<snapdata remixID="9087937"><project name="M4L4-Graphing App DD" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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9ZcAAcSWQFIMWKqboPE4ivYv1+qFZY2BXu9/gH5wYKWy/w1wbT8zdyqE/gI2Gb0n3lq2FOK9deE4S2sLWuZsK3sDIBw49g/KnMFhCSZAA05wcykt4QQSY8DZ+wHjGrj5+wftmFTzAWwJ1944sI5K9VMAH4HQH4FT2DWwuCMFMnNHQOgT4dqfGGko/z75BGjAye8xFSaVQHJWQc+B6DthyL2SZfZtQIyB1j9HsXBaYO201DvQGAUh7oaTPyawuMMFat5+E2T6XodrrwvAq0tOJoksARpwZFvDwkggJQSkeg19fdtjcfdrgypuyR2JJrEzli+/HYsDPNDAavsiRNO26Fs+A8XuR+pGW6onIPR34BQerFtOJookARpwJNvCokggLQSOykDOXwbXzqRFcWn1uhDrwbW/kRrNFDooARowLwwSIIHGEbBy46D1s3DtjzauiDpnNlv3gsj8CK49uc6ZmS5iBGjAEWsIyyGBsgkk4R2wmd0JQvw0dWYk1RI0NWWxYPYrZfebAxNHgAacuJZSUGoIJGEVtJk9BEJ8Ca59SGr65gs11W9h6HvhFG5JlW6KXY0ADZgXBAnElUASDNjKfREedkMx/8W4tqGquqU6BdB7wC38X1XzOSkRBGjAiWgjRaSSQBIMWKoLAT0GbuFbqeqhLB0CMQOuPS5VuimWd8C8BkggEQSSYMBm9noYohuOfX0ielKJCFPNg2EcC2fu7EqmcWxyCPAOODm9pJK0EUiCAcvc76BxG4r536WtfZDqOkC8CDd/Zeq0U3CJAA2YFwIJxJVAElZBS/U04J0Lt+vpuLah6rqlOgzQX4JbOKjqGJwYawI04Fi3j8WTQMwJmKqIDPbHIrsYcyWVlz9x4oboHb0Em4xeD7NmLa88AGfEnQANOO4dZP0kEGcCUr2L90ZvjldmvRtnGVXXLtVjAKbDtf9SdQxOjC0BGnBsW8fCSSDmBLZRH8IoFOHaH4q5kurLl+pbgNgEbv7r1QfhzLgSoAHHtXOsmwTi/g54fHYStPg9HHtSaptpqd3hiRtQzO+QWgYpFk4DTnHzKT3mBOK+Clq2TwW8i+DaU2PeidrKl7l/QWAHOPmXawvE2XEjQAOOW8dYLwmsIBB3AzbVsRD6k3ALn011U2XuDkDfD9e+KdUcUiieBpzCplNyQgjE3YAtdTY8jEPRPjshHalOhlQnQ+NjKNrHVxeAs+JKgAYc186xbhKIuwHL7HRAvAHXnp7qZo5XJjw8DdfeMtUcUiieBpzCplNyQgjE3oBzNwN9D8PtujkhHalehlQFaH0CioW/Vx+EM+NGgAYct46xXhL44B3wJ0r/Y7FwXyyhSPUQDD0diwoPxbL+IIuWuR9B61dQtK8IMixjRZsADTja/WF1JJBcAlLZ0DgWRdtOrsgylVm5Q6H1GXDt/1fmDA5LAAEacAKaSAkkEEsCUr0B0TQJzux/xbL+IIveavJ6WHfZO+j773pYvPj9IEMzVnQJ0ICj2xtWRgLJJdDaOhpLM+/AtUcnV2SFyqR6BFr/ILavFCqUy+E8DYnXAAnEl0Ccd8IyW7eByDwF194mvg0IuHIrez4gtoBjnxVwZIaLKAHeAUe0MSyLBEYkEOdV0M25XZHR18G1dxlRZ1oGtLTvAsP7GVw7lxbJaddJA077FUD98SUQZwO21KegcSJc+1PxbUAIlUv1OrzeXdAz74UQojNkxAjQgCPWEJZDAmUTiLMBS3UKgB3h2v6f/K0gYKlbAf0InMIvCCX5BGjAye8xFSaVQJwN2K/dEAYc++KktqcqXWb2RAixP1z72Krmc1KsCNCAY9UuFksCqxCIswFLdSO0noNi4Ub2dBUCLZO2hdE0E649llyST4AGnPweU2FSCcR5FbRU9wC4Ca7t/8nfqgSkmgvPOBk9c2cSTLIJ0ICT3V+qI4FoErCyzwLGV+Hk/xbNAhtYlal+AEO/AafwvQZWwdR1IEADrgNkpiABEliDgFQvwGv6GHpmc7XvmheH/2RDiLPh2vvxukk2ARpwsvtLdSQQTQJSLYV4byM4ztJoFtjAqpqb10Fmw3fx3ugN8MqsdxtYCVOHTIAGHDJghieB0AjE9R3whAmbo3fMAhTtzUJjE/fAlnoQED+Gk7837lJY/9AEaMC8OkggrgTiugpa5rKAvgOunY0r+tDrNtU3IMRWcPNfDT0XEzSMAA24YeiZmARqJBBXAzbV/hA4D669f40EkjvdzO4EIfxV4vyPlOR2GTTgBDeX0hJOIK4GbGWPhycORNE+LuEdqk2eVK/AwF5YZBdrC8TZUSVAA45qZ1gXCYxEIK4GLHPnANgCbt7/k7+hCJjqFgg8AdfuJKRkEqABJ7OvVJUGAnE1YFNdDaFfgVu4Og1tqlqjVCcA4iC4+WOqjsGJkSZAA450e1gcCQxDIK6roP0DBzz8GUX7VvZ3GAJWblxpu07X3pyckkmABpzMvlIVCUSXgMw+ChjfgZt/NLpFRqQyMzsbhjgNjv1MRCpiGQESoAEHCJOhSIAEyiAgVTeEdyScru4yRqd7iMxdBej/wLW/nW4QyVRPA05mX6mKBKJLQKo3sdSTeLlrSXSLjEhlMncQoP1PtqZEpCKWESABGnCAMBmKBOpKII7vgMftvi7GvLMErr1uXVnFNdnkyaPw1rJ30bRsUyxY8N+4ymDdgxOgAfPKIIG4EojjKuiJuRb06kfh2i1xxV73umX2fkDcyKMb604+9IQ04NARMwEJhEQgjgYss3sA4mq49u4hUUleWJn9OrRoRtE+PXni0q2IBpzu/lN9nAnE0YDN7OEQ4ji49uFxRl/X2q32HeB5t6FoT6prXiYLnQANOHTETEACIRGIowFbudMALwuncFpIVJIZVqqXAW8K3C4nmQLTqYoGnM6+U3USCMTRgKW6DBq9KNqXJaEFddMg1U3Q+m8oFm6sW04mCp0ADTh0xExAAiERiOMqaJntBMRzcO2OkKgkM2z/ARaHomgflUyB6VRFA05n36maBBpDwMr9EUAHnLz/J3/lEpi4w1bo7S3AtTctdwrHRZ8ADTj6PWKFJJAcAlL9Hdo7FcWu55Ijqk5KSuyMM1Gc+1SdMjJNyARowCEDZngSIIFVCJQWE+nd4RZeIpcKCUh1BbR+F8XCpRXO5PCIEqABR7QxLIsERiQQy3fAqhdbb7YOZszoHVEfB6xOwMoeAC2+Bdf+GNEkgwANOBl9pIo0EojbKuiW7FgYIg/XHpvGdgWgOQOp3kVfZiwWz3krgHgM0WACNOAGN4DpSaBqArEz4LZ2GMbNcO32qjWnfaJU90GLX6CY/13aUSRBPw04CV2khnQSiJsBW+0HwvPORtE+MJ0NC0C1pc4GtMWNTAJgGYEQNOAINIElkEBVBOJmwFKdAOipcAv/V5VeTgJaSk8R7oRrTySO+BOgAce/h1SQVgJxM2BTnQcDm8Cxz0trywLRLdUL8MQB6MkvCCQegzSMAA24YeiZmARqJBC3VdAyew20sRjF/DU1Kk/3dEv9AhB/h5O/Id0g4q+eBhz/HlIBCcSDgFS/AcTdcPN3xKPgiFZpqmMhxBFw80dEtEKWVSYBGnCZoDiMBEigRgKmehyGvhhOYUaNkdI9vfQ5FxbCLWycbhDxV08Djn8PqYAE4kFAqgWlAwX47rL2fkk1Ewa+jkX2E7UHY4RGEaABN4o885JArQRi9w5YvQ09emsUZ/2nVumpn2+qy2FgGRz74tSziDEAGnCMm8fSU04gTqugW1s3wPuZ11C0N0h514KRb+b2g9CXwbX3DCYgozSCAA24EdSZkwSCIBAnA5ZtFmDcD9e2gpDOGEBpW8ql3ji83LWEPOJJgAYcz76xahIA4mTALbm9YXiXwy3sxdYFRMDM/RGGdwucwp0BRWSYOhOgAdcZONORQGAE4mTAljoKHo5G0T4qMP1pD2TmvgqhW+Hap6QdRVz104Dj2jnWTQJxMmCZPQMQE+DaZ7BxARGQuSyg7+Fj/YB4NiAMDbgB0JmSBAIhEKdV0GbuexD4H9z8dwPRziD9BKTqgfA+Aaerm0jiR4AGHL+esWISiB+B0vaJ+ik4hV/Er/gIVyyznQDycAvXRbhKljYEARowLw0SSAIBS70MjfUh9BlwCr+OnCSp/gyNH6No/zlytcW5IJk7BtDHwLUPi7OMtNZOA05r56k7WQSkegtaeFindxt0d78TOXFmdjYM4yQ4+ecjV1ucC7J2+DB0bxGuvWGcZaS1dhpwWjtP3fEnsOo7YFO9AwH/8e7mcO1jIydOqlexbNlkvLTglcjVFveCpHoG8L4Jt+uxuEtJW/004LR1nHqTQ2DFKmjP+ykymblw7bGQ6hFoPIiifUWEhApI5cG1DQA6QnUloxSZ/U5JiFv4VjIEpUcFDTg9vabSpBFYYcCG8QDg/QhOYVeMVyY8zATEcXDz90dC8tYTt8Lo0X+Ha28ViXqSVoRsmwoY34Nr7540aUnXQwNOeoepL7kEVhgwjIUQ+jC49mdKYmX204C4Fr29u+CFea82HICV2xFa/wyuvWPDa0lqAf4rCKOpBc7sfyVVYhJ10YCT2FVqSgeBlXfAWAaIjeHY560UbuUugdY7wbUPaTgMUx0MgdPh2gc3vJakFiDVPYC4A27+jqRKTKIuGnASu0pN6SCwwoCF2Aoa82HgeTj24yvFS/UQgEkQ+nk4hUMbBsXKngiIveDYJzashqQnLu00hhzcwslJl5okfTTgJHWTWtJFYMUqaIivQKAHwN6AXgKBDjiFW7Bd24FYbtwPoR+CUzigYXBk7gIA68HN+3/yFwaB8dlJ0OI+OLYZRnjGDIcADTgcroxKAvUjILML4RmfRE9+wcD732kAWgF0QotmCP0qXPvC+hW0RiaprgP0Qu7WFHIHpHIAcRjcfCHkTAwfEAEacEAgGYYEGkZAqmUQ720Ix1m6yuPnyQB8I/YfSS6DwFQ49jMNqdHK3gWI38Cxf9uQ/GlJKtVPoUU3ivkfpUVy3HXSgOPeQdafbgJm6zYQmb/CtccNCqJ/p6SHAb01gJnQRieK+d/VFZrMPQUP56Mn/2Rd86YtWenIR308ig1835825jXqpQHXCJDTSaBhBErvgEUWQh8Ct7D3kHXItj0B4yYIfSkgToaHLWCgA+uJDuTz/wu9/tKjUe8guF1O6LnSnGBc26YYY7wM114vzRjipJ0GHKdusVYSWJWAvwpaiHZo/A9F+/hh4cjs/YBxG9z8zWhRH4PAyRA4vLRgC15nqMfZSfU/jOkbG8k9qpN2RUn1NLS4CMX8I0mTlkQ9NOAkdpWa0kGgZMDYBxBPj7jIysodCuhvwrF3WwmnZdK2MDLTSnfFwFOA6Ah89yxz8sYQy16H1pejWLg0HY1poEpLXQoPo1G0z29gFUxdJgEacJmgOIwEIkeg/w74UxD6x2WdsyvVc9D6EhQL962hxd+r2Tdhf9GW/+uEa3cEsm+zqb4P4CwY+BecId5TRw5sjAvyn24YuAquvUuMVaSmdBpwalpNoYkjUNqIwzgBAifBzT86oj6pTgBw9LA7UsncQYCeBmj/nXIHvL4O9Mx7YcTYgw2YMqUJL/27CIHjV9sgpKpgnFQ2Aan+A09PQE/h9bLncGBDCNCAG4KdSUkgAAL9d8BnwsBkLLKLZUU0VREGPjfiJ0lWWytgnAyNadD4PTQ60WM/UVaOFYP8U3qE2BKOfVJF8zi4NgJS+f36HYr2rbUF4uywCdCAwybM+CQQFoGWtk/CMO6t6Jg/mf0atNh+xEVbK2oem1sf6+tppUVbwBsQ2t9l69cjSjLbJ0B4XdB9EsXuF0cczwHBEbBypwF6J279GRzSsCLRgMMiy7gkEDYBKysB8VBF2w82N6+DzIavQRu7oDh3YUUlmu2HQ/RNA4zt+ldPZzqHPH3HUrdCYx5cu/+sWv7qR6AlNxGGfhCuvW39kjJTNQRowNVQ4xwSiAIBM7cfhHcB3MK+FZVj5r4H4a0Pt/DViuatGGxmd4IQK3bZ8hdrdcC1Z62MZbUdCLFmKvMAACAASURBVC2ug1uYUFV8TqqdQGl7Un0Uerrm1h6MEcIiQAMOiyzjkkDYBKzsSYDYs+JHjRPaP4o+bzFGLf8I5s//d9VlytwW/Vtd+ou20A3oDriFuyHVX6FxPd9BVk229olW7gZAvIf/6ivwev6ftQdkhDAI0IDDoMqYJFAPAjJ7O7ToQ9E+ruJ0Ut0IjVdQtC+reO5gE6zs8f0LtoQFiP/g/VE74pVZ7wYSm0EqJ2C2PQFh+CvZX+Sj6Mrx1WsGDbhepJmHBIImYKq5ENqFWzi84tAt2RwM4b8n3DKQ7339AraavB7WW/YSPPwdwJ6lR9MZ3YlFhXkV18cJtRMorYbWz6FYuLz2YIwQBgEacBhUGZME6kFAqheg8QiKVR50b6rfwsAMOPb1gZQr1RUANoZrfwnN2zfD8KZBlL4pfhwi0wFn7gOB5GGQ8giYk8ZDNM2DMNrhzO0qbxJH1ZMADbietJmLBIIkILNvQ4tOFO2vVRXWyk6BFjfAtf2zg2v7We1t0N5z6O2VeGHeq6sEM1bZZcsbWLDVWVsyzi6bgKXOhsa+cO1Dyp7DgXUjQAOuG2omIoEACfifExkbvQN4365pj2WZfXTgiMLba6pOqjuhMQtF278LHvwn1ccHtrvcA9Cd0F4HvxGuiXp5k6WaAeC2ge1Fy5vDUXUhQAOuC2YmIYGACTSr7dCk/XN2r6vJgM3cERDemcMeZzhS6Wb2EAhxBVy7baShpb8v3S33nQz4nzKJu6BFB4pznyprLgdVTmB8bld4+gH09k5a4+lE5bE4I1ACNOBAcTIYCdSJQGnPZnwP2rtwkMMVKivCUnMAfS6cwoOVTRwY7R/yIPSVcAp3VjS/tXUDLMv4W136//j7Fnfw06WKCJY/WGa/Cxhbw81/vvxJHBk2ARpw2IQZnwTCIGBmTy2dBewveKr1J5X/He/BcO3DKg4ls2cA4sCa3zG25I6E0P4ZxRNK210ayzqxcOEbFdfDCUMTkMqGEJfCyd9FTNEgQAOORh9YBQlURsBfcazxJoq2f9xf7T+pXgJw2Go7Wo0Utf+sXxfa+ziKXc+NNLysvzfbdu7fZUucWDoWUYgOOPnny5rLQcMT8N/B+xukGO9NguMsJa7GE6ABN74HrIAEKicg1W8A7264XXdUPnmQGaY6DwYmVLSrlql+AIFRcO0zAqlh1SAt2bEwxIozigsDq6fvCTxP2gLK3E8Abyncwplpkx5FvTTgKHaFNZHASASkmgmBO+DpBTW/A/ZzWdZG0Ou+hl7RhhfyPSOlx/jW7eFlHkdmqQz9UbHMfR7w/LviTaB1J5Zt2IGXn3lvxBo5YG0CEyduiN7R8wFxfFlnSJNhqARowKHiZXASCImAVP+Ep38FgXdqWgW9ankyd2Xpf3Xz54xYtVR3Q+BJOPYPRhwb1AD/u2UI/4ziQ6HRUVo93ZNfEFT41MSx1OegcRZce6fUaI6oUBpwRBvDskhgSAL+Xczy0a8Cut8wi4VLA6Hl716V6euCeG9LOM7bQ8aU2U9DiIvh2NsHkrfSIBNzLVheOgBiGgz9WOnxdLUruCvNnZTx/isMja7A9gJPCpc666AB1xk405FAzQRMpSBwG7TuX80alAH7sSz1C3hYOOziLv+zJa0vLZ181NhfBmZ2GkTpXXHvwIKtnzW2pJhk7/+PrXkw+nbHou45Mak6cWXSgBPXUgpKPAErd2jpGEDP8w89CNaApZoM4B649taDcuzf2nBvuPanI8XZVAdDwL8r3q20err/aER/ZTd/QxHwPyHT4hAU7QMJqTEEaMCN4c6sJFA9AZn9CiDGQ+v+72SDvAP240n1BwD3rbV14YTJm6NvqQvD2yeyd00yl/3gjGJ9Z78Rdz1dPeyEz5TqIQB/gGv/OOFKIymPBhzJtrAoEhiGgKV+COCl0grofgO+L1BeVvYAQExf6x2vVNdBYzmK9tmB5gsjWGm17yh/5bR/V/wKNPxDK24LI1WsY1q5HaH1k9B9k7gvd/07SQOuP3NmJIHaCPgrkLVxC4pzf19boGFmy+yT0MY1KOZ/VxpV2iDD+Av0aInirP+EljeMwJY6qv+RPazSgq1lXgde7loSRqpYxjSzl0AYE+HmPxvL+mNcNA04xs1j6SklYOZmw8BJoe4QJXPHAPpkuPZ+JcpS/QnQD8AtXBdb6i3tu0D0+Yu2Tigt2ILohDN3dmz1BFm4VLOgcTWfEgQJdeRYNOCRGXEECUSLgFRvYalnhn4XJ1U34H0ZQnwYWpwD1945WiCqrKa59SMwMtMg4K+ezkP4nzHZ/nvv9P5MtT8EfokxfZPQ3f1OekHUVzkNuL68mY0EaiOw3XabYfmoRXDtTWFmP1EKFvQ74BUVWurL8DAFAq3Q+hsoFv5UW/ERnC1z/weUvineqHRGcd87HVi8+P0IVhp+SVJdC60zKBa+HH4yZvAJ0IB5HZBAnAhY6ixofRm0eBjQ/d9vBr0KelUeUi2HxtvI6M9jUcCLvaLEXbZNBQz/jvgQQPTvslWcuzBKJYZeS3PzOshsMB8icwqcuQ+Eno8JaMC8BkggVgSs3A3Q+BS0nlknA/bf/W4BA5cm2oBXXATjlTlwPrF/V/wwPN2JnoL/qU46flb2aGhxAVy7PR2CG6uSd8CN5c/sJFAZAUvNA3AiHPsZmNmLQ78Drqy65IyeMqUJLy7xTfhkGN6yge0uf54cgcMoMdWvIdAD174wFXobKJIG3ED4TE0CFRHoXyjz/ZWb6NOAK8JX9WD/XXvpjGLsUlqwVVo9nX+56nhRnzih/aPo8+ZBe/sFds5z1DU3qD4acIPAMy0JVExAql9Ci7ko5q8pzaUBV4ywpgn9e3D774lPAXD7wHaXf60pZlQnm9kvQYjPwLWnRrXEJNRFA05CF6kh+QRaWzfA0sybEE1bwZn9rwEDDncVdPKpVqfQnLwxxFLfiKcBhn8n3AE3f0d1wSI8S6o/Q+AhOLa/8xp/IRCgAYcAlSFJIHACpTsSYwrc/DGBx2bA6gn0L1ryH083l7a77EUHXrTfrD5ghGb23/HPgtCT4BTcCFWWmFJowIlpJYUkmoC/NaQwpsPJ/zHROuMqbnxuV2g9DRqfh9Yd8LxOLE7AMX8ydwGEtwOcwpFxbU2U66YBR7k7rI0EfALjW7eHZ9wDt9BMIBEnsO2kLZHxd9kq3RXPHjij+N6IVz18eab6G4T4Cdz8r2KtI4LF04Aj2BSWRAKrEZC5KwFvKdzCt1b7v4e9ExbbUBsBqU7of0+MDUrvicV7nXCcpbUFbcBsS+0Djd9gOSYl5vF6AzAOlpIGHJFGsAwSGJKAVK/C0PtiUcH/BviDH1dBx+Oikbl9+41YH1Ta7lL3daA4b1E8ih+o0lRXQ2BDuLb/HxT8BUSABhwQSIYhgVAItOSOhKG/BNfef634NOBQkIcWVLZZA9td+ib2YP92l/lHQssXaOCjMpDz50OIs7kOITiwNODgWDISCQRPoHT2L+5F0f4lDTh4vA2JOHnyKPxnmb9gyzfid6F1J4qFXzSklkqSyuynAfFduHZrJdM4dmgCNGBeHSQQVQJWbhw8PR/r9G2K7m5/O8TVf7wDjmrnyq/LzB5SejwtxE6lBVuZTAcWzH6l/AB1HulvBiPwOhz7vDpnTmQ6GnAi20pRiSBgqm9AwIRr+zsvrf2jASeizSURLdlcaeW0KN0V3zpwRvEzkRMoc1tA63kQ3qFwu56OXH0xK4gGHLOGsdwUEZDKhidOQ0/+ySEMmDthJe1yaN5+E2S8kwfOKH5xYLvL30RKppU9CRpfgFvYK1J1xbAYGnAMm8aSU0DAyk4BxDVw7O1ToJYSByMgs58BSt8TbwOgE32ZDiye81YkYEn1BwBPw7WnR6KemBZBA45p41h2wgnIbCdgLISbvzLhSilvJAJWbrfSHbHGcdDoKO201VPIjzQt1L9vVtshg3nIYBIW2vNDzZXg4DTgBDeX0mJKoLl5HWQ2XIJlTRZeivCCnJjijW3ZE3fYCsv7pkH4Zqz/DsPwj0Vs3NakUp0LYE+49qdiy7TBhdOAG9wApieBtQj0v2M7GG7hiGHpcCes9F48pvrCwIKt9UoLtjYe3YFZs5bXHUj/HuW/gpP/Wd1zJyAhDTgBTaSEhBGQ6jFAXwu3cPcIBnxx6e+LhUsTRoByyiVg5vYr3REDB5S2u4TXCbfLKXd6zeNkdg9o8UcIMQlu/p81x0tZABpwyhpOuREnYLW3QXsPwLXHjVgpP0MaEVFqBpiTxkNkTu5ftCXuHzij+NG66LfU96ExFq79hbrkS1ASGnCCmkkpCSBgqsshYMC1vzGiGhrwiIhSN6C1dTSWZvw7Yv+fd0pnFA+2i1rQYCy1HJ7OwNBnw+m6JujwSY1HA05qZ6krngSkehGePqSsVa404Hj2uF5VW7lPloxY6x1LK6f7+jrwwrxXQ0kvlb9K+zwUbTOU+AkNSgNOaGMpK4YELPUpeDgbRXufsqqnAZeFKfWDWtra+3fZKu20dTMg/NXTfwuci6lugUAPXPuiwGMnNCANOKGNpawYEpDqTgAPwbU7y6qeq6DLwsRBAwS2UR/CKJwMwN/atAdCd8Ap+NdcMD+zdRuIzAJ4eteynuAEkzXWUWjAsW4fi08MgZbsWBjiBbw3elO8MuvdxOiikGgSkLljAM9/TzwOMDqgR3WiOOs/NRdrqbPhiako5v3H3/yNQIAGzEuEBKJAQGa/BiFa4dgnRaEc1pASAv5nRBD+XfFnS9td+jttFW27JvVS/RUQP4Wb/1VNcVIwmQacgiZTYgwISPU8IL4ON1+fT0digIQl1pHAhPaPwvNWnFE8c+CM4j9VVYFsmwoYt+AdMRGv5/9XVYyUTKIBp6TRlBlhArJtz9JjQNduq6hKvgOuCBcHl0nAyp5Yek/sGaNhoBPjNu3AjBm9Zc7uH2Zmr4fAcriFMyual7LBNOCUNZxyI0jAyt0AeC/BKVxeUXVcBV0RLg6ukICp9h/Y7tL/swPQnXAKbllRzMkbQyxbCG0cgeLcp8qak8JBNOAUNp2So0TgqAzk/Deh+7Iodr9YUWU04IpwcXCVBMz2Cf3bXZb+ua//jOKux0aMZuW+CE8fX/ZndSMGTN4AGnDyekpFcSIgc/8H6MOrOlGGBhynTse/VssaA72Ov9Wlv3r6bUB0jLjQSmb9bTHvg1u4Lv4AgldAAw6eKSOSQPkETPUgDP2zqr7HpAGXz5kjgyXgbxqjS9td5krbXXp9HVjc/dpaSaycvwvXDPT2TgxtF65gldU1Gg24rriZjARWIdCSmwhDPwHXHlsVFxpwVdg4KUAC41u3hzam9f+Dm6BFB3rmzlwtg7+/uYGxcGx/cRd/qxCgAfNyIIFGEZDqMmisj6L9tapK4CroqrBxUggExrVtitFG/yEQBvzjEDvh2L8dyCQg1UJofBVF+88hZI9tSBpwbFvHwmNPQCoXQhwFJ/987LVQAAmsIGDmPjtwRvFWpQVb4v1OYN0D4elvoljYgaA+IEAD5tVAAo0g4N+9CvFNuPaejUjPnCQQOoHS9+2l84mPHthlayKEeAJu/ruh545JAhpwTBrFMhNGQKrbIMRTcPI3JEwZ5ZDA6gSs3Dho/xMmcSqgNy9t8uHaHcQE0IB5FZBAvQlst91mWD7qn9CjN61pA3y+A65355ivVgIy9ztATwWweGC7S9+I+2oNG9f5NOC4do51x5eAzH4FMHaCm/98TSK4CromfJzcIAJSzQLE/dB6AoB9AXRglOjAgnxPgypqWFoacMPQM3FqCVjZZwFcCKfwYE0MaMA14ePkBhGw2g+E9m6Au9lEtCyRpQVbAv4/9w5sdzmjQZXVPS0NuO7ImTDVBFrad4Hh3QLXnlgzBxpwzQgZoEEEZLYTEEvg2t8oVdDcvA4yGwzssqXf6j+cJH9zg6qrW1oacN1QMxEJAJDqWmi8gaJ9Wc08aMA1I2SABhGQuS0AvQDaOwDFrudWq0Kqw0rfEwPZ0uppT3egp/D6iJW2bH8BmrxNIN6/BgsX/mPE8REYQAOOQBNYQooImOrfMPQuZZ8qMxwaGnCKLpwESrVypwH6MDj2AYOqs9p36F89rU8B9M+hdcdaZr1i4sQdtkJf7wvQMKD1PSgWjogDMRpwHLrEGpNBwFTHQuA4uPbBgQjiKuhAMDJIAwnI3KOAvmPYz5L8rwZ6m6ZBC3+7y4XQohM9+bvWuGu+D1rPhDCeBPSVEJiP5b1fj/r+0zTgBl57TJ0yAlLdB41bUbRvS5lyyiWBwQlYandocS+W9k3Ey11LRsTU/x+x/uPpj5TOKB7d14H3m74JobeDax++cr5U3wZwOoQ4B07+ZyPGbdAAGnCDwDNtygiMVyY0noNjb5Yy5ZRLAsMTMNXVEGI9uPlTy0Zltu81cEbxZwC8B3ifgNv19Grz+839SkD/E0KfE8hrn7ILLG8gDbg8ThxFArURMNVFENgcrv2V2gJxNgkkjEBpBfSGC6DFiSjmHylbXf9pYn+Hxj0QOBCAb8AdcO2/rG7EuW9C64sAfU7UziWmAZfdbQ4kgRoISLUAfeLzWJz3vwEO5sd3wMFwZJTGE7CyxwHidDj2bmUXI9UTELgbjv3D0hypTh5YPW0MGHEnAK/0d/6xiV7mSgC9gDgHbr5Qdp4QB9KAQ4TL0CRQImBlD4AW34Fr7xIoEa6CDhQngzWYgFT3APopuIWrRqxEqusAvRHcwv+tNbb07xtOAYyPQfufMRkdWDxncf+/i+osaPjxz4drTx8xT8gDaMAhA2Z4EoDM/grALLiFawOlQQMOFCeDNZiA1d4G7c1GX2bCSsMcrCQrdxKgz8Dovl3Q3b1syKqb1XYwSgu2/H/ugVE6o/hx+I+uhXclhNgI2jtnyE+b6oCDBlwHyEyRYgKWtRH0ekswatlYzJ//70BJ0IADxclgESDgX9OGmADH/tyg1ZjZnSDETGhv17KNc6vJ62Gd5dMGzih+A0J3wincAjP7JUBcVfpsqVi4tBHqacCNoM6c6SFg5k6D0HvBtY8NXDQNOHCkDBgBAlLZgL4IbuHu1aqZPHkU3lw+Ewaur/rTIpn9dP8ZxWgFRAeE+DO0dx6EbkafOAc99hP1JEADridt5kofAamehtbfQ7FwX+DiacCBI2XACBCwcofC01egaE9arRqpboLGOyjap9dcpVSTBx5N+2bcCS1egfC+DCF+Dsc+r+b4ZQagAZcJisNIoGICVm5HePouFG2z4rnlTOAq6HIocUwcCcjczYB+Aa59Yal8U50FoQ+HW9g7UDkTJmwObx1/h61pgFcEhO+Jm0EY58CZ+0CguQYJRgMOmzDjp5dAaYMBvLvy/4mklwSVk0BlBGR2a0AsgKd3g5HZDPD+gD7sgsX2/MoCVTDa/xTK3+4S8DfNWR8Qt2Od3jOHXehVQfjBhtKAawTI6SQwJAGpXoMn9kFPfgEpkQAJVEjAv+sFDoKABPQFcAu/qTBCdcNbcnvDgL9248jSI+/+99HXVRds+Fk04DCoMiYJWNmjAfHFIU96ISESIIGRCUi1HBoZ6L6r0NN97sgTAhzRMmlbGE3+Vpa+EWsY4i44tr/1ZWA/GnBgKBmIBFYhINUfAPF7uHn/G+BwfnwHHA5XRo0OgbG5LbCZ+Ci6585uYFGj0NqeDaMGGnADu8rUCSVgtm4DkSnA3WxTYEZvaCq5Cjo0tAxMAvUgQAOuB2XmSBcBK3s+tLFNRae7VEOIBlwNNc4hgcgQoAFHphUsJDEEpCoA3ilrHY8WtEAacNBEGY8E6kqABlxX3EyWeAKyfSrgXQ3X3jF0rTTg0BEzAQmESYAGHCZdxk4fAVP9HEJ3wy1cHbp4GnDoiJmABMIkQAMOky5jp4uAv+n7usuWoK+vGYu7XwtdPFdBh46YCUggTAI04DDpMna6CPgHgmscgKJ9VLqEUy0JkEA1BGjA1VDjHBIYjIBUMyDwQzj2HwiIBEiABEYiQAMeiRD/ngTKIWAqBYH74NrblDOcY0iABEiABsxrgASCICDVFdDwULTPDyJcWTH4DrgsTBxEAlElQAOOamdYV7wISPUyIA6Cmy/UrXCugq4baiYigTAI0IDDoMqY6SIgs58GxFfg2lPrKpwGXFfcTEYCQROgAQdNlPHSR8DKvgEt3sAmo3fErFnv1g0ADbhuqJmIBMIgQAMOgypjpoeAlT0JwA/hYS4+NOZAGnB6Wk+lJFArARpwrQQ5P70EpJoMYCa8vt3R0z2z7iB4B1x35ExIAkESoAEHSZOx0kNgypQmvPRv33R/AtfubIhwroJuCHYmJYGgCNCAgyLJOOkiINUvofW7KBa+nC7hVEsCJBAUARpwUCQZJz0EzNyZEDgSbn6v9IimUhIggaAJ0ICDJsp4ySYg26YCxr0w9C5YVJiXbLFURwIkECYBGnCYdBk7WQS2UR/CKMwExIVw83c0XBzfATe8BSyABGohQAOuhR7npouAlb0LEIvg1HG7yeEIcxV0uq4/qk0cARpw4lpKQaEQkOpCAHvAtT8eSvxqgtKAq6HGOSQQGQI04Mi0goVEloCVOxRa34iMsTMWzv1HZOqkAUemFSyEBKohQAOuhhrnpIeA2boNROY5aH0iioX7IiWcBhypdrAYEqiUAA24UmIcny4CpnoAhngcTv57kRNOA45cS1gQCVRCgAZcCS2OTRcBmZ0OiG3h2p+JpHCugo5kW1gUCZRLgAZcLimOSy6B7doPwOgxi7B0+dKVIpf3nQ7hHQvxfg6O83ZyxVMZCZBAowjQgBtFnnmjQcDKvgQP4yBEL4B/rixKY0tAa2S8PbCo+9loFMsqSIAEkkSABpykblJLZQTGtW2KMcbL0Jl2FOcsqmwyR5MACZBAbQRowLXx4+w4EzDV5QA2RNE+PZYy+A44lm1j0SSwggANmNdCOgm0ZMfCEC+jLzMei+csjiUEroKOZdtYNAnQgHkNpJuAzF0FoTNw7LNiC4IG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color="243,118,29" hidden="true"/><watcher var="y-stepsize" style="normal" x="10" y="160.00000999999997" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Gr6 age-height-weight-gender stats" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>137.4</l><l>146.52</l><l>40.52</l><l>F</l></list></block><block s="reportNewList"><list><l>141.3</l><l>152.12</l><l>46.0</l><l>F</l></list></block><block s="reportNewList"><list><l>138.5</l><l>142.0</l><l>33.1</l><l>F</l></list></block><block s="reportNewList"><list><l>137.6</l><l>150.82</l><l>43.58</l><l>M</l></list></block><block s="reportNewList"><list><l>139.2</l><l>148.46</l><l>40.0</l><l>F</l></list></block><block s="reportNewList"><list><l>141.7</l><l>142.88</l><l>34.84</l><l>M</l></list></block><block s="reportNewList"><list><l>146.1</l><l>155.51</l><l>47.76</l><l>M</l></list></block><block s="reportNewList"><list><l>139.8</l><l>148.55</l><l>48.55</l><l>F</l></list></block><block s="reportNewList"><list><l>140.5</l><l>138.63</l><l>39.85</l><l>F</l></list></block><block s="reportNewList"><list><l>139.5</l><l>146.83</l><l>38.68</l><l>M</l></list></block><block s="reportNewList"><list><l>144.0</l><l>149.31</l><l>39.5</l><l>M</l></list></block><block s="reportNewList"><list><l>146.6</l><l>154.5</l><l>58.55</l><l>F</l></list></block><block s="reportNewList"><list><l>141.5</l><l>149.85</l><l>40.72</l><l>F</l></list></block><block s="reportNewList"><list><l>144.8</l><l>152.6</l><l>49.5</l><l>F</l></list></block><block s="reportNewList"><list><l>144.3</l><l>149.31</l><l>40.67</l><l>M</l></list></block><block s="reportNewList"><list><l>144.5</l><l>150.48</l><l>40.8</l><l>F</l></list></block><block s="reportNewList"><list><l>137.5</l><l>141.09</l><l>45.28</l><l>M</l></list></block><block s="reportNewList"><list><l>145.5</l><l>151.5</l><l>39.5</l><l>F</l></list></block><block s="reportNewList"><list><l>145.6</l><l>137.8</l><l>30.8</l><l>M</l></list></block><block s="reportNewList"><list><l>143.5</l><l>153.88</l><l>44.46</l><l>F</l></list></block><block s="reportNewList"><list><l>142.5</l><l>147.25</l><l>44.0</l><l>F</l></list></block><block s="reportNewList"><list><l>136.1</l><l>132.32</l><l>27.49</l><l>M</l></list></block><block s="reportNewList"><list><l>140.5</l><l>152.29</l><l>51.85</l><l>M</l></list></block><block s="reportNewList"><list><l>144.1</l><l>144.33</l><l>35.87</l><l>M</l></list></block><block s="reportNewList"><list><l>136.5</l><l>144.62</l><l>36.89</l><l>F</l></list></block><block s="reportNewList"><list><l>136.0</l><l>158.81</l><l>56.4</l><l>F</l></list></block><block s="reportNewList"><list><l>146.8</l><l>160.2</l><l>55.05</l><l>M</l></list></block></list><comment w="90" collapsed="false">27 sixth graders with age, height in cm, weight in kg, and 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