<snapdata remixID="15058872"><project name="Jihyo Lee Unit 5 FRQ" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AeydB3hVVbqGv3NS6aGEFkooUqRFpYt0BO4AFwYREEVwRCyI6FhG5+qd0ZlhfGxY0MGREZ+LjzAj6jAiFnwABQZREAVpivQeICEoUpLc/a5kZc4hIZXgCWcFvrPKXutf//7/b6+zV9n7+DPdn7PAz2gBv9yfs8DPaAFHwJ/R+K5pKU8Cfvnll9q6dau+//77kMc333yj3bt35/LlsWPHtGXLlpDCtm3bdPr06Vy6hnNGLgJ++umnqlatmiIjIxURERHyqFixog4dOqRdu3YZP548eVL//ve/dfToUcXGxiomJiZkQuzJBcMFbpR1H8E94Oeff6769evLuyfVtGnTtHTpUhPiUNLAxletWqXZs2cbZ8+bN8+Ue+qpp/SXv/xFe/bs0bJly2Tzjxw5ouPHj2vJkiWmXFpammbOnKkXXnhBixcvNnnIfumll4w82wZyyN+0aZPuuusufffdd6bsmjVrNH36dH3xxRdG16pVq2rdunXGneTVqVPH5C9atMiEGRkZhQ5Xrlypc5XnnKOjo3OOc45Tpkwx3xLY7JlnnjGEp/7atWvl9/tztRsXF6fy5ctr+/btRt9w//AHGqBKlSrGuBgQg/KVgcG4aitXriyOQ4aGDRsa5585c8Z8xV1yySUqV66cqlevLnqkAwcOCAf88pe/1Ndff62DBw8K0r3//vsaOnSoIDry5f1Rnrq0U6lSJSG/Xr164isUIlL+k08+0TXXXKPJkyebHpkLgx66d+/eOfo2aNDAkyalpqYapyP/hx9+0OOPP677779fXBwPPfSQuSgefvhhPeORZeLEiXruuefMxfDGG29o6tSpOnz4sN5++21B/FdeeUVg7NixhlgQbsaMGQIQkZ6XcpB+xIgR5uuVY+hJ2XfffddcKK+//rq4uNAJUPfHH380+ob7RxABfT5fjvNuuOEGQSyu4ssvv1zt2rVT27Zt9dNPPyk9PV2TJk3SpZdeqjZt2qhJkybmqu7Xr58aNWpk7h/bt29vZF177bWmLlc9hIFkEDgpKckQqlmzZqZu8+bN1bp1a9NG48aNVaNGDfXo0cMQmvbr1q2rRx991DiZdkaNGqWFCxeaNnAqeuJMLh4LdBswYIBpZ8iQIZowYYI6dOhAMQ0bNky33367kNW1a1ejY58+fdSqVSs1bdpUnTp1Uq9evZTk6fnII48Yol955ZXq3r27KA+J4uPjNWvWLKM35KY+xyAgcXRGHvoPHjzYyLC6Ud8oEuYfQQTEkRiIsGbNmsJ5d9xxhyFCz5491dMDhr711ltVoUIFYWRIUrt2bePMFi1amDo33XSTcSw9Jj0DxqZXGz58uBITE41TcS4yyIcIbdu0Ns6HNPQON998s+Li4kTPC/m5NSCE+JCVXrNjx47GqeiL3viSuAWyIQD6cWEgA1LQm9pjXGSACwGiJCQkqGXLloao9kJB5xMnTuiyyy4TPS3HU1JSRPtjxowxhEVv0Mi7ACkPiblAu3XrZi5kdLB62RB9wx25CIhxcOa6T97T5l+30oHfttayP4zUwqkTDP712Hi987uxJm7zShLu/Z8k00ad7e8HkcnqUZQQZ6I7dUDa919q4wu3aMNzNwXB9/FTQemzjxcnvWn6BMVGReScA+2DQH3OTqNvuCNPAmKoY3u+VeuaUdrTfpLa3fWKuk16Wn3vfVGVOgxXbLvB+SNpiDrdMtXUoV5e6HjLn5U07lEdHfE3xVSvpwrRWTfstF1c4Ezq4nSwa8F09Yr5TpXb9lPNkX9U0r2zzyva3P2aKg56UE1rVVLP6K2KWDnT3BLQtkWgPuTZNLo6KHgUbI1jDbW2fHs16T3aXNXkffOPGWow6w61mHN3/nhjiiqvmmemR5gWAQxCkAGInzp1yoyMt+3aq71txhlfcKy4QHeEUJ84UGaG1je+Tol9b1DthPrmPJY9ea8Wj2pVIFbd1sNM3zAoYRS/f/9+Ux/5gFF9cnKy/NHllNrjAe2KbijaLArQN9xxzh4QwyQ2aixGwBs2bDDGrxwplY/0eT1KNyXc/qQSbn1cta+7X1F+n+qM/71qjfq1iZOO8Gf1aMx9AZxmgTMZ/fq9MkwWp1TIGsEWxXl5lUVnm09bpJMTumn79u3au3evOYczXy9VlxpRORhw/QQT7/ff15jQHmsbkaoI77yQwcCJEJkW3CMzx4jc+QsWKiKhlUdAmTbQgXL5hcj7mRBSzZ6TgBgvMqacuOFPSEgwhrWal2/TTdH1min1w/9TTKM2Jju2+RWKqFzDxO0HMphKYbqCOLCOYZoCJ1KWPEKOlwRWBvKQQ5o4AwemgoiTZ1GuVVeVT+qpiLiaiq7T2GbnhJkZmSbOVA0R6lsg/9tvvzWDMeKVq8V7RTI9EmYaW5FH2fxCr0LY/w8iINbAaADDAeL0VoQcBz+uW6bDc59QVO1E7Z06VpW6DdWxj2br+GfvcTgH1O/SpYuYriCODAtGh/SENp9K9lhxQysDmYA0IfOVViZ5Fie+WeFFM1W55wilLnrdiwf/z5T3LzNTDz74oKKiogyxrBzkMrLl9oJapIsC6jjkcQ9ojYhxbBwHEvfVaSJfVIxOrF+uEx4Jj69cQDGlLXtHxxbPNXlkUCajUZL46mViGBDHecghZJKbsonetAxp4hwrCawM5AHShIApEcJKtRLIzsG+P4/X0XemKz3lYE7efyJZ86JMinPPSn0LJtuZCqrsTdAzjZOld9ZXsC2TX0j5/7QTvrGgHhCjWKMRBzZNGFO3iVIH3KmTQ+/LFz/9YrL2b1ijmK8/UtTaDwz0+bs6veJtg/QvF2n9W3/T569P18l1n5qeBRfQRkmADHS2II08mya87E9/184JMwvEobvm6JA3yGACnYl3iEZ9C9aeWRqEnHbpT9k9pi1TUIh+4Y5cBDzbaEzAcr+GI9O++EiV//WkYt55okSIWvSKoj57Owe0iSMISwJkoKeFTUMgQP6iKf+tOjNuKhBVnxmp6tWqieU8em+IRn0L9OTeFhC3sMcLCimPfuGOAgnIlixu4FnViPJlqsa436nWnc+qzr1/Va3Jzxv7VR/9gGpPmW7yEx6Zq7q/na06v5kl8quPut/UqX3XCwLxN/9R8Z6MSt2HK27wRMUNmpDTA+IUCxxo44QFpSmDMoQWpKmH/txGEI9OO5QzUq/cuosaTf2XGdXXHvObnHxG8ZF+nzK8JUe/N1KHgD6fl87IMLoi52xkten1gd49Y1Y86/7xXHF0c8jjHtAaNss4mWZTAGvAKSkpJstfvpKUPTqMqlHP5PHhr1BF6WlHFZ3QROmpyYqsVodsg8yffpCvXAUpMsrUxSkc8JerqIwTx0WbpAktKGPjhIVJWxmUBTaN7rYHI8/izOG9Sj96wNzT2rzAMCObTOzcyWsQQhvFRWA74RwvsAfs1KmTWQPFARgq5Z8v6djSfyjl/Vk69OrDKte6q05uW6/90ybpzOF92jaxvU4f3Kld9/fXqd1bTLkf169QyvwZSn3/NR1ftVBpn8zTyR0bdOTvTxnSQjBkF9eZtp6VgTxg0x9++KHWr1+fQ3TyQWR8fZ3a8x1RMbI3kaCPrGmYX/3qV2YTBDIDYdslz7v982pmmjZIFwTqehXC/n8uAmI4jGPBNANfYdwLRbXtoQrdhol5QFCx8y+8+FXeXGBrVR0yUREV48zXri8iyoTMFcYNHO+V6aby7XqofNurTLxcqy6KaXip+Br2x1YwTsMTtGnbL05oZSAHkEbOhAkTzO4W4pcOGkO2wQlvNH/4jcdz4iaS/RHTpJ1+OnlKfHWnpKSYkPrnAu0VFdlNhXWQi4AYESNjFRsnDY4f3Kt3X/iT3n3+D/liwfSpOhrXQBvrX6ntzfoabEnsru+b9jZIbt5L++u0zQGyaY/QtlmcMFAG9QPTVvaZ5l1U0Cie4/vqd9Apb7mQLfRcfBARmVYO8dyQmYjOnZ+ZZz76hTvyJGCgAVevXi02iWL4mP3f6sr4KPVsn6RBkx5S75491X/kjWYJa+D4SSbNUlbnan5VTdlp9g3GxcUpzoMdhSKHvX61atUy84TsAaQ9HEFYElgZtAFIE3IOzNsR3/TkpEKN4KsteUUVK1Qw68GsBMXGxpqeGhmA5Tmrq4179AsqQ7lzAd0c8hmEWOOysRSwSbTh8NtUdeZmlX/4LWX0u1mxd/9NEdf9r8nzDb3HpI/cOE2LD5zWB2s2avny5XrxxRf15ptviqkcdjYDntdAHvvpcB5OwhmEJYGVYXUPTNOTIdsbzJJtwFJcvT+8o/ibHjMjeJMZ8MFFE5A05EI2cpgXZIMqIE5+UREoO1zjQT0gRrBGzIrL3HwzgmQ6JhCs8a5du9Y8DxGY76vXXPE9hlHdgE2aLFlZuYQpKSnGmTjSgsIcKwmsjECZxNn4WrduXdMmZSxOeEtx6cc9XU4cV1TNBjY7J0QXEnmNgpEbCMp6g2bTRmB+Vjz39A1yHc7qAQONlWXQTGPQ+fPn67HHHgvCyy+/rGeffTYojzKr3pmtQ0vfNjftyGALP5PZxK18er0777xT3bp1Ew8YkY8zCIsL5COD0MKm2UnNk37I9vkjyM7BcW8Z8Qdvgv3w3Cdz8mzE580FEs9rFMzXOr0fIJ5phsHep8dC235BIbLDHefsAa3x+BqqUqWKRo8ebR7u4QGf/NBu4Ai1fGKBEofdoquuuso8N8I6LGTjeQkAAadNm6ZpHnjGAmLgCNtmcUNkIIv6hDZNj7tv3z5zMbWa+Dsd7zoqB/syYpUc30yHKtfPybPHU1OPmXnQ7du3m4eqkGkBqbkAAXHaBBwvTEgZ9At3BBHQGs8ah3DHjh3ifo31TjZhUgawF47wbLC/j40GPLVmj0E45hFt2oY8T2IHODiC9ooLZFoZxJFD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s="reportVariadicProduct"><list><block var="item"/><block s="reportQuotient"><l>9</l><l>5</l></block></list></block><l>32</l></list></block><block var="temperature in Fahrenheit"/></block></script></block><block s="doSetVar"><l>highest temperature</l><l>-1000</l></block><block s="doForEach"><l>item</l><block var="temperature in Fahrenheit"/><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="item"/><block var="highest temperature"/></list></block><script><block s="doSetVar"><l>highest temperature</l><block var="item"/></block></script><list></list></block></script></block><block s="doSetVar"><l>lowest temperature</l><l>1000</l></block><block s="doForEach"><l>item</l><block var="temperature in Fahrenheit"/><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="item"/><block var="lowest temperature"/></list></block><script><block s="doSetVar"><l>lowest temperature</l><block 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