{"id":3212,"date":"2016-06-25T13:00:06","date_gmt":"2016-06-25T12:00:06","guid":{"rendered":"https:\/\/stevepedwards.today\/DebianAdmin\/?p=3212"},"modified":"2016-06-25T13:00:06","modified_gmt":"2016-06-25T12:00:06","slug":"chapter-9","status":"publish","type":"post","link":"https:\/\/stevepedwards.today\/DebianAdmin\/chapter-9\/","title":{"rendered":"Chapter 9 Notes Practical C Programming, 3rd Edition By Steve Oualline"},"content":{"rendered":"<div class=\"pvc_clear\"><\/div>\n<p id=\"pvc_stats_3212\" class=\"pvc_stats all  \" data-element-id=\"3212\" style=\"\"><i class=\"pvc-stats-icon medium\" aria-hidden=\"true\"><svg aria-hidden=\"true\" focusable=\"false\" data-prefix=\"far\" data-icon=\"chart-bar\" role=\"img\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 512 512\" class=\"svg-inline--fa fa-chart-bar fa-w-16 fa-2x\"><path fill=\"currentColor\" d=\"M396.8 352h22.4c6.4 0 12.8-6.4 12.8-12.8V108.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v230.4c0 6.4 6.4 12.8 12.8 12.8zm-192 0h22.4c6.4 0 12.8-6.4 12.8-12.8V140.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v198.4c0 6.4 6.4 12.8 12.8 12.8zm96 0h22.4c6.4 0 12.8-6.4 12.8-12.8V204.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v134.4c0 6.4 6.4 12.8 12.8 12.8zM496 400H48V80c0-8.84-7.16-16-16-16H16C7.16 64 0 71.16 0 80v336c0 17.67 14.33 32 32 32h464c8.84 0 16-7.16 16-16v-16c0-8.84-7.16-16-16-16zm-387.2-48h22.4c6.4 0 12.8-6.4 12.8-12.8v-70.4c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v70.4c0 6.4 6.4 12.8 12.8 12.8z\" class=\"\"><\/path><\/svg><\/i> <img loading=\"lazy\" decoding=\"async\" width=\"16\" height=\"16\" alt=\"Loading\" src=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/plugins\/page-views-count\/ajax-loader-2x.gif\" border=0 \/><\/p>\n<div class=\"pvc_clear\"><\/div>\n<p><strong>Chapter 9 introduces local variables, functions, and parameters.<\/strong><\/p>\n<p>A big vim tip here for prog editing\/writing:<\/p>\n<p><span style=\"color: #0000ff;\"><em>Lesson 4.3: MATCHING PARENTHESES SEARCH<\/em><\/span><br \/>\n<span style=\"color: #0000ff;\"><em> ** Type % to find a matching ),], or } . **<\/em><\/span><\/p>\n<p><span style=\"color: #0000ff;\"><em>1. Place the cursor on any (, [, or { in the line below marked ---&gt;.<\/em><\/span><\/p>\n<p><span style=\"color: #0000ff;\"><em>2. Now type the % character.<\/em><\/span><\/p>\n<p><span style=\"color: #0000ff;\"><em>3. The cursor will move to the matching parenthesis or bracket.<\/em><\/span><\/p>\n<p><span style=\"color: #0000ff;\"><em>4. Type % to move the cursor to the other matching bracket.<\/em><\/span><\/p>\n<p><span style=\"color: #0000ff;\"><em>5. Move the cursor to another (,),[,],{ or } and see what % does.<\/em><\/span><\/p>\n<p><span style=\"color: #0000ff;\"><em>---&gt; This ( is a test line with ('s, ['s ] and {'s } in it. ))<\/em><\/span><br \/>\n<span style=\"color: #0000ff;\"><em>NOTE: This is very useful in debugging a program with unmatched parentheses!<\/em><\/span><\/p>\n<p><span style=\"color: #0000ff;\"><em>2. Press G to move you to the bottom of the file.<br \/>\nType gg to move you to the start of the file.<\/em><\/span><\/p>\n<p>All variables have two attributes: scope and class. The scope of a variable is the area of the program in which the variable is valid. A global variable is valid everywhere (hence the name global), so its scope is the whole program. A local variable has a scope that is limited to the block in which it is declared and cannot be accessed outside that block.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" 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\" width=\"935\" height=\"410\" name=\"Image1\" align=\"left\" border=\"0\" \/><\/p>\n<p>You can declare a local variable with the same name as a global variable. Normally, the scope of the variable count (first declaration) would be the whole program. The declaration of a second local count takes precedence over the global declaration inside the small block in which the local count is declared.<\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" 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777+fsn344YdtbW2Uk11EljcsxOdwqSySsqTGr7ywY9vFQE6n34spr9gshouQlClJWVkZaW7YsIFKSkfI\/hsxnI9NMcw0+ZVLLe\/v2E5PT0d3IjKkYFxAuaEU1SyzvAgDUuaOPP3009blty6zeTXMYph3lpTZiy7k0qFv2IsIvv32201xI28YpcxXsbnhRsWNojhERUXFX\/\/6VypqTEzM2rVr6WzV1tbi7hsaGqjS9Ev4xUPdfffd9MBoCT766CNUxZ49ezh2nUG\/yXI43VmcOPH37dtHyOrVqzdu3MgGPSECSXnChAmRkZGkgIOg90xk\/M7BgweJk5qaumnTJhzZ8ePHOZw+7pQpUyjh8uXLaX7snA4eipTxTfajKbcmiBh6\/xiS+Y6G5goF8957782bNw8hjuXU19djupjokSNHxM6pF+vXr2fj\/PnzYrqTJk1CzRBOQyh2jt3u37+fOKtWraJdx3SpJgcOHBDTjY2NxXQH9WomIyODZC1GVaKVZWPBggXUi0OHDlFIOhiEpKWl0SWgGHV1dRSMGsouGmxKSM2iJBEREXRIqLa\/+93vkAhE2Lx5M5qDaNRxtAJ6zsvLi3OnenJ21E0iz58\/n\/KfPXuWw2fNmrVkyZJ+S5ibm8v1IS\/0BNeQikymeJK9e\/eiqIhAHZw5cybFs\/MMjItGviRCMZKTkykeF42U2UUgKpONu+66iwvIfUFxUryLFy+iKmbMmLF9+\/bMzMzzBnPmzOEEcRf0jpKSkrjab775JieI7+LU5HIBwgu9ghng1siRO4XW5B7t3LmT8+Ws0Tfk9dBDD02cOJG7zIGkWVVVtWzZMu6jWWy5qlxPItxgfaPiRlEcAu+MoKHOl5SUoC0kBE+EfyGQNgBvRU2urq6mGcB9oEio0iIdqP8DJSsdR2Lias3IpI+bJik8C11YPBTOC0fj4+NDtAkGEhm3Yvl4NCK7WltbiUZkXJh91UIPdceOHSSOdyNZ\/fhLsQbbw6ppca2tSLQCraD8lWcVmKIpkcV0qw3YoFGUp5jYJHVHKgVHWVcK8\/mBmG5LS8vcuXMHJW5IlgJIQ06zSta07vySL40xaoasSZzTQdCzUV5ePm3aNOy\/uLiYXd3d3VlZWRSJBpvIVGQZVIu2k6I2NjZSSOoIhyNx8vLy5KlGYWEhtQ8PQGk5U06tb9lQAPJGhuzkfCkA3SSOImtCpHZTbFLgIvT75IZjOSOkm8WQQRSYbhVKkWJwgsgsBBNJkRHFkydA+BMPDw8KRoKSBVcJB4XvopyEczoUQMpMYcia0+GKSY5yASkqEUiNXLh6bJOOvEfjcDZE4phnGhISQqY2CoZEKGqEgYobRRmN4EE+9alP7d69m7oqPogaTv8J34dPefzxx9nIycnhF3FD15buY2Ji4sqVK+0ni1PD1RKZZoOekwSiTuhL4bxQHnSY8CNIKLwt3oHI9BfpDZuPgnAreC6iUR683rFjx+ilXXWYAlm88MILFDU0NBRXqOJGsYamFKvGPMxBqRgMZv\/EE0\/Q8qG8aeFoksXOZ8yYYdo5DSSmi02uWLECmyQRTLegoICYYrp099esWSORxXSpJjS3xDx69Cg1SL4echwqDuWkVpLFgw8+ePLkSYpaVVUVHh5uMV6jIAjIGikTGRmJCEhKSrrttttQGPv27Xv00Uc50z179tAZoLpxgvfeey\/loca99957J06ciImJoWycIClkZGQgv44fP87JUhMRCmTE6XDIQGVDT4hP4MS5GmRB3eTqIZvmzZsntVsertgMUrGGw7mk3IhVq1YRn2JwLh999FFqaiqBBw4c4CwoHqVFiKAOKT+nw2lSMHMQT1xcHFebG4FUQs3gyswqz9XgLF555RVTfCBl8CQcQjjRpMynTp1COfn7+5MXAhRFiLiRN1l4Gy445UFlIpIQNGbh2cVF4zKamviGoeJGUa4JJEVwcLCMNqBzMyxDWOgX0r\/EHeBc5PEPXhJfjM\/t+9kIu2hv0DSHDx+mMPhc\/Je8LLcD\/blnnnmGnhZtg50HS8qtCZrAxopo6oKCgrBwGR8z0NsT9tI0UiNoz2jqaLNp0ffv34+J9v0KSb6fOnLkCLIG06UVpF28qun2hSacxBFb1D7qi315hJggzkQD6wG8HJ6QkDBp0iTqsuyizBcuXKBTQYKEIGX4DQsLk\/SJRnPOIXby4kLJ2yjkC1eMv6gTKrK8PnMQxE1aWhrF4OKQCMXA1XC+6AbKg2KjzOgSfh1xPsuWLUP32H+Iwh3En5AjF4o0yRFNwyngKz744IOdO3ei\/NiFSaSkpFiM50n0tSgVkTlB69dS8rRMHnXfYFTcKMo1gQcXt2I9I8i1gx+Ux\/4yKNLOFBG4WjrHOGIcEHqINglveNWvJEiT+PT8hvyJhOKUYE7yUsnb29u67fc2cCQFGRpsbbqWj6d16ZvXpUuXMFdMMTAwkFaQdnQIU6GQHc28fGYss8XYRLAeHmv5eMQxv9Z5SZn5lU8ELIZQ4xDqiGgmeY4VGhpKfUeTEYjQceS7cXkrJCnLBwf9Xo2B6O7ubmlpQdbQFZH30WwgH+mfcOnYlkstw6WvmhoHXnVKCGQTSeFMZGSSxXhuHR4ezkUgkA35loJoSDfuHRdfnpPZUGsgH4I5fr7DhYobRbk65qxi1Gd+ERD4ZbyVfEIln07IXgJNHyovxc3PQPqd3srEjCxx6P2wXVFRge8gO7p6eDGzu2wdmSaB\/iUub+3atXiZvXv3Elm+CiFTs8zt7e1smO\/1KXZmZiaezpzFRFEsxiCJixcvYmAyatiRQ6ztnL8yYkaaPVK7fPkyzbD5+be16dJmy5ARMV2yq6urk4rGXqqVabqYq2iRvjVIEpRvmqQ+St0kPkl1GFAMdAC\/bMu8eSJcQL4hIkQGzDUZ0FUgnCaZklNBIiMjOSkps5xjYWEhR1Ew6qapivpeGeKjCGXMCleD7KqqqkhWXvZJ3SSOdd3se4Ly+RjFmDZtmiQixaA88n5QTkHeRLMhEodonJRcMfmEiuwkmpRZspOpGimA7JI3TZQwJiaGHLk1+ByZ3pC93Mrk5OSFCxci744dO1ZaWpqfn49cG+jRL1epuLgYQ7J+lnPDUHGjKFcHn5uTk7Nr167z58\/LRyLLly+PjY3FNR8+fJiQOXPmpKenf\/TRR\/RscARJSUkW4xuNoqIiBApdJULi4uLsvADKyMgoKSmhSQgJCSFmVFQUhx84cIBj6c7il1euXEmvUSJnZWWRLJHpOIrLw9H84he\/IGu8Cduvvfba3LlzSYoynzlzhpCCgoIlS5asWLGCyPg1GebpYOul3DrQvGHqGBUW62CHW+wca8Q+MV2OFdPlL2ZGgpiu+ToVSY3hERlhjZHTfGL2J06cwHRJBBHw97\/\/HdMlHNM9e\/YsIZju0qVLly1bRuXqWyTqHTHJjjpILq+\/\/jr1kVqDYKIu7N69m8aVNvjIkSNIAVro8vJyWn3pOeQbEIeGn6JSrX7zm99MmDCBlp4mfPHixbTiBw8ePHToEOWhzEg0UiNT6hSZkj4ZkSl59fvoAmHBBTl37txzzz1HTFQCp7Nq1SouEdt79uxx5GspPz8\/LiDFwL2QCMWQV0LoJM59\/\/79CQkJqJ8XX3yRdBYsWCDdFTJ69dVXkWucDoqEU+am0PNBcERERHAl16xZQ8lJjcCjR49y7nl5eSkpKRSDcIr30ksvUR5cBHG4U9wvksLjIXHYzs3NpRjz5s2zM6kxl7q2tlbOyxFDGl5U3CjK1cHzUpN9fHzwI\/hBeYhCtWcDiSMhVGA8Dv6FaESePn06dZv+orzglwkh+k2cXSSLMyIy2\/JpJc60oaEBt4KfpW9EmjQVdPjIKz4+nuZBJjUmMiWhYySdQlRLpAHeh10yiR+dMPmQQb5loLuGH6dsdrpcyi0LhoSSxjYc+WRJ7NzGdBHcyAsxXQJJR0yX9hU7x3TNSiFf9BCNNhjLpAWl1edwqS+YLpWLY03T7bcGSVFnz56N7CBZWm7qIPZP+03KHO7m5kaa8oU5mkbmiCI1fqk4lAodwzaRKbw83mCDkpA7x6J+qCxcE7YJlypDIosWLaJUVMy+nwiZUGAKQxlkViqqHjWRv+TLLrblAyVOwc7XUvI5PcXo6elpaWmR4TXoDCo+SdFjwVdQNpwPyXLWpIwH4Cy4CzgueWEnw5KQa\/yVOQPlaZM8FuKicSzJEi5Og11oHXn8I+OT5CNNzpcQrgYXk7wQXnY6SEhJyswVGBE\/o+JGUa6ODDiYNWuWTTie3dxm77Zt28y\/q1evppOEi8dx2H\/rjJOiM0e3FR9KZDKSyHgiXHZGRgYOBe8mkXE9qamp8nhGIsv3nPKJFk7Ex8BMvN8BjxxLdxkP2G93U7mVoRWktXbwmQ0xMV2xc2zJNF1aXDFdmkDMTCJjuitXrhQ7l8hiujR+yIi+pmtduewQb2D+tTZ4mnP+1tTUUMXsLOBw2223yQaCQIYP08xTKineXXfdVVFRkZubKwpA2umlS5c++OCDVy0bOoO2Pzk5OSkpiavBtbUu3gMPPODICcqn8ps3b0YCZmZmculELthIvRUrVpjb8+bNo7RERv3gGczId999t03iYQZ9M+VMUUvZ2dnIKZLiAsobcMrPL+eCopLRNnZGMUvX60auJ2WNihtFuV7IiF1cpCMDjWVJXpnwxgykPUCy9J35FO+G15BZKCREjrUzTao1RJZkR+RduDKaQXNs2rTpqiskWNOvndOox8TE9LVG7FwGxpq75FgHTXdQkCB5URIHR\/pTBtpsGWJiPTkC1wSlRSGHPGMCDTyi5BqbeaptYmKigxM3EHnGjBnXOMtDcHBwT0+PeWflIzI8D1eDqyqDo+0cPnfuXJTiSL37VnGjKNcLeZB7LZFxJf2uftc38ngDB\/OiY4rbktnPHDxEuUXAJOipD+qQG2m6g0JmyHS8daep7vcFirvBtZSElAelF\/tlUBeKs772rovNACB5SCNTGjpyuJ3Je24AKm4UZRDIuir2v3sa\/QxKdSmK4jQ4hwdzBBU3ijII8vPza2pqZs6cKeseKIqi3ERkZGR0dXUlJycP1wrkoxYVN9eFhoaG6urqYVzCXrl2XF1dJ0+eLAvnDjkRxE1WVlZMTIx9cUP3qL29nRxH9r1Pb28vxZDFe0ewGMrNSFtbG9Y+ZcoUWfHbYnz8UlFR4eHhcQOGag2L6cr0uBcvXqyrq6MyhoWFBQQEDFR4mXUGp+3IAB0HI1+5cqW5ubmsrCwvL0++z0pMTBziyfRHd3c3t8lmoJ59MjMzOYRiDNkNyvpcvr6+fV87NjU1FRQUYDAj+0JKUHFzXcAFHD9+nIqkD\/9HDzKNpqen57WIm9LSUrwDbtd+NJyOfKMx4uLm8uXLMrnqCBZDuRlpbGzcs2cPXXwRN5g0fbaTJ09GRETY+TB7uJBVKmVVziEnIqt4vvjii3RI6I1s2LBhyZIlA4kbmW+Qk3VE3KAPSPmqkWWevSNHjrz88st0q1atWjW84gZHRFsjn4I7eAjiAwkyhDUuBMygqqrq8OHDc+fOxaPamAEn+\/7773Oao8HhqLi5LlAnUTb07\/sdUqeMCGgaBz9cssOaNWvmzZt31SlAWlpaTpw4MW3atEGtbzzs0Lk8e\/asn8EIFkNxAtLT0zHpvLy8\/Pz8ysrKZcuWXVfnRrN9+vRpmm37i9vbB32GBFm0aFFqampYWJi\/v7+dkbBlZWVIt9WrVzsyKUt5efnRo0fxBvaf4NLw0xCQZlxcHBLnWs6lXxATBw4cWLlypeOjle+8804EypA\/TDt16hT3BRuora1FV2EGo\/apsIqb6wItaN9pG5SbGrqtCAW6YqZeQcHk5OTIzOXNzc30NSdPnjxz5kzuPo4S35ebm0v9J2aswUAp0wskHXqNspouDj00NBTLoYdUWFhIyngi\/qKVcdbSUcOhIFw4Cn8dFRV16dIlCkNvjD4ZhXF3d6cYKDkaoePHj9NlxBORcmRk5IwZMyRTiSwTgl33a6fcbMjS39argmNvhFAFZHok6fpjutge1mWaLhrC29vb2nSnTJmC6cq0fmK6Mgky2xERERzOsdQdImO6GC2miwFj58eOHcM4qRekTD\/BzhKVnZ2dJIiOkSWvqT4yuU5RUdG+ffssxooQNP9oi36f2nIu5E5J9u7d29XVRcGoMrNnzyY+RSJlTkcWrQwODiZlIhNIyuwNCgqiEhGZLChGRkYGV4nTocKyixOUB8YcyAVxRAdwviRO3cTVyByJKCRC5DRl0j9qPVeJy4jIoBiEywduFMPT05NLh\/biKK4Djoho3BGKzalx+6TjbZ0jboponBTFI2VylAdOmZmZMgsfcchOpsORV5OoQC5adHS09WpWlBwnyZkOtKjqDUbFjaI4BK7zT3\/6k4zFkxeO1OSdO3dS1REWeBOqPd7kC1\/4AnW7oKCALg4OUXzrQw89NJC4kTW9P\/jggwsXLpAFf+lobty4ERdDX\/ntt98uKSnBxfP3E5\/4BD7u0KFD9JZwuxxFeYiMPyIX3BxeTKZSxbF+8YtfxEfj3M+cOUOjcvjwYfLatm2bKW5kvjJZVbjfFW2UWxlZNojWyxxwQ+ON1sECab1oSmn+sVVkDaZ78eJFMd0lS5Zs2LABW01LS3vnnXeKi4uRFJgcppuVlXXkyBFMF63DUc8\/\/7xMGSwLAiBKMF1+CcF0MWkCMV3aSwzeYsw+N5C4EWmyZ8+e06dP0yRTB9euXcsvOoZm+7XXXrMY33KTJtVw\/vz5fdU8KXBgdnY21SQvL4+qTbH\/8R\/\/kaJSpP379584cUIWUZF1JIiMEpLIMnUvkREQKI93332XYlATqe9EHtRH9QgFSsKJv\/LKK1w6aihX46mnnkIgchZ4Hqo8V4k4CxYsoNrW1dVRDCQg3kb0xNe\/\/nV0JP0ZHAKprV+\/\/sCBA0Tjjtxxxx1cpV\/96le4DpwGPSJZcIrUiM85kiOnwPUhZcK5Gn\/4wx9wcSgn4nzpS18SccNl5OLgrFJSUrgU1mJRlppJTEwckcUW+qLiRlEcgn7Y5z73Obo+SBmZ7wHfd+edd6Jv6OJ85jOfwXfgfXAHsibD0qVLqfxz5swhprkmVF\/oM+H3cb6bNm0iPq4NzyLL39BnSk1NpUXBw5I4uwhJSkqS92uyFgQyC792++2300jg5h555BFZNIdDZO1DWR8Hd2YxOtZmvo2Njb\/+9a\/xng8++CA9y1HS2VJGCfLkBh1vrgROCM3tJz\/5SWwVo42Pj0ejiOnedttt1A7aNmyPXah8mkOadkxXFvqWpQNo9mQiGS8vL5pbmkBPT8\/NmzfLEkuPP\/446SPE5UEOjTSmS+405Baj9g1UVA5BxFDFsHYSRGYhvKincXFx5PLoo49ajAlXaM6pX\/0ubE51ph5Rs1BFq1evlsUZpk2bRlLyhIlqTnXjL1WPlGWpuDVr1hBZVBT1nUPIXbSdPPbgd7CXnZ4Mp4\/C4JJyDanIVVVVZM1ZoG9wLJ\/61KcQNFxGvAEF45KuNKC0HC4fOqxYsQIvhPCiDJRQ5hcmMlf1m9\/8JtrLnLMHNcZdI32y4xJxgtw7NCjx0VJIVc6U8yJHcxZj5CZ7v\/a1r\/HLlTc7S5aPn9zMmzfv2mf0GRZU3CiKQ+A1Zs+eTQUW52IxuoN4EzoxVHJ24SlwsogSdslDadycqAo74AHpJeOX8cWIDJxIvQFujj4W2ghXi5yiX0VDgqOR1\/Zs0EKQiywgheOmpyVLB+OpcWo4Mpwjrhynhk\/vWwyikQJuiMPtTKCu3JrIMtrW43mxFlk6TcQHFojpImWoAggd2nis1zRdWkpqBKaLshHTNRersjFdWmXMFUNFSJEsZizrWhMir3WuWoPQWIgnyiDLI8inSVRSWcJJWl+qgJ33wti\/rLdA7aPYIhQsxsAaxI2kjBSTlCkhqXEuEpnTl8iyerm8XKPh5yrJKyTH4ay5VpScayghqA3OjstOT2n\/\/v2EcDW4aIRzdygAJ0hhZHkHMx1OXNZj5wLiQMzlLwCliLeh5yMejBJmZGTg07gCSDRuKMmKZHFzc+N0ZBUwbMB8QsONQ1HJk2Mb18G546m4ktcyJ\/IwouJGUa4JPLV8rQBD+DgO\/4IHWbduHX1HPAUyBR+HR8PHkSyOSZan4ffEiRM0DAONUEam0JYQk8MdKQb+l+6gDAgYbJkVJwb7QWSg0WmtrUdURBtYx8Ruac\/Wr19PU2qaLg0kUoZm1TRdYsrAr4E+U0KUE58IMuZmsAWmDGQqy91bjMWSZNBJR0fHNc7EQVNNS4+wkEeeyAhUhYxi6RsZxcCuffv2EYeYtP1cwMHmSApnzpxBP4n44DchIUGempiDkR2cp5gy3HvvvfavACeIn0HfUGbJkXtEl4xfbuX58+dxRNwXkqLXhFVwl60f1ZiIzXQZDPaUrx8qbhRlJEFe4NyrqqpwWOL9cRA0LWgm3A3ORZZTxlciX6z7Sb29vfhTeVA0BMiFHjMeU8WNYg09fnl8Mm3aNPtdcFnWm+bfFC7SvHl7e5umi8JoaGiwmX\/hGk3XBnlFSzuNyqFIZEdDSx+AzsaQP3g2U+a85BkMnQFS5uyoMv1eFhTVkSNHFi9eTIRJkyZxdkN4O4MTSExMXLt2LZdOFMx1nVVI1gxHnsrIce4apyaL1nGmTz75JA6Hc8\/JyUHIFhYWRkRE9KuWuDKIJHYNFGFEUHGjKFcHB0fvkEpOH5TeFc6UHgwOFI924cKF0tJS1ElJSQl9HVwDrly+JpXPCvC5OI6AgIB+3SKJ0C+8ePEiidD1lMhAd43m4cCBA3Rqyb2urg4fR8o4IHIkO+JwFK5HunTnzp3Ly8ujpSHkxIkTFEMGUVqMh9unTp0iZQKlGPh90pSREDf+YiqjGWQHqpc2NS4uzv6CShgS5oQ1UiNoHTEwZA0miulirgcPHsR0ZSAaMaWlF9NlG9PFAuUxJLUG0yWco6gv0rjKLgIxXUyaQ+Sz8L4PLaiM5EiZi4uLqSPl5eUWY\/QJdZAKe+zYMYtRywoKCgikRtj5PJDqIN9GcRFkBc2oqCj5mIgT5JeQ2NhY+YaLbXbhFuQFEIWXb76uXLkio0\/4i7sgHfmm7OzZs9Q7SkUxCOx3lJsMziO+CERS41LgB4qKitLS0rgIpMwGvoLDzXEwnJpoO24HZZMvvCiP+CICKTOFxB0Rfvr0aRFe3F+ESHx8PLs4BNckLxw5igsuN06GKHEuiFQ7lkBkbigXITo6+hrn2hhGRks5FGU0Q8cFn\/LCCy\/It9940ttvv33OnDmHDh1CSVDz8T544d27d9N3CTPAkeH7qPP4XDzI0qVLZYCLTcq4OXzNzp07SQRXQuS5c+fSdcMD7tmz5\/3338ff4TvwpE899RSJ43nPnDlDeUhNPpRgm3RE2fCXDta7774bHh5OSyDvzikbxSZlApctW0b6eEx5ua7zMCk2YIeo3vnz50+fPt1+TBoz6sKOHTvo5dOIYmActWbNGlrNXbt2ffDBB9QCGXfyyU9+EjNGdsgnhDTwmC7xaTXZi3HSfmO6bGC6GDntMVUG08WYs7OziYnIoAZhun3FDXqF2vG73\/2O5hybp4+xcOHClStXkgsn8uabb1qMJyLsGuhrKUEeiyJHKIy855o9ezY1iJQpOfWUYhAiKcsHhtR9MqUeETkyMpI6y1nLNwGoEK4JG8uXLyfCSy+9RB+Do+iEUIwlS5b0FTfyEooEX3zxRVE5nMu8efPIjjQRJdRfZA2qkQvFVZIPv2X0NNWZ4slHDFxhrjMOgbw4hLzQHJwUwhEPhsThcrHrgQceIP6iRYv+\/Oc\/IzrlBpEaOXJJKT9OCUmHWCHlWbNmycvHfi8dOcrgJDsDm248Km4U5eogO6jz+FyZTgYXwLaMFVi3bh0h0wxWrVqFbggODpbvJnAK+IjVq1cHGPQ7ngAPTvzHH38cD4iHIgX+4qHIAreIx8QnytQUuDM2yPGRRx6RT1fuuOMOMhKBgn+hWaIMuDycOw5RciRBXKT4X9yTdBlJE79PgvpOSrGBBgyzcWSSN+LQIj7xxBO0l+hv7By7ldXmMTbkCGYmdoiZkSZ7sXMx3TvvvNM0XeoU8oj4SUlJixcv5hCsFAmCTqIGoeZTU1NN0+1bDFpf2uDt27fTNlODqHdkRHacCI23fGYly4MP9LWUgAK46667kBEUj4JxIlOmTHF3d7\/\/\/vs5QcQB5SEFiufi4kLFJDLdBhF2RDZfQqHYOIoCyGs7EqFiolrkNRwyS0Y691sG9iIjvvrVr3LpKIY8d6HkbW1t27ZtI03y\/dSnPsUVY5v6y7nfc889FIMIMuqOS9TT0yPPYzhQ3qxRYC4R\/gT\/IAOG2CUnSI6bN29GNZIjF58QLjUyizIj7AiUxzzoNjuP8eT11uh5ZiOMrtIoyujE3aDv\/A3WU46ylz6r+RfXg4PG0xGHmj9Qa4FfwB8lJibixeQBvnxFYjGGBMrDcNIxpxgmPu4P74b3mTp1ar9DC60HftJ7li9BZCiA+eiIDRyunW\/UlVsTzC85OZmW76oxMUWaPTFdsXOaUtN0+YvpYtvWpkvKmC7t5UAjV8yPjywfmy6H25hu32JQZoyZCogEoeTmFMPBBg6eOIKG0spTGWn1ZfgIQoETRGNxUuZTH4ksf6UaEplODvoMUcJfm8e0jvQikBQi1OTSoVHkKtmIhpkzZ1r\/lddkMhiIfCVy33ot4hL65ovikW\/BfHx8KDaJcIOuXLnCBqoOP0PK9lfRQoQhj0bJ9DYmKm4U5XohkuJaIuParL\/ktBh9UFFajhdjioF1CC6MjvJEA8fTUW4FaLbXrFkzqEP6NV2aRmzMOkSeCQ3qe6i+pjtckfsFgdKvCvE26BvZHPUicILD0sCjcvpVIQPhuIAbCISadcfM7DLZmV7IGgTZpk2brrEMw46KG0W55ZAnSS4GI10WRVGU4UfFjaLccrgajHQpFEVRrhfq4BRFURRFcSpU3CiKoiiK4lSouFEURVEUxalQcaMoiqIoilOh4kZRFEVRFKdCxY2iKIqiKE6FihtFURRFUZwKFTeKoiiKojgVKm4URVEURXEqVNwoiqIoiuJUqLhRFEVRFMWpUHGjKIqiKIpToeJGURRFURSnQsWNoiiKoihOhYobRVEURVGcChU3inK9uGIwxmCky6IoinILoeJGUa4XdXV1LS0tAQEB48aNG+myKIqi3EKouFGU60V+fn5eXt7atWsdFDednZ2VlZUTJ06cOnWqxdBGjY2NgYGB48ePv84lVRRFcSpU3CjK9SI9Pf3AgQMLFizw8fG5auTe3t6WlpYzZ86EhoaKuCkpKbl06dLy5cv5O3bs2OtfXkVRFCdBxY2iXC9mz549ZcoUb29vRyJXV1cXFxez4ebmJiGurq4uLi75+fnd3d1BQUHXr5yKoihOhoobRbFHT09Pe3t7TU1NbW0tIsPd3R3Bwd\/AwMCQkBD0B6KkoqKivr7ex8cnODjY19cXddLW1lZYWNjc3Mxf4liMV05E6zFggxBPT8+YmJiJEydKRqTJIYgY9JCEkGBAQEBpaen48eNV3CiKojiOihtFsQeCBuFy8uTJs2fPdnR0IFbGjRt37ty5JUuWrFu3zsPD4+LFi\/v378\/MzJwxY8aqVasWLlyIuGlqatq7dy+CJjw8PD4+nnRaW1tJoaWlBd1z5MiRK1euoGy2b9+OWpJXTpcvXy4rK1u6dCmySbJmQ\/Iil5G8BIqiKDcbKm4UxR4ojwkTJiBTurq65s2bV1xcXF5evmnTpt7e3tOnT6empkZGRrq4uNx+++2XLl1KS0tLTk5Gi4wfPz46OjonJ6e0tJRjLcbLpuDgYGRQdnY2h6N16urqCgsLXV1dTTWjKIqiDAsqbhTFHggXxA1iZdKkSQkJCYiS+vr6mTNn5ubmInRQPPwtKSnx9fUtKCioqqrq6OjgKHd395iYGHkYc+XKFULGjRsXEhIyefJk1FJiYmJTUxNiSB7kjPQpKoqiOBsqbhTFHvLkxsvLy9\/fPywsrKamBvnCdnl5eW9vb3Nz85kzZ954440xY8bU1tb6+fnJcxrE0LRp04qKigiUt05ubm5BQUHII\/SQj48PETh2pE9OURTFOVFxoyhDBHVy\/PjxwMDAz33uc6ifkydPVlRUuLu7j3S5FEVRbnVU3CiKPeRrqdra2rKysry8vMrKymYDQpAy48ePDwsL8\/Hx8fT0dHV1JbywsNDFxcXNzY2YOTk5JSUlFy9ejI6OJkJ9fX1RUVFVVVVjY2NNTQ2poYTMb6PkqG4D+cCKrLu6uuSD8BG9BoqiKDcZKm4UxR7ytRQaJSsry9\/f\/\/Lly52dnfwSgtyJjY2VbWKeOHEC7XLs2DEOQcocOHDg\/PnziBh2LV68OCYmJiMjgxBED\/omNzeX+H5+fsHBwZLRuHHj0DoIKdIXcdPR0dHW1jbeYASvgKIoyk2HihtFsYeMuZkzZ87UqVMRIggXQnx9fQkJDAycPXt2YWFhdnY2+mPdunWTJk3y8fFh78SJE9E9bKNUPDw8OBC5ExoaispBvgQEBJAICoZdISEhkhFHEQHR09vbGxcXR0h5eXlOTg65IKpG9BooiqLcZKi4URR7yNdSqI2goCAUDKKEEHkJFR4eLvP4EcIuPz+\/KVOmdHR0EJ9AxE1UVJQk4uXlhe4ZM2YMCubKlSvoJNSPDCs25y\/m2K6uLtSMDEmGLgNy4agROXdFUZSbFBU3imIPeXIDNuHmxHoxBn0P7LvqApLIeq\/NpMMIIDc3t+bmZmSQhCCAAgICQkNDdRI\/RVGUQaHiRlFGC\/IBubmEuK+vL7Kmr65SFEVR7KPiRlFGCy4uLtbPeyYajFxxFEVRblZU3CjKILhi0NvbO9ZgpIujKIqi9IOKG0UZBC0tLZcvXy4qKgoNDTXHCyuKoiijChU3ijIISktLc3Nzu7u7AwICRrosiqIoSv+ouFGUQZCTk3P69OmVK1d6eXmNdFkURVGU\/lFxoyiDYNy4cciasLCwvl96K4qiKKMEFTeKMgjGjh2LvvHw8NAlERRFUUYtKm4UxSGuXLnS09PT29s70gVRFEVRroKKG0VxiKamposXLxYVFY10QRRFUZSroOJGURxCXkhZjHXCr1y5MtLFURRFUQZExY2iOMTkyZNTUlIqKyszMjL05ZSiKMpoRsWNogyCcePGubu769zEiqIooxkVN4oyCPSFlKIoyuhHxY2iDILu7u6Ojo7Ozs6enh4XF5eRLo6iKIrSDypuFGUQhIaG1tfXv\/\/++3Pnzp0zZ85IF0dRFEXpBxU3ijIIgoKCuru78\/Pz3dzcRrosiqIoSv+ouFGUQeBnMHfu3JEuiKIoijIgKm4URVEURXEqVNwoiqIoiuJUqLhRFEVRFMWpUHGjKIqiKIpToeJGURRFURSnQsWNoiiKoihOhYobRVEURVGcChU3iqIoiqI4FSpuFEVRFEVxKlTcKIqiKIriVKi4URRFURTFqVBxoyiKoiiKU6HiRlEURVEUp0LFjaIoiqIoToWKG0VRFEVRnAoVN4qiKIqiOBUqbhRFURRFcSpU3CjKLcSVK1fMXxhjMOxZSPpjx44d3pQVRVEcRMWNotxCIDs6Ojrq6upqa2vd3d29vb19fX2HN4ve3t7i4mJXV9fQ0NDhTVlRFMVBVNwoyiilubm5vb3dy8vLzc3tqpFbWlpaW1uJPG7cODvREDekWVFRkZ2dzXZcXNzwipvq6uq8vLzKykrETVVVVXR0NEUaxvQVRVEcQcWNooxSLl++XF5enpiY2FfcyKsf65dKRC4pKSGytbixfgklkeXJDRIkKysLCdLb2ztv3rxhKa3kkpOT88orr3h4eJByV1fXo48+6unpOexvvhRFUeyj4kZRRilIkEuXLkVHR6MVbHbV1NTU1taGhYVNnDhRQhA3RJ42bZr1kxLzJVRjYyORJ02a5OLi4u3tPXv2bH9\/\/7179\/ZN+Vpob2\/v7Ox0dXVdtmxZS0vL0aNHJWT8+PHDmIuiKMpVUXGjKKOOnp6e5ubm3NzcI0eOoBWmTJmCiElOTp48eTKiISsrq6qqqrW1tbCwMDIyMjw8HA1hRvb19Z0wYQKRES7ESU9PJzIRioqKoqKiYmNj3Q1I8MyZM\/ZfePX29tbX1zc0NKCNJGTs2LGBgYGenp599YpEpuSUJyYmhvKTI\/lyrJ+fHxHYW1FRweGcBeW8TpdOURTFouJGUUYh3d3dlZWVaWlpe\/bsQZ2MGzcuKCjom9\/8Jhvl5eUvvfRSW1sbIqagoGDZsmV33HHH5cuXibZv376MjAxkh7+\/P5GROLW1tTt37mTvpEmTiLx69WrEjePFQKkUFxeT8qVLlySExFNTU0mkr7i5cuUKKgr1M2vWLC8vL\/QTAqujo4PcRdyQFKezatWq6OhoFTeKolxX1MUoyqiDtj84OBiV0NTUhBqYOnUqWoEQlE1+fj4h3t7eCIiKiorOzk7EB2qDyMgIdqEkUB6hoaEkQpzExERkTU1NjbwhGlQxxowZQwrh4eHmAx42KIz9McsDQTFee+01VBraC7E1hBQURVEcRMWNoow6XFxcJk+ejAiIioqaP38+gkDCs7OzETRLlixB6EyYMCEkJOTixYvInenTp6NpIiMjU1JSzA+wW1pa5D3RxIkT2SufZw+2JFeuXOkxkL\/Ind7eXjvxidlrwIaMvzF3TZkyZebMmWgjfWyjKMr1Rr2MotwEyLdIra2tjY2NEw3kscrYsWNRMN3d3X0jy7sq9JCPj098fHx5eflgn5eQDtmVlpZav5ZCUQ309ThFQtO0t7dTnq6uLtSVh4eH+anUokWLEGooG53cT1GU642KG0UZpaAP2tra5EkJvw0NDS4uLv7+\/qgNGWVcVFREBNQGmkMiyyMWiVxYWFhSUoKk4BDCEUbNzc2DKsCgXkshWSIiIsj37NmziYmJqCJ01fr164ODgyXCxYsXP\/zww23btsXExFzTdVEURbkaKm4UZZTi7u6OjDh58mR6erp8BjV58mQEBJoGfTNx4sT6+npPT8+4uLgJEybIN1BnzpxBUqCB\/Pz8kDjEqampIVpHRwfq5\/LlyygPtA7K49KlS\/n5+bW1tRw7bdo0Eje\/KjdBr3h7e5MaQsoMYXsgcYMSIrWWlhbKTI6dnZ0U2MPDQ2YOLC8vP3\/+\/Jo1a677hVMU5ZZHxY2ijFL8DF555ZWqqqqpU6du37597ty5wcHBx48fR8SgWhA6t91228yZM4mMOgkMDHzttdcqKip8fHyIHBsbi7D46U9\/WlhYiAYKDw9HyhBh+fLlCKA333xTcjly5AiRFyxYMJC4AcfLjLgh97fffpuN+fPniwxC3CCw2tra0DpIpeG5OoqiKAOj4kZRRilBQUGpqakJCQkdHR2ohLCwMHQGgmPz5s3Lli3r7OxEjgQEBEhklA2qJT4+vr293c3NjcgoiZ6eni9+8Yutra2urq5EdjFAJ0VHR8+ePVsOZBeRUSTDUmaSkuKREWnKR+Cy2hQFRpzpagyKotwAVNwoyihlsgFywSYcadI38iSDvpH7XV3B399\/2rRpw1VOazwNbALHjBmDtKJsEyZMGNRzIEVRlKGh4kZRlOuLi4tLUlLSSJdCUZRbCBU3iqIoiqI4FSpuFEUZTuRDdPl4aqTLoowwnZ2d3d3d48ePHyUDyXt6emQGJqzUzc1t0qRJdpZXa21tbWpqcnd3p\/z8XjVlzrS5uZmUXV1dSXloE3nfLHR0dHCmXBZzIqvRhoobRbnluGIwxmB4U8bf0XgUFBTQHsgi5KPW9yk3AGQE+iAgIMAUN1gItof2HZphXKPpoj8oT35+PqrLw8MjKirKjripq6u7dOmSn5+fv7\/\/VcWNKBtSbm9vx\/JJeQTFzXBVcDs3q7GxkZpufWdHGypuFOWWo7a2trq6OiwsbNjXeKIxOHjwIC0H3vDkyZOrV682l4NQbkEKCwtzcnJWrVplrrSakZGBAliyZIk5edKguHz5ck1NTXh4eN+ZCxyB9phWOS8vr7S0lGb77rvv7jv+3aS+vv7ixYuUXJY3sZ+yKW6Kioqwf1IewbHzJSUl6BIq+DWKmxMnTrS1tS1durSvBMzOzuZKUsFV3CiKMmjwmA0NDXgoPKyrqyt+RBZmokPc2tqK97TT7zShK4mH4kC6ktLGIG7wTVOnTh1GcUNTQWnRTJmZmTQGHR0d6enpc+bMCQwM1MWkbkHEHmj\/0CKyPAgWi0nQXqIACElOTpZP9mQZMkxaJiywXqBD7Fxe8YgVIW7kaYoj4gYpg\/GTPodLfGrQhAkTOBxDRd\/YLCVrzgMuikemWkCslJeX19XVEU468gjHfAkly9NKyuwi5aqqqr4pDwQVk0tErZQTlHPn0lEM9joojygGheFY0hGHQAEI6bdfQcoUnksq\/sR6F1ebXeJqiMbNOnLkCCUkqcTERHOFO64SIVwQSm5\/pbmRRZ2Ooow6ZHEoHAeePTc3V+YF9vDwkBc9OCAcKA43ISFBlpcixHwEzbEcKG5LnirjhioqKvDpqBlfX19CaG+ysrKSkpLEexK53\/WernyMdeCYj+kbWRYex03T1aPXW1xcTAgqR5olKdhAhytOhlgvNx2jFevCJF588UWaTEwCbX3PPfdERUVZjNEb7CosLJw8eXJISAh2Lg08Vo0EwYoiIiIwXTFpMd2ZM2eiP7CisQZ9cxejpbUmBYpBNSFl6SQEG3D43r17zUkm5ZeSILzQKHFxcSQbGRmJNH\/llVdoxQlH6\/j4+HAI6cgTIMosUzAQWaYIRwxRpzgd+++kJEdOkLpJZ4BayVFSwakshKOoyEXqu1xMs9aIniBcajdUVlZyphTP39+fwwmRaaVSUlLkQHk7LCvalpSUoFfCw8O5AhRbAi1GvcarUGHRZ5SEU\/vNb35DCHvPnTv39NNPm+KG4pGdyMTRXJFV3CjKqEP87MGDBw8dOoQ\/pWeGq1qxYkVsbCxO87333hPvSYTZs2fPmjVrz549OBr24l5Pnjx55syZT3\/60zggDsfN4YbwVnR5ibl69WpSPn\/+\/I4dO\/BfOH1alAceeECaGRvwYhyOny0rK5MQ+oVIImkbbCLjBHGyODuZqY+Yc+bMwVfSGsnzIZK6cOECh9NgmC8pFGeFFvTixYtYMkJEnppgM1u3bsVOMNFNmzbNmzcPA0MiHD9+\/MSJE5hoQ0NDd3f3U089JYuUvf766xgthnTgwAHsfPny5QRiuh988IFMug2YLpH75i4dgNOnT5M45ocdkhEt+vz585csWdI3PhHOnj27b98+6hElJAtKOG3aNNJBS2HYqBAqVFhY2MKFC9EQFIDI1EEKTH0c7IppstYbJ0jlQtaQPmlygggI6hq5UwyivfPOOxSD+ksFl3pHxeEoricVfP\/+\/ZSZFFB+1DuuFZdXpvHkel66dInrj3yhC\/Tggw8ienJyct544w2uJzcFl7Jx40YSJPDw4cNcHNJvamqyGBOjo4rQgg899NDf\/vY3dnE4as8sPHcBucNV5cqP5oeyo7dkinLLQr+wtLQUl4cQwXPh0ZAIeBkcH55ORixOmTKFThg+Fz9bW1uLv2MbF4mHwt8RRx47s02\/EO2CHsI74wHxm\/KKauLHDPTWHCco7ws4VkI4Sr6S6Dc+MXGydF5Fu8iCnTRyspdy4qzJjmZMxY3Tgw0jZzEGJIXcbpm0mtYXIwkNDcWGMSTMFdvGgNEN2Bv2aTGe8YgNm3ZOSF5eHpbjoOmiOWjdSZnqgwZiOyMjA1Xd72tcrLSiooLIbBMfm2e7vLycA5HpnAiZciIyhDYzM5NSsSEvsCRmamrqoC4O2oLqwMkiPlAYsj6uvL8jkG2ZMVycAJeFrLlElIdTrq6uFunDuXCJKM+yZcsoJ+EUiZhSwWVEvzyskqcynCNninYRH8JfuSnkSEbkyKUmHXl6xEXGb6B4EGGcu\/V4akLy8\/PRrJS838dmowQVN4oy6pABK7jyu+++e\/r06fJQBHcv4wTxpLQN7MWd0fHCccfGxsqbcnp++CNcJ36QOPyVR9C33XZbWloajg\/3RzhxaC3uvfdedtkpBp6LdOjDma5N2ic7j9zNJ\/x932fR1NHHnTt3bnR09NAGkyo3CzLgRtS2ea8RBLToiBsMGKlBW06rialjY7SU69atsxijwWhT0TGY66JFi+QtlQzkOn369KZNm+QBw3333Wd\/oDoC5fz58xz+2GOP8Xf37t0o7y1btiQkJPSNTFGzsrKoQQ899BBtP3+pbhSA0s6ePZtCUgcffvhhYlKGHTt2JCcnU7PYRZUkpkiTQV0fWcKWZCMjIykSJ0i\/hdTY8Pb23r59u4xf5i\/FoOTLly+3GGOAIiIi5s2bJ19CEYgW4TJSu5GGeAy57FRq4lBIKrgp\/riAVHn8CXeEek3KZ86cQd9wSSlMdnY2p4lIMmc\/R+7gW1asWEFlF13IgZaPOzxkircZ5bONq7hRlFGHvIzHoaBa6IfhUOgk4Urw17m5ufJuHg+FzpDH0ezq91kIezl8yJ+k4rKlD42XlxA6i\/hTCjDQcE58K82VDLekh2ddKhzlb3\/7W9o2Wq+hlUe5WUDHcPdpla3H1WKKKSkp8lBBHkKwjWEj2THsZ599FpVAHJp2rK6goIDWF8vH5LAoTJ121\/EPc2wsn22sbqDR92LnFIk4HEI0BJlMckM6YvDWkakOFAk9hHiiVMQcbBWT17UINZFoZME1QT0cOHCAlNmQBJE4\/KVPIsKiL1wQedBy1RxJ5Ny5c\/v27ePsOCmSpfBoShk0M3XqVKSSuVAdcAXQOtwj\/AzFMHUMN1TuLLd4UKd841FxoyijDjwO3k2G6MqgQmkS5PEMbQC+iUBcDBqCmDKmGHeD5+UQGbsg6chimTbpm5EthrMmNVLoVx4Rbp0CuQ80HJhAWiCUVnFxcWJiImUrLy+nb2qOzhFHbEcYKU4DWqGiokJec5iBNKvoddkWuYAdYn4yEpZDZIRsbW2tvN8059kD2t2goCBM3UHT5XB3d3dqQVVV1eTJk2naKysrB\/qCyaxuzc3NMmCfDZKVwblUN5IirxYDNpD75Ig4kK+9pNiDuj7y4ZV8JiZ\/OVOp4PxFVMl1k0Ewosm6DSzGy19zGhspZN93QxJZSsWGfDImF5yLyelw\/bmeiDmpy4Qgs6wlGnLQfDZm\/YQGTUa\/C0nKVR3UKd94VNwoyqgDd4b7wIlcuHBh7ty5uB68LU4fb0UzQE8Xb4hvysvLw23hg4iAl8TR80sjUVpaKh9wgnhefnsM5C8bHNhlIE+JTMdqjcwybD0djiwq3m8\/lV3h4eFlZWWXLl1asGABAis3N3fp0qWciDjZtLS0P\/zhD1\/96ldJ4XpfQGVkQddinDNmzOh3tK8J9klMzGnx4sXEpOHMz8\/HjDFLbGn27NlRUVEiIGjmadRFr1ibLpVCZhC2SVme3HBIZmYmKZPssWPHtm\/fLrJAqoO8xAEZKIbFyiwGpI8N03gjzqhQSBnpTlCtZFwOGwkJCevXr5czRdCLehBBZp2yTH\/XtzNAhZLKYjHGWbe2tpI750KmnBc1hWKQCOXh1OSjJLIgGnuRa1KFzbysz0gqONEosOgbDqSEpEOZOaP4+Hh5QiP+RA6RuTeltPbnVywsLOQiLFy40Px4atSi4kZRRh14osTExJMnT+KRDx48iK+h87RmzZqYmBj89f79+48cOYLbpcubnJw8f\/58hMXRo0d37dp14MABxA1K6N133+UQ+QaEQ1AY77\/\/PuE4+sjISHwcIS+++CIRaBuWLVvW71gE3ByJkIvpyGR9bzsP4aVT+PLLLxOTfqG0OjIikhbCzghQxZnACGmDsUwZGDsQtKlYBSK4oKAA45TnlHfeeSfWiOD+6KOPjh8\/TiNNTCx\/zpw5pIZRBQYG\/vWvfyUcc0I901r3TRnDQzDRNzh8+DD1hdadTgIyAjtEmuzZs0cG\/VRUVBCO\/VMp5LshKpFo+tTUVKoYdQTRgNp48skn5VPB2267jaxRP9\/97nexdjRBSEgIRaXAsbGxu3fvJjLnXl1djThbuXIlSqLvo0rOIiUlhWJQK998801XV1eOXb16NZG5FPsNLMYgG4qBwqPWvPrqq8R\/55136NsQ\/txzz1HFZGzQrFmzOCnSIVmukrztOn\/+\/Pe\/\/30SoXicIOlTqkOHDuFP5I0SJ069Tk9PP336dHFxMRsyuohi2Jk9i4sm4\/asX9WNTlTcKMqoA2eHn8KD4HzxkogDvC06g0B8CroEt0tflr9sy6N+NhAuuF2EiygMNwPaibCwMOQI0djLL9t+fn54QBnySb+Q\/uJAQ3Zk9g7HS06R8On02sk6Ojpa3knJVBzkThOi76RuBeR1CUZo33hoszFsbAb9bTGeZ0ydOtXf359WVua8wc4xUdlFCPFN00U\/YUtXNV15eyspyHxOMtuezHZjMWQQRSVf6QNQ3WRgPqC3SB8RQDVE+nA6Mv5XHpFmZ2dzLOWXJ5FUK5n6RY61GEJ\/IClPNGpieHh4a2srckHSkZE3JE7FpxicAidLUvKghVpMedgrn9bLB1NEoLpR5TkvUmNDCoMrkJExyEd5F0xMEidlmRSHOJwau5BunJSkRoGvOikoGXGm1OvRv3KWihtFGaUkGdgE4lPoO\/aNPM\/ATmr0yaz\/0oT0O+HHNRJqYBOIh5UpU2UKnGHPVBltIMRtxnD0CxGiDPruoundtGlT33CaYRr7pUuX2k9ZpmhCVaekpPB74cKFc+fOdXV10czHG\/Q9JM7AJjA2NrZvTDTBSoO+u8yvja4KuifVwCY80qBv\/NsN7CQoX1QJclVtHAWX9MEHH7R\/4FVBiaKBRvMX4CYqbhRFub7gx1FpdHbNueoV5yY8PHx4F\/cYLJgcGqi9vT0\/P7+xsZGSbNmyZaBvjhTHQf\/JUg8jXZCrcxMUUVGUmxr6edqu3FLIS5YRLIAMF2s3QNmwHRkZaWeNTMVBbqIZqlTcKIqiKE6FjLkZ6BWPciug4kZRFEVRFKdCxY2iKIqiKE6FihtFURRFUZwKFTeKoiiKojgVKm4URVEURXEqVNwoiqIoiuJUqLhRFEVRFMWpUHGjKIqiKIpToeJGURRFURSnQsWNoiiKoihOhYobRVEURVGcChU3iqIoiqI4FSpuFEVRFEVxKlTcKIqiKIriVKi4URRFURTFqVBxoyiKoiiKU6HiRlEURVEUp0LFjaIoiqIoToWKG0VRFEVRnAoVN4qiKIqiOBUqbhRFURRFcSpU3CiKoiiK4lSouFEURVEUxalQcaMoiqIoilOh4kZRFEVRFKdCxY2iKIqiKE6FihtFURRFUZwKFTeKoiiKojgVKm4URVEURXEqVNwoiqIoiuJUqLhRFEVRFMWpUHGjKIqiKIpToeJGURRFURSnQsWNoiiKoihOhYobRRm9dHZ2lpWVNTU1jRkzJioqatKkSSNdIkVRlJsAFTeKMnppbW09fPhwTk6Oi4vLI488ouJGURTFEVTcKMropbe3t62tLT4+ftasWVOnTh3p4iiKotwcqLhRlFFNd3c3siYhIWGkC6IoinLToOJGUUYpVwxGuhSKoig3HypuFGWU0traWlNT09TU1NnZOdJlURRFuZlQcaMooxTETW1tbU9Pz5gxY0a6LIqiKDcTKm4UZZTS1tbW0NDg6urq5uY20mVRFEW5mVBxoyijFF9f35iYmNzc3JEuiKIoyk2GihtFGaVMnDhxypQprq5aSRVFUQaH+k1FGe1cuXKlt7d3jMFIl0VRFOUmQMWNooxe0DTt7e25ubkeHh4zZszw9PQc6RIpiqLcBKi4UZTRy7hx42JiYpqbm5uamhA6I10cRVGUmwMVN4oz0+8keDfRyx1PT8\/bb7+9srKytrYWoTPSxVEURbk5UHGjODPNzc2NjY0NDQ29vb3jx4\/39\/efOHHiTfdltZeX14QJE1TcKIqiOIiKG8WZaWpqunz5ck9PD9tjx47t6OhwcXG56d7vjBkzBmXWYzBcaXIRWltbuRrIpuFKU1EUxQ6urq74nBuU143JRlFGBMRNc3NzZGSk+dij3WBkSzUa6OrqKiwsRNmEhISMdFkUp0XWR7P+0M98UzzYt8NyoLngGofTXRmuQl6nlEcQO9e57025YUyaNOmG9aZU3CjKrUhbW9vu3buDg4NV3CjXj5KSkqqqqvj4+MmTJ0tIbW1tQ0MDhufu7j6opHp6empqas6fP3\/u3DlfX99Zs2bNnTt3WArZ29tLyhcvXjx16hQpJyUlLViwYFhSHkHo1JWVlQUGBnp5ednsqqury8zMjImJ8ff3H5Gy3RhU3CjKLcpYg6tGwxVWV1ejgeh13YBSDQo6oKWlpXRAVaKNTi5fvpyfnx8ZGYm46e7ubmpqKi4urqysxPD8\/PwGa1HmMxU0E\/JoGMspKfOLIKBgw5jyYGlsbKQMnN21zPtAIuXl5dnZ2fIim6SsH9Kgey5duuRvMAwlHq2ouFGUWw40wfjx41evXm0+IjafyVs+fqBtPrWmcfroo4+2bNkikYfwNLvvY3\/rlxQ2gfLA3KYk1onILmnk+Hvy5EkiBAUFWYcrI47cqba2tvr6emliu7q6CgoKsrKyEDeyd+LEiWZkCZHb16+Bubq6BhgsXLjwzTfftB5fb21gYz7GDLG2Iutwy8dW5+LiIi39okWL3n77bUdG7g+UsmWAN3F9tweqboh1yrB161Z51tX3XGxORLZtMkXZZGZmcqkRlPz18PCwLkBnZyc9lo6Ojque5k2NihtFueXIy8u7ePEiPj0qKkp6wHhDRAxuvaqqig2ZM3DevHl0tfG2aWlpKBtfX18izJ8\/f7Bd297eXtLMyMhIT08nkYiIiPj4eDZaW1spyfnz593c3GbOnElhcLv0KUNCQvDsHIV3Jt+5c+fiqRsaGsidDfqdFG\/58uW0RvRQSfny5cvi5TmQ4l2XS6YMEprVmpoa7gu6U75PRNwga06cOIEliB5lL00sNoBhYGaBgYFJSUmYwWCf6Ihswkr5TU5OjouLCwsLI7y6ujo3NxcDIwKqKCEhgV8KQwiZ1tbWzpo1i8jh4eGDPTuOlZRRb9gh9kyOPj4+JIuJcoIUg0BSZhttJ7WMypWTk4OJUvWys7PpYJAORo49U4wlS5ZQ3crKygjZu3cv6XCVUlJS5Kkkp0ZS5Mj1IWVKTp0tNeBve3v7oUOHSCQmJmbatGnUCCr4Bx98sGbNmqlTp1rPiEGOLS0to\/NB7PAyWsQNtx+fxY3nF0PE4vF93ADsZpR8AYtvpapgnRQMGxrp4ijK0KF+4f5ofnDHEkKlw+vhKHHWuFT8ppeXV2RkJBUTwSHrk9Orxh0Tc1B5cTgSBH9dUlKCT6cGkQ6J80uaSBkSpzxs4G0pEtHoo8un+zI1M+KGOIWFhfh9jqJIFD42NpYIxOdYnDWFtxjfzFtnferUKUpLkzZx4sRR4kZuHbjvtMc0q7S1MrxGpAy3DwNjQwyJbWJyB9lADCFQkDiDandJqr6+HlXB4RbjjRW3G7Nhu7i4mDZeDIzCeHp6opVp7AmR3DEwQgYlbjgLRDkpozMoNqqClMmOc+QU2JaXbtgqKZNjRUUFVoqtUipKeO7cORmBRKWgutHeEZlKIXsxe7O6cQgJUk4OJ5AcSYqqQTPE9aFxRAmxTYJsYN4c22YgF58DSZlftq3LT9XmcqGBnH6689EibjC+oqKi5557DhvlVnGzFy1atHXr1pUrV06ZMmWkS\/f\/A0Pct28f6njx4sUqbpSbGjQNwuXMmTN1dXUSgrf18\/N766238LwPP\/zw4cOHcYu4fvw+jptdNFH0NOj1DrbDh\/umatM1xx0\/9dRTu3btQojIsxYZzbN582ZaiJ07d9LqiATBA5CLt7c3rYgkQgFopd57772vfe1rdIKPHDlCS0DjERoaSjQ0E8W2GOuoW2f9pz\/9CT\/+1a9+lbNQcXOD4Z7KqNXp06dLCG0tCiAxMRHb415jSzLHAYZBeFhYGFaHg8Xz29xH+2AtGBj+mbzmz5\/\/9ttvowPESrOzs9HEjz32GO3L0aNHafhp6TF1lDHFoHWnxSHyoM4LDSEPYEj88ccf56QOHDhA+mgaTplicDqPPPLIO++8g8xCbRMochz5gs2zQRlEnezYsQPr\/eIXv8iJcxYkiKFSPE6fS8QF4frwl8SxdtQSF41zoQbxl2tLpeDqkSAZzZgx49FHH8XaZZ1dwkmBBpSazrZ1+bkgFGnJkiU33XRfg2W0iBvuLiZCNZBxAOh3btjx48cx1lEibuhZ7t27d9u2bQsXLhzpsijKNYFLpSWgl2k2+SiYiIiIpKQkeSVE71k603hG2gARNygJQsxxEg6ClEHZzJkzB2+LCmEDP04zk5+fj3u97bbbAgICaDA2bdpEFSOySBx8NBnhmtkmU9w9BeZYBBaFx+\/jJUhN4lD4hIQEi7FahXXWKSkpZGRqJuVGQkNOI2r9nI\/bjQ1gRdxceTYvz3LOnTu3f\/9+big+H9sY7FgQefc0e\/ZsrAKRtGzZMkzr7NmzFuNJHh5bhs2SPimjKlAA6IPy8nLs58KFC0uXLh1UdigVsuMU7r77bqoJG2vWrCFlFA\/6myYMgULKCxYsoH6dP39e7NNiCA6qkrzbxW4pLQKLUlEkqoCYKL8SJyoqCoO3GL0OZBPtIyKGZOl+kJE83aFW+hpMNyCmPOzhqKCgIPkrp2w9holjnX60jTBaxE1WVtaxY8e+9KUvzZ07l5uBP+J2clPZhS1WGeBtsSQMArnD3SIEA5VHkdxmnDLhdPUwAm5eqwEb1CWsBLOQB0JAONUMP46XFJ1rwl46AY2NjVgAdobHxDSxZqyWLkVGRsZdd901WOeuKKMNXCqVhZbAnFBLvKpIB2qHDHmxGKM4cZHyHIVaOYS85K0BbU9wcDDdXNoDkmpoaKDKk6koHqIhreiM4rJldAIxKQYllP69iBjaAEpCoDxRN+MQod+yRUdHd3d308I5fSd1tIGsaW5u5v5aX3m2pRXHovDG\/EX6IGjwt4S4GYiWHVRe2Awp0MZjA5gE7ToNB60Au8guLi4O48GMMWkyxRTRHLh0yUhk9KCyQ5DJayB53SmVpcmgrq4OK6UkpEzWtQZUNBEuZMSGiHI2MEuaLTlrrFoEhxnHurrRYMm7NvaSIL\/YvLzn4nyJzDnGxsbK1ZNDOJZ8EVXcBXMMMlebpKTHMqhTvkkZLeIG9V1cXIxA4X5zD3BweENshbteWFi4b9++AwcOoMf5+8\/\/\/M\/z5s3DPk6dOrVjx44jR45wOOp7y5YtiGUSQSSRGtbANmLlzjvv\/MxnPsOB\/N1vwC7u+ne+8x2yMC1bhlwhX1566SV+cb6Y6Ve+8hXiUFF\/\/etff\/TRR2zs3bsXsxverxAV5YZh\/Y2G9Rcf1oE2MS19vlSyDGYGNpkEGS9sJo5vxfPSJBBIj0Ue18t0yeJ2r\/Sh37PoW0Kb4pEL4aR\/E60m5hygNuh20sRaj4Li\/uI8ZVs2cLPnz59Hqj755JNEPmaAtVh\/XmRiY5mmYYjAlQcS2A9aB10uXVB2WX9kREYyCmfJkiXyphJvLw+QzJRtTK5vMUQc0HBYGyENiqyRIoPA2JC3USJlJHfrYptZWG+YcWzOV5hqIJWFXxFzpaWlFqNnIrLGvG7yrMh6w2KoQE6fa3WL1IjRIm6wQmzirbfeQllPnz4dK5wxYwaqs6Ki4uzZs+Xl5Y8++mhRURGyg+4dtwflsWfPHsTQf\/zHf1CRcnJykB3x8fHUqEuXLmF8CJ2tW7e+8cYbOFBUERaWnp6Oot++fTvppKWlkRHiyXwMQ+5EIB2yfuaZZ3C1HIWuohKi0FNSUsSqkEqzZs0a2WulKEMGvy9jFLB2ahYemVaBikM4PVr8\/rRp06gmZ86coYLgPWkD8NfURPbSZyAQd0nn2PExmCSSmJhIo0XiSUlJuGMahkADMnr55Zep6WSRlZVF1mFhYbjpEydO5OXlUa\/pilB\/ZdRzbm4uccrKyijD4cOH5VUUJafmUjzcgqyzQXhUVJQcQoeEOkucW8GVjypoRDEw7rv9fiD3BWdeW1vLHcdpnz59+sKFC5GRkfhbbqJNZDFdfDIpY59scOu5uXjmmJiYo0eP4qsxS3w7acr8fhjbn\/\/85zlz5mBFNA0yCJe2Bluii4u1HD9+HJXg7+9PObE3rIgykCAGiXVhoubcgyY0JWSHKT7\/\/PPkQmp0oTmc8s+cOZOCkUhcXBzFIDJZkxpGS10jazL98MMPMU4sn9wRduhvmZlQhvBTQsJpfaihWDUmjT1TX+i9kyAl5JISSI4cRclJkOzIQr5w5GrYmbqG63zkyBHKFh0dfSvMmDBaxA13ZdGiRVQJJAt+Tb5nwwjOnTuHvuGuY+4YvehQbi2BWDYVYPXq1dwzsQ9C5IuPxYsXI0FCQ0OxeOpPtQF2wDbWL9IeZW09jJxjMXTkDtJq2bJldCnkmxH5ABUTJy\/sBvPF4kfuOinKtSLeE1eLVeM3ZcYLCaR+ySdLFsOJY\/k4QeQ+tYYqRr1jl7wGcjw70qTmoo0QJdnZ2bhsGQJMPZJPxKmwbKBCAgICaCQoiTR4HCLLhVJUSQpvLh9SyQspeexKOjQepEy9xsvLowLOSBZM1RdSI4Ks6Yautf9JDncHL82Nlu+AuK0REREYwECDQkzTlSZfTJdcEBa4d2xG3rz4+fmJNsLJY2A0K\/JNFgaG7bGNdCAyJodF0cqQoPmNEvZPqbBVefTStwwcjslxdvSiSZliyNfgIpIwRfkGEDsnmhSDbY5C0LCBfJEXW\/J4SeY2tHz8QoorQAjio8GAMshjTs6RHGsMyE7eFJMCyXKypECBLcbn93auNgdS15KTk+XFmaP38qZltIibtWvXYtavvvrqzp07kRQrVqy47777Zs+eferUKSxgwYIF3Es2pKog80+ePIl8kT6ZvJiXdDAIrBYlxK6WlhZ5skcFQI8TEyfL3UX4o9zZZT3MEDNC1eLEUUuYO8eaIxIwceoeZievb0fi8ijK8CAP1fHCMwwshlfF4+Mo6U7gjj0N8IC0E5MNvA12796Nc6SSov4HNfiGekR2a9asod5RnalE1M3Y2FiLMXEqjvvw4cPUxM2bN5MsaoaSkDttEu3EbbfdZn5PQNk4KiwsjJpL70WezFuMUcN0o3ft2kXlZS9Og0DaAOQOUok0bwU\/PgqRb6PsD+XmduPGuaF0Pom8dOlSbiLqxHx7ZY1puokGFkMbEROhQy6pqakXL17MyMhYsmSJ+egOY8BsMDD5ng7QvjJGBx3AgUSWgcaYIhVBRuZaDGUvg9n7PS8i08tFKpEyqUnKxMd06RhTBuyclOmiS00hnNqEEuLsqAiSDmeNLploQE0kHRnZxnWgLlDdUDPEJ2XpTmPz2Dk5YuQ0ZJwaLR2nIBWESyFJ2bnaMsWfjHly6Bbe5IwWcSOPFh9++GFUDrL3\/fffP3v2LDcsLS2Nm4olme9QLcbAKCqDzOKFjeIEsU5sS3TrJANuIUIHnYQKxgrl3SR2kJOTww2eN28ejtL6OywZ249NyzeKMpkSdo9zR9yQDonIaPwRukKKMgxIZwBjNgdDECJTD+MoMXUZloj3pEbIaGKZlgavbfY1h5CpvGhGbXC4OQ5A2ioqMlmY3zTJWgpUZ5oZYpr9FsojgxgsRh2XB0sWY8ABjdkdd9zBLusRBqRD+NAGQSvXCBL2qo9tTDA2DEy+fZNXQv2qCtN0TekjI82xEDFRmgn5yNxs4zGJoKCglStXyjfVEk7i+P\/Ozk4ZZUy+GLY8njcLLJXCjjKTktAJxyw5UL48N+2cTCmGWVMoW0JCAh0D8rKeSQF7ltHBiBjZNr8BXLRoESWUkcUSWd7DoodMOyd9SigSX+ZZti9uEEnIJpne8FZg5MWNvEHn7iYlJeHRqBUYzeuvv4404e4iTjFceY9IzObmZu4uv4gVrIf4xMnLy0PuiORH\/8r4c8vHj6a569iHqB8EDTVHBqxhE+bc8\/KNlcUwWbEP\/pIsuoqsMf2WlhaLMXpAn3IrNzVUB1eDvtPVWK\/Wa9O3E\/97LZmSoJ+BdXi\/JZEWwn67aO3E5cmTTV+f7Kjg1kJKuZFwo\/vOsDIQfW9fv4jpytPEvnvdDWxGnPQbHxFgLtZhg+NzOA1kuuMNbObpkUA7qdmoKP72XStNErEW61dN1gbqAh2GW2dahJEXNyUlJV\/96lfvu+8+80kjNoqgkY+SuBPmePLCwsLc3FxkeE1NjbyPl1kd09PTic9tkzHCkqy8fOVA+dCOmKR\/5513IlOysrJIylqmIGVIWcS75FVZWUmy9957LzpXZhKT534jcIEURRkkHgYjXYpbF7OHqYwervpox8kYeXEjX+rL7O9eXl4XL148ePBgaGhoZGQkKkdmrBHxAWx3d3fLsEFZPRUQOjNmzEDcHD9+HKlEnJ6engsXLhw4cGDOnDmzZs2S4cPIGqTP+fPnq6qqbOY2kFk0mg06OzvT0tKImZCQMGXKFELy8vJkcMBIXSJFURRFURxn5MXNpEmTFi5ciKg8dOgQIqO0tLSpqWnx4sWIFXbFxsa2tbUhd2pqaugKyJeiERERycnJmZmZ5eXlaJGgoKCYmBjUifz19vaW9cwQRvPnz5fZjcLDw9E3pEP6REA5WT\/QQ135+\/vLh4L79+8nDntTU1NlIDpJRUVFobdG8CopiqIoiuIgIy9ufH19H3vssb179\/7P\/\/xPa2trUlLSypUrV6xYgVhpaGjYunUrauMPf\/jDjBkzNm3atGrVKg6ZN2\/elStXXn31VWQH2uWRRx6Rb+fKyso8PDwCAwNffvllQtavX4+4Qco0NzevWbOGdH77298mJiZu2LBh0aJF1mVAVAUHB5PpRx999JOf\/IQ4HEs0izG7oJeXFzkGBASMzAVSFEVRFGUwjLy4GT9+fExMDAICbdHd3S0L2chALTQH6iQyMhJ1IqpFDkEPLVy4MDQ0tKenZ\/LkyfI4R0YWo0vuuusuNBAp+Pv7yytGmdMpPDy8sbGRdPqVKRMmTFiyZEl8fHxTUxNlMOOwPW3aNJne40ZdEkVRFEVRhs7IixtXV9cpBn13ubm5BRnYhMsXgzbjyUkHRYISkvWBbXb1m45NnFADm\/DBjkhXFEVRFGVkGXlxM1x4eHhs2bLFvoJRFEVRFMXpcR5xI++erOfqUBRFURTlFuQmEDeXL19ubGyUlckGilNdXV1XVxcWFuaIuGltbW1ubpapIW+p7\/4VRVEU5VZgVIsbmU8vJycnMzPztttus5ne1DpOVlbWqVOn7rvvPkfEDWopPz8fWRMUFKTiRlEURVGcjFEtbnp6ehobGxE3Fy5ckI\/A+4K46ejoKCsru3TpUltbmyPJFhcXHz58ODk5WdedURRFURTnY7SIG1luHtlhLi2G8mCjtLT08uXLqBxZ2FLiyJrvYWFh3t7exK+qqpJlp86cOVNdXT158uSoqChZgK22trayspIUSCo4OFg+sCovL0ctzZo1SwfoKIqiKIrzMfLiRt4roU4QHH\/\/+98RJREREYQsXLhwxowZeXl5RIiJiXF3dyfOxYsXiVNRUYH0ufvuuxEonp6exEH3oGleeeUVokVHRz\/66KNIn46OjvT09N27d584cSI8PPz2229H31iM11IFBQWBBiN88oqiKIqiDDejQtygQg4brFu3rqWlJcfA398\/Nja2rKyMCKiQnp6eQ4cOoVQWL148btw4hM6xY8dcXFwWLFhQXl5eVVU1fvz4hx56SN5hZWZmtrW1dXZ2njlzBlmTkpLy+uuv5+fn19TUEI0EJ0yYMHbs2JE+dUVRFEVRhp+RFzcom4KCAkRMb29vcnIy+gOxIitDdXV1Ee7r6xscHExgcXFxe3t7UlISIYWFhQgXAolTVFQ0ZsyYmTNnLly4kL\/nzp2rq6vz8vJydXX19vaOjo5G37zwwguNjY1kwS4io5ZunZXfFUVRFOWWYuTFTUtLy4kTJ9zc3GShSjRHQkJCZWUlukTEDUIEcbNv3z4XF5fVq1dHREQgbti+cuUKEWTVBZTNXXfdNXHiRE9Pz5CQkPHjx5Pg1KlTN2\/eTEw0ELmgdVA8JSUlY8eOjYuL0wE3iqIoiuKUjLy4aWtru3jxYlhYWHR0NKKkvr6+uroalYO4kRHByBeipaenT5kyRQbf1NTU5ObmjhkzBgXT29tLCuabpoaGBqQMKmfy5Mmtra1HjhypqKggQWTQpEmT+M3Pzyd+aGioLqqgKIqiKE7JyIub9vb2jIwM1ExISMi4ceNQM6gTtA4iRl4hEYiCycvL8\/T0jIyMRJSUlZWVlpb6+voiaJqbm4lAZIQOqfG3qqpKPqHiEOQR6Tc2Nvr4+Hh5eSFuCCRafHy8ihtFURRFcUpGXtx0dHTk5ubOmzcP\/WEx5houLi5etGgRsqawsHDq1KmEy\/upWbNmyedODQ0Nly9fjo2N9fDwkC+niCNfXbW2tiKPiH\/+\/PmdO3d+97vfTUlJSUtLQz9NmTJFntwEBgbKq6sRPnNFubWROmsNtX5ESqIoipMx8uJm7NixEyZMcHNzQ3mgbNLT07OyshArPT09NTU1YWFh5sTEREC7WIw5i9EuDz74IMcijNrb2y3G661Tp07xO3fuXA7k8Li4ONIpKCg4ffo06fj7+8uAYpQNf1XcKMrIQsemsbExMzOT6k9tpa+iw\/wVRRkWRl7c4M4iIyPr6+v37dvH36qqKiTI5MmT8XqdnZ3sQpQgRGJiYlpaWj788ENXV9fKysqAgAAEiiwpxVGlpaUcjuKZOHFiamqqxXjbRXz8Znl5eVNTU3d3N8mieEjZ29vb09NzZM9aUZyS5uZm6vLUqVMdGbBfW1t78eLFy5cv00uh35KcnNzvEiuKoiiDZYTFzZUrV5Aj8+fPP3bs2KlTp1asWEFgbGysu7s74gZNEx0dLeJm\/fr1e\/bs+dd\/\/ddJkyZt2LBh+\/btiJuGhgbcIimcOHHinXfeYdc999yzefPm9PT0kydPHj58mAghISGBgYFIHAQQ2wkJCeHh4SN71ooysvR9HzRc0PE4c+bMkiVLqMIS0u+bJilASUnJe++9t3TpUrox1F9quq+vr76ZUhTl2hlhcVNWVpadnU0nb9u2bZ6enqdPn6brFhUV5eHh4eXlxTaBSBYXF5fly5fHx8fTKXR1dQ0ICJDRx0gfonV0dNDt45dooaGhhE+bNu2hhx5avXo1h8s7r56eHh8fnylTpmzZsoXER\/asFWVkaW9vr6ury8rKQmRMnToVSUE9opPQ1NRUVFRUXFxMXaOWUXdqampQG7IiSnNzM12O4ODg3t5eaiIVjUQQKFSooKAgmRO8qqqKZEmTmHQ8iDx58uR+y0BepENPIyYmhgMrKiq6urrIQqunoijXzgiLGzQHnTakCR4Q1YK7xEWmpKRMNECLmDHDDWwOn2LQN1kfg+Tk5L678NrDewo2cEbl5eV4dplF8LrmpSiDRSYELywszMjIkNe1paWlUikw3czMTPobDQ0NyA5qJTWOmOakl4geItBnQLUUFBSge9ra2jiKcCLTkWAbuYM88vf3pwrIzFIWY8ETiSxloG7SOUEekYsMhsMJ0C1B3FAkETfEz8vLowBE1uFxiqIMlhFuff38\/HBnb7\/99sGDB93d3VNTU2fPnp2UlDSypRoy0nIcO3aMnu7ixYvNJ\/OKMkpAf6BdTpw4sWPHjq1bt7a0tFy4cIGuBQKCmrh\/\/\/4JEyYkJiYePny4qqoKA0YDIWXQQL6+vpcuXfrggw\/oM9DxyM3Nfeutt9Alt91225kzZxAu1GXMnkTQJUgftAtpzpgxgyxkcRVEv5Rhzpw5d955J3qI+oKmkWerbJBLc3OzxMnOzv79739\/\/\/3309VRcaMoymAZYXFDdxCn9uSTT+LUXFxc\/AxGtkjXAn3W9PR0zoieLg0AZzTSJVKU\/wUCAt3g6em5ffv2+Ph4\/sbFxVmMJyWojQULFqBXZG6F2tpajNnb2xuJM2bMGJn7OzY2FsPGvJcsWXL58mWizZ07F\/EhE0pxLHGmT5++evVqNlBFhKBgli9fjsqRrxqBNIOCgoqLi1FCI3oxFEVxWkZY3ND8e3l50ZO7xnToHeI68b8ylZ8N9FZx3DhovDA5Wi+Zya7GxkaOGmhkwKCgT1xYWBgTE4P377ckijKyYPBVVVUeHh4pKSnyAghbRabk5ORUVlYmJiYizTFdamVaWtqlS5ciIyOpGlJ3qF9TpkyRyhJmQDQOx+zr6+vRN+wijgybA8lRHsYgcXp7eyVERhPLCipUTIrEsWxY9wcQWPPnz9c14BRFGRo3\/aAQcZT0O8vKypKSkvqVFLhO9rq6uvr6+k6aNMkUN7I6lcx9TJf02gtDG0DiNAPqkZXRibw59fb2ljkzYbJBbW1tVlaWmwGB2DCWTIcBRWL9aZVsW\/\/KRt\/Pr8wQtFTf11J33XWXxEFXdRqwQd0030DFxcVRJccYXJ8roSiKM+MM4gZnXVRUlJGRMW3atH4\/taDv+O6774aEhGzcuNE6XNau2r17d3R09LCIm6CgIDrE2dnZ9GVnzpx57QkqyvCCdsHUKyoq3nzzzaVLl8pCJYQjYtATZ8+erauri4+PP3nyZH19PTZMhaL6VFZWBgYG0kMgAoEIDnSPHNjS0kJqHCVrt8kzmJ6eHsJFuBC572spKqPF+GDq0qVLs2fPbmtrY4N8ze8Dzpw588orrzz00EM37wg8RVFGkJEXN3hV1Am\/8syDX\/GM0olsNCACXo\/+pcwMhpckRDp5+FO22Zg4cSLH4kxxlLhdXCrxOWrcuHEEIn1IU95\/0WeVkT147dLSUly2r68vIgm\/jCjBTePx8b\/9fodlHy8vLwQWyZJXTU2Np6enPsJRRhWurq7h4eGYaHp6+qlTp\/hL9QkODqZSYPNIiqysLKpAcXExlUIUf0FBARXqwoULJSUlxK+urpY6RTWkymDqyCCZcYqaSw3lwJycHFIgZbZR\/EiZiIiIvoWhgri7u5Mj6aCNEFLUYnlXVV5eTgl1UI6iKENj5MUNfo0eHhoFKePv788vfhPN4WWAl0SXIBTmzZtHz1K+PzJXDscPSncwNDQ0MjISX4lbLCoqOnDgAK42Ojp6wYIF5srhuEscNG46MTERn2sxvlDNzc0lF3QMSREHP4vHx8PSPeVYyyAXu5ExB3PnzqUvm5mZSUYqbpRRBcI9ICAAU6+trX3zzTcx76SkpOTkZJmlhhpx8ODB119\/fe3atYTI5AsEol0uXryI+Jg\/fz5VFeFCnaIyImXaDAiUV0gkjv2\/9NJL1NmoqKgtW7aY77\/6QhVOSUl5++23SWrz5s3SnaAmciy\/s2fPli\/JFUVRBsvIixt6fidOnMB74shWrlyJGigsLHzttdcCAwNjYmLoveHm8H1\/+9vf1qxZc8cdd9B9RLucPHkSQUPPUj674Ci8KjGlP4pfzs\/PZwN3iQNlm84oiSCb8vLyGhsbUVRz5sxhAxVCHLw2oue9996jMJMnTz5\/\/jwR6M5y7GA\/58a\/c4hqGmU0g2EvXLhQxvxS76ZOnWoxHupQ47y9vZcvX043w3xySbRt27bRbUC7y4ya9Byoa9QmxA2Hr1ixgvoyfvx4jmXXtGnTtm\/fjlQiMpXITl3g2BkzZnAUaVKRzUH9VExSXrx4sRRMURRlsIy8uMEtVldXV1ZWIizo\/9Fpu3DhQnNzsyz9jY\/D99FNfOutt2QO06KiopycHH5DQkKQETjTzMxMnKBMmYMLJgR3TIRLly7Rp5RJVHHWBOJAiUkcdiUkJMjjdzqauPXc3FyisTciIgKxRZHIXb6DHdTpIG5cDa7T5VKUa2eSAd0D60AUxlQDm8jeBnZSs\/nSEDVj52mNNeihfmd\/oGxUVQ8DR9JRFEWxYeTbYNQACsbs3qWnpx85ciQ1NZVAZAr9S1wnsgNnJyMWy8rK6DUmJibSOwwPD5dBM9JHRLXQa0S1REZGIlY4EE+Nvqmvr1+2bNmsWbOSkpJwl2SBhEIwIV\/y8\/M3btxIsufOnUMtzZw5MzY29tixY6gTUjM\/XlUU5cYgz35GuhSKotzcjLy4QdagS1paWjo7O2tra6urq9lGnfj6+jY0NFy4cCErKwulQreS7qCIGwRKfHy89BdlxnfkTkBAANuFhYVpaWm7du06c+aMpC8KZs2aNUTgcLbJRUYfy3Md0qmsrDx69Gh3d\/eJEye8vLzYXrp0aVhYmE6NqiiKoig3HSMvblAtiBVZBjwzMxPBERoaivior68vKCiQCTDKy8ujo6O9vb3ltRTSZ+bMmcRpb2\/nKDQNSqW3tzc7Oxtt1NHRgWRBqXh6erq6uqKQKioqZNJVGQtJmjJ8krxkiExTU1NeXl5ycjLRSGr69OkJCQls60R8iqIoinLTMfLixqS5ufngwYMxMTGrVq1ie9euXWfPnn3mmWdSUlImTJjg5+eHOkGR5ObmhoeHy0eqlZWV6B5Uzvjx48vKyp599tmgoKC1a9cij5AmaKNx48a1traik2SmMqQP0Uhq2rRpiB60kSgYFBL65sknn1y4cOFIXwZFURRFUa6JkRc3Li4uMqc78qKurm7WrFnBwcGonCtXrixZsiQsLAyNkpWVlZyc7O3tjRxBx5gPVBAo6BXijB07Ni8vDw0UGRmJ9Nm3b19bW1t0dDTxzaX4urq62L58+XKgQXp6+pgxY+Lj49FGnp6e6CF3d3cSRC2dPn2aNJcvXz5yV0VRFEVRlCEy8uLG1dUVcYMKKS0tDQoKQnZMmjSprKwMrYNYKSoqys\/Pr6qqQpq0trYS6OHhYX6dIeJGXmNVVFQQobGxEXWSnZ3d3d3N4RxISGdnJyEoJ+KgkCQ+ByKJZCFA1JJ8MFVZWSnr+VGMkb0siqIoiqIMjdEibpAaGRkZt99+O2pD5twrLCzMy8tDlCBW5G2UzBLm6+trfpgqs\/mlpKQQTvySkpLm5mYEjTyVQeugk9A0LS0t7777rjzFue+++4jf09NDsmQdFxeHBkI5Xb58+Z133kEGEfnpp5+ePXv2SF4URVEURVGGysiLG2Hbtm1z586Nj49Hu4wdO\/aBBx4oKCiora0NDQ2VhYLlU3AkS2RkpDkVR3JyMuE+Pj6EI1MCAgLQK+zdtGmTm5sbqoVd8+bNW7duHfJIJkGeMWMG0caNG4eQ4igiTJw4cfHixR4eHqgfWQ+ZOMOySLiiKIqiKDee0SJuEgzMv0lJSUiQuro6Pz8\/NI31JKfBwcHmdoCBbBMTXSLTGXt6elp\/6IRYqaqq6u3tRe6Yu6xXyoyIiODw6urq8ePHo434FUWlKIqiKMpNx2gRN33pd+pSOyBZrHWPNa6urgPtMo+VpawGV0RFURRFUUYfo1fcKEJvb291dfWFCxeOHDly3333xcfHD2\/6DQ0NJSUlMqHzqlWrBrVQqB3y8vIKCgqKi4uXLFli\/ZDMmr\/+9a+1tbVPPvnkxIkTzcDKykrO1MPDIyQkJDo6WqcaUhRFUQaLipvRzpUrV6qqqi5duoS+2bRpU98IMgjaYsz1PGnSJPOonp6ejo4OdhE4fvx4We6qu7u7w8DFxUWeVDU1NaWnp6Nv7D\/csobD29vb+fX09LS\/9tbYsWOtM+Uvh\/Db1dVFwTgppAz6hqIiYigk0qquru6jjz6SSRTlWDlBtNeECRMGceEURVGUWxUVN6MdETeIiYiIiH5b9+bm5qKiIouxwKEpbiyGBOHAwsLCyMhIPz8\/ETcEVldXE05METeNjY2IGyL4+\/s7WCQOqTaIj48f6Jv5aQay3dbWVlNTQ3zk14wZM2Thi+LiYg8PD86utLQU7UJhKAOSi+2srCyikTIxKTDqJz8\/n9RCQkIGc+UURVGUWxQVN6Mdmv\/Kysqurq6EhASbb7h6enp27tyJFGhtbUX9eHp6omMWLVqEykG+7N69u6ysbOLEifv27Zs+ffp9992HiMnOzs7JyUGdEM5fIou4Wbt2rc0Ip5\/\/\/OcIiy9\/+csIDvTH0aNHyV0W28rLyysvL29oaMjIyEhKSiKRtLS0S5cuIV8oBukQQnzKvH79egIRWLm5ufX19RxOXgsXLnR3d8\/MzESTkfupU6fYQOhs374dgYXuEa1G5JKSkuPHj8usRWxER0eToPU7LEVRFEXpi4qb0U5vby8aBfmCYrAWN8iIurq6c+fOVVRUxMXFtbS0oB72798fExNDZEQPe9EHSI0jR47IBD8yCGbSpElEQJqcPXsWwcSBhKMYbJ7coE6I9qUvfQlhgZTZtWsXomTKlClEHjt2rLxCQrVw4IIFC5A7aJTa2loSEZFEwUh5zZo15Eg01IyrqytS5sKFC5TQx8cHuePm5hYaGsr2+fPna2pq0HCyGDu\/xGeD0yGcv5SZLJqamlatWnWjb4CiKIpys6HiZrSDuCkqKnJxcbF5LYU6SU9Pr66uJvzpp59GCuzevfu\/\/\/u\/ERCIiZ\/97Gf\/+Z\/\/uXHjRg555513SkpK5PWWl5fXo48+mpaWhvg4ceKEjIYhEU9Pz4FeSxEB\/XTy5MnNmzeT18GDB++\/\/\/7IyEhyJ5C9xKkxQIJs2bIFrWMxHji1tbVNnToVXYUSIlNKhZziEDKVxzOzZ89GMCUmJqKWcnJyEGccRfzY2FgUT2lp6R\/\/+EcO3LZtGwn+5je\/QWNxNW7ERVcURVFuZm5pcXPkyJGjR4\/ec889YWFhI10We7S3t0+ePNnX19d6vp\/KyspDhw4FBgZOnz5d4ojOQKl0dXWhQqZMmSLPV7785S\/L5M4rV66sq6s7fvz4zp070SIIFBl07OfnJ++brAkNDUWCsIEiQRtt2LAhJCSEC7V9+3bS37NnD4nIB02kTGrIL1QIaZIgAku+rmfX0qVL2XvhwoW9e\/eSDhE4Fxlzs3z5csqJskHQoNUQLpcvX2aDrDs7O2UJDkSYxRjlg9bhjGSEsqIoiqLYYeTFDZ11efFBY0a7OGHChIkTJxISEBAQFBRkMT7noXUkgiwXRcvn7e0tS3kDDS0hhNMc0l7SWnM4rTWNPS0lCcq6URxOTKLFxMR4enpajPaSFveDDz6YNm0a2zTDNPA+Pj60oCN9Sf4fMhSXFn2SgfUuZMr58+e3bt1K+bmGssg5egJxg85AQ3CaMoh4yZIlXJz6+no0BL+c7KVLlzgErdPa2trS0kJkm8SBw9FSXJaMjIyqqqrVq1cTQi7E57egoCA9PV0mP+S+kDKZzpw5kwLIAOcJBrLcOvElU7aXLVtGOMUgHXd3d1lJQ0o1derUvLw8zksUErcPGcQNlb0YQ1RUlH4ZriiKolyVkRc3spLU4cOH3377bRrm4ODg8PBwWr61a9eKuEH0sPe9996jaQwJCbn33ntlhXAaQtpXWj5CaC85ZNeuXSQVFhaWmppaUVFx7NgxWmVi0ka+++67xOTwf\/iHf5g+fTptdr5BSUnJzp07z549S9tMOz1nzhx5qzJKQBZkZmZydr6+vja7REMgCOQbIi4dSgW1UVtbiwJgw3rgrQyseeWVV4iDpkHGyQrqBKIbZsyYYWcCw9zcXGTT8uXLuRFHjhwhkcWLFyObSD8wMJACcM3RN1xAQginYJQZtcRfLi9XnrvAHZHP0bm5aCbRqaK9LMZbLXkbxQ1lm8icDhsoUcomU1cjOv39\/fs+YVIURVEUG0Ze3NCGvfjii7R2t912G\/Kiq6tLRnjQHtNq0rLS46cf\/8QTT6BIaLkPHTqEyqH9o5mkEc3JyZG3J7Sm6KH9+\/ejaebOnYvE6ezs\/Mtf\/lJaWkorfvfddyNu2D5z5gyRZ82aFWUQGhq6fv16GlHzyc1IX4\/\/BU1+cXGxp6dnX3HD9SksLOzp6aHYCESuEiErVqxAT3AxRdygKjIyMjiWwA8++CA6OjouLi4xMRE9x4HEQUxwFFey75MbkuXWHDhwALkpq3cdPHiQq33HHXeQAspSnqx4eHhQQnd3dzbknZGMp+Evt\/Jvf\/sbiaMX0SjHjx\/n9nFfUGykTElIlnuEuiL3gIAADpfXUsg1flE\/S5YsmTlzJieCqEL6OP6xujJY6urqEJQeBn0XVqMCfvTRR+yaP38+f7mz8mQUS+PWY2D2pzu6KqSGHZK++eKVHDF+8wO9fkMcATVPOVHGfS1cURQnZoTFDR6tvLw8Kytr+vTpCxcuRGogXORb5alTp+KYUDl4UvnC2c3NjVaTyGVlZfn5+TSxpCAe1mJMYUfjjbKhIafJ9PLyolUmfcJpxTlc3u\/Q3ssAEVpWb29vdANHSVKjEK4D8k7e+6SlpVk+nqmPwnMuXBDaJCSOvJJjF6KNmFwflBwakfZg3759CEHOGtnHmXLK7OIiIx2Iz6XgIqMb+rZnok44aoYB2aGTyGXlypUIHQomMweSBfdLPsuS2Y1lRXfuJoejRO+9916aliYDyunq6kojyj2iPUPBcHbnz5+naeQWsItjicOtN4dOI8I4kGjYBtGGawJlxQYMiZrFTUeM9jUGLLCgoMBcsJa\/oq2xJYwwJSVlyOLmypUr3HFULx0P+hjYAGaDmWGx2NicOXPMxeMwbMyA4mH8Duob3AUWjlFRPBU3inJLMcLiBhcm71ZoX3FthOCG0CW4MPrrtGoHDx6k+75x40aJT7+fxjU7O\/v48eNIFkeySEpKon2VbXkkcJ3O5XpA45Geno5fpi1BrBCCZ4+KiqI54SolJCRw9Xbv3s3eyspK\/spHTKgQRJ7F6BCjTrhiXEwaJ3Qke2mT0BZcYREZNCf9roKOWEHQHDhwYNmyZVxDi\/Hmi1aH33PnzqFIent7aX5IgexobPz9\/UV5oJbIYv369fxlr4hXQtCjSCsaG5qxS5cunTp1ijKQ4PPPP3\/\/\/fevWLFCeu1kSmk5ZdokUpZHOBxLBBmgo1wPsLTMzEyLIVzM2RcHAsWJ1JDpi7hNGOSQH6ohbuT7PrS7rJJLrd+xY8eFCxcQPYSY4gYBdPbsWYwKi3VQ3Bw+fJgKgtNAGQ+teIqi3KSMsLih20fTZfMJDM6Lvr6LiwsOVHrwOFDcmRmNo9h7K3w4g1i55557ZESLtP2enp5BQUE0\/3FxcZ\/61KekY0qH+\/bbb6dNwvXPnTuX6yM6AzH3la98hZi+vr5syKiXTZs2yUsrWLp0KZFpUczhLybTp09H8SxfvtxcGYosUBtIE0JIkwjJycm0asSRUUGylDrFu\/POO4lAml\/4whe4TTRga9eu5VzYRqCgYsmRrJFBdNMff\/zxefPmyRhwhOzs2bMpZ2JiotxlToTIjz322Kh9uuYcIFA2bNhw4sQJ7gJGZTG6Gabk5Y6sWrXKfGfErsDAQOQm3RJUiPVHfBZD+pSVlXHj5Hs9sYqBkCmq0TGzZs2SgV\/Ex6KwB+SO9dwHpEYcedbb9y1tv1Cw4OBgjMrB+IqiOA0jLG7kDQsOrqKigo4jLbfMj0JnTkaPRkdH4\/jwubTHNJb03uj000bSUrIXJ4v7wzlKc47XYy\/xaTVJgU6\/LK7EBhnJexAEEyFE4HCOwv3hiOVlP4mTBR6WIhGzsrISD0uRRnBKXC4CrpmzoMGQEE5ZVnSiR7ty5cr09HTOiDLPmDFDPLgsESXxKT\/hnCmnsG3btpKSEq4DKoFkuc5s01qIbOr7uofOriQoH5cBEoRMSUTmoeGOyPsj+a5KPju3GI0QjRMSh5S3bNlCfK4zxaBglIrIhLOX+NnZ2dwINBnJUkJOUz5rJz4hRCOEu4ke4nB9rTAsUAvOnDlDDTLvLzUlKytLhj01NTVhTtxNLjv3i9vBdlVVVV5eHrfDfIhCNZlsIC8WreWLRJYpi4gQHx+PPfSVziZEq66uthhPWCmDzA+J\/MVUiouLrT+OIzVM5eTJk6K9HIF85UWbvs1UlFuNERY3tJF0AXFk586dw8fRhtGVR23QZq9Zs4au5LJly\/bu3fvcc8\/ddtttuKqioqL9+\/fTiVywYIGsjkQKSB+ZNvfdd9\/FIRJ4+fJlGl2aVRm7ivqhJZan36gociQCDby8\/sBdkjUumHT4i5NNSUnJyMjYsWNHamoqUmAExY00IQPtFYnTNzzYwDrEy8B8+GEKBTuKwdPAOiTUwPxrs1yDCc2JaBSL8fjH3DY\/yCKCbNi8y5CHSeZfmt61a9cOVDxlaFAjfvaznyEa7rnnnqVLl1Jr6FT88Ic\/pLfw4IMPXrx4sa6uDtFJrZk\/fz7WhX49e\/bsb3\/7W27NunXroqKi7KdPxaG2hoWFUZGpZY8\/\/jgGbF\/cUDGxZHNAj0S2eRpkMZ4eEQe9K2PsFEVR7DDyX0uhKh544AH6f2gamc6fhnnWrFnIERkjTL8Ql1pbWyufZmzfvp3uINqF3lhycjItJcfKFHB33HGH+D5xlLTct99+u\/kBFE01PcKgoCCz4UdLyRoCJE6fNSEhAadMXrhjWnFcP2Wwoy0U5aYDiYB2p9Zg2y+\/\/DJCf+bMmXPmzMHyw8PDY2NjqYALFy6kt0BdQ51Qa2bPnv35z3\/+zJkz9r8lpN5lZWVRDe+\/\/35UEX\/pMyCVcnJyqKc37AQFqrNMAqn1V1FuTUZe3OBMca\/yASp9OH7RH2ga6cTLa3t+09PTES7y+AEnK8+r8aEyVV1VVVVPT49M5N\/W1kY0eoRoI29vbxmgShyOQhVxlMwTSDieHQHEX5w44WSK7hFh5Ovrm5SURDr9LsStKDcpVJy4uDgZCpOWltbc3EytkXG7VBZ\/f382UDMyASNVCbFCfaQiUMXs1wUqYElJCVWJuiydja6uLhIxH9TdSChMa2urTAp643NXFGXEGXlxI0Qa9LtLJucdaC\/Oi56oI1ng0PuOK5QBIn0jy3scR5JVlJsIGTojw3LHjBlD8y8zg8ted3f3vu+DHESmyT516lRubq6E0KNYunQpWmp4ij4YOAup7JwaBdMxN4pyqzFaxI1ys5ORkfGXv\/zlzjvvtNGaH330Ee1oaGhodHS0zTCdF154oba29oknnhjBUU23GgiOsLCwkydPHjt2bNq0aZ2dnbt37yak38FbgwIB4enpmZiYmJSUFBwcTIdEJsYcaGzWdQVxM3XqVA8PD\/ng7sYXQFGUkUXFjTIMyGBtmswFCxbEx8fLCl\/yDODKx1iMlwUyKArYluGr8mFXV1dXa2urzExofnhlMQZP0ACPN9CFpa4drrAMy83KynrggQeqqqq4CzNnzpRFxJChqJ\/6+vqCgoLq6moZw4sA5eYWFRWxgSRCCSFc5GumtLQ0Ujh79mxbW5ssBoeY4JZx68mINN3d3a86J428I8aEJkyYgJ1gBqQsC3GcP3+eu48yJo7sEvO46mm6GhBTDE9RlFsNFTfKMFBaWkpbSLMnX\/XLkg6yBOmyZcvMaDSBRGsxoKGSVyQyX1F7ezvNJ42il5cXfX3z62KaW9pUPwMVN9cOVxvBIfM+y9pthHAXUBL79+\/nFqB7uI979uzJz89HUnh6eiJf3n77bTn8wIEDSKLo6Ghu30svvSRvoJBHKSkpd91117Rp02TFeNSJfFK+devWRYsW2S8PdxZ74BDy7e3tJV9SlhkF0VvJycn333+\/7CIOukrnclQU5aqouFH6p+RjFixYgFKxH7msrIx2jlbw+PHj5w3uu+++1NRU2q0XXnihoaHhiSeeoAGjO75z5055CYVqoZWVhR0OHz7MLtpLGlcfH5\/t27fTgJEmbSoqh\/aSxDdv3kyCtLW3wuSN15ulS5cGBwcnJCRERERwc6OiopA7ISEh3ALEpb+\/\/yOPPML9koVO0Z0yEt9iDNmR9RmI\/\/DDD6NgJBwhK+tjoG8efPBBVCx3jcjkIhp3IMaMGUO+hYWF586d4+YisyIjIz\/xiU80NjZKBCyBlGVmB+LExcWJJnME1BUWhVRavHixgxOaK4riHKi4Ge3QYcWt07Gmqy0fudC6yypRV65coY25fPmydLhpimgeaAlkLkRZY0umq+Evh9NgyOLnRJZ5DtEZNELV1dWkI58H0zOW10l5eXmnT5\/OycmRhb4txhdkJGX9zsikoqKirq6OrJEm9fX1iJuFCxdSZjc3N1QL4ob0L1y4QIKydBQNZ1paGrKJ7dLS0uzsbH5p5OoNKisrOURWbKCxpDwUBjEk6yaquLl2wg1kOywsTDasRYM564zQ74IM\/aqWKQaOlwRbwmawB4xQJtWEfr85Zy\/mh\/U6\/uQGadXd3Y3lO14eRVGcAxU3ox1kwaFDhw4ePJiVlYVnl8\/an3nmmTlz5liMj0EQDX\/5y19oG2j4ExMT7733XlEzhw8frq2tlWUv+ZtuwOErV64ksqzmg5pBRuzbt4\/WhX78Y489RidexA2Rjxw5UlVVhbqix2wxXjAlJSX1u4qQLEp65513zpw5s6CgABEji3rKcBl597Rjxw40yne+8x2a1YsXL\/LXy8uLaJQTfUa+lJwQhA76hnwpGOqHPrfMTE2T1t7erkMonAwZlxNjYD+mzRySjpBscA2lUxTlZkXFzagmJycHZUMzP3\/+\/Pvuuw8pc\/78+d27d7e2tlqMhzrvv\/8+SgVZgIYgGuoBGUQIQoQeOdoCjUKTEBISgsQpLi7mQHQDAgXNhLg5c+YMeuKRRx4hnKP+\/Oc\/P\/zww9Jvnj59eltbW25u7tq1a2V5KV9f34E+j5clrpBHRJApRsgCKYZSkSGlJSUl\/FIkwgmhYAgaWZh9165dqBaU0BtvvHHgwIGurq5169bJcugcTuOXkpJyzz33TJkyhfj2FypSFEVRFIuKm1FOWVnZ3r17ly5dOnfu3FmzZiFfaN1LS0s9PDxEEOTn5yMaFixY4OnpicJgGzGEPli+fLm8QkLuIIlEYUBTUxPKQwaKWowhFLJ8FWrj2LFjb7311pYtWyRrpAlaBJERHR1tZ9HK7u5u0qcwY8eORf24ubl1GUyePJltcidrFIyIGzIlHL2CLJNlvGQqOTKSqRTlC155OETWBQUFSBzSiY+Pp8wjMh2cYofa2trKykpun\/VEwFeuXMGcsArMQBYdu+rcOViRPOS7qcUrsp6zwFxtlptobm6W177mG1WiUQX6fcOrKMqwoOJmVFNfX5+dnf3kk0+ibCzG1IKLFi2KiYmh+UfoZGZmogmCg4PNJTMJRwyhfhxMn9RmzJghYgKdNIQS4qYRVbReOHQ8NX\/Nl0f49IyMjHnz5pE+RTLfTxGHmNIiEoezQLohsDhEpp8OCQmJiIiIjIwk\/s6dO1966SW277\/\/fl3bebSB9OQGcWusXyrJclFYBdaLVOWuXXUUDkoIpS7rsF7nIl9HZDktpLzNmg8VFRWcYFxcnCluMHtZJeamFnOKMppRcTOqQTFMnDjReiIyvL+sl97W1sa2PDgx98q0aYOaZFaOHXIPkmIUFha6u7vTMSURGfgswkW+flq6dCl6xVx3mjgFBQWEo2A4RN5V4fdjY2NleWqaB5pDvD8aSNYOO3\/+\/KFDh8zPZ5RRhTmJkSAPFFHYWAJaPD4+3v7zNhnqjvZFJ6WkpFxvcVNeXt7b20s3YBgfmcjsTSdOnECmcy7r1683B\/ogaz766KOWlhZOEzOeP3++qMDi4mKUHxcHJUTdGa6SKIpiouJmVOPp6RkVFYUrvHDhAspApiepra2dNm2arCYhyxMiLxA06IyysjJ5QGIxlpvgt9qAFBAH2dnZiAY8O78y2QyB\/BKNXwLpesouFJVMgEZjUFlZSUZIDVm9OTo62vp7JVEwsiIY4USmbRNxwyF4cHkbRTlJGeFCgmfOnLl06RLFoNmTNxdkJDOdyPxvDQ0NMi8c7YS8QaMAN3Wf3llBtiYkJFg\/qEDccJe5j6iHqVOnssu+1ObWY58cYjNUHLkgnwe6ubm5GGBdooRI2cEXlBgnVYZj5cmixXjPK6tl2Rc3mCXmJ1NKcqz9yLKKFtaOhcsEPxJO1lhyeno62XEiSB9ZZEae1nChkHRsq7hRlOuBiptRTWBg4OLFi\/fv30+3j5YeBZCVlXXs2LGnn36aXmBERAReFW1BBJp\/HOvOnTvp\/k6fPt1ivMOSj6RkGlk23n33XTw1afr5+eF2aVSQDvIBMNvIDllyiMi4YCQFXvvkyZNxcXHy7ikjI4PIZG0tbmgDKABphoeH0wbIbH6hoaG0aogwizHXyESDixcvFhQU4M337NlDY7Zp0ybikBcp4\/dRP+Q1d+5cxBwN28GDByVZCk+EFStWXHWuHeXGE21gHcK9w7QSExNR2Ff9AMpiKANsBjOePXu2jAMTSCQnJwd5JIvXyizGFkOdYGbmvDv2wcxkhBnpiLjBvLG0efPm2T8Qq6Y2ITsoEsc68piH+kjt2LVrlyn1ZOCRxfhoa8qUKdizvLSlPKh\/Toe6LB+3O3IuiqIMChU3oxpa95UrV+IZRZ1MmjQJQYOvxLnTF8Q\/btu2rbCwsKKiAl9MO7Fx40b2yqwk+E20wmc+85nGxkYEBz70ySefFH8tayOkpqayYfpW1MMjjzxiLlBKtKSkpIcffphcSJzsli5dSu4208zQ9pAL0kqe3NCPZ5tyysrtTz31FEqL8i9btowcKQbOffXq1fS8ycjf359267Of\/SxtCc3AokWLZs6cSRa0Q5QNLZWfn8+xpDlr1ixtA0YV3LK3334bXUJbvmHDBlN65ubmvvjiixZjvVv0DTaD+rGZNccaGaDDHScONobyQI7s2LEDFUIK8o5ywYIFJIWRHzhwQJ4DoSFWrVqF5jhy5Ah1gb2Ef\/DBBxzy0EMPffTRR1QWZJDMiFNfX0\/HgEqBjZ05cwaFLV\/hob22bt3a76gXAqkaZ8+eRaBTgDlz5tjR1hKZE6FyWcsgjuUqofOkRmDbVBCZyJuLxiEUjOowxBugKIpdVNyMasQJ4vpLSkpw1giO4OBgeSclPVGRDrhyeWcUGhqK65QeMH\/ZRnykpaU1NTXJ\/H4cSEyJIDMFm9tRUVEkTgQcscV4q8Xha9euJWtcMNFopZAjNuIGmUIZKKcslEgKqBD5DIQCoGNklCjH0m4h0dglI6Dl6y3i0PDk5eXRpJEdJZTBp\/StOZCi0m7JBCc2X6AoIw7NeV1dHSrEeoUNCbf87zXF7CODxsQaueMo6crKSgLRE\/zF9mpqanp6evhtaWmR55HkSxzUPIFiYFiUKC1Js6Gh4eLFi6giQjgKGSFvPKVgHEiOdsomEwZi0ggUBNalS5ewT1mJs+9bpLEGFmOEnHU4ygabx4DlJS8b\/JXxN\/KajFMjxJFLrSjKYNEGY7SDF7aeT7Yv\/gb97pI1mVeuXHnVXGTxJptAXLnMAWjnQNoV67JZD4bAp5uTybItsw7aIBP89z27WIOrFlsZKWjj77333vj4+P3791u39yjv+++\/nw15LTXYcbuICUQJyWISGADapaKiAnmNwkDWPPDAA\/IQiPCsrCzEgXxkJy96MDDJjkCkCYJmw4YNQUFBxLQYw2go2+zZs5OSkrZs2SLreg5UDMQNInvdunWUR14EnzhxgmQTEhJ0iIyi3BSouBntXLV5sBPhGj8JceTw6zRRh87\/McoZ87+x3iWPMcznGYOio6MDPYGGkA+aEDSyMjnyAnXi6+srT1\/YOH\/+fFNTk\/nCy7ok\/MpnhmgU6+KZca5aNvMQGfbb3NyMag8JCZHHS44jM990d3ez0dbWplatKDcMFTeKoowW0BzoElk0zWIMZ5EB6fJJnawkbzE+g0IosC0xJbIEmumIsrFJX3SGbMsn3OaHVNbI11LlBkQLDw8PCAjw8\/Mb1GObyZMnE7+kpCQiIoKiVlVVBQYGenp6qsRRlBuAihtFUUYL6JiQkBAkBQogOTkZ8SHzAU6aNAldkp2dHR8f39vby4aM2bIYHyWBxfg26qq6QZ6jyGgbWQNkypQpfcWNfC317rvvNjc3r169evr06QO9+bUDeojD8\/LyYmNjEVuXLl2KjIw0lylVFOW6ouLmJgYvn56ejgM1FwPvG0e+Bq+rq6MliI6OdmTFZtzxzp078elxcXHDUk6aCrqtpaWldKZnz57Nb984ZWVl+\/fvpxmIiYnhRMy3BjQ\/MuoiISGBHvCwlEe5RjA5bsrhw4ezsrKqq6tra2sRIgsWLPD19S0qKnrrrbcsxqAcb2\/vq34thRzx8\/Pr6upCTMhcxiRFyrt378YIXVxcEASLFy+WmQ6OHz9+9OhRizGYbOHChfJB9XvvvUf8Xbt2kTXaSL7VqqyspGwzZ85EJ+3YsYNkk5KSEEZBQUGZmZk\/+clPLManiCkpKf3WGlkGZO3atVQfGaFvRzZh3ljpsWPHLly4gJFj6ufOnVuyZIl8w0XWGLbFGJ1mfk7FFUO0UQCbuYwVRRkuVNzcxOB58dQNDQ30LGXivn7Jzc3F4cqkOFdNs6WlhUaC1oI2ZrjEjXzfS8rS1e4X3P2+fftoAGwmR6HkdHkRNzIfjzIaML+H8jSwDuEWmwLaka+laOxp4+Uu0\/YjdLjRhND2oxjQwQR6eXmhEjo6OkiZQI5CeQQYkL6\/vz\/anb2oKPkk22K8EkIoy0JmHCUfOhGOUsEOiU80hBH21u9XeARyXhyCunJwBSgSNK3XPPFJkyZRN2V9t6ioKFmS1mJor5qamoE6JIqiXDsqbm5ient7c3Jy0A10QAdapAYnK9MTE8eOtjAxZ\/Mbxo9UZSIQ\/D7ef6ByyvyE9JVtFh6vqKgoLCwcrpIow8JkA5lOSTCbfzTxzJkz+4YPBAojJCQEgX7ixInw8HDEDSHLly83Py83U0CdW39VZ4Zv3Lhxw4YN\/SYucRYvXmxuRxisX7\/efvGwUsdnxEZ+cQp33323tZKTlBE3K1euTE1NtcmLKklFW7Nmjfk5oaIow4uKm9EOCgY\/mJaWdujQIYvRrtBVpTuIo0cHFBUV0btlG3d86tSpd999V46ihcDbylTFeFL0ga+v76uvvkpnVBbLRG2Q7IEDB5AUSJ8VK1bMmTOHvm9paWltbS0Jymw3ArkQMy4uLjIykuanqamprKwsPT2ddqKtrY1ddIVJHyeOgqE8ubm5NFcEkkViYiKi6uzZswkJCaSPFJMJl+WxPCXhKPq19fX1nClJUdSSkpJVq1YtXLiQvFBa6BvKxonLNG6UkERIk7ah38\/LleuN\/fXIBjtglluJTvL09JSnj3YS7xvoyMpoAx01qEMciez4BUECtre3o2x09iZFuU5o1Rrt0OSjDFASMuUXDT8N\/BNPPBEcHEwbL597oHKIcOHCBfb6+PgQXlBQMG\/evKCgIDqg6IaWlhY2Ojs7kSmkI1OmIjIqKyuJjGhAPKF7EB+ICWQHGsV6xpqampp9+\/axgTvm2Ly8vJycnKqqKmSQrKqDjkHxkCYR+EW7yErIJNLT00O0gwcPolTCwsIuXrwoT5I4l3PnzjU3Ny9ZsoQSyqggJBpFpfBILqSPTM18+fJlUVEUnqwpP8opOzs7NjbWjrjhusn3t+DIVHLKiCCfbU81GOmy3Diw7ZEugqI4OSpuRjuoh\/fee8\/d3f0b3\/gGDf\/LL7\/85z\/\/GXGDbkBAIGtoFWjI9+7diw64\/fbbU1JSEAG\/+93v+ItKCA8PR0agctiVmpp6+PDhZ599lg30yvPPP\/\/tb397xowZCCMEE3pl\/fr1skLCwoULrV8PIYAKCwvRKLJWzvHjx1FRK1aseOeddyZOnEgi+fn5p06dIpHZs2dTmMzMzNLS0qioqAcffBCBcvTo0TNnztx2223ojDfffBNFsmbNmsjIyH\/+539GxCBBkC8kTsyNGzfOnDkT1YXGkgGh7EIJoWOOHDmCMEIhLV68mPJ8\/etfJzU7141iEK3WwPz6V1EURbkVUHEzqkGCXLp0CR2DOpFpM9hAr0yYMEFG\/srISraRF2PHjkXZIBHKysrQHC4uLsiCjIyMsLAweVQj89xbjIE4aJpvfetb0dHRRD548CAh6Ab2iriZPn26tbghtYiICFLo7OyUZcaRDrLyg8UYL4w8ysvLCwkJoZBoDpTQ3LlzUSEk0msgc+QT4YEHHvDx8RE1hviQ9RxklM+qVatk9U0BRUIE+ehGvqRNS0vbsmULJ4Voq6ystCNuKCfa7uzZs5SZM7W\/MLWiKIriZKi4GdXU1tZeuHCB1h2B4ubmRnNOO43OQG3Qxufm5np6eqIVUBvyLQnqwWLMToYscHV1pY0vKSkJDAyMioqSw7u6uhAcaAWkD4IDVYEuQQTMmzcPAcTe5uZmDkfoWI8GIFOZway+vh5VQUhwcDD5Ev\/y5cuUkBTQYfPnz0fcEAHBtHXr1qSkJA6hbAgXyiALO48fP76hoYEIR48eRRXJ17wcQr6IG6KxwanJZG6E80tG6K2KigqZK1bWHkIG2RmMyXUjC8nXzndkymgDaxE1L0uxDmPKsmoV1URWSdOZ9BTFuVFxM6pBTGRlZc2YMQPVcuXKlaKiIpSBiBs2MjIy2IWAkEc4CA45CgVQWFiImkHBsCGHW4yWg\/Y+MjISxUCyr776qsX41jo\/P3\/ZsmVoI\/lIqq\/fl8ns+ZXZaBYvXjx79mwEx759+86fPy9fpHM4SkWe7iB0yF2e\/cjMH6GhoTIi+I033uCkKDyBFBjlgY5BIVHmuLg4WjWO5XTkIRDtHHs5tbq6OrJDsWVnZ3O+KKR77rknISFhoOsmo5JRV\/o1ys0FUvvnP\/95fHz80qVLb7\/99mFMGXt4+eWXqQLTp09\/5plnBvpqT1EU50DFzahGHlTMmjWLVr+3t5fGvra2Fu\/MX0QDImDBggXjxo1D5SAC6JKiM+ibthrInB\/smjNnjiyKiX9vampC68hMaPL5EnLhxIkTMnoXTcBRMjtI38JIygggmV\/k97\/\/\/YQJExYuXEgizz77LKqIBIlA+yFSRhKRQTOEkHhubq58lE7T8vbbbyOGwsPDKXmHAWlyCKeM8CJNinTmzBkRSYgbf39\/FNi2bduIyVlYjFnRBrpu8tk56aCfyJpLNIR1jpQbD7b9+c9\/Hjsf9pSRywjiI0eO6Lx5inIroOJmVINiQEz09PR0dXXRwNOvpV2nUztp0iRkhIytQeiwbY6ZRUAgL2jdfX19a2pq0tLSOITD6+vrEUNtbW3Lly9\/\/vnnif\/www8jeqqqqizGhBz80qjg+s0nQCbyWgqZQmFQJPKh1gcffIDUiI2NRXa4u7ujOby9vZFKlJM4ZhNSWVlJ1ggsxI3Mo8\/h5C4TK6OoZMwvokcG9BCfsyYpTq2goCAqKiooKIjEUTmIKho\/sqAk8iHYQNdt6tSp6CT5Fow00Ukqbm4KsCUfHx8EvcwkSQh\/IyIisGHsCjsRYY3RYvbcZcyAyNiDvLHF5iMjI7EfImM8bGA2MmQNiTxz5kyMkJgYG3UHe5OvtMT4MRVSxur0jZWiOAEqbkY1rq6uNOHoABlye+7cOUSDvJZqb29HK8ikrvh03D0NgAzUpVGnk0pXFaGDuMnJycHji1agqZg\/f\/6vf\/1r5MKMGTMyMjIIZBdqAxHAX3w90sTGv9M8oCpee+01jrr77rtRJ2fOnEFpPfTQQ7QZZ8+epYSUU74qpxjW4oZWhLYHDUTibKSmppIXBeNwZBYniFihfWoxkKc70dHRtGFEY5esukDZZDAQJ0jWWVlZjz76qP1p1jjTtWvX0lMnQa5Pv2s+KKMQFAaGffz48Z07d\/J33rx5qHDuOPf92LFj3FNsYPfu3RjGkiVLbr\/99sMGsnoDIY8\/\/jiqBet67rnnsCgEdHx8\/JYtW8y5gBE3JSUlr776Kta4xEDEjXxV19f4FUW5GVFxM6qhXccvZ2Zm0hNFi6AeaPXlVU5gYOBdd90lw1ZQCQiaCxcu\/OAHP0CIpBggWfDUn\/nMZ2gt9u\/fj08nhaSkJHz3okWLiPyTn\/xE1m1A7uDfXVxcyE7e49j49\/HjxyOhaE4IT0xM9Pb2pit85513olfoBJNITEwMcWReMqKRtTmMF12FAKK05IKUQXsRGemzefNmuulIFvTZmjVraJxeeOEF2i0is2vatGm0TLNnz2YDlYbkQuig7X72s5+ROGdn\/8mN5eOZ08gIlaOPbW4u0NDc9w0bNrCB3aJp4uLiUDnyhI9b\/+UvfxmxgslhFVOmTFm3bh2GJwtnInSiDe69915qjcxwjS2ZiRMNyUsEZA26R97Ywuuvv46Gvv\/++7F\/m2myFUW56VBxM0qR0TO0\/fI8ho3c3Fx8rnwlxC6a\/E2bNsnae1FRUcnJyW5ubkTGa6M\/0CjEITIuXpY2ZBdaAW9O4ugMJEJOTg4NA2mih2QAL+pHFi+0KYyImzlz5qBOUC3IIBqYrVu3ksK4cePYXrBgAYHypToRzCWHgBxlNj+ZLhkBhFKh2DRXxEFUkfjixYvRVWlpaegVNignheF0li5dyqlJapxUV1cX50IIEo1iO\/IwhsRJU\/viNxHcLIwTI1y2bFlnZycCevfu3dievHXCeBDHGIbFGKt+8uRJDFumf8Q82JaFvrnpMgqtvr6+pqZG5meyGO+eMCEUD3po1qxZJGjahsxZoPM9KopzoOJmlIKTbWhoOHr06C9+8YvPfOYzNPZ0SRMSEvDIFqPNDjOQyPhxhM7GjRstVnO9EyfUwPLxuobmLpoKBISlz8TwAy27Le0KmCH+\/v5kZ5Nsv6C6ZCPIYNWqVf0egl6hvbHeJcsymxEWLVq0cOHCq2an3Oxwf5HaMjXROAPrXcgacz3XxsbGrKwsGYMlIdgMYpq\/qJyXXnqJdFA81iPS2FVZWYn0kbm2rfO98847ETcy09KNOE9FUa4nKm5GKXhYLy8vpMwDDzyAhsA7p6am4rjRH0NYYcdml8ySN6jCDDZHO1k7novNXm11bgWwdlSLu7u7xZiMEaz3WpuBLMi6Zs0aefpoMQQ9G4WFhe3t7Q8\/\/LCPj09RUVFNTY25ZCzqZ\/r06TJ3JRnNmzfPTK24uBglJBMv3bizVRTl+qDiZpSCz8W\/44U3bdpUVVVF\/zU0NJRupfWST4riZMg3fegM7P\/o0aOtra1NTU0yNqu6urqkpOTcuXNIHzSNTDcQFRWFFqFSEKetrQ25QyA9gY6ODrYRRgR2d3eTpre394QJE\/iL4pkzZ84777yTlpZGhLi4OBQPh5SWlvK3t7dXp8BRFCdAxc2oxuZlkKI4NwUFBa+88kpmZiZq5tSpU4ib5OTkhx9+GFlz7NixQ4cOZWRkyAokDzzwQExMzJIlS5577rn8\/PywsDAkEaJn9uzZiBVkyh\/\/+EfLx4Nsdu3aJXFImcPZyM3N3b9\/P2l+6UtfIhGiVVZWInF0zI2iOAcqbkY1N9GLGFnLacaMGTLKZ1DILCY1NTUcSxfcepesUj5u3DhaLHOQsuKsRERE3HfffdhDg4GLi0twcDBSBomPIkGFjB8\/3t3dHRETEhLi6uo6adKk2267DSMh8qxZs7y9vQMCAojD3gkTJoz7GA8Pj8mTJ3PU9OnTZawxgmnjxo2ExMfHy2h9Hx8fouk7KUVxDlTcKMNAd3e3rGdJO+RIfDrWxJdvd6dNm8YGx9I7p62yETeyUAMNj36deyvgY8BGS0sLVoFMkWkqUS2onJkzZ9rER7igToKCgkpLSxFA8n044WygZtgrh5udBHPI\/Ny5c81EyAiDRDxNmTLlJupOKIpiBxU3yjDQ0dGBvqFPbL3cph3oK2dmZh48eJDm5+mnn6bnzd\/q6uq+y0WRMg2P4ykrzsFEAwcjI19sLAeDMb8lvCoSWR4I6ZMbRXEOtMFQ+qfxY0JCQq761IS+b0NDA11nWgiUyrFjx+hqt7a2nj17Njo6esaMGdOnTzfVSU1NzcWLF99+++2ysjISLywszM7OLikpobe9b9++w4cPs7F48WKZkkcWZ5gzZ46Li0teXt7+\/fs5nAipqal05fVFlbMyLF\/zOYi89HQxcPwoRVFGMypuRjvyHbgsWjl+\/Hi8dm9vL11Mcwq77u5uWXiSTqes3T2o3mdnZ6dMBCKr8JitArIGwVFaWjp58uSrihuioWl8fHw4nI0dO3bMnDlTliuvr6+nhHFxcaa4oajV1dXnz58nZXLs6uriEIQOeohiFBcXX7p0KSAgIDY2lr8VFRVVVVWceEFBQXp6emVlJX8JpB1atmyZihvl2nE1GOlSKIoynGiVvglob2+nRafV9\/Pzwwu3tbXJmgbm3moDFIAsO2U979lVQdmgG1paWkgwMTHRDBdxg54w50yzQ15eHsVLSUlBuCBTDhw4EBISsnDhQuTOrl270DHbtm0z5xphAyHFWSQnJ3NIYGAguaNXEhISUlNTETp\/+MMfNm7ciLKhbMgjdrH94YcfpqWlPfLII2SRmZn5+uuv09vu+xpLURRFUVTcjGqam5tp2t9\/\/\/2ampqAgADadVkr5ytf+cr8+fN7e3szMjKysrLQFigG5AIaaNOmTYgGGn7UQGlpKZIFkeHh4cH20aNHLcZUvxbjWcuRI0fM5z3IC3d391OnTq1YsSIqKooICAjiI1kmT55MFoSgJMLCwjw9Pfs+86d4sl5mu8Hs2bMpA+nIUp02CyDIpyuUdtq0aXPmzCFBFBsFXrNmDaKNksjrLdIhd1kMnEKSPrtkZn0vA1U2iqIoSr+ouBnVlJWV7d+\/v7Kyksae5r+hoaGrqwt9Q8Pf3d2NPkCCFBUVsVc0R2dn57lz55ACaJS6ujpkENvTp09HT6CE+EsEJIWsuXPhwoUrV674+fnNmDEDDUHIvn37UAwibsyldviV2euvGPRbTvJChyFKsrOzUSHx8fEy3yDl5BchYv2mzMXFZdy4ceTo7+\/PIY2NjYSwHRsbK28HUDOTJk3i7BBthCBoiICmoRinT58ODQ0lZMmSJeaSh4qiKIpijYqbUQ3a5X\/+53++\/e1vI1Zo79EWhOzevTs4OFjeVeXk5Pj4+Dz11FNERvcgFL7\/\/e\/X1NSkpqYmJiYid4hvMb6MRcEQUl1dzV\/0wfjx4\/mLtiB85cqVBB46dOi73\/2uuX4y4WSXnp6+fv36vp\/g2oCgQdxMnDgRHUYWYWFh8mwG4UVGiBXrJzcyDyxaDU0mn00hfeTxjAxMpnhIIkqSlZVFnMDAQHZFREScPXv23\/7t32bPnr1hw4Z77rmHC3J9rrqiKIpyc6PiZlTj6uo6YcIEWnHaeFlVJyQkZOPGjUgBxI0smmPOPObm5iYzlY0bN27Mx0g6\/W7I8lUw0LJN5gJSdr49QdaUlJRQTn9\/f6KVlZUhbtAflJniIVxiY2NFuJiHEAcRQziyTBSMi4sLCobf8vJyFBvnaIobkpLDFy1ahKQjwqlTp9LS0lBm0dHRfRcwVxRFURQVN6MaRANipaenp7OzU17ZiIKxGC+JCDHfGVmMz6ZaW1sJNIfusrerq0teMLHR3NxsPpgRZL7XgXI3D5e\/JE6mlMda65Bgbm4ugTIBGoKmsbFRntwUFhbm5OQkJycjSqzFDfKlrq4uKioKXUWaHI4wQtAQh121tbURERHsQr0VFRXNnz8feXfixAnUT1JS0qxZs+SzKUQVZRueq6woiqI4FypuRjXy5KbGQCb\/vXz58rlz56ZPn46YIAS9YuoGdAZ6Aq1jihuRO4TIhsxS73ju8r0Sx8rf6upqhI7NsuTy7gktQmEoCcpGJnuVQTPs8vT0NKeFFTgFohEfAUR5iBMdHU0cFxcXlA1nNHfuXB8fH86Fs0Y2oXJ+\/OMfr127dv369URzM5g6dSpX5lquraIoiuKsqLgZ1cTHxz\/++OOomdOnT9PMuxugCRA3qAekxqxZs7Kzs7\/3ve9ZjLEs6AlCZs+ezV8UBuLg1KlTr7zyCnIE6YOS4PCTJ0+KapHxN4TMmDFDvroiC5ljhpCQkJCSkhIUxl\/+8pd3332XmN7e3vLBlM08OleuXCGyDAOSOezRZORIOSk\/R9m81SK8q6trz549MjU+BQgwIFlUC\/FRMOizcePGcSL+\/v7ESU5O5iKcPXs2KCiIaPPnz2dDxY2iKIrSLypuRjU07UuWLEGFoFq6u7vRBF5eXoGBgbJuDuIGFYJSodUnMq0+OmDmzJlxcXEyniY8PJy\/VVVVjY2NhBAui+\/Iuy2Uh0gli\/EGaurUqcuXL+dXvoricJQKh7NLHt4Q2eajbosxTf60adMokoy5QYVQSJnp1c\/Pb926dX3X0USXxMTEdHR0yEfdKJXIyEhKbjGW\/qGEpMbZIZLWrFnDKSB3uAiotLKyMk6WY5OSkgg0pzFUFEVRFGtU3IxqXF1daf63b99uHWiO8OWXlj46OvqOO+7ouxeioqLklZB8wm0zrHjFihXmtqyQQDQzZYsxsc23v\/3tfrM2QdNs2LDBPCQ1NdXcJutPfvKTfadLRlQhs7Zt2ybREhMTzTgyB4+ES+Fl19q1axE65lnYH+OsKIqi3OKouBnVSBM+0JI31kJkoAiOL5fT7wI9Vz3cRmfYbPd7uB1pYqOEzMNVyiiKoiiOo+JGURRFURSnQsWNoiiKoihOhYobRVEURVGcChU3iqIoiqI4FSpuFEVRFEVxKlTcjHauXLnS0dFRVlaWlZXF3+Dg4FmzZrHR3t7e1NQ0fvx4WVfBz89v3LhxBGZkZNTV1cnUfL6+vhze2NhYUlJCOHFCQ0Ojo6NH+pwURVEU5Tqi4ma009vbm5mZWVBQUFlZWVNTU1VV5ePjg2ph+8SJE5MmTRo7dixxZOUpFAzRZG1tdiF3XFxcCORwAnNycqKiogIDA5FEEl9RhgaiubOzc8yYMdjYMEYmWmtrK1q8paUFE502bRrWPkxFHgFkVTg3Nzetbopyg9EqN9rp7u5+77336urqFi5cePHiRcQNjnLFihXZ2dm\/+tWvUDD+\/v6RkZF+fn7Ind\/97nfsamtr279\/P4ETDHbs2EHIunXrfvOb33AU6RBZva1yLaCnGxsbkc6OLMwujw8diYyyQYi\/\/PLLeXl5Hh4eTz\/99E0tbrq6umpra728vGQecEVRbhjawo1qUDbt7e3x8fH0eufMmZOfn49MoYWgB9zc3FxUVPTwww8vXrw4ICAA0VNZWTl37tx58+ahck6fPk3zQ\/eXdoVAd3f3xMTEqVOncqCvr6+5sqaiDA0sMy0tjTbbEXHT09OTkZGBES5YsMB+zIkTJ0ZERNx3332ZmZnp6el2lqy3pqOjg+pAYUabYTc0NBw\/fjw5OVnFjaLcYFTcjGpkPYSQkBAkTl1dHfIFdx\/0\/7V3r09tXAcfx7EQIJARSGDudxAXYxvs+BLspEmaxLFrZ9KmbZrptM000zbTafqmnb7sn9Dp9B\/om2Q6mTpxZpo0SWnTZBIntsfga4INmPtF2IAQRggsEDzf0XkePYxNCDjGEuL3eaFZHZ09exZ2V7\/V3vLzKWSDToW6uroDBw7wlXDx4kW+P5KSkjwez+joKDvKFoslNTWVj4g+VGZXmFf2hrWdlW8oGAyyNF66dInlcG5ujhKWsYqKCgYoHxoaIoKz+Nnt9qKiIvI03\/GXL18mD5FyEsIPHausrGTY6\/US0BlguWXJZME2D01zOp2U0M4qHx82NTXV0dHBPoAJNyznwbBIBVYEc4h22Vtdm5PSAoGAmZe8vDx2A+jP8PAw+wnMCysdGY55YeViTeRT8yTagYGB8vJyVjFGZy6YQSqzzjocDv4a7F3QwpkzZ6jJvgctU8gfykzUVDYPiP2G\/w4RuZvCTUyzWq18Q5iHdbe0tPzzn\/\/ct29fSUkJG2I2puzjsiFmK8yGkgqffvopm8uPP\/6YvVg2uy+99FJZWRnj9vX1ff75562trWSj7OzsaM+TbHgsYCxULFFEE5Y3Sp5++ulf\/\/rXDJChT548yeJHLuG7\/IUXXmCRo9r58+f56JNPPqHOE0888eqrrxJBSDyvv\/46Cy1ppra29vjx41VVVffQn\/HxcZZwJkTsMN0jlFBoHkaG4uJiPmJdWHZ0UtSJEyeYI5\/Px9ujR48+8sgjRCVyyalTp5gXUhe7EMzL2bNnWYmamppYMa9fv\/7GG2\/88pe\/ZH186623zK9HVGbF3LFjB38NSlgrT58+feHCBbNH8corr5gHsSWELwhgujk5Oav56UtE1krhJqaxP8qXB98TbJpffPHFrq6uzMxMttEMsDu4fft29hHZiWQjzq5hQUHBz3\/+cza77IDyhbFz5862trbm5mZ2Lt1uN9vQixcvstMc7XmSDY\/AzTf67t27Gxsb9+7dmxD+tYMv9d7eXhZLyh9\/\/PGFhQW+7EdHR1k+yRbUrK+vJ5onhH\/m4TUlJYUo8\/3vf59IMTIyQixgoV1TN8j0wWCQENPT08OEeE1OTibrk2w8Hg9vIzVTU1MpXzbckGkIGRkZGc8++yxdYkSCyODgIOGDAXIYH5kThr788ktmnHnhI+IOf4HKykpWQGbnueee+\/DDD6lz7Ngx5oX1kQxkfqDav38\/M24uUVwa3fhb\/eUvf3ksjNZ0DpzI\/aU1KkaxfTTfFu+\/\/z67xWwozfbUnAvMBjQQCLCtjBxjoj5fMEeOHKHcHMBi08\/2nb1PNqyMS+Jhu8xAdOdL4gAhgJBdWFjIF795tnxC+FgVAYXFbNeuXeRsFj9CA9GBxZXllhKSQaSyWbx5Jbg7nU6WWBLJ0gNJq0ELLO39\/f0s54xuwg0Tun379kLYahohzZBd6urq2Bkwh6J4S95iv4L1hf0HZtNkr87OTuaa3jJdm83GACsjA+SbHTt2XL58mTk9ePAg3aA+wc4c3mLe9+zZY27fsJS5goy\/0ir7KSJronATu9hBJKOwkX311VfZwra2trIZZcD8TsNmnS0vu6QJ4Ydm5+TkmBMO+OjcuXPNzc3sUrMVNruPbHZbWlrYzhYVFUV7tiQ+8SU9OjpKPnC73aaEL\/6rV696vd67K5vrp7744ou3336bDBEIM2fkrJ4JN8QOc6cDXlPCiBREnKXnsphT6ZdthBFZfb797W+b306qq6vpW1dXF32rr6836wu7BEzo9OnTRDEi2rLtuFwuWrBYLNRZzWk0ZWVlf\/jDH0wAWtNci8hqKNzEKHPvPjapfAecOnWqJ4wNLmnG\/OhN9CktLY380k5lNu6vvfaa2cQ\/99xzMzMz7e3t7Dp\/\/PHHbHYppw4fEYPOnj3Ll9APfvCD6M6jxBMiAgsVS9rExMTWrVvJOj6fj3yzbBowd2\/i9Sc\/+YnT6SRMsJyv9dRa6pMMmpqaCP2sFI899hjRhGHi1MjIyNLDUqwmlC97WIquMunh4eHs7GzTVfMDEr2an5+fmppipqanp1l3MjMzl16NRbRiFaPO3X+HZU9bvgNtkvzM1YtrmmsRWQ2FmxjF9jExMZFdxoMHD7IvyDaUnby5uTkCDR\/xmhC+W3Hklxs269Rnm07NkpKS\/fv3mzuhVVRUmJun7dixg+07+5d8o8yHRXsWZcObnJwkQJurfjIyMli6CAotLS25ubksYGNjYyyfkdO8+ChSmUWR6EOMIAzxSlJn2SaI0wipgkX3ypUrAwMDFy9epLyoqIh27r5yyhpGImGR9ng8tbW15eXlCeF0QuHSG+QwOmvHsrNA9wgura2tTIWgw+6EGbGsrMxcdci8MCOsSqx0VKAyUczcFry7u5s5MpmMLEUhfxD2Ivr7+5kiK6yZKLsibW1tzLg5qsWr+eGqs7OTVXUd\/i0ionATw9jQP\/HEE\/X19Wxw2X1kO2iuDLdYLC+++CIVGDA12Yb+6Ec\/unnzJt8HbILZXrMV5pUN9K5du8yG3uwgmt3Kurq6aM6YxAviCN\/lLHUkgAMHDrjdbq\/Xe+LEieLiYr7px8fHX3rppcj3N1\/51Ce4sCgSvs2Zv++9915C+PomRmxubqbkoYce+vvf\/07aoIToQLM\/\/OEPaXCFy8JpimTDq3lL6GevgHYiFVb4KYX1hX4yRUZhhWJejhw5Ys6S+dvf\/kYHmPTw8DBtMi\/kmMuXL3\/wwQfMAoHs1KlTRBaCC+2Qxlhhm5qaPvroI4YZixkvLCzkI0Y5ffo0LTc2NjLjvIZCIWLQ0NAQM34\/\/g8icieFmxhlNsdm\/4+dYLbsS3c9794NTUtLM5eFE2VsNpsJMbytqKigsrnJxwqji6wJSxSxg69wIjXf1uY0F4fDQTmvfHMTFIjULH6UMMyXelFR0Y0bNwgNpjILIQPmxjYGIzIKhS+88MJTTz0VDAbNURsigvmF8quwnFdXV0fCzSoPDBkpKSk1NTW\/+MUvfD4fK9q3vvUtdgnMGWxPP\/00uxbMCzmJlYvuMSMEuJdffpnotrCw8Oyzz5pZoJ0nn3yS3pqr3w8fPsz6aG7E8Mwzz5CNpqenDx06RH4iBTLjlDA5AplOuBFZJwo3MS0p7GursSm3Wq1bw5aWm++MdeudbF58Q5eWlppDUeSPyN2BydZ8f\/PlzQK59NK8kpISk12WVmaAFhgmBESiSUL4fJc1dYYW7vkeB\/QzJ4w+E1lIG+wbRE4uJoQNDQ0xR5mZmaY+NYkpU1NTrHTMS+TX04g78grJiRmfnZ2lMi2b1dlcb7Vjxw7dmkFknSjciMg9ygi7o5Dv+2Uvyru7clrYOvZvLZa9SwJZjYiztMTc+HvlX5LukJeXd0cJ6Y1wQyNfde2ViHxDCjcico+WPfrzVYeE7i5f\/cGjB2CV83IPfb57FDKNOcdZB4hF1onCjYjIAxVrD\/gUiT8KNyIiIhJXFG5EREQkrijciMhGtbi4ODIykvAVpwOLyKalcCMiG9i5c+e2bNny7LPPRrsjIhJDFG5E5B719fVdvXr1oYceWnq\/lrm5ufPnz9tstsijsEOhEDXb29uvXbuWlZVVXFzsdrsZmJmZ6e3tvXLlSlJS0o4dO0pLS4PBYFdXV35+vnk6VUdHR2pqamNjIwO3bt2iGgPT09Pp6elNTU1MdGpqqqenx+v1miuS7rgxsYhsWgo3InKPfD4faaO2tnZpuCGU9Pf3kz9MuCGv+P1+kg0phDQzMDBA1uFTi8ViHk1FIwwzkJaWZp4wxVvqJCcnX79+nZqEG1pg9Bs3bpjHonk8nvLy8pSUFOoHAgFa4KOE8I1zlnbv8uXLVKiqqqJ8NTfDFJG4oXAjIutoenqavPLFF1\/k5+e\/\/PLLH3744cTExNjYGB+Nj48TSo4dOzY7O9vc3JyVlUWgMQ+VtNvtGRkZjMvbhPDjLWnhnXfe+d3vfldQUHD69OnR0VGbzVZYWJiZmUkYqqmpododT9j+61\/\/Su75\/e9\/X1JScvfNBkUkjinciMja+P1+QgkJ49KlS729veQMskVVVRXpxOPxnDlz5tq1aykpKbyah9UTYnbt2lVeXk522b17N9nl9u3bJJ6kpKQjR47k5eWFQiEGuru7vV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width=\"872\" height=\"663\" name=\"Image2\" align=\"left\" border=\"0\" \/><\/p>\n<p>The variable count is declared as both a local variable and a global variable.<\/p>\n<p>Normally, the scope of count (global) is the entire program; however, when a\u00a0variable is declared inside a block, that instance of the variable becomes the active\u00a0one for the length of the block. The global count has been hidden by the local count\u00a0for the scope of this block. The shaded block in the figure shows where the scope of\u00a0count (global) is hidden.<\/p>\n<p>A problem exists in that when you have the statement:<\/p>\n<p>count = 1;<\/p>\n<p>you cannot tell easily to which count you are referring. Is it the global count, the one\u00a0declared at the top of main, or the one in the middle of the while loop? You should\u00a0give these variables different names, like total_count , current_count , and\u00a0item_count.<\/p>\n<p>The class of a variable may be either permanent or temporary. Global variables are\u00a0always permanent. They are created and initialized before the program starts and\u00a0remain until it terminates. Temporary variables are allocated from a section of\u00a0memory called the stack at the beginning of the block. If you try to allocate too\u00a0many temporary variables, you will get a \"Stack overflow\" error. The space used by\u00a0the temporary variables is returned to the stack at the end of the block. Each time\u00a0the block is entered, the temporary variables are initialized.<\/p>\n<p>The size of the stack depends on the system and compiler you are using. On many\u00a0UNIX systems, the program is automatically allocated the largest possible stack.<\/p>\n<p>Local variables are temporary unless they are declared static.<\/p>\n<p><span style=\"color: #ff0000;\">\/*vars.c*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main()<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int counter;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* loop counter *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">for (counter = 0; counter &lt; 3; ++counter)<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int temporary = 1; \/* A temporary variable *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">static int permanent = 1; \/* A permanent variable *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Temporary %d Permanent %d\\n\",<\/span><\/p>\n<p><span style=\"color: #ff0000;\">temporary, permanent);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">++temporary;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">++permanent;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/vars <\/span><\/p>\n<p><span style=\"color: #ff0000;\">Temporary 1 Permanent 1<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Temporary 1 Permanent 2<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Temporary 1 Permanent 3<\/span><\/p>\n<p><img loading=\"lazy\" decoding=\"async\" class=\"aligncenter\" 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width=\"833\" height=\"184\" name=\"Image3\" align=\"left\" border=\"0\" \/><\/p>\n<p><span style=\"color: #ffffff;\"><i><b>Functions allow us to group commonly used code into a compact unit that can be<\/b><\/i><\/span><\/p>\n<p><span style=\"color: #ffffff;\"><i><b>used repeatedly. We have already encountered one function, main. It is a special<\/b><\/i><\/span><\/p>\n<p><span style=\"color: #ffffff;\"><i><b>function called at the beginning of the program. All other functions are directly or<\/b><\/i><\/span><\/p>\n<p><span style=\"color: #ffffff;\"><i><b>indirectly called from main.<\/b><\/i><\/span><\/p>\n<p><span style=\"color: #ffffff;\">Suppose we want to write a program to compute the area of three triangles. <\/span><\/p>\n<p><span style=\"color: #ffffff;\">We could write out the formula three times, or we could create a function to do the work. <\/span><\/p>\n<p><span style=\"color: #ffffff;\">(Content summary:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Triangle #1 %f\\n\", triangle(1.3, 8.3));<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Triangle #2 %f\\n\", triangle(4.8, 9.8));<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Triangle #3 %f\\n\", triangle(1.2, 2.0));<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ffffff;\">)<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Each function should begin with a comment block containing the following:<\/span><\/p>\n<p><strong><em><span style=\"color: #ffffff;\">Name Name of the function<\/span><\/em><\/strong><\/p>\n<p><strong><em><span style=\"color: #ffffff;\">Description Description of what the function does<\/span><\/em><\/strong><\/p>\n<p><strong><em><span style=\"color: #ffffff;\">Parameters Description of each of the parameters to the function<\/span><\/em><\/strong><\/p>\n<p><strong><em><span style=\"color: #ffffff;\">Returns Description of the return value of the function<\/span><\/em><\/strong><\/p>\n<p><span style=\"color: #ffffff;\">Our function to compute the area of a triangle begins with:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*************<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* triangle -- Computes area of a triangle.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* Parameters<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* width -- Width of the triangle. *<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* height -- Height of the triangle. *<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* Returns<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">area of the triangle.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*************\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*tri-sub.c*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/************<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* triangle -- Computes area of a triangle. *<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* Parameters<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* width -- Width of the triangle. *<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* height -- Height of the triangle. *<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* Returns<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">area of the triangle.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">************\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">float triangle(float width, float height)<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">float area;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* Area of the triangle *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">area = width * height \/ 2.0;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (area);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main()<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Triangle #1 %f\\n\", triangle(1.3, 8.3));<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Triangle #2 %f\\n\", triangle(4.8, 9.8));<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Triangle #3 %f\\n\", triangle(1.2, 2.0));<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Declaring a prototype for a function without parameters is a little tricky. You can't<\/span><\/p>\n<p><span style=\"color: #ffffff;\">use the statement:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">int next_index();<\/span><\/p>\n<p><span style=\"color: #ffffff;\">because the C compiler will see the empty parentheses and assume that this is a<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Kernighan &amp; Richie-style function declaration. The keyword void is used to indicate an empty parameter list. So the prototype for our next_index function is:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">int next_index(void);<\/span><\/p>\n<p><span style=\"color: #ffffff;\">void is also used to indicate that a function does not return a value.<\/span><\/p>\n<p><strong><span style=\"color: #ffffff;\">Question 9-1 : Example 9 -4 should compute the length of a string. [3] Instead, it\u00a0<\/span><span style=\"color: #ffffff;\">insists that all strings are of length 0. Why?<\/span><\/strong><\/p>\n<p><span style=\"color: #ff0000;\">\/*Example 9-4. len\/len.c*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/********<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* Question:<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* Why does this program always report the length<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* of any string as 0?<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* A sample \"main\" has been provided.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">It will ask for a string and then print the length.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">********\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/********<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* length -- Computes the length of a string.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* Parameters<\/span><\/p>\n<p><span style=\"color: #ff0000;\">string -- The string whose length we want.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* Returns the length of the string.<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">********\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int length(char string[]) \/*char array name*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int index;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* index into the string *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* Loop until we reach the end of string character<\/span><\/p>\n<p><span style=\"color: #ff0000;\">*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">for (index = 0; string[index] != '\\0'; ++index)<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* do nothing *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (index);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main()<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char line[100];<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/* Input line from user *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">while (1) {<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Enter line:\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">fgets(line, sizeof(line), stdin);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Length (including newline) is: %d\\n\", length(line));<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Now that we have learned about functions, we can talk about u sing structured\u00a0<\/span><span style=\"color: #ffffff;\">programming techniques to design programs. These techniques are ways of\u00a0<\/span><span style=\"color: #ffffff;\">dividing up or structuring a program into small, well -defined functions. They make\u00a0<\/span><span style=\"color: #ffffff;\">the program easy to write and easy to understand. I don't claim that this method is\u00a0<\/span><span style=\"color: #ffffff;\">the absolute best way to program. It happens to be the method that works best for\u00a0<\/span><span style=\"color: #ffffff;\">me. If another system works better for you, use it.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Example 9-5. Solve the World's Problems<\/span><\/p>\n<p><span style=\"color: #ffffff;\">int main()<\/span><\/p>\n<p><span style=\"color: #ffffff;\">{<\/span><\/p>\n<p><span style=\"color: #ffffff;\">init();<\/span><\/p>\n<p><span style=\"color: #ffffff;\">solve_problems();<\/span><\/p>\n<p><span style=\"color: #ffffff;\">finish_up();<\/span><\/p>\n<p><span style=\"color: #ffffff;\">return (0);<\/span><\/p>\n<p><span style=\"color: #ffffff;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Of course, some of the details will have to be filled in later.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Start by writing the main function. It should be less than three pages long. If it\u00a0<\/span><span style=\"color: #ffffff;\">grows longer, consider splitting it up into two smaller, simpler functions. After the\u00a0<\/span><span style=\"color: #ffffff;\">main function is complete, you can start on the others.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">This type of structured programming is called top-down programming. You start at\u00a0<\/span><span style=\"color: #ffffff;\">the top (main) and work your way down.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Another type of coding is called bottom -up programming . This method involves\u00a0<\/span><span style=\"color: #ffffff;\">writing the lowest-level function first, testing it, and then building on that working\u00a0<\/span><span style=\"color: #ffffff;\">set. I tend to use some bottom-up techniques when I'm working with a new\u00a0<\/span><span style=\"color: #ffffff;\">standard function that I haven't used before. I write a small function to make sure\u00a0<\/span><span style=\"color: #ffffff;\">that I really know how the function works, and then continue from there. This\u00a0<\/span><span style=\"color: #ffffff;\">approach is used in Chapter 7 to construct the calculator program.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">So, in actual practice, both techniques are useful. A mostly top -down, partially\u00a0<\/span><span style=\"color: #ffffff;\">bottom-up technique results. Computer scientists have a term for this methodology:\u00a0<\/span><span style=\"color: #ffffff;\">chaos. The one rule you should follow in programming is \"Use what works best.\"<\/span><\/p>\n<p><strong><span style=\"color: #ffffff;\">9.5 Recursion<\/span><\/strong><\/p>\n<p><span style=\"color: #ffffff;\">Recursion occurs when a function calls itself directly or indirectly. Some\u00a0<\/span><span style=\"color: #ffffff;\">programming functions, such as the factorial, lend themselves naturally to recursive\u00a0<\/span><span style=\"color: #ffffff;\">algorithms.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">A recursive function must follow two basic rules:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">: It must have an ending point.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">: It must make the problem simpler.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">A definition of factorial is:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">fact(0) = 1<\/span><\/p>\n<p><span style=\"color: #ffffff;\">fact(n) = n * fact(n-1)<\/span><\/p>\n<p><span style=\"color: #ffffff;\">In C, this definition is:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">int fact(int number)<\/span><\/p>\n<p><span style=\"color: #ffffff;\">{<\/span><\/p>\n<p><span style=\"color: #ffffff;\">if (number == 0)<\/span><\/p>\n<p><span style=\"color: #ffffff;\">return (1);<\/span><\/p>\n<p><span style=\"color: #ffffff;\">\/* else *\/<\/span><\/p>\n<p><span style=\"color: #ffffff;\">return (number * fact(number-1));<\/span><\/p>\n<p><span style=\"color: #ffffff;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">This definition satisfies our two rules. First, it has a definite ending point (when\u00a0<\/span><span style=\"color: #ffffff;\">number == 0). Second, it simplifies the problem because the calculation of\u00a0<\/span><span style=\"color: #ffffff;\">fact(number-1) is simpler than fact(number).<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Factorial is legal only for number &gt;= 0. But what happens if we try to compute\u00a0<\/span><span style=\"color: #ffffff;\">fact(-3)? The program will abort with a stack overflow or similar message.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">fact(-3) calls fact(-4), which calls fact(-5), etc. No ending point exists. This\u00a0<\/span><span style=\"color: #ffffff;\">error is referred to as an infinite recursion error.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Many things that we do iteratively can be done recursively\u201dfor example, summing\u00a0<\/span><span style=\"color: #ffffff;\">up the elements of an array. We define a function to add elements m-n of an array\u00a0<\/span><span style=\"color: #ffffff;\">as follows:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">: If we have only one element, then the sum is simple.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">: Otherwise, we use the sum of the first element and the sum of the rest.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">In C, this function is:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">int sum(int first, int last, int array[])<\/span><\/p>\n<p><span style=\"color: #ffffff;\">{<\/span><\/p>\n<p><span style=\"color: #ffffff;\">if (first == last)<\/span><\/p>\n<p><span style=\"color: #ffffff;\">return (array[first]);<\/span><\/p>\n<p><span style=\"color: #ffffff;\">\/* else *\/<\/span><\/p>\n<p><span style=\"color: #ffffff;\">return (array[first] + sum(first+1, last, array));<\/span><\/p>\n<p><span style=\"color: #ffffff;\">}<\/span><\/p>\n<p><span style=\"color: #ffffff;\">For example:<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Sum(1 8 3 2) =<\/span><\/p>\n<p><span style=\"color: #ffffff;\">1 + Sum(8 3 2) =<\/span><\/p>\n<p><span style=\"color: #ffffff;\">8 + Sum(3 2) =<\/span><\/p>\n<p><span style=\"color: #ffffff;\">3 + Sum (2) =<\/span><\/p>\n<p><span style=\"color: #ffffff;\">2<\/span><\/p>\n<p><span style=\"color: #ffffff;\">3 + 2 = 5<\/span><\/p>\n<p><span style=\"color: #ffffff;\">8 + 5 = 13<\/span><\/p>\n<p><span style=\"color: #ffffff;\">1 + 13 = 14<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Answer = 14<\/span><\/p>\n<p><span style=\"color: #ffffff;\"><b>Answer 9 -1 : The programmer went to a lot of trouble to explain that the for loop\u00a0<\/b><\/span><span style=\"color: #ffffff;\"><b>did nothing (except increment the index). However, there is no semicolon ( \ud83d\ude09 at the\u00a0<\/b><\/span><span style=\"color: #ffffff;\"><b>end of the for. C keeps on reading until it sees a statement (in this case<\/b><\/span><\/p>\n<p><span style=\"color: #ffffff;\"><b>return(index))..<\/b><span style=\"color: #ff0000;\"><i>duh..look carefully at the most common faults...<\/i><\/span><span style=\"color: #ff0000;\"><i>with the semi colon it gives:<\/i><\/span><\/span><\/p>\n<p><span style=\"color: #0000ff;\">$ .\/length <\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter line:1<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Length (including newline) is: 2<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter line:12<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Length (including newline) is: 3<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Enter line:123<\/span><\/p>\n<p><span style=\"color: #ff0000;\">Length (including newline) is: 4<\/span><\/p>\n<p><span style=\"color: #ffffff;\">len2.c - again, find the fault...<\/span><\/p>\n<p><span style=\"color: #ff0000;\">#include &lt;stdio.h&gt;<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int length(char string[])<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int index; \/* index into the string *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">\/*<\/span><\/p>\n<p><span style=\"color: #ff0000;\">* Loop until we reach the end-of-string character*\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">for (index = 0; string[index] != '\\0'; ++index) continue; \/* do nothing *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">return (index);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ff0000;\">int main()<\/span><\/p>\n<p><span style=\"color: #ff0000;\">{<\/span><\/p>\n<p><span style=\"color: #ff0000;\">char line[100]; \/* Input line from user *\/<\/span><\/p>\n<p><span style=\"color: #ff0000;\">while (1) {<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Enter line:\");<\/span><\/p>\n<p><span style=\"color: #ff0000;\">fgets(line, sizeof(line), stdin);<\/span><\/p>\n<p><span style=\"color: #ff0000;\">printf(\"Length (including newline) is: %d\\n\", length(line));<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><span style=\"color: #ff0000;\">}<\/span><\/p>\n<p><strong><span style=\"color: #ffffff;\">9.7 Programming Exercises<\/span><\/strong><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 9 -1 : Write a procedure that counts the number of words in a string. (Your\u00a0<\/span><span style=\"color: #ffffff;\">documentation should describe exactly how you define a word.) Write a program to\u00a0<\/span><span style=\"color: #ffffff;\">test your new procedure.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 9-2 : Write a function begins(string1,string2) that returns true if\u00a0<\/span><span style=\"color: #ffffff;\">string1 begins string2. Write a program to test the function.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 9-3 : Write a function count(number, array, length) that counts the\u00a0<\/span><span style=\"color: #ffffff;\">number of times number appears in array. The array has length e lements. The\u00a0<\/span><span style=\"color: #ffffff;\">function should be recursive. Write a test program to go with the function.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 9 -4: Write a function that takes a character array and returns a primitive\u00a0<\/span><span style=\"color: #ffffff;\">hash code by adding up the value of each character in the array.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 9-5 : Write a function that returns the maximum value of an array of\u00a0<\/span><span style=\"color: #ffffff;\">numbers.<\/span><\/p>\n<p><span style=\"color: #ffffff;\">Exercise 9 -6: Write a function that scans a character array for the character - and\u00a0<\/span><span style=\"color: #ffffff;\">replaces it with _.<\/span><\/p>\n","protected":false},"excerpt":{"rendered":"<div class=\"pvc_clear\"><\/div>\n<p id=\"pvc_stats_3212\" class=\"pvc_stats all  \" data-element-id=\"3212\" style=\"\"><i class=\"pvc-stats-icon medium\" aria-hidden=\"true\"><svg aria-hidden=\"true\" focusable=\"false\" data-prefix=\"far\" data-icon=\"chart-bar\" role=\"img\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" viewBox=\"0 0 512 512\" class=\"svg-inline--fa fa-chart-bar fa-w-16 fa-2x\"><path fill=\"currentColor\" d=\"M396.8 352h22.4c6.4 0 12.8-6.4 12.8-12.8V108.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v230.4c0 6.4 6.4 12.8 12.8 12.8zm-192 0h22.4c6.4 0 12.8-6.4 12.8-12.8V140.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v198.4c0 6.4 6.4 12.8 12.8 12.8zm96 0h22.4c6.4 0 12.8-6.4 12.8-12.8V204.8c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v134.4c0 6.4 6.4 12.8 12.8 12.8zM496 400H48V80c0-8.84-7.16-16-16-16H16C7.16 64 0 71.16 0 80v336c0 17.67 14.33 32 32 32h464c8.84 0 16-7.16 16-16v-16c0-8.84-7.16-16-16-16zm-387.2-48h22.4c6.4 0 12.8-6.4 12.8-12.8v-70.4c0-6.4-6.4-12.8-12.8-12.8h-22.4c-6.4 0-12.8 6.4-12.8 12.8v70.4c0 6.4 6.4 12.8 12.8 12.8z\" class=\"\"><\/path><\/svg><\/i> <img loading=\"lazy\" decoding=\"async\" width=\"16\" height=\"16\" alt=\"Loading\" src=\"https:\/\/stevepedwards.today\/DebianAdmin\/wp-content\/plugins\/page-views-count\/ajax-loader-2x.gif\" border=0 \/><\/p>\n<div class=\"pvc_clear\"><\/div>\n<p>Chapter 9 introduces local variables, functions, and parameters. A big vim tip here for prog editing\/writing: Lesson 4.3: MATCHING PARENTHESES SEARCH ** Type % to find a matching ),], or } . ** 1. Place the cursor on any (, [, or { in the line below marked ---&gt;. 2. Now type the % character. <a href=\"https:\/\/stevepedwards.today\/DebianAdmin\/chapter-9\/\" class=\"more-link\">...<span class=\"screen-reader-text\">\u00a0 Chapter 9 Notes Practical C Programming, 3rd Edition By Steve Oualline<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[2],"tags":[],"class_list":["post-3212","post","type-post","status-publish","format-standard","hentry","category-uncategorized"],"a3_pvc":{"activated":true,"total_views":1,"today_views":0},"_links":{"self":[{"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/posts\/3212","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/comments?post=3212"}],"version-history":[{"count":0,"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/posts\/3212\/revisions"}],"wp:attachment":[{"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/media?parent=3212"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/categories?post=3212"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/stevepedwards.today\/DebianAdmin\/wp-json\/wp\/v2\/tags?post=3212"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}