<snapdata remixID="9801208"><project name="Unit 2 Assessment Starter" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAARMElEQVR4Xu2dB3AWxxXHn6iSkKgCLHoVvQoQXbYptgkGJrZhiEOoDjGmJMEYY8MQJzBjxzP2uPeCCx1MM2B6sem99967kEACCZH5L7lFK+n77r777j6t597OeGTE3du99368be/tht2/f/8+cWEN5JEGwhjAPNI8Vys0wAAyCHmqgRwAXrt2jU6cOEGXLl3K04bZqbxAgQIUGxtLdevWpbCwMDsi+J0Qa0AB8MqVK3Ts2DEqW7ZsjmYAysqVKwvDZmZmip+GkU+fPk358uWj8uXLy/du3bpFGRkZVKxYMTKGmfhzwYIF5TNpaWl06tQpyp8/P5UrV44iIiIc+Xy0NTEx0RFZLMRdDSgAbt26lUqVKiVq3LBhAwHIatWqCUgAJTzMyZMn6cyZM9SkSRNKSUmhDh060Pvvv0/dunWjAwcOiPdr1KhB8KQA886dO+Jn4cKFqWXLlnTo0CEBqgH5p59+Snfv3qUxY8ZQ0aJFHfna9PR0ATXazkVvDSgALlq0iGrXri1aDDDQnV2/fl0Ycv/+/cJ7FSlSRHg+eKyFCxfSO++8Q19++aV4p1KlSrR792567bXXaNu2bfT999/T7du3qWHDhkIWPN7SpUtFFzlixAjhbd966y3hJUeOHOkYgGjLxYsXBfBc9NaAAuCCBQsEHCjffPMN9e7dW8CB8SC8Hwq608jISAEWutQyZcoITwnPh594rmTJknTz5k3h9a5evSr+DG8JcNE1w9MVL15c/A7eD7+Pjo6me/fuOaYttJkBdEydrglSAJw/f74EsFChQpR5L51OHjnsWuVOCi5drgIVKhwuRV6+fJkBdFLBLslSAJw3b54E8Nqe1ZR0YANVKV/GpaqdFRtbKI0uxL+oANiqVStnK2FpjmtAAXDu3LkPAfx1CpWtm0D3Ymo4XqkbAmPXTKSzbcdI0RgOMIBuaNpZmQqAc+bMkQBeXzeVHqmTQBkxNcSMuGbNmnKG7K8J6Pow/qtevXrQLT18+DClpqaKSYxZAYBn2ryqANi6dWuz1/jv81gDCoA//fSTBPDG+mkSwC+++IIaNWpELVq0MG0uYMVsOT4+3vRZswdWrlwpJjHPPvus2aMEAE+3Hi2fw3sMoKna8vwBBcDZs2dLAJM2TBcA3gh/hGbNmiUWdqtUqWLaYExkwsPDqW3btkEvLH/99ddihtyvXz/TnQ0AeKrVKwqAbdq0MW0vP5C3GlAABGjGMgwAjK3bUnTBv4cCAE+2HCWbioVwBlB/yykAzpw5UwJ4c+OMHABijQ/rdU4UrCEaa4vBysM4scSScXQi4WUFQHhhLnprQAFwxowZEsDkTTNzAIi9WuyAOFGwK4Ku2okCbxc+92U63mKkFIcdHAbQCe26K0MBcPr06RLAlM2zBIDpparTV199RYMGDRJjOjMAJ0yYQF27dhVbd82bNxf7wrkVKwBalWUAeKz5PxUA27Vr5672WHrQGlAAnDZtmgTw1pbZ0gOuWLGCHn/8cb8AJiUlEWatAHT16tU0dOhQWr58uYAxUAADlWUAeLTZP2RVN27cIAYwaD5cF6AAOHXqVAXAcvVaiUnI8ePHqWrVqpY84Jo1a0TgwdmzZ8VWmK9u1ooHtCrLAPBI/N8VANu3b++6ArmC4DSgADhlyhSqU6eOkJi6bQ4ZABpVWOmCrTbHCoBWZRkAHmoyXL4CL8oxgVY1mHfPKQBOnjxZApi2fW4OABHdUrp0aUdaizhByHOiYOelyILRdLDxMCkOv2MAndCuuzIUAH/88UcJ4J0d8ySAO3fuFDshVjzgqlWrROR0cnKy3y00Mw+IwFdsxdWrV08s1/gD3/CABxoNVQB89NFH3dUeSw9aAwqAP/zwgwTw7s75AsBzmUUFAPBYCEw1mwWPHz+eevToQRUrVhQzYV8TATMAMR5FfYgRRPwgQPRVDAD3N3xJPoJ/AAxg0Hy4LkABEBHMxhgQAJav35puRpajPXv2iH1gfx4Qi8H79u0TsCxZsoSeeeYZMXnxFZFiBiDC/jEJQVADorDr169vAuBI2tdABfCxxx5zXYFcQXAaUAD87rvvJIDpuxYIAK8WLC1mtAABUcxmHhDg4Bm8Ay/oq5gBiL/HOA6Bscjv8LcD88ADjqS99YfI6hBtzQAGB0co3lYAnDRpkgQwY/fPAsCse8E6b8UVXzKW9tZ7GJCK0H8GMBQIBVeHAuC3334rAby3Z2EOAK1MQqw2x8wDWpWD5+ABC88dSXvq/k2+BgCxeM5Fbw0oACIRyRgDZu5dJABMiogVqZi1atWiqKgo0y4YObnwlBUqVPD75VYAtCrLAHB3ncEKgEgZ5aK3BhQAEX+XFcAKDdqILnjHjh1iRopcXrMx4N69e0W65dNPPx00gFZlGQDuqv1XWSey9hhAveFD6xQAEXRgAHh/32ICgBfDStDGjRtFYAHyfs0A3LRpk0jj9LUHbKjEige0KssAcGetFxQAO3bsqL8FPN5CBUAkmBsA0v5fBIBZJyG6jwF3xA2S5sSyEAOoP90KgMj9MAAMO7AkB4BYEkGSuRMFCemQ50TBkkvUwldpe82BCoCdOnVyQjzLcFEDCoCff/65BDDfwaW/Ow+4rcYAqSp08Qygi+Q4JFoB8LPPPlMArNiwreiC8fvBgweb7gUjqQnhV8iKg3fzFwxgNgYMRJYxBtxavb8CYOfOnR1SE4txSwMKgDiQyOiC8x9aRgBw27nbhEDV0aNHm86CDx48SOvXrxc7IDExMSKAwVcxAzAQWQaAW6r1k9Vh75oBdAsb5+QqAH7yyScSwAKHlwsA4QGPHDkiQuvNJiE4GQtplHgOR6QZJ23l1lwzAAORZQC4uWpfWRXGmAygc6C4JUkB8OOPP5YAFjyyQgJoVG4GYCCNNAMwEFkGgJuq/EUB8IknnghEDD+bBxpQAPzoo48kgIWOrswBoM4BqZELXqGNlftIFcIDM4B5QFSAVSoAfvjhhwqAlRq1E10wDpVEfoVZNEwgQaRWPKDV4FaEfZVZ9W/aUOnPCoBPPvlkgOrgx0OtAQXADz74QAJY+NgqAoCX8pUUWW44gtdsLziQIFIrAFoJbgX0ALD58Um0vuLzUn9IfGcAQ41T4PUpAOKsZ2MWHH58tQDwTEaUCDKFoZs2bep3Ky6QIFJ/AFoNbkWbkICOU1zhAddV+JMC4FNPPRW4RviNkGogRziWsdcbcWKNABBdMIJLcbC42SQkkCBSKx7QX3CrAV+JEiWkB/ytfG+pPJzaz1txIWXJVmUKgDhaDceaicDT079R+Wx7wboEpCLW7+jRoyJKGz8RqRPz639pbakHETg4oBxHuuEsa18FV02MHTuW3njjDeXqCFtatPkSbh+YOHGiWOj3alEAhBKQGYewK4TAh/KyF8By/sIlSk1N82uLYsWiqXDB/JSecp2i7yVTROSDu0VuR5Sl85ev0blz58SZMP7WIPE8AHz77bfFc126dAk5hIAPJ0kgf3n48If5zF4DUQEQd3hgY9+f53BDQdi6+9d7v9LZ5EqUv4D/A4s6tX6Eure+K07rx9AAKaBGfjG6XZzKgJ9mBQBi1o8zbzDLDyWEBnx9+/YVd6wwgP+31rJly8S1CyiLFy8Wl8rgqgYkB2FrDamOu3btEpDi2A1suWHCgC4Re7/YfcAz6BIRTIoJDXJ7oXC8g31iGBrdJjLd8B6exdhy0PitFFWqgag7rnIEdW1fko6eSaUqseH03uRzkqcmtSKoV+ItefsSAk/tXMdgAAjjQ0aoIMwKHz6KAcxyXWvWtEzs6WISgIw05NciXH/UqFGEy2wAHXYfGjduLGbGffr0EcBiLxnrhdg7HjhwIOGoDywIY5YKyAA3Dg1CuD6irOG9AGRm5n16ccJOCWCtKhHUKaE44R7Za0kZNGXxZQlg41oR9MdW1yWAmMzYOYYtK4CiCw8BhNnhYwCzRUTDAxr3tSEXGOMpLMGgi8SAHwcUIU8Dg3wYDDNjwIVncRopgMNh5ghCwE1JuLzG8J7oFsVBkiVKiCUdeFR4QchNSblFw9/cR1ExDzxg9QrhBAhPnb9DZUoVpBWbkh4CGBdBf4i/IAHExCghIcGsx83x99kBdBvC3OBjALMBiFyO7du3K0GnWGeDx0J3aVYwgwakgC7Q8su2aNp9wvyywm7ti1FczIPLcy5cuEC9evWyNObL3p7cAHQLQl/wMYC53BeMCwcRiYJwplDOgjGGhEc0KxhLom3YFkTXC49qp/gC0GkI/cHHAOYC4Nq1a0W3i223UJa09Pz085INlH7X/zJMh8R4Kl0yUng/LJrD49op/gB0CkIz+BjAbABihosxVSg9H4yAZZSXxq8kio6nsHwPLkX0VVrUj6JeianirzERwqFF8IaBFjMAg4XQCnwMYDYAcccHUi9RkKCEgg19TE7Q3WHTH0spODQIieoIucdkBLNbrMlhxosUTizdYEaNkwkQ0YKbjtatWycWfZs1a0a4kw4X2eB+YtwBEhlZhF7418NlGNT7nyGVadL8i9QxoThduZFOM5ddFe3BMkzP9ilyEoLxpp2jeK0AaBdCq/AxgNkAxPFscXFxwtCbN28W8GCMNWDAAHEv8Ouvv06AFLNZrBFiERfjNmxpIaUT/yEh/d1336Vx48YREt3RlWMpBwbHrBiTGsC7ZcsWMWNG8jgiV4ZM3C2XYXp1jqF9x25TYrNiAr4wCpNLMViG6ZFwVVmGsXMUr1UAA4UwEPgYwGwA4lBxY1cBkMHzYVsOSyjwXoARi8iYLcMTwgNi5otDzOH1cMIqblPC7wFzz549CSFaWCvEJAPLNQAUa4Z4DnWJW83DwmjEm/vlMgwM06pRNB06mUoNahShTXuS6XZapviH0Tgugro0PS8AxNmBgNrf0W2+uuZAALQKYaDwMYDZAMSJBoAQ0GUtGGNhAdlXwfbX+fPnxV+bPetLxpnkSnQz1XfwgPFetXL3KTzjoPgj6nz++YcxgIGMAwMF0AxCO/AxgLnMgjGwx2QEM2FdC7wf/kFgjGl3wmQHQF8Q2oWPAcwFQF2hc7pddgHMDiG8MKJaEFhgp/BecJa9YDsK/L2+EwyABoQYyyL4wi587AHZAwYVCoXLuVGCubqCPSB7wDx14gwgA8gA5qEGcoTk52FbQlp1sGNApxrLHpA9oFMs2ZLDADKAtsBx6iUGkAF0iiVbchhABtAWOE69xAAygE6xZEsOA8gA2gLHqZcYQAbQKZZsyWEAGUBb4Dj1EgPIADrFki05DCADaAscp15iABlAp1hS5ECtQ4YMESkHyItBAn1ut0wxgAygKwBCKM7W6d+/vwAQasZRbMgCxP/jJwoD6FEA8dnI2sMhSm4WJPojozB7QTAE0glw8BM8pVP35rn5LW7I9mw0jBvKzE3msGHDhCc0CvKYkcuCQ52ee+65HAlgoWqXLvUwgC5aAvAhhRXJ/kjIRzI+Tg6zm0jlYlPzTDQD6JLqkSuCvOru3bvbOr3LpWZpJ5YB1M4k3moQA+gte2v3tQygdibxVoMYQG/ZW7uvZQC1M4m3GsQAesve2n0tA6idSbzVIAbQW/bW7msZQO1M4q0GMYDesrd2X8sAamcSbzWIAfSWvbX7WgZQO5N4q0EMoLfsrd3XMoDamcRbDWIAvWVv7b6WAdTOJN5qEAPoLXtr97UMoHYm8VaDGEBv2Vu7r2UAtTOJtxrEAHrL3tp9LQOonUm81SAG0Fv21u5rGUDtTOKtBjGA3rK3dl/LAGpnEm81iAH0lr21+1oGUDuTeKtBDKC37K3d1zKA2pnEWw1iAL1lb+2+lgHUziTeahAD6C17a/e1DKB2JvFWgxhAb9lbu69lALUzibcaxAB6y97afS0DqJ1JvNUgBtBb9tbua/8HxM5oLxN/J+4AAAAASUVORK5CYII=</thumbnail><stage 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