<snapdata remixID="11867981"><project name="AP CSP Weather reporter" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGFlJREFUeF7tnXmUVcWdx7+9vYaABNEWUBbZQRREEk1kEIIQBdlEBGUXJConokzyR3TOmXE0ISbGqDPGIxj2tRsaGgiroAQ8CDHQI4igiIMYFofNsEi/fc7vvq77bt++91bVXd677/W753Cg6bpVv6r63N+vflW/qsrDL+rFkXtyLZCmFsjLAZimls8Vq7RADsAcCGltgRyAaW3+9BRenFeM1oGWqJ9fL+UCnAyfxpnIWbXcHIAp74L0FtiwoAE+GLMNjRs3Rl5eHuLxeMr/fmHJS5h/fknOBKcXhdSXTprvwzHvo0mTJip4FRUVGD58uPLzN998g6ZNmypAsv//8ssvFUHbtGmj/P/Ro0fRrl079X1WCzOQzX7f7U8/xMXYpdwYMPUYpK/EDoF22Dx1nSpA/fr1sWXLFowbNw4XLlzAlStXUFRUhH379uH06dOYOnUqDh48qKRv0aIFKisrFQjZz05q8vTCGVh/aXMOQCeNmGnvdqvXFasnl6lit2/fHgsXLsSECRNw8uRJhEIhNGvWDNOnT0enTp0wduxYnDt3TknftWtX7NixA9dddx327t2Lu+++21H1/2PJi1j8z9IcgI5aMcNevq34Fqx6rJQrddu2bcFML0tMJjgajeL48ePc90USvLD0JSy5WJYDUKSxsiUNAVg+ablanZkT7kXvkqspqV6DVrfijmdmq2URgEsvrcgBmJLW90khtwa6YOXEZao01866F6FAY4SfWIf8/HxPpCTnpPDtwWgcv4gTk99Vy/jPZb/GsssrXQTw1SpPKpCSTH9SBNxRkJKi0lkIAbhiwlJ12qXJ7P64/PMdnsHH6koQlrzdRwGQecukAZdfKXcJwPNxoDwETC0Wat8pD1VhTnnqJ0H1wvW4JQKEgMrpEWB6+uURajwHiboWdUbZ+CUqgNfPuQ+Xpm1PyTzgDbP64utJm1UASQOWfrfKJQC3hdHjoThwYz4qPy20bCLq9Du6RPwDIIDKKRHgF3UDwNJxi1XgSubch4vTtjtAWvzVZu/0w/GJm2oAWHZ1tUsAvlqFHu8UAvngAugX7UdNp2jAOgTgLYWdsHzsIhXApvMG4tsn3xOnyEHKG+f0x7HxG1QAX1z+G6yoqnAPwEFr8nHqLF8D+glAkmXDjgBO/SpUJzQgA5BxRACe/9nWlJjgm+YOwP+OW68i/FLpTHcBbPjvxRh9f9DStFKHl24qxuUridn0dD/qx7AhDLTIB7pltyPSpaAjlo1ZqDZ78wUP4OzjW1LSDa0W3I+jY5KrML8u+y1WBte4pwFpDDXonpAC1469RYaV8pv2Ux2hC3GgLAQ8IeZEpaTHPCiEAFz66AI15xsXDsaZKZs9KKl2lq0XDsQXj65Vf0EAlofWugDgd3FgThB4OjGIJ8gIQtJ0+od+t+9QIXec6GWLNGwQVzS1YnrPaOa+aBopyx2RzvkdsOSR+Wrztlg8FKcnbVB/ZtEx7D/c/LnNksE4MrpCLes3K17GqvA6FwDcFQGiAHonvF+CbP/nhejWMTHA10+38MzwZz+rQqfZ7nukzPs2kkkRtI4AuHj0PBWClkuG4dTE5LjMyw+/7dIhCoA0D0gPAbg68hcXAHwrCIwPANckxnVaDajtdDb2M5uGWTg4hLtujNVoA7dAJJlMwWMl1gEAO+W1x6JRc1Wno/WyB3FifHJc5iWA7ZcPw2cPr1K9YAKwIrreBQB1HdemRRT97grX0HzM7DEIjMaCpPm0T79lxThxybmzwtO4apkVIaBzQeJPlj4E4MKH56gA3rx8BL4euyYlJrhj2YM4PLK8BoBrYhvcB5BqQ2Os9TsDtbxdBuKRY4lO1jsrWgjd0H7qNIt2rGcG1+kYsDEMPJa9jkhHtMOCkX9WAWxbNhJfPbo6JZ9b55UP4dMRK1QAZ678HdbGN3oDIDPFRsttTPvR3wQgg/HO5jEsGhJSG8MtAKWW/LLcDDMAWSMTgMceWZUSALuUj8TBB5OxiL8t/70LANJ48o/G3qPZlAv7f3UVgrN056R1pKd96gCA80YkQ6LarxyFow+vSMlEdNfVo3BgWDIUjAD8S57TiOh9UeBcDBhQe97vnp5hXLqaV2vKJQegk0/K2bsd4m2hBbBD+Wh8MTKplZzlbv32bWsewf6hyVCwl1e94gKA84LA4ABQUttZMNNwWq0kraEkWkjY+dDmWRoCflgItPUmNk5CfE+SEoBzhr+dHOasfhSfj0hoJRYmxX7p9Oe5c+di3rzElM/OnTvRfd0Y/M/gxE44egjADQXvOhwDWpgsKxPLpkVIEJoMpklht54ON0dB2lc7vhTO+3gM+CACjHFPHuGyU5CwfaxNDQA7V4zB4eFL1ZLNtmmyBLK/nz9/PiZNmqS83mP9OFQ+sFgt63er/+AtgLQsxwtOaF4SU5bvZGAhuOgxW+5zPLbM4nEgAfjO0LdUCG5ZOw6fDl2MBg0aKFs1t27dqmxGcvPp27cvtm/fjp4bJ2DvwOQ6NAG4qWibdxpQ1LxSOvKEzYBijcG0Ji3l0WMWUzioTwjnvs3Dno+N16O5jZvFALaL3lwDwK7rxuPgkEVo1aqVsu1y2rRpyhZNZpJ79OihgPn8889j5syZyt+0L7i0tBTPPfecsoOONri3bNkSt99+u7Jp6cCBA+r7/fr1wxtvvIFu3brhB5smKgCylZDfV7zqHYD6KRZep2tNMkvLpmfoZzKr+ukUZmqZCSfNSP/HHqnpF62AWQ7grMFvql7vbesnYv+g+cqmcwLwqaeewpgxY9TWaNSoEe68807MmjULgUAAH330EQ4fPoxevXop2zJ37dqFPn36KOlps3pJSQl2796t/Ny/f3+8/vrrePbZZxXN+qN3J+Nv981Xx5qkAbcUv+9AAx6KAkdiwNDamkZU++m1G/1MS3ZkmrWPFkY9zFrNyKKx2XKfrdCvRSGgXyFwU/Y5Im0jrTF7yJ/UJiQAlzcciY9PXMKAAQOUPb9Wz8aNG3HDDTegZ8+elukor9deew0zZsxQ/i648BUmB1dhz0+T69CkAZ0BuCwE9CoEWtXsKFn4tDVhY0KnETMsH8pbOq8jUeDjKDAy+xyR78caYcXApCPQfeNj+F5RPn51YQCGPDSKZ6hs/X5deRlevjaxG+7D/nPUPB5fPw3HC//hQAMamCq39ns4gVirVUkD0rKgtKedxWZ4wNW++OWwGUoz9T5Zhuih1ASkFtx6P3Y2HamUu/Xv2/DK+f9S/m3/dCyDTrI192bwXfE8XZFPUSsLQbjvcKG67Md9P5MBPBgFNoWBuwuBHxtvECNN2O+73rguei23KdxOsLv+XnwSOKRm6zqAtgf/upo61YLa95lJFpYtkwCkSO6va46Z1absWgDcb3M2wG3yTPLzNYAy84NGzokWOCmg/xwEhhmv8KSoX/jFfBgBKBiYHrNIbvqQfA6hPQCPxYA9EWB0zYG6VCdzmtjphLJeFinZyIx9GQOG+FR7sFMoRLYQ+Fyb2wOQgje7FACdagZvSnWyhwCyuEPbGpBk82vHkVxkVkmziTxsTCgCq0h+LqexB6BJ57gJIJtoFh63aRrGyBmSls2PAMrCx9rEj3Wpls23AJJ80tAAMNJ+tvLyW6fZhY8qT+NFeky8YpeVmlR2WQcgLxBWuHVos9W4ANDI+b4U4TKtEjr5IMhLpqkZwcOjXJFXMJOsAtBKY9LvpCakKdj2TAy4zyeOiCyA+rGf7PuCADlNJg8gbd7ZHAYmGm88tzNmM6oEecEdW0UNN7ibpeedusXWjYWnd/zSaXo53gsD/QQ+jIvxpAb3S110nScPIKny5vlA99peGHWw9NqrySckO/4TSc/SMBC5wQp+6TS9HHbksvOOU/Um8L48gJyKyIZiuaH9RODTOyLMy6ZIG1qmMzwwyS+dppfj8yjQUXAaxueesOsAso7WgiVrlmXWlEXhM/OOtac3MJlVeV+vAp4sBuql2RER+RDY5DRVwmjOTyQPAY3ldhJPANQKycydDISiUImmI3lEV1ZYYKtinrdFATqwoa/1qa9ud0qt/JzCQ++PCgAt/Rfj6DmAetMn0lk8sBgkMlCLAkjy1ZgEd9r5IhXmpSFn4p2gZYSLaRYsWCErVkL+GQcoEJXMksTDA0qfFW86hdLLwCejAZks6jDgxaB/jm2jj4G0GGkz0ccPH5CFrHIa8K8RgNj7kZxJkvWOzQAkLXZN/Th3A5NZfWUcJDWEi26k8pP2yKJABOonOQDfqEqcIioxKKdOP/dtPr46xT8/moFDWzWPHC+oFUAq45wYQSgdF0iZUIf/az1qKf88IprQydJdCmsqB6CkOteuPsiYYQKlR5dIrQ3rMnmYtaHZkSGmbb4jApDCpwhjPz1spcNMJp86HXpxXQdQuz1SewyurDdsBJsbAMo4I0pj0YFd/+3D43u1APppiCD5kboCIPMaqWyrlRAZgIzMrcz7Zu0gDSAzw37rZGZiaWVK1jGRhMTL5OIAkiZ4qwp4tub5zWYTvFaOgKgHq4cw4wE8Fwfmu+RVs+GQjFPiJUk28xYHkELw6WZP3aSsLBRs5UF0zZjl78aWT9t5SI59LfvCjby0c3sMQJkoaZuwePGaOICzgok9II2T7iB5q9d8Ly4cscIqwLSmCITapTKR9FaNZNuLfjcMNMkDerrgiLDNRE5Mulbr0b/JQaINSk7y9IIugTzFATT4cmW1n14emfdl0hrVmz6WqmAe3tsjEMakz+Byten8uUvXR4hMo1h1nrYvtKa4LgEo69Xq21N7fIbImNApgLKT4bX63w3Tqc3USX7sXXJAvp+XCLXX/ltA8/gliS0NSGaxQ+sojnxV4OjWI7YywU5C0DcKO7ZN1tHR5+P0fSU/J8AY9TaFydNY7vHiBESiD1sXJm2nlYlMOy2V+nwjur6atgBk2oQy490PzBuTWWk/pmXZmYB2y3Ks/bwAkDWMLNhG5tduXqLQe5hODMD9UeBEDBhYpIQ1Uag8BXGS5hIxn2byi5hVp7ArqzFn85X9IHYBVuRfH06cBHabZCAor/NknBKt9jP6KMgM05NBWlAMwIXBxEn4zfNrbJUUAciJBmTvUjmhcB4WrZWPwqE8SIM6CWJQ5KA5vFUhb3aW0VEgZD55ToSIyZXVqLwPxOPfiwGoqZQWOul1VV1lZACWmcNjy4HaaRvbUzBamb3sXJ4m1O/tNdvrS1qQxpc+3IJpxLIjAClDGYj0AshGp4g4E2beOf2/2TWywh+5lwCSEFYQ6sumnwkyo33LVr8TrmxqEjoGUEYzGVVJFmCrC3Ao/1r3AFd/JKxsJ2NW1z1howZhEGpPtSJvmUy0VqvxPgbe71PDF7cUxwA61YKyABoFpVIeRuBpx5D0b5rWIa1rdJk2t6UoAY0BCQzdoUxC78omYuNCgo7C8fXjQx5gPJMuK49H6fkA0pnJB6LAiIBibunRaxGCovn1MVsXzsgCqAee9z4z22wzuqOx4KkYsMV4U75H/ZOAjyaab9V43wTXJ1H+OI8HqWdCi2fMB7C6EmzS2OzEeh4IZiLZeY9pvGYlMe7pCfr8ZcedteT2Q6eKHjaUAasjQgD2mJNYhLeaR7MDkl3zzTQuwcQb0xnJ5WgZ0Q8Aysjgc4dECMApu/jXHdgB0IkDI/qumVwsiJZ7PIdeBcp0vrglkkspK4M2ekauJM9TCwNoR9PwpHcyHhONbOZ9GFLakMaAa8LS21J57SD9e1kAqQA770gLJv+CEIBemGBRDWZWJbcApPyZLNzj22hX4PjiRGxgOh9Rs5oB+0ZSDiCZvg6tosp0CE+rWvWxmwCycrja0C9ahOeEkPNB8NHDW95L54cktC/41SrwNKDICgVzOOhv4fP5LBpHBkCZcZ6pZvaL+aU2MTp4XAsdBSPQRiW/nO5q0Y/CGtDq8EfeWM6puTWSnze2Y+/YmXYxzJtOyprgA/PLKsa0sfaiGp9rO6N+tAaQLuChcc+MekroldEqAoW688ypKCyi1kAWaJnyDevjx73BBCAdH0yn1WYgeKyvrQH8v+rDrenLr15T1W8MMutc7WYiJ2M9PZQiwOvfkbkrzhTWBUGgcwFwlwsbk0S/NKt0bGolg/cEU/WsAaQ7genGoAeSG3n0HWTWYWxAb7VGK9MPDDw740eZQ40sHRG/OCHUcLRER7sU2bIca8wM04bWAH5QfS6K5jQs/XhPD6DWPMqYPisYud6pAMkysrDy2J4UNXvq7C9iwHiJ49EEZLOVhJ2IoL0xSeT+OFuFefeSNYBrw0CXfKBDciFcr02MNCLzOmU63ayKlIcdrafPT0YWllZ7zo06jCAt+Ey9xIFF6X78pJFttoU1gPOqb43UTbyyDtI7A3pNJdPpevllHQ1e/WVkMfqoKH9lorqiKBEd1McHBGY9gCYVZB2k7Sj6N50BSGcBsqAFmU53orF48DEHStQZshrXKk7YFJ+cQlCXAaSOoLlBCnOniWhyNig8ih4GoN2bz0UntkXAozTkwNDOONFdcWYA0nTTpX8Al5eEgclyG6REZZVKVxcB1Go/aiz9xh+9lrGjBd1wOrQdKSsDpTf13skxoyGxHy7+y8BtmPoPzHoMqPvCmGaisZDR5LNRR9sZy6ULQJovpDpaHoJE0x8jA8C1aQ5IYD2Z4VpQCkCjsZ+IppHxZNkaL+/eNxlTxdOAbI5RaM7Sbx3uN3lkOoY7Ea2rHNNMZov7Vh3Ng4DJTekof9JGbky/MAfESKux+kgd++a3Did5Mng1RFgDMlPK231m5mmKakEGqp0gAquPT/sBsGhoW4D7CUC25yNDzwak/hIGkGkmw0v9qnveSsuJhE/px4t2bkSymtBmH4eoNjbMy08AMllEA1QlzWMqkksByJtHcwKgmbPilkOiHb8KjfXMWt8vAFIYFple5o37RS5JaqUApLx5x6mZ/V6vAUm7kcdJplZdZdhhvMbK4JQJLDWb2Hak/SjTN4PA1ABQnEYvmE5JoI3r2sCDbAeQt5rAzKV23/Cpc/nqbUcEUfsWUVypylOgo4H/5e/yat2GZPYB1bhAUPIrY1qU9wEJZUthWYMCQEkaATSCLUNOQnA0D2g1DvyXH4TRqXVUBYsK0p98uueTQgSD4tCZaTEhUHSJ3DLlWB0CuhcCbdN09anVqQgZqAXNTfD5OLAmBDyWXHKyciRUOPfGEoGbHjyinrRR0WTurRwoYXG3hoGSfKC7N3XkymEFWTpOQogrrqz1Y5HGHEA6E+ZQDBiaDEYVApCuN832J11BnwQf7z6QDNOC5gDujgC0s69XMuxIATBSHWygi0ZSTdwDef5YqM/Gj0AELpE0PmobcwDpTOR2+TXMqRJVciwPlc9Ea22EYRPH++YAlcEA0DRNYyQfNa6rouinXaymicwOrnRVIHcyMweQzoUemPT21Hk6usCZzACNN3SmSNWCfrvk2Z22Sm8uopqNt2k9vbWoVbo5gK9Vh55XKzJ1/PdkBHiiHrAtDJyOqeaWLehTCft2FaDyl7W1pM/qnjniiJ4HyGokCqsPWsAcQF0l1LXZcXRVQSHQPh94K6jcoD5lVPLgShXUV+LAhTgwzgcbeHzQ0I5EkAUqg5bmhAGkBiQTu++TQlR+pnFMqoLAHckbk9To490FxkfLOuqJOvqyLIAZZIatl+LOxoHra07yNIzEcLmw2i5vDmPK7MTkM4W7q/N0+/Nz8Ln1regvpxHNVxZa0XxdTmcOIC3R0jiQpgGna26JpIo9XQ8gy2oQL6iEOP1bhH9+scsVydrs7IJk970UNyT/cKLD0cQ1VXRINk2t/D2SuGCPnreDNQ5rZOPE0hcKcPnbPKC3D7YuprhBXS/OLkjs5ASfn5DFB5C1KG1Sp9WREQGgTbUJpp81m9YpqXqPh1+2LrpORAozJPjoMmo7G6Ay5PZMcQBZu9P0y73Vy3MGX6fiqPhp72wKeXG9KLvaL4OmY+QB1Lby3CDw0yKgRUIj1pisfiQA3JRbDbENJWkwuvNtlINpLKcA2xZe/EVnAJ6JAytDwFOJMaFybszxCHasKwB+kgxiEBcnl1JtATfgcSMPj7vEGYAknLaS74cx5c2oo7OfPa5v5mTvBjxu5OFxi7kHIF1ovTyU0ad1etzW4tm7FddXJwCkoypCceCeIn8cWSbezf5N6RY4buXjYUs514Ak3B+rAIp6HVyUmpskPWwQX2TtFjhu5eNho7gDoIcC1rms7S69GTUUedG0ddPHTw5Av3WOW+M/v9XLRJ4cgH7rqAwwm242WQ5AN1vTjbyuxoH6vG1mbhTkjzxyAPqjH+qkFL1u/jHncKI62Sy5SqeqBeJ/uIr/B0WiYZGQ0YmBAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="AP CSP Weather reporter"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="highestTemp %&apos;list&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>maxTemp</l><block s="reportListItem"><l>1</l><block var="list"/></block></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="list"/></block><block var="maxTemp"/></block><script><block s="doSetVar"><l>index</l><block s="reportListItem"><block var="index"/><block var="list"/></block></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block var="maxTemp"/></block></script></block-definition><block-definition s="weeklyAverage" type="reporter" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>avgTemp</l><l>0</l></block><block s="doSetVar"><l>totalTemp</l><l>0</l></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="dailyHigh"/></block><script><block s="doChangeVar"><l>totalTemp</l><block s="reportListItem"><block var="index"/><block var="dailyHigh"/></block></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doSetVar"><l>avgTemp</l><block s="reportQuotient"><block var="totalTemp"/><block s="reportListAttribute"><l><option>length</option></l><block var="dailyHigh"/></block></block></block><block s="doReport"><block var="avgTemp"/></block></script></block-definition><block-definition s="numDays75 %&apos;list&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doSetVar"><l>days75</l><l>0</l></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doRepeat"><block s="reportListAttribute"><l><option>length</option></l><block var="dailyHigh"/></block><script><block s="doIf"><block s="reportGreaterThan"><block s="reportListItem"><block var="index"/><block var="dailyHigh"/></block><l>75</l></block><script><block s="doChangeVar"><l>days75</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block var="days75"/></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="115"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="116"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="117"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><watcher var="index" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="maxTemp" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="days75" style="normal" x="14" y="25.000001999999995" color="243,118,29" hidden="true"/><watcher var="totalTemp" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="avgTemp" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher var="dailyHigh" style="normal" x="371" y="11" color="243,118,29" extX="80" extY="70"/><sprite name="weather mna" idx="1" x="82" y="-47" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="128"><costumes><list id="129"><item><ref mediaID="weather mna_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="130"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doSetVar"><l>dailyHigh</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><l>7</l><script><block s="doAsk"><l>Enter the daily high for each day of the week!</l></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="dailyHigh"/></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The highest temperature recorded this week was </l><custom-block s="highestTemp %l"><block var="dailyHigh"/></custom-block><l>!</l></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The average temperature recorded this week was </l><custom-block s="weeklyAverage"></custom-block><l>!</l></list></block><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The number of days with a recorded temperature over 75 degrees was </l><custom-block s="numDays75 %l"><block var="dailyHigh"/></custom-block><l>!</l></list></block><l>2</l></block></script><comment x="645" y="50.66666666666666" w="90" collapsed="false">weeks worth of user entered highest weather values </comment><comment x="647" y="129.66666666666666" w="90" collapsed="false">report the highest value// </comment><comment x="648" y="187.66666666666663" w="90" collapsed="false">report average// add all divide by total</comment><comment x="650" y="255.66666666666663" w="90" collapsed="false">num of days w temp above 75// operator (&gt;75)</comment></scripts></sprite></sprites></stage><variables><variable name="dailyHigh"><list struct="atomic" id="184"></list></variable><variable name="days75"><l>6</l></variable><variable name="index"><l>7</l></variable><variable name="maxTemp"><l>78</l></variable><variable name="totalTemp"><l>546</l></variable><variable name="avgTemp"><l>78</l></variable></variables></scene></scenes></project><media name="AP CSP Weather reporter" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/><costume name="Untitled" center-x="47" center-y="125" image="data:image/png;base64,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" mediaID="weather mna_cst_Untitled"/></media></snapdata>