnSyYBCHiezRpwcOHOjSpcu2bdvwF+bCGsRgkBkzZkyZMuXatWtsMn36dNRGhrlz5y5atOjRRx/FjORctWoVg8GysjJKs3d2Cffr12/nzp2Ya9y4cfZrcCfB8vLy/Px8JyNW2fCDDz4giVdrHrVQ9cyZMwkj1uHDh1t+v/28RkuQiubNm+dkt2/fPkasn332GfF+/qxHEswEJMEEZIQEkcvgwYNRnsnOPbiCV8L+p/WAlRYsWDB16lS2HT9+PO47ePAgkYwfO3fujD39rdAfJdtXnBg2Mi47deqUkyDSHDhw4NWrV61kYognlTCv1jwGj/379z9//rzl2bRp05gxY27cuOG335eai8fdtOfhhx8OxYfyZz2SYCYgCSYgnRK0WaHxzDPPoAazg/+DbYaHzh3uO5xYqbS01DK7P1ECwjZCdO5jqOiUSjxjSUZnNl8+ceIEeTZu3GjbAhJ0D/d3EiRgLXRYfDypWTxinThx4pIlS1w8vRAnHjp0KJQ/65EEMwFJMAEZMRJEGaNHj0YZZgdfgitXrnTZDMJMhxkJVlZWhlTiykR/CO6///u/Q1/yRH8/+9nPAplF3nNkvhyk/fgjWmQ6zCthX4IDBgxgGm55HNQVlFKPtcTawBiTifPFixddC1HwW2+91bZt2yC33hMUzYgkmICMkKBbpQExp8O3b9/et2+fExZiwnHffvttgrkzY8AhQ4Y8+uijNhcGlNSvXz9U+8EHH3Tr1o1B2WOPPfbiiy+iJ8uAfIcOHYpbCTsJHj58OC8vz/2AvLa21sr328+rkx2vTLoZaTL79uOBUScNcGNYF5/dSIKZQOgs6C83fTJoJIi2CB84cACDFBQU4KatW7ciIGIIM/QjT0VFBY1kVmvfX0c0Xbp0scy8EiYmUnzdWW/Tpo1zIhkIjxkzpqqqCsHZe4JHjx5lE2ohA20YOHCgE5OTYHV19YQJE0aOHGnyWrx48UsvvURpfvt9qfHKKI8WksePp3w3+/bjsx79+Xra4fjrz9cTkE4J2qwQmCQ+++yzV65cIR5nub8EYbqK2sxi/ldkUIzLvGXLFsvMq/+vI4wT+/fvb58RE8lU9KGHHrJ/LHESJLxmzRri9+/fj5UibbkL0xzmnTZtWqhq2m+phEMSRNynT5/242kA9hw7dmx0/qzn5MmT3D+CFZEOOP6chWAlQkXl95evVAQrLRx2hN0JVhpF2iSYao4fP8502H/LLwFmJeQYrEfwNScaDZ2KYQjXocaDzQ/HnCPP8ecsBFH1MHq6T3dkAuzCfQ4DIQslyDwU982cOdO9XXhPJMGUUtevTp7kUtwjmheOOUee4x+cCY/bt2vQB8MoppNJXiaZAw2m2TSeXWBHgtjGkoUSPHHiRMeOHUeMGJHkMFCInMVGUmfPlX1dVNqCFhrchCPZLJSgEEIkjyQohMhpJEEhRE4jCQohchpJUAiR00iCQoicRhIUQuQ0kqAQIqeRBIUQOY0kKITIaSRBIUROIwkKIXIaSVAIkdNIgkKInEYSFELkNJKgECKnkQSFEDmNJCiEyGkkQSFETiMJCiFyGklQCJHTSIJCiJxGEhRC5DSSoBAip5EEhRA5jSQohMhpJEEhRE4jCQohchpJUAiR00iCQoicRhIUQuQ0kqAQIqeRBIUQOY0kKITIaSRBIUROIwkKIXIaSVAIkdNIgkKInEYSFELkNJKgECKnkQSFEDmNJCiEyGkkQSFETiMJCiFymjRLcPny5a1i8dFHHwU5sovLly/36NGDHVy1alUQFeHw4cMPPPBAhw4djh8/HkQJIZqFjJDgwoUL/14P4VyQ4Lhx46qrq4PYH39ctGgRkZKgEM1PRkjQVx5hF3P9+nWc2L59+9atWw8cOPDYsWNEoglkMXPmzPz8fOIfffTRoqKiyKY/Hjx4cNiwYUS2a9fu1VdfNctYFePHj79586Zl27NnT5s2bZARSmL1ypUrzz77bNsI8+bNo1Jrgw81Hjhw4PHHHx8+fPhTTz1FFXl5eVu2bLlz5w4lPP/88640h7WT2oP1CCbBbt26sVOM/iyyvLycfenYsaOTIE1iB2kPFY0aNaqkpIRIK9COjH+U/DAtoZHsAmEGm8RbA/x4v2HJt1yIbKWJJbgkFhs2bAiSozBD2QVs+Jc02yKCd99998iRIwMGDMCDV69etUv0wQcfXLly5YoVKwjb5X3hwoXu3buPGDGCDG+++SYbrlmzhkKsik6dOp06dYpVtDVnzhxi7OJHlBMmTCD83nvvWWl4sLS0lDHpxo0b+0Ug8M9//vObb76hIqz0wgsvbNq0aciQIWSmLspsqARHjx6N9dg7i9y5cycGfPnll63AmpqaqVOn0mAkW1BQ0LVrV1pIO61AOzL+UfLDTnbsQt++fYl3spMEhYhJU0qQAQtXXUxsLBONGcouYMNd0rW1tQyRsB4B4slpjrBLdOnSpZafiaTFc4WXlZXZdW6u4QonbFWAXdXk6dmzJ6t28TN4/MUvfoHUSMKPM2bM6N27N/WySlGIw7nDVh977DFbtQ2tzIZKkPxz587Fg1RkyqNklG07QsylS5euXbsWGmZagXas3FEKhclMUZzHxYsX/+xnP0PZroVuR/yGJd9yIbKVJh4JMuir883d7Nu3L0iOgiuNDHYBG/4lXVFRMXv2bOa2kWKCt8xCl6jLjzIYNzFw48q3/FzhZCAn+ceMGcNMtqqqavPmzVz2zJrt4l+7dq1ldjgpxJSgW3U6I8xrsHFkyMmIEpHFVInbirkwoz/GgDaAZepq7WQrsnHPmDhxIoNZK9OaZAXakfGPkh+mZFr4+eefM+N+5ZVXXAP8FhrR8YlbLkS20sQSBGZ5wVUVwU36YsKVRh67gA13SXM1zpo1iytz//79DAadI0KXqMtv8TNnzsR0vqFsQ+zcuXPnHTt2jB8/nunw9OnTzSzMqRkxMfEkbLixZ4MkSDvXrVvHJJowFka1oXYabisrjTEgDUCCqNDtoCVh89OnT2N2MjdIgiNHjvz1r389btw4xqquAcTbvJ4WEuOPYZNseUzqjpcQGUDQIxtF00sQnAe5IIOoOHCluQvYcJd0SDrMf80RdolGT4d9FzDnxSxc1YSpggwYAS88+uijqJDxF0lmFvuQxJm6urraqoNQA2z1ntNhax7xLkCkgzxOnYz+EBBzc1SI8a2dbOXnQYLTpk1rkAQZOP/7v//77t27/QYQ73YkFJ9ky4XIVlIiQWZz6O+eBgSutHgSvHnz5qRJk7gamaMBAeD6tEuUS9d9lGGfGzDpZv7IQG/Tpk28Uoh5hCpsQ8Y4jHRsUuwufrwwduxYxIFM2ZBp8q9+9at//etfbGjWc+6wVap49dVX7YORvLw8BmskUZobTzEKY2h5z5Eg4fPnz3fp0gUFI2VWXTuvXbs2ePBg20HqokZrqhVoXyeyLxL5YSdBwlOmTAnNaol3OxKKT7LlQmQrKZEgxPskJARXmruADSdBwgzoMCnmys/PRwcEtm/fbpfoU089ZV+RIYPVxaBpzZo17du3xxq/+c1vhg4dape9k4t9JOIufjMLYfcVGUpjtOi+cBNTggMHDsSS5MSATK7dZxe02cApqPme7wkSJg9jwAEDBmA9Vl07CRcWFrq9e/HFFy3eCgyqicJJ0BVi+d3+uh0JxQfb6z1BkaukSoKpI12XaMiJQojsQBJMFklQiKxEEkwWSVCIrKTlSVAIIZoQSVAIkdNIgkKInEYSFELkNJKgECKnkQSFEDmNJCiEyGkkQSFETiMJCiFyGklQCJHTSIJCiJxGEhRC5DSSoBAip5EERTNRUfl9ycXys+fKvi4q1aLlfhZ6EX2JHhX0rftDEhQp5/btGrrs5SsV1dW37FncQtwP9CL6Ej2KfkXvCmIbiyQoUk4T3rSF8LHpRbDSWCRBkVroptyxgxUhmhp6133eYiVBkVq4UTNzCVaEaGroXfc5GJQERWo5e65M7wOK1EHvoo8FK41CEhSp5eui0iAkRGq4zz4mCYrUIgmKVCMJioxGEhSpRhJsPHfu3Fm/fv3kyZNrau73q0YiHpKgSDUtWIJUN2/evHbt2rVq1apbt25btmxptnfQi4uLZ8yY0bFjR2r/6KOPgliRAtIrwcuXLw8ePPj48ePBekO4n21Fc9JSJXj9+vWxY8eOHDmyqKjoxo0bO3bs6NKly9atW4PkVHL06NG8vLxx48ahv6qqqiBWpIbEHfTKlSvPPvts27ZtW7du3a9fv4KCArsRcmp69OiBhixbo8luCXIRPf7448uXLw/Wc5WWKsHNmzd3796dEVmw/uOPixYt4oxyXjmpjA193GkuKSmZMGECF0z79u1ff/11N43FpI8++qjFr1ixwuIrKipmz57NBQYEzHfV1dUTJ07csGGDvrfRPCTooHYjnDZt2qVLl/71r3/ZjXD79u0kSYLJIAkaLVWCc+fODb0ZV1ZWxkAASXFSzYZE+qf52rVrw4cPZwZN5NmzZxk4LF68GJex4YABA5YuXUppJ0+e7NOnD4YlPGXKlKeffvpqhNGjR7NK5JkzZwgjXHSJNEeNGoVYI/WLlJCgg544cQLTHTt2zFY5lXPmzMGJzz//fHD3a9XK3qzYv3//wIEDOV+dOnVas2aN3cDoFXShhQsXcpPjbLp4zvKrr75qkfQW+omJjDslMw8KadeuHR3A+h5JgwYNeumll8hPXfG2dVDpr371Kxppd9wPP/zQVcrdl+YRT1MLCwuJNI3SQnKyYcw8wP7+9re/tbYxR/n444/ZFzZhlYrcZGXXrl30bY5Jfn4+B42GdejQwY6Su15CeYiJ3kH2nSNA4VnT+VuqBDnxEKzcTTwJMkZAduXlwbfDd+7cSR/FgJs2bRo6dGhlZaXFk239+vWc+969e586dcoiCbBK5J49e9q0aTNz5kxKxqp0MleXSAUJOiinkmv1tdde484XRNXjjwS54fXs2ZMbW21t7aFDh4g/fPgw8fQKLux169bduHEDGXXt2pU7HPEYBBGgGLoEt8mOHTty3jnXQ4YMsTsl8w/qpUAym0qYkqPImzdvxtyWbA4qxWJ4ikqpmrA1hi5HmTSVRi5btmzEiBHIi/bTWsLonj4WMw/bciHQOb/44gsuQMz7P/7H/yCGBp8+fZoevnbtWvIcOXKEPAcPHrx16xaN5EIoLS31r454eUI76NrAtlwF48aNiz74aWFJLJixBckJySEJ8uoPHunxffv25RwTj8vshuzgKvLNSJeiTxAJzLnOnz9v8QTo9PQbWxVNTuIOyhCP48+oZ8aMGQgOO1g8p8lJkEuXsbwlWX9YuXIlYb8/kBNRMpOwDKtWrSISuEcyDqKTkI1CXOeh782aNYsASf3797f+EG9bWzX8zoY+kAgDK8LfRYhkqSuTxiA+WkXhrnfFzEOYxmBni2f41q1bNzc6jlwlz1Mdx8cqAnr1sGHD3M7a1REvj7+DQOZJkybZcXBzL0tKIwxIbUgbTTJj1ZYqwejpsOvrnCdOLSeYSP808+pvQgeiG3GOib+nBBl0cJOMOPCuN5vsXk2krYom554dlBPKJM4+HmFwxJVJpH+aOLN79+616bBdGK4/IIi6IrzzSIBbI+N9F+/e12NgZVNOK8S2JYkMVlGCbR1+pYC8bBWVvP322wwMrXAGX2wYKiFmHuIpwfYIiGFH3CYkgV0FtpWDnfWvjnh5KMrtIHz11VfcdQBdMjYMXTVphEFf0GiPffv2BckJaakSZDLCyb5w4UKwfvcHIxYg0j/NSU6HOc3MCzj3WC96Ohwv3lZFk5N8B62oqHjssce4OxL2JcjZycvL++tf/4ou/f7AK4Ko2zIJCTIxpLe8+eab3GuJN7kQIOl+JEintVXiKR/PohU2MZGFSoiZh3hKsD0CPx7qWlkvQZsX+/hHI14eivIlCBxGbiqzZ89msr9w4UJ/IJJemP8G8ovAapBwL1qqBKuqqsaMGTNx4sTi4mL3yaB9RYaTyunkpBL2T7N9MLJ48WIiz507x6m95wcjjBDZigHmhAkT7IMR7saELR4IsJoJM4JsJUEH5e6Vn5/v7mrASaRX3Lhxw5cgYb8/IErrD7wiiLrNPAlah4me0vouoM9w3m1bPz7etrZq+JXSnZia2AyUSGsVMJnt3r07G1KsL8GYeULxxERLkIqmRiBg8RawBtu28fJQlNtBYhhb2TunwDAC6VtShuA8yJg9iEqClipBsK+w2AdV3CExoA3OOal+p3enGUpKSkaNGkX+9u3bc7ycvNxXZBgyrFu3zt4/onz6OpMsoCJWLbP7bhoQYNXiRSpI0EHt7vXb3/720qVLt27d+uSTT3r27LlixQqScESvXr24gLlBct1yWrlNfvvtt5x0zrL1B14RRKSknyRI2P9wY968efbhxtmzZ8mwevVqIukh9Drb1ndEvG0tyaBS5rMFBQUIhXstDbMMCxYs4A7NvRnweMzpcMw8xNMS18OJiZYggd27d5N//fr11EvzRowYwSTGbE7f5jKhz8fMQ1FuB8nPTuEXxsXk+dOf/kQSQ4FIVRkBFzjNa5ABoQVLUOQCiTsoV+MLL7yAkrj5d+7c2X3Hk6uaQQ2+W7lyJZcubuK2x03rd7/73dixY23wFU+ClBDzay6YC2dRJnMCNrT3l31HJNjWQaXchimBch588EH3MydmNvjIbsNvvPEGBj948GBIgjHzEE9j7ilBauE20K1bNw4Um7t6ER/N6N27NwPqmHlCO8iBnT9/vo08hg0bxszJ4jOHRnxrRxIUGc19dtBMwzevyBAkQZHRSIIi1UiCIqORBEWqkQRFRpNlEhQZiCQoMhpJUKQaSVBkNJKgSDWSoMhoJEGRaiRBkdHoLzdFSqF36S83RUajP18XKUV/vi4ynYrK7y9fCX6wKESTQ++ijwUrjSJtElwe5xn6NUk8fbdbt2579+61+HiPC+7QocP48ePtkSHAmHnOnDnu15pVVVWz65+8v3DhwurqatskaEqEHj16nDhxYvDgwUuWLLGfWz3xxBP2Q2P/R1qUvHjxYlaJJLxlyxb73RK74P8IzP1WadSoUWWRp0VRo/8DKXbffjEdr3BWOQjuS2oHDhx44IEHLFuGw436PrupEDGhX93nMBDSKcGYT0lI5um75oULFy5cS/i4YDTkHplF5u7du5sEyTxjxgx7uDTxw4cPt6rBbwmYj6ZNm1ZeXk5ObGtP6fA9dfr0aRRpnjKvffzxx+T57LPPOnfubD8OXbBgwejRo69evYptZ82aZYUkI0G/cFadBO1ZOKi2RUjw9u0aeip3bGYuaD2IFaKx0IvoS/Qo+hW9K4htLBknwWSevouS8N2mTZtQSbzHBaO8QYMGuUeSrVq1ioHYQw89RBL4z9qlHHt8E+FoCVKIe8zvzp078REbOk9R9ZQpU7Cz85TDHup1+PBhThiytj0FtrKfu9MMtuLV4qMlGF14xIF1Ety4cSOGbSkjQcNu2mfPlX1dVKpFy/0s9KImnF5knAQZ49zz6btohdGZrcZ7XDDi+POf/zxs2DB0w1iSEeW8efNMOojDMjtitgRQj/8UEPeAOeep3bt3MxTFsM5TQBso82c/+9nKlSvtoV4cWGq3Z6WAZbZGusLdAUlQeJ0Cn38e7w8dOnT16tWWzTYXQjSOjJMgr/d8+i5DpMmTJ7Oa4HHBbMhU9Mknn2SCzAgOlzFLtdIQx4ABA2I+Ri2xBBkDMoRk1Ty1YcMGptIMyiiQVfOUQeOZDnft2pWRIK1lfMp0+NKlSyS5zNZIVziV+hKMWTh7N3369MWLFzNCvHjxIvGSoBD3ScZJkOvcOSje03crKysZCjGNJck9K82Gh74EecWA48aNe+aZZ5gXu0jElJeXZ38SBgzW2NbCiSWIVZnhuunwI488MnHiRIauzlMMFfft22fTcyvq/ffft4Cz1bZt2yyza4/FuwMSr3DysHc9e/ZExNwkLJskKMR9knESTPD03d69excWFt66dWvp0qUMABkGJnhcsPkFK7EVyrNH7FqkfarAJJoSqJqB1UsvveSby5cgm+BWho1MQhnNMaYjp8U/8MADBw4cIJvzFGJlIr9lyxbEyvDTRoKMUidNmsTYjZHgF198kZ+fb5lde6yukASjCyfM3jGbpsFY27JJgkLcJxknwQRP3wV7hj7Dsf3799eVEv9xweYXZDFnzpzoT2Pdk/dtQ/eE/WgJDho0aP78+VbFU0895X9FZt68eTaEdJ5i1X1Fhk3c439xsb1xiQEZk9pwkpaEvpQD7EK8wgmTOnDgQHTs2iAJCnGfpE2CDYXr37mp2UA0/nQ41bCD7GawIoRoFiTBREiCQmQ9kmAimlmCQojmp8VIUAghUoEkKITIaSRBIUROIwkKIXIaSVAIkdPUSfD77/9/Mjb7xPPm20cAAAAASUVORK5CYII="
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": false,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "1bd59742",
+      "cell_type": "markdown",
+      "source": [
+        "##\r\n\r\nПорты R и C блока синхронной машины используются для подключения блоков из домена \"Вращательная механика\". Вы можете задать движение двигателя, приложив крутящий момент или заданную частоту вращения к разъему R относительно порта C.\r\n \r\nС помощью блока **Machine Inertia** можно включить инерцию и демпфирование. Этот блок находитс в библиотеке **Физическое моделирование -> Электричество -> Электрические машины -> Механические элементы**.\r\n\r\n![3 блок Machine Inertia.png](attachment:3 блок Machine Inertia.png)\r\n"
+      ],
+      "attachments": {
+        "3 блок Machine Inertia.png": {
+          "image/png": "data:image/png;base64,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"
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "2d87827e",
+      "cell_type": "markdown",
+      "source": [
+        "### ✏️Задание 7"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "9e76596d",
+      "cell_type": "markdown",
+      "source": [
+        "Продолжите построение модели:\r\n\r\n1. Добавьте в модель следующие механические вращательные блоки: \r\n* **Источник угловой скорости**,\r\n* **Machine Inertia**,\r\n* **Опорная точка вращательного движения**.\r\n\r\n2. В окне настроек блока **Machine Inertia** задайте следующие значения параметров:\r\n* **Rated apparent power** – `5e6` А*V,\r\n* **Rated electrical fequency** – `60` Hz,\r\n* **Number of pole pairs** – `4`,\r\n* **Initial electrical frequency** – `60` Hz.\r\n\r\n3. Соедините одинаково маркированные порты блока **Источник угловой скорости** и блока синхронной машины: порт R с портом R и порт C с портом C. Подключите блок **Machine Inertia** к линии, соедияющей порты R этих блоков. К любой точке получившейся цепи подключите блок **Опорная точка вращательного движения**.\r\n\r\n4. Добавьте управляющий сигнал для источника угловой скорости. Для этого добавьте в модель блок **Константа**. Подключите его к порту S блока **Источник угловой скорости**. Задайте значение константы равным `2*pi*60/4`. "
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "006ecbf7",
+      "cell_type": "markdown",
+      "source": [
+        "#### <span style=\"background-color: #c2ebff\">Решение</span>"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": true,
+          "amountHideCellsInside": 1,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "85ea6b9d",
+      "cell_type": "markdown",
+      "source": [
+        "![3 модель 2 задание 7.png](attachment:3 модель 2 задание 7.png)\r\n\r\n![3 окно настроек блока Machine Inertia.png](attachment:3 окно настроек блока Machine Inertia.png)"
+      ],
+      "attachments": {
+        "3 модель 2 задание 7.png": {
+          "image/png": 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"
+        },
+        "3 окно настроек блока Machine Inertia.png": {
+          "image/png": 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"
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": false,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "b759030d",
+      "cell_type": "markdown",
+      "source": [
+        "##\r\n\r\nМодель генератора с разомкнутым контуром почти готова. Чтобы узнать, как работает модель, можно использовать блоки датчиков, которые вам встречались ранее в курсе, например, датчик мощности.\r\n\r\n<br/>\r\n\r\nОднако блок **Синхронная машина с явнополюсным ротором** также генерирует физический сигнал, содержащий множество измеряемых величин. Вы можете получить доступ к отдельным измеряемым величинам, используя блок **Измеритель синхронной машины**, находящий в библиотеке **Физическое моделирование -> Электричество -> Электрические машины -> Синхронные**.\r\n\r\n![3 блок Измеритель синхронной машины.png](attachment:3 блок Измеритель синхронной машины.png)"
+      ],
+      "attachments": {
+        "3 блок Измеритель синхронной машины.png": {
+          "image/png": "data:image/png;base64,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"
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "fd079580",
+      "cell_type": "markdown",
+      "source": [
+        "### ✏️Задание 8"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "350ab3ac",
+      "cell_type": "markdown",
+      "source": [
+        "Завершите построение модели:\r\n\r\n1. Добавьте в модель блок **Измеритель синхронной машины** и подключите его входной порт к порту O блока синхронной машины. В окне настроек блока **Измеритель синхронной машины** задайте значение параметра **Выходной сигнал** равным **Real power** (действительная мощность).\r\n1. Добавьте в модель блок **Заглушка** и подключите его к выходному порту блока **Измеритель синхронной машины**. Залогируйте выходной сигнал.\r\n2. Добавьте в модель блок **Solver Configuration** и подключите его к любой точке электрической части модели.\r\n3. В окне настроек модели задайте время моделирования равным `0.3` с, а размер шага – `50e-6` с.\r\n4. Запустите модель. Постройте график зависимости мощности синхронной машины от времени."
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "bb7e9e6b",
+      "cell_type": "markdown",
+      "source": [
+        "#### <span style=\"background-color: #c2ebff\">Решение</span>"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": true,
+          "amountHideCellsInside": 1,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "9f16d7b6",
+      "cell_type": "markdown",
+      "source": [
+        "Модель:\r\n\r\n![3 модель 2.png](attachment:3 модель 2.png)\r\n\r\nГрафик результатов моделирования:\r\n\r\n![3 модель 2 - график.png](attachment:3 модель 2 - график.png)\r\n"
+      ],
+      "attachments": {
+        "3 модель 2.png": {
+          "image/png": 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"
+        },
+        "3 модель 2 - график.png": {
+          "image/png": 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"
+        }
+      },
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": false,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "b0402e5b",
+      "cell_type": "markdown",
+      "source": [
+        "## Тест для получения сертификата"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": true,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    },
+    {
+      "id": "a5f51c61",
+      "cell_type": "markdown",
+      "source": [
+        "<p align=\"center\">\r\n<a style=\"padding: 8px 16px;\r\n    border: 3px blue;\r\n    border-radius: 15px;\r\n    color: white;\r\n    background-color: #1b83ba;\r\n    font-size: 24pt; \r\n    text-decoration: none;\" href=\"https://my.etude.org/link/kfrhWZ-JegadBtmdyCzyO0nepRxamtSHvjxSGMZNpl-fUyAB1AhNydcU5iLM-v-JHGciVf6X8KYpegbKPfd8b2_tAmvvH2gLvvHzsKD55Jokkvq2u-gfb_1S6U3R_zyQzZKbAGgVnPU2Cb4r2aKTr4y6oVBXgfL8ADHI3lsTp3c=?engee=\"\r\n     target=\"_blank\">Пройти тест по разделу >></a>\r\n</p>"
+      ],
+      "attachments": {},
+      "metadata": {
+        "name": "Название секции",
+        "engee": {
+          "isDisplay": true,
+          "isParagraph": false,
+          "isClosedParagraph": false,
+          "amountHideCellsInside": 0,
+          "codeOutputView": "col",
+          "codeOutputHidden": false
+        }
+      }
+    }
+  ]
+}
\ No newline at end of file
diff --git "a/\320\234\320\276\320\264\320\265\320\273\321\214 \320\275\320\260\320\263\321\200\321\203\320\267\320\272\320\270 \321\201 \321\201\320\276\320\265\320\264\320\270\320\275\320\265\320\275\320\270\320\265\320\274 \320\277\320\276 \321\201\321\205\320\265\320\274\320\265 \320\267\320\262\320\265\320\267\320\264\320\260_ \320\235\320\260\321\207\320\260\320\273\320\276.engee" "b/\320\234\320\276\320\264\320\265\320\273\321\214 \320\275\320\260\320\263\321\200\321\203\320\267\320\272\320\270 \321\201 \321\201\320\276\320\265\320\264\320\270\320\275\320\265\320\275\320\270\320\265\320\274 \320\277\320\276 \321\201\321\205\320\265\320\274\320\265 \320\267\320\262\320\265\320\267\320\264\320\260_ \320\235\320\260\321\207\320\260\320\273\320\276.engee"
new file mode 100644
index 0000000000000000000000000000000000000000..233af16e0727f3d4bce3b0b22139522c1ca4eab3
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