5 . if-else-elif-nested loops.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Control Flow Statements\n",
    "The flow control statements are divided into three categories\n",
    "\n",
    "1. Conditional statements\n",
    "2. Iterative statements.\n",
    "3. Transfer statements"
   ]
  },
  {
   "attachments": {
    "Screenshot%20%28138%29.png": {
     "image/png": "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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![Screenshot%20%28138%29.png](attachment:Screenshot%20%28138%29.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Conditional statements\n",
    "In Python, condition statements act depending on whether a given condition is true or false. You can execute different blocks of codes depending on the outcome of a condition. Condition statements always evaluate to either True or False.\n",
    "\n",
    "There are three types of conditional statements.\n",
    "\n",
    "1. if statement\n",
    "2. if-else\n",
    "3. if-elif-else\n",
    "4. nested if-else"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Iterative statements\n",
    "In Python, iterative statements allow us to execute a block of code repeatedly as long as the condition is True. We also call it a loop statements.\n",
    "\n",
    "Python provides us the following two loop statement to perform some actions repeatedly\n",
    "\n",
    "[1].for loop\n",
    "[2].while loop"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Transfer statements\n",
    "\n",
    "In Python, transfer statements are used to alter the program’s way of execution in a certain manner. For this purpose, we use three types of transfer statements.\n",
    "\n",
    "1. break statement\n",
    "2. continue statement\n",
    "3. pass statements"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## If statement in Python\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In control statements, The if statement is the simplest form. It takes a condition and evaluates to either True or False.\n",
    "\n",
    "If the condition is True, then the True block of code will be executed, and if the condition is False, then the block of code is skipped, and The controller moves to the next line\n",
    "\n",
    "Syntax of the if statement:"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "if condition:\n",
    "     statement 1\n",
    "     statement 2\n",
    "     statement n"
   ]
  },
  {
   "attachments": {
    "Screenshot%20%28139%29.png": {
     "image/png": "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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![Screenshot%20%28139%29.png](attachment:Screenshot%20%28139%29.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "we will calculate the square of a number if it greater than 5\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "36\n",
      "Next lines of code\n"
     ]
    }
   ],
   "source": [
    "# Example :\n",
    "number = 6\n",
    "if number > 5:\n",
    "    # Calculate square\n",
    "    print(number * number)\n",
    "print('Next lines of code')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3 is a positive number.\n",
      "This is always printed.\n",
      "This is also always printed.\n"
     ]
    }
   ],
   "source": [
    "# Example :\n",
    "\n",
    "# If the number is positive, we print an appropriate message\n",
    "\n",
    "num = 3\n",
    "if num > 0:\n",
    "    print(num, \"is a positive number.\")\n",
    "print(\"This is always printed.\")\n",
    "\n",
    "num = -1\n",
    "if num > 0:\n",
    "    print(num, \"is a positive number.\")\n",
    "print(\"This is also always printed.\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "* In the above example, num > 0 is the test expression.\n",
    "\n",
    "* The body of if is executed only if this evaluates to True.\n",
    "\n",
    "* When the variable num is equal to 3, test expression is true and statements inside the body of if are executed.\n",
    "\n",
    "* If the variable num is equal to -1, test expression is false and statements inside the body of if are skipped.\n",
    "\n",
    "* The print() statement falls outside of the if block (unindented). Hence, it is executed regardless of the test expression.\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "price is less than 100\n"
     ]
    }
   ],
   "source": [
    "# Example : if condition\n",
    "price = 50\n",
    "if price < 100:\n",
    "    print(\"price is less than 100\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In the above example, the expression price < 100 evaluates to True, so it will execute the block. The if block starts from the new line after : and all the statements under the if condition starts with an increased indentation, either space or tab. Above, the if block contains only one statement. The following example has multiple statements in the if condition."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "price * quantity is less than 600\n",
      "price 50\n",
      "quantity 5\n"
     ]
    }
   ],
   "source": [
    "# Example : multiple statments in if block\n",
    "\n",
    "price = 50\n",
    "quantity = 5\n",
    "if price*quantity < 600:\n",
    "    print(\"price * quantity is less than 600\")\n",
    "    print(\"price\", price)\n",
    "    print(\"quantity\",quantity)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Above, the if condition contains multiple statements with the same indentation. If all the statements are not in the same indentation, either space or a tab then it will raise an IdentationError."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "ename": "IndentationError",
     "evalue": "unexpected indent (<ipython-input-5-795827ea4981>, line 7)",
     "output_type": "error",
     "traceback": [
      "\u001b[1;36m  File \u001b[1;32m\"<ipython-input-5-795827ea4981>\"\u001b[1;36m, line \u001b[1;32m7\u001b[0m\n\u001b[1;33m    print(\"quantity\",quantity)\u001b[0m\n\u001b[1;37m    ^\u001b[0m\n\u001b[1;31mIndentationError\u001b[0m\u001b[1;31m:\u001b[0m unexpected indent\n"
     ]
    }
   ],
   "source": [
    "# Example: Invalid Indentation in the Block\n",
    "price = 50\n",
    "quantity = 5\n",
    "if price*quantity < 600:\n",
    "    print(\"price * quantity is less than 600\")\n",
    "    print(\"price\", price)\n",
    "     print(\"quantity\",quantity)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Note : The statements with the same indentation level as if condition will not consider in the if block. They will consider out of the if condition."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Example: Out of Block Statements\n",
    "price = 50\n",
    "quantity = 5\n",
    "if price*quantity < 100:\n",
    "    print(\"price * quantity is less than 600\")\n",
    "    print(\"price\", price)\n",
    "    print(\"quantity\",quantity)\n",
    "print(\"No if block is executed\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### The following example demonstrates multiple if conditions.\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "price = 100\n",
    "if price > 100:\n",
    "    print(\"price is greater than 100\")\n",
    "if price ==100:\n",
    "    print(\"price is 100\")\n",
    "if price < 100:\n",
    "    print(\"price is less than 100\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "##### Note : Notice that each if block contains a statement in a different indentation, and that's valid because they are different from each other.\n",
    "\n",
    " "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## If – else statement\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "The if-else statement checks the condition and executes the ‘if’ block of code when the condition is True, and if the condition is False, it will execute the else block of code.\n",
    "\n"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "if condition:\n",
    "    statement 1\n",
    "else:\n",
    "    statement 2\n",
    "# If the condition is True, then statement-1 will be executed If the condition is False, statement-2 will be executed. See the following flowchart for more detail."
   ]
  },
  {
   "attachments": {
    "Screenshot%20%28139%29.png": {
     "image/png": "iVBORw0KGgoAAAANSUhEUgAAA8QAAAHyCAYAAAAtEAduAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAhdEVYdENyZWF0aW9uIFRpbWUAMjAyMTowNTowNiAxODo0MzozNO92qE0AAJzISURBVHhe7d0JvFZz4sfxn0ER2SJkzZatkiRkLVGobGWQse9LliGGxqx/Y5ixDmOMxpJBDMqWfatIxpI1WwyyRpRUVP/7+XV/OR7PrVvd5bnP+bxfrzP3Wc5zlt85jfM9v+UsMnPmzFlBkiRJkqSc+VnlX0mSJEmScsVALEmSJEnKJQOxJEmSJCmXDMSSJEmSpFwyEEuSJEmScslALEmSJEnKJQOxJEmSJCmXDMSSJEmSpFwyEEuSJEmScslALEmSJEnKJQOxJEmSJCmXDMSSJEmSpFwyEEuSJEmScmmRmTNnzqp8LUklYZFFFql8JUmqbbNmeSkoKb+sIZYkSZIk5ZKBWJIkSZKUSwZiSZIkSVIuGYglSXXK/oqSJKlUGIglSXWGMDxjxozKd5IkSfXLQCxJqjOMIL7YYovF19YUS5Kk+uZjlySVHB+7VL4Iwd9//3342c9+FkaPHh2+/PLLsPbaa4eNNtqocg5Jdc2bU5LyzBpiSVKd4WYHYXjRRRcNzz77bLjrrrvCiy++WPmtJElS3TIQS5LqFGEYH3zwQXjjjTfCJ598Et9LkiTVNQOxJKlefPfdd3GALZvIS5Kk+mIgliRJkiTlkoFYkiRJkpRLBmJJkiRJUi4ZiCVJkiRJuWQgliRJkiTlkoFYkiRJkpRLBmJJkiRJUi4ZiCVJkiRJuWQgliTVmlmzZv1kyn6eXkuSJNUHA7Ekqc4ZhiVJUikwEEuSJEmScslALEmSJEnKJQOxJEmSJCmXDMSSJEmSpFwyEEuSJEmScslALEmSJEnKJQOxJEmSJCmXDMSSJEmSpFwyEEuSJEmScslALEmSJEnKJQOxJEmSJCmXDMSSJEmSpFwyEEuSJEmScslALEmSJEnKJQOxJEmSJCmXDMSSJEmSpFwyEEuSJEmScslALEmqNYsssshPpmKfS5Ik1QcDsSSpzhmCJUlSKTAQS5IkSZJyyUAsSZIkScolA7EkSZIkKZcWmTlz5qzK15JUEuxfWj4q/hsTvv/++/Df//433H777eHJJ5+s/CaE//3vf+Gbb74Jyy23XGjevHlo1KhRPPY777xz2GuvvULbtm0r55RUm2bN8lJQUn5ZQyxJqlWLLbZYWGONNcIqq6wSnn/++TBq1Kg4ffTRR+Hrr7+OwfjZZ58No0ePDmPGjAnLLrtsnFeSJKm2GYglSbXmZz/7WZxWX3310L59+7DxxhvH91nUCvMZtcmtW7eO00orrVT5rSRJUu0xEEuS6gShuEePHj8JxDTXZOLzPfbYI6y99to24ZQkSXXCQCxJqhNrrrlm7Bu8/PLLh0UXXbTy09moJSYwd+vWLayzzjo/+V6SJKk2GIglSTUu1fqmiebQhNzVVlstHHbYYT9pEr300kuHQw45JA6uJUmSVFcMxJKkOkEtcNOmTcOBBx4Yg3GyxBJLhPXWWy/07t07BmIC9IwZMyq/lSRJqj0GYklSnVl88cVDy5Ytw9Zbbx1atGgRP1t11VVjU+n1118/fk9Nso/ekiRJdcFALEmqMwTdxo0bh+7du8fBswjA9Bnu1atXfDwTrB2WJEl1xUAsSap1qcaXsMtraog33XTTONBWq1atwmabbRa/nz59euxvnObnNRPNqCVJkmqagViSVOMItGlK70HgRaNGjWIg7tChQ1hxxRXDRx99FL744ov46CVqjdP8BOjvv//eQCxJkmrFIjNnzvQqQ1JJSWFIDV9q/pweo8R7Xl977bXhmmuuCc8//3wMwTSbPvzww0OfPn3CyiuvHOdFGqU6G64l1SxvOEnKMwOxpJJj8CkfKczyd/z48eGRRx4JN998cxg3blyYOnVqHEhrmWWWCSNHjgxNmjSJ7/fee+/QpUuX2JwaNJmm1lhS7TAQS8ozA7GkkmMgLh80d37vvffCU089FR5//PHw4osvxjC8ww47hO233z60bt06Np9+9dVX4zyjRo0Kyy+/fNh4441jP+POnTuHtdZaq3JpkmqDgVhSnhmIJZUcA3HDQg0uF9SpWTS+++678P7774fnnnsuPPPMM2H06NHhk08+iSNLt2/fPmy33XZxIC36D/P7KVOmhJdeeik8+uij4ZVXXgnvvvtuHHV62223DR07dgzt2rWLzy5OI1GzPsI250r6TNKCMRBLyjMDsaSSYyBuWLL9hAnCn332WRg7dmwYPnx4uP/++8OECRPCSiutFIMwzxveeeedY7/hLC7ICcYTJ04Mr732Wnj44YfDE088ET799NPQtGnT+LtOnTqFjTbaKIZoQnAKxNQwS1pwBmJJeWYgllRyDMQN0+TJk8M777wT+wnfcsst4Y033oj9g7t27RoHyyLQLrHEEpVzF8eFOdOkSZNiM+qhQ4eG2267LY5Avd5664UePXrEZxjTjLpZs2bxN4XhWtL8MRBLyjMDsaSSYyBuGLiIpnaY2toPP/ww3HrrreHGG28Mzz77bGjcuHHYfffdw3HHHRebPC+99NKVv6rexTe1vzyiiRpnHsl0xRVXhDvvvDPWNvPc4j322CMcddRRYZVVVnHALWkhGYgl5ZmBWFLJMRA3DFxEf/7557EGd/DgweGtt96KI0VvueWWYZ999olNpJdccslYS0xoZn6aVVfn4pt5aEKdzgX6H1NjTBPsBx98ML5nROqddtop9OrVKw7CRQj33JHmn4FYUp4ZiCWVHENN6eGCmcckcWyYCL+PPfZY7CdMUOUzBr7aZptt4mBZDJ5Fv2FqkNNvWEZ1mzenC3R+l0ybNi3WFo8ZMyY2yx42bFgM2JtsskkcfIuButq0aRPnzQ7wJWnuDMSS8sxALKnkZEOQ6l+6WCaQMlgWo0E//fTTceRoaoipnWWgLB6TtMEGG8QaYealdrg20Jya7SAU0zz79ddfjwF40003jaF4iy22COuuu66DbUnVZCCWlGcGYkklx0Bcf4rVzH777bexiTLPD77vvvvi84S//PLLsOaaa8b+wTRb3mqrreb0E2YZqWaYGuGaPJ7Z7aNJNbXFjEj95JNPxlpr+hPvtttucQCvDTfcMDRv3jwGc2uMpaoZiCXlmYFYUskxENc/LpCp5f3mm2/Ce++9F/vuXnfddfExSCuvvHLo0qVL6N27d6yRTQjBhFSOX+ozXNOBOItBtwjALJ8aY/oyMxHeqaVm4C1GpW7dunUM69YYS8UZiCXlmYFYUskxENcvQi1BlucBM1jW7bffHmtfCZk8PunnP/957LfLI5QImVOmTIl/CcEJo0NTK1ubj0TiIj57rtDHmfDOaNdXXXVVfB7y6quvHoPxMcccE5tz1+b2SA2VgVhSnhmIJZUcA3Htof8t09xGZKZp9PXXXx8eeuihOUGYULn33nvHgLnCCivEMJxqf1OtcLY2OH1W1TpqGhf0TOwbAf25556L208/Y0LyqquuGnbcccdw2GGHhXXWWSfWLLONhHZ+M6/nI0vlzEAsKc8MxJJKTl2FqLxJobEwqBIMaX5MEL777rvj6NEMVNWsWbPQoUOHOaM3M3hWwm+KKTx2tX0si13Is06aen/wwQexlpsBwNgnRqheb7314v7Q5JvRsGlKzb5zg0DKKwOxpDwzEEsqObUdovQDBswiNP73v/8NzzzzTBy1+euvv46DUvEoI0aObtWq1U/636ZwXai+A3Hh+ti///3vfzEUjxw5MowYMSLuCyNSMxDY5ptvHpt/E4w975RXBmJJeWYgllRyDCa1i4tfBsAiKL7wwgvh0UcfjWGRIExNcPv27WPz6JYtW8615rRYLXF9B2Jk18l+Jh9++GEYMmRI3Nc33ngjbj/7261btxiKaUqdRsqW8sRALCnPDMSSSo6BeOFwcVtYhukzBp6aMGFCGD9+fBws6z//+U+YOHFiWGuttWIwpI8tQRgExrkNQlWKgZj3TGnbeE0/4fTYJQIyYZhRs++5557w6quvxj7E3ABg1GxqjukzbZ9i5UnhvyNJyhMDsaSSYyCef1zQpnKjT2w2BCKN+sxgUzw+iTDM44nWXXfdOGr0fvvt96M+wtVRnYvouj6WaZvS32IBne8oI/oYP/jgg+Hiiy+OA28tu+yy8RnGhxxySNh+++1jc2uCcXYZhOfsaNqqf4XHmvfFbubU9bnYkKQylKQ8MhBLKjleuNYsakUZVGro0KGxDy1BeMUVVww9e/YMvXr1CmuuuWYMg4y8PD+qcxFd18cybVNhSCq2HYSmL7/8Mk40paZ83n333bDSSiuFjh07hr322iv2oV5yySXj75lYbl3vk+aO48jEDR+ODTctkL0hBI9b1QzEkvLMQCyp5HjhuvAIwfQJpknwvffeG0aPHh37DBP2ttlmm1gDutFGG8UwTI0ngYJyr27ZV/cCuq6P5fwEYqSac8qGptSU0/Dhw8Obb74Z1l577Tjo1i677BLatm0bHzeVluPzjEsHxzodb87j7OO/sur6XGxIqvvvWZLKkYFYUsnxwnX+cDGbash4/cUXX8THJo0aNSpONJOmRpjBshhZuV27dmGDDTaIQZj5KW8mQjTLqU5NcXUvoOv6WKbtSn/T+gu3g+/ZV/4yURbULNK3mvIiFDPg2McffxxH2ebxU5Qfg3A1b97cQFxC6Bf/6aefxmdmv/TSS7HVAzcz0jmQ1PW52JAUlpUk5YmBWFLJ8cK1egiwlBUTfWJBEB4zZkx45JFH4mOUCMnUBO+0005h5513jkEB6XdcCKempbymxrTwEUtVqc5FdF0fy7RN/M2uu3A7Uhhm33lNwE1/+fyzzz6Lo28z+NaLL74Ypk2bFtZff/1YhtxUYOAxBt+yP3H1cb5ys4FB3ThfKe8kHR8+4zXPwOZ50dVB7T59we+7777wxBNPhEGDBoWuXbtWfvuDuj4XG5Lq/FuWpHJlIJZUcrxwnTcuYAkVlBUhggD3yiuvhFtuuSXWbn711Vdhww03nDNgVra5b1axC+GGXv41uU+UK2HrzjvvjLXtlDmB+MADD4y1xS1atPBRTdVETW7//v3jM6HffvvtMHny5Nh3vWnTpvFGBBPl+80338QB3rghUR08Q/vyyy8Pt956a5gyZUo8VgyOlm70JP7/StUMxJLyzEAsqeR44Vp9jIT87LPPhoEDB8aaMdC0t0+fPnHQLGqEqZmr6nnCBuK5oxk15Tdp0qQY5P72t7/FWuPll18+1hYfdNBBoUuXLnHgrSTVfNqs+geUCWGXY0Oz9PPOOy82ST/iiCPCnnvuGZo0aRJvLHAj57bbbgsPPfRQuOmmm6pdhjSXPuqoo+Ix4lFiPEKskP+/UjUDsaQ887/WktQAUbvGYFmnnHJKOO6442JIY7AsAtvf//73GNRWX331WEtGGKbJL8FO84cQRfktt9xysQnvZZddFm6++eY4KBlNqc8444xw8MEHhxtuuCGGZqRm15otlQV907lxQHNzmkRTTjTPp4aY5ue8JxS3bt067LjjjvFmRHXKkXk4v9ONCEmS5sei55577m8qX0tSSbAmp2rUCNOE99prr401YWPHjg2rrrpqrBGmGS+PCVprrbViyEjlmGrZ+Fudsi3H8l/QfcqWHcGYIMcAZZtssklYY401YhNdRvKmlv7555+Px4eRvCl/zZYte14z0cedZtPcxGEEb27ccJPn5ZdfjjcWaOVAOVbnuDEPNcs8Ouv9998PBxxwQFhvvfUqv/1B4bII0tVZviSpvBmIJZWcvF+kUpObghhSH2EeCUT/SCYGzKL/JTWVjKrbvXv3sOmmm8YaNgZ6ypZhCsJpyipW1sU+a8hqan/ScpZYYon4uCpqOgnF1G4yUBTNdd977734nGf6yxKgU//iwm3gmJZbOc9N2tf0lybRNHPecsst43nLOcvNHQaEoyaZftppXsqTwbIIvA8//HDsI8+/B25OpPJNz5L+4IMPYr95BkDj3xHHhb7I6RnT3MBg4Di+4ziCJtz0D3/ggQfi8rm5wY0N/n1lm8JLksqTgVhSyclTUCiGi/U0+jEX/tRAclF/++23xzBM+fDopN69e4e99947bLHFFrFJL8E3hV/wN1uWVZVrmq9w/oaqtvcn3axYaqmlwjrrrBNri6ml55h99NFHMVzxHGPCF8eQ4JWCW1J40yMPsseCQMyI0wROBtF655134meEX/q981gwEEwZPfqee+6JtceE15EjR8bm6szHoGY0u/7888/D3XffHT788MPYWoJATI0z8zHQHMunzPk9IZl/L0z8+6IvM0Gc51C/9tprMRAT1ln2yiuvXO1R1yVJDZOBWFLJqY0Q01CkPpPUYvE4GYIwA2YRhLmY50L/2GOPDUcffXQMwtRioTplludyrU0MCEWA22OPPWKtJbWV1HZSY0zYIgwzCBeBOR0D/qYpjwi/1MZSo84NBF4/9dRTMSBvvvnmsTy5oUBAZgAuPqe/9vHHHx9vMNCPm0DLvweasFPmhGb+jaQaYl4//vjjMSRfeOGFYdttt40jUnOzghHCqdlnOzhOhGsGoeN50zS/Hjx4cGz2zg0Pmm5LkspXvm5PS1KJIyDR3JYLdUbN7devXwwLXLCfeeaZ4cYbbwx77bVXfIxSkreaxlKUgi3N1+nffckll8T+3AQwRlJm4K277ror1k5y04OaY45zXjFgFqE3jTZN7e8///nPOHBZuilEk3PKiT7F3GigeTrBmOBKSP3666/DF198EeelmTXNrtMEypdwm8qafzO77757HBWcG05sA8eKQei4wdSxY8fYBeGiiy6Ky6aZNs/1TtsjSSpPPnZJUsnJa60ZtWHUaNEXkiBFM9DOnTvHmkdqg2nCSa0YF+g0/0S21nFeF+55Ldf6QBCj+TQDR9Fklz7flD+DPe26665h3333Dausskrl3PkzYMCAOLAWrR1o9k+tL+c/5UQTZfrEg0c10VKC833ixImxNnfYsGGx2TQ1wYcddlis1aVJNDeQqG3msU2UMb+jm8Ef//jHsO6668YaYkavpna4efPmcWRq+jBzg4n5Cd0EZYI4CNkE71S7X84M/ZLyzCbTkkpOOQa3dMFJbVW2RpcLfYIvg/5QQ8bI0TQjpfaMi33CAhftq622WuyzCpbFNL/lZCCuOwQ8mvJy3AjBBDL6w9KUmsHR6NtKH1dCGMc1nROcH+lcKbfjRdhkn5joCkCf3TSoFuGTpueET24UpFG6CaL07+WxYi+99FIsr4022ij+nn8jjEZNzTE1xdTAM6gWfetp6kxNMcth2fRTpsy50UQtPevg5hI1+SyPmmH6ghOAOWb0HaY7Asem3MOwJOWdgVhSySm3IEDAIfim2lwmgs+nn34am2USgukjTPNMLsiprdpnn31iLRkX9vRBLWwWnZaTVKfMqjOPaha1ndTsMyI1fwl8NN+liTDhjABHUOYYM3GM0rFekJsepYx/A6k5M7XD9OUlENP6Aew3ZZDCMPvPIFfXX399vHnAfDRrJkAPGjQo/tvg95Qr/5boQ5xGmeYmBCGZm0081onwTADmex7NRNilrzLLJiCzTmqN+ZztYFu5ccFfjpkkqXwZiCWVnHIMblzcc6HN348//jj2m6TWi8F76CPMBTlNOhkhl+a0XMRTy1gYhKtiIC5t9H2lHzjNdaktJhjyGCBCFy0CaGJNDSqfE9yQrS1GQz5+KdxzPrOfPOKIkZxbt24dQ20x7D996WkCTRju27dvrHUn/N50003xJgO1u3xGqL3jjjtiM3X+DRGIaUZN02puRPG8Y8I0Nx8od/5tceOJWmdGlWbgLUI3AZpR3fmcmmn6HfOILUlS+TIQSyo55Rbc2B8mRsJNj5dh5Ohbb701NuUkEJxyyinhgAMOiEGYZprMTx9HAkR1yqOm5lHNS6GW8ieIrbXWWvE5uzTRBTWljz32WAzH9JnlEU7MS19Wwlz29w0R20+4BSM/EzQJxPxbIHBS08t+UpuevQHE76hJZ/Rpyo0bBfQjpryoYab5NBO/4/FJjDxNoOXfE2GZUaopU8qW2l9qe8eNGxc/p8aYY0DTaZb3/PPPx3+X/Ju899574/YxwBfzWEMsSeXNQCyp5JRjcKNm6t///nf41a9+FWuFCcedOnUKv/3tb8Ppp58eQwG1iOx72n8CMTWG1SmPmppHNSvV8jJlwx4hbvXVV4+jHtN0l1pTnsvLs3QZCIoWA9Qo04SYZTTkfqycd+nGzkknnRTOP//8uK/8GyCwUtu72WabxabPBN+E39CFgL6/lAsTNen0q6d7ARNlxL+tv/zlL7F5NWXFoFsEXf5NccOJmuWrr746nH322TH8MkjdMcccE5dP/2NqgKkdppaY40R4/sUvfhF/xzIkSeXNUaYllZyGGNy4kGa7U19hLsy54KZGir6N9BOmiSjfM3I0I9syOi41ZISe9Pu0LLAMPqup8qjJcmVEYGrSLr744ri/BLpChBv2hf3o1q1bHCSMpqwLihsELC/VJKayLmXpWKKq8ieM0eSXQaaomWRUavaPWkzKjb7kNA2uSvbcKXX04WV/OXZsNxM3fRjIin8H7HcW89HFgEcvsY/cKEjNpjkf6PPLoFn0FyYYp38zDIrF8uivzY0mao5ZBuvi3xxTwu8I53zP75mH5VIzzLLzIHueSlLeGIgllZyGcnFfLIikz6iJYiRcmnbSRJSLd2qEeTZtu3btYjCkuWddqslyZbRkAjF9NHn2LkGC5qzUznET4NBDD421dzQBpskqAYOBwujLuTBS+VKejCq88cYbxybIaQTuhojQB8Ibjwqi+e7w4cNjLSo3GjhXOG+oTSY4ppBGORDepIVlIJaUZzaZllRyajK41YUUaPjLoD407WQgIAIjAYcmmXvuuWecqB0mwFFrVVgbVttqslwZqZdaNwJuz54948i/NDXlRgDNVI8//viwww47xEGT2FcCM31i119//YXajvRbalRpJkvops9tWgdTXZfrwmJ7maj5pvaTAExTXmo5Cf40DWZEavrc0mSY+XhEUaopR7GbM5Ikad4MxJJKTkO5sGc7majZoykoo9UyMM9VV10Va1AJN126dImj3hIaCTo040zNfOt6P2tyfQxMRChj9N/0rFZC6tNPPx0HOKKpL4GOz2l6SvNpAjE1nAsbWGnaynroF7rjjjvGUMy2gJsSpd6MuiopzFMDTMjnJgM3Uyg3at+feeaZGI4Jxewn86Wa8Ya6z5Ik1TcDsaSSU6qBuLBZIQGGcMZjXKgV/vvf/x7uu++++B0D9xx33HHxmaj0/yS8UKOX1Mc+1uQ66YNJLSZBl+UyEdpoQk0t+W677RYHNgJhlQGkCMOUGfMSnumHzET/T2pCaf5LsKOc6WfKdyyLZsN8xm/p78lATFdeeWVsit6+fftYO8xEOCRQ1kfZLqhszW4KxOmz1LeWmw6Mdsx33GihjBlo6uuvv44jL3NecaNFkiTNP/sQSyo5pRpoqJX7/vvv54Q2AuCNN94YrrvuuvDKK6/EJsMMgNSvX79Ys7fMMstU/jIf3n777XDRRRfFR+XQnJmwmlB2BFtCH2V4xRVXhCFDhsR5CbL0jz3qqKNiE2vKlpr2f/zjH2HEiBFhv/32i03NKV+aoA8dOjSOxJxwvvzmN78Jv/71rys/aTiygbgqzEP5EZAZmI1zjkHaOOfoh87juo488sg4CFd2EKh086FU/z2pdHCOSVJeGYgllZxSuIAnTHCRmJqipvf8pXk0oeyGG26Ij2qhBnSnnXYK+++/f3x8DLWmBBOmPIWRYoE4lVkqR0YHvvDCC2OtJ32p+Y6mwDx6h3Kjlp0m1wxIBgbsonk2o1nzXNjtt98+fn/99dfH3xCEaZZOGCzX58Wmcw/cTKDJNDXFDz/8cBxYjNc8Hohm6vvuu28s91Te/M5ArHlJ55ck5ZFNpiWVnFIKxKm/K0GEoEcIo48wowDTXJqm0QceeGAMboweTa0wTVgJJHkLIjy6hr69hN5dd901PleWMkhlyGBbNHcmLPOIoTSaMk2ACXUM1LXzzjvHJtTvvfdebA7Me5pb8xnNhwl+NA9mJGtGr6bst91227INw0jnETXs1BLz6CFaINAnvVWrVnEEb27M8BzeNPgWZZTK31AsSVLVDMSSSk4pXLyzDalpNEGDmjia6fKcWPq1brnllnGgLIIwNZf0py18BA6/TRPKPZQUC8RZjEpNiH3hhRfiCNTrrrtuHDyKkEutJo8WogaYRzW99NJLsZ8sv6HfMGGYGmUGKqO/Mf2HH3/88XgMCIVpUK1ylQ22qZ80QZjzjmDcsmXLeL4yyjc3GrhhwHnKPIRjzs1yP/8kSVoQBmJJJacuLtxTuMiiVpjP+I5BnailHDVqVLj11lvDLbfcEgfPIoBQK3zIIYfE0Eego6lvFsvJNnNlmWkqN9lyJBA/9dRT4eOPPw677LJLLBvKIdUQE5TpE0yT54r/9oS99torBmBGiuamArXB9BMmvBHm6CNLuCMY04eW71ZaaaU5Nc2Eb25IEIgZVIt50rrKUWoGnc4vJprlUy5t2rSJj7QiAFM+3MSh2TktG3jPcWK0as7VbDllz1FJkvLIQCyp5NTFxXk2yCWEB5qlEthoekoI/tvf/hZDHCMmM2AWAz/17ds3PlKI4FYsgLHcNCXlFtQovxT6074xyBhlNX78+BiICWoENuYjhPE9AZeg1qFDhxhu08jbhD0eX8XyKFeaSVODzDHhWDB6N695xBLBjn7H3KwgEDOKN4G4nMNwwjnFfjIVnmPUnlOujEhNc3OaTtMknYmbEYTh9JimdBOn8BhKkpQ3/hdQUu4UCwB8RnijKe4FF1wQTjzxxPhoHwZ0OuKII8LgwYPDH//4x7DNNtvE+VOQmJfC0FIO2O+0/9l94zOCLWGLoJvKOAU4ype+vjSD/sMf/hAHJuM1v6FG/rLLLotBl+bpPG+XJtQM0kWA7tGjRxxhmabUIBQzsX6Cch6lcytNCf2LOWfvuOOOcNppp8VjQb93Bn3jPYOfpTKj7Dk21TmXJUkqR44yLankZC/u6wJ9VKlN4/FJ9957bwxp9Mns2rVrfBwQtcM8dzdbq5b6C6dmrIUKA0Zd71NdSsH4ySefjKGWwbEIvDSHJgRn56Gc99lnn9gkmvKkZpfPKU8Gi6JGnnnoa8wjhY4//vgYovv37x9H92YUZY4LNcYHHXRQHKCLvsrUNjPSNDX3hTc78oRzMw2+xblJM3bKjcdY3XnnnbH/Ns2qae7P46wYFZ33KRgrn7whIinPbDItqeTURXgkBDM4EyNHDxo0KAYxQhjhgNB18MEHxz6tG264YQzDhIUU3Jh4nabqqIt9qk/0CeaGAk2iuaHA4E733HNPrOWlTNP+M/gVA2Tx6CAGfqKfNs2pKWdGjKbJLwGOIM1gUNQW83gr+iVzPAjZHA8G3mKAM55LTPPgTTbZJPbvznuwy56TlAPnKjcWGLgslRFN2hnlmybnjO7NPDRPz/5WkqS8sIZYUslZ0Ityaseo6UjhFbxPE/icQYbol0p4e/bZZ+MARDQh5dm4DO5EH0z6qlJ7maRlV1UjXEx2neXu2muvjTXDlBPlTzlRpkcffXSstc2iGTqPWnr11Vdjv2JqhqndJQwTdmnSm8qb0EZtMrX0PF6JYMfyeQwTo34TrHncFRPBj9/kPdRRBqkcuNnAseA1NceUJYORcd7T35saZMIwz9HmvG/btm3sZ5wtx7SMPEn7nC1LlOu5xT5KUl4ZiCWVnAW96CSAcWGXanBBCEgIYtRI0g+V2kVGKiZ4MUIvjwGiKS79L9PFf/pbbHvK9cJY+cDNC1pE8Oiq5557Lt5Y6NSpUxwMbeONN47/DrjBwHlObXwa/Cwv0o0d/v+EcJy9yVaO//YNxJLyzEAsqeQs6AVn9sKVC1omPiMIT5o0KTbjpVbxwQcfjE2mqRmjjzAjFVNDCQI0F4cshwnFtqccL4qVH5zjnMM0T+ffA48WY0A5bgIRjPk3wbO2ae5ODX7qC54H3Fjj/y8YtC07OBzK9f8LDMSS8sxALKnkLOwFZrrYT6gJo38r/VFpakuzUAZk2nPPPWNNGCGYC/5sCOai2ECsckX/eQJfQtNp/n1ceumlsV89zaZpNfGLX/wi9OzZM95cQh7Oe/7/4JJLLomP/uLmAN0nUmAs1/03EEvKMwOxpJKzsBedXLwTZumnyqOTGFmXfsP0Q6XmiyBMc1AGeGJdXAwSiAkJDOQEA7HKEec6rSboVkDw4zXnMhP/buhjzEjrPBKLYEw/eppQ77jjjrG2NAXjckbrkauvvjr2Sz/88MNj/+rUZLxc/90biCXlmYFYUslZmItOLtg//fTT2D+Yi9rhw4eHqVOnxtGJGTmaUY8Z5CkNmJWaSCfpop8pBYWk2HaV6wWyyhfnNud8GjQqdTVg4jWhmH721BjfdtttscsBLSk41/ltuaNMePQXA+ydfPLJoXv37vEGQjkzEEvKMwOxpJKzoCGTizomaoOp3Xr44Ydj/0geLcOzanfbbbdY08Ujfqgt5iI3XQgSBLKjyiaF2zKv91JDwrmePYfpO8vo64xEzYBbL774YgzDG220UZyPfyfljptkPLOZ5tKnnnpqHGis3P+dZ/8/T5LyxkAsqeQs6MUntVepmTOvv/766zBs2LDwxBNPxBov3q+33noxFDOyNMF4pZVWir9JQThdGFa1DYWfl/uFssoXwY/zl/N/8uTJ4a233oo3kvg388orr8QbRq1bt47Pf27fvn2ct9wDMf/+eRQYzyKnyfRpp50W97/cGYgl5ZmBWFLJqamQyUUefYG5wOV5towwTTjmc555ywjTHTt2DKuuuuqcZ69ibusv/K6mtlWqC5zjhNr0l38fdDHgudx33313HICOz/j3sddee8UwyL+PdKMpDz777LOw+eabx5HnzzrrLAOxJJU5A7GkklOTIZOLe1DbRTAmEP/rX/+KA24RCAjEBx54YKwR4qKfdec1EGdr2EtRqW9fQ8O/DfraDxo0KE4MJkUQPOGEE8Kuu+4aW08QlNK/Ico+/RspZ/SZpkac0aXPPPPMONp2uTMQS8ozA7GkklOTF9xc6DGxTAIVF7tfffVVGDFiRBgyZEisGeOCf/311w9HHXVUHFF2+eWXj7/NBjAG5qKPcXZwnYYWDCgH9om/Kdxk95HX3CSoy2fOpuOTpG0phuOUthsckyWWWCK+TtLy5raccsV+p3OS14yans7Z9DnNpPmMmuAbb7wx3hii3zDP5D7kkENiv9nVVlstDjqXyjAdn4Z2vi8oulbQVJwa4jPOOCN07dq18pvylY6xJOWRgVhSyanJC+9iF3oEP55H/N5774Vnn302PPLII7GmjKahPKO4c+fOYZtttonBIAVG/iJtW0MMB5RFmpACT3ZfCMQEprqUrcWfm7TdaXvZVl5nw2+xz/KMMkvl9fnnn4dnnnkmPPDAA7ELwfjx4+MjlagNpqUENaLLLrtsPA5MeS1DbphtuummoVWrVqF///4GYkkqc4uee+65v6l8LUklIRvQagPLp88wTULXWmutsM4668RRqLkQ5pnFr7/+egwL06dPDyussEJ8XjGBmN+lqdQVXuDyPjslhaGntkMQ5ThhwoQ4aBPPu2UwJ8qfUExN5fXXXx+PA8EsPRorK5U9y3nzzTfDLbfcEreZ40SQ53XhvjeE41Vb2HeCMC0ibr311tiPnlDMuc/jhPr06RMDMQPMcZ5Thukcz2u5UbN+xRVXhBVXXDFsu+22sfZcklS+DMSSSk5tX4gTmAhU/F166aVDy5YtY9/J5s2bx0D1wQcfxGD82muvxX6VXCDzfGKa586rFrMUpNBLbSkh8+23344hiMfppLBPACV0EirTvtUFmqw/+uij4eabb479VpdZZpk46jc3H6i1p0aOUEZz1WbNmlX+arbsecExee6558Jf//rXWLNJoGM/qjp38hDu0k0bUJ4EYY73Qw89FP7zn//Exyhx3OkTS5/5Aw44II62zs0hcM5km1fnocyKMRBLUr4YiCWVnNq8EOein36UqWlwqlEkTBGMt99++9hUmlpKAiTPMSZUUFtJaGQ+plSTym+RtjkbSuoL62cfP/roo/DUU0/FJrIEIpqG02f6f//735ymxddcc00MnoRKZLeffavqNdL7ecn+lhrhe+65J9x///3h/fffj4MX0W+V9bJNNGHfZJNN4nNvmzZtOqec2ebGjRvPuSHB8jhGBPott9wyNm/lu2LlX7i9vM9+ll4nhb8vRYX7BMIu77npwCOUeJbw3//+91gT/+WXX8bHCB1xxBHxUUL0mad80+9SmVDehGle13XT+VJhIJakfLEPsaSSUx+BpDAUffPNN2HMmDFxRGqamhIwuThmROo99tgjNtEFnxMiCA8EOt4T3OpqH7JBJuH9G2+8Ebf9oosuCvvss0849NBDwxZbbBHD/IcffhiD8u9+97vw7rvvhn/+85/x+0LppgEICewX2EekwbcIochuA9gOyoHBr/ibAiu/+9vf/hbD2m677RZ++9vfxu+ZCGPUWPKa9aTf/fznPw+/+MUv4vxgOYXrQ3abwfu0fan2k89YD+/ZFt6jcL60/aWIbWb72Ne0T7xmJHUGzBo4cGC477774v5xvh588MFhu+22m1O21VE4X6mWRU2zD7Ek5ctPryYkKYe42M9O9KfcbLPNwq9//ev4fNb9998/1rr96le/isHs6quvjrVu1K6lAMbvqEXmb11hXQRDLmgJkAQjQi7NkRlFu1evXuGcc86JYZh9IuytvvrqMSRddtllsWky208YLLwoZtksL4XYhNfZ91WF01QO2fJJv0ujGPMZIZ3tYjlsY/od87JNBJR33nkn3qRIioVvjkUK67xmYr7C7WV7WH9aPutjvhSIweu0HaWIfUjBHezrnXfeGY4++uj42CRaAhDkuCly3nnnxTDMuZmOhSRJms1ALElFEDQITWussUYMxieffHIYMGBA2HnnnWPz3UsuuSQ2PyV40myXGsf6DFCsm4mAR39haoDpn0vNL03B6StNGGIegiDNpGmq3K1bt7iPKVAi1T4SEvkNfwsDaJJ+Q4Bk4neF0nKSFDZTUE3lRg0037HMtBz6wf7mN7+JNyPYLmS/T9Iy0noIi9nAiPQ6bSv4jO1jeaw/BWc+T/OUIraX7eOmDAOLEYL/9Kc/xZYBtGT4/e9/H2/mMGAWTX45F9hPavolSdIPbDItqeRkQ0x9SYGLbSHsUotJOGOgLQZzInTyl36GPLqGEEItXOqLW9fYXmpHGUSLAEmtNoGXpskMnpXmQbZ8efwO28yAYvyeQcQI0+wnzW8J0uutt168KUCwxscffxz7VTNa9MorrxxDKP2tGRSLcL3VVlvF5qYpUBLaaH7OQGVsH6NK86zXa6+9Nt5g+OMf/xjLmFpglsNzoOlHTPC94YYbYpPuTz75JPTo0SPuE99R481jszgG9Dfms+WWWy6ujz60rI+RrBlAjCDIPtLXmL6zBGv2gfXRz5ptZh5ubFC7zj5zLOnfXKrof82+c/w4XukRSpQ9+8lzdGnWz34lHP9s0/cknReFCv8dlsK/y7pgk2lJyhcH1ZJUckrhwpttSNvBxSLBgiBBc2NG5iUk0h+ToEYwIUwxYBShklpGAjRBkd8SDNMyeF3T+8ey0wUtQY8aQ2qxCY+EyCS7Twn7QwDkcwIu/U8ZjZiRtlkWAZFaR4IjNY0EVwbp+ve//x2efPLJ2IyZ31KDSzm89NJLcR4CNGVA8GUwLyaWQyAmkBK2Cb802WbUY9Z33XXXxf7alCOPw6KG94knnohlS5Aj2FPmNKumXzL7ycTnHA8CMdvDqMrDhw+Pv2O5lAXrHjduXFhzzTXjMWDAKfaBfSEAUX6ETG50MPHZTjvtFI9ZTR+vhcExoZzpH8wjlDgG3EAgwNOsnz7WBLlizaPZj2L7U9X+VXe+cuOgWpKULwZiSSWn1C68Uy0bf5kIeoxEzYjU1DwSpgiOhDAmAnFqsksoYX+Yh9eEwbS8FGKTBd1vfsfEcglMBFoCJ6MKE+pSE+g0XzF8T23jhRdeGMPoMcccEx/Lw/69/PLLMahSG8y+ESIJnYRkwtguu+wSB+6ilpkw+eqrr8bP+I5aYWqC2YajjjoqLpeyowab73jcFaGD3/AMYj7jez6nhrZt27axtpeBwGiy/stf/jI+Q5d9ZORsakaZj5sUBOWxY8eGs846Kz5Xmu3v27dv/I7fM4gXIyvTFJ5QyTYQkjmelBP7wOObeEwV+7fXXnvNaWpen6gp53iyD5T9lVdeGYYNGxaDG0H4+OOPj4O9se3cMEjnaTFVHf90bmSnQsU+K0cGYknKl+L/xZQkVQtNVAmRhC1qYwlojJp86qmnxhpIaicJVKlvKiGZ8JlqjWsSyyQ8UUtKLW0KcnxGQJpboCHQUzvMX2oa6WPMtm699dZxhGeWdcEFF8RackItfY/pl7rNNtvEeaidpWaSGmfWT80stbh33HFHbLq79957x7KiHGh6TcjgN2wXIZXa7PPPPz/+nv1INelpoqzYHl4zz3777RfDLuEWfP/pp5/G5sOEXWqdaUbNNvKXbaZp9I033hhr8elbfdhhh8XvCcNsG9vJttHcmABPk+w0SFd9oRwIwnfddVfo06dPvCHADYrOnTuHyy+/PPzjH/8IHTt2nFPLL0mS5o+BWJIWQgqd9DlkNGeCy+GHHx6b3BIgjzvuuHDppZfGJsVJCsQ1HWAIvtQQEo4IjwnbSEAm5BWiCTM1YvSPpvk389LPltrdVMNNbSvBl3BPU1xqYgm2fJeahoPl8zptA2GXpsnUbvJZmo9QzTL5jLJgu8H3lAvLTjcQWCahtHDb+S3bl8IzCOLU+DL/KqusMmc72WaaVXfp0iXOQ19nwjrz0Wea36ft4DNes1+853V94HgR8Kk1Z+ToM888MzbpZtRwnh39f//3f6FDhw5x+9JNgepKNxnSJElSnhmIJakGEOZoykvzXGojCcM0YyVw0cT1pJNOip/Rl5UwVl0EnsKpKoQbanZXXXXVuA4GlSKMsm1MxcIPwTUNspSCJdvMegicqQY31dwSnpkIqCkws1zmJ0QSzlIYZ36WBb5DqnFNQZp5+Ix+w0kKpnyXlg3Wm7aRYMt8fJ/CMstL28HfNC/YJpp8sz98zl/m57csh2Xzm7Q+PmOeYmVWm1gvrQyuv/66cMopp8TnSPOeGnkek8Vn1AhzrqXQvrDqeh8lSSolBmJJqkGEFAZ4og9tapZLgKF2j0GjaBZMs136zFILSBhJU0JgI+gQ1nhNQGNK0vvCzwlw1IrSt5n+pAwqRTNolkX4A8tLywR9fpmPz6h1ZZuo1WWk5jQPvyeg0reX18ybgiVTksIx2532jRrazz77LE5pnvQ3bT/LIrCybF6D3/Kaic+zAZophe70W9bDvlOzzfppVswgYWkf+IwBvugXSsBnfpbJlH6PtE1sP1h3WgbS99lpYbEMypfm6rfddlv43e9+F665ZmDsD03LgyOPPDI+4osm+fSpTk3NUxlJkqQF539JJakWELDoi8rATjzDmL/0T6WPK8GYgabuueee+PiiFL5AOMoG4fRZ+pteZ6XPCEeERgYConkwy6Ef88MPPxwDObXGLJfaUPqljh49Ova3pak0fWnp18vvGbmZRxIxH8GYoEZTZGop6WdLEGM5hEW2nfXwGctn4j0TYZNHIhGGCd4sh9/xGCYG5KL2mAGsGG2aMJv2Oe1PCnyEWEIrn1NbyrakAMt6EoIu6yMUM+gUg3HRJJz10Kf5v//9b3wkEX2JWTbL4y/LYPmsi9cp9DPxPdPcpO1dEKyPcnnwwQfjOcEjpth29oF+15w7hGFuqlBGqUzSlG4wLKy0n3ObJEkqR44yLanklNPFN6GQ/rJp1GTeE84IxtTEEg5ptszn9HUl5BCwsmGnsDyqKh8+53fU9PKXZRM2qQEmFBJWqSUlDFODykjNPLs2DYbFNjAv4ZWATEhkXkafJoTSXJfab55RTMhm0ClGpCaEEp4JnDwmifXyGcGTEEfop/8x4ZmaUEItNdeUA7W47Cfl8+yzz4b7778/lgPrScGV5bFN3FCgaTXhnjJjJGgCPf2F2Q7KmZGu2S4e/5Qw8jbb9uijj4YTTzwxbhvL4D2/pyk1A2+xLpq0sw/UznJDg3LJ9n9mnmLlX+yzuaEcaPZNWQ4dOjT861//imVKee2xxx6hX79+sUaY/SL8czxZRzZ8z+86VT2cy44yLUn5YSCWVHLK8UKfsMkFNqMfM0AVIYeQdu+998aJ2kiCHTWwVQWgZG7lw3dMPG+X9aTwN3DgwDgY0w033BCDMIGSPs7UPLJOwi/rpwaVkMro0H/729/ittFE94wzzojfUaPLqNo8V5jgQE0y20qwY6Rtgj4BdsSIEfFzHmVEkCUUUwPKs3NZHo9zor8zIzzvuOOOMZjSz5oaXcIzwZft4TnFBOQUttlWmhHfeeed4eqrr47bQE0wAZNm4jTrZpn8nscqsd/UxBM+//znP8d9oF81ZUFNPTW0NF8n8LIvN910UxgyZEhcLo84olwoS/rsJvN7TApxY4Jjwroq/hscyxp77rlnfGQUo2fTD5x1o6oa6PlZp6rPQCxJ+bJIxUXYgrf1kqRaUI4X+oSatF9ccFNTSyhiVOqbb745jnxMAKRZMo892myzzWKNKkGtsDyKlQ+fpeDEawI2IZFl8DkBMTXNJmgx+BW1kYUjFFOTTHhME8siwFLzyrawLJpY05Sa71gHy2GZfMY6CMIM1MXIzjRjJgAy6jbLJuyzPP6m/rksl2BKGOYv284ymY8bCSCIsw4CMd+xLuZnGZQnoZnv0sjVjJrN5ywLbE+62cA204yb3/M71kkTZbaDcuLYsAxuGvA9f1M5sQ98VqjYMSnEerhxwDEn0FPrzj4ShHffffd484L1pBsiad/ZlmKqs07NP85VbrrQcqJ///6ha9euld+Ur6rOMUnKAwOxpJJTjhf6XHCm/eI14YigSF9aghHNZVPtKs10qcmkySy1ninkEe4IbWkZYJlVlVd2ndWV/Q3byHvCGVOS1o00T3Y9vC7cTizMdrKetMxC/J6yYRlpO+e1zBSUs/uVZL9jOUxpPgJ44Xak9fA75kvbwpS2gybcNAenmTzhnhsH1IwTtmi2nh5DxW/Tb6raX9UuboikQEzLCAOxJJU3A7GkkpMCRjkj+DCB/aXm8MUXX4x9ZWkeTA1nu3btYjDu1KlTbDpMbWuan1pOUItYW+WVvUjOriN9PreL6GLbVBvbWWwbanI9LJ+JZTLNz/q44UH45ZjSX5njSw0wYYs+0zRXp1Y41TgXLqcm90PVlw3E1BDvvPPOld+Ur7n9W5akcmcgllRy8hIEsheh1IAScglQ9PFNAztR48hgXNttt11sRk3fW5rwpubGBuKfbkNNrmdu+5jFfEzU6tKsmubw9G0eOXJkDMMcL/qi0ieVfuQM4kUTcOZP21u43bVRXpo3A7Ek5YuBWFLJyVsQoK8rfVxBMKbvLjXE9913X2xmS+0x/WYZJIv+pjSxZcAfflNVmKoJ2Yvk7PLT53O7iC62PbW9jUlNrqe6QSEdN5q8MzgXx41BuTiOjJbNyNG9evUK66+//py+wRx3QnHa3sLtro3y0rwZiCUpXwzEkkpOnoIAF6IM7sRjjhKaUqc+qwy2NXjw4Dg6NE1vGYTpoIMOCn369InNbVP/YgZiqmnZi+TsMUmfz+0iutgxrI3jWmwbanI9LJ/lzW1fQSCmVviCCy6IQZhHS1EjzPOnf/7zn8cBvbiBwXHK9g2e3zJU7TMQS1K+GIgllZy8BYFsAC6GptQMvMVzdwnHPCaIGmIu1Kl53GKLLeIoydly4wI3hbnaKM/qXkA39GOZPTa8pukzoTbtF7W8HA8eJzVo0KA4ejXPUOZxU4wczSObOFbMRxCuzkBZDb3MGjoDsSTli4FYUskxEPwUQYzmt2+99Vbsl/rggw/G5/XyLN+tt946dO/ePWy11VaxfzFSIEax8lzYMs5LIGY/s/tAKE7vGfyMptFPPvlkPBY0f95rr73iYFk0a+dZwqmPNzXI/K1OeVRnHtUeA7Ek5YuBWFLJMRD8gAtVwjBSs2jCFwM2jRgxIowaNSrWSrZs2TJ06NAhDtjUpk2b2LSa8IZi5bmwZZyXQFyIAbMYLZpHZNGE/Y033oj9uxkJnBDMoFmrrbbanD7hoKwKg/XceP7XLwOxJOWLgVhSyTEQ/IAL1ewjlkDQpRkvfVapnXzkkUfCK6+8Ej755JM48BYjUhOO6cOaHtWEbLkubBnnJRCnmwqEJG5EvPzyy7FW+Nlnn43Hg37cPE941113jYNngbLh+KR9z4bh6pRbQy+zhs5ALEn5YiCWVHIMBD+WLlZTuRDSeM3n1B4ThAnG1113XXjvvfdigKbGct99942P91lppZXi4FvZkFYTyincsS/FtpVBzb766qsYhBks6+GHH46DoPEIrF122SXstNNO8cYDzaWpwed4MKXl8TlTUk5lVq4MxJKULwZiSSXHQFC1dOGavYBN5TV58uRw9913h4EDB4ann346NuWltviYY46JNcZLLLFEDGfVGdgpb6ZMmRLLh5sGqQYePBP6pptuin22J0yYEENS3759w4EHHhhHjmawLPoHL7nkknH+pFjAqO557flfvwzEkpQvBmJJJcdAULVigRiUGTXDU6dODZ9++ml49NFHw2233Rab9hKAqTHmEUA076XGmN9bzj9FuUycODHWCFPjTiDmRsMGG2wQR41m0CwGy2LwsmwZFh6Pwveobnl7XOqXgViS8sVALKnkGAiqli5csxewqTaTms00mvGXX34Z3n777fDcc8+FoUOHhtdeey3WaNLHmEc1bb/99rFGNO+1xak2mPIkCDNgFk2j6ZdNU/T1118/NovecsstY0BaffXV55Rx+h1T4TmbPT5Z1Tm3Pf/rl4FYkvLFQCyp5BgIqpYuXLMXsCkQU0NMWCPk0p+VsMcI1M8//3wYPXp0eOKJJ2LIo4Zz8803j7XGBONlllkm/j5vKEPKiD6/lA2Ps+JRSh988EEsE2rTW7duHdq2bRuDMDcQ0u/SOcrveZ+OQZI9PlkG4tJnIJakfDEQSyo5BoKqpQvXwgvYFMyYKD9CMSGNgMxn1H6mEakJfR9//HEcIZnnFxP4GBhqlVVW+Umwa2jYV24MpBG5q8J81KLzXOdXX3019r0eO3ZsHHyM8iAMd+vWbU6/aybKNZVvQrlXdb4yb1Z1z+vqzqfaYSCWpHwxEEsqOQaCuavOxWuxeQi7BGFqQgmAPEuXEZTbtWsX+8fyDOM111zzR49qQqp1bggIqAyQVdjHN+ubb74J48ePj83JKYfHHnss7jNBuEePHrGJNP2s0+jQCxJsFyZgeP7XLwOxJOWLgVhSyTEQzF11Ll6LzUNYTCGPRwcRiC+99NIwatSoWOaMRH3QQQfFgaMIz0z8BjTBbmgog3QupVA/ffr02Kd60KBBYcSIEfHz9u3bh9NOOy107NgxLLfccnF+fptqywvL0kBc3gzEkpQvBmJJJcdAMHc1FbaoSaW2lJGUb7311jB8+PAYGhlR+eCDD45NhhvaiNRsawrxqVab0EtNOM3FGXmbmmH2feONNw77779/rBXmsUmFg4zxu2JNyA3E5c1ALEn5YiCWVHIMBHO3oBevlCshj4nQyPvGjRvPGZGawbcIxzyyiSBMKOjSpUtsQrz22mtXLqVhSU3EqRWmrzD7StNoQg4jRzPAWPPmzeO8hWGYciYQF56P1Tk/DcQNl4FYkvLFQCyp5BgI5m5hAjFBmIll8D41oWakZcLi66+/Hp5++uk4KjWPaqJvLcFxq622itNqq6021+bThdtW28cy7Qd/mQiwhFn2hSbRhOEXXnghvPfee7FGmP7S7M9mm20WVl555TllURh8WQbvC7d/fvansCyqY36Wr9pBawIC8YYbbhjOOOOM0LVr18pvyteCnKuSVC4MxJJKjqFg4RW7wK1OuRIQJ0+eHJsV08SYcMwAVMsuu2zYZZddYihu06ZNrFXN1qhiQde5MFJwRQr1BGCeJ0xNN49QatasWewfTU03/YXpJ0yoL9YcWkqBONUQG4glqbwZiCWVHANxzche5Fa3TPkNIZOaY/oXE4j/85//xJGYv/3227DeeuvFRzXxDGOaURM2mZcgjcL11EUgJgjTzPX999+Pj5S65ZZbYvNoQju1wfSFJszTPJwgzPxIteNSloFYkvLFQCyp5BiI608KxBwDQi61wNOmTYv9i//xj3+EBx54INbCEhj222+/OK2xxhrx2b/UuBbWutbFsfzss8/CfffdF/71r3/F4L788svHEHPssceGrbfeOgbhLEaaZrsa4sjZqn0GYknKFwOxpJJjIK5fBOIUcAnEXCzznhril156Kdx0003h4YcfDhMnTgzrrrtu2GeffeLjmuiTW6i2jyW1wTfffHOsGWZbadJ96KGHxu1aZZVVwlJLLRXno1aY7z23NC8GYknKFwOxpJJjaKlfXBxTO8xxSMeCzwjI9C+mX+6YMWPCE088ESceYbTJJpuEzp07xxF5N9poo/j7bJNkfk/Qrm4o5fdMhfOzjI8++ij2D6a2+uWXX47zMWDW9ttvHwMxYZjHKGVrgFm/55Wqw0AsSfliIJZUcgwupafwgnnSpElh3LhxsWaW0ZwZlZoAzIBbO+64YwymjNJLWCVI8/sUcBfUu+++G5566qnYr5lAziOVGC2afsKbb755fH4yj4uyb7AWhoFYkvLFQCyp5BiIS1u2tnXq1KlxAKsHH3ww9t8ltDKKc6qtbd26dXzWLzW2hf2Lq4Ma4Q8//DC89dZb4cknn4zPSaaGmMG9WP52220Xa6cZ3AspgEsLykAsSfliIJZUcgzEpY2L5xSKmeifSxAdNWpUuPvuu2Mzah7VRJPlQw45JGyzzTZh/fXXj6M+Fw5wVRX6KzN4F8vh8U8slxrhZZZZJtYIM5jXDjvsEOfNBnS2xRpiLQwDsSTli4FYUskxEJe+dAHNscoGUmqM33zzzTjYFaM+M/DWOuusEwfe2n///WPImBuWRah94403Yh/hoUOHxmbZ1DD36dMn9O7dO7Rt23ZOjTPht3AQsIVpli0ZiCUpXwzEkkqOgbhhI9BOmDAhBmNqdplo5kww5hnGRxxxRFh99dV/0rSZUEst8B133BFuv/32OKJ106ZN43OEqWmmmTTvqXlO50gK5NmA7vmjhWEglqR8MRBLKjkGmvJAbTEB94UXXoj9i4cPHx7fMwp1ly5dYjhmdGhqeeknPHjw4Djf66+/HmuAO3bsGMMw/ZB5hFKTJk1+Uvtb7ELe80cLw0AsSfliIJZUcgw05YX+wIxITR9jAi+jRDdq1CiOQt2uXbuw9NJLx9DM99Qa00d46623jk2jCc98T60z3xXWKhuIVdMMxJKULwZiSSXHQFOeeF7x2LFj44jUzzzzTHjllVdi/19qfr/55pv42CRGp959993j62zT6KoYiFXTDMSSlC8GYkklx0BTPrjQLjyeFf/diY9quueee+KjlKZPnx5HombgLWqE52eUaAOxapqBWJLyxUAsqeQYaMoXF940f+YYE4wZbIsm1TSflkqBgViS8uXHnbEkSapFBGGaQoPnFV9xxRVxVGlJkqT6YCCWJNUpaqMYLZqRpZ977rn4zGFJkqT6YCCWJNUpAjE1xTSV5nnFX375ZeU3kiRJdctALEmqU9k+4vQn/u677yrfSZIk1S0DsSSpTqVAnJ4rnA3IUn3jfMxOkqTyZiCWJEmSJOWSgViSJEmSlEsGYkmSJElSLhmIJUllj5Gts3hfOM2cObPy29lmzJhR+UqSJJUrA7EkKRcIvelvVVNCOC78TJIklR8DsSSp7GVHC+Z1GuE6Oy266KKVc8yeZ7HFFnOUYUmSypyBWJJU1qjlnTZtWvjmm2/CF198ESZPnhxff/311z+a+Gzq1KmxdtggLElSPhiIJUll7bPPPgs333xz6NChQ2jdunXYYIMNQqtWrcLGG2/8o4nPzj777PDee+/F3xX2KZYkSeXHQCxJKmvU/n788cdhp512Cpdeemm44YYbwt577x2WXXbZ0LVr13DttdeGgQMHhgMPPDAst9xysRYZNKP+7rvvwvTp08OUKVPiX/BZobn1NaZ2mnDN7xyoS5Kk0mIgliSVNcLoEkssEQ499NCw8847hy5dusTa4GWWWSa0bNkyvu/cuXPo06dPaNOmzZwAC/oV05d48cUXn9OMOht+eU3ITUG3WDBu3LhxDNcsI9tPWZIk1T8DsSSprFHr2759+xh2CbdV1dJutNFGoV27dmGVVVaZE2zTgFuEWSYQagubUxOWWS6/KxaKJUlSaTIQS5LKWvPmzUOnTp1iUCXcolj/YGqR11xzzbDOOuvEJtKPP/54GDduXPjvf/8bnnjiifDMM8+EMWPGhBEjRoTnn38+TJw4MUyaNCm89dZbYeTIkeHpp58O33777ZzATVNtfsNy+P7111+Pv0kMzpIk1T8DsSSp7FGDS+BdcsklYw1vCsZZNJWmnzAjTRN8d91113DhhReGE088Mey5555h//33DyeffHLsd3zCCSeEF154IYwdOzZcdNFFoXv37qFXr17h/fffj+tiWYToI444Iuy3335hr732Cueff34M16kPMusyFEuSVL8MxJKk3CG0Fk40p27UqFEMsvvss08MrI8++mgMvy+//HJ46qmn4qBcffv2jbXOhOrNNtssnHLKKeHMM8+Mtco8uokwzCBd9913X7jllltiaGY5n3/+ebj++utj7TK1yPQtZr2SJKn+GIglSblDzWxhGE21tTye6f/+7/9iTTI1v23bto39ignB/F1qqaXm1DDTr3jppZeOn1GzTKhmROvXXnstDB06NBx77LGx5pia4lGjRoV33303vP3220X7IUuSpLpnIJYkqQIhl5DK45gYhIvXq6++egy7SeGAXClE85eJQPzVV1/FsE2Q7t27d2xuzQjWv/71r2Pz68033zz+plizbUmSVLf8r7EkSRWotSXIEoRTOM7W4vK62DOIC7EMwjGDcx1//PGx33G/fv1i0+t99903PvJJkiSVBgOxJCmXCK2EXP4SYtOUnjsMvuczMB94T//i9JglRpr+4IMP4nejR4+On/O7d955J05Z1B6PHz/+JzXNKk3pmEuSypeBWJKUGwRZHn00efLkOPjVF198ET777LMYUL///vv4PY9OIuSCGmFe8x01yIxUTRPqCRMmxN/RX/i5554Ld955Z5z/1FNPjeGY5tKEX/oi8/fTTz+N08MPPxwefPBBm0uXMEJwmiRJ5c//IkuScoMRpA899NDw17/+NT4XmNGgW7duHQe8IgwzSjQjQ++xxx5x/j/96U/hiiuuiI9YIhxTe8wo0wTqY445JvY1vvLKK+PgW4Tcu+++O77mEU2HHHJIuOmmm2LT6Y4dO4YtttgivPnmm/G7VOssSZLq1yIzZ870FqikkmJYyId//OMfMWwycBVBsi5Qs8uzgqklBgGXoEuN7gorrBBHiqZJ83vvvRdrjQm5K6+8cmjRokUcbAvMz/OEqUnme0aZ5reMHr3ddtvFZx3z208++SS8+uqrsWYZNKNu2bJlDMgqXdTob7rpprGvd//+/eNzp8udteGS8sxALKnkGIjzoS4DMWEUnFtMvE+vs/iccJBCbGo6W9jEmcDLPHyXlsVn9D1On4HP02/5LC0fqZ+ySouBWJLyxSbTkqSyxsU+YTVd9PO3WBgG4TWFYWQDbVaaJy2DZVLbnNaRfpddR3rPPEwpNEuSpPpjIJYklTVCKLWxKZCmqaYQjpmyyyxcTwrBvE+jWGfnlyRJ9cNALElSPUlBmUmSJNU9A7EkSTWksGY4Se+LfSdJkuqPgViSJEmSlEsGYklSnckOJEUzYd4z4FVdDDBV3zWz2fWnmuLsJEmS6p6BWJJUp7L9ZQmCacRmgrEkSVJdMhBLkmpNqv0lBH/33Xdh0qRJ8Tmv/J0yZcqccPz111+HL774Inz55Zfx9bRp0+Ln5caaYEmSSouBWJJUa6j9JRBPnDgxvPHGG+HRRx8NzzzzTHjggQfCa6+9FiZPnhw+/fTT+PnTTz8dRowYEZ566qnw/vvvVy6h/BiKJUkqHYtUXKj4rAdJJcXAUH6oFb7tttvCL3/5y/g8YGqLOc78pRZ5ySWXjO/5brPNNgtHH3106NOnT+WvpbrDubrpppuGVq1ahf79+4euXbtWflO+fOyXpDyzhliSVGtS4G3SpElYd911wwYbbBCbRFMzTLPpb7/9NkyfPj1+Ri0yYaR9+/ahTZs2lUuQJEmqPQZiSVKtoeaJWt/FF1881rjtvffesSa4UaNGc1oC0Kya70Fo3nLLLcNaa60V30uSJNUmA7EkqdYQhlPwXX755UPnzp1j6E0BmO+Z0gjTu+yyS2jdunVsQi1JklTbDMSSpFpD2E0jTBOM11577dCjR48YeNPo099//30MxCuvvHLYY4894jySJEl1wUAsSaoVhF0mgm9qFt20adNw2GGHxfBLQE7zEJB33XXXsMkmm4TGjRtXLkGSJKl2GYglST+SQurCTiD0pibToO/w+uuvH3bcccew+uqrh8UWWyzWItOc+tBDD41BGYXLkSRJqg0GYklSnSEcU1vMI5UYZIv3zZo1C9tuu21o165drEWmRplJkiSpthmIJUl1jscqtW3bNqywwgqxVnivvfYKSy+9dPyusFbZmmJJklRbDMSSpDpHX+JOnTrFmmGCMaNPU3OcZAOxJElSbTEQS1IdydZy1kSNZ6o5rempphVbJp917NgxHHjggXHU6ebNm8/5vKrtyH63sJMkSRIMxJJUR7JBrDCgLchUbDmp/+3CTIXLXNgpi/esgxrgVVZZJey5556hd+/eP1p3VbLLXNip2H5KkqT8MRBLUh3JNgNmZOXUV3ZhJpaTnWh2vLBT4TIXZiq2TLY7SUG0cL/qY5ofbDfPTzZIS5LUsBmIJamOpNCV1xDFfqepIfvuu+/iXx4ZBUOxJEkN1yIzZ870v+SSSsr81tY1JG+99VZ4++23wzfffBOfybswigWxmghnNVn+hduTXXZVr1HVNtRU+Cy2fD6rar0J66dmGIyQzbOUGSV7iSWWiJ+p4fvqq6/CpptuGh8L1r9//9C1a9fKb8pXTf27kqSGyEAsqeTMK5SUOvqn0jQYH3/8cZg4cWLYcMMN4/tbbrkl3HfffeHDDz+MNYxpvgXBRWzhhWxNXNjWZPmn7ckuszB4Fr7P/qYm9qeY7PrmF9vERGjafffdw1ZbbbXQNzcWFOcaCstQC45AzGPB+Dd7+umnh5133vkn52G5lXVt/TuTpIbAQCyp5DT0i81sIH799dfDBx98EC+q8Yc//CEMGjQoXnRTu7iwgbhQTVzY1mT5F9ueYsvPfpb9TfZ1TW5X4bLSeuZVfnzP8X3zzTfDlltuGfr16xd69uxZ+W3dYjs4jz7//PPYTxvz2n7NG603DjjggNCyZcs4CjrHecaMGZXfzlbdc7Emz9lCLDv1yW/WrNmc53gvCM8bSXlmIJZUcmrzIrK+/fGPfwyDBw8Om2++eTjqqKPmBJkFUewils8W5uKWsq/J8i/cnqqWn/0szV/d3y6o6qyzEN9NnTo1HHHEEWHVVVcNp556athnn30qv61b3377bXj++efDHXfcERZffPHYt7kwuGn+cYxffPHF0Lhx43iMl1lmmTk18VnVORdr8nwtxLKXWmqpMHny5NCrV6+w4447LvD65nbOS1K5MxBLKjm1eRFZFwglVQXd//u//wtDhw4Nu+66azjnnHMWqoYYhReyNXFhW5PlX2x7ii2/8LP0u+zva3K7qlof5laGfEcf4g4dOsTHRp100knxOcoLexwXxCeffBLuueeecNxxx83Z5posozzjGHOTgfKkbAnE2fOCz6tT1rV9POh2wTr+/Oc/h2OOOaby0/k3t3NeksqdgVhSyanti8jaxIUlNXXpcUNZfPenP/0p3H///TEQn3nmmTW+rzVxYVuT21Rse+Zn+dnf18V5Ma/y43vC0iabbBJatGgRa4ipnatrBDT6od91113hlFNOiedTu3btwvLLL185hxZEOr6cawyURuDks2KBeF6YpzbP2WnTpsXj/9xzz4Vzzz033hjhxkwa/Xx+zOu8l6RyZiCWVHLqIvjUJmqI2YdUa8jFJu+5qKYm59577w3dunULv/rVr+L3qp6avGhf0HOMbWBiwCVqiAmje+65Z52fs5xLH330UQxE9GMmmLMd9EvXguPYUrYczzToXTrmhapzzGvzvKCvMy1O7r777nDWWWeF448/Pq6vsLVCdbah2P5JUl4YiCWVnNq8iKwLxS4u02cEYi5gu3fvHs4+++z4maqnpi/aF+Y845E8PG7p5JNPjkG0rptMUxaMYM65RM3gb37zm9C3b9+w1lprVc6hckcgJgjfdtttcwIxip3X8zrXDcSS8qzuOz1JUk419KCvH3gsJUkqDwZiSVKDNLea+HmpiUDLMgzGkiQ1bAZiSSozhMKFaQKZ/S39KZPs6/qQDaBsC1PhtqbHDlUVVJnHECtJkhIDsSSVgRSCiwXF+ZUNjNnXadl1bfr06ZWvZmOb0r7ymlG9wajefJ62mb9pYp70eZLKbH4mqVRwPmbP8aqmNK/nsSQVZyCWpAakqovZdPHL4E4Ew5oa5CldUCf1EYgbNWpU+eoH2Qv99CxWXhduL9Ln/K3q+dDVVVX5S/Wt2LmPqj6XJM1mIJakBqQ+L25TqOQ5rXUdjFlvdiLwp+etpu1iSrXEWXy/+OKL12jZpWXxtyaXK0mS6paBWJIaiC+++CI8/vjj4cEHHwwPPPDAj6b7778/Ti+//HKYPHly5S/mH2EyG3bfeOON8NBDD4V33nknBmFCKKGzLkLgZ599Fu65557wn//8Jz67+YMPPoh9hNlG1k8o/uqrr8IzzzwTXn311TlNq9O28Z7tp7zYh9GjR4epU6f+ZB/nR1o2f+uiDCRJUu0yEEtSiUs1nmPHjg0nnHBCOOCAA8Luu+8e9ttvv3DYYYeFI444Ihx99NHxNc85fu6552IYLAx+aTlzk4ImCOBXXnllOOqoo8Kjjz4al5mC4NzCYHXWMy/0+R05cmTcL9a/1157xWfuEvazy3/zzTfDJZdcEgYPHhy+/PLLMG3atPg5v3/ppZfidwcddFDo06dP+MUvfhHeeuutOQNv5dGCHpuFPabz+j3fF5tqSuHysu8Lv5sf6bcL+ntJUv0zEEtSiUvhs2PHjuHhhx8OF198cVhrrbXC6aefHkPjmDFjwqhRo8JFF10Ua0EvvPDCWFucHYyK15MmTZozAFUxXNSnsEiQHjBgQPjHP/4RllhiifgdzY6zmJeJmuO0XF5PmTIlvi5WC8tyitVgMy8Tv2eeG2+8Mdx5553htttuC2+//XbYYYcdwhNPPBGefvrp+D3zYdNNNw3XXHNNOPvss8NKK600pxn1p59+Gm8OLLfccuG///1vuP7662MN82OPPRYmTJhQY32sG5p0jNOxSeWeVfg+HWd+uyA4VulGRZK2I6HmPvs+Yb7CqTqy87E/3377bTxH+Zz3vF6YfUrLSef+gi5HklT/DMSS1EAQ4po2bRqWXHLJ+JqgyntC38orrxxrjXv27Bnee++9MGLEiBhCUvBjYKqllloqXrinC3gCQTb8ELxTH1x+d9ppp4WDDz54zkU/y+C7FEaZl6BN2EhYRhoEK83LOngNvmf7s+sF3/Md6yW4vvLKK+Hrr78Om2yySdw/Qu95550Xtt566xh6mdj+xo0bx6CePkuh/cknn4zLW3311WNQ3nHHHWOZUD4sL68oE6Tyv+GGG8LOO+8cttlmm7DddtuFbbfdNk685iYENfPclMge4wXBsUrL+OUvfxknbuKk84Jjx7bxPjstqLSf4Jxq0qRJPC8vv/zy0KlTp7D99tuHXXbZJbz++utzzud5Sdv07LPPhlNPPTWcc845sVUCy03/ziRJDY//Dy5JZYJwuO6668aLdsJkukhP4YeQQIjlc0IA82WDQ5JCbMuWLWNNNPMQaNLveJ0QQFkvgQYsn9f8Pr1OQYfPmFhOYYBg3rQO+g4zMS/LxpprrhnWXnvtsOyyy8b34DdpAutIuCnAepk/3Qxo06ZNWGONNeYsM4/SOZCOe7t27UKPHj1iuVCTTljkJsihhx4a9thjj3jz4NJLL4019h9++OGPynh+pON91llnxebtBFH6f6ft4DwqPCdqEtv9r3/9K4wfPz706tUrdOvWLfa3p486LQb4PnteZ6Vzl219/vnnw1VXXRVuvvnm2Fx/QctDklQ6DMSS1MCli3JCJM2nuXBv0aJFDIHgPc2Uufi/7LLLwt/+9rd4UU8NHc2oE2qUCQwEIJpfDxs2LHzyyScxrBAW6H977bXXxmXw/dChQ2OIIXDeddddsb8x6/j444+rDDcTJ06MtXRXXHFFXA61jylYsJ2PPPJIuOWWW2Lw4HO2hebO2e0EAQXUJBPWaErN7+n3zG9oXs3vGXBs4MCB8T2YRz8EVG4S7L333qF9+/bxfffu3WMgpj/64YcfHr/j5spNN90UBy6jafP8IoBzjnAepRsUHL90UyapyXDJ+ZqWRysGWh1wjlJTzP6xbyeddFJYddVV55TF3NafvmMfUm0z55LnkyQ1fAZiSWpguAjnIp5aNkZPJrjSZ5iAyoBaNDOmaXG6WCcQ0HeWsMqIy8zLyM2EYpp/fvPNNzGcvPvuu7Hf7pAhQ2IwZUTrcePGzamBJSzTFPmvf/1rnAiZqVaNvs0EUz4j9CYECSbm4/esm+1luxkka9CgQTEUM4o163nttdfiYFiEavoBs90M6EUoKwwsBPRbb701/O53v4vLBfvCtr///vvx9y+++GLcJpafQjR/q6oNzItskOM1x59m8dnPV1hhhbD55pvH5tSE4f/9738/6QuMdIyLoaz5jmNLa4EzzzwztGrVKpZ/NrSyfrD+NPHbdMyQ5q1qXdnvs79jmzn+nFN0M1h++eXjDSOaPO+5555hxRVXjOur6iYO36V/A/zb2nfffUPr1q3j58VCfVXbJ0kqTQZiSWpguHBnuv3228Mpp5wSjjzyyFjj9Yc//CGsv/76oW/fvnNq/LhgJzj+/ve/jwNQ/fvf/44htF+/fjEg04yUEEqIJaSef/754S9/+UsMzPQtZT1c+NPvd8stt4z9eOlbSh9TRm5OQYE+uscee2z8bL311oufZdEslcD+f//3f+Hvf/97DLL8XWeddWKN8B133BFDzPHHHx/OPffc0KVLl9h8l9BM/+FVVlnlR0GD4EsIpgaYoMN+ErBWW221uKz9998/DkLGfvL7Qw45JO4Hy5hb+MmjbDhNwTjhZgrHnjKjVrSwuTktCGiezkQLhexvwXuOPTdbuEHx+eefx0HXWBfHgOPI+ckxZFm8Z12cC9TqEmRpWs32gd+l84B52F5aPzBv2g7Wx/zpeLNebh7ReoA+v6yH1/yekJ7O8bTcVKPMsrgJwDan4Mu8lEeq5SZsp21iudxAYl/oL81NnIR5aeVAs3Nu1jAf6+HztG+SpPrhFYEkNSBceHMRzkU0A/tQY/vCCy/EmlBe82gmQim1pgQJwgIBmBotwjKBhhoyapBpMvrUU0/F3zA6NX1If/7zn8dmtNSkEXw7dOgQL9qZWDeBk7DKa2qbwYU9z/vlO0I3zUqTFD6p9SV4s2005SZI00eZ/pysjz6ZqfYxBYxCfMZ2gMHECOCEf/q/sh6WWex3mjvKLTWLZyLsgeBKcOPGxYYbbhhvdPAd8xB0qfFncCpuvmyxxRZhn332iTc6sjg3aAFAX2V+T7P6jz76KB4nwiajmFMLvcEGG8SaY25esHzO6d122y0ul0dnMW8KrvwF5wLB9uqrrw5t27aN83L+/fa3v40BGARx/p1QM00YZf1sM58hBXy2Jy2X4Mp5SW0w+00Ta1oZsG7QbDwFfz4jxBOCebwX28Do78xPWVCGhGma73PDin1kG1k2N50Izp63klS/DMSS1IBwAU6tVgouhFsm+jU2b948/OpXv4oX5YTbe++9N15wEwSYP/V9JEgQgAiwXKxzMU+NGLXEhALmTfNwsc7FP+vlPRfuO+20U2xyyqjNBF1q3ZZZZpnQrFmzogNWsSzCOTVtLDs7MBa/YyLYEJRYFxPbVYjfptCSAgzbxDrZvhRSNH8oO44zTjzxxHgjhGbSHGdurNACgVYD3Lig3AmA9NmmuTHnGy0N6KfNTRf6hfOaIMh5QV9xbtTQ55ym+JwjrIt1cr727t07hmLOYZ4TTVjlO87NY445JvTv3z+uh9HCOf4EbLAdnK+EYQbH4qYPTevpH885yXrZRm6W8Pit3/zmN3FQNtZBiwTep3OJ5bJOJoI0z/mmSwDN9WlRwe94lBnfpVrdVGZM3Dz65z//GX9HlwNG6Wa7OOcJz9QIc/OIfadrAf8uuZlDX3puFhQ71yVJdcdALEkNTArETODCns9oykkNFCMDUzNMIOE7wglNTwkyvE9Bkgv59DteEzII0Fzsc+HP8rn4ZyJspucYE06o1Vt66aVjyOFZyNQ+06y5GH7PcmlSSi1xCl8gzLItrJPlsW1pvVl8n2ous9JvmdgX9qEqc/suzyiXdC4RPo866qgYRg899NAY7p555pkYaGmFQHjjxsXw4cPj46xoOr/VVluFzp07xyb2PP6LQEwYpNUBtcgbb7xxHMmaJuw86oggzHHnxgijhzOQF8thG/hd2h7OV0a6ZuR0zhk+T+cO5weDwnGzh2b3bCeBnOWzLTy7mr7qnBPUPhOM+T1/2V6WmaRlErAZzI1gTf96Qi7hmRs//Pth/xPOU87HdAOIsEww56YTI1hTq0xLClpDsEzCNV0GCP886oqWGQR3WmfQ1FySVH8MxJLUgHBRT/jjIp6/SGEQ9KmlTyahmEcmEXZprko4psaMC3vQPJn5aLpJoCDkUkvHRT0jNxOIqTWm/yVBgSagDMDF7wgBBGKCDrWDBAZG663q+b5sH98ThAgV9FVONX0sn7BMjSQ1xWlfUtBlfwkfaV8LpXmYkMqH4J6WlcoqfZcmzUb4TLWUhFP6X1OTSr9rmrhzs4PmvYzSTBNkWhQwyBbNiVNtPzczCJ7MyzGmHy8jnlNDSg0rtaPcdKHZNMc5hVCOCcvgecfUpNKygeVzzvFbzkvOYXAepPMc3FzhOBNy0zzclKGFBMslpNKPl2PN+ZbOCfA9U8L+c8OGc56bSgwoxnaxbEI2Nwf494RsKKfsWC7/jvj3RQ05TaXZf8I+oZnuBGw75cMNAwbxIpRz04GbBNmykCTVPQOxJJUwLpJTbSnNimlySY0TF/hc8KdRm++7777YFJOmmlyk09x1s802i0GFR+cQYLlgZxAtBqridwwaRA0cwYZQnIIzjzlimdRqUdNGTR3zUnuXtoWLffpCEjj4jD69hNhiuOCn9o6aM0IGTUUJWGwz20QtGgGMsEPIIZDTvJqAwnYSKFK/6RQa2H8CPcGM7aKPJjWZvOY3LIPaSQI+n7Nf/F6zZcNXCnYguPGeiRsf1KQycBshln693FDhBga1mpRvurEBQinHkoDIPJQ5wZCWBawvLRu8Zz4mcL6yDo4ntacc+4022ihuA+cPE79PeE0rCP5NpJYPKdTzGybWkR4Txffp5ghSkAXzsV1sM+cZ5+rZZ58dB4BjkDkm+gUTYpFCNfvO/PyeGnB+R6inH/Qf//jHeLOIZbIN9JcnVLNM+hLz909/+lPo2bPnnFGuvUkjSfXDQCxJJSx7kUzoYwRmHm/EhT0BmIGxaOLK6MynnXZavNDnL5/TD5MgQLDgETO8J+wyL31CGQyJGkFqwaj9orksg2oRhs8666z4+CLWT1BmeTxuhqBBEGH91PYx8BGDKVGjNjfUjBHMzzjjjBiqGPjohBNOiLWJXbt2jc1tCSzUQrJ/hF0GdCKM8Qxcgi7rTOVB0KA2nBsEoHkuzVEJaYwsTTNu1sNv6UNKME5hLM9S+MviM3CupKb0vE7zEjj5nJseNAkm9FLzSasBAiChEBwbjhHnAjXCzM8NE26mUOMLzp0UmFluCqW0HiBUEjIZPZ1jRzNozrdCbBfr4mYPzbc5tiyfbeX3BFC2k37uLJf52d40gW1mH8Gy+JwWDuwbN1Noik3A5jt+nwI+7/mcdfF7JraR1hUXXHBB7EJAv2eWz/lNYOfmEeXAzR62jX1mfSyTyfNSkuqXgViSSly6cKd5JSGE8EdNGjWnhGT6ITLR3JRmqvRf5MI+i/DKQEP0WySE0v/y6KOPjk1SU60ZwZgAyrOMCRnUNhNOqeki9IILeQITfwmwBA8ex8TfeaEGkNBDjS3bQU03IxhTO0jQAIGZoMs28j2B95e//GUM1FmEl+OOOy72ZSXAMD/9XGnuSs05NduEamo16dNKH9VUjgQxpjyinCmHVN4g7PIZwY+wlq1VJczSJ5fgSbN2Wh0wuNbuu+8ea38vvvjieA7yW8qc84abJxwfbqRwnnC+ck6xbFoEcHODWmCOPa0EUs0uN0aoZWYQLs5tzs1sE+mEdYHaVc5r/k1cd911c85Jzi+a6PMoMAIn4ZRzlptFKbzz7yMtm+1i4oYRN4loFs7NFfYdBFb2jX8LBFvKhTJL/25Yx69//eu4Hbym1QXhmPkIyzw+jMDOAFrsN/iOc5ayIXxLkuqPgViSGhBqxQiWXOBTA8drQgRhgIt8LtLTxTrBJgUAcHHObwgrzMNUDMtKyyTopvWB8MLFPGGI/pbUjKVatOpgmSyLdbNcmlCzXSmIsey0XmoZqeXjfVX4Lctj39k33oPlswyWz19CDcvhL0FobsvMg3S8CJL0GWYQKT7jZgo3D7j5wsTIyZQvjyuihQDnDucgNfqMxEygS898pv8soZmmwfyGGyX8nuNCqwRufHBzhXBNn9v99tsvfpaCKceb5TDyNDdOiuH4ca6AwMwI2GwvN0MI4NQqc27ye4I8NbTcZKHJM7XOBHj6RTN6NFJTcc5hJvrFE4bp585NIJZHU38G2KIFBTecaO7MqNE0zWeUbfrB0yT62muvjb8h2DM/20RZcQ5TDgRuRvHmkWfcWKDMqdEmvEuS6s8iFf9xqd5VjCTVkWztVTnIhkWa79KHl6bKXEzXptTkM9VkVQeBg+0lmKbjwHuCAxNNnQnChBxqYwkd9EEuVpM3P9LyWU4qr7QNfF64PbzOlmuS5mE/svODZaT947v0/fxIvyE40Rz35JNPjs+sXZBlLQz2gcGnOJeoKecxQjyTOQ38NC+pDKjRpaaSkMlnlA/nC9+lebi5wHFmVOl0LnGjheBJbW6qUaapNM3zqbVNx4xtpMae5wjzW7aPQMyNCualOXHWHXfcEfsPEywJ38XOq3SesK00waYlAC0O+JxtZf0MYEXA5ntqpVkn84MbMXxPKE+fJbynFphuA+wj28wyCa08EoraXFpiELTZP8qE0My/CfaRZtX8jm2nZpj+wZQjn1OTzsQ6mAj09MMnMC8I9o2+ztQ808WBJtrpmBXi86zCeQq/l6Q8MRBLKjnFLugaunShygA91JJR61TbgXhBVXXxTPChmSv9dKkZZqAuasO4uF/QQJxd17wu2ktB2qZyCcSlhJBJv3XOJ0adRgrn81KT+9IQzkMYiCWpZthkWpL0I1wsZ6eEcEIApJabgYN4zirfpxqvBZFdvupOKZY7z8umxpXmx9TKMtXHdrLO7CRJKm8GYklStaTBj0BzUaQ+xen9gkihwyCSbzQh3mGHHUKHDh0qP/GGiSSp9hmIJUnVwkBb2ZpgmkkThFN/TptdamFw/mTPL88pSVJdMBBLkqqtsCY4vV/YWt1iv03LLKUpq6rPtWAox+z5lS3XbFkXm0odwX5hJ0lS7TAQS5IWWAojDSGU1KS87W99SGHXspYk1SYDsSSp5BiCJElSXTAQS1IdMuhVzRpBSZJU13wOsaSS09ADEf39CveBAYLoH8lziIcOHRq222670K9fv8pvqzavsihcV333NazusUvbmfqMzpgxI/4tppTOB7aFx09tu+22YbXVVovHsEePHj/pW13bKL9PPvkkPof46KOPDmeccUbYe++940jNeVTT5wjLy/5bmp/l87ti/w6LfTY/CreBx1Sdd9558RwYMGBAOP744+M6im1r4boL51nYbZOkhsxALKnkzM/FZyniUUSMvJyVLlR/97vfhZtuuilMnz49rLPOOpXfVq26ZVEKZVbdbaAs2H9CZJMmTWJZffPNN5Xf/lSx5dbX/rJetnvkyJFhyy23DCeccELYfffd6zwQ4/PPPw/33ntvOPjgg0OrVq3CqquuGho3blz5bb7UVKDj+PL8Y47nd999Fz/j9fwc32LbwmcLu41sW/a85/9nXnnllTB+/Phw+eWXh2OOOSbeWOKGTaHCdRf++6mp8pOkhshALKnkFF6sNTTZQPzyyy+H999/P3Tv3j2+v+GGG2IN8f/+97+fhOZiqlsWpVBm89oGvk9TeqYxF++EjbldkBdb7rzWVdu++uqrGIj333//WNtfH7744oswYsSIWEuYyrG+y6W+1GSgS2XI31SmLJ9WHtVVbHsWdhuLHdtvv/02TmeddVY8F6tSuO7CZdVk+UlSQ2MgllRyil34NRRcWFKzRNjlYnrChAlh4sSJYd11143fv/vuuzEMT548uVq1TtUpi1IpL7ZjXtuSyqc686Kq+arz29qSAvxyyy0X1lhjjdC8efM63x5uKEydOjV8+eWX4fXXX6/8NJ9qMsxxHGm9cOaZZ4aVVlopdOvWLbRt23bOMa+uwnlrYhuLnWOEdGqFN95449CyZcsqz8PC9RfOV5NlKEkNjYFYUsmp63BRG7jATPuRfY108VkO+7kgUk3btGnTwqRJk+LrFVZYIf4tVibV/ayupHWzH+lYFmumWptYN1O6qVKdmyvlrKYCHceW85KASZeGU089dU7rjoVRE9tX7JxnuenfE+dAVf8uCtdfOF9NlZ8kNUT5/i+oJNWS7AVn4cUn76u6cM0DLtyZaEr+yCOPhMceeyzWyjWUciGApEHA0jbXdaCg/FIrBCbVLI5nKuOakM6ThZmK4XNuxjBVNY8kae78r6gkqV6MGTMmXHXVVeGaa66JfXK5oCeEpIv7Up3SNvI3fab6lT0+CzOBMJydykGx/ZQkzWYgliTVi3IIHIYMSZIaNgOxJKlezCtIGjRVH7K1ww39ho0kad4MxJKkemPoVSkyCEtSfhiIJUkNigFakiTVFAOxJKmkpVpka5MlSVJNMxBLkiRVSs2l7UMsSflgIJYk1Yu51fhaI6z6kg3CBmJJKn8GYkmSpAKGYUnKBwOxJEmSJCmXDMSSJEmSpFwyEEuSJEmScslALEmSJEnKJQOxJEmSJCmXDMSSJEmSpFwyEEuSJEmScslALEmSJEnKJQOxJEmSJCmXDMSSJEmSpFwyEEuSJEmScslALEmSJEnKJQOxJEmSJCmXDMSSJEmSpFwyEEuS6tUiiywSpyzez5o1q/KdJElS7TAQS5LqXQrEM2fOjH9BIE6h+Pvvv//Rd5IkSTXBQCxJqlffffddmDRpUvjZz34WZsyYMSf48j4F5XHjxoWvv/46vpYkSaopBmJJUr0i9BJ+qQVebLHF4mtqhgnB11xzTdh7773DZZddFt9LkiTVJAOxJKlepUCcvPbaa+Hqq68O5557brjiiivC448/Hj766KMwffr0yjkkSZJqhoFYklQvsv2Gp02bFsaMGRMGDhwY/vrXv4arrroq3H333eGll14KX3zxRZg6dap9iFUnFl988bDPPvuErl27hhYtWlR+KkkqV4tUXGA4jKekkpKCksrb7bffHi6//PIwYcKEcNRRR4VXX301PPTQQ+Hdd9+NtcGcB0wE4W222SYce+yxYfPNN6/8tVR7OBeXWWaZsNFGG4U11lij8tPy5YjukvLMQCyp5BiIy1u6+L7llltik+hRo0bF8PH555/Hz4tZa621Qrt27cIqq6xS+YlU8/j/Hprv02KBc61Hjx5hyy23rPy2fBmIJeWZgVhSyTEQly8uvAkbuPLKK8O1114bm0VXdUFOOKGGmL/ZfsZSbeA85Hzjb7NmzcL5558fDj/88Mpvy5eBWFKeGYgllRwDcT7cddddcfTol19+ObRv3z488cQTYfLkyZXfzr5ITxfqXbp0ic2q27ZtG99LtYVzjhHP6Uu88sorh+WWW67ym/JlIJaUZwZiSSXHQJwPDJp16aWXxmcQ//rXv459iUeMGBFHleYRS9Qkpwv1vfbaK5x55pm5aL4q1TUDsaQ8s/2ZJKleUAtH89SllloqbLLJJqF3796xFvjkk08OBxxwQGjTpk1YYoklYlNpb5JIkqTaYCCWJJWExo0bx4GzDj300HDqqaeGI488MvTs2TO0bt06hmZDsSRJqmkGYklSvaIGmP6aM2bMiBOvqTE+7rjjwoUXXhgHNeLxN02aNKn8hSRJUs0wEEuSSgL9GOk3zMBaU6ZMic8i5tE3J554Yqwx3nDDDSvnlCRJqhkGYklSvSII05eYJtHUDtN0mqlRo0ZhscUWi/Pw2scuSZKkmubVhSSpZBCK0zOHeZ36DWdfS5Ik1RQDsSRJkiQplwzEkiRJkqRcMhBLkiRJknLJQCxJKjkMtFU4SZIk1TQDsSRJkiQplwzEkiRJkqRcMhBLkiRJknLJQCxJkiRJyiUDsSRJkiQplwzEkiRJkqRcMhBLkiRJknLJQCxJkiRJyiUDsSSpzsyYMSP+/e6778L3338fFllkkfCzn83+TxGvk+xrSZKk2mIgliTVmRR0Z86cGQNxCsiYNWtW5asfv5YkSaotBmJJUp2hNpiw26hRoxiOqSmePn16DMjZyUAsSZLqgoFYklTrqAkm+BJ0v/322/h68cUXD40bN47B2EAsSZLqwyIVFx5edUgqKfYfLR9Tp04NSyyxRPjyyy/D8OHDwx133BHDMaH3/fffD2+++WZ83aFDh7DKKqvEIMzx7969e9hzzz0rlzKb54VUO7wBJSnPDMSSSo7Bp3yk2l5C8MiRI8OAAQPCuHHj4ndff/11mDJlSmxGvdRSS8WJJtTt27cPRx55pIFYqiMGYkl5ZpNpSVKtIewSZGke3aJFi7DpppuGTz75JHz22Wdh8uTJMSgTgidOnBg++uij8MUXX4QNN9wwrL/++pVLmM0wLEmSaoOBWJJUq9JjlZo3bx6bQi+zzDLxffoc6fU666wTttpqq/hXkiSpthmIJUm1jiaZTZs2DVtuuWXo1KlTaNKkyY+aaVIDzMjTu+66a6xF5vvE2mFJklRbDMSSpFpD6GWiLzHNo5deeulw1FFHhZVWWil+lvDdYostFvr06RPWW2+9yk8lSZJql4FYklTraBJN4KXmt3PnzrEWeLnllqv8NsTXe++9d1h99dXjfCksWzssSZJqk4FYklTrCLZpWnLJJcNuu+0W1lhjjfieZxE3a9YsHHDAAbFZNYNsZWuPJUmSaouBWJJUp2hCvdNOO4XWrVvHAbaWX375+Bxi+hdTg5wNz5IkSbXJQCxJqlME3bXWWitsu+22sb/wqquuGnr06BGDMbXFPKJp0UUXrZxbkiSp9hiIJUl1jlri7bbbLnTp0iVsttlmsV8x0nOLJUmS6sIiM2fO/OG5F5JUAgxE+TB9+vTw+uuvh6+++io2l6Z2WFLdyz4CTZLyxkAsqeQYiPPj22+/jcF42WWXrfxEUl0zEEvKMwOxpJJjIC5fXHgzcYw9zlJpMBBLyjP7EEuS6tSMGTN8rJIkSSoJBmJJUp1KtcTWSkmSpPpmIJYk1RmaSfNIJUaTNhhLkqT6ZiCWJNWp9Ggl+xBLkqT6ZiCWJEmSJOWSgViSJEmSlEsGYklSvbLptCRJqi8GYklSnUr9h+1HLEmS6puBWJIkSZKUSwZiSZIkSVIuGYglSZIkSblkIJYkSZIk5ZKBWJIkSZKUSwZiSZIkSVIuGYglSZIkSblkIJYkSZIk5ZKBWJIkSZKUSwZiSZIkSVIuGYglSZIkSblkIJYkSZIk5ZKBWJIkSZKUSwZiSZIkSVIuGYglSZIkSblkIJYkSZIk5ZKBWJK0QGbNmvWjqb6VynbUhnLdL0mS6puBWJJqwcIEmNoKPzNnzgwzZsyIf+e1Dr4vNs1tGYXva1N2Xbxmm+py/TUplWnhPmXfL7LIIpWvQvj+++8rX/1U9jcss7rS79iWhNfFjrMkSeXEQCxJtSAbLOZXsd/WRChJ4SZNc5O+z86bDcJVBaU0f5pqQ+Hy+bsw5V3fKNfC8Mr+ZMs7qzAQF36fVHWMCmXnyW5H2q5sGJckqdwsUvEfzHn/11KS6lBDvwAnRBAyCC6LLbZYnKorhaBFF100lkMqi7Q8LL744vHvwvjuu+/meznTpk0LjRs3rnxXPLgXHrvaOJaURXbdlBX4vCGeOyl0/uxns+9Rp3Lmc/A537PPvGY/mdLrmtpnls+y0jJ5z2vO38JtVHnhOEtSXhmIJZWcmrrAr0/Tp0+PF5mEzoUJESmc8JdQQiheYoklKr+dP+miN5Uvy0thMisFr6zsvCkoFTtOhZ/V5LGkTFk325G2r9j2z6+q9qUupHJNx5e/nDMcZ/aR7WKfwXvKoPCc4jfMv6A3Slh++j3LQlp+sXNB5Scdd0nKIwOxpJJTX+GkNrzxxhvh3nvvDQ888EDlJ1Xr3Llz2G233WIA+fvf/x5/O2DAgNC2bduw5JJLzglH8woo2YvbbFlSK/z++++Hxx9/PAwZMiTWRBaTarQ32mijsMoqq4TPPvssvPjii6FRo0bh5z//eejUqVNYeeWV43YUbkvhsVuQY8k+8rvC3xIYWd+ECRPCo48+Gm644Yb4+aabbhr22GOPsPXWW8ffZkNyKou5bQfzLMh2zsv8LPeOO+4I//73v8OkSZNiOW+11Vahd+/eYZ111onLSOV82GGHhW+++Sb84he/CLvvvnv8jOP45Zdfhosvvji88MILcV6Oz1FHHRU222yzeO5UB+XLum699dbwyCOPhA8++CAe/9NPPz2sv/76NXLzQaXJQCwpz7ztK0m1aNlllw2bbLJJ6NixYwyiw4YNC2+//XZYddVVw6677hq6d+8eunTpEsaPHx9efvnl8Pnnn8dw8+CDD4b77rsvjB07NgaghMDCxWt2yqIGkdq+9HnhvEsttVTYYIMNwhZbbBFD7sMPPxz/LrPMMmHnnXcOO+20U9hll13iNrBu1rf88suHUaNGxW0fN25cmDp1alwW4ZO/BLC0Xekz3qfP2J6E7wleCe+z2wt+x+dZKawxUUNO4CM83n///eHpp58On376afxNNrRxA4Apu2ywLMopux2Fsttc+PuvvvoqvPrqq3H9VeE3LJ/1F1tPdpnsw/XXXx/efffdGIA57k899VQ8BuxPCsNffPFFPA7cYOHYJKzjsssuC3fffXf49ttv475xA4Z5eF0orbtwvyhb5l9jjTXiuljP8OHD436m8uA32d9zLhTbv+xn6TfZSZKkUmEglqRaRHDr2rVrOOKII2LNH2Fg9dVXj7V7J554YpxOOumkWOO39tprx1C30korhR49eoSDDjoorLnmmrEpK2GlOlg+86aQWqhZs2axhpeaRoIu8/MZ23jKKaeEX/7yl+H444+P27vhhhvGmkFqXpdeeuk5QYZlM/E+BVfWlZ0SXqdAh8L3SfY3SVofeE3IYmJbNt5449C6devY15ZtKAzQSbH1FS63mOzn2W3j5sQ999wTXnnllSoDMb9N28T2FltHdpkEzyeeeCLWxlLuHPcdd9wxHp8khfv99tsvHHDAAbH2HgRVbgbccsstsSZ/++23D8cee2ysyU/nTla2rPib3bZUTltuuWU87qnsUpNu8BkT79P32X1J0jqQfZ0UKxNJkuqDgViS6gEhgaauEydOjLXCffv2jbWzhD1qCf/0pz+Ff/3rX/Gz5ZZbrvJXPwSSFEIKwwgBsapBvLK/S7K1s2wTE82q+/TpE8PVCius8JPf8J6QxHqy3xGOigWkFLTAd4W/yW4v25LCFn9TmGJ92XDJdvNbmgPzN32eRRgsDIQsg/Vxc4JlsvzC7QXzpHWD5X/99ddh9OjR4a9//Ws8bixrbtgu1pGWzzIKAzKvP/nkk1gjyz5xs+SKK64Ip556agy0nCOplrt58+bh17/+dbjqqqtiywJQQ8vxYj5+z82NvffeO/zlL3+JTfCbNGkS5wPLSOtmmeA32f2k9p19Z9vTVAz7we8ox8J5+JzPWBev0zolSSpFBmJJqgdpFOH//ve/sXk0QWSHHXaI/WEJOUw0f6XZbAovNGclPBPMmKih5C9NeJlS2OIvQYe/WYVhlHmzoYdlEPgGDx4ca0Jpyr355psXbXbLbwh7TIRDfsu2pObUYLtT4KffL99PmTIl1mSy7fyG9fAb9jMFQ8Jd2lZe83vm47e8T/iMbWMb0vu0LdkQxnawPraBdaUyo4zSb5mH37N+toXv0ue8Z6J/LkGTY8Z8LDO7PQnbncqGY5DWzTIIiHzPX5adygTMy/YjHRsCJ6Ge1yzjo48+iuXB78FvWEZaJ8tkeXzOtmXLIbtd7F8qC5Y3efLkyrlmL5Ny5S/LS/iM+dgfzk22JR2XJB1X5mNf+H32hockSaXGQCxJ9YBAQ5/Rm266KYbhFEpHjhwZm8XSfJomwXfddVcMLKCvLANs0Qc4O7Vq1So2eU4huDDoJgSihHmYqEFMgYVASn9WlkFYIoilxyzx2+zEuuij+pvf/CZuE02Ymc4444zw2muvxWU99NBDcbArBoiiD/UhhxwS+7kS+mny26ZNm9h0++qrrw6XXHJJbCZ88MEHh2effTZuA32u6WdNf+f11lsv1pZTXml76J/NtrMtNDs+8MAD4yBSLJ9+2uwf31HOF110UdwGAn67du1is2AGi0rB8sknn4xNkVnXPvvsE84///y4rdtuu21c73HHHRcHrWI94HW3bt3i32I3DPD666/HJuiUD+umHFgux5P9e++992LTePoLcw7QX5em8/TpJlSmsmY/KGvKa5ttton7SJ9hAikDix1zzDHh448/jss977zzQv/+/eN+Uzb8PiuVCceHQbcoB5rE0yIAbBeBmfOCY892Jdwo4dxk/ZQTv+MYE47BNnB8WCbHd//994/9zlkfWHfh9kiSVN8WPffcc39T+VqSSkK5XTQTBKgtY+RowhNh5/nnn48DH7355puxTy/NYxnwiibT1Ljddttt8TeEMcIFo/4SPhl867TTTouh7cMPP4yhi8B16aWXxmUQgim/9Dc7IYVkavKuu+66GKJYDyGWcDNmzJg5g24ROAmMjHZNv1lq/QitBE4C1c033xwnQhqBkebV1KLSv5aBxOiHSq0mvydgE5QYOZm+sgR/9qV9+/ZxX9Zdd924L4cffngMXOwvtbGELJoQE9RYLtg+yooAyeBWzMO6OnToEPvTshwGhqL5MaGQ/rkEV/b5t7/9bQz6BExqR5mPsE1/XQImn1MWNENu2rRprOFkHwj7zMdNCT4jPLOt3Iigz3chQv2VV14ZR8OmOTz9gqmxZVAsls0+rrbaarGc2C8GK6MsCLP85TzIBlr+cjxYHttJGKUGn+2mPKnZZ34CK9vFZ2wn+8r5x3HkL8eBc+7MM88M77zzTujVq1c8pgzoRjBn3Qywxo0RbkjQXJ/QzrHn/CUkH3rooXG/qSVnPyhDlsX5xHnLd/RDZ1+5McE2cm4StAvPR0mS6ps1xJJUB1IgIQgQHAkS1BgSOAgKhBmsuOKKsQ9xwncEG0IeAYNAwijQhBQCH8skHBJKCI1gHel1VjaE8Dsm5iNoUfvI9jAIGNtCU12w/lRLnEWIYzRkQia1uAwSxu8J3IRdmoETFKl5JLCzbprXslyCJQGTWkjCPyGNmkj6vFIjy3yEXYJpy5YtY1/mo48+OvafpX8sAYvtImBS+8h6CPAEc0ImKC8CG/vCDQUGL/vzn/8cwzfvKTNuTFB7DI4Dv2WbKBOOEaNuM+DZ2WefPWcgK8oKBHi2lX0phoBKbTI3QPbcc89Ym0yNPzcfGNmbGmnKijLjmHN+sB+EevaPIJuOF3/ZXmqZ07Hg2PGaoMm+85qJmxXUgGePG/Pynon1cyOGY8Sx3m677eKNCvZr6NChMSwTflPNedoG3tPUnXLlBgHrZBA2zmP6cT/33HOxNQOPamKZHEvKkBsIBOu0PyyHY5aWL0lSfTMQS1ItS+GTAMTfFi1axABJyCN08TlhpRhCDd8RIPgtoYLAxnv+MhG6CJHzChkp3CQsj98wEBPbwejEe+21VwwvWWwDv2ViW5mo3SU8EYYI4wRawiR/CaIELraL5tyENIIwtaD/+9//4m8JfgwSRSAdMWJErGGkNpzlMV8KqoQ29p/gRXPqnj17xuCabiBws4AbAwRUQi3bRpkQ1AnaLI+wT7Dl94899lh45plnYu1wmi8hYLM8wiGhkppTwjihnhpZaoyzTYirwnqpBSYcUnbsA2VK+fCXGl62gfXXFI4l5cTy2Q9qfBmU7Z///GcYOHBgrL0liFOzT00wzZy5IUBYpWk4x4Q+zrQ64DvKl2Wx/ZQp4ZZnZHMO8Lxkmk/TuoBzJx2z1BKAmxnXXnttXBY19hzzJJ1HTJIklQIDsSTVMi7+CSsp2KZwS7NWag8JFbwvht8SOAh8BEvmI8RQy0ewIlwTFgmF2SDLupKqlp0QAglnLIPQw99sYOG7FGLS59TyEZz4juXznr+8J5ARhtNnhGJCM2GMIMhn1K5Su0k/WsIz4SrtXwqzTNRosl98zpTWnwIbn6V1MvEefJZuEPCa2mbKjf7K1M4S2vk8BWN+x/ayfIJvsWbQLI9wWExaL6hhZdv5jHLgNduGFNhT6KwNrJ8a/GuuuSaG4RtvvDH2NaYZOjXyrJt9pUxoCk+A5YYFNdDcVKBcOX/YPib2g0B8wgknxObSfHb99dfH/tEcO5bHfvKXGzN33nlnXCfLYJkcf8oglS+fp+MoSVJ9MxBLUg1L4SgFXy7+6RNKECIMpCBHbSM1kfQFJYigMCgQNFgOTYV5FBM1djz2h3BCM1UCyoUXXjgnqBFKCJT8TYEwBdOs9J6wzXawXSybkMpgSIT0hOUQmtOUlpfCXQrU6XtqQnmGMcESDGRFc+O33norDBo0KH5Hv2lCMs1vqQ0mkPFbyoYmw2wT39EXl/2hXFhfKtO0PsIZ28PnvGYeJvaFZTEPNdDUxlPjS7nRn5da5hRM+csy+Q3rTUGwUFpvwrHJvk9YJ9ubto118Jd52U7Khabg6bfpOKVjUl2sg9+k37MetokwzzEkrBL+6XdM//A//vGP8cYK/a3ZT2q/6VtNH2vmoaaY5viciywzbTNhNp1fDMR16623xvKkRplzj2bUBGaaflMbPmDAgFgbzQ0I+iLzCKl0jqUyZPnzu7+SJNUGA7Ek1SAu8qkNTBf8KazwNwVIggwBkMCGVHuWEMxSIGMefkfoYIAimv4yci81gAwoxajOKawQLOnPS+Ch9o75Ubgt4DXrYFtZd1pGVgoszEvQSgGJ7acJMc2r+YymwcxDQKIZLiNk//znP4+/ZR1rrbVWrMlmefye7eM1tYc0Z2YfCVIsg3Kh9phab9ZDGGZwLZrf0iSX0EbfZdYFtitte6olZpuoqSSAUQNNeXHzgMG42A62kbDNNjAPv2difWlf06OEeM82g23LonaVwJm+T9gX9o2+ufyGWm6WTY0+66aPOMeJ9dPUmFrqbBknqfzBOcE86bxI20v4pkkyv6WsqB3O/o79y2I5qd8vNcaEYcqSbaBZNTcgUu05WGc6xpxrhGFaEHBzgQG42D/WQcCnfKnpZxA09hO33357rKVGKt/0mkmSpPrmKNOSSk5DvlBm2wkt/CWYUCtKc9WK/6+NwYVwQRhjNGf6zTK4FLXHKRxTq8YjdfgdyyAEEjQY/ZhgyO+o+SOM/ec//4kBhQGcqFWlVpc+o4QXlkto5TOWk4IRAYz+n7/61a/mBCnCH8tnndQQU8OYQhUBiaBE8GM5bDOBjjBEDS/Bh8GYhgwZEmsDCbvUwjLoErWCBCDWTV9SajCpKaaZOPtLCKMfMvPx6CD67rJeJl4zD4MyUQbUYNIvlu2jhpkyYNRjwhuBjubYjNydBrIimFHTSc0l6yYUE/JYHn/ZLkI2IZJt5vc8Mogm3ewTUwrQ6dgQtpmf9VCOlDHBl/KibBJeU+7UmDICNseJ0ZepqaZmnAG+qKllkCpCJmXLTRHOC5abyo71UhZsK8GeRzJx04NziHVw3HhPywG+B/tEudJHm/2k7LPbxrnJthFkOZaMCs4AaNTocjypzWdwLI4n2852sb8MlMX2chzoH8wx5zxj5HMCNjXulHca5Zu+2oxAzrayzwTmhO0pLC9JkurLIhX/obXNkqSSUg4XyKkmjMBGbS6hgs9SGCCYpJo2HnOTajkJpYwmTSAj0FADSDNWAiujJPOMWoJZFoNT8bzfCy64INagUktImKP2NY1gzPpYFuGREJoe08N6UwilTzPhJfvIHoIW8/KX+QlYjObM44LYDraHEMl37Bf9gAljjIqcQjgYZIoaa4IYvwfh7aWXXoqvGYWZbUjHnmUTrAhqbCO/48YBgY1wxXfcPGDf2E5uCDAPwZbPmNh/wnMa2Zmm3IRyaqwJzdTYskyOAesm/DO4FGjWzCBfzJsCMcthHwiw7C83HNhfal2L4dhTM01fXYIh5UHZEHjB8giWBFj2m20gVHbv3j0GefYnlQnz0ic4nScc1zSYGecLwZX9A+VDeTJvmj+LZRKkGVyLkMt2UQ5sF7/lpgvnYRptmvXTGoCbDOxLKiPWx6jdqXk9gZ5t4Vyhhp71MMI4y2V/wGeF0jFX/Sl2XCQpLwzEkkpOOVwgE4AKAwkhLH1WLKhUhXBIrR21jKnmMP2eoEStIuGZGkjCGeXHe7Yh1TKmz1K4K4bww7wEpBSIwXLA94S0LOYnjKX1zuvYsYy07dnXSOtkmWmbKbMUONN2EEaRXXd2OfyG32b3NS0vvU7v02dsS3b5LI95CteffltYDtWR1pmwvLQvWYXlkmSPCdK2MG9aVvaz6mJ92bLIqmpb0ueUTyqvrHTThu3Nfse2FSq2XtWtYsdFkvLCQCyp5JTDBTLhM4WMtD9cdBJcCBMEqsL95DdZqYaV2rarrroq9p094ogjYrNhviOMUFtHrR01ygy2BdbDsvjLOoqFrmLS+tN6k7Q8phQOiykW2PhNVesvDFvp99TignUxz9y2n0DMMrKhjKbE3DgoDGIp3LIepG1NYbJwe9h2ls+y0k0CplQTOy8sL3v8kf2M5ReWdVX4HSGTvr9VScc7YVvZr+xnxTAfyy88tnyWyiZbLlnMkybWk8o0u+7sdvG60Ly2T7Wv2HGRpLwwEEsqOQ39AnluF5dz2zdCBYqFD5oHX3755fEvIYXlMD99bXv06BH7HRdiO5inuqGrvhWWW3XPg7n9Lvsdr4sts7rrUXGF5V9dlnvpWNBjKEnlwEAsqeQ09AvluV1cLsy+0UeT/qb0l2Ud1MLxl1pD+iE3dIXlVt2ymtvvst/xutgyG/r5Vt8Ky7+6LPfSsaDHUJLKgYFYUslp6BfKc7u4nJ99o3aXZc2thpdmt9Qol0O4KCy36u7T3H5XnQv9cii7+lSdMi7Gci8dC3oMJakcFO8UJEkqCVyoEowT3mcvXqvq2ylJkqR580pKkkoUNWgp8KYQXBiQmacca9rmZ5/mNm85lk2pWZAy9rhIkkqFTaYllRwvllUbuJnguSX9VLbViSTljTXEkiRJkqRcMhBLknLB2mFJklTIQCxJkiRJyiUDsSRJkiQplwzEkiRJkqRcMhBLkiRJknLJQCxJkiRJyiUDsSRJkiQplwzEkiRJkqRcMhBLkiRJknLJQCxJkiRJyiUDsSRJkiQplwzEkiRJkqRcWmTmzJmzKl9LkiRJkpQb1hBLkiRJknLJQCxJkiRJyiUDsSRJkiQplwzEkiRJkqRcMhBLkiRJknLJQCxJkiRJyiUDsSRJkiQplwzEkiRJkqRcMhBLkiRJknLJQCxJkiRJyiUDsSRJkiQplwzEkiRJkqRcMhBLkiRJknLJQCxJkiRJyiUDsSRJkiQplwzEkiRJkqRcMhBLkiRJknLJQCxJkiRJyiUDsSRJkiQplwzEkiRJkqRcMhBLkiRJknLJQCxJkiRJyiUDsSRJkiQplwzEkiRJkqRcMhBLkiRJknLJQCxJkiRJyiUDsSRJkiQplwzEkqSSNH1K5QtJkqRaYiCWpNyYEIb06xA69BtS8aq0TRh6cui0Q58w6O3KD5IZE8Lo6weEw7tW7EeHDqHT7n3Dlc9Or/xyIbxwSVzeJS9UvpckSblgIJakejEmXFIRwAhhP0ydQrcDjwsDrhoWxk6qnC2nGi23YmjapGJqVPlBpfF3nBGOu2xsaHn0xeGKy68Ifz66b+jUqmAmSZKkajIQS1J92rlfDHZx+kO/0H29aWHEPweEvnucHIaMr5xnfr1wSejUAGqB56bp9ueERx6/IvRao/KDaFwYfteYEHY9JvTbt1Po0LFD6NSzW2jTtPLrHBhzWadw8tAaOLJlcI7MtzzusyRpngzEklSfWrSJwS5Ou/YJ/X57TXjk9tNDpykjwh+ueCQsSEXxmCcHhxpoRFyCJoWPXq34s/KKIUcZ+AczxoRHb6uZI1u+50jV8rjPkqR5MxBLUqlZY8/Qe9+Kv/e/FMZV/Jl0f//QoUOvMJAwWMT42w6v+P7wMPiFEeGS07qFY6+vuOwf+YfQLTXFLlIrNm3S2DDk/MNDtx1mz9Np98PDgOtHhwkzKmfImjEpjL3/ktC/d+fZy+vQOfQ545Iw7I0icT32xR0QHqn4asKoQWHAkd1Cp+xv3q5eJKEPcYcOJ4chn/Juehh77wUV6z85DOLt9ezv7O2eZ5/fwm3foVs4/NxBYXQ1qwknvTEsXHJG3znl1KFrn9C3Yj+GvFqw7wu5nvDp6DDo3ONCn8q+0fy+7wkDwqCR42OImzDyknByz2PDoCkhjPh9t9nzVEzZ2uJJ744Ig8/vH/ru3qnye8p8YBgdy7DSp9U8RyrOj2GX9Z+zPVWdH/E49RoYxla8Hv9ExTZWrrtz7/5h4LOVS6Tf9z9/WNaPvis0v+utTrlXY5+rfZwlSWVnkZkzZ86qfC1JqjP0IT48DPrFNWH0iW0qP/vB6Is6hOP+3TdcM7pfaDN9dLig63Fh+EGDwpAjWlXOkYwPgw/rFS5oek4Y9tfuodGkceG+s/qGC8LpYdB53UMLZlm0cWgaO+MyqFa38IeJnUKnKWPC9C2OCT13bBmaVUSu8SMHhj//e0xY7YhrwqCj24Q5vXJnjA/DzukbBjwUQodf9AsHbtkiNJo2PowcfEkYNCqEzr8dFM7fLa5lNgLxkY+Ebj1bhhFPh9Dr6N5hm5UrljbxpfCvC68Mo6d3Cr+/9eLQrXnl/FUg8HT7fQjn3HNx6NW8YvteejF8OGVsuO2ES8IjNDPfc3Y5rNiqQ2i5XHxZxKQwoiL0n3xvo9Dt8L6hZ6tmFdsxNgy9/sow7IMOP96OuN2DQt+rR4d+m1V+9sbA0OfAa0KjXY8NfXu0qiinimj+ydgw8vGhoVGfQaFfx1RK87GeYiY+Egb06h9GtO4b+vXZJrRozGfjwsiR94exrX8frti3onynTAqTPrgv9D/wghB+WVHmu1aWeZOmc/pZj/1nn9DvtQ6h7w7bhFY/KvM+4YoHTw8dmG/G9DBprudIhYkjwgVHnhzubFQRIn/RM7SqKN8JY4eGQdcMC+O2+H0Y+pdusSww+zitFk7v/2EY+FjLcGzc/glh7H8GhkseDeGwq88PLW44PAxtdkzo3aXiXOPcueHPYdALq4XDBg4Kx7ZOZVhhvtdbcX71HB8eGdcqHLbf7Pmnv39/uPKyIWFs88PCNTceG9pUZ5+rfZwlSWWJQOzk5OTkVNfTC7Muat9+VvtLXvjpd1MrvutR8V3/e2d9FT+bOmvUn7ee1X6782eNmlow7zs3zzqgYjmn3/dV5WefzbrjxIrfnnjHrM+y82W/a7/1rJPu/KDgu6mznjyvYh3tz5/1ZGYdXz1w9qyt2/eYddEzUzPzzp5/1F96VGzT2bMe+iLz+XMXVSyjYh09Lpo1anLmc6aKbT204rsDbnr7x58XmT6786SK5Zw0646Ps5/PpcyKTFOHn1+x7RXL+KDgu8lPzjp/u/aztv7zqFlT02eV233Rcz/M98KVFeWxyz9nvZbmqWKar/UUmT67m309fda92XIsNn18x6yTKrbxpDs/K/79dz/9bOpTbFv7WecPzx6/uZ0jledBxXcfFCxv9n5uPev8p35Y1uzjVLGP5z3543387u1ZNx9SsY7ttp51TOHxriyX9n8Zlfl8wdZb9fzV3+fqHmcnJycnp/KcbDItSaVixvQw4d0R4crjjw2DxrcMhx3QubKvbKPQYbfDQ4spd4bHnv9xk+Nxo4aGsaFb2HWb+elVu2fo3S1Tqxs1Chtu1KHi74fh84mzPwlhQhhx37AwfeMDQ88tCmvJKrbpwMNCpynDwtAnftr8tdUBPUOHJpVvkrU3DNSFj/20LpqhTgrD7x0cpu/aM3Qu3NUmHcI2u4Uw/a5nw+uVHxWzYrMNK4pgTHjx/coPilr49TRttlpFab4exi7s0OKLVv7NaNRygxCP6ufVXPak4WHYbdNDtx6dQ4uC5TXaYpuKM2d6uPOFn+5Nny6dfmhVgEVbhg3bVfyd0iHsulPL2Z8lTTYMG1AL/+74H5ppL+h69+v+0/nXm799rt5xliSVKwOxJNWnTH/YDlt1Ct3oJzulezjnxmt+3Jx0427hwNbTw+C7hldEsGRsePTfY0PYt1vYdn7y8BYbhJbVagX6YRj7RMWfLTYMBZFmtuYt4+cj3n5n9vuMDusW/UUdGhdeur/iz/39Q+dUvnOmTuHk2yq+mzL3/swtdusXDttgdLhg786xX+qIdyeE6T/pY73w62m0xYFhwM6TwqATuoVup10Shrwwvsh6FlDlMaq2t18Kwyr+DDsr9RfPTJ1ODoMrvpv+k93pFNZes/LlT1Ssfx7N46MFWm+HsMHaC9+cuXrHWZJUrgzEklSfso9dunxQGPLIiDDixnNCrw0KE26LsO1ubSqC1/1hRKrBfWNEGDK+UeizY4cf187NS8XMdFNdeKuFtbep+JOt6UsWq/xb335UvoVTz7mHxSZtwrHXDwuD/3JYaPH+wHBy725hp54nh4GjflojvlDrWbRF6HbeI2HY1WeE7uG+8Ocje4VO3Q4PFwwdGybNRzCLg2pdNCAcd3CfTDg/fPZAZPOp8ynF9qNy2q32bnbM33orTuSaOM/m5zhLksqOgViS6lP2sUsdW4UWaWCjIlrs3Dt0DhXBqbKJ8tgnhoTxTfqEXX/SnLmGfT+t8kWhD8O7Iyv+rN1izmBHJWe5lqHtnPItnFrO+/FNizYNLbfvG34/8JEwYsgV4dh2n4drTugZjruN8b8zFnY9FZpt1iv0+8uwMOLBQeH3PRuH+37fN/S6aHQcZXpexjPIVO8zwtAJrULP434fBj34SHiE6cbTY/Ph+bXi2m2L7EfltO78NEeYP/W13mofZ0lS2TEQS1JDsVznsO9+jcKIh4eHCTPGhhF3jQ8tDuoW2hTpO1ozWobWu1b8eWFcfPzTT3w6+/NO664z+31JWS202r7iz70jw4vVSZTV0KhFh9D3DwPDn3tOD6NveDQ+aqg21hOWaxW6nXhFuOaUVmHSLUPD8Hl2hR0ThvxlRJje889h4B/6hm7cWFmuaWjKtPR8tgVYo1XoVPHnzpEvViuI15j6Wm8RxY+zJKlcGYglqcFoFNput2doNPLRMPxRmku3CL22KXwMU6PQlIq0idPC17M/WAhNw7Y9+oRGr14SbhtZGFMqwsKNA8OIihiz01alWD/cLHTq3i00mjI4XHDVmBoMWY1Co6UrX0a1tZ4QGi+5TOWrSktWBNyKP59/+9MjO31Kxf8sXbFts9/OMe6xoWF05esfzOUcadYp9Ny1UZh+ywXhyhfqMJrW+nrn999F4XGWJJUrA7EkNSCNtugZDm8xIgy8bEgYv/GBYaeNK7+Yo2nosF3nECpC7ICLhoTRo0aH0U+M/Wkf32pq1LFfuPIXq4XB/bqF4yrWOSIub0i45ISK9//+PHQacEboVZ1Bk+pB050HVGx7yzDu+sNDtxMuCIPvr9j2iu0fdtuV4YIz+oT+Q+deKmP+WTHP+YPCkCdm/270qBFhyGXHhf7/bhQ6Hd0rpFsRC7ueCfcOCIefe8mc38XfXj8gnHHx6NDyiN4/DJjWtEPotHMIY68YEC4ZOnu+Ea+ybGryK6Lwvy8I/a8fVrmMYWHQOX3D4fdMK9J/eW7nSNPQ+VdXhr5rjwuDjqw4xucPDsMqlzf4qorl9+4fhnwaZ6xhtb3eqve5usdZklSeDMSS1JAs2ip0O6hNGD9+fGjTY9uigzU13fmMcMXR24bp9/4hHHdCxYX9ZaPDh5Xfzb9Goc2JFWHhL31D06evDGdULO+40y4JI5r0Cr+/cVi4uGfhs4ZKCdteEawu7xc6TXs4XHJOxbZXbP+Aqx4N45bsGXpukZJmcS236BkavT8sXDlg9u+OO2FAuHFss3DY5UPDxbtla8UXbj1NN94ptPl2dLjtwrSek8PF908PHX41KFxzRJuKpSdNQ7dfXhGO7Tg9DPk98/UPlzzLkSVMDgrn7Ns0vHjNgLiMk383KLy0dr9w6/WXhMNo0l1grudIkzah383DwhUndgrTnqgIkJX7/veHxoVGPXqGDstVzlfTanm9Ve1z9Y+zJKkcLcLDiCtfS5IagEk84uecz8Ppt18T+qxR+aEkSZLmmzXEktSgjA/33fJICDv3Dt0Nw5IkSQvFQCxJDcj0Z28NN77UKPTZs3OYe0NcSZIkzYtNpiWpxE0fPya8+P60MP2TkWHgXwaF17c4J9z6516hRa09bkmSJCkfDMSSVOIm3N8/9DznkTC9SbPQZrdjwzkn9gotm1R+KUmSpAVmIJYkSZIk5ZJ9iCVJkiRJuWQgliRJkiTlkoFYkiRJkpRLBmJJkiRJUi4ZiCVJkiRJuWQgliRJkiTlkoFYkiRJkpRLBmJJkiRJUi4ZiCVJkiRJuWQgliRJkiTlkoFYkiRJkpRLBmJJkiRJUi4ZiCVJkiRJuWQgliRJkiTlkoFYkiRJkpRLBmJJkiRJUi4ZiCVJkiRJuWQgliRJkiTlkoFYkiRJkpRLBmJJkiRJUi4ZiCVJkiRJuWQgliRJkiTlkoFYkiRJkpRLBmJJkiRJUi4ZiCVJkiRJuWQgliRJkiTlkoFYkiRJkpRLBmJJkiRJUi4ZiCVJkiRJuWQgliRJkiTlkoFYkiRJkpRLBmJJkiRJUi4ZiCVJkiRJuWQgliRJkiTlkoFYkiRJkpRLBmJJkiRJUg6F8P/WdwI8TnOU5wAAAABJRU5ErkJggg=="
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![Screenshot%20%28139%29.png](attachment:Screenshot%20%28139%29.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    " # Take values of length and breadth of a rectangle from user and check if it is square or not.\n",
    "print (\"Enter length\")\n",
    "length = input()\n",
    "print (\"Enter breadth\")\n",
    "breadth = input()\n",
    "if length == breadth:\n",
    "    print (\"Yes, it is square\")\n",
    "else:\n",
    "    print (\"No, it is only Rectangle\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "i = 10\n",
    "if (i < 20):\n",
    "    print(\"i is smaller than 10\")\n",
    "else:\n",
    "    print(\" i is greater than 10\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# A company decided to give bonus of 5% to employee if his/her year of service is more than 5 years.\n",
    "# Ask user for their salary and year of service and print the net bonus amount.\n",
    "\n",
    "print(\"Enter salary\")\n",
    "salary = input()\n",
    "print(\"Enter year of service\")\n",
    "yos = int(input())\n",
    "\n",
    "if (yos> 5):\n",
    "    print(\" Bonus is\",.05*salary)\n",
    "else:\n",
    "    print(\" No Bonus\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Chain multiple if statement in Python\n",
    "In Python, the if-elif-else condition statement has an elif keyword used to chain multiple conditions one after another. The if-elif-else is useful when you need to check multiple conditions.\n",
    "\n",
    "With the help of if-elif-else we can make a tricky decision. The elif statement checks multiple conditions one by one and if the condition fulfills, then executes that code.\n",
    "\n",
    "Syntax of the if-elif-else statement:"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "if condition1:\n",
    "    statment1\n",
    "elif condition2:\n",
    "    statment2\n",
    "elif condition3:\n",
    "    statment3\n",
    "    ....\n",
    "else:\n",
    "    statment\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Enter first number\n",
      "4000\n",
      " Enter second number\n",
      "700000\n",
      "Greater is  700000\n"
     ]
    }
   ],
   "source": [
    "# Take two int values from user and print greatest among them.\n",
    "\n",
    "print(\"Enter first number\")\n",
    "first = input()\n",
    "print(\" Enter second number\")\n",
    "second = input()\n",
    "\n",
    "if first > second:\n",
    "    print(\"Greater is \", first)\n",
    "elif second > first :\n",
    "    print(\"Greater is \", second)\n",
    "else:\n",
    "    print(\"Both are equal\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "price is less than 100\n"
     ]
    }
   ],
   "source": [
    "price = 50\n",
    "\n",
    "if price > 100:\n",
    "    print(\"price is greater than 100\")\n",
    "elif price == 100:\n",
    "    print(\"price is 100\")\n",
    "else:\n",
    "    print(\"price is less than 100\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Example  A school has following rules for grading system:\n",
    "* a. Below 25 - F\n",
    "* b. 25 to 45 - E\n",
    "* c. 45 to 50 - D\n",
    "* d. 50 to 60 - C\n",
    "* e. 60 to 80 - B\n",
    "* f. Above 80 - A\n",
    "* Ask user to enter marks and print the corresponding grade."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " Enter marks\n",
      "30\n",
      "E\n"
     ]
    }
   ],
   "source": [
    "print(\" Enter marks\")\n",
    "\n",
    "marks = int(input())\n",
    "if marks < 25:\n",
    "    print (\"F\")\n",
    "elif marks >= 25 and marks < 45:\n",
    "    print (\"E\")\n",
    "elif marks >= 50 and marks < 60:\n",
    "    print (\"D\")\n",
    "elif marks >= 60 and marks < 80:\n",
    "    print (\"B\")\n",
    "else:\n",
    "    print(\"A\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Enter first age\n",
      "45\n",
      " Enter second age\n",
      "30\n",
      " Enter third age\n",
      "24\n",
      "Oldest is  45\n"
     ]
    }
   ],
   "source": [
    "print(\"Enter first age\")\n",
    "first = int(input())\n",
    "print(\" Enter second age\")\n",
    "second = int(input())\n",
    "print(\" Enter third age\")\n",
    "third = int(input())\n",
    "\n",
    "if first>=second and second>=third:\n",
    "    print(\"Oldest is \", first)\n",
    "elif second>=first and second>=third:\n",
    "    print(\"Oldest is \", second)\n",
    "elif third>=second and first >= third:\n",
    "    print(\"Oldest is \", third)\n",
    "else:\n",
    "    print(\"All are equal\")"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "A student will not be allowed to sit in exam if his/her attendence is less than 75%.\n",
    "Take following input from user\n",
    "Number of classes held\n",
    "Number of classes attended.\n",
    "And print\n",
    "percentage of class attended\n",
    "Is student is allowed to sit in exam or not."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Enter No. of class held\n",
      "30\n",
      "Enter No. of class attended\n",
      "12\n",
      " Attendence is 40.0\n",
      "Sorry!,Not allowed to sit in exam\n"
     ]
    }
   ],
   "source": [
    "print(\"Enter No. of class held\")\n",
    "class_held = int(input())\n",
    "print(\"Enter No. of class attended\")\n",
    "class_attended = int(input())\n",
    "atten = (class_attended/float(class_held))*100\n",
    "print(\" Attendence is\",atten)\n",
    "if atten >= 75:\n",
    "    print(\"u are allowed to sit in exam\")\n",
    "else:\n",
    "    print(\"Sorry!,Not allowed to sit in exam\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Nested if-else statement\n",
    "In Python, Nested-if-else statement is an if statement inside another if-else statement. It is allowed in Python to put any number of if statements in another if statement.\n",
    "\n",
    "Indentation is the only way to differentiate the level of nesting. The nested-if else is useful when we want to make a series of decisions.\n",
    "\n",
    "Syntax of the nested-if-else:"
   ]
  },
  {
   "cell_type": "raw",
   "metadata": {},
   "source": [
    "if (condition1):\n",
    "   # Executes when condition1 is true\n",
    "   if (condition2): \n",
    "      # Executes when condition2 is true\n",
    "   # if Block is end here\n",
    "# if Block is end here"
   ]
  },
  {
   "attachments": {
    "Nested_if.jpg": {
     "image/jpeg": "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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![Nested_if.jpg](attachment:Nested_if.jpg)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Above ten\n",
      "also above ten\n"
     ]
    }
   ],
   "source": [
    "# example 1\n",
    "\n",
    "x = 41\n",
    "\n",
    "if x > 40 :\n",
    "    print(\"Above ten\")\n",
    "    if x>20:\n",
    "        print(\"also above ten\")\n",
    "    else:\n",
    "        print(\"not above 10\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "i is smaller than 15\n",
      "i is greater than 12 and smaller than 15\n"
     ]
    }
   ],
   "source": [
    "i = 13\n",
    "  \n",
    "if (i == 13): \n",
    "    #  First if statement \n",
    "    if (i < 15): \n",
    "        print (\"i is smaller than 15\") \n",
    "          \n",
    "    # Nested - if statement \n",
    "    # Will only be executed if statement above \n",
    "    # it is true \n",
    "    if (i < 12): \n",
    "        print (\"i is smaller than 12 too\") \n",
    "    else: \n",
    "        print (\"i is greater than 12 and smaller than 15\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.3"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}