<snapdata remixID="9549709"><project name="Equalteral Triangle" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAGcElEQVR4Xu2dzSttXxjHH9dAGRhIDBgbXJko0s1NBgYG1KWUvEaEKKIoSZIuRRR5jRAp8nL5AyQGLmUiBoyJkoGkDDi/9vE7N/de13n2WfvZa599vmv8rO+zfNanfdY+Z58jzOPxeAgDBDQRCIOAmsijrZcABIQIWglAQK340RwCwgGtBCCgVvxoDgHhgFYCEFArfjSHgHBAKwEIqBU/mkNAOKCVAATUih/NISAc0EoAAmrFj+YQEA5oJQABteJHcwgIB7QSgIBa8aM5BIQDWglAQK340RwCwgGtBCCgVvxoDgHhgFYCEFArfjSHgHBAKwEIqBU/mkNAOKCVAATUih/NIaCNDvT19dHh4SGtr6/b2NXZrSCgjfvz7ds32tjYoPz8fEj4P3cIaKOAnZ2d1NPT4+0ICV/BQ0AbBfyzFSSEgLbpV1ZWRgsLC3/1C3UJcQW0SUHf+e+9dqEsIQS0ScDLy0uKj4//Z7dQlRAC2iQgp00oSggBOWYo1pgRy0yt4rIcMR0C2rANZqUyW2/DnyDWAgKKoVULDhUJIaCaJ35nn56eUlJSkt+6UL07hoABqcGf9NHbL5wUt18JISDHAoWa8vJymp+fV0hw98d2EFBJDfsmu/VKCAEFHWpra6P+/n7LOrhRQghomR5/B6me/0LhxgQCCgo4PDxMTU1Nlndw05UQAlquhz2BbpEQAgr5UlRURMvLy0Lpr7FukBACCikicf5z45kQAgoJaGdsMF8JIaCiKcXFxbS0tKSYoj49WCWEgIp7/+dL7ZcvX6i9vZ3y8vIUk81NLygooOfnZ9rc3DQ3UXM1BFTcAENAY5yfn1NiYiIlJCTQ9fU1ra6uKiZ/PL20tJQeHh6opqaGcnJyfluDaGOLwyGgIlCfgL4Y43u/EsN4T3F3d5diY2NpcnJSooWWTAioiP2tgN+/f6eLiwvKzc1VTH2dbmR/+vSJ1tbW/OZtb29b1tdvMwsLIKAiTJ+Axvlra2vLK02gV0HjHPfy8hLQfKs/d1bEwp4OAdmo3i/0CeiTrra2liYmJlip1dXVdHt7S9nZ2VRfX8+a868ij8dDYWFhShk6JkNAReqGgFdXV/Tz509vkiFUTEzMu6k/fvygubk5ioqKUn5GUHHZjpkOARW34u1LblVVFc3MzPwmoZlzXKBLGRoaoubm5kCna50HARXxDw4OUktLy6+bhvDwcO/7cYGeAwNZzvT0NBkv58E4IKDirhlnt7GxMcWU0J0OAS3Y+6mpKe8bwjrG/f2990wZrAMCWrRzR0dHlJqaalEaPybYr8AQkL/XfiuNs59xBrRz7OzsUFZWlp0tLe0FAS3F+Rp2fHxMKSkpAsnui4SAQns6OztLlZWVQunuER0CCirS2NhIIyMjYh1KSkpocXFRLN+OYAgoTNm4OzbukiWGvx+9lOhpdSYEtJroO3nj4+NUV1dnQ6fgawEBbdqzg4MDSk9Pt6zbysoKFRYWWpanKwgC2kj+6emJIiIiLOnY3d1NXV1dlmTpDIGAGuifnJxQcnKyhs7OawkBNe2J8ZNtxk+3hfqAgBoNMB6hMh6lMjt6e3upo6PD7DRH1kNAzdvie4bQzDKM7yEb30d2w4CADtjF0dFRamhocMBK7F8CBLSf+bsd9/f3KSMjw+9qbm5uKC4uzm9dsBRAQAft1OPjI0VGRn64ooqKCu/3StwyIKADd/Ls7Iw+f/787sqM/7ielpbmwFUHtiQIGBg38VluutH4CBYEFFcp8Aatra00MDDwK2Bvb4++fv0aeKADZ0JAB27K2yW9/T8jkk/W6MIAAXWRN9HX92Pnd3d3FB0dbWKm80shoPP3yLtC45exMjMzg2S1/GVCQD4rVAoQgIACUBHJJwAB+axQKUAAAgpARSSfAATks0KlAAEIKAAVkXwCEJDPCpUCBCCgAFRE8glAQD4rVAoQgIACUBHJJwAB+axQKUAAAgpARSSfAATks0KlAAEIKAAVkXwCEJDPCpUCBCCgAFRE8glAQD4rVAoQgIACUBHJJwAB+axQKUAAAgpARSSfAATks0KlAAEIKAAVkXwCEJDPCpUCBCCgAFRE8glAQD4rVAoQgIACUBHJJwAB+axQKUAAAgpARSSfAATks0KlAAEIKAAVkXwCEJDPCpUCBCCgAFRE8glAQD4rVAoQgIACUBHJJwAB+axQKUAAAgpARSSfwH8yfEzGLwT/IAAAAABJRU5ErkJggg==</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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