{ "cells": [ { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## ICS 104 - Introduction to Programming in Python and C\n", "## Overview of C - Lab 2 " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Online C Compilers\n", "\n", "https://www.onlinegdb.com/online_c_compiler\n", "\n", "https://www.codechef.com/ide" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "fragment" } }, "source": [ "# Lab Learning Outcomes\n", "- To develop code using if statements in C.\n", "- To develop loops in C." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Compound or block statement\n", "\n", "A Compound statement consists of one or several individual statements enclosed within a pair of curly braces { }. The individual statements may themselves be simple statements or compound statements. A compound statement is treated by the compiler as if it were a single statement. Unlike simple statements, a compound statement does not end with a semicolon.\n", "\n", "Example:\n", "\n", " {\n", " \n", " printf(\"Enter the radius [cm]: \");\n", " \n", " scanf(\"%lf\", &radius);\n", " \n", " printf(\"Circle area = %0.2f\\n\", PI * radius * radius);\n", " \n", " }" ] }, { "attachments": { "Two-wayIf%20example.png": { "image/png": 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" }, "Two-waySelection.png": { "image/png": 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" }, "if%20example.png": { "image/png": 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" }, "if.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "### One-way selection (if-statement)\n", "\n", "Used to execute a statement or a compound_statement when a condition is true.\n", "\n", "![if.png](attachment:if.png)\n", "\n", "Examples:\n", "\n", "![if%20example.png](attachment:if%20example.png)\n", "\n", "### Two-way selection (if-else statement) \n", "\n", "An if-else statement is used to execute a statement or a compound-statement when a condition is true; and another statement or compound-statement when that condition is false.\n", "\n", "![Two-waySelection.png](attachment:Two-waySelection.png)\n", "\n", "![Two-wayIf%20example.png](attachment:Two-wayIf%20example.png)" ] }, { "attachments": { "if%20else.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "### Multi-way selection with an else option (if- else if - else statement)\n", "\n", "Used to execute the first statement or the first compound_statement whose corresponding condition is true. The statement in the else part is executed if each condition is false.\n", "\n", "![if%20else.png](attachment:if%20else.png)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "Example: Classify a numeric grade:\n", " \n", "int validGrade = 1; // initialize validGrade to true \n", "double grade;\n", "char letterGrade;\n", "\n", "printf(\"Enter grade\");\n", "scanf(\"%lf\", &grade);\n", "\n", "if(grade < 0.0 || grade > 100.0)\n", " validGrade = 0; // set validGrade to false \n", "else if(grade >= 85.0) \n", " letterGrade = 'A';\n", "else if(grade >= 75.0) \n", " letterGrade = 'B';\n", "else if(grade >= 65.0) \n", " letterGrade = 'C';\n", "else if(grade >= 45.0) \n", " letterGrade = 'D';\n", "else\n", " letterGrade = 'F'; \n", "\n", "if(validGrade)\n", "printf(\"The letter grade for %0.1f is %c\", grade, letterGrade);\n", "else\n", "printf(\"Error: Invalid grade\");\n", " " ] }, { "attachments": { "if%20else%20if.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "### Multi-way selection without an else option (if - else if - else if statement) \n", "\n", "Used to execute the first statement or compound_statement whose corresponding condition is true. No if-branch is executed if each condition is false.\n", "\n", "![if%20else%20if.png](attachment:if%20else%20if.png)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "Example:\n", "\n", "if(grade >= 0 && grade < 45)\n", " printf(\"Fail\");\n", "else if(grade >= 45 && grade <= 100)\n", " printf(\"Pass\");\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Nested if statements\n", "\n", "The compound statement in an if-branch or an else-branch of an if-statement may contain one or more of any type of if-statement discussed in the previously.\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "Example:\n", " if(grade < 0.0 || grade > 100.0)\n", " printf(\"Error: Invalid grade\");\n", " else{\n", " if(grade >= 85.0)\n", " letterGrade = 'A';\n", " else if(grade >= 75.0)\n", " letterGrade = 'B';\n", " else if(grade >= 65.0) \n", " letterGrade = 'C';\n", " else if(grade >= 45.0)\n", " letterGrade = 'D';\n", " else\n", " letterGrade = 'F';\n", "\n", " printf(\"The letter grade for %0.1f is %c\", grade, letterGrade);\n", " }\n" ] }, { "attachments": { "WhileLoop.png": { "image/png": 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dhhajgsd+odvcCttkdP1yxJ6o9rFbGLElWV4aadaPndiLwr0cUv7Nnq77VDB3Jwvc/QWNY9FFf4uHW7eGMG1wz6aOzfyeirkVeYYrobnONyVc0dxzZP8UTcSv7+23Rnd4VdM5N9/ex9DRaZeSmaiaduxGb6ba6A3S3at6lPXWvVFH71PV+tUiM+mIJTHDjUWvWDIZV8ZsDhk62uCuDDqG2Dc302l81PE46mqadexNl6EepjXlWsOiSTaOYm7m2l123O3PsI8ZZ4zVPuJuK+LuI2InAzgSm+PGLBm+KRH3L+m9cfZdKSNW2oirevTVyf4FrPRWSPPW6EcR/Zjn3l5kQrGc3UcXrC4lQXcASFzn/tqFji6ZnRZNz5tB57cuKHUps2eF0tEFqOMXqrJlR1Slo8tc575egY4uzZfVMmJHVKXLrh03ZsmuXfCiqn4B5Hkz6HJaZy7A4heq6CJ2QalLsVzAREcXoM6+lIVTs7JlF7Co6r5Mh44uCZ256CGWU8focmbnt2oZsXNfTENHF+jOXKN2YcWK3KMqu3ZBiqrpXYJDR5foLvZLHOhybOerahmxS+9CGTq64HYRr5Cjy2ZdxlEVAAAA8EoGUTUEAMgI1RIAEoGoCgBxQLUEgEQgqgJAHFAtASARiKoAEAdUSwBIhEBG1WbNmrlPs81QtbD0nu0cvtegijJYlv3xxx9nnnnml19+Gfcxx4XMcpRFKs2Wp+LY+OjvRdzVqVNH3t+kTQ45E9UyXqiWjslRLZHDBTKqho6Vg0y9JMYNXrbSRNQFGa0U37iPNo6iLNJYim+hQoXmz58f47SSXHyHDRsmzVu+fHnSpogciGoZL1RLG9USyEFRNUaJKL5//PGHbPxSAuI72vg6zkUa3wMJcSd7vmbNmnndCmRnVMu4oFp6jmoJvyGqOiWi+Or3ZVKC4zva+Mrexbdfv36y//P5W4BAo1rGa5xUS29RLeE3Poqq9vlPjs3YnBtk2qOVQrYl+fAnG5X8Lx8EI34Qz+xpVRkWXxlAp6gTlQZkuEnLYHXq1EnvWZkXeVZHKGOWEcqMuL//sgeTZ6UZjunqUpK/8+fPN0tMXhKxeePGjatQoYIZ5ssw99udYolYW5cvX56SDvfn8tjfCxmteWd1mTi+kDKj0nVA/5c5Su9rNW2nlOAoEwWOB9Uy4gBUS4NqCWRNin+iaij8YS69bVI2qhTro7ZWCtnYzOYkfaJ/bRTjAYDog8l2Ls9K5TKt0loc5cQjbXl6m73WWTNCqRH6idax5GUwma5dgHRZOQqrnuNl9kMyvBRWWUqOiT7yyCNao/WhTF33IlHe7vSKb+wDONoZZSFLw6TN9tjkf3dhNeuA7oeEvhfpnWUlQybzlC/kNFRLB6pllgdwtJNqiRzOX1E1yrcqUk3sIqJDOiqaFBHZ9tIb+fEXXxl/xKei7DO05ekVJt1huD/HazW0B5OH7sHc03XvCeRVMnW7jxYyx6j0kls/FF89U829M5M+jmWl64Bjd2vvjx30KEuMLQQyi2rpGD/VMssDONpJtUQO56+oqlPUDU+rhnyi1f7NwsxgEct09POHjr/4ytab3oYd5VBBlFOvZI7MDEYR+3QjNt5RFmVsEY+myCT8UHylGel9/edYDhHfbhltenda0TcixhYCmUW1tFEtozSSaglkiu+iqmw8Whq0FpiPy/L5zy4ZnhRf+yQwt/RKT5Rt3v52LAqpsOmNXMZg16NYim+UgxZ+KL5R7uon/e26TPGFr1AtHW2jWmZ5ABvVEvBdVJUtRD8661k1etgg4vcynhTfLNxCJcpxAoqvG8UXAUW1tFEtozSSaglkiu+iqp7hpFcg6nnuUovdm5knxdfxtVqMopx9pXOX4Rj4Sksd51danH2FhKJa2qiWURpJtQQyxXdRVQ8JyDamJ7PrJZ/ubdWT4is7g0z9yoiKck2rXijgvgZT+tgXdWbqQoEMi2+CLhSQGXEf80jv8tI4XijgGCxK8eWaViQU1dJGtUzv2RDVEsgk30XVUHgjkc1Mq5XWYnno2KI8Kb6hYz86J8OYsiIt1J5RinKUOwU2a9bMrrPmfi6O4wd6Sa8ZTG81In3ct1/JsPiGwrdfse9mEpfbr+iM6Dhl4ej9YtxVPko7DRmJ476Pug+OePsVx2vTK77cKRCJRrV0oFqmh2oJZIofo6pWAVPd9JsI+zOouYlxinXn5Ig99eukiOz7m8Q4mJISYO63nBK+U53Usui/mBzlBKzQsW/xdGx6A+f0zo6KflNru9k6Bnu+HF/GpXdTa2GKlx45iMj9pZg0RpaDWSx6pprdwkwt5Axvam1ftKENtm+v7R6hfmHH768gcVKollTLSKiWwHFK8WFUzX4C8avW2Ru/ao1Eo1rGBdXSc1RL+A1RNUn0l1G8bkUOpYcooh/LAY4T1TJeqJYeolrCh4iqSaJn4sd+1SfiKMrVA0C8UC3jhWrpIaolfIioCgBxQLUEgEQgqgJAHFAtASARiKoAEAdUSwBIBKIqAMQB1RIAEoGoCgBxQLUEgEQgqgJAHFAtASARiKoAEAdUSwBIBKIqAMQB1RIAEoGoCgBxQLWErXPnzilh/JYBcJyIqt4rVKjQ/Pnz4zW2OnXq9OvXL15j84rMgsyI160AMoFqCbckRNX4VkvZGckuKV5j80r2mAsYRFXvxbeWZY+fxZNZkBnxuhVAJlAt4ZaEqBrfaimtzQZrcvaYCxhEVe8RVd2IqggcqiXciKqeyB5zAYOomih//PFHs2bNChUqJMvwzDPPlP+loNhf0yxfvjwlHTKwY2wycL9+/aQe6QAyQve3/NIz4tikv7t50hhtm2meNNgxKk29hcKGDRsmbdAGyLOOMxbkoWmbvnDcuHGOKeoA8tceWBaIPV0hLUlvsUgDIi5qHVuFChUcowKSKUdVS9kYTX3TDVnDgWMjtQeTv/K/PUDsdcYUFruu6ggjbvXSGGmSqW8yfnswmYo+ZYdIU2fsnuZ8U52u/i+lJuIpW9LTTFSGkamEji+qShWV8Zh5lxE6am/s1VLaLy+X5plF98gjjzgWnVksbjovjpmNUvPNqMxuS987eagNkKk7Rhh9lxSK+b3I1FwgKFKIqokg25JsbFIXdCvSMiHbYcTPvrHUsmphMhLdeqUoyNjccTAU21FV2c7tyiKN1DJhb/NaF6QQSMmT/nb5kL92/JVndWegxVEG0ArrDtwyzJlhWjJkeFlEMqS7hbEfJ9AdpHsfAyRZzqmWuslL7NBypJu85k57G5TBZOu2+8j/jmwRe53RmiBDSsoxOUza4P7kLOVFhrSzmgYmR/SJWDHcPbXCyHQ17wqtlo4sqEvALqoyRU1UWatLmupMzTc52D22WKql1l4ZpzZb3xp3XgzFdjwyxppv0moofBGFvETmSMavJ5LawTGWXVIo5vcixrlAgBBVEyLidpLeye9Zq2XplacMo6qUg4gv1Gpuj98uAfKUabxj7hx7I6Vh3dHfXX1kMBmV+xBFpr7S4qgq/CCHVEvZyjRwuPvbB/N0MPemrTHFbKqx1xkNte7ipsHUPJRXSeVxlwJHfQtlMqo6DshJtbG/19Jy5w5M6YXLWESs5BEXadZOAEgvzMUS8mKs+fbRUx2tabw9dzHukkKxvRexzwUChKiaEFqmY7wSP8lRNcotAuw66Bi/PVq7CkS50NIdzSO2OcvHCQBfySHVUoJCxG9CHKJclm6XoBjrTOhYqI34cdTOQDHWt1Amo6pjMEeZlSm6v0QKhcujY4T2l+YOjoon49eDzRHnxTFkMqNq7DXfnnfHaO0FGPtbFst7EeNcIFiIqoniOFdVz+WKOGQsUVVPvbJP5RFZi6pRaqXdkhh3Ifb377EUX6IqsqscUi1l24z4xbGD1Kv0CpF91n6momp6NUH6mxoS8YivGcyORHGMqlGqbpaPqoZc56o6zrg1YqmWetKwuZ5BlpKO2T1khiEv9pofY1SNcZeUXtuIqjlBClE1OaRSmBPtHTKsZVKwUsLffJnPl5qDsxxVYzm7PPaoGvGyrVjGqYiqyB5ySLUkqoaSFVUdpPERT3PKsFrK3kcWi+NwiYwty1E1xpofe1SN8YInomqORVRNHr3k3/2FToa1LOK5OFk+AaBZWIatjXEXkt5MxTJOdZxR1VzvmQ1u0YVAyyHVUgNTLINxAoD7BIDjFLF6Z1gt5aOF+73I8gkAsdf8GKNqjLuk9NpGVM0JiKoJEbFcpreFR7yW3x7MPYDUa70nQMRJu4952GPTT9gZ/j5W7LuQiHUwlnGqiKU84u5QL/l09NQLF2I/sgskSA6plnoivrtk6Vc9pkrEfllV7FE14ifSLF9W5b6nnpboLETVuF9Wld75oBFTXYbVMuJOQfpEXGM1XrsXoD13Mdb8GKNqjLsk90jco8rUXCBAiKoJIRuPbHvmXh6hcOGIeP+mULj6mBu4yPBaee3SI3XBDKD3vdK7fkSMqnpXLC3Beg8RPWXW3kR1GEfztGdmL6sys+ao+3prlSxfVqX7DHM3HBlAFkLEHaQeUuWGefBczqmWWivMRqdVS8+et8OB3tLI3jbddwbN7AkAUs3cN6ty5A+98MtUFb2lkfurcz0PwdxuSV+Vtagact1A8DhvVqUTrea6WWnESJdhtXS0Ta+41ysfIk5d7xdmbmulC9kOuzHW/Bijaii2XZJ7JBFHFftcIECIqgmh52nZN+3XW8FFHFi2Sa0s5rR0cy89wx5ATzky90N2pzTdJu3puj9KyqZr38HbcbdC+9cEtGe1Y7dxDlmn1duT1k/22l/Pi3I0LMWi9cu+V7M7xOstGPVZLTruGq1n8XJWK/wgR1VLzSV2UYr4cTGWnwCIsc6YUGvuFZ/lnwAw9MiiPYyjHNlX/GgBt3+6xfFlTno/AZCFGqVHVWUuzLVQWlTTO/SYYbXUDwl228zijfiLM2ZGdLoR7+Edpea7a7uZnBb/asd+5cGe5Si7pFAm34vY5wKBkEJURXDpniaOp4IBWUa1TCgutQRyLKIqAsx9jgHgFaplQhFVgRyLqAoAcUC1TCiiKpBjEVUBIA6olomT8m/cmQ7IUYiqABAHVEsASASiKgDEAdUSABKBqAoAcUC1BIBEyDiqAgAAAF7JIKomIiADAAAAGSKqAgAAwKeIqgAAAPApoioAAAB8iqgKAAAAnyKqAgAAwKeIqgAAAPApoioAAAB8iqgKAAAAnyKqAgAAwKeIqgAAAPApoioAAAB8iqgKAAAAnyKqAgAAwKeIqgAAAPApoioAAAB8iqgKAAAAnyKqAgAAwKeIqgAAAPApoioAAAB8iqgKAAAAnyKqAgAAwKeIqgAAAPApoioAAAB8iqgKAAAAnyKqAgAAwKeIqgAAAPApoioAAAB8iqgKAAAAnyKqwo/++ecfr5sAAAC8R1SFjxw5cuTnn3/et2+f1w0BAAC+QFSFj2zdulVWuW+//dbrhgAAAF8gqsJHJKqmpqYSVQEAgCKqwkckqubOnXv+/PleNwQAAPgCURU+QlQFAAA2oip8hKgKAABsRFX4CFEVAADYiKrwEaIqAACwEVXhI0RVAABgI6rCR4iqAADARlSFjxBVAQCAjagKHyGqAgAAG1EVPkJUBQAANqIqfISoCgAAbERV+AhRFQAA2Iiq8BGiKgAAsBFV4SNEVQAAYCOqwkeIqgAAwEZUhY8QVQEAgI2oCh8hqgIAABtRFT5CVAUAADaiKnyEqAoAAGxEVfgIURUAANiIqvARoioAALARVeEjRFUAAGAjqsJHiKoAAMBGVIWPEFUBAICNqAofIaoCAAAbURU+QlQFAAA2oip8hKgKAABsRFX4CFEVAADYiKrwEaIqAACwEVXhI0RVAABgI6rCR4iqAADARlSFjxBVAQCAjagKHyGqAgAAG1EVPkJUBQAANqIqfISoCgAAbERV+AhRFQAA2Iiq8BGiKgAAsBFV4SNEVQAAYCOqwkeIqgAAwEZUhY8QVQEAgI2oCh8hqgIAABtRFT5CVAUAADaiKnyEqAoAAGxEVfgIURUAANNeEZ0AACAASURBVNiIqvARoioAALARVeEjRFUAAGAjqsJHjj+q/vPPP3FsDwAA8BZRFT4Se1R1RNIhQ4Z06tRp+vTpCWsaAADwAFEVPpKpo6pr1qyZNGnStLD8+fPLutq2bdtEtxAAACQTURU+kmFUPXr06MawAwcOtGnTJuXfnnjiiWS2FgAAJBpRFT6SYVRdtWpVampqrly58uTJI3+JqgAAZG9EVfiIHVUdZ6O+8sorpUqVKlu2bEr6iKpALMzGxWWIAPyPqAof0aj6zTff6MPt27ffddddTZo0admy5dlnnx0lpKpu3bp5234gKMaOHfvss8963QoAyBhRFT6iUXXx4sWzZs3q0aPHQw89ZCfR1NTU6FH1mmuueemll14AENWAAQPOP//8ihUrer3FA0DGiKrwEY2qy5Yt69u3b+nSpcuUKZPhkVRb0aJFL7zwwnIAopLNRDa0WrVqeb3FA0DGiKrwEY2q3377rT5csWJFvnz5ChYsWKRIkRNPPDHDqNq5c2dv2w8ERceOHatUqeJ1KwAgY0RV+Igjqh49enR3mPz/8MMPZxhVn3zySU+bDwTGo48+WrVqVa9bAQAZI6rCR6LcrGrDhg3ffPPNDz/8IEH2hBNO0GzqOHuVOwAAMXrkkUeIqgACgagKH0kvqjpuqTNy5Mh33333+uuvdxxVJaoCMSKqAggKoip8JFM/rPr55583bNiwZZi8StbV9u3bJ7qFQPZAVAUQFERV+EjsUdVxnPX2228vXrz4gAEDEtY0IFshqgIICqIqfCRTR1UBZBlRFUBQEFXhI0RVIDmIqgCCgqgKHyGqAslBVAUQFERV+AhRFUgOoiqAoCCqwkeIqkByEFUBBAVRFT5CVAWSg6gKICiIqvARoiqQHERVAEFBVIWPEFWB5CCqAggKoip8hKgKJAdRFUBQEFXhI0RVIDmIqgCCgqgKHyGqAslBVAUQFERV+AhRFUgOoiqAoCCqwkeIqkByEFUBBAVRFT5CVAWSg6gKICiIqvARoiqQHERVAEFBVIWPEFWB5CCqAggKoip8hKgKJAdRFUBQEFXhI0RVIDmIqgCCgqgKHyGqAslBVAUQFERV+AhRFUgOoiqAoCCqwkeIqkByEFUBBAVRFT5CVAWSg6gKICiIqvARoiqQHERVAEFBVIWPEFWB5CCqAggKoip8hKgKJAdRFUBQEFXhI0RVIDmIqgCCgqgKb/zzzz/unocPH5aounTp0hiHB5A1RFUAQUFUhWf2798/adKkiRMnfhr22WefjRo1KleuXP379582bdqnx0yYMGHr1q1eNxbIVoiqAIKCqArPrF+/PiU2M2bM8LqxQLZCVAUQFERVeGbjxo25c+eOJarOmTPH68YC2QpRFUBQEFXhmaNHj65Zs6Zs2bJRQmq+fPkWLlwoQ3rdWCBbIaoCCAqiKjxWvnz5KFE1f/78Bw4cCHFZFRBXRFUAQUFUhcdKlSolq1lqaqojpJo+XFMFxB1RFUBQEFXhsZYtWxYsWDC9b/9r1aq1a9cur9sIZDdEVQBBQVSF95o1axYxql5xxRVeNw3InoiqAIKCqArvNW7cOGJUveiii7xuGpA9EVUBBAVRFd6rU6eO+3TVevXq/fHHH143DcieiKoAgoKoCu8tXLiwQYMGjkOqbdq08bpdQLZFVAUQFERVeEzvQjV48GBzYFX/Nm3a1OumAdkWURVAUBBV4QsffvhhyZIlzSHVwoUL9+7d2+tGAdkWURVAUBBV4T09sPrdd9+ZqPree++FuO0/kDBEVQBBQVSFX8ybN89E1eHDh3vdHCA7I6oCCAqiKvxixowZJqoOGjTI6+YA2RlRFUBQEFXhF1u2bHnuuedy5crVqlWrlStXet0cIDsjqgIICqIqvGefk5onT561a9e6+wOII6IqgKAgqsIXdu7c+euvv86fP19WuQ8++ED+37Rpk9eNArItoiqAoCCqwmNHjx6Vvy+99JKepZo7d269r+r9998v/Y8cOeJ1A4FsiKgKICiIqvDYddddV7x48Xz58unN/1euXLl58+adO3cOGDBA+pQoUULTKicDAHFEVAUQFERVJJsJnfLP7bffrgdTr7/++rlz53711VdmsA0bNowbN+7DDz+sVKmSucqKwArEBVEVQFAQVeGBBQsWdO7cuV27drKCPfjgg127dp05c6Y9gB1JZci2bdvKYGPGjIk4AIDMIqoCCAqiKhLOjpUSSefMmVOvXj09mHrzzTfv3bvXPZiD7FbPOeec++67b9KkSePHj484ZgCxI6oCCAqiKpJh//7969evX7duXYECBWSlOuGEE0477bSKFSvqs9ETp3l26tSp8trChQsvXLjwjz/+2L17d8LbDWRTRFUAQUFURTJMmDBBr+7Xg6mdO3cOZf7qfs2sBw4cKF26tIykZ8+eCWkrkAMQVQEEBVEVCSeZsnnz5gsXLpTVafr06WvWrNm2bdvxjHDTpk3ly5c3N7RSnAwAxI6oCiAoiKqIMzsyPvTQQ/fcc0+RIkVkRWrZsuXYsWMjDpYFX3/99fvvv//8889Xr179xhtvjOWEVwAGURVAUBBVEU+aFFesWNG1a9e+ffvq1/2XXXZZ+/btn3rqKXuY45+KWLVq1d13392iRYvOnTv36NHju+++i8v4gWyPqAogKIiqiLMtW7b079+/ZMmSsvJUrFjx0ksv/eSTTxIxITuS1q1bVyZ33XXXrV69OhHTArIZoiqAoCCqIm62b98uf2vVqnX77bf/+uuvxYsX37Nnjz6VhCOdDzzwgKyuNWrU2L9//9atW/X3WgFERFQFEBREVRwXk0EPHDhQokSJE088Ub/0v/TSSw8dOpTMlkgD5O8XX3yhDVi+fLmjhQAMoiqAoCCq4nh99NFHp5566iWXXKIZsX379itWrFiyZIknjdm7d+8333yzcOHC6tWrFytWbMCAAZ40A/A5oiqAoCCqItPMccpOnTrVr1+/b9++TzzxhKwqr7766uuvv/7bb7953jAxceJEiaq5cuVq2rRpu3bt3AMAORlRFUBQEFWRCXbUGzFixKOPPiprSIUKFd555502bdpEHMxDo0ePvvPOO6+88kppZI8ePbihFWAQVQEEBVEVmfPXX3/99NNPX375pawb06ZN69KlS+HChRs0aOB1u5xMHl23bl25cuVKliw5atSoJUuWrF+/3tuGAX5AVAUQFERVxGr//v3yt3v37npO6kknnSR/x4wZ43W7YlWtWjVpcMOGDeX/ffv2ed0cwEtEVQBBQVRFrMqXL583b94CBQrIWpEvX75NmzZt27ZNr7sPiiZNmkjjZS5KlSql5wNwMgByJqIqgKAgqiJdJsbt27fv2muvnTdvXsWKFWWVOOecc3788Uf3YP63Zs2aOXPmDB48WOZC0uqyZcu0f4BmAYgLoiqAoCCqIpqZM2e2b9++ZcuWsiY0a9asb9++L7744vjx471uV1bYt4Dt06dPt27dWrVqJbM2evRo9zBA9kZUBRAURFX8HzuojRs3bvLkybVr19YzU++8884qVaosWrTIPWSw2C3X825LlCjx8ccff/TRR+ap4M4dECOiKoCgIKriX3bv3r18+fJly5ZVqFBBQ2pqauqNN95oBsg2MU5nZMiQIYUKFdITcL/88su1a9fqz8MC2RtRFUBQEFXxLyNHjpQ3PXfu3JJZ69WrJ//Xr1/f60Yl3O+//54rVy6N5k899ZTXzQESjqgKICiIqvg/Tz75ZMuWLZcsWaIHUz/66KOtYV63K+H++eefdevWbdu2rVKlSjLvLVq0sJ/ysGFAghBVAQQFUTXnskPYzTffXLt2bf0evFmzZlOmTBk9erT5KjznxLVVq1bddNNNshCuvfbaWrVq7dq1S/vnnCWAHIKoCiAoiKo5lGavxYsXt23b9oUXXnj++eflvb7iiiu6dOnSs2dPx2A5hM7swoULO3Xq1Lx5c1kgjRo1euaZZ2bNmhUK5qL466+/TNoGbERVAEFBVM251q5dK6n0jDPOkHd5+vTpTZo0mTJliteN8pidR+vUqXPVVVfJwqlcufLKlSs9bFWWffLJJ5K8vW4F/IioCiAoiKo50aZNm/bv33/NNdc0aNBg+fLlhQsXTk1N/emnn0LBPHaYUJ06dZKt4Nxzz92+fbsstyNHjnjdoljt3LmzWbNmb7/9ttcNgR8RVQEEBVE1x9mxY0f+/PlTjqlYsaL0PHz4MCE1PS+//LJZXIsXL/a6OTGRd/O11147+eSTX3jhBa/bAj8iqgIICqJqjqAx9L333jvhhBNk/7Ru3ToJMR07dpR/fv31V69b53d///338uXL586dK5tDvnz5ihcv/vzzz3vdqGi2bdsmCVVP7ShQoECRIkUqV66sTzVv3lwennvuudWrV9+6deuAAQO6dOmyaNGiJUuWFC5c+IILLihduvTYsWNlyKVLlxYrVuz888+XPu+8846+/MiRIxLWa9WqlTdv3ltvvdX+fV0EC1EVQFAQVbMz+0Dpa6+91r17965du8p7Wrdu3YEDB27evNnDtgWF4xe8Pvjgg3POOUeW4YsvvhhxGD84dOjQvHnz5NOI3hZXPqKYH4+V/jfeeKNG2BUrVkyaNKlTp04TJkzYv39/v3799Mjx4MGDQ+HzB1599VXt06tXL+0jw1xzzTX//e9/ZV1q2bKl5F0ZRqK8l3OLLCGqAggKomr2ZIenQYMGDRs2rGDBguXLl3/zzTdbt27duHFjiR0h/2WsQJg2bdp5550nm0afPn1eeumlHTt2aH+/LcwSJUpII+UziemjLXzllVek/6mnnrpq1SpJmXPnzjVnNZxyyinylKwk5iUymPSR2ZT/16xZc9ZZZ8nDTz/9VB7KX/n/zDPPlP7JnC/EBVEVQFAQVbOtdevWzZs375NPPtEDY2XKlLngggvuu+8+M4DfolUg6EKbM2eOLMxzzz1XFmzv3r0XLlwosc/rpv3LgQMHTjvtNM3Tjqd69uwp/SXI6scVY/v27Xog1kTVffv2FStWzETVFStW6LrUv39/md++ffvqw+XLlydnphBHRFUAQUFUzYb0C9kuXbqkWD777DOv25VN2BH/nHPOSU1NlcV7yy23hMJL3icfADKMqiVLljx8+LDdP8OounLlSl2XcufOnSdPnnz58p1yyinyEr/FdMSCqAogKIiq2VCZMmXkjRsyZMjs2bM1W3z//fdeNyp72r17t/x9+OGHZSHnz5+/UKFC27ZtC/ngiHUsUfXQoUN2/9ij6scffywPdx1z9OjRpMwT4omoCiAoiKrZgQlGkjYqVaq0aNGiiy++WN675s2b//jjjwsWLCBMJNSePXvMMeyyZcsuXbpU+3sYWCWqFilSJLNRNU+ePPLUW2+9pX2OHDlSvHhxE1XXr19fsWJFeTht2jTHOD2P5sgsoiqAoCCqZhNjx4696667GjVqJG+Z/PPyyy/369dvwoQJZgDCRILogt20adPAgQMHDx4sy79ChQryIcEEvpAXC//gwYMSRKQxAwYMCIWviJoxY8a+fftCxy6rKl26tKNtu3btqlGjhh6P1z6zZs0qVKiQ9HnjjTdC4Sz77LPPykPzswIy2q+++mrv3r1JnrtMYc2P6PHHH69evbrXrfAA6wMQOETVoDIFd/jw4e+++26PHj0uuugiPbAnGcWcPkhdTgJ7IUsCaNiwYf78+QsXLiyfH+St0R+4SvIbIROVxHnJJZfcfffdH3zwwSdhhw8fnjt37nXXXScrSa5cuSSz2veZknQ7ZsyYyy67rH79+iNHjpw3b548lMFk4Jo1a37zzTcyTFpamvwv8yjhVWZt2rRpX3zxhc+jqvjll19ef/31QYMGDUbYe++9V6VKlZIlS8qnDq/bkiT67n/55Zder4wAMo2oGmwSHS699FJ5mzp37jx16tQzzzxT0olkjhAh1VMS9fLly6efHMaPH5/8EzDk3d+5c6dkZQmmEkomTJiwa9cu6d+iRYvixYvLSnLBBReUKFFi5cqV9qtkzRk9evQ111xz5ZVXyn592bJlV199tQxZrFixhx56SIf54Ycf5HORrHU1atT4+uuvkzxfWdOrVy+9r9bpCCtVqtR5552nv/jgdVuSRO+zdsUVV3i9MgLINKJqIOm12/r7SXv27Kldu7b807hxY6/bhf/z1VdfyZuSN29e+TtixIhQ+M78Xjcqh5JsXb58ea9bAY916dJFPmJ53QoAmUZUDaQOHTrIW1O0aFH5m5qaOmXKlF27dpl70cMPJJj++eeff/31l95FP3fu3A0aNDDPcsw7mZ5//nmiKjp37kxUBYKIqBoAdqypWrXq5ZdfPnLkyGeeeUa/X37//ff1G/9QYAOQu9kZfmPu8zm1mzd//vy5c+dKTpU36+abb65evbpEWPdgiJFjocWyDCWqXnDBBQlrEYJBaiZRFQgioqrf6Z7422+/ve+++7p06fLyyy/LmyJptU+fPj179uzfv789WHBNnz69ZcuWTz/99OOPP75x40bps2HDhilTpnz11Vfme/O9e/du2rTJvGTVqlWTJk2aM2dOIOb9119/veuuu/TTRdOmTZ944ompU6eGgv/GeWLz5s2yADt06LBly5ZYhieqIkRUBQKLqBoAixYt6ty58/nnny9vx+TJk9u0aXPZZZdJZjUDZIO4M2HChDPOOEOT3IIFC6TPN99806JFi8cee8xcYL5s2TI96VNJ1GvevHm3bt38P/vaQongt956qx5eFbLXlHfWMQxiIctNl6G8+/Ih5+OPP5a/9gCOhUlURYioCgQWUdW/ZHe7atWqv/76q06dOh07dtSLqPLly5ddb0T1448/2r+t9fPPP/fs2XPw4MH79+8Pha8ke+edd+644w4z/Pz581944YXhw4cHYjnYjaxbt27JkiVlTkuVKrVp06Y1a9ZwxVWmLFmyJOXfihQpsnbt2nXr1snWsXPnTsfwRFWEiKpAYBFV/UtCzAknnCBvwZdffjlixAjdH+/Zs8frdiWKZvH0fgZ25syZ1atXL1OmTNLblShvvfWWSVrz5s3zujlB4o6qtq5duzqGJ6oiRFQFAouo6i967G1w+EePrrrqqr/++kt/yb1du3Z//vnn77//7m3z1q5de//995coUaJ169YzZszQ452h8A8dTZw48YwzzsiTJ0+nTp1ksFD4tz3POeecU8NatGixePHixo0b33vvvV988YUJ3EeOHJH+NWrUaNasmYluq1ev7ty5c968ec8666wLL7xw7969n376qeRUvd1BkbDChQuXKlXq9NNPr1atmrkG648//nj55ZcLFChQqFChN998U5ZeKHwf0Pz588uoihUrNnDgwKlTp9avX79t27YyXXM5mlfGjx+vs1y8eHFp3uOPP+5te4IielQtWLBg6dKlq1SpYobv169fuXLlPGww/ICoCgQUUdV3unXr9sILL/Tp0ycl/CtBI0aMGD16tOQqr9sVkjbcGSZJ+rnnnrvnnnvWr1+v/Vu1anXFFVc8++yzffv2ve2222666ab3338/FD6d9D//+Y/MiATKFStWzJw5UyKjvFCPm+7evVtms3Llys2bN5fQNnToUI0aP/3007p162Qwfbhjxw4ZUn8zViLImLBJkybJhDTkaVSdPHmyZFBJvb169ZIFePXVVzdp0mT27NmSRyW26qg6duwoOVgWqYTdrl276vVbntDPJJLmZcY///zzsmXLSvNOOeUU0mosZPVIL6fKhxnzf926dWWVuPvuu8uUKVOpUiWvWw2PEVWBgCKq+s5FF11Urly5tm3b5s6du1OnTqa/52dkvvzyy3ny5HnkkUdC4RNJ33rrrW3btoXCv8yUEv6hzs2bN8vDpk2bysNbb71VXyWxVR7WqlVLA2WJEiXy5s0rqTQUPgh69tlny7PDhg2Th59++qkmjLS0NHkoAV3+z58/v07lySeflIcXXnihaY/5CSIdsyyxlGO/RnPo0CGNyOa74MKFC8vD559/PhT+5Xr5X+LLd999l6yFF4F9Q64bbrjBBKzOnTvLPvUppEM+Ef33v/+NclTVEVjVNddc4+F7DT8gqgIBRVT1nW7dul1++eUlS5aUlDZ37tz//e9/mtU8j6p169aV9UEio6P/wIEDpX+hQoX27dsXOhYZzamB119/vTy88847Q+Fwpj9v+PTTT4fCt6PSGDFu3LhQ+JJ/fajHXCW/alTdvn27POzYsaM8tL/GlchiR9U77rhDHsrk9Fn9vdkHHnggFD4/QZonD4cMGRIK52ydkIc/CK7v5sGDB6dNmzZv3rzzzjtP2lOsWDFJ9pchKvk0ImtX9KjqVq1aNa/ea/gEURUIKKKqv5g8umDBgpNOOkmCmrwFAwYM8LZV6pxzzpHGPPXUU47+ematZMHdu3fLw9atW8vDiy++WJ/VqNqwYcNQOKpKskw5drBz48aNuXPnlodjxowJuS6rymxUlUnIw+uuu06fveSSS+Rhq1atQlZUHTRoUMiKqo47HCXf559/ri0pWLBgvnz59Ig1MrRq1aoMs2lqauppp51WokQJvdlC1apVvW41PEZUBQKKqOpTEr8OHTp05MgR/Yr8scce87pFoQcffFBaIknU0V/ynx1V27RpIw8vuugifTZ6VM2VK5c8/PDDD+XhvHnz4h5VH3744ZBfo6re1UHNmDEjFL4hl4ftCZDol1Wp4sWL79mzR7agUPibCn5YFURVIKCIqn73a1j37t0LFChgf4mZ/PMBxo0bJ7v/Bg0a/Pnnn5s2bRo9evSOHTtC4bv3Fy1aVFaVlStXSmq888475f9mzZrpq26++WZ52KRJk5AVVXv16iUPZTxVq1aVh6+++qo8nDRpkoYMmV95+MEHH2hU1Tlt1aqVPCxbtuyWLVvefvvtUPjc2ZTwKac6oS5duqSEj+ZKYt66desZZ5yRO3du82teeq7qO++8I/8vXbpUJ6S/NZCcJWlPpXHjxuedd96JJ55YrFgxWWgSvDy/F0GwOKKqfWbqgAED1q1bJwMsX77cDP/iiy/6+WZV8tlM1oQLL7xQto6xY8emN5isQu+++65sO/Pnzzc9q1evLqu6bBf33ntvlhsgm6FMWkbSsmXLLI/EJhupbJiykstodWP3A6IqEFBE1WD4/fff77vvPnk7brnllvr16y9cuFD7JzOwSjCVxHz55ZffdtttElvnzp2rJ6du3LhR9qDNmzeXJF2pUqU6der06NEjLS3t8OHDLVq00ABxwgkntG/fXlqrRzeLFCnSp08fee0XX3zRsWNH2VPKmIcPH64DX3311RLmypUrpw+vvfbatWvXyu5ZUrIkUXnhrFmznnzyyVNPPVUHkClKNpWAK+FVhrnqqquqVKly1113DRo0aP369RJczEVLJUuWfO+991avXq0Pzz///IkTJyZ6uZn3aPPmzTJf5pIgCU9z5sxxD4YMuY+qygo2YsQIWYX0DmUOPr+vqqy9vXv31hl57bXX0htM1pBnn31WPgROmTLF9Pzkk0/0d+wqVqyY5QZ8/PHHenqPfYev4yGV4c033zz55JNlnA899FBcxnn8iKpAQBFVA0BDjOzPJOXo9fWS3gYPHjx+/Pgkt0QSc79+/Vq3bi1hUXOqOnLkyA8//NCyZct69epJYtCfCzp06NADDzwgCbtt27ayf5WoKj27du364IMP3n333S+++KK+VpJuly5dBgwY8PXXX8tTMnKZRwma9957r7ywVatWEs2XLVsmQ/70009DhgyRrHngwIFevXrJSGQAHZvefGDv3r1Tp0698847GzVqNGPGDBksFD6vUfLrww8/LAM3bNhQ9qB///237D5lQnfccYfs6ZOw3GbOnDl06FC94EzIUpIlI/kgRELNksWLF5tPKR06dJDtQj7qmGfdi9TnUVUVLFhQ5uiNN95wP2XmSD6wyae7NWvW2M/qh9jq1asfz9SbNGmSYl2VGBfywVLG+eijj2Y4ZHK2AqIqEFBE1WCwS/n9999/7rnnpqamFihQwBxeDaIk7J9imUSim7F27drKlStrtKpSpcpll12mwToJk86ufv31V1mM5cuXX7FiRSzDJzmqytu6ZcsW+fD2zTffLFmyRA/0pqWlycMFCxb8+OOP8uzBgwdlgNmzZ8vHsKNHj8rHp1NOOUXWkNdff10GlvmST26rV6/Wj1uh8HHKefPm/RgmL7cn17hxY3dUlU+PsprJS+bOnSufBjNc0/RU7xo1asiQy5cv13N7HOTDp6zMc+bM0dFu2LAh4tnVmzZtktmUGdQbNUhUlXHKS7777jtZApKz5VXyqVLGIMlbloCMJzNLN+uIqkBAEVWD6sMPP5R35+STT5adh+zP+BF5v5GssGfPHtkln3766ZpTa9Wq5XWjsqFY4n6So6q89e+++26ZMmXkTf/Pf/4zevRo6SkfL3U1OOOMM95++23JZ3qKy2233fb777/v3r1bo2rfvn0XLVrUokWLXLly1atXT3Khnse8atUqvQZRSOSyJ+eOqpJrFy9e/PTTT+vwHTt21O8lotCoKh+lvv/+e5nu0KFD161bZw+wa9cuSc/33nuvDJYnT56U8E/oyUdlWcPtwaQcPfHEEwULFpTx6C3YJKrOnDnTnKrRtm1byeXm0kbx8ssvH+cCjxFRFQgoompQSTaVJLR582Y9ZfPNN9/0ukX4/5jkNHv27NTUVD03N+XYHV7hieSfACDBrk+fPqeddlrlypX195Dl79VXX62nYm/dulXWk7lz57766qt6c19zVLV58+ZLliw5fPiw/C1SpMgtt9wiAVHHuW3bttKlS8swzz77rD0td1R97733JCbKLH/77bfffffdJZdcUrZs2eglQqNqpUqVli9fLgFU8vRNN930v//9z/xQxQsvvCClpmbNmr/88suOHTskT19xxRVnnXXW4MGDdQBp8+TJk2V+L774YsmpCxYs0J/h6NChBz5LZQAAF0BJREFUQyh8Uab8X758eZ1fGe1vv/126623jh8/3vw+c6IRVYGAIqoG3g8//KBpVfZM99xzj/bkm2UPyR7xsssu099KFR988IHs+/VHaOEJT85VlcwnUaxcuXJ6wb6sA7169dIEqbdje/fdd7/44gv9qn3nzp3mqKq+/MCBAxJVpY/JgkJ/QSPDqProo49KH1kJ9aFG5OhX92tUvfbaa0Phj8ESOm+44YbChQu3aNFCB7jxxhtlgEaNGpmXyBSlT9OmTfVh3bp15YNZvXr1JODKQwmgeti4Xbt2ofBFmZJZixYtqjMok5AsPmLECHMyTBIQVYGAIqpmB59++umAAQNuueUWeb/uu+8+k1MJrMlhL+fevXvr16PFihV76623Xn31VXM+H2+HV7y6rOrhhx+WNUFvI9W/f3/JcA888IC5h1rXrl31frohK6rKOqN9JKrqR1BZo7SPuddbhlFVUqmugfLP/ffff9JJJ2V4/olGVfuyKkmlKdYNkitWrGjmRdWsWVP6SELVh8WLF5eH9m9Bly9f3r6sKi0tTcK3vGrp0qW7du2S4L527Vr754UTjagKBBRRNfBMAPr555/r1KkjOySJR4MGDVqyZIm3DcsJzMLfsmXLiBEjRo4cqUezZDf/yiuvuAeDJ7yKqsOGDcuXL5/ks82bN/fo0eO3334bM2aMxM1q1aqtXLmyZ8+ekt50SBNVzR0A9u/fr+GvX79+2if2qKo3RCtYsGDt2rVvvfVWWRvr168/dOjQQ4cOyfjlnzfDhgwZMmrUKF053VFV827lypX1YZUqVfT8BDOAHmeVMetDPTfXbpsjqh48eFCqU6lSpSSkrl69+rHHHjMXjSUHURUIKKJqNmGHoSuvvDJXrlxPPPHEmjVr9Hb6SJzff/99/fr1ffv21a/7Tz311B9++EGfIqH6hFdRVTbAtm3bnnjiiZJKx40bJ3n0jz/+kIgm60mbNm0kJpqvv+MbVfW2aJUqVXK0R6qBrJ+nnXZaybDChQtLrbB/7M2Oqs2aNZM+V1xxhT686qqrIkbVO+64Qx/q5YP2Dy9rVNW71Cn5LCezcP755w8fPlwWCFEVQCyIqtlWjx49UsI3vZf9wdEwr1uUrUgM1bsuVKtWTUOqfDzImzdvMs+9Q4y8iqp79+4dMGCArh56BqdsjBJGtc+UKVP0d19D1mVVsUTVbt262VNxR9W33nqrRIkSF198sT6UdTXDCuD4XeJ169bVrl1b+lStWlX76A/LmV+hE/rLGg0aNNCH+iMCLVq0kDiufTSqSm42L/nzzz/11+zKlSsnk0jyZzmiKhBQRNXsbNiwYfIOFihQQCKU7ik5znf8dBn+/vvvRYsWLVWqlMaO66+/ft++fZJTWcI+5OFPAIwZMyYl/MPCJsClpaVJYJKeixYtMoNJjtSo+t5772kfWZ00qtq/X6Vfsvfs2TNkbcvNmze3U2YofKnlrbfeKmlVb1m6ZcuWCRMmTJ8+PUo7b7/9dj13ZevWrfIqSZkVK1Z88803zeWAeqnWTTfdpBfs79ixo0KFCvLx7LnnntMBfvvtt1deeUWWs4RmedWnn34qDdCtQ15lJtS/f38Z89NPP5215Xk8iKpAQBFVsyfdje3ateuzzz6bNGmS7jDefvttr9sVbCYcLFiw4MILL9Sl+uKLL86aNeunn37ytm2IwsOoKsH0nnvuGT58+J49e7TPunXrJN499NBD5gD80qVLzc8I58uXTwKfhEvT54QTTpB1bOfOnZdffrn2yZ07d8eOHfW1evGTqlmzpubIw4cPSzBt1arVfffdJ6/q27fv999/H/Gu/sY777zTvXv3zp07Sxo+++yzH374Yflwa9ocCt/QYOjQoXfccYc8e+WVV8rfxo0bv/vuu5JQzTB///33xIkTH3nkkTZt2sycObNBgwb33ntvv379Pv/8czOMbCyvvvrqF198EacFnAlEVSCgiKrZln14T/Yxjz32WLt27dq2bdunT5+IwyA99lJ66623JGdcf/31Gg46dOigvyIbYmH6mIdRVVaPH374YfXq1eZGEHv37l22bNkvv/xiztRcu3atbJs9evSQSNq+ffvx48dLrJQwKmua9JF/Ro8eLamxU6dOkialj/xjbpLau3fvp556Snp26dKla9eu5qdADh48uHjxYonIMrB8XrVDZ0SSm7dv3y6tkgZIrZD07B5GRiKjkqbKALLmS+h03xJVtoIlS5aMGjXqzz//nDNnzo8//uiYtIxBYnHSfqHKRlQFAoqomoNMnTpV70g/YsSITz75RH+ekYAVnS6fffv2TZw48csvv9RvaQsUKHDHHXc0bNjQHga+5VVUTejv+gZ0rXvttdeS9vNUDkRVIKCIqjmF7tiWLl1apEiRwoULyzv73HPPBXRvl3xjx47Vw6jFixeXuO/JmXbIMg+PqiIU/qXZHTt2bN26ddOmTQMHDjTn4yYZURUIKKJqjqPxtEKFCvLmtmrVyuvmBMDgwYPN6YALFiwIBfaAVo5FVPXW+vXrH3/88dtvv3306NEzZsz4+eefPWkGURUIKKJqDrVu3bqNGzf26dMnNTX1P//5j+lPCLOXQJ06dfT2QGedddaGDRtWrlxpzjhEgBBVvbVly5bu3bvLdvTf//7Xw58mIaoCAUVUzdHWrFkzbNiw4cOH33zzzTVq1JgzZ47XLfKSCamyWCSk3n333Xok9corr7TvK0SaDxyiqrcOHjwoH/PGjh27YMGC3bt3e9UMoioQUETVnMuOXPoLOpdffnnv3r1HjBjhYau8NWXKlJdeeklvVKk3PO/QoYPeWIeEGlxEVV/xalMiqgIBRVTF/08yWYUKFfLly5crV64ZM2aY/jknov3yyy8XX3yxhtQbbrihWrVq5laUOWchZEtEVYSIqkBgEVXxL5MnT5Y3/eSTT166dOnOnTv37dvndYsS7tChQ9u2bdu6dWvRokU1pzZq1Mg8S0jNBoiqCBFVgcAiquJfjhw5ItHt77//1p8M7du3r9ctSrjPP/9c5vSkk07SnGp+BwjZBlEVIaIqEFhEVUS2aNGin3/+uUOHDgULFrztttu0ZzY7xPjII4+UK1eudOnSGlInTZq0dOlS/WUEZCdEVYSIqkBgEVURzbJly26//XZZDerVq2d+szG4gdVu+dNPP33yySfLrJ1++uljxox5++23zbPBnUFE1KNHj4svvtjrVsBj8onlkksu8boVADKNqIp0aWJbvXp148aNGzZs2LNnz169euk98INr/fr1r4fpkdTzzjtv5MiR5llCarYkGSV37tyDBg16GTnV0KFDK1WqVKFCBa9XRgCZRlRFNHZ0q1GjRv78+du3b79kyZLvv//ew1ZlzYoVK1auXNmlSxcNqRdddNG55547duzYEAk1uxszZkyZsP8gp5J3/4wzzuD3+YAgIqoic1566SVZK0qWLLl9+3av25I5l156qYbUvHnzFilSZOfOndqfnJq98f4CQKARVZE5+/fv37Vr1y+//CKBb+XKldrTn2nAPve0bNmymlPr1q0rDwOXswEAyJmIqsgEO5LOnj37+uuvL1KkSP/+/T1sUnTTpk279NJLr7rqKlmTBw4cuHDhwl9//dXrRgEAgFgRVZF1b7zxRpcuXTp16tSkSZM2bdqY/l4dZLWnO2DAgMcff7xy5cp6MLV79+7m5wz8eQwYAAC4EVVxvKZPn37llVfWqlVr6NChI0aMWL9+fciLOKhT3LVr1wcffDB+/PgTTzxR1t6iRYs2bdq0RYsW9jAAACAoiKo4Lnb4O/fcc2WF6dChw/79+z1pzNGjR4cPH66HUU8//fSSJUv27NnTk5YAAIC4IKoinqpWrSrrzL333hsK/0Zr0qar0+rdu3fKMUuXLk3a1AEAQIIQVRFPf/75586dO1977TVZc0499dSDBw9q/0R8826Ps3r16sWLF8+bN69M94QTTli1alXcJwcAAJKPqIr427Rp04dh11133TnnnDNhwoRQvNOqjm358uUyidq1a+uR1Jo1a86ZM+err76K44QAAICHiKqIMzuSdunSpXXr1g8++OCoUaMiDnA8fvzxx5tvvllDaqtWrTp37jx79uy4jBkAAPgEURUJN2jQoNtuu23y5MkTJkywb8ufqZHYw8+cOXPu3Lk33XSTrJ8y5ltuuWXv3r1ZGy0AAPAzoioSS7Pj9OnTZV0qVKjQggULNm/e/Pfff2dhVPv379+0adPatWtPOukkPZj60EMPOSYEAACyE6IqkkFz5KFDh84880xZqbp165aFkYwbN05emzt3bs2pWRsJAAAIEKIqkmrFihVr1659+umnZdW67LLLtGeGB0Tr169/2mmnFS9eXEPqrFmzfvvtt+3btye+vQAAwEtEVXhg6dKlb7zxxsCBA2vWrGlOBrADq/1/y5YtR40aValSpRIlSkyaNGns2LERBwMAANkPURXJZl9ZJTH0mWeeefrpp2fMmOEYbNWqVf369evTp4+shA8++GC3bt0++OAD90gAAEA2RlSFN0zWvP3224sXL96mTZuvv/56zpw50mfJkiWLFy9+9NFH9ev+q666qkyZMh999FGIhAoAQA5DVIUvvPHGG7KylShRYuvWrRdeeKGG1FNOOaV06dIHDhzQYcipAADkNERV+MKhQ4cOHjy4YcOGU089VXNq06ZNpb+5YSoAAMiBiKrwkb///ltWubfffvunn35at26d180BAAAeI6rCR7Zu3Zo7d+4lS5boQ77xBwAghyOqwkc0qs6fP9/rhgAAAF8gqsJHiKoAAMBGVIWPEFUBAICNqAofIaoCAAAbURU+QlQFAAA2oip8hKgKAABsRFX4CFEVAADYiKrwEaIqAACwEVXhI0RVAABgI6rCR4iqAADARlSFjxBVAQCAjagKHyGqAgAAG1EVPkJUBQAANqIqfISoCgAAbERV+AhRFQAA2Iiq8JHjjKr//PNPhn0AAECAEFXhIxGj6tGjR1evXt29e/caNWq0adPm559/PnLkSHpj+PHHH2+44YamTZvWr19/zpw5iW8yAABIIKIqfMQdVSWVzpo16+GHH27UqFGVKlWKFi3at2/fPXv2pDeGFStW1K5dOyVs6NChSWk1AABIFKIqfCTiUdUmTZrIevj222/v27evffv2vXr12r17d8SX69f9km7z5csnL3n33XeT0GYAAJA4RFX4iDuqbtq06ZRTTpH18MUXX7SHPHz48J49e7Zv3/73338fOnTIPif1r7/+ckdVGWD//v0y8I4dO3bu3Cn/mJfIPwcPHpSe8pQMw+mtAAD4B1EVPuKIqosWLUqxNGvWTPsfPXr0q6++uuWWW6RnqVKlJk6cKCnTjMQdVSV9SuTt2rVr2bJlpX+ePHmKFSu2ZcsWfXbz5s1Dhw498cQT5amnnnpq48aNyZthAAAQFVEVPuKIqgcOHJg2bZoeVW3VqpXEzVA4p3bv3v3MM89s3rz51KlT+/fvLwH03nvv/fnnn/VV7qh68ODB11577bTTTnviiSe+++67du3aybMbNmyQp6ZPn16nTp2LLrpo2LBhI0eOvO66666++ur333/fg5kHAAAuRFX4iB1VzRfxRYsWlfXw9ddf14dHjhxp27Zt8eLF9ZSAtWvXyrOpqalTpkzRAdxRdc+ePeXKlZM+ffr0CYUPow4ZMmTv3r3yf+/evaV/yZIldchatWrJw0aNGiVtlgEAQBREVfiI+1xVCZRFihSR9XDAgAHaRyLstGnT3nzzTfkroXPWrFm5cuWSAcaOHasDuKOqjKRmzZrS58orrxw5cqSGVPXEE09I/2LFiskIR40apYm2cuXKSZphAAAQFVEVPhJLVDV++eWXTz/9dODAgampqTLARx99pP3dUfXo0aNLly69+eab9QDqkCFDzGVVTz31lPSUiZYuXbpUqVLnn39+mTJl7r///mTMLQAAyAhRFT4SY1TdsWOHJNQXXnhh8eLFW7Zs0aOqUaKqWr16dYMGDaS/jPCll17SY6vPPPOM9ClbtmwyZg8AAGQSURU+EktUPXr06NixY88444zOnTvLw40bN8YYVcWGDRs6deokT5188sl//PGH9JFhTj311DPPPDMJcwcAADKLqAofiXhZVbFixWQ9fPPNN/XhkSNHHnroIb0ngMTW2bNn662sJk6cqANIT42qH3/8sfaRvFurVq0JEybI/6NGjZKnatasuX37dnmYlpZWu3btk046SW8vsGfPnplhSZ1tAACQDqIqfMRxVHXjxo0tWrTQJFq+fPnRo0eHwhFWMmjjxo1bt249ZcqUOXPmXH311TJAjx495Knff/9dntKXXHbZZZ988om8ZOfOnfLwtddek2D6+OOPV61aderUqQcPHgyFU+xHH31Ur169Z599VrKvBOIZM2asWLHCw4UAAAAMoip8xBFVJTJeddVVt912W/369eWfbt26mSGXL18+duzYyZMnb9iwQfLonXfeOWTIkF27di1ZsqRixYp169a94447KlWq1K9fPxl43759DRs2/Pbbb7/88svevXtPmDDh8OHDZlQHDhyYPXt2586dq1Wr9sorr/z5559JnmsAAJAeoip8JOIJALYs/OopP5QKAEBwEVXhI+7LqgAAQE5GVIWPEFUBAICNqAofIaoCAAAbURU+QlQFAAA2oip8hKgKAABsRFX4CFEVAADYiKrwEaIqAACwEVXhI0RVAABgI6rCR4iqAADARlSFjxBVAQCAjagKHyGqAgAAG1EVPkJUBQAANqIqfISoCgAAbERV+AhRFQAA2Iiq8BGiKgAAsBFV4SNEVQAAYCOqwkeIqgAAwEZUhY8QVQEAgI2oCh8hqgIAABtRFT5CVAUAADaiKnyEqAoAAGxEVfgIURUAANiIqvARoioAALARVeEjRFUAAGAjqsJHiKoAAMBGVIWPEFUBAICNqAofIaoCAAAbURU+QlQFAAA2oip8hKgKAABsRFX4CFEVAADYiKrwEaIqAACwEVXhI0RVAABgI6rCR4iqAADARlSFjxBVAQCAjagKHyGqAgAAG1EVPkJUBQAANqIqfISoCgAAbERV+AhRFQAA2Iiq8BGiKgAAsBFV4SNEVQAAYCOqwkeIqgAAwEZUhY8QVQEAgI2oCh8hqgIAABtRFT5CVAUAADaiKnxkz549ElUXLVrkfuqff/5JfnsAAIC3iKrwzJEjRzZu3Lhhw4aNYX/99dfSpUslqk6ePHnnzp0bj5EBDh486HVjAQCAB4iq8IzE0Hz58sk6lsciDyWtmofyv/SZO3eu140FAAAeIKrCM+vWrUuJzf/+9z+vGwsAADxAVIVn9u/fP27cuJIlS0YJqSeeeOIbb7yxY8cOrxsLAAA8QFSFN8xlUhdeeGGUqJo/f34dksuqAADIgYiq8FjZsmWjRNXcuXNv27bN6zYCAABvEFXhscqVK0eJqqVLl+bbfwAAciyiKrzXsGHDiDn1kksuOXz4sNetAwAAniGqwnv33HOPI6SmpqbK37PPPtvrpgEAAC8RVeG9OnXqmHhqVK5c+bPPPvO6aQAAwEtEVXjvnXfeueiiixwHVh955JEQF/4DAJCzEVXhMQ2jb7zxhiOqtmzZ0uumAQAAjxFV4QuDBg1yRNXWrVt73SgAAOAxoir8YtKkSSanvvzyy143BwAAeI+oCu/pOQDfffediarvvfdeiBNVAQDI8Yiq8IuZM2eaqDp48GCvmwMAALxHVIVfrFixombNmqmpqRUrVpTY6nVzAACA94iq8AX9rv/w4cOyyi1dujTEt/8AAICoCl/ZunVrnjx55s+f73VDAACALxBV4SNHjx5du3btgQMHvG4IAADwBaIqAAAAfIqoCgAAAJ8iqgIAAMCniKoAAADwKaIqAAAAfIqoCgAAAJ8iqgIAAMCniKoAAADwKaIqAAAAfCrjqAoAAAB4JVpUBQAAAHzi/wEF2kjEnaXhUAAAAABJRU5ErkJggg==" }, "WhileLoopExamples.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "### while-statement\n", "\n", "The while loop has the format shown below. If the loop body has more than one statement, then they must be put between curly brackets { }. \n", "\n", "![WhileLoop.png](attachment:WhileLoop.png)\n", "\n", "Examples: \n", "\n", "![WhileLoopExamples.png](attachment:WhileLoopExamples.png)\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "#Example: write a program that reads n floating point numbers\n", "# and then it finds their sum, product\n", "#, and average.\n", " \n", "#include \n", "int main(void){\n", " int n ,i;\n", " double value, sum,product,average;\n", " printf(\"Enter number of values to process: \");\n", " scanf(\"%d\", &n); // assume n > 0\n", " sum = 0;\n", " product = 1;\n", " i = 1; // initialization\n", " while(i <= n){ // test\n", " printf(\"Enter value %d: \",i);\n", " scanf(\"%lf\",&value);\n", " sum = sum + value;\n", " product = product * value;\n", " i++; // update\n", " }\n", "\n", " average = sum / n;\n", " printf(\"Sum = %.2f\\n\",sum);\n", " printf(\"Product= %.2f\\n\",product);\n", " printf(\"Average= %.2f\\n\",average);\n", " return 0;\n", "}" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Sentinel controlled loops\n", "\n", "In a program, a sentinel is a value that marks the end of a series of data values; but is not a data value itself. \n", "\n", "Sentinels may be used to control conditional loops:\n", " " ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "Example: Write a C program fragment that prompts for and reads student grades in a quiz. It then calculates and displays the average.\n", " Use a negative value or a value > 100 as the sentinel.\n", "\n", "int count = 0;\n", "double grade, sumOfGrades = 0.0;\n", "printf(\"Enter grade#%d (-ve value or value > 100 to terminate)\\n\", count+1);\n", "scanf(\"%lf\", &grade);\n", "while(grade >= 0 && grade <= 100){\n", " count++;\n", " sumOfGrades += grade;\n", " printf(\"Enter grade#%d (-ve value or value > 100 to terminate)\\n\", count+1);\n", " scanf(\"%lf\", &grade);\n", "}\n", "if(count == 0)\n", " printf(\"Error: No valid grade entered\\n\");\n", "else\n", " printf(\"Average = %.2f\\n\", sumOfGrades / count);\n" ] }, { "attachments": { "do-whileExamples.png": { "image/png": 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" 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "### do-while statement\n", "\n", "A do-while statement is used to execute a statement or a compound-statement one or more times as long as the do-while condition is true:\n", "\n", "\tdo\n", " do-while body\n", " while(condition);\n", "\n", "The do-while body can be a simple statement in which case it must be terminated by a semicolon or it may be a compound-statement in which case it MUST NOT be terminated by a semicolon:\n", "\n", "![doWhile.png](attachment:doWhile.png)\n", "\n", "Note: Because the condition of a do-while loop is at the end; a do-while loop executes one or more times.\n", "\n", "Examples: \n", "\n", "![do-whileExamples.png](attachment:do-whileExamples.png)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "Example: A do-while loop can be used to validate input\n", "\n", " int n;\n", " do{\n", " printf(\"Enter an integer number in the [10,100] interval: \\n\");\n", " scanf(\"%d\", &n);\n", " if(n <10 || n > 100)\n", " printf(\"Sorry wrong input, try again\\n\");\n", " }while (n < 10 || n > 100);\n", " printf(\"Now your input is correct\\n\");" ] }, { "attachments": { "ForLoop.png": { "image/png": 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" }, "ForLoopExamples.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "### for-statement\n", "\n", "In a for-loop the 3 steps of initialization, test (condition) and update are grouped in one place as shown below. Similar to while loop, if the for loop body has more than one statement, then they must be put between curly brackets { }. \n", "\n", " for(initialization; condition; update)\n", " for-loop-body\n", "\n", "![ForLoop.png](attachment:ForLoop.png)\n", "\n", "Examples:\n", "\n", "![ForLoopExamples.png](attachment:ForLoopExamples.png)" ] }, { "attachments": { "NestedLoops.png": { "image/png": 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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "### Nested loops\n", "\n", "A loop statement may contain in its body one or more loop statements. There are two types of nested loops: independent and dependent. A nested loop is independent if its number of repetitions does not depend on an outer loop. A nested loop is dependent if its number of repetitions depends on an outer loop.\n", "\n", "Example:\n", "\n", "![NestedLoops.png](attachment:NestedLoops.png)\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "# Example: Write a C program that prompts for and reads three quiz grades for each student \n", "# in a class of four students. \n", "# The program then computes and displays the average for each student. \n", "# Your program must be easily modifiable to handle any number of students and quizzes.\n", " \n", " #include \n", " #include \n", " #define NUMSTUDENTS 4\n", " #define NUMQUIZES 3\n", " int main(void){\n", " double grade, studentTotal, studentAverage;\n", " int m, n;\n", " for(m = 1; m <= NUMSTUDENTS; m++){\n", " studentTotal = 0.0;\n", " for(n = 1; n <= NUMQUIZES; n++){\n", " printf(\"Enter QuizGrade#%d for student#%d\\n\", n, m);\n", " scanf(\"%lf\", &grade);\n", " studentTotal += grade;\n", " }\n", " studentAverage = studentTotal / NUMQUIZES;\n", " printf(\"The average for student#%d is %.2f\\n\", m, studentAverage); \n", " } \n", " \n", " return 0;\n", "}" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "# Exercises" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "Exercise 1:\n", "Write a program that reads in three integers and prints \"increasing order\" ,\"decreasing order', or \"not in order\".\n", "For example,\n", "1 2 5 increasing order\n", "1 5 2 not in order\n", "5 2 1 decreasing order\n", "1 2 2 increasing order" ] }, { "cell_type": "code", "execution_count": null, "metadata": { "slideshow": { "slide_type": "fragment" } }, "outputs": [], "source": [ "// Exercise 1 code\n", "\n", "\n", "\n" ] }, { "cell_type": "raw", "metadata": {}, "source": [ "Exercise 2:\n", "Write a C program that uses do-while to read min and max values of an iterval with min