<snapdata remixID="14256282"><project name="Debug Assessment Part 2" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Debug Assessment Part 2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition></blocks><primitives></primitives><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="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="19"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnXt0XGX577/PTlqgUOQnpJmUiq5fixYU6jkiIpiZFGtn0lL5eYGDlB4W0grMDqiUAywoIlJcwKGokD2ALXJYpcABhaWlzaRySSaCqLiWBaWorccLNJMWXEilQpvs53RKiyU0zZ49+z7f+YvFvM/t87zwzZ79XgT8kAAJkAAJkAAJBE5AAo/IgCRAAiRAAiRAAqAAcxKQAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiABEqAAcw6QAAmQAAmQQAgEKMAhQGdIEiABEiAB4MfX6TdFcKQq/ugXj93+T71SvulXDLd+KcBuydGOBEiABEigJgI/uU5XiGCireitydE+jA1BRhUbP3ulzPUrhlu/FGC35GhHAiRAAiRQE4HKE3DFgZ9Pp0HEcAuBAuyWHO1IgARIgARqIhCEOAYRwy0ECrBbcrQjARIgARKoiUAQ4hhEDLcQKMBuydGOBEiABEigJgJBiGMQMdxCoAC7JUc7EiABEiCBmggEIY5BxHALgQLslhztSIAESIAEaiIQhDgGEcMtBAqwW3IxtCv062wVzLMVL/iVviGYKorl+RZZ5VcM+iUBEkgGgSDEMYgYbrtBAXZLLoZ2VlkXKzBfFbf7lb4IzhdgmZmSRX7FGO43rVkTkCb/4+nmknRb/sdhBBKoDwJBiGMQMdx2iwLsllxM7awBfQjAk2azLPG6BGtAFwI4yWyWz3vte1/+0pp7UqGbBLLWr7gKnSaQCSUpnuRXDPolgXojEIQ4BhHDbd8owG7JxdTulgGd1gj0iWLKBSnZ5FUZt5V1ggrWDwKtFzX7J4TD8/2Yzhl3ILa/NhaDhz4qj/7Dq3qG+5mhM96zDY2vvI4xB/9aVm71Kw79kkA9EQhCHIOI4bZnFGC35GJsZ/XrTTBwgNkspldlWANqwca/zBa5xCufTvy0au4MAzK3V7rmOBlfy5iMtq+0oSv6pHh/LX5oSwIk8BaBIMQxiBhu+0kBdksuxnY3bNbxBw1hvQCn5lPydK2lFMp6ggI//mcDplzWJFtq9VeNfUZz99nQx/qke1k1dm7Gtmp2vgH5dK8Uv+TGnjYkQALvJBCEOAYRw21fKcBuycXczurXPAzMMZulvdZSrAHtgo2VZosUavVVjf1pelrDALZsGYT9gadkjWc/p4+Uw4k6c0IjjD83Y/z4B+XBoWpy5VgSIIF3EwhCHIOI4ba3FGC35BJgZ5X15wLcmk/JvW7LKZT1TAUuNFPySbc+3NqlNVdZ7HVeSYpZtz6qtUtrrhvAHSUpVhaz8UMCJFADgSDEMYgYbhFQgN2SS4CdtVFzaMD3zGb5kNtyrAH9PYbwVXOiFN36cGuX1va7BfqLXikG9uSd0VxeIZ8oSdfZbvOmHQmQwFsEghDHIGK47ScF2C25hNh1lnWFAazLp2RxtSUVyrrIBo7qSIVzz2Zac68akI/0SNeL1ebudnybtk+yob8tSfEQtz5oRwIkQAGuEKAA1/l/CZ0v6gelEc+rjckdE+UvTnF0btT3i4ENOoijOybJH5zaeTWuTWedorAX9kpxulc+nfrJaO4JgbGkR1Y/4tSG40iABN5NIIin0yBiuO0tBdgtuQTZdZb1WgM4PJ+SLzstq1DWH9jASx0pucqpjZfjMppbakN+1ydd3/XSrxNfrdr+NQP64V4pLnAynmNIgAT2TiAIcQwihtv+UoDdkkuQ3QOqDZsHsAGKc8wWeWK00qx+nQ7BXU3NmHy6SCirgdOa22Sj4YSfyao/jZav199/Smf/p4Ghp0tSnOC1b/ojgXoiEIQ4BhHDbc8owG7JJcyu0K/nqOBsMyVto5VmlbVHFHfnW+Su0cb68X1a22cCenWYx0JWjr8E5JqSdK3xo0b6JIF6IBCEOAYRw22vKMBuySXQzirr4wBWmCm5c6TyrLKeC2CumZKTw0KQ1pwF6F9L0n1DeDlkLwPkiJIUPTtNLKxaGJcEwiIQhDgGEcMtPwqwW3IJtCv0a0YFy5uaMeV0kW3DS3xAdezmAawXxbx8i/SGhSCtub8ZsD/TI2t8u1ZxtNradOZUG8ZPS1J832hj+T0JkMDeCQQhjkHEcNtfCrBbcgm1s8q6TICBfEquHF5ioazXKdBspmR+WOW3aa5tCHpTn3QfF1YOu+O2avaZBsglPVLsCTsXxieBOBIIQhyDiOGWPQXYLbmE2i19RSdt344NDY2Ydt5h8vYT5h0v69ShQawdMwaTFxwqge27HY45rdnvKPD3Pum+NuwWtGr2KgHeW5Lur4edC+OTQBwJ/OQ6XSGCibbCt1/UDEFGgY2fvSKc8wr21RcKcBxnrc85d5b1CgM4Jp+Sty8dKJT1Pht4riMl3/Y5/D7dp7V9g0I/1yfFZ8PMoxK7VXPHCuThknRNDjsXxieBOBKoPJ2K4EhV/NGv/AU4UoE/nnqlfNOvGG79UoDdkku4nVXWdWpgYccEWd25SWeJjSVmSo4Ks+y0zjwRMG7fcQ7zsWHmsWfsHedRPwvY55dkzVNRyYl5kAAJxIMABTgefQo8y86yniGKi80WOd7q11+q4OaOlIR6D26rtt8g0G0lKYZy+MfempDW3LUKGdsnXZcF3iQGJAESiDUBCnCs2+dv8lZZV0GwFYpxZkpm+xttdO9pza0zYMzrkdXPjD46mBFtOus4G/bykhRD/XUgmGoZhQRIwEsCFGAvaSbMl7VZp8sQlmoDFphNo5+Q5Wf5FaFT2Pf0SnGqn3Hc+M5o7gWBcVaU/jBwUwdtSIAEgiVAAQ6WN6O5JJDR9m/ZwH5R/Km38tO4AbzZK13fcFkezUiABOqQAAW4Dpsex5LTmlsL2BdEcbHTrsVht5WkOC2ObJkzCZBAOAQowOFwZ9QqCLy13QePHQiZ3CVdr1VhGsjQdm0/+HXoegVmRGF7VCBFMwgJkEDNBCjANSOkgyAIpDV7EyCfUyDfJ8XuIGI6idGquawABUAfLkn3JU5sOIYESIAEKgQowJwHsSHQqrO+ILALAAolKV4TduJpzV0NIK8w8n2y+kdh58P4JEAC8SJAAY5Xv+o+25P1lMMHMVgR4f1sNORDvA+4ksObjWjMPy6PvFT3jSEAEiCBqglQgKtGRoMoEEhr7nIAlwOaL0n3vUHllNbsmYBUxPf6khSvDyou45AACSSPAAU4eT2tm4oqNyPZ0IJAHu2V4kV+F57R3C0KnWFA8rwByW/a9E8CySdAAU5+jxNdYZu27W9jPwuQykrpfK8Uf+V1wRnNfVzfWmj1rIE3zR7pecPrGPRHAiRQfwQowPXX80RWnNHsAoVUnoYv7pWuW70qMqPtFyr0ZoHme6V7qVd+6YcESIAEKMCcA4khkNZZxwC2pcCLDXgj3yM9r7otrk3bDhnC/gUBJgGGWZLVz7n1RTsSIAES2BsBCjDnReIItGruRgG+aEDzPdJdrLbANs3mbEhBgR/2SfHSau05ngRIgAScEKAAO6HEMbEjkNFc5dCOgkK/3yfdlf26jj6tmr1GIF/Z9T75YUdGHEQCJEACLghQgF1Ao0k8CLRqtsXYKcIyrhGSf1y6NoyU+cnaPnlw54pq3WrvPG2ruz8eVTJLEiCBuBKgAMe1c8zbMYGMZi9VyKJdx1jeM9ywVXNnVY6TFOjiXum+0bFjDiQBEiCBGghQgGuAR9P4EEjrrHTlGEsFekpS7NideVpznQK0VY6TLMnqUnwqYqYkQAJxJ0ABjnsHmb9jAkfraWMPw5bKKVYftaGWATEB/OZljM8/Lw9uc+yIA0mABEjAAwIUYA8g0kW8CKQ1d64CZwhwf0mKd8Yre2ZLAiSQFAIU4KR0knWQAAmQAAnEigAFOFbtYrIkQAIkQAJJIUABTkonWQcJkAAJkECsCFCAY9UuJksCJEACJJAUAhTgpHSSdZAACZAACcSKAAU4Vu1isiRAAiRAAkkhQAFOSidZBwmQAAmQQKwIUIBj1S4mSwIkQAIkkBQCFOCkdJJ1kAAJkAAJxIoABThW7WKyJEACJEACSSFAAU5KJ1kHCZAACZBArAhQgGPVLiZLAiRAAiSQFAIU4KR0knWQAAmQAAnEigAFOFbtYrIkQAIkQAJJIUABTkonWQcJkAAJkECsCFCAY9UuJksCJEACJJAUAhTgpHSSdZAACZAACcSKAAU4Vu1isiRAAiRAAkkhQAFOSidZBwmQAAmQQKwIUIBj1S4mSwIkQAIkkBQCFOCkdJJ1kEDCCBT6dbYK5tmKF/wqzRBMFcXyfIus8isG/ZLASAQowJwbJEACkSRglXWxAvNVcbtfCYrgfAGWmSlZ5FcM+iUBCjDnAAmQQOwIWAP6EIAnzWZZ4nXy1oAuBHCS2Syf99o3/ZGAEwJ8AnZCiWNIgARCIXDLgE5rBPpEMeWClGzyKonbyjpBBesHgdaLmmWtV37phwSqIUABroYWx5IACQROwOrXm2DgALNZTK+CWwNqwca/zBa5xCuf9EMC1RKgAFdLjONJgAQCJXDDZh1/0BDWC3BqPiVP1xq8UNYTFPjxPxsw5bIm2VKrP9qTgFsCFGC35GhHAiQQGAGrX/MwMMdslvZag1oD2gUbK80WKdTqi/YkUAsBCnAt9GhLAiQQGAGrrD8X4NZ8Su51G7RQ1jMVuNBMySfd+qAdCXhFgALsFUn6IQES8JWAtVFzaMD3zGb5kNtA1oD+HkP4qjlRim590I4EvCJAAfaKJP2QAAn4TqCzrCsMYF0+JYurDVYo6yIbOKojJXOrteV4EvCDAAXYD6r0SQIk4AuBzhf1g9KI59XG5I6J8henQTo36vvFwAYdxNEdk+QPTu04jgT8JEAB9pMufZMACXhOoLOs1xrA4fmUfNmp80JZf2ADL3Wk5CqnNhxHAn4ToAD7TZj+SYAEPCXwgGrD5gFsgOIcs0WeGM251a/TIbirqRmTTxcZGm08vyeBoAhQgIMizTgkQAKeESj06zkqONtMSdtoTq2y9oji7nyL3DXaWH5PAkESoAAHSZuxSIAEPCNglfVxACvMlNw5klOrrOcCmGum5GTPAtMRCXhEgALsEUi6IQESCJZAoV8zKlje1Iwpp4tsGx79AdWxmwewXhTz8i3SG2x2jEYCoxOgAI/OiCNIgAQiSsAq6zIBBvIpuXJ4ioWyXqdAs5mS+RFNn2nVOQEKcJ1PAJYfPwK8qP7fPVv6ik7avh0bGhox7bzD5IXd39zxsk4dGsTaMWMwecGh8mL8usyM64EABbgeuswaE0WAF9W/s52dZb3CAI7Jp+RLu78plPU+G3iuIyXfTlTzWUyiCFCAE9VOFlMvBHhR/Ts7bZV1nRpY2DFBVndu0lliY4mZkqPqZT6wzngSoADHs2/Mus4J8KL6dz0FnyGKi80WOd7q11+q4OaOlNxf59OE5UecAAU44g1ieiQwEgFeVP+up+BVEGyFYpyZktmcOSQQdQIU4Kh3iPmRwAgEeFH9MAHerNNlCEu1AQvMptFPyOLEIoGwCVCAw+4A45NADQR4UX0N8GhKAiEToACH3ACGJ4FaCfCi+loJ0p4EwiFAAQ6HO6OSgGcEeFG9ZyjpiAQCJUABDhQ3g5GAPwR4Ub0/XOmVBPwkQAH2ky59k0BABHhRfUCgGYYEPCRAAfYQJl2RQJgEeFF9mPQZmwSqJ0ABrp4ZLUggkgR4UX0k28KkSGBEAhRgTg4SSBABXlSfoGaylMQToAAnvsUssN4I8KL6eus4640rAQpwXDvHvElgBAK8qJ5TgwTiQYACHI8+MUsSqIoAL6qvChcHk0AoBCjAoWBnUBLwlwAvqveXL72TgBcEKMBeUKQPEoggAV5UH8GmMCUS2IMABZjTgQQSTIAX1Se4uSwt9gQowLFvIQsggZEJdJaVF9VzgpBARAlQgCPaGKZFAl4RsMrKi+q9gkk/JOAhAQqwhzDpigSiSMDiRfVRbAtzIgFQgDkJSIAESIAESCAEAhTgEKAzJAmQAAmQAAlQgDkHSIAESIAESCAEAhTgEKAzJAmQAAmQAAlQgDkHSIAESIAESCAEAhTgEKAzJAmQAAmQAAlQgDkHSIAESCBkAoV+na2CebbiBb9SMQRTRbE83yKr/IpBv9URoABXx4ujSYAESMBzAlZZFyswXxW3e+58l0MRnC/AMjMli/yKQb/VEaAAV8eLo0mABEjAFwLWgD4E4EmzWZZ4HcAa0IUATjKb5fNe+6Y/9wQowO7Z0ZIESIAEPCNwy4BOawT6RDHlgpRs8srxbWWdoIL1g0DrRc2y1iu/9FM7AQpw7QzpgQRIgAQ8IWD1600wcIDZLKYnDgFYA2rBxr/MFrnEK5/04w0BCrA3HOmFBEiABGomcMNmHX/QENYLcGo+JU/X6rBQ1hMU+PE/GzDlsibZUqs/2ntLgALsLU96IwESIIGaCFj9moeBOWaztNfk6K2n3y7YWGm2SKFWX7T3ngAF2Hum9EgCJEACNRGwyvpzAW7Np+Ret44KZT1TgQvNlHzSrQ/a+UuAAuwvX3onARIggaoJWBs1hwZ8z2yWD1VtvMvAGtDfYwhfNSdK0a0P2vlLgALsL196JwESIAFXBDrLusIA1uVTsrhaB4WyLrKBozpSMrdaW44PjgAFODjWjEQCJEACjgl0vqgflEY8rzYmd0yUvzg17Nyo7xcDG3QQR3dMkj84teO44AlQgINnzogkQAIk4IhAZ1mvNYDD8yn5siMDAIWy/sAGXupIyVVObTguHAIU4HC4MyoJkAAJjErgAdWGzQPYAMU5Zos8MZqB1a/TIbirqRmTTxcZGm08vw+XAAU4XP6MTgIkQAL7JFDo13NUcLaZkrbRUFll7RHF3fkWuWu0sfw+fAIU4PB7wAxIgARIYJ8ErLI+DmCFmZI7RxpolfVcAHPNlJxMnPEgQAGOR5+YJQmQQB0TKPRrRgXLm5ox5XSRbcNRPKA6dvMA1otiXr5FeusYVaxKpwDHql1MlgRIoF4JWGVdJsBAPiVXDmdQKOt1CjSbKZlfr3ziWDcFOI5dY84kQAJ1R2DpKzpp+3ZsaGjEtPMOkxd2A7jjZZ06NIi1Y8Zg8oJD5cW6AxPjginAMW4eUycBEqgvAp1lvcIAjsmn5Eu7Ky+U9T4beK4jJd+uLxrxr5YCHP8esgISIIE6ImCVdZ0aWNgxQVZ3btJZYmOJmZKj6ghBYkqlACemlSyEBEigHgh0lvUMUVxstsjxVr/+UgU3d6Tk/nqoPWk1UoCT1lHWQwIkkHgCVllXQbAVinFmSmYnvuCEFkgBTmhjWRYJkEByCVibdboMYak2YIHZNPoJWcklEe/KKMDx7h+zJwESIAESiCkBCnBMG+cm7bRmTUCa3NhWZ6ObS9JtVWfD0SRAAiRQXwQowHXU77TmnlToJoGs9atshU4TyISSFE/yKwb9kgAJkEASCFCAk9BFBzV8TOeMOxDbXxuLwUMflUf/4cDE1ZAZOuM929D4yusYc/CvZeVWV05oRAIkQAJ1QIACXAdNrpTYqrkzDMjcXuma43fJGW1faUNX9EmRWyP8hk3/JEACsSVAAY5t66pLPKO5+2zoY33Svaw6y+pHt2p2vgH5dK8U3z6tp3ovtCABEiCBZBOgACe7vzurO01PaxjAli2DsD/wlKzZ5HfJJ+rMCY0w/tyM8eMflAd5KbjfwBPgv9Cvs1Uwz1a8fcax12UZgqmiWJ5vkVVe+6Y/EnBDgALshlrMbNKa+zyA80pSzAaVelpz3QDuKEnxoaBiMk58CVhlXazAfFXc7lcVIjhfgGVmShb5FYN+SaAaAhTgamjFdGxa2+8W6C96pVgIqoSM5vIK+URJus4OKibjxJuANaCVP9aeNJtlideVWAO6EMBJZrNU/hjlhwQiQYACHIk2+JtEWnOvGpCP9EhXYFeVtWn7JBv625IUD/G3OnpPCoFbBnRaI9AniikXpMSzVyW3lXWCCtYPAq0XNfu3BS8pfWAdwRGgAAfHOpRIbTrrFIW9sFeK04NOIKO5JwTGkh5Z/UjQsRkvngSsfr0JBg4wm8X0qgJrQC3Y+JfZIpd45ZN+SMALAhRgLyhG2EdGc0ttyO/6pOu7QafZqu1fM6Af7pXigqBjM148CdywWccfNIT1ApyaT8nTtVZRKOsJCvz4nw2YclmTbKnVH+1JwEsCFGAvaUbQV1pzm2w0nPAzWfWnoNP7lM7+TwNDT5ekOCHo2IwXXwJWv+ZhYI7ZLO21VmENaBdsrDRbJLD1D7XmTPv6IUABTnCv09o+E9CrwzwWsnL8JSDXlKRrTYJRszSPCVhl/bkAt+ZTcq9b14WynqnAhWZKPunWB+1IwE8CFGA/6YbsO605C9C/lqT7hrBSSWv2MkCOKEnRs3d6YdXCuMERsDZqDg34ntksH3Ib1RrQ32MIXzUnStGtD9qRgJ8EKMB+0g3Zd1pzfzNgf6ZH1vh2uMFoJbbpzKk2jJ+WpPi+0cbyexLYk0BnWVcYwLp8ShZXS6ZQ1kU2cFRHSuZWa8vxJBAUAQpwUKQDjtOmubYh6E190n1cwKHfFa5Vs880QC7pkWJP2LkwfnwIdL6oH5RGPK82JndMlL84zbxzo75fDGzQQRzdMUn+4NSO40ggaAIU4KCJBxQvrdnvKPD3Pum+NqCQI4Zp1exVAry3JN1fDzuXqMbnUYx770xnWa81gMPzKfmy094VyvoDG3ipIyVXObXhOBIIgwAFOAzqAcRMa/sGhX6uT4rPBhBunyFaNXesQB4uSdfksHOJanwexbj3zjyg2rB5ABugOMdskSdG65/Vr9MhuKupGZNPF+E55KMB4/ehEqAAh4rfn+BpnXkiYNy+4xzmY/2JUL3XHedRPwvY55dkzVPVW9eHBY9i3HufC/16jgrONlPSNtpMsMraI4q78y1y12hj+T0JhE2AAhx2B3yI36rtNwh0W0mKkfkJLq25axUytk+6LvOh5ES45FGMI7fRKuvjAFaYKblzpFFWWc8FMNdMycmJmBAsIvEEKMAJbHFac+sMGPN6ZPUzUSmvTWcdZ8NeXpLiUVHJKYp58CjGEZ+CMypY3tSMKaeLbBs+6gHVsZsHsF4U8/It0hvF3jInEhhOgAKcsDlRETqFfU+vFKdGrbSM5l4QGGdF6Q+DqDHiUYz7fApeJsBAPiVXDh9VKOt1CjSbKZkftZ4yHxIYiQAFOGFzI6Pt37KB/aL4U2/lp3EDeLNXur6RMOyelsOjGPeOc+krOmn7dmxoaMS08w6Tt/e23/GyTh0axNoxYzB5waES2I1fnjadzuqSAAU4YW1Pa24tYF8QxcVOuxaH3VaS4rSEYfe8HB7FuHeknWW9wgCOyafkS7tHFMp6nw0815GSb3veCDokAR8JUIB9hBu067e2++CxAyGTu6TrtaDjjxavXdsPfh26XoEZUdgeNVq+YX4f56MY/d7TbAhMCJ4XGzfaDVCxscRMCdcWhDlhGdsVAQqwK2zRNUpr9iZAPqdAvk+K3VHJtFVzWQEKgD5ckm7ey+qgMXE9itHvPc0CfEQMfBaKG6GYqYKbO1JyvwOkHEICkSJAAY5UO7xJplVnfUFgV65fK5SkeI03Xt17SWvuagB5hZHvk9U/cu+pvizjfBRjAHuaK3/E/WyHCI8zUzK7vmYGq00KAQpwUjo5rI6T9ZTDBzFYEeH9bDTkQ7wPuJLDm41ozD8uj7yUUNy+lRXXoxh939M8hIWNBi7TBiwwm0Y/Icu3BtExCdRAgAJcA7w4mKY1dzmAywHNl6Tb9d2q1daa1uyZwM5L0K8vSfH6au05/i0CcT6KkXuaOYtJYN8EKMB1MEMqNyPZ0IJAHu2V4kV+l5zR3C0KnWFA8rwBqXbacT2KkXuaa+89PSSbAAU42f19u7o2bdvfxn4WIJWV0vleKf7K69Izmvu4vrXQ6lkDb5o90vOG1zHq1V9cj2LknuZ6nbGs2wkBCrATSgkak9HsAoVUnoYv7pWuW70qLaPtFyr0ZoHme6V7qVd+6ectAoV+je1RjNzTzFlMAnsnQAGuw5mR1lnHALalwIsNeCPfIz2vusXQpm2HDGH/ggCTAMMsyern3Pqi3b4JWGWN5VGMcd7TzDlJAn4SoAD7STfivls1d6MAXzSg+R7pLlabbptmczakoMAP+6R4abX2HF8dgTgfxRjXPc3VdYijSaA6AhTg6nglbnRGc5VDOwoK/X6fdFf26zr6tGr2GoF8Zdf75IcdGXFQzQTiehRjnPc019w0OiCBEQhQgDk10KrZFmOnCMu4Rkj+cenaMBKWk7V98uDOFdW61d552lZ3PxEGS8Aq6zo1sLBjgqzu3KSz4nIUY1z3NAfbXUarJwIU4Hrq9ii1ZjR7qUIW7TrG8p7hw1s1d1blOEmBLu6V7huJLhwCnWU9QxQXmy1yvNWvv4zLUYxx3tMcTqcZNekEKMBJ73CV9aV1VrpyjKUCPSUpduw2T2uuU4C2ynGSJVldqtIth3tMwCrrKgi2xu0oxrjuafa4fXRHAjsJUIA5Ed5F4Gg9bexh2FI5xeqjNtQyICaA37yM8fnn5cFtRBY+AWuzTpchLI3jUYxx3dMcfteZQdI/gWL/AAAgAElEQVQIUICT1lEP60lr7lwFzhDg/pIU7/TQNV3VMYE472mu47axdB8IUIB9gEqXJEAC+yYQ1z3N7CsJeEmAAuwlTfoiARJwRCDOe5odFchBJOCAAAXYASQOIQES8J5AXPc0e0+CHuuVAAW4XjvPukkgAgTiuqc5AuiYQgIIUIAT0ESWQAJxJRDXPc1x5c28o0WAAhytfjAbEqg7AnHd01x3jWLBnhOgAHuOlA5JgASqIRDnPc3V1MmxJDCcAAWYc4IESIAESIAEQiBAAQ4BOkOSAAmQAAmQAAWYc4AESIAESIAEQiBAAQ4BOkOSAAmQAAmQAAWYc4AESIAESIAEQiBAAQ4BOkOSAAmQAAmQAAWYc4AESIAESIAEQiBAAQ4BOkOSAAmQAAmQAAWYc4AESIAESIAEQiBAAQ4BOkOSAAmQAAmQAAWYc4AESIAESIAEQiBAAQ4BOkOSAAmQAAmQAAU4gXOg0K+zVTDPVrzgV3mGYKooludbZJVfMeiXBEiABJJMgAKcwO5aZV2swHxV3O5XeSI4X4BlZkoW+RWDfkmABEggyQQowAntrjWgDwF40myWJV6XaA3oQgAnmc3yea990x8JkAAJ1AsBCnBCO33LgE5rBPpEMeWClGzyqszbyjpBBesHgdaLmmWtV37px1sCfA3hLU96IwE/CFCA/aAaEZ9Wv94EAweYzWJ6lZI1oBZs/MtskUu88kk/3hPgawjvmdIjCXhNgALsNdEI+bths44/aAjrBTg1n5Kna02tUNYTFPjxPxsw5bIm2VKrP9r7S4CvIfzlS+8kUCsBCnCtBCNub/VrHgbmmM3SXmuq1oB2wcZKs0UKtfqivf8E+BrCf8aMQAK1EKAA10IvJrZWWX8uwK35lNzrNuVCWc9U4EIzJZ9064N2wROI0msIvpcOvv+MGG0CFOBo98eT7KyNmkMDvmc2y4fcOrQG9PcYwlfNiVJ064N2wROI0msIvpcOvv+MGG0CFOBo98ez7DrLusIA1uVTsrhap4WyLrKBozpSMrdaW44Pn0CUXkPwvXT484EZRIcABTg6vfA1k84X9YPSiOfVxuSOifIXp8E6N+r7xcAGHcTRHZPkD07tOC5aBKLyGoLvpaM1L5hNuAQowOHyDzR6Z1mvNYDD8yn5stPAhbL+wAZe6kjJVU5tOC56BKL0GiJK76Wj1ylmVE8EKMB11O0HVBs2D2ADFOeYLfLEaKVb/TodgruamjH5dJGh0cbz+2gTiMpriCi9l452x5hd0glQgJPe4WH1Ffr1HBWcbaakbbTSrbL2iOLufIvcNdpYfh99AlF6DRGl99LR7xwzTCoBCnBSO7uPuqyyPg5ghZmSO0caZpX1XABzzZScXIeIEltylF5DROW9dGKbzcIiT4ACHPkWeZ9goV8zKlje1Iwpp4tsGx7hAdWxmwewXhTz8i3S630G9BgWgSi9hojSe+mw+sG49U2AAlyn/bfKukyAgXxKrhyOoFDW6xRoNlMyv07xJLrsKL2GiMp76UQ3nMVFlgAFOLKt8Texpa/opO3bsaGhEdPOO0xe2B3tjpd16tAg1o4Zg8kLDpUX/c2C3sMiEJXXEFF6Lx1WLxi3fglQgOu39+gs6xUGcEw+JV/ajaFQ1vts4LmOlHy7jtEkvvQovYaI0nvpxDeeBUaKAAU4Uu0IPhmrrOvUwMKOCbK6c5POEhtLzJQcFXwmjBg0gai8hojSe+mge8B49U2AAhzR/qc1awLS5Hd6H92y4IgPvf75j5gtcrzVr79Uwc0dKbnf77j0Hz6BKL2GiNJ76fA7wwzqhQAFOKKdTmvuSYVuEshav1JU6DSBTPgfA12vQrAVinFmSmb7FY9+o0cgSq8hovJeOnpdYkZJJUABjmBnP6Zzxh2I7a+NxeChj8qj//ArxRk64z3b0PjKZzffO2ec/R+3agMWmE2jn5DlVz70Gw6BqLyGiNJ76XA6waj1RoACHMGOt2ruDAMyt1e65vidXkbbV9rQFX1S5M/OfsOOqP/Osp4hiouj8BoiKu+lI9oqppUwAhTgCDY0o7n7bOhjfdK9zO/0WjU734B8uleKb6+E9jsm/UePgFXWVVF4DRGl99LR6xIzShoBCnDEOnqantYwgC1bBmF/4ClZs8nv9E7UmRMaYfy5GePHPygP8sIFv4FH1L+1WafLEJZG4TVElN5LR7RdTCshBCjAEWtkWnOfB3BeSYrZoFJLa64bwB0lKT4UVEzGIYF9EYjKe2l2iQT8JEAB9pPuCL4L/TpbBfNsxdsnUO0e+ucD1vzX/nrIi6k3jn+mltQMwVRRLM+3yKrR/GQ0l1fIJ0rSdfZoY/k9CQRBIErvpYOolzHqkwAFOIS+W2VdrMB8Vdw+PPy68fdfNvlfMwtjB9+7pZbURHC+AMvMlCwazU+btk+yob8tSfGQ0cbyexIIikBU3ksHVS/j1B8BCnBIPbcGtPJz75NmsyzZnUKbzjpFYS/sleL0WtKyBnQhgJPMZqn8nO3ok9HcEwJjSY+sfsSRAQeRgM8EovRe2udS6b5OCVCAQ2r8LQM6rRHoE8WUC1Kyc7FVRnNLbcjv+qTru27Tuq2sE1SwfhBovajZ+SEerdr+NQP64V4pLnAbm3YkQAIkQALOCVCAnbPyfKTVrzfBwAFms5gV52nNbbLRcMLPZNWf3AazBtSCjX+ZLXJJNT4+pbP/08DQ0yUpTqjGjmNJgARIgATcEaAAu+PmidUNm3X8QUNYL8Cp9zfPOhjQq0tSPMmt80JZT1Dgx/9swJTLmqTqd8iV4y8BuaYkXWvc5kA7EiABEiABZwQowM44+TbK6tc8DMz5vxPa/wToX0vSfYPbYNaAdsHGSrNFCm58pDV7GSBHlKS484mcHxIgARIgAf8IUID9Y+vYs1XWn//y4O988C8HFE/qkTXv2prkxFGhrGcqcKGZkk86Gb+3MW06c6oN46clKb7PrQ/akQAJkAAJOCNAAXbGyddRC18tXtq8/b9dc2lT8wFuA1kD+nsM4avmRCm69VGxa9XsMw2QS3qk2FOLH9qSAAmQAAnsmwAFOAIzJK3Z73zm7987+dDtH3own5LF1aZUKOsiGziqIyVzq7UdPr5Vs1cJ8N6SdH+9Vl+0JwESIAESGJkABTgCsyOt7RuO2vKlrx27dd7DamNyx0T5i9O0Ojfq+8XABh3E0R2T5A9O7UYa16q5YwXycEm6Jtfqi/YkQAIkQAIU4MjOgbTOPBEwbt9xDvOxnWW91gAOz6fky04TLpT1BzbwUkdKrnJqM9q4HedRPwvY55dkzVOjjeX3JEACJEAC7gjwCdgdN8+sWrX9BoFuK0nxqgdUGzYPYAMU55gt8sRoQax+nQ7BXU3NmHy6iGc3GaU1d61CxvZJ12Wj5cDvSWBPAmnNmoA0+U9FN5ek2/I/DiOQgH8EKMD+sXXkOa25dQaMeT2yeuflC4V+PUcFZ5spaRvNgVXWHlHcnW+Ru0YbW833bTrrOBv28pIUj6rGjmNJoLKXXKGbBM5PYauWmkKnCWRCLXvmq43J8STgBwEKsB9UHfqsCJ3CvqdXilP3NLHK+jiAFWZK7hzJlVXWcwHMNVNyssNwVQ3LaO4FgXHW7j8MqjKucjCfmqoEFtHhH9M54w7E9tfGYvDQR+XRf/iV5gyd8Z5taHzldYw5+NeycqtfceiXBPwmQAH2m/A+/Ge0/Vs2sN/wn3oL/ZpRwfKmZkw5XWTbcBcPqI7dPID1opiXb5FeP0qo/DRuAG/2Stc3/PC/p08+NflNOBj/rZo7w4DM7ZWuOX5HzGj7Shu6ok+K9/sdi/5JwC8CFGC/yDrwm9bcWsC+YG+LnayyLhNgIJ+SK4e7KpT1OgWazZTMdxDG1ZBdi8NuK0lxmisHDo341OQQVAyGZTR3nw19rE+6l/mdbqtm5xuQT/dK8Ut+x6J/EvCLAAXYL7Kj+H1ruw8eOxAyuUu6Xhs+fOkrOmn7dmxoaMS08w6Tt0/HuuNlnTo0iLVjxmDygkPlRb/Sb9f2g1+HrldgRp8Un/UrDp+a/CIbrN/T9LSGAWzZMgj7A0/Jmp23e/n5OVFnTmiE8edmjB//oDzo2QJEP3OmbxIYToACHOKcSGv2JkA+p0C+T4rdw1PpLOsVBnBMPiVv/5VfKOt9NvBcR0q+7VfqrZrLClAA9OGSdFd1q1K1OfGpqVpi0Ry/Y+ta5e7p80pSzAaVYVpzlf9m7tixha9ytzY/JBA7AhTgkFvWqrO+ILArlycUSlK8Zng6VlnXqYGFHRNkdecmnSU2lpgp8W11clpzVwPIK4x8n6z+kZ94+NTkJ91gfae1/W6B/qJXiq4uAnGTbUZzeYV8oiRdZ7uxpw0JhE2AAhx2BwCcrKccPojByv+49rPRkN/zPuDOsp4hiovNFjne6tdfquDmjpR4vvBk133AlRzebERj/nF55CW/0fCpyW/CwflPa+5VA/KRHuny7bXI8GratH2SDf1tSYqHBFcpI5GAdwQowN6xrNlTWnOXA7gc0HxJuu/d7dAq6yoItkIxzkzJ7JoDDXOQ1uyZwM4rDK8vSfF6r/2P5I9PTUGR9jdOm846RWEv7JXidH8jvdt7RnNPCIwlPbL6kaBjMx4J1EqAAlwrQY/t2zTXZkMLAnm0V4oXVdxbm3W6DGGpNmCB2TT6CVnVpJTR3C0KnWFA8kHfgMSnpmo6Fd2xGc0ttSG/65Ou7wadZau2f82AfrhXiguCjs14JFArAQpwrQR9sG/Ttv1t7GcBUlkpne+V4q+8DpPR3Mf1rYVWzxp40+yRnje8jrEvf3xqCpK2v7HSmttko+GEPV+d+Bvx3953vTp5uiTFCUHFZBwS8IoABdgrkj74yWh2gUIqT8MX90rXrV6FyGj7hQq9WaD5Xule6pXfavzwqakaWtEdm9b2mYBeHeaxkJWDXAC5piRda6JLipmRwLsJUIAjPivSOusYwLYUeLEBb+R7pOdVtym3adshQ9i/IMAkwDBLsvo5t75qteNTU60Eo2Gf1pwF6F9L0n1DWBmlNXsZIEeUpGiGlQPjkoAbAhRgN9RCsGnV3I0CfNGA5nuku1htCm2azdmQggI/7JPipdXaezmeT01e0gzXV1pzfzNgf6ZH1rx9WEzQGbXpzKk2jJ+WpPi+oGMzHgnUQoACXAu9gG0zmqsc2lFQ6Pf7pLuyX9fRp1Wz1wjkK7veJz/syMjHQXxq8hFugK4rCwaHoDf1SfdxAYbda6hWzT7TALkk6IWEYdfN+PEmQAGOWf9aNdti7BRhGdcIyT8uXRtGKuFkbZ88uHNFtW61d5621d0fhXL51BSFLtSeQ1qz31Hg733SfW3t3mrz0KrZqwR4b0m6v16bJ1qTQHAEKMDBsfY0Ukazlypk0a5jLO8Z7rxVc2dVjpMU6OJe6b7R0+A1OONTUw3wImaa1vYNCv2cn2eFOy35rbPV5eGSdE12asNxJBA2AQpw2B2oIX5aZ6Urx1gq0FOSYsduV2nNdQrQVjlOsiSrSzWE8NyUT02eIw3F4a7bsm7fcQ7zsaEksJegO05Wexawz9/b7WJRyZF5kMCeBCjAMZ8PR+tpYw/DlsopVh+1oZYBqawE/c3LGJ9/Xh58113CYZfLp6awO+BN/Mp90QLdVpLiVd54rN1LWnPXKmTs8Pu1a/dMDyTgDwEKsD9cA/e6473quQqcIcD9O1aD3hl4Ag4C8qnJAaSIDSn062wVzLMV71jl/IcDf2hO3H78QwdtO6LmdQWGYKooludbZFUt5bfprONs2MtLUvTtspJa8qMtCQwnQAHmnAiMAJ+aAkPtWSCrrIt37EGfr4rbdzv959i/tmwc88svfPD1L3Z6EUgE5+/Ym77MTMmiWv1lNPeCwDirR1Y/U6sv2pOA3wQowH4Tpv+3CaQ1t86AMS9K/3PkU9PoE9Qa0Mp9u0+azbKkMjqj7d+ygf28+KnXGtCFAE4ym6Vyn3DNn8ofeQbwZq90faNmZ3RAAj4ToAD7DJju3yJQETqFfU+vFKdGjQmfmvbdkVsGdFoj0CeKKRekZFNac2sB+4JaFzvdVtYJKlg/CLRe1CxrvZgXu15z3FaS4jQv/NEHCfhJgALsJ136fpuAl09NXmPlU9PoRK1+vQkGDrh/QvsdAjx2IGRyl3S9NrrlyCOsAbVg419mi1xSi589bdu1/eDXoesVmBGF7VFe1UU/ySRAAU5mXyNXlVdPTX4Uxqem0anesFnHHzSE9QKcen9z7ouAVE5ly/dJsXt063ePKJT1BAV+/M8GTLmsSba48THcplVz2cred0AfLkm3Z6LuRW70QQJ7I0AB5rzwncBbhyR489TkR7J8anJG1erXPAzMMZulvVVnfaGyBx1AoSTFa5x5+Pcoa0C7YGOl2SIVHzV/0pqrHM2ar+x975PVP6rZIR2QQAAEKMABQGYIIK3Zm2p9avKDI5+aqqNqlfXnAtyaT8m9J+sphw9isCKg+9loyDu9D7hQ1jMVuNBMySeri/7u0bvuA67k8GYjGvOPyyMv1eqT9iQQFAEKcFCkGQe1PjV5jZBPTdUTtTZqDg34ntksH9ptndbc5QAuBzRfku57R/NqDejvMYSvmhOl6lu99vSd1uyZwM4n6OtLUrx+tLj8ngSiRoACHLWOJDwft09NXmLhU1NtNDvLusIA1uVTsni3p8oZ3/bOiz/k0V4pXjRShEJZF9nAUR0pmVtLFhnN3aLQGQYkzxuQaiFJ2zAJUIDDpF/Hsat9avIKFZ+aaifZ+aJ+UBrxvNqY3DFR/vJvEW7b38Z+FiCVd/75Xin+as9onRv1/WJggw7i6I5J8gc3mWQ09/HKlZyAPmvgTbNHet5w44c2JBAFAhTgKHShTnNw+tTkFR4+NXlFEugs67UGcHg+JV8e7jWj2QUKqTwNX9wrXbfu/r5Q1h/YwEsdKXF1fnRG2y9U6M0CzfdK91LvqnHn6cfX6TdFcKQq/ujOw+hWu/2feqV8c/TRHBE3AhTguHUsYfm26b6fmrwol09NXlB8p48HVBs2D2ADFOeYLfLE8AhpnXUMYFs7jrF8sQFv5E8rP/HfILirqRmTTxcZqiajNm07ZAj7F3YcVzkJMMySrH6uGnu/xv7kOl0hgom2otevGIYgo4qNn72ytp/s/cqPfmsjQAGujR+tPSIw0lNTre6j9tRUaz1Rsi/06zkqONtMSdtIebVq7kYBvvhfm+/75/5Dh3wn3yJ3VVNDm2ZzNqRy5eYP+6R4aTW2fo+tPAFXYvj5dBpEDL850f/IBCjAnB2RITD8qalHel51m1xUn5rc1hNVO6usjwNYYaZkxBu4Ln+119rfPnT+Y/+x8Po+6a7s13X0adXsNQL5yq73yQ87MgpwUBDiGESMAJEx1DACFGBOicgR2P3UZEDzPdJd9VaVKD81RQ52jQkV+jWjguVNzZhyusi77p9+QHXs5gGsf3m/dV99/JCv/0+FjGuE5B+Xrg0jhT5Z2ycP7lxRrVvtnadtddd85WGNZe7VPAhxDCKGH2zo0xkBCrAzTq5HpTVrAtLk2oFjQ91ckm7L8fCID8xornLUYUGh30/SU1PEsbtKzyrrMgEG8im5criDQlmvU6DZTMn8yncZzV6qkEW7jrG8Z/j4Vs2dVTlOUqCLe6X7RlcJBWQUhDgGESMgXAyzFwIUYJ+nRVpzTyp0k8Cb2172lq5CpwlkQkmKJ/lcTqDuWzXbYuwU4eQ8NQUKMKBgS1/RSdu3Y0NDI6add5i8sDvsHS/r1KFBrB0zBpMXHCov7v73aZ2VrhxjqUBPSYod//73uU6pXJwFI1+S1aWA0ncdJghxDCKGawA0rJkABbhmhCM7+JjOGXcgtr82FoOHPiqP/sOvUDN0xnu2ofGV1zHm4F/Lyq1+xQnLb5KemsJi6HfczrJeYQDH5FPypd2xCmW9zwae60jJt4fHP1pPG3sYtlROsfqoDbUMiAngNy9jfP55efBdP2X7nb8b/0GIYxAx3NROG28IUIC94bhXL62aO8OAzO2Vrjk+htnpOqPtK23oij4p3u93rDD8J+WpKQx2QcW0yrpODSzsmCCrOzfpLLGxxEzJUfuKn9bcuQqcIcD9JSmOuJArqBqqiROEOAYRo5qaOdZbAhRgb3m+w1tGc/fZ0Mf6pHuZj2F2um7V7HwD8uleKb79BOJ3zKD9J+GpKWhmQcbrLOsZorjYbJHjrX79pQpu7khJIv8grHANQhyDiBHkHGGsdxKgAPs0I07T0xoGsGXLIOwPPCVrNvkU5m23J+rMCY0w/tyM8eMflAerOujA79y89h/npyavWUTNn1XWVRBshWKcmZLZUcvPy3yCEMcgYnjJhL6qI0ABro7XztEOVzYfpcDHBHjXSk/nIatb2ZzWXOVy9DtKUnzIeQyOJAHvCFibdboMYak2YIHZ9O4TsryLFL6nIMQxiBjhk6zfDCjALnrvZGWzAP+lQOVu0nccSO80nJuVzRnN5RXyiZJ0ne00DseRAAm4IxCEOAYRw131tPKCAAW4SopOVzanNfeqAflIj3S9vf2imlBuVja3afskG/rbkhQPqSYWx5IACVRPIAhxDCJG9ZXTwisCFOAqSTpZ2dyms05R2At7pTi9SvfvGO5mZXNGc08IjCU9svqRWmLTlgRIYN8EghDHIGKwz+ERoABXyd7JyuaM5pbakN/1Sdd3q3T/juFuVja3avvXDOiHe6W4oJbYtCUBEqAAcw74S4ACXAVfpyub05rbZKPhhJ/Jqj9V4f5dQ92sbP6Uzv5PA0NPl6Q4oZbYtCUBEqAAcw74S4ACXAXftOY+D+C8khSzI5mltX0moFd7dSykm5XNlUVigFxTkq41VZTHoSRAAlUQCOLn4SBiVFEyh3pMgAJcBdC0tt8t0F/0SrFyhN5eP2nNWYD+tSTdN1ThesShblY2pzV7GSBHlKRYOd6PHxIggRoJVIRQBEeq4o+7XRmCTOWfbUVvje53mu/2v+f9whRgL8hG1wcFuIreOFnZvOOQiL8ZsD/TI2vePpS+ihDvGupmZXObzpxqw/jpjqP93ldLbNr6Q8DhPnIPgle3j9yDgIl18ZPrdIUIJu4ptl4LcMWfKjZ+9kqZuxskBTixU+qtP7qSXZ531TlZ2dymubYh6E190n2cd5Er5zxXv7K5VbPPNEAu6ZFij5e50FftBJzsI681ipt95LXGTLL93oTQa3EMIkaSexTH2ijADrvmZGVzWrPfUeDvfdJ9rUO3joa5WdncqtmrBHhvSbq/7igIBwVCwOk+8lqTcbOPvNaYSbYPQhyDiJHkHsWxNgqww645Wdmc1vYNCv1cnxSfdejW0TA3K5tbNXesQB4uSddkR0E4KBACTvaRe5WIm33kXsVOmp8gxDGIGEnrS9zroQA76KCTlc1pnXkiYNy+4xzmYx24rHqIm5XNO1ZtPwvY55dkzVNVB6SBLwSc7CP3KrCbfeRexU6anyDEMYgYSetL3OuhADvooJOVza3afoNAt5WkeJUDl1UPcbOyOa25axUytk+6Lqs6IA08J+B0H7lXgd3sI/cqdtL8BCGOQcRIWl/iXg8F2EEHnaxsTmtunQFjXo+sfsaBy6qHuFnZ3KazjrNhLy9JcZ+XoledDA1cEXCyj9yV430YudlH7nUOSfC3N3Hc28roWmrd26rqnSujgY2fveLfK6NriUHbaBGgAI/SDycrmytCp7Dv6ZXiVD/b62Zlc0ZzLwiMs/z6w8DPepPm28k+cq9rdrOP3OsckuBvpKfT4XuDa6l1bwIswJEK/HHPvcG1xKBttAhQgEfph5OVzRlt/5YN7Of3T71uVjZXfho3gDd7pesb0Zp69ZeNk33kXlNxs4/c6xyS4M/rLUd7YxJEjCT0Ikk1UIBHFeDRVzanNbcWsC/we7GTm5XNuxaH3VaS4rQkTdy41eJkH7lfNbnZR+5XLnH1G4Q4BhEjrvyTmjcFeB+ddbKy+S1RxGMHQiZ3Sddrfk+Ualc2t2v7wa9D1ysww+vtUX7XmiT/TvaR+1Wvm33kfuUSV79BiGMQMeLKP6l5U4D30VmnK5vTmr0JkM8pkO+TYrefk6Walc2tmssKUAD04ZJ0X+JnXvS9bwJO9pH7xdDNPnK/comr3yDEMYgYceWf1LwpwPt8Ana+srlVZ31BYFcuaSiUpHiNXxPG6crmtOauBpBXGPk+Wf0jv/Kh39EJONlHPrqX2ka42UdeW8RkWQchjkHESFZX4l8NBXiEHrpZ2XyynnL4IAYrIryfjYZ8rfcBjzS99rWyedfTTiWHNxvRmH9cHnkp/tM03hU42Ufud4Vu9pH7nVOc/AchjkHEiBPzesiVAjxCl2tZ2ZzW3OUALgc0X5Lue72eSCOtbE5r9kxAKuJ7fUmK13sdl/7cEXCyj9ydZ+dWbvaRO/ee/JFBiGMQMZLfqXhVSAEeoV+1rmyu7B+2oQWBPNorxYu8nBZ7W9mc0dwtCp1hQPK8AclL2rX5crKPvLYIzq3d7CN37j3ZI4MQxyBiJLtL8auOAryXnnm1srlN2/a3sZ8FSGWldL5Xir/yYorsubLZAPbTtxZaPWvgTbNHet7wIgZ9eEPAyT5ybyKN7sXNPvLRvdbHiCDEMYgY9dGt+FRJAR7xCdi7lc0ZzS5QSOVp+OJe6bq1lumx58pmgfEXhd4s0HyvdC+txS9t/SHg1w1ZbrJ1s4/cTZwk2gQhjkHESGJv4lwTBXgf3fNyZXNaZx0D2JYCLzbgjXyP9Lxa7cTZvbIZkP+l0JwAkwDDLMnq56r1xfH+E3Cyj9z/LN4Zodp95EHnF9V4QYhjEDGiyrde86IAj9J5r1c2t2ruRgG+aEDzPdJddDLx9lzZbAAP2sC3FPhhnxQvdWLPMeEQcLqPPMjsqtlHHmReUY8VhDgGESPqnOstPwqww457ubI5o7nKoR0FhX6/T7or+3VH/Oy5svJ3yncAAAZQSURBVFmhBwjkK7veJz/sMHUOC4mA3zdkuSnL6T5yN76TbBOEOAYRI8k9imNtFOAquublyuZWzbYYO0VYxjVC8o9L14bhqexe2QxgMSBnC3SrvfO0re7+KtLm0BAIuNlHHlSavCGretJBiGMQMaqvnBZ+EqAAV0nX65XNGc1eqpBFu46xvKeSTkZzH9+9slmAnynkewJd3CvdN1aZLoeHRKCWfeR+p8wbsqonHIQ4BhGj+spp4ScBCrBLul6ubE7rrHTlGEsFegTy+90rmxUyTYC2ynGSJVldcpkqzUIgUOs+cj9T5g1Z1dMNQhyDiFF95bTwkwAFuAa6Xqxs3h2+VdubAP25AM0CuVGhpwL4zcsYn39eHtxWQ5o0DZiAV/vI/UqbN2RVT/Yn1+kKEUy0Fb3VWzuzMAQZBTZ+9gqZ68yCo+JOgALsQQfdrGzeM2ybZnM2pPIE/EMBfq/AGQLcX5LinR6kRxchEAjyhqxqyuMNWdXQ+vfYytOpCI5UxR/deRjdSoAjFfjjqVfKN0cfzRFJIEAB9qiL1axs3jNkq2avqWVlc1qzJiBNHpWxDze6uSTdlv9xkhPBy33kXlDhDVleUKQPEvCOAAXYO5ZwsrJ5d7iTtX3y4M6zomtb2Vy5Zk6hmwSy1sNS3uFKodMEMqEkxZP8ipFUv17vI3fDiTdkuaFGGxLwnwAF2AfGe1vZ/M6n3txZAlTEt6aVzR/TOeMOxPbXxmLw0Efl0X/4UMpOlzN0xnu2ofGV1zHm4F/Lyq1+xUmyXy/3kVfDiTdkVUOLY0kgWAIUYJ9477myuSTFjt1h0prr9Gplc6vmzjAgc3ula45PZbztNqPtK23oij4p3u93rKT693IfuRNGvCHLCSWOIYHwCFCAfWR/tJ429jBsqdzP+1EbahkQ08uVzRnN3WdDH+uT7mU+lrHTdatm5xuQT/dK8Ut+x0qyf6/3ke+N1Z77yHlDVpJnE2uLOwEKcAAd3HEh+7ler2w+TU9rGMCWLYOwP/CUrNnkdxkn6swJjTD+3Izx4x+UB4f8jpd0/17uI9+TVUbbL+QNWUmfPawvKQQowDHt5I5bbT4P4LySFLNBlZDWXDeAO0pSfCiomEmO4+U+8jZtO2QI+xd4Q1aSZwxrSxoBCnBMO5rW9rsF+oteKVZ+4g7kk9FcXiGfKEnX2YEErJMgXu4j5w1ZdTJpWGYiCFCAY9rGtOZeNSAf6ZGuF4MqoU3bJ9nQ35akeEhQMeslTlj7yOuFL+skgSgSoABHsSuj5NSms05R2At7pTg96PQzmntCYCzpkdWPBB076fHC2EeedKasjwSiTIACHOXujJBbRnNLbcjv+qTru0Gn36rtXzOgH+6V4oKgY9dLvKD2kdcLT9ZJAlElQAGOamf2kVdac5tsNJzwM1n1p6DT33Wq0tMlKU4IOnY9xQtiH3k98WStJBBFAhTgKHZln+LbPhPQq8M8FrJy/CUg15Ska03M8MUqXb/3kccKBpMlgQQSoADHrKlpzVmA/rUk3TeElXpas5cBckRJipWDRfjxmYAf+8h9TpnuSYAEHBCgADuAFKUhO/5n/DcD9md6ZM0LYeXVpjOn2jB+uuO6xPeFlQPjkgAJkEDcCVCAY9TBylnCQ9Cb+qT7uNHS9vv+0l8f/9BXPvSHT/3uoFcnPMn7S0frBr8nARIggXcToADHaFakNfsdBf7eJ93Xjpb2T67TFSKYaCt6Rxvr5vs/Tv1Zuunl9x/5Hy+/r/TZK2WuGx+0IQESIIF6JkABDqH7ac2agDS5CH2RQv+vQAZGs/3gC+nMuH8dvPWW/94xe7Sxbr5v1dyxmSe+3PPxn592y/An4EK/zlbBPFvh28/khmCqKJbnW2SVm/xpQwIkQAJhE6AAh9CByipihW4SyFrn4bXyvnU2ILc7sWkamPw/tu33+oEr/+P/HOFkvJsx33jsR+Uj/t+xq+bPP/LcPe2tsi5WYL4qHOXqJrYIzt9x7vEyMyWL3NjThgRIgATCJkABDrgDH9M54w7E9tfGYvDQR+XRfzgN36rtNwh0W0mKVzmxWX7LpuuXdpx96evSeNCvZeVWJzbVjvnfD/X2qmE3XPpf0z813NYa0MqFDU+azbKkWr+jjbcGdCGAk8xmqVxIwQ8JkAAJxJLA/wfKFywcG/7tMAAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="20"></list></costumes><sounds><list struct="atomic" id="21"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="m" idx="1" x="-90" y="-178" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="149,232,255,1" pen="tip" id="26"><costumes><list struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><blocks></blocks><variables></variables><scripts><script x="208" y="17.083333333333712"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="doRepeat"><l>17</l><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="down"></block><block s="setColor"><color>149,232,255,1</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block></script><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="down"></block><block s="setColor"><color>179,134,255,1</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block></script></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>0</l></list></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>180</l></block></block><block s="down"></block><block s="setColor"><color>62,255,72,1</color></block><custom-block s="DrawPolygon %n"><l>5</l></custom-block></script><list></list></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Debug Assessment Part 2" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"></media></snapdata>