<snapdata remixID="13938030"><project name="Alba_Gil_Sánchez_TPI_Variable" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAGvlJREFUeF7tnfl3VNeRxz9PK9qFhEASAgESm80iscQGnHjFgLfEE89x5pzEY/8H89v8M3NCxifHk5xMkhkvwWBMsI0DNosEYt9BoH0XUmvp7jdTb0GvW728192vuwWvfkF037Xut+tW1a26V1FVVSWDdOME9N4IHcDKFpjNgXuXYHZa/66uCdbvhMKiDA7W6zrlHFAyCcD7bXC/fW5ONWugdh1U1M19NtQDt9pA/hXasQ+q61POB6/BDHEgawC450NQlOhcGOyGW+dguA9qGqD1tdjlM8RPr1uHHMgaAL7wkb2RiyS8cBxmpnVpWFVrr55XKjs5kHEAjrXDOLDLJgBNNnZ8B103Yed+qLJs2dnJZm9U0TiQMQCqvaCeA3pArKBchwCUCYk0PP93qG/WDRSPFh4H0g5AVYyJ66DeCmVWTgIAlBaCATh7RG9r54GFtwBP+4jTBkD1BqhXgMEwltdCzvPA4uSWQrOW2yE3D/o7obAYGtZBcwsQw7hJrtcntPbYAIz1Q8NG1yfoKgA1aXcN1NsR5lEByi5QUqy/HT44vy/ZogWMi5e5zs+F30HfPeg4ps9jSQNs3evqnFIPwFlQL4J6DxiOPHZlEyhbgMLUz+30oTmfYXjryxp1XbGoLPX9PhEt3r8IN07PTUW2k5d+4+rUUgJATdJ1g3oJmI0+XqUFlFZX56M13nsXOq/BYFfkvlZugA3Pe37EEO5cOwUPREey0LYDsNhdP1fSAFQfgmoYARGXWwFlKyibgTz3wWftYdoHnVd13TASiQ9R+NskP4ynWU9s/woGH6QdfNJhcgAMQvCw7kqZR9WgrANlQ3pBF6k3sZSv/qiDMRLl5OggXLM182NN+wjOHYLhsAVMg+Qz5+kYgOoA0AlqNyiiSzUaW+8wKGI0FYOy3iEbp/xwcxB8szAwCT3img6jujJoqYPaxBW4iVHovg2j/TDwMPIYBYjNaVATHHLIneIZBl9sCegHxgxjAsNvJ7goB2UNsBKU6iT48nAM+h7BtX7wSWc2SUBopfxcmA0YnyiQI6Ez5VCYCxWLYjZ6pwOmJuB+mOoj1vK6HVC51OaYFmKxcPCJwdHyOlSm11WgqOd8qjjKVMMk1VwmY6EcVaqnITip6XKM+HSFyRrFNROAO8M6EPY2z5dSXWPQ+whmg3CpN/Hlkn5/0gDTfuh5FFlSRmq9tACajV/LuiVQUjCvlOiJdy+C32JENW2F5m2JDzcrawaD0H44dNtdVKKDr6Qy7UNW1N8Ox4kHnAKi7FfRhltdDKNSD/AHo0+qIBeeMcRMjgK5ObrUmpjRt+NI23CkLVjAPTipAzOgwpW+2P2a7co4V1SAjONZ/Zc/1A3njkLAEMpiqDwxJywzPhCDY2gCJitgqhT8BbBqCTRUwZqqDADw4xEVfywMOgSgAGT/OvAHdCklQBLpIwBLJwWCcHNI3+ZFv4xHy0rhDUN5VaHtGPTd1ysJCFtfhbz5gjNeq9nz/eSoDr6+QnhUBbMR1BNZu1eaoCAnbW6BOSNkIgh5UUAyOAG9YfvylX7Iz4HSQlhSDHk5ugTb4q7fKOEV7eiB/gm4NxK9CZmDRWJP5hczOZvHCCUM5ley9rXihRn+NdoH33TAoIMtdvdKWF+TMLvtVnRsBdttOGvLCcBuD+nbvOiuV/shqMLKSni1SR/2wAR0jup/t3eHTkWMm41LYXOt/qPLdhIXy6FrMF06N1KRdCX5UGYcRYnckU0wXK/e0wiiM7tITx8AE2GmWOxtXboEtdKBdUm5hRIZiqM6Ar7jZ2HEsisJ+GTckUjcX4euh37z9gZYUuKoWyeFPQA64ZYsjtVHubgIGi3bWn05iC6ZDSTgE1fLfTl0N6goH959BgpjHEmFg1DcXq3uJeF4AHQClu/uxjdoRMI8twKqMpi+Z4JP5mYFoF2J3TkCR42ATbGMX1zthEuOynoAtMuuL67pFrVBqqLIOWbk2uLeecf9WLqInffegYvH9a+mi6G3Wf/79bWwvNzubOHEXbgxqOu5v3HvaMgDoJ0lOf0ALloc6KK0/2YbZ44qBLvGaa4YpkrO96wkzu611dBQATXu6VAhfd7rgJtn5j4arodxw4j4aLudmc6VEZ3XNMBc3IY9ANpZloNn50rJFvvTRt399P84lBOUrluw513IOd8V+bRn10rY4LJL48r30BVmQNyXECTDtbZjuW6526VzXXDe8AB4ALTLNRfKyanKqU7dZfFCY0Sr92abfrL1+MTEunjmkPatBTFS3KBoQQX/YznBcgqiv16CEeM0y2ldB3P0JGAsZolFePSmLtV+3QIS+BCFzhwGNWiA8NYgfHt3fknz6C+V23KsiJYjN0BcSEL1ZbAvivsl0pysUt8DoIOfVCqLWhfhhVW6TheDJB2gqRWqqgPwe0sUrDhzx6ZDXTii3G9bDs8mEXITDr6cXD2owIxitupxMm4neqB17u9tmnNap5K/SQekpngwWdecQwDK+E9/qSc/Nbdb9EaRIKIDfnYFJsKCLOS7KBE6MfkRDr6CIh18ZWEBBX/qgEczelN2LGE5BerohbtGQo/L+qu3BcdaZSsAP2jVz7rjUNvXehDDWrpYI4kyxfnwz5v1YAw58vvsKgxNRm9FrGeJENoUJS5Pwrvbj4SGU0kYVcteWBTFCf751blTHNFDW+tgaYSycix50ojAkBHKj0YA6CJ5AIzFXJFYEqHtYPs69xX0P4AyJtnNFT2KO/wkQc6iJVxNLOrJWfj2zvxRNFdB+SIdtBLZIy5H2bYnOmDayLYK5MFkJWzYCetrQ/OfxUdpulHGp+HWUGgf4hoSv6CcgUsc55mH848aP9zmelSMB8BYALzcBz90OgKgWMM/HoKdXKeKcTqL6ljxfn3s5HgxdkTymFZnrDEpQSga04EXTq8169J1yDe3hSYqvUQC72xItLbteh4A47HKPP91Ygl+eR269byWm9QxXFtvL6hVQtxEB5MAWTljltAx+RGkguT8VwJ245GcF7+0Om1BFh4A4y3IeTnUN/xpsSJJzHZkq7NsqZdZSSc1SFJ8yyvxOovwvYjUv5/TI5iDeVD1AOqLoWSHvn1bw8W21umSVrZ3SZEQkphNiesTaXZ9ANq6YdIwSkQP3F6vW+gSOCzzS3MwhQfAeJgId2VICL9sddHIYriI2naEuSOwLT/Trxq2TdagArNSVT207rPdxLyCEpgr+p5J4h8U6zhDidEeAO0s5V8uzeW4SPmmKtjdCLKYVhLd6/5cxPXYznWcPB2aRiqnJbYu1YwEvvq1sPEFOyOOXSY8rExOecTXlwHyAGiH6ZK3LNEhZpR0rDqyjYmbo7IIFuVpdxiKg9qk/ALY/QuQRLSoNCyZUV+Gft20DValMHM+HIRiqYenvNrhTZJlPAA6YaAo8Zcl6kXVJZ1IPCuJj03OfMMoHITl1fD821F2vZ5bcOnb0BY2vQjLJBk7hST6gRhL1gBbiXxuKE9ruoEHwETXVBbu2oButcrZrlitMW5tCAdhxHTP221wJ+wiG7evyZC8GHHdhIfie26YRJGRvfVigvD8URgwfI7mFNwGn5VVklf9adgVEeuX6Lqui+RJQBeZG6lpuZPm7FdGFhpQUQOty76hcCzsFs90gs8caKSkpPBJyOnJ9uUgkT0pIA+AKWCi0ybGh+HCN/DIcNVVFvbx3LIvjGYU2Lbf9Xv5oo5Zbpk4+1C/SkUuFIiW1O8ksiYGgzwAOkVPispL7OCZP/QwNK1HKVcV9rCz4Zge0VLubi6uoylEk4oeAB2xMfsKG+FUl4b28OCRHiialffQyMnJjQE9kd9KKYrw9iRguqEptx5JONXIXJLT5fEX6RzW3SxLV+r30GQNfXKekyV9VFPEcHc/1dXVNMvl5XIdi5MckygT8gCYzpX2jYNYuxOW+2kkerl1P7c7FG4YMawJnxu7MZev7kLXEHeWBVAvdLO6pp5rvfcZLVVZtWk91329bN61ncpKB/fOWMbpAdCNRYvUplwQJOAz35+VMgI+sXYNsrppliyH7a+na3Ax+hFj5G/XtAI3a2ZQrg/StDj0ktBp/wzf3b3AeOsS3n3vl44G7QHQEbsSLBzpXDcMfJFAuGYLrHWYzpvgCONXk6AMeeQqd4SSUz0sz6/Q/n9npAdfUzmLdzZTV+f80RcPgPFZn1wJB+CzgtB8IzkbDZO+3j58n3fQmFPJidGbvPBv7yfMIw+ACbPORsVI4Fu2Gja9ZKOy/gaeOK7l7HjXO7aqpK2Qz+fj3iffkjvgY+2//yLhfj0AJsy6OBUjgW/VFmhytqf23IHzx6GyBjb/DIpdym1PhA1+v5/T//EpOS3Lee755xJpIsl3QhLq8imoNNQFbfKAioU27oF6B4nhlqozU9D+d91zs0PeR3Zww0Y6uH3xQgebtsg1IM7Jk4DOeRa7xoOrcO1kaBmJYJZI5iRJbl+Q58fkpfjq5JtLcjSpqe4BMDV81FuJdEFQioMKBIBXTkJxBWx7LZWDz0xbHgBTxfc0vzrUfgzGBvUtuTjxx6NSNfuE2/EAmDDrLBXTDD6zZ3nTRK6HW9oIs1Mgb9DIu8jZZKjEY68HwHgcivf9vCev8vVrMtL45JU8xHhPnso1aKcYKs59wvFm6sr3HgCTYWs4+DL05JXcTxj+JO3ytbApBQl0ybDHTl0PgHa4FKlMeP5GaRW0vg5yS1UGSHvZSV6pt1DpYtj4fPa5baxj9ACYKFhutzGttlMo91DKua4Eksr9fBkksZDFVRNONQ2w5SXIy8/g4KJ07QEwwTWZ4gcK7xegyHUra9y7Rd7p8MYG4PIp/U3kEEmjwHNvQUUWBVvL+DwAOl1heQCUToJMUoDTl7kT6CzBKvIG8pVT8yvbvpkhwX6dVvMA6JBjfnqYpo0S5uL4HDaRtuLilrn4nf5KvJVWb9Yf5M4G8gDocBUm+IxCdpDHAvFzAMO9cPEETFoePK1v0oMbMk0eAB2swDTnmOU2pbznoFaWFFX1+6sl6tokCWqQqOtM2k4eAG3jQ2WM31HINgpJ4SVBtvtPTcEH1+HS93NtiddIHNeliaV0JD0oD4A2WTjBIQL0UM5HNmtkbzHZimVLlq3ZpGd2wYoN6R+zB0AbPBerd5Kj5NNEEVmgONkYs50i4ScosiVvfSm9vnQPgHFWKkAvE/wNyKWcD+ys64IqI0l6EuwqgQ0mNbVAc5pcmx4A48DF3HpF7xP970klyT2R8+QR4050ubF3216Q9FA3yQNgDO5Oc5ZpLmgvTpbzoZvrkDVti5V889ycfijGiYR4NT7rzhA9AEbhq8ok4/xR+7aATSxipzsrkKWtymM7Ig1vnw/dmiVXOZVuGw+AUQAgep/of0JlfIBCZgMNMonTOxeg564egS0kaaI1K1KjJ3oAjLCypt4nX+WzmiLs5fFmEiTp6ru/E4b7QEApVFisb9GLl0K1oS9+Ls+VGWCNOa4cLxhhHn9muMoUZlabWL6/BuI/UpguAGRbP+JTlBfjhW6Ow0wv5EzAaAHM2GCbJwEtK6oyyzj/BQT0X/cCP/VIB1g7RuD8sP6mt0bytqMlPSDeGDwAWjhk3XoV8inTpJ9H4RxoG4KeKegJe6VCyuUqkDcLzTP6K2FWklfE5BHPkM9UNfyjp5PhM1xiih8fT76QFgpJkzd2gbD8wjDcGIcxy5vbq0qgsgBK8mBdAteGeBJQCzDtYZK554xyKKcUZ/fcLRAMJTTMM4MgW61JLYuhKA82JAC48AE89QCUyOZHhr/PZE4xB8gjyy5gSQg6yVV6OAkCvqEZqC6EtWWwUb8WMGX01ANQopunmXudqIiXyWdVyhi8EBvqm4Kzg7qe11gCO6uhzKWEpqcegBLlItEuQp7PDzon4OseWF0Kz1RAzSJ3f0JPNQDF6hWS/A6VGRQK3OV2FrfuC8DxXt1K3V4Ny1wGnsmKpxKAptGRS+2CSC5yG7cT8hptn/4Q++Y0R0Y/dQA03S2Jgq8nCN2q7qru0P3VUakhB5aIXwzYnGVHyd0++LILaosk1gdeq4M8+SPN9FQB0M99JvmaXOooYX9MVsu7QOaG3KfC1QDcMr39CS5SnQKbckGAmUm6NQ7fGnF/Mg5xq7RWZWZETw0Azdi+HMoo5Z+inu+2BaDdkGwClAdBKFdgjQEaAZH8v9giLQZV6FfBZ3j57wZhJMzjb13eSgVez4OSDEicH+TmhNFQsL2xPH06XzjMn3gAqvjw8Q1+9JjzYvZHzOm9H4Sv5ZqNMPooQbtEMCxS82YQhiKAsSUXWtO8LYvUE+lnpQP1+jacKXqiAahHtsj9FDoCojmYD81CTwSQbMuFrSkAiYDxQgAuB8B88q9WgVU5sDEF7dsBT/i2K3UyDT4Zg+sAvMUjxtAPD+XvGQIs0hJ88qmmUPt8ExXkpzDkKUA/U5zR0ihNigS+SRW+8c8Hn4BDpFOtC7paZxDKFD3A63tD4oo0rHOhL3PupsGRTZLPHEvKAXiXCYaZ4QqjTGNPa6+kgHdpsPNDjltmkmP4sV6Up1DCm+RSE1JXRvaHGZi2fCrO/lfyoN5FMIRPQEB4PQjNOfBCnm6RppIkYuWQ/srWY8oGyZdyALYxzC3GGSeCImWDoyIR11BKLgobNfnoDAUzXGcKS8q/lkhZq+Xx5lASMoJRFY75Qw2FTOhk5qAeBuGIH6oU2JsXauDYYF3MIgI+a9jU/nqoy6DOFz7YpCWgAO8CIwQNPUs6KCKX9cQOlZDyXfi07flVllFGPtcZRyToCDOsoJga7RKMxTEZHGQEHydDtlupkEc9xeyLWNeq87m53ToBjwlCqXMgLzXb/48DcMli8Yqvb0Wxk1G5XzZhAHbj4yxD9DNNITlspIKlFLKc5Gd4jwkuM0oPU9qWtIlKWlmsSUcrhQcSmN8V8xp5rLAFvgMuHbInsnSXAvCj4QJKFoThW++O6vSfctjhQUIA/J5+TVotp0gDRz3uyPTrjPEDg/gN6drCYg2IQpHAJ1vtIn4WNZRKTjEOGRpCY46u72UbHZ6FLsMiTwaE1q1X3Cyi92Uj2QKgbJfnGaGREgR8op+9yFJtq3WbpghwnD5E4gqJ5Sy381VwLmTbLWADi9gVdTiPVPiTEckr7o+XsxB85uBlnDJe8RG8XyC6rDO6b0S0SK0lhfDWcpCbDrKR4gKwjykO0/1YCu2lloYUbLNOmXGaQS4yp9D8BJUmBlDxU0AzuSyL2aRsbbLFic6XTdtupEFbJbXT8Yrw/Pg2BA0p+uZyWJqmyBanayrlYwKwBx9f0m0xL+B9VlKsHa+nn+5xkmMWoNWyiAPE31vMBXW6mOmf4VyPcoLynaEuLM/Rj+7s0LkhPUtNSCJbRPfLZooKwCFm+JQHIeCzu+CpnrAcp01yXNtyx3iJryyjsjOmH/xwOQhv5UNNlm5FkXj22SwMGJJsf549Z/Xv7+gpkuX58MuVqV6J1LenHFGPqg8I81Rq/chNUHPGhWy7sv2mm/w8RJzLkjpknuM+xMcR42xXxrOURbwZRRLKaccfZ2F3Lqx3qkyle7Jh/Vm3YlmJX8U5l5bEIcnhEMpkgIETtim/VT+OcAoqF3CvedxOHUXsz8Cl3LPcwcdxbRzhR2nif2zH2GuAOhaxPwIIJbpFAg1+nkXuFicL9K1/Lgwsngohul9AhYZi2LtA7lCPAkARFT/RQpbsbHFOGGq3rPWKjGgRLIfo0nyFJr3CMs1St9JfZ+F5l89a7c4p0XIHzQiGGE7qa2PwD+Nxmnca9Cy2hUAaAGtZxgFenzfeWYKOj8RSMWlrnq44XQqJ/By8jwB/5F6InvoBq0Mc1v87u3Cln8nLk364ahyrR5OCJ/vh6pieHL4n9Ng7FUviWhvKx+p/qm/zDpWkORkgypQkkmWCL7QQKgkgKOGtmJOX4zxxE5lkOqtP+eFKcGG4XeKt7rQKn1huI4hkkBw0Lgh6vxGKbVrM8fpNx/fK/6q/VVfQTCs/TUd/cfuw3s9Swhtx/XvSoABQgChkAtC6bf1LPixaQNZvJCadDsBF45hOpvKhxSARt4u4X+qLYF98r1TcNUhnAQ2A0uFu9rMkA4aGdbI+vmeW69pHTpOGxCgRv6Uc1Y0HizhhCcpJNKo5nQsRry+JqhZ1wqQ9cheLETB0dgjk3pZXa2FlqAocr9mMf6+cUL9QB+mlgEJe5l0KXTrXjTfTaTqY5szjYiW8Qy7OvKhyXCdnx42Bhsd5HbJG/5pgWH28Maf7+7/MgoSSCS1T4A3DspfttywP3mtM94iS708JqAH1JIcZpIfF1PDTODpX8l3Ob2GCLwlY9Dg7WWvRxvFnOin219IT1FdnfQ7sXkA6USz+ng/AOUsq6Dv5oM7AZw8ym9mWDCYen4Sc4G8M0Us1texJ40uQVp0vka03fPKaf3BGbtDR96dMBpomszDR6lp1W5mbHI+3D8PPV0DVApT0IUdxJzlCPw/TAkJxtfg4hhoSFC8BVfttGR7RFkh702hmLiZxey5sWWAnILGAa3VMyyzXTUD7OHy0AI7dIs1r3lnwXa5ygVNUUcNuDpDjMDTe7q9+jIMhReVeFolgziX5J70PBkfAX4E8Z/5WvkJNhoIn7PLCSblrAfiHZRveoMK1Wfiw1Ekr2VM2YjCCT4tIPk0fXezkZc06FslYQ+qezbECUNf5xBHuLA8kGht/p4Vp6WLvLcqeKADKnKzbsNwRogSeMACaCztAD5e1a2sVRhjQPl7LFhpopCxBSWUesckVuEEmtND5fFJrvv03I4wb5yNPIgCP+kHSOzV6kgFoAvHTsO1SPn+RN7UsELs0zXnkwWfx78mrQ6nYaqP1/RnjDBjZeU8iAEMCVoPQ639CJaC5wGc5zkPuhKz3M7Ro5yfxaJqLTHNaK5aui78/Z5z+JxiAJs8l0GKVCudnnnAAyoQfMcpl/qLdNVAG7KCFshgA1B3L54CgJu0kX8NNqWf9ITwtAJSk9uIgPAjA2+7khcWTL0l/HzcnxNpDl2UrLosAwFnu4+cusxgn41p+riRqzo+0SXrkMRr4M6OMGbcy7KOUehZoMGAcJkms44Up2JIPrQvQByjTSxiACnmUskm7Qy+gpU7q9yyblKtlCW+LeBOVm+CTtj9hhGnDCPkVFRSlyLp2e9xO29eukvPBrkLYsEB/YwkD0GSWAND645MXhgp4NqOPvBy0REp/FOdmBaeLnk3l2/zQPqXrfws12Of/ANsS6poFfsQQAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Alba_Gil_Sánchez_TPI_Variable"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="cambiar color de lapiz %&apos;número&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs></block-definition><block-definition s="cambiar color" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>217,255,158,1</color></block><block s="doForever"><script><block s="setColor"><color>208,255,132,1</color></block><block s="changePenColorDimension"><l><option>hue</option></l><l>1</l></block><block s="forward"><block var="pasos"/></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Escenario" 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" 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s="setColor"><color>241,255,158,1</color></block><block s="doForever"><script><block s="turn"><block var="ángulo"/></block><block s="forward"><block var="pasos"/></block><block s="bounceOffEdge"></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="pasos"/><l>0</l></list></block><script><block s="forward"><block var="pasos"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="ángulo"/><l>0</l></list></block><script><block s="turn"><block s="reportRandom"><l>-10</l><l>10</l></block></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="grosor"/><l>10</l></list></block><script><block s="doSetVar"><l>grosor</l><l>1</l></block></script><script><block s="doChangeVar"><l>grosor</l><l>1</l></block><block s="setSize"><block var="grosor"/></block></script></block><block s="doIf"><block s="reportTouchingObject"><l><option>edge</option></l></block><script><block s="doChangeVar"><l>rebotes</l><l>1</l></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="rebotes"/><l>20</l></list></block><script><block s="doStopThis"><l><option>all</option></l></block></script><list></list></block></script><list></list></block></script></block></script><script x="453.00000000000045" y="38.00000000000051"><block s="receiveKey"><l><option>left arrow</option></l><list></list></block><block s="doChangeVar"><l>ángulo</l><l>-5</l></block></script><script x="445.6666666666674" y="120.00000000000102"><block s="receiveKey"><l><option>right arrow</option></l><list></list></block><block s="doChangeVar"><l>ángulo</l><l>5</l></block></script><script x="442.6666666666674" y="203.00000000000108"><block s="receiveKey"><l><option>up arrow</option></l><list></list></block><block s="doChangeVar"><l>pasos</l><l>5</l></block></script><script x="438.6666666666674" y="283.99999999999915"><block s="receiveKey"><l><option>down arrow</option></l><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="pasos"/><l>5</l></list></block><script><block s="doChangeVar"><l>pasos</l><l>-5</l></block></script><list></list></block></script></scripts></sprite><watcher var="ángulo" style="normal" x="40" y="40" color="243,118,29" hidden="true"/><watcher var="pasos" style="normal" x="40" y="124.00000799999998" color="243,118,29" hidden="true"/><watcher var="grosor" style="normal" x="40" y="208.00001599999996" color="243,118,29" hidden="true"/><watcher var="rebotes" style="normal" x="40" y="275.999992" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="ángulo"><l>120</l></variable><variable name="pasos"><l>7</l></variable><variable name="grosor"><l>5</l></variable><variable name="rebotes"><l>15</l></variable></variables></scene></scenes></project><media name="Alba_Gil_Sánchez_TPI_Variable" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>