<snapdata remixID="10085715"><project name="Lab 2.3 Ruiz, Sarah" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAdcklEQVR4Xu1dB3hUxdp+z9mSZDfZbEIKCWlIIEIIITQBpQsIUlTgF8svih3hB65XRPRakKsoFqwXVMRGVQGBUC4WIAoiJkgPCaGkk5C6yfZzzv/MnN00gmQ3m2zYnPM8gcCZ+WbmnXe+b+abb+YwES9uFiA9EgJuQoCRCOgm5KViKQISASUiuBUBiYBuhV8qXCKgxAG3IiAR0K3wS4VLBJQ44FYEJAK6FX6pcImAEgfcioBEQLfCLxUuEVDigFsRkAjoVvilwiUCShxwKwISAd0Kv1S4RECJA25FgIl8fqMgsHKAYdxaEanw9oWAAAEsx4OJXLROEGRelIC8GzBg3VCmVKT7ESAElFkshIDrBci9IEWlur9T2lMNaggYtWi9IEgEbE993ybaWkvAhesFXqGU5oBtolvaUSWIyeWsYKIkArajXm9DTZUI2IY6oz1WRSJge+z1NtRmiYBtqDPaY1UEHuAEaQ7YHvu+TbRZImCb6Ib2WwmJgO2379tEyyUCtoluaL+VkAjYfvu+TbRcImCb6Ib2WwmJgI73vcBZYb2cC2tpAbiqMghmIyAIYBRKsGot5NoQyEOiwSq9HRfe3nJIBLx2j1tK8mA6fxyWSxdgyT8LS3E2wPPw0QbDS6UFw4rBZIIgwGKshr6sEDzPQR4YBmV4FyhCY+AV1QPK8K7SXntDuCUCNk5AQjrDyV9hOP07+NIChHTrh8DoeGjDYxEQGQe/0Bgb8RoG8ApUG1aXFqA8NwPleZkoy0lHYfohcDIFfHoMhqr7QCgjbpTISEetzREd+ZwYDcOgHUdECwKMWUdQlboblvPH0ClhGCJ6j0CnxBFQ+qjJLXbXVpdXScFbzSg4dRC5R/ciO3U3oA2Fut9YqHoOBSOTOy33us8oEVDsQtPFk6jcvwFMST5ih05D16H/A1VAaIv0LzHT5w5sQcYv66G3mqEhZcXfDDDtMC68vROQr65Axc/fwHzmD9w48j7cOHoGlCq/FiFeQ6G81UKJeCJ5JazaEGjHzIQiJKpVym4zhbRnAhoyDqN8x0qEd+2DvlOfgTqok1v6xWKowrFtHyEz5Xv4DZsO3/7jAdvCxi0Vas1C2yMBBZ6Dbt8GGFJ3o++0Z3DD4DtqVrKtiX3Dsi6lH8LvX70ILjgaARNngfVSubM6rVN2eyOgYDGh9If3oSgtwJDH34E2olvrAN3EUoy6EhxctQjFJfnocPdzkPsHNTHndZqsPRGQNxlQsnEp/OUKDJn1Hrx9A67Za8S3V3jqNxjy0xGgUaG4woCQ+CHQdmo54nJWM/5c9xouHE9B0H0vUn+ixz7thYBE813e8DoCvdUYOus9yJtg3kzVFSg58DVmTRuJSZMmQS6XQ6fT4fPVX+C7P/IQM/x/wbCyFuEGmSakbVyGs2l7EPTAYsj9g1ukHLcLbQ8EJJ1Zuukd+JqNGDl3BeTexKf394/VZEDZ3o/wzcdvIDj4ys4/fPgw5r21FjG3PgymhdwnpN6H1y7BhfQ/EDzjVbDevteq9vX3vj0QkPj3hFMHMGbhGnj7BTapk7J2r8D6t55GdHT0VdNv256M5XuyEZYwrEkynUlEzPH+j+ei1GxEh6nPeJ7TWhAAejWHh+6EmM4dRfmmdzD6n6sREHljkzhQWXget2ov4v9mz/rb9DzP4/5HZkPo9whkLRh4QKYCu1+bDrbXcPgNvrNJbbhuEtkPJXkiAXljNYpWzkffSU/R3Y2mPud3r8DOVUug0WhqshCcjl82ISO/At7eStwSo4FWyeLQoUNYtDatnhasKs5BZeEF+IVEwS/06hq0qfUh6S6fO4qflj+ODg8spsENHvN4MgGJk9m3ugIj5q4A28T9Vs5sgub0N1j5wds1fVxk4PDK9gz8mpZNzQV5fAN8seDOnhh3gxqj73kKkePmQ1ecA8vJ7RjTPxZdY2Nx7tx57D58BkzXsfAPu6HZnPlr07vIPJ6C4BlLPMcUUxNMLifyMBNsKbqIkq9exLjn1kLTsXOTO7+i8BweuNGIaVOn0jylRg4zVqUh++LlK2TIlHK8/chN2PTB67jgPxghhT/jg7f+DZWq1oFsNBrx9MJ/ISdoGDQdm0dCsoec/Mqd8LplKlS9hje5TW06oUcSUBCoyyWqU1f0v/d5h/DPSduDVf+4HbGxsSSqCvO2ZGDvwaxaU8wwMMtZKDgBLM8jJEyLCT4n8f2WZOzatKYe+eyZCAmnPDgb/sNng5UrHapPw8QX/tiBQ9+9jdAnloNReDVLVpvITAJ5ObNnaUCi/Uq/egkTX9kCH22IQzhf/HU9Ni2bQ10vx4qNmLF8P3gLR2UYOQOyf/oYxhP7II/qiegJz0DlE4jRMZUYGu6FyZMn03QWHvjxXAVyinUI0vjgtrhA/PXH7/jX+iMIa6bm4ixm7Fg8BfKBEz1DC3oiAcu2fohQtQaDHlziEPlI4pyUtdiy/GkEBARg0Y4sJO/NoDI4gUfmtiUwn/m9Rqbihj6Im7IYQd4VeGFYKEaNGoVsnQVPbziBjMxC2C9bDIvogOX3xOPJx+eg0/h/OlynhhmyftuM1J2fIeTRt1rMEd7sSjZVgKcRkDdU4dJHszH2n5832e1SF6vslHXY8u58+GoDMeadAygrqqCviwtOoGDNszTaueZhWEQ9ugKsQomvp3dB4k2Dcc/KVORkXzlf7Nw5GOFZm1F6w12QK32a2j2NpjMbdNi6aBz8pz9PQ/6v68fTCGg4+RusB7dg/IvfN3nlW7cDLx7YhI3/fphufY1fug9mo5kqsswdb8B4ct8VfR0wbjYCYwdhz/xB2JqvxOc/HKNpBAYozT0Gfd4p+MUOhH+HzujMH4MibBC8NR2azZmDqxehyGKBdtyjzZblVgGeRsCSb99EbGwSek16yilcizL+xOK7uiG8Rx/cvnQfWKsVVoHD6ZUPQtCVXCHT96Y7ccPIGdg5/xbc/2U6SooqaZq89B9RkrycHl5ivNXo/PAKyA356BHXF2oXBBcUnj6IvZ8/j45PfXh9u2Q8iYAk4KDw/ScwZv6nCIzu4RQBjZUluElIxd2PzqohoMmkw5mVDwEm/RUy1f0n4uapT+Gzx4dh4pspECxW6M06ZK14CEKd9H5D74M2JgkDeg+At1/zNSDZHdn6/DgEzlwKeUBHp9raJjJ5EgGtJfko+/pFTP73Lii8nQvmJOFXpT8tx+rPPqKEIibYYCxH5n9mAFbLFX2mGT4DU6ZMxcJ7RmHqm/vACAJyT+1GafJ79dIquw1A+IiZuKlXf8hdtG2367V7wCcMg7r3yDbBJacq4UkE1J/YD6TtwbjnNziFhT1TbupuLHt0OBbtM6GooAxmsx7pnzwEGHRXyO34wDKE6c9j7QevYdp7h8ByHDJ2vwXjsZ/rEzBuIGLHPoakhJuaVbe6mVM3vIGc8iIEjH/cZTJbXZAnEbBizxcIkckxcMbiZuFoNRvBH/oEvR94Fht2p4NngNOrnwRXfLGeXMbHD/EvbEVYRQ5mDg7A+8f9UF2px+mdS2Ehg6HOoxoyHYPHz0SoC8+dnDvwA1L3fIWQma83q71uzexJBCz+5mV07z0S8eMeaTamxZmpGBBSiT36eBh0Blz8azMq9nxaT67vyAcwavqzUAsc8nYtR8Ldc7A/tQBZ+z9B9aEttWlZGSKeeA9DEoeCdWEAKwlQ+PHjuQib+0mz2+s2AZ5EwMIPnsTAac8guv9tLsEz+4/t8FKaccmvPyxmAzLXPg2u8ByVLe/aF0PmfYpwpbgdZqgoRtnhNdB3vwv52VnI+WIuwIs7KL6JI3Drw69D7ePa45664mxsX3I3wv/5pUva6xYhnkTAvDfuxbDH3kGnXkNdhmVRZioyM/8CHxgLJjgSpSf3QKvRIn7IFHRoEGFDVtCn969HCdQoK8uBJfMwwnsNw4BJs6BqpvO5sQYZyouwbfFdCJ3/ucva2+qCPImAuUumYcScDxHec4hrcRQEELeH0VgNdUBHyGV/fw7EYtSjujSf+vsUTQj/d7ayhPCEgCFz608NnJXnlnyeRMC816dj+JPLEZ7gOg3olk5pYqHE7G9bPAWh8z5rYo42mMyTCFjwzkzcMmMxIq5nv5gDHKkuyacEDJPmgA6g1oJJiz5bgF7DpiFu5H0tWErbEV2el4Fdbz+MsPmr2k6lHK2JJ2nAsm0fISo4En2mNT/kyVEc3ZE+58hPOPjtMoQ++b47indNmZ5EwKo/kuGdfQqj5jdjUi4IyDu+H+RcMAnoI1tzgsCDXMvL0x8OAm+FjOEhZ3koSHS0nLH9sJCx5N5JcssiB/BW0RUjcGDBQc4KUMgAhYJFQRmg6TcTrFzhdEeSW7UyMtPQYcrTTstwd0aCL+spEdHm3DOo2vwuJr+2u1kda9n/HD540p+Si2UZ+iOz/W3/nXac7b7KJl1bydS/3nLlplz87PsSlM3wDe77cDZ0IdHwGyRGYl+Pj0cRkNfrcOnjOZj40iaoA52PECk5tBpb5pbBS9ky124Qony5PQ/J8hegVNUe/XSEQJzFhB8WjYXf1AVQhsc6krVtpfUkE0xM5qXPnkHf0TPQ5ZYpTgNdduE43hz8PeJjr315kbOFvLfuAg4EvgqFj3PXbZC7p3ctm4HQ2R9f9Ro3On2gmppBm717lZhg3oOOZep+2wxVYRZGzlvp9J3OnNmIhLznsWhGy91W+sqqHGR0edPpewmPb1+BjJMHEHTvC42OAUI8htyXTkw//YezQ6WF83kaAcm3O0pWL8SkxdubFfpeevATfD9XBx/vlrlA/KFlxbDc5PihKUIHshhKfvlOKG6ZQm/db+wRwFDysYKdiHXOsrQwpxwS72kEJIeGir5YhJ6DJqH76BkOYVE3cXVJHmZo38cdI8KdlnG1jGYLjwlv+iBkyBNOyb6c9Rd+/OAphM7+CKzSFnhLNRz5g0eIjseAs1WwQIBZIaDEl8GZcD8YlWzb+wqCxxGQRKak/w7TL2sx4eUtzbo0qPK3d7HxHwK8vVy7GEk/X46nU+5AQEyi4wQUBOz7aA4qVBr4j3kIAglWBMDS2R4HnmHQp8CKBclnoNZbIDACsn3leGlcF1zuqAKhYJt6PJGAgtWMSyvmY8Cdc9B54CSn8TaUF2OUaSlmTXPtXPCNr7NxJGyJU8czycdv/rvsAcTNWga5JggMSwjFwMIzqLTy4AQWffJNeHbHGahsJ/pyVAr8a2IMyoL9295c0BMJSBinP5EC0/4NuP2lLU6fDyFyio8m493xf6JHF63TRK6bsUpvwdQPAhA06GGH5Qk8j30fPgV1aBBufVJcfBCNRla4nYO88PmhLJTqLOhTYMLC5Ax4m8z0cDwh4AsTY1AuEdBhzJ3OQHYuir9YhLikW9Fr8mzn5fA89AffweqnBGg1zbvXhVTio2+zsVf9AryacD91w0rnH9+PX1cvQsij70CmIgNCXOKyPIM7EoLwS3YFiitN6HvJhAXJGVAbrGQpgmy1HC/cHoPSUI00B3SaCU5kNOefRenaVzHmmS8QEBHnhAQxCzkj4nXkdXw8WwO1j/Or4ozzFZi9NQkhSRMdrotZX0nvhOk6+X9RHDEQZJVL1RtDLveRYVpCIH65WIHLOjP6FJqwYFsm/IwmepFDtq8CL0yQCOgw6K7IUPHLOsjOH8XYhd806WLyq5VJPibjdextvPuoNzpoHf8M6+UyIx5ZIYN60HyH73MhpvfAqmehL7uISUtXYeeRAmJ76UPWICwvw9R4LfYSDVhtRkKhGXP+exY+BnEfuthHhtdu64zSYI00B3QFqRyRIVgtuLzmZYSHx9LLippzqz3Z/tKnfoYFo/Nxc1LTb93KKajC/C/lUPSfB5kTV6qd+XkNTu36FBPnLUFcv3748VgOOHKvo9VKgyU4nsHYniHYfaECl3RW+PA8NDorZOQyTYaHhWVQofYCRyMlHEGvFdJ66iKkLnScrhRFny9EzxH3oOf4x5r5mVQBl06loJ9sN2aO8ULXaP+r9pLVymPdzhysSU9CYL97nLqrJu/YPvz62bO4Zd6buDkhHhGdO+FYbiVYlkTjMJCB/AiwKuRITjsHnYWn0TjEAc2zPHXOUM4J7BXbcYS8JK1bn/ZAQAKwufA8Sta8gqRJsxE38t5mY052IwqP/4QePicR53sBsZ2UiOyohpUTkJVdicxibxwsiAHTZQJ8gyKcKq/w9O/Y95950Ix7FL4JQxAhVCIhKQE7UnOov48lncfw4BkSMkZmhCz1+5GH7oAwhIAy8Wvu9D8ZqjGp6aZbxAy9yaHhYyelPa1TlW9qpvZCQIKHKScdpRuWIvH2x+hXMV01+slXL3VFF2DSldG9XVVgOFQBHZ3e5yV1zT+Rgl8/XQD1qPvgmzQarMAgEpXo2acXtqdeIAoNLM9CLnCwykQ9RwhI/rTNDsW9YKL3SFAC0XR1tF1NOltyux4UKSsDz5Ajpa2gHdsTAakmzMtAyYal6DZoEnpP+YdTZrGpg9u5dALOpnyP1G+XwW/MTPj0HgaWmE8BNQTclnoBLMPgRvYoJkWehZ+PHL+V98SeSzEgoa/U4gLw5o2Y1JOczPMVF8y2hbNIrIbmVyQbIfQlkwnJJy/T+WOL75y0NwISkMklRuQat+DgSAx88FWHr/F1jljXzmU1G3Dku7eR/ecO9Hv8JVxUR0EQxG1AouQ6UQ2YiOS0i+jIncOr3X9AQpARDM+gQhGEJRmTsa+IfNWJAyOw8LPqMSHpBnx3Ik/UjHWtLYlUqPeIc0el1Yw7ekdhzclLaAX6Ue3sUeFY1+5mm4Ey6VG+81MIF0+i790LEdVvrMtMclPrUDddcdZRHF6zGNVgcNP0xxDddzB+OUWIIxKFEDCS0aF7Um9sT81FL9k+vNf/Z6hkJAWZAzJYXXE/Pkm/AYJgpeaXEPC23lH49uRlGwFr47Jss8KaKogmmYGCt+CuhA7YeKpMIqAzHelQHkGA/vg+VPz4Ff1oda/Jc6Dt1NUhEc1NTA6Xn9jxCc7+ugnqQZOhGTQVCRoztNGdsTc9n65y7QSMYKrQvQ9ZhGQjGqfwXp+d6OhNzq4wMEOFD4vuxcasEHoehRBMY9FjbO9ofHeyCGDYRhccDeuv5DjclRCADemV5G7Nlp8FtlcNWBd4Xl+JSvIB66O/oPPACYgbeT+0nVo2zN1QeRmZe9fjzM9rIYu8EZoR90ERHAmBBBP4GqGKiELKmYKaORjVgGwVuvdOwI6081DwVozR/o57uuXB24fBQV1vrErvikoj8bgQfcbDz2zCmMRIfH+ymC5CrhUVTUywjLPg7u4B2JBVDYuVlwjYXA3jSH5LcS50BzfDeOoAOsXfjOgB4xHRa3izQrrqlk++fnnpzGFc/HMXLhxKhjyyO/wGTYJXTELNCpUQcIC/BUxIRxw8e5n6+MhD3CUxjB49krpjW1ouWGIgBR5+cj28ZDzKrSqYbS4XIoMwx9dixLjenfDt6TIwRJ1d4yEklQsC7o7TYPN5I/Qmcy0Br7Egvlq4qz3b1cNhBUp6Jop8KcnLi25s19MONgDs1b/WKLpWI6+H91xFMar/+hmGkylg9DpEJI5AUGwSgrv0hn94rENzxaqSPBSfPYLLWUeRd/QXGM1G+PS4GarEEVCGkS84iXgTpzElGsdicBADszYIf2YV1xCAzOliUIX4Pj2wNS2X+GBsJlWgCw7qZrEtPuwYq6xG3J4YgY2nimwxM3+PPqkB0bR3x6mQnM2BRO7UeG6or/FKGnE2ujRKMJYhC2nxeGsjRdN1EMtCbjaBiVuwWuAV3jZw6bSWToCJWuaJ29Lm4CQOKFIp3iaR+KdoEWRTXPxFBLTGIVr7vp42sP2jbn5xpIsv7OOg0fek/Lr5mdomMvQQBHlvb7J9DsXXWwUyslrkGgOWxtkJPMy5mdCfPYLqnDPQ558Dy8qhjewGTWhnGvKvIB++pjF5pO0CyLfmDLoSVBfngtxcYKoqh09oNNQR3eATEw/vLr2Bxr5bV9sgDOyoRIk6BH9dKKn9LATVgNWUgGQRIlAXydUf0nq11YzbE8Pw7akiCLxMdDyTZjVCJIo5dcPwuKOrGmfLLCirMFEURfqIeWtxFcumeNs8kPUUFyFsnf68wpbXLMrJlo0ZzPyNBwRB4U39TSxLRpTIXPILISAxAaQBdi7bHZnEI1+XOCQfPetpq404Mht7aprV4CUVYIvwJURskN9OfLtmvop8ez2pa5a0yfZRaftJMbsTWiS8zVFrI5HYoIblCrBazMjPOoOC8xkw6CphNhhA9ofJZ1tpm8loViqhUHrDS+2L0OguiOjWA14+dT6Q3Uh9bUOWFisTBMgUCvyUWYD8MkPNoCH1jGarqAlOTs37WwLaCebNmzGhVxi+P10MgSMErB2DjfUKISA5QN/d3xs9ukTaHNm1/kK6ddeAvPaPddsVh70zyQARH5EJV763DQTSL5xJNMGEgOJtAHUVnkg1Mq2girChMqUOTpGYddVsTQPJe5tibOz9teYOtEwi3zai7A2skX+N9/X1IIXCPjTo31e+v8p4cfV/U1wY8GTE060yu6WwnWC3mZgaLScIiGaq0LNPPJ0Dks5oTAOSZYMADspQK4I7KDEyLAz/LS4BTwlh34YTwFYrUJ5prrFUpHmUgDZA6KEmYiVqTJ1d0djmpDYo7XxsTA9QHl1F/9CtQzIvZVmwVjIHXLRO4GReYnwZtd02QGpMol2SeOun/SFb3FSrNKR4Df9FmKgZd+JhbY5YcWvoyuda7xvmIFv3IvEal+dEFZ3KQtEkJpG3DelaK15PU9XgTAlYjYSkHth65EoC2qZadHwRVaDpZUBUDy1uVoQghS+HmRJQ7APStV4l/jizo7BegGpdAhJB9ZcDIhFcvQYgA4ZezRG1cL3AK5TNjBRxqi/aZyabdiCD19fCY1CWHvkqAelRvrDQ6UJ91UFWvEQD9krqia1pOY2bYF4AR6ZP4OCXaERkDy2GK0Kwjy+FqYECkJVqkbWjoHX2e/+mh8mckrVKBGy1QSBqKjFsgDyBBh7TU0sw4lg+SrwEfJcUjJTECBhsgdf0tJuNrFHQ/S0BiRGy0ukQB02iCRGEgPJg7Ec5jIK1XhvlpQHI2plPd1Dc+UgEdAP6dDIPFh2rzXjoQBH6ZZCtMjOdqJtkcuyODcDmgeEo91PUWCRCk2joEJ+UgO1p2cRA1qs5XfwT8vEkPIuDOsmK6O5aDGU7IAUVMNsIaDerXiUanNlZXGcW7AYg7GFh1A8omeBW7YGIcg4PpxThxtwi0ZzaVphiTB+DtCANvh4WisIQEskiurjoIiQpHslp2TSP6BYR57QkP51WCgw4xgp1ohmR8VoMkwVhv1B+BQGVJX7I2Em+6nl1F3FrAEKHkUTA1oC6fhnBlVYElxthpS4CcSVMD7nZkpFFXalKjpIAFd1a4xiGEvDe0f2RlVsBjoT50SWmqAmJv1T0Qwh0ZauMFKDt6IMOjBe2mHJhsa1mxdUwoCAacJe409IqgadXg5hUWSJg6xOQzH1sjg1auN2JJdj8lTRej/gvxZd0RarggSB/L3pXoejEqXWK2R3CRConA9Td9AiK09A5YQVnogLoroWNgEqyCt5d3KQtuhZFx07A6IXrBI4cmHH3GYEWba0HCKdkJD7Axh0ilNasFdoecnRI9KcKUsYL4G2LDY6cI7bykF32w9n9eW5fhIg3itA54DqBlwjY9hlKrDVLtOPVPLxiE2QqHgqlDwSOA8eJG2j0emHRStM7ZVhOdPC79bETMGLhOkFQerW9k/NuRUcqvMURsBMw8jlRA9q3hFq8YKkACQHb/Jaa4OhFGwSrTOFQqJGEoIRAsxEgi3+yExL5/LeCQL+B5l7PeLMbJAm47hBgOA5MxIub3Twbve5wkyrsQgQkAroQTEmU4whIBHQcMymHCxGQCOhCMCVRjiMgEdBxzKQcLkRAIqALwZREOY6AREDHMZNyuBABiYAuBFMS5TgCEgEdx0zK4UIEJAK6EExJlOMISAR0HDMphwsRkAjoQjAlUY4jIBHQccykHC5EQCKgC8GURDmOgERAxzGTcrgQgf8HAMQy2GopahQAAAAASUVORK5CYII=</thumbnail><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="maxresdefault" center-x="240" center-y="180" 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" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="doAsk"><l>Think of a shape and tell me how many sides it has</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>It&apos;s a triangle!</l><l>2</l></block><block s="doAsk"><l>Is that correct?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>yay :D</l><l>2</l></block></script><script><block s="doSayFor"><l>darn it, thanks for playing broski</l><l>2</l></block></script></block></script><script><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doSayFor"><l>It&apos;s a quadrilateral</l><l>2</l></block><block s="doAsk"><l>Is that correct?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>yay :D</l><l>2</l></block><block s="doAsk"><l>Are all the sides parallel?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>It&apos;s a square!</l><l>2</l></block><block s="doAsk"><l>Is that correct?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>woo! thanks for playing broski</l><l>2</l></block></script><script><block s="doAsk"><l>Is it a rectangle?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>woo! thanks for playing broski</l><l>2</l></block></script><script><block s="doAsk"><l>Is it a parallelogram?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>woo! thanks for playing broski</l><l>2</l></block></script><script><block s="doSayFor"><l>sorry bud I don&apos;t know that quadrilateral :( thanks for playing!</l><l>2</l></block></script></block></script></block></script></block></script><script><block s="doAsk"><l>Are 2 sides parallel?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>It&apos;s a trapezoid</l><l>2</l></block><block s="doSayFor"><l>woo! thanks for playing broski</l><l>2</l></block></script><script><block s="doSayFor"><l>sorry bud I don&apos;t know that quadrilateral :( thanks for playing!</l><l>2</l></block></script></block></script></block></script><script><block s="doSayFor"><l>darn it, thanks for playing</l><l>2</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>It&apos;s a pentagon!</l><l>2</l></block><block s="doAsk"><l>Is that correct?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>yay :D</l><l>2</l></block></script><script><block s="doSayFor"><l>darn it, thanks for playing</l><l>2</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>It&apos;s a hexagon</l><l>2</l></block><block s="doAsk"><l>Is that correct?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>yay :D</l><l>2</l></block></script><script><block s="doSayFor"><l>darn it, thanks for playing</l><l>2</l></block></script></block></script></block></script></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><l>6</l><block s="getLastAnswer"></block></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>3</l></block></block><script><block s="doSayFor"><l>I don&apos;t know that shape :(</l><l>2</l></block><block s="doAsk"><l>Thanks for playing did you have fun</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doSayFor"><l>yay :D</l><l>2</l></block></script><script><block s="doSayFor"><l>:(</l><l>2</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.3 Ruiz, Sarah" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>