<snapdata remixID="9359232"><project name="APCREATETASKFINAL ACH" app="Snap! 5.4, http://snap.berkeley.edu" 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6Gpn4Vey+sphhx1ahmB1xLCrnhidfHdXLNuY0YkRLtuYaZS0eZ1PDJlGSLFsYxIOdWSfGFWkdYtX+YFKOkNx2GEOiLA+jCFaWum4YDHkOYHOmLRiXLAYDigulmUydxCXrnRwhR8o4+3v+7sl1N4oLzvjzN66hx7z8CW88i1hWgboar+LvE82Lx71lTIni2tUR1yvesL5xMWyjcl44cdm0hFkpMWe9CnLxPmkzXRiyqS/YtBJS9CjvQFC+aPoNDaWMeqky7gY4Vt+sUzHsbh0uZ1MKx3f0mZ+lLfScs1PfxKT4PopwEp59hS6neyCTWW560BPBE51l+3Bsbj6zLoH8086mgWTjm8xvrtkgssPvW2JUS8m/8CfzqLSyT0Rzn1hYoRoMcInfxQTBkKyD7L7khD5lUknchIivzK5S8RYe/QRn/ylA2M+Lr/owjEU01N9VPOD7l093rTppiVJiLrDxj4OU3fZxiYMOIo2YpOK/DkJEWMoNZopk6FcfmXSV+1JJJZ/noR0WXEPx25qfiJ5D+/mbnVvwENjhzTGbQrhkzuA0oURDcWlI5qJ5QfRYuNkcvdJ2yWTPopP65ONotD78LHcMsyBBx5QnoSoo2wP5mBux1LH2R7M94iIFPmzPYhc0GeZyCMxpCiT4VX+LpmZnxGTMmBybxJiqAQzwxHDAfJ+QHdXGH45d52OMOtYLz9OyR9FjIvK+wG9EGWShOT9gHZa/iJszMffX3pJ8yjO1DLmMtFus0eqcP/VOW+sfpV+7vbSf7i82m/fMAgshRZy5smLyxFnnfnq6tZb6veguSEujHZsoTA6f4sbs7DF92nPf35pjw/0dcnlH63PeREKZmiHUuo51IvjV/AtO+LHN/tKyWTjJlZ3OIDDbt9+QG3sYzNs5hCJLZBJyY/ilElma3KhPbCvDqhM+O0TmbEy95pHcQ99+LHVwfzsLBPq+ItZcrmTa2Ojntil29z99VlVPezY4+rtS+F83CQU3kSDp0SCOGcUsBAtjjnmmEZ2ndDtit0r3PGlneLvONdigf9hxz2iipdymjYiwsSWq1wW3b1G+Y3pWSsDJpMqWe/n7nEyKZYnqNw54tIRjsXw/qL80JZYnvSKoUz5ibriYkRdMaKruNhKjFGuDSfCGRonqp2iMe+oXwxFFkcLHn76tvHBEg17yMtP5wZlodkFHw6qB8FE+62ijopzDxtZJHIUESGC9JWNMT9cHW2oI4ZI9UTy5hMKsWxj1vlI+OiP/DlhYBSijognP/JYuqGIZRsrk3pl5kQVv+MmHCBYRXjBKB+Ho4hBI5bxLizTyg+PtGKZrksmdNJ28YONLdHv4kFcZ3lPN86JJOAUnaQ+G34WWurir9ZPQ8iXvENq6OroSt3Q1TjQsfwe4WlkgmWZXbRBsl8slvcV3iHeubBoN/qs7rKexbKNOQbHPtqIdqQFq3WwiHXJhEd+ZWaMY2XCz195KQliipsIEOKkVQxiMY7FxZAhxp0CTZaZ+aWjvotfjM5Ki3xxsdLASj50vHKdZbN83b/murtFFO9ZdIzsf118ZY4YPDg3N28XTbshdAQdfx7Xauu8L7Zt69+Iu88+a8uTEHWUdcdIIq7uso2JZDqZdG0bc55lEjHbfpNtzPxdZ1Qml2/75B3I6H0pqb1/rJ2EtBMGJtWuKRKS9fQ8QW3L5AJyEiK/k9Z2EuIEV5lte/aeN87ALwvwOAtFlcJX41hLeBueEQcJPuZsxVmWMDQAzkcZOlTjZDXa+VkMWeRG9a4UQVvUd0U22ldIDto/Uq4++5IQ7WHCkG2MfeXPSYhYXxLSlkl/tSdTCPn3miRkU/wzU8wvSUDqf60oHKI4B74XQ1Y4pKsAGndj8OwbWTCO4Z1fzwWhr/lzRrozfmbj+uuuK7KKjCBBLg5fF7y8ccwG4Qa94frm1xyiur45gpEBnC9vgIaer9WxRWySZXhjTrKRluyFGC7DNrWiXCYh8hgqxeicSy+EVMInxbSac0OtGPXyE+ZdORfL/DiBab38OIBLL/SHflG2RLp/0qOOL8d8EOo/cNFl5fziC86rfvyD7w/rZukAHf7thy8ul3TJB/+u+tH3vze8vG98+9vlpSR1RzRznY6Ew6xd3Wcbc4PiA9nG2MIbc6Uys42VSQflzzbGl8Ju28oPVHoVhk8MqgOKcQFiXJjOZkjN8wwyJMd/+fMFi3HB8mcH7sJQou3Lb7/3lu99l3mmjcMw1VV32UY4QFt32casauAcYK7zYV9tDIatskyGUwOK9sg2Via2sU+0oUwyc3xqdFzYWyw5pdfpCDSl3e/s9sy/lPTu8y6Id0L618/Qynvf/pbqhpjDWd77wQvLK4eeL/1eqN7yxrMrN4iyVf5dH1i61avN95pXvHwI4Uznnv+h4XnXAcPi6844fVi1JSJVX5m/lNSnmQcYf/Txv18/CSHdJRewkEyUEv+4SvPIyaoTT3hUNXwByGQAeo5LghDPMJv5KDz8Ov1JJx5fPy0pNA0R7cmnnKYRhp/HPOaE+sy61Cf62t6OxT8LO2tlwNyKySPFCSqTf8O9GPVi3JniYswfxFgRL0sLuyGTOYb8yswY8sWlo0/jSt2PsCbOYCn+kQEr0rdOIUSiVpxJoPWtowEHL+3S/+K0YNH/pWW0X2TqhachXPIDlf545lJBJVkjQ1dH2R7Yt52EZBszfzQBlJ969QzGeZbJ/M+bULpxMrUn3/gd34P8eMf1GhzIRzdiXEB+Kcns1DU5zt0jyKMXOkuRn4lwez8fHcj7AdvrfCQm98tLSfgaThHt8c1KW71EEkedjgFZvWbINaBY+up3HAAvKdSXJyK0kOQO+ZZw8PCubkfnG9LSV/5S4SfZ+sodd2wuSYj2IGFwKz1JgEmI9sg2du8eNvOxGbbQsfJ+QGX27QfUxsqkv/aJx3va2P2AsxfT+ywUyl0gilFwKB78F4fpdqZ6rA1a/KB8xGfjwG3HKDKbj9rxsvMgf9SRMn19TH/CGSPClTaK4y3t19q1i6+7LpUxnciAF4hc02NFnEI4xoMpYgy7Ytw94mKEZDHukhINEj/pt7TSIV+MO1RcjKgrxrqSuBj8KyksOMdj0vCD4k2lb+WJBsytKKO84gic6Ac9UU96vhejJHzBWBw2vjjV+SFsSomy1DZtDJ2vp601oeO+wktJPAlRRwy76olIlrdeIYMlEWkZBdE1NhPLNmaZhbq2TKOZ7WQbK5O2lJltPHwpCeejMxTngl0Y63zSMSeQVoxzMfhx2CwTp8601HFRYjiw/GJeNLQM8eLSgY8t4QQl/vgR/SJKIZvhsqldKib4yrAILTzyL6WsEeQRZa0vzudcsHZOq/w2skZnAoo/np6Utmopw5ugYeAHivoKOsEB1REOpZ6whbhYtrG0mQ4HlBZe9CUdfcj+IF22caa1bRxQWn1k5ofgH1x9dfyCQf3THCgR02LubFyiay7f++53yyRZB8x1HqtUznfEDXf1d75jVfku0c1hHqT24CENBvwuPOEcJULjfJBJEX1tv6DupF+SWfgeGD65mDxBdeIohkeLET7FxYhQYn1JiLTS4QRiDBPiYtwlYkxuxcVWYoA3nHXWSshGaF7zqleNnI87YXL9ype+dBzZSD36euVLXjKCjTtZnZZ+2rQ3xi878CREHZGEqCeSEJ9GiBHhpGWI5IYiCRFjeJU2JyFifUmI/Mqkn2LoSX6TkK61gfa1zc/3EA3cHvP1WSvlnRDnaz40JjKZgotx4WLcKeJiDG9ieUgTGycz83fJpI/iypw1Y9yX61m3Lh7uJ7tlfRLdGE0o6i7bg7kZc/CMcSwt0ZqSZeb5nnSZX5nwaTeOpcVH8KPyVpzzGUMllf6IjBhzlnEvJbkG1Lcf0KxJmVxQ3g/Y3mPInOe+vpT012996/CfkUcBXeWC886rNtxww7Dqre985/KP4sI47377O6o7bq8j0rr4JyLe/La3Dvn7Dv7y7LOHVQyBb3nHO4bnXQfcdG8655xh1ZpltmPxykJ7P6AbC8hi3QSg7rONmYaRHNCe2+sn9VKSNt5r9gM+8alPLa8NcneSCAyzzMiAw/8jc12oLr/ssmrD0MxV9aTg2S8y/ZqHZLlZLA6GkiQEz/vf894hB4/Invz0pxMi6r9op/BCQbuBIyMXbq6nwEOBJkqhcQE8osOuuOlz2b5MFpzp7u9jroVgMYlSfhlB4UY4wqdPPcQIl2KEVHEx7jAxJqgaQIw7XloxLkiMSbO4WI66rCuJS7cShXhtNW0oEVvjEOiztnunmLKgDBEsbi6FL47LmmKbq9AFOMx8aSNA/A6HDP0tKY1z1p2hNuijU/VnfZZ50Gtf4YkRQ7A6YohUT0QdRyexbGOSSoboPhtrz7ZMn5Ypk8drtq9M+itG1JWW6FyGYD4sGJyC4sh6KWIci1EvLpZpkalc6bpk4qRd/GK5ndy+MsHGluhr/YJRmDX+r9fe4pvrxkG6io7R1BWHCMfDYcOt4rvDcwsEAdRQNVGwXgHv5snth8x47au0QbMs47R7hwP0lR2xKzt28w/1iW7VU9azWLYHQy94xmhHWuyBjCwT+2on6eARU2bGOJZW/gGEFp2GhsTF+BaDXnylGDzSypvb6ZIJvbRd/GArKsWD6hsNJdNur/O1BBZWsIalOHCLppziTMgtpSFmXaREwACzszVUw6/Cl/hLH+nv6BC8ZXP/OyH8chYc6pjrVHcci4tl3YP5Jx19A4MOp5HP7y6Z8MgPn7RiyuRb/gET1K4kxMmok1Y6IUY4N6S7rsPTER9k9yUh8iuTTuQkRH5lMk8SI6TzR5G/nIz5KBEr0aCYMqcL5Y4tQVu7VO2GZXAMrLOAJ9mFCjbaievsKiVOElkJAtJBW9pYynNv/FJrXzky3t1tJyHqDhu7iUDdMRxqj74kRP78UpJY30tJbZn0V3syjZKfoRjHXIEV+i55OvDychCDWeME9S4XnWipkb0qbo7w1No5JMMxepyp5mtFV+gdYWzS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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="90" collapsed="false">Click on the green flag to start calculator. Resetting all values to 0.</comment></block><block s="doSetVar"><l>Number 1</l><l>0</l></block><block s="doSetVar"><l>Number 2</l><l>0</l></block><block s="doSetVar"><l>Operation</l><l>0</l></block><block s="doSayFor"><l>Hello! I am a calculator</l><l>1.5</l><comment w="90" collapsed="false">Introduction.</comment></block><block s="doSayFor"><l>What would you like to do today.?</l><l>1.5</l></block><block s="doAsk"><l>Type "1" for basic operation or type "2" for special math function..</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>1</l></block><script><custom-block s="FirstNumber?"></custom-block><block s="doShowVar"><l>Number 1</l></block><custom-block s="Basic Operation?"><comment w="164" collapsed="true">Abstraction and algorithm.</comment></custom-block><block s="doShowVar"><l>Operation</l></block><custom-block s="SecondNumber?"></custom-block><block s="doShowVar"><l>Number 2</l></block><custom-block s="basic operation"><comment w="262.000001" collapsed="false">Use of &quot;basic operation&quot; abstraction and algorithm by creating this block which allows the user to choose a basic calculation operation.</comment></custom-block><block s="doWait"><l>2</l></block><block s="doHideVar"><l>Number 1</l></block><block s="doHideVar"><l>Number 2</l></block><block s="doHideVar"><l>Operation</l></block></script><script><custom-block s="FirstNumber?"></custom-block><block s="doShowVar"><l>Number 1</l></block><custom-block s="Special Operation?"><comment w="164" collapsed="true">Abstraction and algorithm.</comment></custom-block><block s="doShowVar"><l>Operation</l></block><custom-block s="special operation"><comment w="251.000001" collapsed="false">Use of &quot;special operation&quot; abstraction and algorithm by creating this block which allows the user to choose an special operation such as scientific notation.</comment></custom-block><block s="doWait"><l>2</l></block><block s="doHideVar"><l>Number 1</l></block><block s="doHideVar"><l>Operation</l></block></script><comment w="400.000001" collapsed="false">Main Algorithm which combines both basic operation and special operation algorithms with if..else statement..</comment></block><block s="doSayFor"><l>Click on green flag to do another calculation!</l><l>2</l></block></script></scripts></sprite><watcher scope="Sprite" s="xPosition" style="normal" x="6.137586805555429" y="44.80438736310762" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="6.137586805555429" y="57.69332088229163" color="74,108,212" hidden="true"/><watcher var="Number 1" style="normal" x="0" y="56.465798611111126" color="243,118,29" hidden="true"/><watcher var="Operation" style="normal" x="0.6137586805554065" y="69.35473335781258" color="243,118,29" hidden="true"/><watcher var="Number 2" style="normal" x="0.6137586805554065" y="81.01614706085076" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="basic operation" type="command" category="control"><comment w="90" collapsed="false">basic operation abstraction and algorithm.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>+</l></block><script><block s="doSayFor"><block s="reportSum"><block var="Number 1"/><block var="Number 2"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>-</l></block><script><block s="doSayFor"><block s="reportDifference"><block var="Number 1"/><block var="Number 2"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportEquals"><block var="Operation"/><l>*</l></block><block s="reportOr"><block s="reportEquals"><block var="Operation"/><l>X</l></block><block s="reportEquals"><block var="Operation"/><l>x</l></block></block></block><script><block s="doSayFor"><block s="reportProduct"><block var="Number 1"/><block var="Number 2"/></block><l>3</l></block></script><comment w="90" collapsed="false">My mini algorithm to allow the user to use the following symbols *, x or X for multiplying </comment></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>/</l></block><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="Number 1"/><block var="Number 2"/></block><l>0</l></block><script><block s="doSayFor"><block s="reportQuotient"><block var="Number 1"/><block var="Number 2"/></block><l>3</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="Number 1"/><block var="Number 2"/></block></block><l> and </l><block s="reportModulus"><block var="Number 1"/><block var="Number 2"/></block><l> / </l><block var="Number 2"/></list></block><l>4.5</l></block></script><comment w="90" collapsed="false">My mini algorithm to check the remainder: &#xD;&#xD;It always returns the value of divsion in whole number or unreduced proper fraction.</comment></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>^</l></block><script><block s="doSayFor"><block s="reportPower"><block var="Number 1"/><block var="Number 2"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>mod</l></block><script><block s="doSayFor"><block s="reportModulus"><block var="Number 1"/><block var="Number 2"/></block><l>3</l></block></script></block></script></block-definition><block-definition s="FirstNumber?" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>First Number?</l></block><block s="doSetVar"><l>Number 1</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="Special Operation?" type="command" category="sensing"><comment w="90" collapsed="false">Abstraction and algorithm block.  It makes sure the user is entering the operation symbol correctly with repeat until loop and OR logical statements</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Operation used? (abs, sqrt, sin, cos, tan, e^, 10^, 2^, ln, log)</l></block><block s="doUntil"><block s="reportOr"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>abs</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>sqrt</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>sin</l></block></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>cos</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>tan</l></block></block></block><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>e^</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>10^</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>2^</l></block></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>ln</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>log</l></block></block></block></block><script><block s="doAsk"><l>Operation used? (abs, sqrt, sin, cos, tan, e^, 10^, 2^, ln, log)</l></block></script></block><block s="doSetVar"><l>Operation</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="SecondNumber?" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Second Number?</l></block><block s="doSetVar"><l>Number 2</l><block s="getLastAnswer"></block></block></script></block-definition><block-definition s="special operation" type="command" category="control"><comment w="90" collapsed="false">special operation abstractions and algorithm..</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>abs</l></block><script><block s="doSayFor"><block s="reportMonadic"><l><option>abs</option></l><block var="Number 1"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>sqrt</l></block><script><block s="doSayFor"><block s="reportMonadic"><l><option>sqrt</option></l><block var="Number 1"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>sin</l></block><script><block s="doSayFor"><block s="reportMonadic"><l><option>sin</option></l><block var="Number 1"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>cos</l></block><script><block s="doSayFor"><block s="reportMonadic"><l><option>cos</option></l><block var="Number 1"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>tan</l></block><script><block s="doSayFor"><block s="reportMonadic"><l><option>tan</option></l><block var="Number 1"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>e^</l></block><script><block s="doSayFor"><block s="reportMonadic"><l><option>e^</option></l><block var="Number 1"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>10^</l></block><script><block s="doSayFor"><block s="reportMonadic"><l><option>10^</option></l><block var="Number 1"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>2^</l></block><script><block s="doSayFor"><block s="reportMonadic"><l><option>2^</option></l><block var="Number 1"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>ln</l></block><script><block s="doSayFor"><block s="reportMonadic"><l><option>ln</option></l><block var="Number 1"/></block><l>3</l></block></script></block><block s="doIf"><block s="reportEquals"><block var="Operation"/><l>log</l></block><script><block s="doSayFor"><block s="reportMonadic"><l><option>log</option></l><block var="Number 1"/></block><l>3</l></block></script></block></script></block-definition><block-definition s="Basic Operation?" type="command" category="sensing"><comment w="90" collapsed="false">Abstraction and algorithm block.  It makes sure the user is entering the operation symbol correctly with repeat until loop and OR logical statements</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>Operation used? (+, -, x, /, ^, mod)</l></block><block s="doUntil"><block s="reportOr"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>+</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>-</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>*</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>x</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>X</l></block></block></block></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>/</l></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>^</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>mod</l></block></block></block></block><script><block s="doAsk"><l>Operation used? (+, -, x, /, ^, mod)</l></block></script></block><block s="doSetVar"><l>Operation</l><block s="getLastAnswer"></block></block></script></block-definition></blocks><variables><variable name="Number 1"><l>13</l></variable><variable name="Number 2"><l>7</l></variable><variable name="Operation"><l>/</l></variable></variables></project><media name="APCREATETASKFINAL ACH" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>