<snapdata remixID="14031962"><project name="Artz_DriversLicense" app="Snap! 10.1-dev, https://snap.berkeley.edu" 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Type the number only (ex. 18).</l></block><block s="doSetVar"><l>driverAge</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Are you in high school? Type "Yes" if you are and "No" if you aren&apos;t.</l></block><block s="doSetVar"><l>highSchool</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What was your score on your written test? Type the numeric value without a percent symbol (ex. 80).</l></block><block s="doSetVar"><l>testScore</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Do you have a valid insurance card? Type "Yes" if you do and "No" if you don&apos;t.</l></block><block s="doSetVar"><l>insuranceCard</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many months has it been since your last ticket? 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var="drivingTime"/><l>59</l></list></block></list></block><script><block s="doSayFor"><l>You are eligible for a driver&apos;s license!</l><l>3</l></block></script><list><l><bool>true</bool></l><script><block s="doSayFor"><l>You are not eligible for a driver&apos;s license.</l><l>3</l></block></script></list></block></script></scripts></sprite><watcher var="APCSPGrade" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="IntroToProgrammingGrade" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="LetterOfRec" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="GPA" style="normal" x="10" y="73.000006" color="243,118,29" hidden="true"/><watcher var="CourseUnits" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="TravelAbroad" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher var="cumulativeGPA" 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" mediaID="Sprite_cst_Untitled"/></media></snapdata>