<snapdata remixID="9759411"><project name="Lab 2.5 Triangles of all kinds" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu19eYwmd3nmU3d9V/fX3XPYjMe3jc/YMz7AgDnMGSJhZzfGsR0gIShsFDZRElaKIq0SxB+JtMtGaLULIihigU3IsmF3wUDEGXMY3+Px+BjPbY/n7J7u/vo76q5aPe+v6ju6v56Ztnvw9OQrqzXu7ur6qn711Hs87/O+pWVZlmG0jVbgNVoBbQTA12jlRx8rKzAC4AgIr+kKDAXgk08+iYsuugiGYbxmJ5ckCQ4ePIgbbrgBmqa9Zucx+uAzuwJLAPjDH/5QwHcmtmh6P17+0VcQzBw86eEvuewKjN35HxEEAV566SW87W1ve00fhjOxFqNjqhUYAOAjjzyCWq0mv3j++eflq1wu433ve9+S9Tp06BAmJydRKpWWXcsTJ04gTVOsX79e9jn6wGdx64nvdvc3rnoHkp0/hnnz3Ygf//rAcbxPPoHp6Wn5med5uOmmm0b37BxcgQEAvvzyy3LT6fI+//nP4w/+4A/wwAMPoFKp4OKLLxZrFIYhbr/9djz44INimZ577jnMz8+j2WwKWAnKY8eOydeNN96IvXv3YvPmzQKg5gN/ha2th7vL6H70fwBRgGTfw0gOPIb00I7u71p//CiOHj0KJukbN27E6173unNw+UeXNABAgmVmZkZW5Ytf/CI+85nP4FOf+hTGxsZw991348Mf/jDe+ta34pZbbsGLL74o4KJ1ImDHx8fxnve8B//yL/8C3/fF6pmmKSD853/+Z/nb4HufGQBg6Xe/gmT/I9AmLkD4vf+CrHm8e0caf/gL8IHgRgDyARht594KDACQyUer1eoG/QRVo9EQcNGV2rYtcRm/pwu+8MILxSLyq91uw3Vd7Nu3T4B39dVXy3F4vDiO5ffmzz6H6+d/dlqrOPP7P5EkhBuPd9ttt53W3412WlsrsCQJ+cY3viFXQJCt9jY5VkVp21dPeVjj8tvxUjYlbp2Av+eee075N6Md1uYKDKVhfvSjH0n8RavHGIyWbNi/p7rkV0Of0OrdeuutElMWGy3p/v37JQQYbefGCvxSaZhhS+Yd3YfD3/sCouaJk67oVW//N8C1vyr7EITvfve7z4078K/8KpalYZjdMqG4//77T+mOt23bJtbqoYceOql1euyxx2S53/SmNyGKIgWmv34/3nZ+2r0N9rv+GMmuB2FccTvCH3524Pa8/DvfE6vMjXEnE5zRtrZXYFkahmBhFjo1NYWvf/3rQr3QBVqWhV/84hfYunUrHn/8cbzlLW8B+cOvfOUr+Mu//Ev8xV/8BT772c/im9/8Jt773veCiQ1dJo/HxISJxYYNG/CJT3xCyOWX//MH8PZNahHtd/4R0vnD0NddDH3T9fD/7sMDq7vv/gfACgld+8LCgmTko21tr8CyNMzDDz8sHN95550nV7hlyxZ897vfxfXXX48f/OAHYn1ojZgJ/+M//iO+9KUvCQBJ2ZAP5M/JGzKRuPTSS/Gtb31LeMOf/OQnAj7SNLquY/q/3t0FoHHhVpi3fBDRw/8T1pa7EDzw6YHV3Xn3NwSA3Jhdv/Od71zbqz86+8FKyGIahhaKN3zxvwRO4Qq5hkWS0r+e/fvQRXMfApCA7P/b6Ksfx6311qlvhVPF9vf+rfwtrd+111474gZPvWpn/R6/VBpm2GpcWI6Q7Pj2KRfKuPZX8ZLvSKXmqquuGsV/p1yxtbHDUBqG7veFF14Qy3cyGmaY5Rt22a+GjpmdnZW484ILLpC6M+M+EuKj7dxYgSUAZIx2/vnnnzEJFEH0/P/77wj2PIws62W/i5eT4L/53j9BY/xKqTWTD2QsOdrOrRUYACDjsx07dqBer+PAgQNg7EZ3x4C/yGQLEnjnzp3yOypmmN0ut9GC0ppyX25HXtyLy77z+1hX1uV71oG16jpomo6sPYv0xIHuoYw7/hD7N79fvt+9ezfuvPPOc2v1R1czmIT89Kc/FTlW4Xa/+tWv4s///M/xe7/3e3jzm98sNMyzzz4rlojJyV133SV0ywc+8AF8+9vfxmWXXSZAYU240+mI1SL9QiEBf/b+978fzz7+EH7thb+GZSiRqf2eTyI9vgf6+QSohvC7f9UD4Dv+EC+c9y45H/J+b3jDG0a37BxbgSVEdP/1URHzp3/6p/jCF74gZDQFBfxiXEa65aMf/Sj+7M/+DFdccYX8jGqYI0eOCHXzD//wD/L9o48+KlWLp59+WvZ/ftsjuHPPf+oC0HrL70KfvBDJkeehGSaih3u1Yv0d/x47JhTXx8+94447zrHlH13Okhjwa1/7GjZtUswwg3/GYvxibZYWkFshMiXPR2Dyi/q/arXa3YeWkNaUYGTcR/dOEB3a9wLe98ynYOqnltknb/l3eLp+u3wmAT5yweceYJcAkMBhpaMA4WpfsuM4WH/iKWTHXjj5oU0X7Rt+UxIQWlXKsejiR9u5tQJDaRgmHXS7lNT/sjYS15dffvmA+oWfzYoKG5NG27m5AksAyESEEnxmwq92o+t99lt/i0arc9JDnXfJ67FpyztEXU2h67ve9a5X+9Gjv18jKzAAQGa4tESvhjjuv+4jP/8nXLnjcxhzFOWy3MZo0P8PT3bbASjpHyld1giCXuVpDgCQfR6U4HP73Oc+h4mJiS4nePPNN4PxG/lB7kOK5brrrsN3vvMd8HekZcgbFvtRtFDe9V2c99h/656iceltsN5wH/z/9SdAouRYxdb+k8ckkeHGf0d6v1d5Z9fInw8AkFktbz4tIGNAJiKHDx/Gr//6r+Pv//7v8Td/8zf49Kc/LVktebnvf//7+OQnP4knnnhCOt8IyGI/9oZMvPijAQBab/04shP7pREp6yigF9vCHz0sn0XOb/eefUhdRU73b/xdkiZIE1VBWTrWJoOadDOYYXM//nzYGJziZ4O/40GWZun9niHl73lMDTBMC47jyroVtZ3lvMjpjuI5WZXodLF1ys/KBq9yuf2La9ly9UXYcs3qNocNAJCtlqRbuNGaUb1C5cmXv/xlyULZWknRKU+IglLSM9u3b8fHPvYxyZxZRSn2499tPPKzAQDyuNZbPoboZ19csoZzn/i5yLe4vbDvEGypjiwFAS1tIclabsH6xy2p/18pAIff4qUAzJBqGgzDhOuWBgBYHKF3CepaTgmK/A9fDQCHPmiLPrtYWW0Fo6kIvq1nEoC8dlow1oJXY9ucHceFyeHTOtSz694ulMvx48cx59uojaskqP+mc2HTlABUvSoFsHofUNxkBbpiW7kFXB6A3aPSAPJ8oAsAaQFFgnZaV3vqnV4pAJez8otxpg8B3sktYCbWb+s1l5z65Fewx1AahoJT0h+vZDbMkWOzODo9B8d11GnkLrHr6vqA0X+eWZrh5ZcPwirX4ZYqME0Dw0bCJEncB8CeRcmQQQNddgHCHhRWFYB9RrkAoK4bAkCu19kGQAk98jXvWrtXNJEvxdZrL8HWa1ZXELLq07Eef3oXtj+3v9tHQsGL8oIZ0pNdOH+npeh0vLzy0gdA3vT8iWUMmMRJ15X1A/tMA1AemL4KjgAw06DppkjEWDl6bQHI7kV1Bv1rLcB7RaDr+hC5AbR+W689ywH4xNO78dRz+wSAtGBpoqknsEgElrGAskDLALBfd0gXHJ8FACyAnxCAmiEA5NfqAXAwxFDeoD8mHha86TkABx/2YQBc1t2quKfPOanz4LZmALjt2b2YIJHNfuI0fxrzJ7C48CK2K55UZeRSIaMZSxUuWPZjvJWqlC1NXlsAMustzl2uTc5bg+O6sK1XA0ANbPgLw0iNO+EaGKZcs6Hr8qUbWs7Tio0bGmkNJF39rrfPAp5uIsTPpvkotjUDwKee3Sv8IReRi5rlDe6nik2zLIEfBPIAqmw8g5a7PAKQ/5/EMeIkUYBcklUq2qZIUFY7CZFj9wEQoMXJ5GeW5cC2HbldK0gs5RTJKLRaHpJUR+BHSNMMuqGsKsHOJWDYkaYRarUSyuVSHtcVIBy2Fj03rKlAsLudHgB7V1I8cGsGgGIBJ+pKZEorkffynurCTwbAYvVOD4CD1mG1kpAuoLsgVADkzTVsC7atuMClIOyHZM+9MZtvdzwsNFoI4wSuW4FpEHQ9/lPXNVimKQ9cFIUwDIITWL9+HZIkQhyT0B/Oixbntjj+O9V9UNfZW8O1BcAdu7HtGQVAZodpQgCqVsr+C1/M8SmQ9FtAS2LCxfspFxwry7OEXC4s4C8RgLkl1k0TTs4FyrUOWMJUhW9yvroAyfM51ClCFCfQYCIT0OVWj9SOyX4cdR2GbjL2ELCZhoZ2u4nJyTqm1k3A89qI47Cb6PWsvko85GMXhT+n8kTnEABNcScEzSsBoDaErGIVhDfitQSgXIyEBrTwyroRgLZUQ3LrpQolkjgU55okGeIohh9EkqXyTxVLpcn/05cbGmM9WwCoHuAEJpvD0liFMmmEwPfFCo6P1TA5VUer3eiS8yMAPr0bTz6zRyygaTrifuk2l26FK+rFL4UF5L6kNAhATUXC3aeYx4ujSFmY04wDCwvAh2Hxttg68PtTiTEGyXHlcnXDhFUAUNOEq+THxWkqpcMkZfFOly/GsEVmHycpdENHIg9qzmVqBgzThGFYKiHT+Vc8XoxM3G4gXoBdDRds3gTD0jA3PzdAtSie/pVawEEPojGN1pgFX4qt16yuJnPVeUDSMAUAGZjzRgwDYGEpCjfT74IHAFhQAnS5OegYtPO7IsYZjGmWJiJFZlhY4cFS3WAAvzhLH+auBgFIK6ZLO4ElSYgudfKFZhtOqSJVEgLJ0Mlr6nncFssNFVAKWBUgaSF1jZmvLuDl+nF9JIlAJoDTwGuP4LVb0DIN66YmsPF1GzEzOyOuvWcBlXktXPDpxX3FX58DAKyPj8N2SmIBabEWb0MBiAy+78muXQvYx0kpkNKNKRemYqociN0P+OUCMCV5lOnQdRsRXWySCRAJPLpasUFMJCwblmkhSwm2LJ84wXgwEmBynZirEYQErDLWrDMbkgGrgDeFqafQtRDHjr6E6aNHsH7Derzxtjeh1WlLQtMPwJPFfyeLxxdTPGvSArJpqeSWFQD7iOM8LFKuVbxEL4OjVTsVAHkjeNPOFACHWbylD0+3lA9Gt36YIoo1ZCSkXZUJS/wmtWuaIU1oJV14UYYjJK8h7rV4iPiDJCLVQvpEF2tPEAswkxRRGMHQmBEz3kzQbhzF17/6d9i0+ULce/+HoFkmgkDF2gNWME9C+gG32BouDTnOAQvIhqRyuZLTB8NiQLVMPQAqIvpkAJT9SUfE5MpUjW+1LeDpApDcX5pqiDO6Sx1xzERCQ5xmiNNIasO2balrTOKu0DeKAlX0Ye7LOFdjxst/CVhIkqJiVSYvBCkTkRS+F8Ayua8GU09g6QEefvD70u76xttvh2aQNVDAHWYF/9UA8Mkdu/HEjj2oViuoVMYkcxPieBEZ2lukwgISTKRh/J4L1hT53J+u8DhiAQtuMV1dF3wqAIpLleqMjoW2D2g2HaWycpYlLjROCCJedwTHtoU6IXCyJIFtWIjiWJIWt1RGQjAaFpLMQAI1CiUOQ6RRCJOuODWRZXmcmAYwzAy2kcEyM4T+ApKwg1J1gwDPLROAPQgKeT+EhjmnLWA/AKvVcbFYwtvxv6FZaA+AjD28gRgwv9e84YWqQwCobnD/MXuL+upiwNMBIOu/QczPJ5hU7GZahlgj4fniAJ7EYylMy4SpA7ZpwLEseXhYYsuEsNbk73WrBM2pICBdyN9R8xiGSMIUul6GplvQEMPKfBjg3/PnzNb5r44X93dQHdexYaM1kAknWQZhslbMA65hF6wAuBuVShVjYwqAfOLFVb5CADJ2Uu5akc/igqkJ7AP1mQVgrjCBKfo/AUmmoVzhIHeVKNByE1xBGErMS2CQKmRNO2G1Ikvh2Cob5nqYpo1SuYxOx0ej7cMdmwKsEnwVMiLNUgSdGJ2AFI2G9VUHVSNkji31WUOLUS0bOHR4GrufP46b3nAxLHuRxVvGAp7qIVvTSciTO/bkAKxgbKw+kLWeCoD9MaCqg/Jm9Hi5AQDm9eWlXOCZsIAqvktgwrQdeF6AVquJcqUG23HgOo6IaRlqlFxX6BXf82DZFlzXhmM7KJccERR4HV8sIEFs2uT5TMwtdDDvJwJCn1ygEqUjCFI0Oim0VMdUycT6kolWo4Og46Nc0rH5AhtPbvsWQj/ENde8mbBUD6pyF0sla6ctyVISi2IruPU1wQMWAOSU1PHxiS4AeVOGVen7k5CUMaCvXnxDALIOKhRAvomVYzsA3VMBwD46Ru12KgAOlgRPVqaSVICrr5niBnXDgunYXYUPs1SCjmaZ3B8tNeNAZrx8eNqtZtfl+r6alVOp1GRKBLk/U9QzBmA4mAsSZKWaENLykYBQOk0vhg4TE5aOqhbh5b0dNBoeJiYMbL3BxZ59X0IYAhdu+oA8IAp+RW9MT4Sw/HUuJ5/oqwXngpA1BUDGQxP1SaEiGAMWjUSLzf8gAGN5yxKBR2UJWQrFppKu4KIySBoEYFdn2H26l1fEFJ/dXxE5aZ1UJ61SRhgD09PzUrGoVMryAJQrFYlDJcajEjqO5Z0m7A1pt1uo1cZQq1VFWkWFj22psiT34e+4sRbslmtI9BJOhAlCnUkHeT710KUa4AcJ9FRH3TFgBwvY/ew8SpUyLrnURbTwOKan/y/q667CRP1XEWu0gH1JWV/i1w1RckK/L1ceot8ZBGWhSFoTAGT8xziQbmdickqsBWO2Ye5XxXU9HpAWsNADuq6Tu2Bl1aQOSoXGGQagIkDobvlRBhy3IoR6JBUd/jSTOK7dacs99HxfXO3EeF2pVvIkidPB+ODREzAO5INIq8bYmL8LA7rRCtphjMiswDNcRLTe1P8VrkKnDCsF4gyTrolq5mP2eBNjYy4s6zh27fgawmAvLrvqN2CWfkVkYUWsrMpGi7yH+uUiRzTMAq5xAG57Zo9UMiYm1ikXzCRkSAKyFIAxPI8WUIcCYBH/5bq7LDnjAKTZDeMUjYUOKuWqWGICrBDG8twkPoUa2BSEgVht+X2WoVQqizuuT9TF6rfaLSlFEoj8eavVhuPYmJyYxMyJGSSGjcSuoaNbiDKS1fK4CVgl98pSxGGMKdfAhJXBQYRW8yCOH3sSgbcHmT6O1134bmRarQtAVTUZHmosBeAwYes5AEDenEkCkLFMpLLgYYryXveX6nijReHN/OUDkMRyBst1YLsVBPS78tDokiw0FxqCiFq1Klls4IcCKk4Ea7c7EjYUNV0KcRWhnKJcKUvywV4XkvMkqKenj0tsWB0fR5QZ6MDCQmogpQiBbZ65EpnBBMOQqBOgZsYYsxJYWQcnZvbAwIKEBGZpM2CMQ3ntwdbPoeTzEgt4DgNwYmJK1B8hi+R0QSqoU26iq2ShW81pjjTL5eiZZJZSquomFqy5qv36k5BXFwMqqZQMxoxiSQAsEseWKa6SVAuzVMm+eSWGJtacVs73A4RBIOWyUrnUTUYY7/G86QFoOQlO13YkO2Z4QeBNTkwIiGcXmminJnzDhs9ERzNhGbqAkFaQsaA0eno+ygZ5wA6QBiytyMOgUeCQO2yeY5GvDYtrl48BlwdgEfsV92zNxIB0waQa6hOT0DUDYRgoydLpAlDLxAKyDKVSZwIxT0JI3kZht7qymIYhaIal2/3WgCW0PL1R8DY4D4evpGC+o8EtufKAOJYDiqgEozp/H6PZbGBq3XqJA+VvdR2zjXlUq7RutjTyi2v2A8mIGecx8fA7HUlQwigQMQWtZ2bYONaJ0dYdpKYtJAqlVyatoFxyCiONYIQeXJADDKBmL6jzVzXcRW2oYglXxwUPADDNcOPVl+Dm66/o5S+r8H+rL8cSRfQeIWfpgkljME7iXWSfw2lZwJMBMJ/K0FVF95XiTt71mc/R4C0sKgN50M5zFGvCrNe2BSiWYSvVTa71C6laYXwY+EI2U7tHoE1NTaLteRI6VMVqqkoNBaWMAQk+eat8bvGZRXteR+JBZ3wKB5sBfN0RgJt5/Cd2jflIEsFCDCNowtKCXnKitKu5VlITy9ffyN4te55WEnKaFjCDtGSe/XrAPAs2TQtTk0xCSDcEuaVZKQB7LlhZsDwLjijK7FVXei5n+UdS3RR1PAKQN1AV+5WbJfjY2SYyMBhKyZ2qPmUKTVWnnolSyRXwUF7FIU3y+jKKDngcTRcXrrJlVTMWbtBUqhbyf6RsSm4JhmViITNw1EsQC39H6b1qQDL4sLLQl0Uw0xBG3ISpxdCLNDenaChvZUmP5bYzDUCu39arL8FN153lFrAoxXGSFmNAWgHeMOXFCMAuV5DHVooqoGvhRdI6MOIqMQsuXLYAJweg1E9XBsAeQFWxnuQxLTRjLrpN0i7U8tkOyW+OJFaA5Hk3FhYwVhuT8loBQMZ/toQISk5FF97xOqL34zlzwCdjvjBkXJkKPcPPoyUkEKUeXC7j4JwH33CLliIBKxMQAWEawY4DmBktnw9dhKnFOqgUmf+pCLaPzhIPnBPQp7SAy1EwuRsfaEHNcPN1l2HL2a6IJgCpiGaMU6uRikjEZSkA8knvdYVR/VJsAsCUfcF9AOyKUQtLqNwFrU5/fXkw6O4XJOVda2I7lUyeFo3nxhiOTURMdsSK6FSiKJUy40gCkP/P/gvGcvyXWe7k1BTarbbwgsXsbLGKUSQEdLnEhETRScx4CVaeHz9HtThnGJuYwkyQYI4aQuoEpeGZlJNyq5aewYx8WIkPS2OFJRb1M7+6li4HoFq/HvncSzaGixAGlTDD3O8iIULfJIitV1+Krdee5ZJ8BcC9Qk+QRxP2PwzkKadlOT0ApmJBekLJVwZAKlOKshS70DqehzoJY9uW2TUkefkZLIkpkYOSxpMKtixaLVVSUwJSTSwbraT8f9uTbJlulbEfQcgh7LxW0i1BQDpJFzkWhQq0oLSOllOCp5loknaxeXxdXCvjuOIqLSSwEw825Vca1eRUtSzq+OsCcFCOdvoAPDUBLVfeB8AbXn8xbjnbkxACcNuz++QmuE5JbixvAK1MAcDeU1hMuVIumDuTquDvSyVlMdTNLyxZnwUkt5irYZazgKn0JWviSmmxSk5Z4jV+MRajhWP8x4eE0iVpJJLJW5BEhIJSHlu9sJGyexVC0PUGsYoDWbsmuMj1EWBFrFqMuZOar6HL9S/4IWa8GAkl+4wrJQwg5aLDLECYZeJ2HVq/jHJ9ainzhKPP1S4X7RZroRIT5Q2G8oFDJysstYj9AGQCctYPJyIAn3puv1hAuiAuHSsFEqSzvzVvU1QLyJtdXLRqvqHr6gegskiLAZhIHLUUgP0N2oQ0wccGIF2sHBMMkXbliYEkHEITRfDDUMBAsNuWI/EeHwbGbEp/qpIM0cHK92qUsfwLSAxIsAloKaPPGFKQyrERMQGJEywwDDAd6CJSJenMY3BpNBiZDjPNYGQR3DSAmbIwtxQQxXotN9dvGNiGAXH4aI+TA3DL1ZfiprXggglADjqnFekCkE967oIHLWBx0SRSGQO+MgCqY6o6JxkPuldaJstkKc1WCY2EWsplMTZl6yOtGL+nlJ4WkKCq1ZSOkS6X39ON0lrKe1LYw8tWUyYFeTyr4lGV2NDa8Tp4JrrlwIszLAQRYtNGYlnIDPb7ctYLlNst2i6ZBKUxWBG2M6oOh8VnvWTjVAA8ufVTD3//xv37lUfd2LzPBa8ZANIFM9BX1QQIKSumPCdvewDMWP/qWwfKsQK5wVTTKNVvXwN4XjEhsETgkItc5V+56XnPiPTYQoYFUfjZ7eyEcrWqUUrROAQA/w3yXgw+NOsm1+dvCs37TjQgoJWU8EBNOaBL5ZmR5yvAb4sMS5PPyCwLJ7wIHkzorOrkHKjUVHJVP0UHfC4sEHwpSlkGh11vy7NJXY8xDICLQTfc9RYH74U/vY9bOoliwAWvpSSEA3QoSGV85Xt+DsB+qZS6bK0PgFS78IbSlSkAKj0gkwkVCBUx4HAAxhSNxqqZnTykesuT0sjxmKTRaMmKEb+qFVKBkbddJpwmKdZNTuWWUe1LdyrUja7Uz/wEYTpIOjMjD0k220pwGgKtzMAxPwCcUp7IyF/k91mJPflwsaRmxjGqRoaaacHO1dD9efxiLJ7MBasHcWncNzwOHGZhFSvRP5uGAFTWUVsbjemMAR9/mpL8CibqE2DnPy2HuMBukN5b1n4AEmC0gFSPMEs12UwhQXQ+52IZABJEQaaj4UWwDAvjDl0hBaQqPiPoZLQvwdcnZBVwMcaTBII13xSpZMaqCVxk8QGbgxSHx5tB9654QjaQs9+XQ4kc+EkIL0pxwgemgwy668KxmN1SipbAlMZ01XhF4OlIoMcBxk0TdcaE6tbL+Q53vmrNVKP6UhN5Muu3UgAWWb8CYw5Afc0BsCxENN2laPwYcBtsYexbPSmgq6dWyZ3UDWcJbACAee22awETJiFK4kUBQZhkONH2EKUGJiplVC0la+LNJvVCgQCPR+5PQJYDkdasW5+WZEKNwaCFolXjuYOuUyR5CfwkwXyzgw7nu0QxptZtQLVWQycI4MUJEssF3IqqqrB9MksQSxtmJuEAD6Qjhp3FKGsaqpYFh70jYk6V++N/Q4tj3XVTUq3l5FZdtzugeulH7OIuwt73inQoCgOKelJjUVTixQTkrC/FFRaQbZn1+qTIklgnJQBpkQbFA4PugrNg+gFo5K90HQyW1bi3KKJ7TNGJIiz4EQzThmMasGTNVCO3av421OfKPc6QRKEA0g+pXnbl3SfcRErPfaVfV1k3LwgxPd/ATNNDK83QYfxnWLDLNRGZMjunJTRJMvOz2fnGoUIZy2YxQs+TRAdUKjOxyGJUjBRTJRcVzZCHr5BOFBWNHFuLTFyfa1XmLK//9oAl7ldQqdJ0hdce1zcQD3Z/Prj+vHrJ8PP6ShGrFiHH1usuXxtZMBfUfHsAABjySURBVF0w5ejjY3WROVG2xBsq8VO/DGsRR0UACmcXRtLsY7I637cVa0q3HoapzNTzYooELLCAzxtcJCcihxKaRRNQU78nllbGZFjQBNw8J8aLBI8NUzclG55utnBk5gRmmm0BXWJXYLhlGDymacGV5MZQYj1uuYTK1TWxfGkSotNuCfg4NYuiAjdLUC+5GOMcQTlXJmBqzIgMg8+5wt7lDkKy38XKdXSb8hVvWbjnQglUNCblv+n1Cwvoi56RfrgzLuVaqHHKzNLdMidQUMlTRhI72Hr9FbjpusuX+v9X8ZPVV8PIcKLdIk/ieA66yjBQs2EKd9ebGb0omNFU07koRYYAUCYQEHyRiucYG9Klqp6TRI2+4LRSx5abqoSjvlhMx3ZlZovMX8jbFdmnIeSxDrRo7eZaODg7jxmGDOQCGZuZNnST8STjSjMfm0ZLoSZYKSlXBlvXUTGplmlLbzMtcsJ0JVxA58BObLRNuHYJLo9pl2G74/D9GK5todNpY92GjcJHMtkZr5XgBR6cWk24zKLU1gMdW1yVJ2AbQ1dkXyyn6AVzWkp+VvjRwtXnyQafHZPiX+ZLnNLFShBbSJmQ+Uj1vWh6exA2fwVZcB1uuuEq3PwrZ7kYQU3HogVkU05NiGBaNC5SoaETymSodorZJpt7FgOQQtBUVMqK51MuhkDivLwwCOVmsExGK0XLpCaHMoRTVpfxHT+fX7qpi2Xq+AGOzTVwvLGAE16AkFMLXJuTkaBFGRwCSwhjRTjLfBe6VJnXbIrbpiFlw7lj6igZGqZnjsn8qiwNMfvSXhzf9nNo00fg6qzuWHCrY6htuAKbLr9NvEO1UpaWTS0OEbTmkAZtbHzdOhw8fAiTF14Bd3wyz597AzmZqSu1DqskpKMSOQ/pJmGTvJ6hUmPokaG54CMKRd4KTY9RqaQoVXIeEpSUsabNM/aQSdUlgZYlSHEYM+0foxNMwwjuBPy34JYtV+OWG17/Kuzd0j89sxawNiaLvBwAVdzSlVdKpz+tlrKAtD4qdosjgk9p87i3vKhGLKByITJvj8ufx24q41aZM2+UEg0opUuUJJhpzOPIiRmcaHrQSzXotoOY4gPdQMxGcgKO00hT6vHyRp4slUSCIlXbtWUYpSqREYA2ypaJmmvh8OH9OH50P1588heIXz6IcYeVFcq0HCHmS/Xzcf5lb0KmV1BydWTBPPzpF5F2jkPP2iLE5b6aYSA2ynDr58MsVWHVpmCVK0jyEW9JysoNZ8RksE1I2bPT9pCEMSYnS3BcTl/1ZGCR18nAFSpXDJRrBKJqJZUEUONMblpMrictIympacy2H4WfvIQ0LUPr/BrS9hbcsuUa3HrjVWc/ANkZp/qCx8VyDQJQBdRSjVhkBQlAZp6FCyZXFkWJLCJDxyJ7lbEcVAsbauKUuHZyhkV5LJ/TzARB6simjrl2G0dOzGNmfh4BYxzLhe2WYFolBeycJkp1DSFfhpNGSKMYuoyrolWIURK6RMdYVdWU2bDGXmHXdFAvVzBZqeCJn30HP/6nL2PS0jFWr2PjpktRndiIan0jMrMMy6ki7ATQgjkYwTHEzcOoaAwTOBNHTY/gspD6kdJlZsAySjAcBUJnaiPsqTL0cgbbNWFbmlRfaNmDNqVbKSyHgPKli1B5ZYptafWZlYkPyatGdN9p3swUA1mAKD2O2dYTAj6p+iR1GJ27kAVX45YbCcCr1wYAlR5wQob1nB4AVYWAQTkzVJK+tHSM7+JYlcmEzxPKRrlD0dnlWjsCUCUZqkbLcRYLXoiZ5gKmm020OS6DFQlyi5xIpVOQYMr8ZVURUUE4fRjBHWU8j0gJEVK2j0ew+XeUS7FpyqH2j6qZEsqlcYxVxlCvVhG357D7iV/ASjVUxifgpwYWPA+mxtDARhosoHVoB6x0HjU7ga0lSONQYt+cW1FSMdatGWoklGc50MBRHjXojo3UMuCsq6C2cRzlyTJ011TTU1OVfeucrU2gSUyswCfkcvHGATHdJOYJQFpDVnZ8+NE+zDSfRNt/USk0ExO6NQHb/xC06ArcKhZwDQCQb0tipjk1NSWJAgFIUlfFgMMtoLKKyvpxhJmai6fcq4oX1RuJKCqweXOkIqGEl3zOVa3XQMvzMN0g6NpoholQJE65xCEtOQlcJEOs2UIEAYYQz0xiVGlQ+jbIBcYRkjjk1EjJHFmfpVo5DUIYbCCJIzhGGesuuAS1+gaMV8ckFjy8Zxdax45idvoojh87jCDwUKuO4cob34ioeRjNAw+jVrVhssrDOC5VYQdjO1o+i3EnP1GsIdtAJzE2sVESI0mGWEs2mSx4MCoG6hdvgDZmIMlCMXBMjARsIq5QAJRIQs/pnJzQB9OkLEKczaPpv4DZ5g544bSaaBbL2C4Y1mZU449DSzauLQCSYyMAWRpjVxwBNQyART2XDT9+QGlTnFcMFOhkyI8kAGr+nZrwoZ5uWjqptPgB5lstHJttoEOrQRGEQxVKBsewUK/wJTI6QopK6b7Zr0HOK6UMKlXS94xtlAlCJPBZSNY4Ji1A5HVEHi/DwzlsiHKpFJgaq6F55BB2PPoIbr7jvaiu3ywNSKxw7N7xGOYPH0bSaqE5fwRBswmnug5vfO/dQDCNxoFHUHIp/c/nR8d84NgFxweCXjJDyuQtyeDWNsCunAenUkO5UhL6h+C3klAEq4aZInJi1K5Yj7SkQc+Hm4tHyNdI2IG8qSvT+GipIZlCscSHMLvwFObbe9R9ShgaKUaBCZdrvhVufDe0rLS2AMgKwdj4uLhOeboJQD6NjEDklQM9VTMtJDvdeOGEFxUqBJySP2VCa4iglZwadPgdNgapv4+hoRUlaJNTo9rEcnJrl4rGrqQBNTODkZKA9kWRknB2NWu/mQY7C2HGPhK/I58RWOw9Y5YZI6WMjDwdKxmGcosbJtej4jrIAh87fvoDHHh2GzZfeQ00WifTQtBqYv7YSyjlQAi8phDeRmkTLt9yBxAegXd4B1yXFRaOLw4Q00NQgEHLzoeLSVYQIswMjF9wNZLURLlaRblErlKDFafyVaKhM2JEWRv2RVWYm+rycLETUdxv/pYBReTkcV8WIYGHNGug0d6H43Pb4QXT6j3M0nNSTG9lqFPBuP1RGPFN8rDfcuPVZ78LpvvlgKJafVzqwTQmCoCkClgKUwOISLUUZTEmHqrLzFCzVmjtwDl7tAKJzEhZaLYwO99AFMYYq42jWh2T0hjlTrFhIOAXOcHcXfMIFUNHmV1lfgNxpwPDdRG7DgKZJGpI/ZXSdy30xDqK5sG1kfCVWBynBg0VZr10/ZxOyteyMkONIjz54x/gxeeegmsrRUu1ZEs7AbPkcsUVwrvdaaFMAtt0kDgbsenK2xDO74beOsCIQIBG9xyxv1g3pH+YFhRxjMQPAXsc9rqLpDpTKZdRomCB8jBa7gQoicomRpw1kE5pKF15HhIz7/ArymjiLeiAVf91kjbhRYcwPf8UTszvRZKyVKgGpDOUEamYSOe4Qldg0vk4kK0TF742ALh9F/impPrEhDTuUJFM6ybBvKbB9zgzhdwV11+pfZntSU8GO1+jEHOttmSYYZKg0WxJrwVvwNTUOtilMrwwFvmUbpFwZgAO+HGIduDTdsHisEgNqGoZylkEI5GpK0h0Hb6Wwc/LVSb7OqT3NpdImZTMq3d9SDebDpgaC1Tq+3xWBjKviQf/z/9G4jVRqdmolh3EoYdOc0HAKDpIihnkXNhy6aK07jKMb7oG8y8+Bic4ChZSGGv5HU8a7aVpia98ZR4UR4iCEFZ1PfTKenkASGC7mgE30+DQsksWT1V1ihhzCKshKledj8wWsygPQKGQzDS61Tb86BCa3m7MzO1C21sQTSNTYBXWqI7DYq5hBhsTpd9CCW+SZIvHWhNZ8OPbd2H78/swPjkhlowtjtJIzskDAkSVrTEWC1mpCDO0/ACdMEaj42G+00HEagbfPqkZqJermBofE/fbSVI0SEazbGabaoxFEkILPGQiHggFAI5pouY4KBs6LImFlAaQCx6ztCZZoAaHpHTf8EvFLxRuKFc854oQ+Y38KkPcmsWT3/sO1o+X5CUx5WoZ3sIc2s2GHIHtndxXXjJomIi0Ms6/4jY4Y5PY9cg3sb6cSpmRyhtaTbpgNQ/HVQ1KpIGiGGZpElZlgyRLDisp4AOlwYxTEc1ablUqGTFOIK75qLx+I2CpEiHfvJQaJJRDJNk85lvPYqbxPMKgKZWpKBED3E3wJF6k6lusv4HG7IWImrfjystvRrlUFvbhlhuvxRu2Xnd20zACwJ37xQKqOXmmZLWU5csA8pS8XoAjx2fQ8EJkHE9ruUi5aBJ/KFdcI2kr78nIxA13+HemJYQx74idZnBZ3NcTlDkCl2lFXtznzcwLWCr766s5F+8X4R5KeVIU+gtSfBCACniqJi1GMIswd3AXdj3+c5w/VVftmIYOz2sioGCVJUERnxYKYz5NNVx4zdvh1KZw6PkHoQfHJNPlSDeGJ/Iaiwzyrjl5n4hMK6eiugLTqUufMS2mracoJRlqtoVyeRx2qUptBAJtFtZ5OpzN48gspvaqBh6l05hv7sdscx9a/nHEEcMeDlJXBL2aha4yZPknd7/txnq8tPsSNJslbNy4ERvWrxNF0/ve8Q7827s+sAYA+Px+jNdV91nRXxuweYePnK7h2NwC2lGGUKP7JH+nAl/b0FHjcCBTR9v3Md/xkBl8NQEzYAUWUiUlyxDrVtbYvK1KR0LVyLuvesqRxbKmbkFfaZm6CzlQ6Je3cKneEFIY/QA0EGPh6F4c2PE4dD5UnbbEtmyginxPhLdJEir6RN5spM4ghYXXb7kDtQ0X4cSBp9A6sQdWLn6l9pFT9OU1XfJmJKpkGJ/y4XWkpaB4wU3F0eGkCaqMS52KzC7UrBiBPY/xK6sw6jZSI0SYtrDQPIQTjQPoePMIkiBvRaC7JUeqGvPJe9JKZ0Lic3VtxJ1J7H9hEzx/THhHKnzYYkA//Zt33YkP3nPv2Q9Avq6VGbBTLqvRHAHJ5AhBkmKu46PN6ginwsurqQg8Ay7ruJwP6LfhhYFMQo5Je+gaxiwL47aFkk3VCrNXCkcpQMjfn8bvu/L8njpk8UqdCoBFZWYpAAE9DdE4th9Hdm3HwvRRzJ+YkxnPbKBnJtuYmxUrEYeqBZPJFl/TxXqxW6qhVD8PN7/1XXh5zy5E7RPwFmZhS8uBio3VpghyQzPZGCr/b/ENTAxlWO9FBFdjjdpSACzZCI0mjI1tVC80EGgdtP0ZzDePwQ87IgShtStYTFVHzx9QCQ8MUQXxcbE0E3pyEfbtW4+OV5GaPJuzlCBVjYz7yN2/gQ/ec9/ZDcDHtr8gWfB4fQKVKkfOajI7pe2FaFOLJ+9PU+/YIFldti2kUYBmY05IX5bjTNIWtiW0R71URpleN29cLywcY0l1o5XAtFjY4e+P661Z0b/Rv4oFMJcCkJMKMsT+AqZf2onmsYMISNeQNpESIZvGeVsTJWDlyBA2lLMPhWGB44gqhu8SkfnSDhu1KtCzBMcO7kF7YVre/caHrFquSL2aSQ/V3IamaCgyB4xjJVlCDEesFudLG4jtDnznOMz1HYR2C3HGAQA8l1QBj+vMZEhiB+VFih4P1kBIWPNYY/YEzjeuwbGZDdg53YLPhzuK8xEN5EuVt/idD96D++79rbUAwN0Yn5gETAdNz89fS0r6M4PH9kfdQJXvyGCwHXYkCy05tHCcv0xCOJb2RloPxnsqtsu7KvK3D515AGpI/Sba0wfRnD2MxGuL1eW503KIIiVhtkoSORIAqne6Kfm9XXJEjc1KhmGVUKlNSBWHLo9CgrCzgJDHb8yjMT+HTquNjFSUpsO1HDiWq0qF0rie5xZ8V7DO6lCATtKAZ83CGA+lLszB5qJ9zbsXpDNQ3gDLChEBqDSHUjfP20pZxdlgXoBN5o1Io0k88vJBzLAqE/G6lKCXogj10Kf47XvuxYfu+9DZDsDdeOKZ/ULMBtLQo2brFdaKwKLig69lYW2cN6sYyMgLZcbML7ZCUt3Sm46QX3f+qga6dOEPpf/29C1g/xiLYiX7LSBrJJHfQePwbnROHBECm/Q3SfKYw4dIf9jsdwY67QYiPxBAEIRMbFjDZtzExElNUiD46hibmJQYT1FyMQw9Qei34bcVzZRS0h/GImTtNNvy/8yEGWPSytJyBaEnFFWgBdBLKawy4FapfwRMpSJTGlmZwq96cGjlKEIg/lSZz4KjlTFursM6fTPG9Q2ItQq2HT+Bg7Tu+Vvpad1FmJq/uZ5r9JF77sWH7zvbLeCOA3ho+34V6ErtkW+szvKL11EuqbKYWLW+PocCGAQfhZkEKsdjLB6SqJ5GcrU5AIXB79WXT+WCJSvuNsMPTg1gs1Dn+D7MvLgTmd9QfRqqICh1aM20YDlleT8I477mwqzEoWkeZfF6+FAxJGDVhQmFxdc4lKtwSxURxZLI5puTkIZotxpdXpRZMdeJSQnByFZWvl+Eb03iv1TocNI+y5VB0kGQRojTEDECIaNNR42LE88hAg0mNbrItEpOFa7pomTVUNJrqGYTcLUx6LqF0Ejx7Nwsdi+0RY7GxIRgo46T1api4j/vz0fuuQ8fvu/+s9sCPvTUXjz01H4x87xJbslCjcMY0wQVxkTiI4oJBkUreaHeVRZQAZCTDBShOrD1AVAawvutX9/LcIYLXtWRhgFQzyK0jh/CwqGdiJozApAiJpRXcQkAHdHmlStVtFsthEFLPt+wKGxgksCIoej7VTQPrbjL+I6yLceVhII3udNpSsLCUIJVFqGOcgI8Y5JG68eKCD1C6AsgGZpE5DoRI4k58i5FBPX+YKp8KNxoNhYQeT5s00J9bBwb123GWGUTHKMOyygLL6sa5zmtoYnnF2bxEsEmwUPfCJBYjUmR99lJDA4FwHvP8iTk4R378fOndon7mKiPo1p25QnO4gRs3FbdankzTJefe20ByJn4aeMwZvc9g6A5q86X4gQJodhOaYisSTcd6Q1hkhGGnlgrgkeGqeeTvoSyyOvdrP7Q4tmOSih4E9UIYL6yS7k4ilwpK5NYK58nyPYCVonohimIIAhJTkccjhn5yCheSJRUrFx2UCmVu4303L/d6khps1qeRLW8AaZRg6GxsKg6/5IkwFzcwfbZ4ziWRmL5CmWRzBwUGZjqZqTCnOQ0I3AC8CP3nuUW8OGnd+PxHXukH6RWqamZf52WelGfxXYcBcABclgAqW6csoCByOvVvD3+rm+2tLS3KRe82AKKexYOruACF1nPbhjZzxCmsJIOjj73GMK5w3LD1dmoOczMEkXUKj0gBA/LX7pcj4zfKGR2+WQGWilxo6xvCZ9IxbKycPw7Gc0rkilT6saqa89Uc/HzV7gSBLS+Ceff0NVyulgUotNqwus0kcZsZNIxOTkhJDhpLBFzcHQIKz0EL7V8RhmWTnKbHX+2gJCdCvNRgGcaR3GI4OsfaZz3j0gvNYXBMtGC0i+VuBCAv322A/Cxp3fh0e0vyDT5OhvT41TGlpHIpEhVqg9SA+69r0JZxAKAVMYE3SxYzSvpG1aRv7SQCyTNSLk6WnR1+UAg5WYFHt15BIO0Sw+ApDayxiEc2bkNcWdBzo2bAn7xZkw1VkQ3SAzThRbURG9wkfojxW8rPWMCh/0lJKQjTlG1ZUYgxRa0qqbt5rEl+ThLTX7Oa7Gi4cuTFcaYIV2w10anwbhUTQUbH6sJCNnYz9oxLSLV28y6U8OBXarDciuS4JFpyKiN1C0kqYHnjh7H814bHhOVvtdn9IctrMaoJqk4nxoLfOQ37z/7AfjoUzvxyFM7RY5fr9flImjKeaF0R0UM1p3T3E0IlFtWgtRQJO8Unqrurt400O7fU2mdvzdY+kMInEWjKWQ+4BAj2B8DGlmA1sFncHzvTugpaZYCqoVSOB9VIRJ5CkWlATQv8Kk5MTJCJNcusj9Yxn2koWTD5Dp5fgSuaPnYzJTzJRKP8bisp0mik1vKfGoWzySJAgRBW7jSoNmSejfXRuZO05KyCiRuOYLfiWFXN0KvTEInjWNlsPRYGuQ5cVWCAE1DI9Dwk30v4agfIpHRJ3lI1E0K1WhhhlHFO+/4Pd3vb5/tPOCqpkijg53zK7DqXXHn/IqNLnBVV2AEwFVdztHBVroCIwCudMVG+6/qCowAuKrLOTrYSldgBMCVrtho/1VdgREAV3U5Rwdb6QqMALjSFRvtv6orMALgqi7n6GArXYERAFe6YqP9V3UFRgBc1eUcHWylKzAC4EpXbLT/qq7ACICrupyjg610BUYAXOmKjfZf1RUYAXBVl3N0sJWuwAiAK12x0f6rugIjAK7qco4OttIVGAFwpSs22n9VV2AEwFVdztHBVroCIwCudMVG+6/qCowAuKrLOTrYSldgBMCVrtho/1VdgREAV3U5Rwdb6QqMALjSFRvtv6orMALgqi7n6GArXYERAFe6YqP9V3UFRgBc1eUcHWylKzAC4EpXbLT/qq7A/wcwRRnikEt2LAAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="0" 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" scheduled="false" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Mr. Snowflake" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Screenshot 2020-09-07 at 1" center-x="178.5" center-y="96" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="196" y="10"><block s="receiveGo"></block><block s="doAsk"><l>What is the length of the FIRST side?</l></block><block s="doSetVar"><l>First Length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of the SECOND side?</l></block><block s="doSetVar"><l>Second Length</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length of the THRID side?</l></block><block s="doSetVar"><l>Third Length</l><block s="getLastAnswer"></block></block><block s="doIfElse"><l/><script><block s="doIf"><block s="reportAnd"><block s="reportEquals"><block var="First Length"/><block var="Second Length"/></block><block s="reportAnd"><block s="reportEquals"><block var="First Length"/><block var="Third Length"/></block><block s="reportEquals"><block var="First Length"/><block var="Second Length"/></block></block></block><script><block s="doSetVar"><l>Perimeter</l><block s="reportSum"><block var="First Length"/><block s="reportSum"><block var="Second Length"/><block var="Third Length"/></block></block></block><block s="doSayFor"><l>That&apos;s an equalateral triangle!</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter is </l><block var="Perimeter"/></list></block><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportAnd"><block s="reportSum"><block var="First Length"/><block var="Second Length"/></block><block s="reportNot"><block s="reportSum"><block var="First Length"/><block var="Third Length"/></block></block></block><block s="reportOr"><block s="reportAnd"><block s="reportEquals"><block var="First Length"/><block var="Third Length"/></block><block s="reportNot"><block s="reportEquals"><block var="First Length"/><block var="Second Length"/></block></block></block><block s="reportAnd"><block s="reportEquals"><block var="Second Length"/><block var="Third Length"/></block><block s="reportNot"><block s="reportEquals"><block var="First Length"/><block var="Second Length"/></block></block></block></block></block><script><block s="doSetVar"><l>Perimeter</l><block s="reportSum"><block var="First Length"/><block s="reportSum"><block var="Second Length"/><block var="Third Length"/></block></block></block><block s="doSayFor"><l>That&apos;s an isosceles triangle!</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter is </l><block var="Perimeter"/></list></block><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="First Length"/><block var="Second Length"/></block></block><block s="reportAnd"><block s="reportNot"><block s="reportEquals"><block var="First Length"/><block var="Third Length"/></block></block><block s="reportNot"><block s="reportEquals"><block var="Second Length"/><block var="Third Length"/></block></block></block></block><script><block s="doSetVar"><l>Perimeter</l><block s="reportSum"><block var="First Length"/><block s="reportSum"><block var="Second Length"/><block var="Third Length"/></block></block></block><block s="doSayFor"><l>That&apos;s an scaline triangle!</l><l>2</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>The perimeter is </l><block var="Perimeter"/></list></block><l>2</l></block></script></block></script><script><block s="doSetVar"><l>Perimeter</l><block s="reportSum"><block var="First Length"/><block s="reportSum"><block var="Second Length"/><block var="Third Length"/></block></block></block><block s="doSayFor"><l>oi mate i don&apos;t think thats a triangle</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="Second Length" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="First Length" style="normal" x="10" y="10" color="243,118,29"/><watcher var="Third Length" style="normal" x="11" y="52.000001999999995" color="243,118,29"/><watcher var="Perimeter" style="normal" x="10" y="74.00000399999999" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="Second Length"><l>69</l></variable><variable name="First Length"><l>69</l></variable><variable name="Third Length"><l>69</l></variable><variable name="Perimeter"><l>0</l></variable></variables></project><media name="Lab 2.5 Triangles of all kinds" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>