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E7CbMFHAE3AifpWjPfnce/IZ7Rfti9Hn2u9eH0TrZh0BT8B6wBOwJ2BPwJ6A3YSJAp6AE/GrHO3J596Tzwm/X4/j+OE4jt8G1f5fx3H8++3t7edv7Xcivl/e93kr+oNJ9TwG1dQ2GwkYwBsV+7NUq19sneL78uXLjy8vL7+PaLs/9zIwv9bM6pcRNbXHXgIG8F71/jDbrAtrt3OzWm0356x8s+rr3HUFDOB1azcs8qwLa7dzhxXs5Ea7OWfle7IslhM4DGBN4B9i/6QHRl/kWa02Og/7ZVXSud0EDOBuFb2Qjwv1Y7TRLhdKM+Qjo/Ow35Cy2ISAJ2A9cHgC9gT8h4DBeu8HMXcJgbMCnoDPijVc7+K9d/FG/bJaJxqfdff6IKu+zl1XwABet3bDInfx3rt4o37DCnZyo2h81t3rg5NlsZyAX0HrAb96/KwHRg+krF4bnYf9sirp3G4CnoC7VfRCPi7Ue08+r6+vo99wdaGK3/yIN2Z9wDO670cXzX79BQzg/jX+boajL6Id9xv5hqvvFuzkAm/Muv0DVugVnSfLYjkBv4LWA34FffdX0F16aMcfnN5rN+pVnl36QB7zBDwBz7Mue5KL994TUtnCngxMH+iDky1j+U0BA/gmYIePu3hdvO8C+kAfdLjPVsrBAF6pWg/F6uJ18RrAn3+5ot+Ph76etm0sYAA3Lm40tegFY11UdM116usHsTU7d92oDeB1azcschevi9cTsCfgYReKjcICBnCYqu9CA9gANoAN4L43XN3MDOC6tZkWmQFsABvABvC0C8dBfwkYwJrB3379pAcWeMPV6O71xqwPRKM/oI4uhv36CxjA/Wv83QyjF8yO6yq/4eq7hT25wBuz/CbkZMtYflPAAL4J2OHjOw7W97p97w1IHWr7RA765QlVe+4oYADvWPW/5exC1QRnBPTLGS1rCXwuYADrDn8GrAdOCRjAp7gsJvCpgAGsOQxgPXBKwAA+xWUxAQNYD3wu4ELVHWcE9MsZLWsJ+BW0HviGgAtVe5wR0C9ntKwlYADrAQP4L4HoANE0HwtE/XZbp18InBXwZ8BnxRqu3+2ijObbsNRDUor67bZuCK5NthIwgLcqtyead4EN33A1usu9MWu0qP22FDCAtyz710nv9qTynu9Ob7ga3eLemDVa1H67ChjAu1b+//LebQAr+RwBfTXH2SnrChjA69ZuWOQuymGUNvKDnR4gEBYwgMNUfRcawH1rm5mZvsrUd/YKAgbwClV6OEYX5cPAm26vrzYtvLTDAgZwmKrvQhdl39pmZqavMvWdvYKAAbxClR6O0UX5MPCm2+urTQsv7bCAARym6rvQRdm3tpmZ6atMfWevIGAAr1Clh2N0UT4MvOn2+mrTwks7LGAAh6n6Lmx0Uf56HMcPx3H81rdaS2W21RuzlqqMYEsIGMAlypAbRKMB7A1Xua301em7vTGrEL1QFhEwgBcp1JNhdhnATxrZ+zkB/fecrZ1rCxjAteszJToX4BRmh3wioP+0xq4CBvCulf+/vF2AmiBTQP9l6js7U8AAztQvcrYLsEghNg1D/21aeGkfBrAmeP/3cX95Z3h7e/vjfz/7r/o6pVxToHpfReNbU1/UmQIGcKZ+kbOjF0z1dUU4hXFSoHpfReM7mbblBDwB64HDE7AmSBWIDrjq61IRHb6kgCfgJcs2NujqF1s0vrEqdpslEK1v9XWzvJzTR8AA7lPLy5lUv9heX1+94epydZf4YIs3Zi0hLchSAgZwqXLkBLPAAPaGq5zWmHJqlzdmTcFySCsBA7hVOa8lU30AX8vKp7oJ6NNuFZWPAawHyv8lLCUi8C5gAOuDbgIGcLeKXsjHxXYBzUemC+jT6eQOfFjAAH4YeIXtXWwrVEmM+lQPdBMwgLtV9EI+LrYLaD4yXUCfTid34MMCBvDDwCts72JboUpi1Kd6oJuAAdytohfycbFdQPOR6QL6dDq5Ax8WMIAfBl5hexfbClUSoz7VA90EDOBuFb2QT+LF5g1XF+q18UdKvzFr47pI/aKAAXwRrtPHEgewN1x1aqSHc6n+xqyH07d9QwEDuGFRz6aUNYDPxmk9gYiAfo4oWVNBwACuUIXkGFxYyQVw/FAB/TyU02YPChjAD+KusrULa5VKiTMioJ8jStZUEDCAK1QhOQYXVnIBHD9UQD8P5bTZgwIG8IO4q2ztwlqlUuKMCOjniJI1FQQM4ApVSI7BhZVcAMcPFdDPQzlt9qCAAfwg7ipbu7BWqZQ4IwL6OaJkTQUBA7hCFZJjcGElF8DxQwX081BOmz0oYAA/iLvK1g9cWN5wtUrxe8aZ8sasnpSyelLAAH5Sd5G9HxjA3nC1SO07hpn1xqyOlnJ6VsAAftZ3id1HD+Alkhbk9gL6fvsWSAcwgNNLkB+Aiyi/BiKYL6Dv55s78WsBA1hHHC4iTbCjgL7fseq1cjaAa9UjJRoXUQq7Q5MF9H1yARx/GMCawBOwHthSwADesuylkjaAS5UjJxgXUY67U3MF9H2uv9MPT8Ca4PAErAm2FDCAtyx7qaQ9AZcqR04wLqIcd6fmCuj7XH+newLWA8epJ2BvuNIxnQSGvjGrE4xc5gh4Ap7jXPqUM08Cf75lqHRCgiMQEBj9xqzAkZYQ+ErAANYQ4T8DRkVgR4HoD6g72sj5noABfM+vxaddMC3KKImHBHw/HoK1rb8FrQfifwbMisCOAgbwjlWfk7Mn4DnOpU9xwZQuj+CSBXw/kgvQ+HgDuHFxo6m5YKJS1u0o4PuxY9Xn5GwAz3EufYoLpnR5BJcs4PuRXIDGxxvAjYsbTc0FE5WybkcB348dqz4nZwN4jnPpU1wwpcsjuGQB34/kAjQ+3gBuXNxoaq+vr95wFcWybkeB0BuzdoSR8z0BA/ieX4tPv/+E7w1XLUopiQcEom/MeuBoWzYXMICbF1h6BAgQIFBTwACuWRdRESBAgEBzAQO4eYGlR4AAAQI1BQzgmnURFQECBAg0FzCAmxdYegQIECBQU8AArlkXUREgQIBAcwEDuHmBpUeAAAECNQUM4Jp1ERUBAgQINBcwgJsXWHoECBAgUFPAAK5ZF1ERIECAQHMBA7h5gaVHgAABAjUFDOCadREVAQIECDQXMICbF1h6BAgQIFBTwACuWRdRESBAgEBzAQO4eYGlR4AAAQI1BQzgmnURFQECBAg0FzCAmxdYegQIECBQU8AArlkXUREgQIBAcwEDuHmBpUeAAAECNQUM4Jp1ERUBAgQINBcwgJsXWHoECBAgUFPAAK5ZF1ERIECAQHMBA7h5gaVHgAABAjUFDOCadREVAQIECDQXMICbF1h6BAgQIFBTwACuWRdRESBAgEBzAQO4eYGlR4AAAQI1BQzgmnURFQECBAg0FzCAmxdYegQIECBQU8AArlkXUREgQIBAcwEDuHmBpUeAAAECNQUM4Jp1ERUBAgQINBcwgJsXWHoECBAgUFPAAK5ZF1ERIECAQHMBA7h5gaVHgAABAjUFDOCadREVAQIECDQXMICbF1h6BAgQIFBTwACuWRdRESBAgEBzAQO4eYGlR4AAAQI1BQzgmnURFQECBAg0FzCAmxdYegQIECBQU8AArlkXUREgQIBAcwEDuHmBpUeAAAECNQUM4Jp1ERUBAgQINBcwgJsXWHoECBAgUFPAAK5ZF1ERIECAQHMBA7h5gaVHgAABAjUFDOCadREVAQIECDQXMICbF1h6BAgQIFBTwACuWRdRESBAgEBzAQO4eYGlR4AAAQI1BQzgmnURFQECBAg0FzCAmxdYegQIECBQU8AArlkXUREgQIBAcwEDuHmBpUeAAAECNQUM4Jp1ERUBAgQINBcwgJsXWHoECBAgUFPAAK5ZF1ERIECAQHMBA7h5gaVHgAABAjUFDOCadREVAQIECDQXMICbF1h6BAgQIFBTwACuWRdRESBAgEBzAQO4eYGlR4AAAQI1BQzgmnURFQECBAg0FzCAmxdYegQIECBQU8AArlkXUREgQIBAcwEDuHmBpUeAAAECNQUM4Jp1ERUBAgQINBcwgJsXWHoECBAgUFPAAK5ZF1ERIECAQHMBA7h5gaVHgAABAjUFDOCadREVAQIECDQXMICbF1h6BAgQIFBTwACuWRdRESBAgEBzAQO4eYGlR4AAAQI1BQzgmnURFQECBAg0FzCAmxdYegQIECBQU8AArlkXUREgQIBAcwEDuHmBpUeAAAECNQUM4Jp1ERUBAgQINBcwgJsXWHoECBAgUFPAAK5ZF1ERIECAQHMBA7h5gaVHgAABAjUFDOCadREVAQIECDQXMICbF1h6BAgQIFBTwACuWRdRESBAgEBzAQO4eYGlR4AAAQI1BQzgmnURFQECBAg0FzCAmxdYegQIECBQU+A/DpkNdlO+mjgAAAAASUVORK5CYII=</pentrails><costumes><list 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var="m"/></list></block></list></block></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="sideLength"/></list></block></block><block s="setXPosition"><block s="reportVariadicSum"><list><block s="xPosition"></block><block var="sideLength"/></list></block></block></script></block></script></scripts></sprite><watcher var="numSq" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLength" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="numSq"><l>10</l></variable><variable name="sideLength"><l>10</l></variable></variables></scene></scenes></project><media name="concentric square" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>