<snapdata remixID="13164950"><project name="Geography_Quiz_CPT_Challenge" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGsBJREFUeF7tXXmUXFWZ/73at+6q3ruq93R2CIbABKIwREDZJIJGgiyCyuhxnMmoeGQi52B0AJHB44ByhvEMmgyiIUYYMbK4gB7DIhLIsGTpdDrd6eq1eqnqpbr2N+e71VWpqq7lVdV7Xa867zv5K3XX7/76e/d+K7d5jOehkMKBEnGAUwBYIs4r0zIOKABUgFBSDigALCn7lckVACoYKCkHFACWlP3K5AoAFQyUlAMKAEvKfmVyBYAKBkrKAQWAJWW/MrkCQAUDJeWAAsCSsl+ZXAGggoGSckABoBD2hyMI+XzggyGE3R4Ex92I+PzgI5GoPVOlgsqgh7bGBrXNCk6rgcZgANQqIaOf0W0UAKYcP4EsOOGGt7sX0wffhX9oBOGpGfDBIPiIMMchTq0Cp9FAba2AvrEeFRvWwbSinQGU/l+h0xxQAMjzCM94MfPuEbgPvAlfnxMRf6AgjKiNIRjss4gE1Qi6dQjPacCHTktBlV4HQ1sTbBdvhGXdGqjNRoDjCpprqXQ6YwHIB4KYPnQYY8+/jMDgMPhw9HNaLBmaZ2Bd7wKn4cGHOfAhDkG3Ad6eSgQmDFFA8gCnUaHmUj1smy+Htm4jwOmLnbos+59xAAy5PXDtfwlTrx5EJHBa0nEqHroqH0JzWoR9Guhr5qC3z2L6SDX4YBF3OQ6o/tAgKtZOADyH8JwaoWkdaD7fiAnm5W6oTVpoai6DtmkbOF1tWQKp0EWfMQAMjk9iZM+zmHnnSFzaqXRhVJ4zDnOnG5yaR8irgcYcYlJLY42CMxJQof+JNUC48E8lzeP4VDfU5mD2c+LUUFs3Qtf6BXCGhkLPtKz6LXkAhma8cO3bD8/rb4MPhZnkoc+ksXkGltWTTLoF3AboquagMoQXHN7MsSqM/7mpqENVGUPQVgRQf1UfVPqFcywYnFNDU30ptK2fB6etLGpuuXdesgAkFYn7L2/Ate85hH1zsKx0Q20JomL1JJNEYa8GU+/WwrLcDW21D0gj4OYGLHA93wY+Urj0IwBoLEHYP9GNoEcPrc0HlV7gfVNthNZ+B7SNVwCqIq4BMkbhkgQgqVGcj+yCzznIJE79Nb3Q187Fj2H2hBUTr9rh2NoNermmJR4Y/V0r5vqKlEBcFICmZR5UXTCM2W4bjE0zIKkolML+tTCeczc01iqhXcqm3dICIM+zT+3w7n3QVk/D2DKNmeM22M4bhUobgaF5GrPHqzB+wMFeoipDCC23Hk0r/ej3oWc6ERgzCjtMEpJp1IR0x6y6cOj0GDyY5K04e5xdB4RS2GuGquZrMJ994ZJS3SwZANL9bmjXXnj+egiWlROo+fsBzPZYMfbHFtAjoO6jpxjghn61Ig4U6/ox2DYOpxeAYQ6De1ciNK3NihG1MYyGa3vYZ50PqxBy65iUI+ATIB03HGcSUAyi8YOz18K6+Q5wGrUYQ5Z8jCUBQFIk9z30GAIjg0AEsH/iBDQVQbh+3wr/iBGN1/VAa/PD9UIbvKcqokzneLR85mjGR0HQrcfQvuVZ73/0cm65/Qg49cI7Hc9ziMxpoDaJA75EpATcZ6Piom9BbTKXHEDFLqDsARgcm0DvA49CpXLBcvY49LU+qCsCmDxgR+X6MUQCamadIBr+zTL4h0xR/GkjUfBwCz+D9DIe+W0H/KPZP78EdF3C3bLYw8inf3DaAfO534OmuiafbrJrW9YA9A8Oo+/+R6GtmkAdqTg0UUkUmtKxF6/nrTom4eiuVXHWBGaP2zD2cjNrYz1/FLYNo0kHQq9d34AZEweacn56Te1T7LNeSgpOVsNwzkPQ2xtLuYyi5i5bABL4eu/7EXR1E2i4sg9Ic6Ef+tVyhGa0aLrpGHuEeE9Wss+y1upnd7NE1Utg3IDRF9sQntHC2DIDg4NsuioG4lQiQNu3drPPeqlp5rgd1g/fB72jPEFYlgCkz+7JnT+ApmoCDdf0pn1NkjRz7l6D2sv72WuYaOS5DvicZtg/2Q1djS+OnYhPjYGnViLiVzMgt37+MPs0hzx6DO7rZI+LRNLVz8H+8R52jyw5kbroubPQ9M87oK2tLvly8l1A2QGQHhw9O78PTuWC/foTzISWjuiuN/Gqg4GNaO5UBZNw9GBove0okPBw8LxVD/eb9fFhGrf0IDilx8QBe5I3S6wBORvYNo7ky2vJ2gfGjXD9cT2W7bwTakv0jlsuVFYAJFXLyXsfRsjdD8cnuxe8YL09VgSndcy6MfzrZdBW+VD5gTHMOSsw/U4Ne9ESAOn1S48QIpJ6TPr5sqs1COjUh9pVnjOGqgvTq29KcvB8VLpDtRztd28vKxVN+QCQ5zH4+B5MHTzIJF/q/Wv6vRpm3SB7rsYcRP3VvVAbQvCPmDCyvyNJnVKxdhy280eZdBt7qQW+4RxSgwNTWIdmNRh6ennUnkx3xIAKFevGYV7mKQnuEiclV6+hX3XCunEDHHfcWDbK6rIBoOe1tzD4k6dQd3kfTB1TSQdOUsz5s9XM/45evU3bjjOlc4xIGU3mt0RiVgj6x+e289ZcNAgLc6cCRl9ox1y/JT6UZc0Eai4eLDkAaQH0h+YbssDxuW2wbtogizXlWkRZAJBsuz3ffBDmFS5UXzywYE/kPjWwZxVzMKi9tB/m5ckSaertOkz+rXD3plbSF+qiXixkmqPPO4Fd3ziLxmtPpjfl5eK8BL+T+omuEyq1Bsvu/wa01TYJZhF3SNkDkLxaer/zCEITfXDc1JXRfjrxWiNzHGgi9UqKSmb6cDUmyP5bAGmtATi2dZ3uyQPjrzgwc6QKzbccy+zMUMBcYnSZeMWB6ferYWh2oP2e7SxgSs4kewBO/vl1DD/xNHt0aBNUJ6lMHf+LA+aOKebrl0r0OHH9oaWgcyCP5dpLnUl9mZnNr2Z3TLkRPbSG9q5AcEqHxls/gapLLpTbEpOvQnJO0UvOpD07HoCmYoLZc7MRublrKtIHE5Fdd3DvioIOgvwIazYnA7CggRaxU3hWi4E9K6HSGbHsgR3QUPCTTEnWEnBo1y/hPvA3NFx7Mm7PLYSP4VkNnE+uLqQrU9vUXtYPQ6M3qvbJ/WYpaB6xO00dqsPkGw0sAs9+21axhxdtPNkCkGI4Ttz9IFR6H5o/3ZXW1CaUCxQe6fzZKhYUVDCpeKh0EdjOH4kGGMmcKDQ0umctOu+7i8Uky5FkC0Dno7sx/fb7qNo0hMp140XxjjxinE9E1TTFkr7RO//ylYEZLsdmmFpm0IyKDWej+R8/U+zWJekvSwBS6GT3Xd8lvxY033qMOZQWQxRaOfGXwl7BsXk1lX5UbRxhCuh0wUvFrE+qvuSMQU4WlKlh+fd2QGNL1oVKNW8+48oSgEM/ewbuP70GU+sU6q7Mz+WJdIFhr5aZ4ch8FnAZMfxsVG9XKGkr51UxKUOE5jTwO83QN8xBU5nyAOI5zA2YwKkBfb03brMmT2mNKQRD08LXeqHrS9eP4o8HnlwdtwDZNm+C/ZbrxZxClLFkB0DKWND1lW+zoPHGa3ugt3sFb5Rcp9wH69ldjywd9GigIPN0sRqCBwXQeP0J6OtOBzVRX29v1LWLjc2BqYCqNlEQVIT5HU6+3sjcuYjo7mjq9CA4ZoDfFX2RplOY57OmXG1pnuFnOuPNVDodVv7Ht8DpsocY5BpX7N9lB8CpN/4PAz9+Muqx/Blydxd21yLzGJnJigVbOgbXXdEHU1vUpYuI7Muu37UyYFGhM1J7MAnL/vHJ5j2OZ2k6KLA9Ht5J2RI2DbHApEQi2zTZm0niFvvapvWQBAwnOFk0feEmVG5cLzaGihpPXgDkefR852H4+wehr59D43UnBG2OJM3Az1dF/fkkIAJQ/VW90FX5mac0zUePkVhUGwGHbM1T79QwH0JSVKu0YZiXTaFyvYvpJwl8/lET5pwWmFqmoW/wLgCZf8iM4f3tMLVOo/qSQTZGaFYL34CFBdBrq/wwOGbS/lHS7/SnSo63MWIK+D+2xP8o9S0OLLvnX2TlqCArAIanZ3H86//GUmdYz3XB9nfCfO7oczf1jvQ5VcgJonazM+7KtQDrPIegRwc+oIK22g9uPkRA8N8ED8x0VWGmy8ZiWQhUcek6PwiBsOHqk1CbT1thSNoN/nIFcxUjvpG7GJOgzE2rnQGYiB4jK75/j6x8BmUFQM+rb2LwJ3sZs1hCn7Ny69vojjfwxCpBXi2CgZCmIZPIW3qK0kcmDhvxaTDxih2GpllYVqfsc/7WwcIwPTqM/qYD4cBp6U4PHsenjsclIYUdDO5ZGf/Em9qmUPuR/mgCpEELRva3x6cmVy3rhfLxlJEVAPsefAzerqjJjawP5s7cfnajL7Qxb2cpie6hrZ97v+h7WeIaE8M+667sY5/dTEQqJFIlJZL1vFEWcE9Er/6Bn58GIP0f5b6ha0PUT3B5vKtpRQfa7vqSlOzKa2zZAJAyk3Z9ZWc8OWTNJQOwrJrMuhm6bw2QjVfYOyUvxiQ2pgAkHeWPEZko6RElP1KbQmi+5WjG0YeeXpihgcUkf/Ywk3LkjkYZvFLTyDVt62Kp4OgzTO2j/pI6rHx4p2wytcoGgIGRMWZ6ixFlLKDMBYx4MLXGzNFq1F99kundWOqM/+1kej4piSLkSJJIQrSHp6PK4tRAqdh8DFy71qYNkKeUH5T6g3gxQFkcPLqkZZLZkJTm5IpW/aEhkFtacFKPzu/eBV2dPOKJZQNA9ytvYuin0fsfEakoqj8YzaniebsO7nmHUrqE0/2H4jxGn2uTBBfxQVWA/Tppg88JfARCXR1F2p1Y8JmnxxX98aUjshCR5KRX+sizHfANJ2dKIAU4eWtTQH7TzUdZyAKBtfba22Bac5G0vBM4umwA2P/IT1nyyBgxm+uWHha3QXbcmFI3FpM7+mIrU3lISZT1wE5uYHkkESpkPbFPLF05qjYNx02PBM7hX3eyT2wmsqyZRM1FA8xLm9Q8icTpImi59Qj8w2ZmeWE5q4Mq6JrOhWHNtwpZquh9ZAPA7h0PIOg6/Rok3VnTjV1gvny/TPblo5RqxEypSQxHCCFrJPMhSTAKBaW9GVun2R+et68ibVhoMsoAU4cHc72VCz7TFNvsuOkYy/qaSDzfAssF/yX11VnI1iEPAIYjOLb9nqTs9LFLdpA+Uc90MiUsKXA9i6DvY5xT8Sx/4KJlP+DBkpmTfZmi+lSqCAsxpQcEikiQSelDKI1IIrn+sBJt//oQoJL+jzgXCmUBwNCsF91f/XZyHQ4OaPp0F/sc0eeFEgH5hkwYpQNZBKLLe/NNx/JXJou8NjL5kd25UCLled1Hkh06xv7Qhuav/jtUxtPRfYWOX2w/WQAw6J5C99fvXbCXxo/3RE1W80QvuNTPcbEMyNRfV++N3v9KTLEgo0KXQdaY5puPJQXxU44c6xU/htZWOLALXU9qP1kA0Nfbj5P3/nDBnijom4z2MSKzlPPJVWLtPes4VKKBhVyWmIaf7WCPiGKIPHnIkqOzzzD7NOkGdct/CENbYYFaxaxFlgCkkljO/3xiwb7or5eCkWJKYFYyYddaMfefcSxD4ywatpQYgKTf20NZWpP1e4UygOJbKFm651A9Gm68A/q2jYUOJVo/WUhAzytvYjBBB5i4O/Lpq738FIxNs0yT3797Te6XoQjsoTohzN4qsQom21L5oBqndq8u6hGSOj55y5C3TseOa6Bv2ywCp4obQhYApHIKQ7v3Zd1JLAWG6/ct8J6MupaTtwzV+iCQkD109Pk2lg9QDJJDDsC5U/M+jmJsKGEMCito+fIWaBquEHnk/IcrGwDS1swrPKi5xMlSqdnOc6XNzSymcwJ545BXTlZKZ4cu3Ps/aapYUFH+x5q9B/0x22+9AZr6j4o9dN7jyQKA2T7BqTsiEx3l5yMDfjqizzQlF6eiMEUTx6P+yj6WMTWJIhwCE5Q/0BH110v8McJBXRFkJrxiiCVcoki+InSAmeanTA/Vl38W6vqPFLNEUfrKAoCZHiGZdkiZr5o+1Z2x2Atd2skFiR4tRZOaR+VZ46zQDKcCM3d5u62s0GA2U0LbF98rykunmHw2WffMgd1tzRu+Bk3txUWzp9gBZAHATGqYbJujFLm6BB1halvyAmZWBLFctWLpeAUGt7d94b2izob0naT3FJs0lqiJU3/2D6C2LI5KK9seZAHATIroTAsnM13zzUdzxudOHarF5BulSd7d+g/vpy0BIQRQdI2gfIdSxLhUbRxm5SuM658Apyu9S5YsAJjWFJflpBK9gXMd6MhvT8dE5Gor5u9UD45q1BVEPOD8+WpQThuxqXHLSejtczCu/wU4rbSe5ELWLgsAIo0zQmbpF8krWwJd4sl+TF41pIhl8cLGELvc83MaBGe1ourZEtdNGfoLTd879lIzK/klNpF3t74WMG7YqzgjJDI31R0r8wMkzHzcio2bjY1PcbiuF9sRGDOIfdbMkcL+SSoblj5tXLYJPYfq4H6j8KyumcZ2bDsOfV01jOsfF+16XAzj5CEBAaQ6pGbaFIufuDlDhcsCORH1Su4sLntWhrkLzSHtOVgfzfIgMpFjgs5xLvSrdoo8cmHDyQaAqS75GSWgNoLm246IaiIjj2PKHyjFpZ9SizR+jIraCD8guh4MPrVCNBtwbGa6frTcfhjqpjthaLtU+IIkbCkbAKYGJWXcM8czHaBGxDJZFAQ+8OSquNu/mPyuvewUzJ3JDqG5xo9Fy+Vql+/vKlMITTd0Qb/6p9DWLixBlu94YrSXDQBTwzKzbY4Cr+uuyC9rVrbxWKKh37WKwc+kMcjw33TL0aR0Gbkmme2yYexP0YKKYpN5hRumzgBqrvtvJSwzHXMTA9OzMp/jWYFCQ6qJrIATi6W1oBIHohPHRzNr1QqLKZZS/0d7o2D/oHsTHF/aLvpWCx1QNhKQNpCYmiPXhshXkDyWtUUGjM8crsZ4gSUccq2RfqcAI5LW6eoSp/annH6kgC4qlXCWRVGkYc01n4V103lClr4obWQFwMTkREJ2rzaEWQatBckhhXSmNjwH5y9WshKtkpGKZ57ViaEFmeYiV7KBX6yUDIBKcqJcp5yQni1X09jvBEL71uMZvWOyjUOvzVOPr5XswGNzs/ji63OXd/WPUDZXUgcJ3X1+7ZT0bAL4FUtQKaBpvAnpBikPSqwCptC+rKYwBb1LlFcwcR11l/WzLKnZSKrHUGxOJUGlAGQkpugV0DzepKAcLvQJfjJaY05qooDz5lszJyCi+Sm179jL0ryAlRS9eZxwLEl5Hl2Yorfx4ydY9JdQouyjlFlVqk9e4jroEdJCldizxJikq+opdC+52ilJynNxKOH3WJkGypSaDxk7plCfEoSdsX+Ew8gL7fA5iwt5zGd9rZROLSGFbmJf7wkrk35SeEArZRryOaX5trFCNfl0ZdkMKFtUjkg28oxxvdjGso8uJtVe5oS50500JSVdcv+1MZqAUqLHh1KopoBTjpXq4kN5FKnhyFH1WPYXMT086N63CMmNUrdNjrR1l/dDV+dl987ZEzZW9pVMgVIRp1ErpboKZW6sWGE+/SmQnfLiZSKWXWGR7n0ZFzGfQDyffRXaVilWWCjnqFDXfLnW8JwwUxZNRRFfVOM3E80ep7tW6VNSFMEWwV3VRoNSrlUwtzI0jBWsFjoOJXisXDef2jelE+XcI0tDKT6/QtcvZjulYLUI3OQjEfR+5xH4nDkCxOfnIo+P2g+nLzA98Wojpt+Tvp6ICNsueghDswPt92wHpxIhNLXo1WQeQFa24EzLDE640fPNBxEJpQ9GT+yXKasVxQqTk6cUag4Jz6egoVUaDZbd/w1oq8WPKSloQVk6lQUAaf2e197C4E+eAivOloVIFdNCFodYHO9821JFx4l9YDnH4zg4PrcN1k3yKUaTbc1lA0AC3uDje+B5/e3sZzCfWZUCsGNE3i7k9SKVm1NOUCxiA+sF54KqIYHLIwZgEdeXOlX5AJC8p0JhnLz3Yfidw1lZZt0wCtv50SpCRJQRlJVWXeJkaLGj/e7tIN1fuVBZAZCYGibVzM7vI+TOXNoqVp4gVuqVShOwSkJZyh2Uy4FlWqfGWoFl375TVoUIhfC07ABImwqOTeDkzh8g7PNn3GPlB8ZQdcG8pOSB/t1rxUlWJISri9xGbdCjY+dXoa1Nrie3yMsoaLqyBCDt1D84jN77fpRU2iGJA+Qds2U+yTnPof9/Fsfvr6BTKKIT1X5rv/ufoHeUJgdOEUtnXcsWgDEQ9t3/aEZJSJ4nBEJdjY+VOiB3J1bZfIkQSb62b365bMFX9gCMfY57H3g0452QgpdqLh6AebkHIa8WFP1GiSWlSH22mLimO1/7ji+X5Wc3kU9lLQFjG6GHSd9Dj2V9HVOlJarFRg8TKn64GF7QUgGSXrutd36x7B4c6fixJABIGyMVzdCuvfD89VBOZbVUwJB8XI6D9YL1sN9+Q1mpWrLxZckAkG2S55mienj3PkFmO8kBI+IEZF5rvG0rrBeeWzZKZiHbX1oAnN8x2Y6dj+wS7MAghFGlbEOOBc3bby8L226+fFqSAGTCMBIB1R9x7XsO+fgT5stAKduTP1/d1qtBTqVy92oplA9LFoAxhpBTq2vffvZpzsu9v1COitCPTGnkTFC39WPQmI0ijCjfIZY8AGOspxiTkT3Psqrs+UbbLdbxUfSa5Zw1aLhxC7Q1VYs1bUnnOWMAGJeIbg9c+1/C1KsHEQnknzpXitOioPHKD56Huo9dCo0tWobsTKEzDoCxg6UMDNOHDmPs+ZcRGBxedKlI0k7naETtVR9Gxfq14HQSJkiSMZrPWADGz4TnmYfNzLtH4D7wJnx9zsz25SIPkuy2hrZm2C46H5Z1a6KK5DLx2yty6xm7KwBMYQ1laiU1jre7F1RCzD80gvDUDPhgEHxEWOQ4p+LAabVQV1qgtzeg4rx1MC1vZ2oUTit9HhqpwCLFuAoAhXA1HEHI5wOBM+z2IDjuRsTnZ6oeIlKRqAx6aGtsUNusDGQagwFQyzsgSMjWpW6jAFBqDivjZ+WAAkAFICXlgALAkrJfmVwBoIKBknJAAWBJ2a9MrgBQwUBJOaAAsKTsVyZXAKhgoKQcUABYUvYrkysAVDBQUg4oACwp+5XJFQAqGCgpBxQAlpT9yuT/D+QzsM62UI4gAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Geography_Quiz_CPT_Challenge"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="difficultyAdjuster" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Easy</l></list></block><script><block s="doBroadcast"><l>Easy</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Medium</l></list></block><script><block s="doBroadcast"><l>Medium</l><list></list></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Hard</l></list></block><script><block s="doBroadcast"><l>Hard</l><list></list></block></script><list></list></block></script></block-definition><block-definition s="listExecutable %&apos;difficulty&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Easy</l></list></block><script><block s="doSetVar"><l>questionList</l><block s="reportNewList"><list><l>What is the capital of France?</l><l>What is the capital of the USA?</l><l>What is the capital of Mexico?</l></list></block></block><block s="doSetVar"><l>answerList</l><block s="reportNewList"><list><l>Paris</l><l>Washington D.C.</l><l>Mexico City</l></list></block></block></script><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Medium</l></list></block><script><block s="doSetVar"><l>questionList</l><block s="reportNewList"><list><l>What is the capital of the Netherlands?</l><l>What is the capital of Argentina?</l><l>What is the capital of Egypt?</l></list></block></block><block s="doSetVar"><l>answerList</l><block s="reportNewList"><list><l>Amsterdam</l><l>Buenos Aires</l><l>Cairo</l></list></block></block></script><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>Hard</l></list></block><script><block s="doSetVar"><l>questionList</l><block s="reportNewList"><list><l>What is the capital of Venuzuala?</l><l>What is the capital of Nigeria?</l><l>What is the capital of Mongolia?</l></list></block></block><block s="doSetVar"><l>answerList</l><block s="reportNewList"><list><l>Caracas</l><l>Abuja</l><l>Ulaanbatar</l></list></block></block></script></list></block><block s="doForEach"><l>question</l><block var="questionList"/><script><block s="doAsk"><block var="question"/></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block s="reportListItem"><block s="reportListIndex"><block var="question"/><block var="questionList"/></block><block var="answerList"/></block></list></block><script><block s="doSayFor"><l>Correct Answer! </l><l>3</l></block><block s="doChangeVar"><l>score</l><l>1</l></block></script><script><block s="doSayFor"><l>Sorry, but that is incorrect</l><l>3</l></block></script></block></script></block></script></block-definition><block-definition s="scoreDisplayExecutable" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Your score was...</l><l>3</l></block><block s="doSayFor"><block s="reportJoinWords"><list><block var="score"/><l> out of 3!</l></list></block><l>3</l></block><block s="doSayFor"><l>Click the green flag to play again with a different difficulty!</l><l>3</l></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" 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" 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