<snapdata remixID="11248146"><project name="jdo-graph a function" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACANJREFUeF7t3WdPFEEYB/AHRUWJFSsqoGJvsYGdYscee0wsiS9MfMlrSYyfwY9gYiPYuxTBXgj23ruiohFFo2dmk8MD77i9vdl77n/zbEJiws7Ms//5ZblzZ3fjPB6PhwC3HTt20MqVKwErl5J9E4gTgAKCMwEByJm+jE0CUBCwJiAAWeOXwQWgGGBNQACyxi+DwwLcuXMnrVixQmYQPAEBCD6B6OXDAty1axctX74cPX/j64cFuHv3blq2bJnxE4geACzAPXv20NKlS9HzN75+WICFhYW0ZMkS4ycQPQBYgEVFRbR48WL0/I2vHxbg3r17adGiRcZPIHoAsAD37dtHCxcuRM/f+PphAe7fv58WLFhg/ASiBwAL8MCBAzR//nz0/I2vHxbgwYMHad68ecZPIHoAsAAPHTpEc+fORc/f+PphAR4+fJjy8vKMn0D0AGABHjlyhObMmYOev/H1wwI8evQozZ492/gJRA8AFuCxY8do1qxZ6PkbXz8swOPHj9PMmTONn0D0AGABnjhxgmbMmIGev/H1wwI8efIkTZ8+3fgJVAHcuHGDhg0bBpkFLMBTp07RtGnTIEPXWTT6I0pgARYXF1Nubq7OuYTrCx2fChwWYElJCeXk5MCh0VVwLOCDBlhaWkrZ2dm65hOqn1jBBw2wrKyMsrKyoODoKDaW8EEDPH36NE2dOlXHnML0EWv4oAGWl5fTlClTYPCEW2gs4oMGWFFRQZMnTw53XiHaxyo+aIBnzpyhSZMmQQAKp8hYxgcN8OzZszRx4sRw5jbq28Y6PmiA586dowkTJkQ9IqcFmoAPGuD58+dp/PjxTuc3qtuZgg8a4IULFygzMzOqITkpziR80AAvXrxIGRkZTuY4atsEw/f161dq27Yt+fv4YXd1UG1tLbVp04a+fPlC7dq1Y88C9lrwpUuXaNy4cewBhlvA79+/Sa3sUWf0zZs3W92p5VXqZ8iQITRixIj6ITZt2kTbtm0j71Ughe7t27fWvTEKZeO7BJ89e0YpKSn17d+/f2+NpV7ws337dlq9enW45YfdHhbg5cuXaezYsWEHEA0dFBQU0JYtWyguLs4q582bN6Tw9OzZ0/pRm/qPd4Vy48aNpK4CqcuQXqgKVOPbVN+9e0fXrl2zAHft2rX+MNVZVj3YU/U3fPhw6tSpE2sEsACvXLlCY8aMYQ1Px+AKRIsWLWjgwIFBF5WqVeDq8qP6AqYAqgUZnTt3tto/ePAg6H3SvmDVv9XGvZAVFuDVq1dp9OjROgyw9RHsM1+gwl68eEG9evVq8OtHjx5R37592Y7F6cCwACsrK2nUqFFOj5u9nVN87IVrLgAWYFVVFY0cOVJzHJHpTvD9yxkWoPcDdmTI6BtF8DXMEhbg9evXrW9xSJvg+3+2YAGi3Yoo+PyfKmAB3rx5k4YOHQpxAhR8gacJFuCtW7esKwXRvgm+pmcIFuDt27dp8ODBUe1P8AWfHliAd+7coUGDBgU/QqY9BJ+94GEB3r1717p8FY2b4LM/K7AA7927RwMGDLB/pBHaU/CFFjQswPv371P//v1DO1qX9xZ8oQcMC1Ct/khPTw/9iG22UG/jrK6uttba+a6pC9Rc8NkMttFusAAfPnxI/fr1c3bUNlqpFcMbNmygX79+kVrIuWrVKoqPj6e1a9dSQkJCgx4En41AA+wCCzASy4/UyuOtW7day+B9t+/fv9O6devI4/FYlwO519Q5n37+lrAAHz9+TH369HE1wUAA6+rqaM2aNfTy5UvKz893tYZY7xwW4JMnTygtLc21+Wn8J1jdP9G8eXNav369tQJZ/uzqiR4W4NOnTyk1NVVPCn56aepLiODTFzsswMZ3fOmLpOmeBJ/epGEBPn/+nHr37q03jSC9CT79ccMC9Hdjjv54/vUo+NxJFxag+gbqvWfWnWgEn9u5qv5hAb569YqSk5Ndz0jOfO5GDAvw9evX1KNHD1fTEXyuxmt1DgtQPb6ie/furiUk+FyLtkHHsADVQ3m6devmSkqCz5VY/XYKC1A9fMf3oTu6IhN8upK01w8sQLVCpUuXLvaO0uZegs9mUBp3gwX44cMH68lQujbBpyvJ0PqBBagWiyYlJYV2tAH2FnxaYnTUCSzAjx8/anm4ouBz5EZbI1iAnz59oo4dO4YVhOALKz4tjWEBfv78mTp06OA4BMHnODqtDWEB1tTUUPv27R2FIfgcxeZKI1iATl8zIPhcceS4U1iA3ndmhHLkgi+UtCKzLyzAb9++UWJiou2UBJ/tqCK6oxEABV9ETYU0GCxA7yungh2t4AuWEO/vYQGqm8Nbt27dZHqCjxeXndFhAf748eO/R2T4HrDgszP9/PvAAlRPJ2jVqpXfBAUfPyy7FcAC/PnzJ7Vs2fK/4xR8dqc+OvaDBaieWqUekSF/dqMDktMqYAGq9+yqZ7V4NznzOSXA2w4W4J8/f6hZs2ZWeoKPF1E4o8MCVM/mUy94FnzhTD9/W1iAcubjx6OjAmiAOgKQPngTEIC8+Rs/ugA0ngBvAAKQN3/jRxeAxhPgDUAA8uZv/OgC0HgCvAEIQN78jR9dABpPgDcAAcibv/GjC0DjCfAGIAB58zd+dAFoPAHeAAQgb/7Gjy4AjSfAG4AA5M3f+NEFoPEEeAMQgLz5Gz+6ADSeAG8AApA3f+NHF4DGE+ANQADy5m/86ALQeAK8AQhA3vyNH10AGk+ANwAByJu/8aMLQOMJ8AbwF/e0ZtWn5PrpAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="jdo-graph a function"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" id="5"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnXuwZldZp9fa5zvd6e6oSUEGptSoKOV4qwlGaiIItGiCjXT2uyt1RqMj1tRgWVNTzgxSzIwz6jSXSLgKCoIQFIEk6md/e+3vdOgQJtAh3ASaBAhyiUFyAyJCOoRcTp8+e0/tpAOdTrrPt6/r9nz/9B9Zl/d9fu/J0+vkdEcrPhBYkMB55523Y/v27XcYY05dcAvLBiQgInvq440xD/zKBwIQ8IuA9qtcqrVJYPfu3duXlpa+ZozZYbMO7n6QAAJmEiDgNwEE7Hd+o1aPgEfFvellCHhTRCyAgNMEELDT8bhV3MrKyrb19fWvG2O2u1VZnNUg4Dhzp+twCCDgcLIcvBMEPDjiRhcg4Ea4WAwB5wggYOcicbegnTt3nnL66affmef5NnerjKcyBBxP1nQaJgEEHGaug3SFgAfB2vpQBNwaHRsh4AQBBOxEDH4UsWvXrq1bt269yxhzih8Vh10lAg47X7oLnwACDj/j3jpEwL2h7OUgBNwLRg6BgDUCCNgaev8uXllZ2bK+vn63MWarf9WHVzECDi9TOoqLAAKOK+9O3SLgTvh634yAe0fKgRAYlQACHhW335edffbZy2eeeeY9eZ5v8buTMKpHwGHkSBfxEkDA8WbfuHME3BjZoBsQ8KB4ORwCgxNAwIMjDueCnTt3Tk477bT7jDHL4XTlbycI2N/sqBwCNQEEzBwsTAABL4xqlIUIeBTMXAKBwQgg4MHQhnfwysrK0vr6+poxZhJed/51hID9y4yKIXAsAQTMPCxMAAEvjGqUhQh4FMxcAoHBCCDgwdCGd/CePXuS66+/ft0YsxRed/51hID9y4yKIcALmBloSyDJsmw9z3ME3JZgj/sQcI8wOQoCFgjwArYA3eMrtYhsGGMSj3sIpnQEHEyUNBIpAQQcafAt20bALcENsQ0BD0GVMyEwHgEEPB7rIG4SkcoYw9w4kCYCdiAESoBABwL8i7QDvBi3ImB3UkfA7mRBJRBoQwABt6EW8R4E7E74CNidLKgEAm0IIOA21CLeIyLl0T+GVEWMwYnWEbATMVAEBFoTQMCt0cW5EQG7kzsCdicLKoFAGwIIuA21iPdkWbaR53n9P2MoI8bgROsI2IkYKAICrQkg4Nbo4txY/zngs846a3nPnj0I2PIIIGDLAXA9BDoSQMAdAca2XUSOLC8vb51Opxux9e5avwjYtUSoBwLNCCDgZryiX42A3RkBBOxOFlQCgTYEEHAbahHvEZH1Q4cObTtw4MCRiDE40ToCdiIGioBAawIIuDW6ODfWAr711lu3Hzx4cD1OAu50jYDdyYJKINCGAAJuQy3iPVmWHb7lllt2IGD7Q4CA7WdABRDoQgABd6EX4V4ROby8vHzqdDo9HGH7TrWMgJ2Kg2Ig0JgAAm6MLO4NIrK2vLz8XQjY/hwgYPsZUAEEuhBAwF3oRbi3FvDa2tp379+/fy3C9p1qGQE7FQfFQKAxAQTcGFncG0Tk/rW1te9BwPbnAAHbz4AKINCFAALuQi/CvbWADx06dNqBAwfuj7B9p1pGwE7FQTEQaEwAATdGFveGLMvuu/POO09HwPbnAAHbz4AKINCFAALuQi/CvQjYndARsDtZUAkE2hBAwG2oRbxHRO5dXl5+zHQ6vS9iDE60joCdiIEiINCaAAJujS7OjbWANzY2Hru6unpvnATc6RoBu5MFlUCgDQEE3IZaxHtE5J6NjY0zELD9IUDA9jOgAgh0IYCAu9CLcC8Cdid0BOxOFlQCgTYEEHAbahHvEZFv3XvvvY+76qqr7okYgxOtI2AnYqAICLQmgIBbo4tzYy3gQ4cOPf7AgQPfipOAO10jYHeyoBIItCGAgNtQi3iPiNy9vLz8r6fTKQK2PAcI2HIAXA+BjgQQcEeAsW1HwO4kjoDdyYJKINCGAAJuQy3iPSLyzbIsv3c+n98dMQYnWkfATsRAERBoTQABt0YX58ZawGtra9+3f//+b8ZJwJ2uEbA7WVAJBNoQQMBtqEW8R0Tu2rFjx/dfeumlCNjyHCBgywFwPQQ6EkDAHQHGth0Bu5M4AnYnCyqBQBsCCLgNtYj3iMih5eXlH5hOp3dFjMGJ1hGwEzFQBARaE0DArdHFubEWsFLqB40x9a98LBJAwBbhczUEeiCAgHuAGNMRInKnUuqHELD91BGw/QyoAAJdCCDgLvQi3Csi31BKPQEB2w8fAdvPgAog0IUAAu5CL8K9tYC3b9/+w5dddln9EuZjkQACtgifqyHQAwEE3APEmI7Isuzr27Zt+xEEbD91BGw/AyqAQBcCCLgLvQj31gKeTCZPnE6n9bei+VgkgIAtwudqCPRAAAH3ADGmI0TkX7TWP5rn+ddj6tvFXhGwi6lQEwQWJ4CAF2fFSqUUAnZnDBCwO1lQCQTaEEDAbahFvEdEvraxsfFjq6ur/xIxBidaR8BOxEAREGhNAAG3RhfnRgTsTu4I2J0sqAQCbQgg4DbUIt6TZdk/n3LKKT9++eWX8wK2PAcI2HIAXA+BjgQQcEeAsW2vBTyZTH5iOp1+LbbeXesXAbuWCPVAoBkBBNyMV/SrReSO5eXln0TA9kcBAdvPgAog0IUAAu5CL8K9tYC11j+V5/k/R9i+Uy0jYKfioBgINCaAgBsji3uDiHy1LMt/O5/P74ibhP3uEbD9DKgAAl0IIOAu9CLci4DdCR0Bu5MFlUCgDQEE3IZaxHuyLPvKZDJ50nQ6/WrEGJxoHQE7EQNFQKA1AQTcGl2cGxGwO7kjYHeyoBIItCGAgNtQi3hPlmVfnkwmP80L2P4QIGD7GVABBLoQQMBd6EW4V0S+nCTJ2bPZ7CsRtu9UywjYqTgoBgKNCSDgxsji3iAitydJ8jMI2P4cIGD7GVABBLoQQMBd6EW4txZwWZZPns/nX46wfadaRsBOxUExEGhMAAE3Rhb3hjRNb9vY2Ph3+/btuz1uEva7R8D2M6ACCHQhgIC70ItwLwJ2J3QE7E4WVAKBNgQQcBtqEe8RkVvX1tZ+dv/+/bdFjMGJ1hGwEzFQBARaE0DArdHFubEWcJIkPzubzRCw5RFAwJYD4HoIdCSAgDsCjG27iNySJMlTELD95BGw/QyOrWD37t3nLC0t3W+Mud6tyqjGVQII2NVkHK2rFnBVVU8tiuJWR0uMpiwE7E7UWZadq5R6+8bGxu75fP5xdyqjEpcJIGCX03GwNhG5uaqqn0PA9sNBwPYzqCs4Rr7Pnc/n73GjKqrwgQAC9iElh2pM0/TmLVu2PG06nd7iUFlRloKA7ceOfO1n4HMFCNjn9CzULiJfSpLkGbPZ7GYL13PlMQQQsN1xQL52+YdwOwIOIcURe0DAI8Le5CoEbC8L5GuPfUg3I+CQ0hyhFxH5J6XUzxtjvjTCdVxxEgII2M54IF873EO8FQGHmOqAPSHgAeE2PBoBNwTWw3Lk2wNEjvg2AQTMMDQigIAb4Rp0MQIeFO8jDke+4/KO4TYEHEPKPfaYpukXy7L8hdXV1fpb0XwsEkDA48FHvuOxjukmBBxT2j30ioB7gNjTEQi4J5CbHIN8x+Ec4y0IOMbUO/QsIjetr6+fe8UVV3yxwzFs7YEAAu4BIvIdHiI3nJAAAmY4GhGoBZwkybmz2QwBNyLX/2IE3D/TY0/k5TssX05XCgEzBY0IiMg/KqWeZYy5qdFGFvdOAAH3jvTbByLf4dhy8ncIIGCmoREBBNwI16CLEfAweJHvMFw59ZEEEDBT0YiAiNxYluWu+Xxev4T5WCSAgPuHj3z7Z8qJJyaAgJmORgTSNL1xy5Ytu6bTKQJuRK7/xQi4X6bIt1+enLY5AQS8OSNWHENARL6wtLT0y3v37r0RMHYJIOD++CPf/lhy0uIEEPDirFiplELA7owBAu4nC+TbD0dOaU4AATdnFvUOEfm81np3nudfiBqEA80j4O4hIN/uDDmhPQEE3J5dlDsRsDuxI+BuWSDfbvzY3Z0AAu7OMKoTRORzZVmm8/n881E17mCzCLh9KMi3PTt29kcAAffHMoqT0jT9XFVVCNiBtBFwuxCQbztu7OqfAALun2nQJ6Zp+tmyLLPV1dXPBd2oB80h4OYhId/mzNgxHAEEPBzbIE9GwO7EioCbZYF8m/Fi9fAEEPDwjIO6QUT+QWt9QZ7nnw2qMQ+bQcCLh4Z8F2fFyvEIIODxWAdxEwJ2J0YEvFgWyHcxTqwanwACHp+51zeKyGeqqlopiuIfvG4kgOIR8OYhIt/NGbHCHgEEbI+9lzenafoZpRQCdiA9BHzyEJCvA0NKCSclgIAZkEYE0jS9YTKZ/MrevXtrEfOxSAABnxg+8rU4mFy9MAEEvDAqFtYEELA7c4CAHz0L5OvOjFLJyQkgYCakEQER+bTW+sI8z29otJHFvRNAwI9Einx7HzMOHJAAAh4QbohHI2B3UkXAD88C+bozm1SyGAEEvBgnVh0lICKfqqrq14ui+DRQ7BJAwN/hj3ztziK3tyOAgNtxi3YXAnYnegT8YBbI152ZpJJmBBBwM17Rr07T9JNVVf3GfD7/VPQwLANAwMjX8ghyfUcCCLgjwNi2I2B3Eo9dwLx83ZlFKmlHAAG34xbtLhG5/siRI7+5b9++T0YLwZHGYxYw8nVkCCmjEwEE3AlffJtrAWutfzPPcwRsOf5YBYx8LQ8e1/dGAAH3hjKOg0TkOqXUfzTGXB9Hx+52GaOAka+780hlzQkg4ObMot6BgN2JPzYBI193Zo9K+iGAgPvhGM0paZp+YjKZ/Ke9e/fWL2E+FgnEJGCb8k3T9LlFUbxDKVU1iVtEzq6q6jB/Zr4JtbjWIuC48u7cLQLujLC3A2IRsE351mGlaXrjbbfd9uMHDx5cbxKeiPx+VVXfLIriT5rsY208BBBwPFn30qmIHEyS5Ldms9knejmQQ1oTCEnAO3fuPOWMM844TSl1eDqdfmNlZWWbUup7Dh8+/OQkSd68sbHx3Pl8/p7WsDbZmKbp/9ZaJ8aYlx6/9NEEfOGFFz72nnvuWZrP53fs2rVr66mnnnr62traPfP5/O6H9o8p4D179iTXXXfdLyVJ8gtlWR4siuKy4/vYtWvXd59yyimXaK1fP5vN3j8US85dnAACXpwVK5VSCNidMQhJwEd7+UOl1F3btm174n333Ve/Gi+squr+qqrOH1K+F1xwwZM2NjY+qJT6jDHmyZsJ+NnPfvbjt2zZ8iWl1CRJkp8ry/IXlVIvUUp9yBjz1K4CTtP0+5MkeWee589YdNpWVlbOXF9ff4PW+rFlWX6gKIoXHr9XRF6rtf7tqqr+lzHmdYuezbrhCCDg4dgGebKIfFwp9dvGmINBNuhRUyEJuMYuIn+mlPoRY8x5WZb916qqLi7LMt1EvjrLsqeXZbl8XHRrRVFcu0icIvLBqqrep7V+1iICPlrreUqp1aqqnqSUeprW+oXLy8tnTafTb3UV8AUXXPATGxsbVxhjfnCR+o9dk6bpRUqpLccLOMuyH6uqap/W+gNVVX0CATclO8x6BDwM12BPRcDuRBuggOtvQd9UVdVbtdbP11pneZ7vOxnx8847b8eOHTuuqKrqYQKuqmpty5Yt506n042T7ReR36iq6teSJLm4qqpXLSrg+sw0TV+htX6OUuoHlFJPP/43pU2/Bb179+5/kyTJE5RSP6S1flFVVc+t79mxY8eHL7vssjsXmbwTCVhErq6q6s1a63OVUp9GwIvQHH4NAh6ecVA3iMjHyrL8z/P5vH4J87FIIDQBHyO1F1ZVdUlRFL+1AF6dpumu41/ASZLcXxTFu0+2f/fu3duXlpZurKrq3CRJzqgFvLy8fM7x0j7RD2Gdf/75j0uS5CtVVR0oiuKZx9/VVMB1nlrrnVVVfZfW+qfqb2lX1QM/eP1yY8z+BVjUvyl4xAtYRC5QSr3AGPMUEblEKXXDUQE3+qnuRe5nTTMCCLgZr+hXI2B3RiA0AT/0085VVT1OKfVEY8xNm9GuJZokyUxrPTlu7dry8vL5J3sBp2n6rCRJ3lWW5c1a6+1KqcdorU2e5yvHnnUiAYvIFVrrtaqqnlpV1f8piqKW27c/TQX80Ma+vwUtIvUfofrlqqoOaa3/lVKq/m7BrxhjzGZ8+efDEkDAw/IN7vQsyz565MiR/7K6uvqx4JrzrKGQBHxUhm+rf9p5aWnpyvX19TP37dt3+5CR1D+9vHXr1p+s7yjLsv5p6+cvLy8/YzqdfnUzAYvI7yilfmdjY+OsyWTy9KqqjNb6Z/I8v+Ghva4I+DnPec73TiaTx9d1aa3rH3T7x8lk8nvT6fTwkHw5e3MCCHhzRqx4+O/qP7qxsYGAHZiKUAScZdkvlWV5SZIkH6+qqv5vqkv1X3qhtX5tnue/OzRqEal/oOrK2k9KqdcYY15wMgGnafqU+oeZtNZVVVX13rrm/661/kae54/pKuCVlZUthw8f/sWiKN61aO+7d+8+Z2lp6Zqjr9t6W/3fvs859r9LH30J/wel1JGqqn6avyBkUbrDrUPAw7EN8mQR+fv6d/7GmI8G2aBHTYUg4GPk+7w8z2sJOvfhL+JwLpJgCkLAwUQ5TiMIeBzOi9ziu4B9kG+dAwJeZBpZ04YAAm5DLeI9IvKRqqr+W1EU9UuYj0UCPgvYF/keFfANd91111kHDhw40iRuEfkfZVl+cz6fv6nJPtbGQwABx5N1L50i4F4w9nKIrwL2Sb69BMUhEDgBAQTMaDQikGXZh48cOfL81dXVjzTayOLeCfgoYOTb+xhwoMcEELDH4dkoHQHboP7od/omYOTrzuxQiRsEELAbOXhThYh8SGv9gjzPP+xN0YEW6pOAkW+gQ0hbnQgg4E744tuMgN3J3BcBI193ZoZK3CKAgN3Kw/lqjv6fY15YFMWHnC828AJ9EDDyDXwIaa8TAQTcCV98mxGwO5m7LmDk686sUImbBBCwm7k4W1WWZfVfwfc/Z7NZ/T8w52ORgMsCRr4WB4OrvSGAgL2Jyo1CEbAbOdRVuCpg5OvOjFCJ2wQQsNv5OFediFyrtf69PM8/4FxxkRXkooCRb2RDSLudCCDgTvji24yA3cncNQEjX3dmg0r8IICA/cjJmSpF5P1H/+fj1zpTVKSFuCRg5BvpENJ2JwIIuBO++DYjYHcyd0XAyNedmaASvwggYL/ysl5tlmXXaK3/YDabvd96MZEX4IKAkW/kQ0j7nQgg4E744tuMgN3J3LaAka87s0AlfhJAwH7mZq3qLMsOKKX+b57n11grgosfIGBTwMiXIYRAdwIIuDvDqE4QkQNaawTsQOq2BIx8HQifEoIggICDiHG8JkTkfUqpFxlj6pcwH4sEbAgY+VoMnKuDI4CAg4t02IYQ8LB8m5w+toCRb5N0WAuBzQkg4M0ZseIYAmmavldr/WJewPbHYkwBI1/7eVNBeAQQcHiZDtpRLeCqql4yn8/rb0XzsUhgLAEjX4shc3XQBBBw0PH235yIXF2W5UsRcP9sm544hoCRb9NUWA+BxQkg4MVZsfLBP/pytdb6ojzP3wsQuwSGFjDytZsvt4dPAAGHn3GvHYrI/9Na/xEC7hVrq8OGFDDybRUJmyDQiAACboSLxbWAlVIvM8ZcDQ27BIYSMPK1myu3x0MAAceTdS+dish7lFIXI+BecHY6ZAgBI99OkbAZAo0IIOBGuFicpmkt4JcXRVG/hPlYJNC3gJGvxTC5OkoCCDjK2Ns3LSJXVVX1CgTcnmFfO/sUMPLtKxXOgcDiBBDw4qxY+eBPQV9VluUr5/N5/RLmY5FAXwJGvhZD5OqoCSDgqONv3ryIvFtr/ao8zxFwc3y97uhDwMi310g4DAKNCCDgRrhYXAtYKfVqY8xV0LBLoKuAka/d/LgdAgiYGWhEQESuVEq9BgE3wjbI4i4CRr6DRMKhEGhEAAE3wsXiNE2vnEwmf7x37976JczHIoG2Aka+FkPjaggcQwABMw6NCKRpun8ymbwWATfCNsjiNgJGvoNEwaEQaEUAAbfCFu+mWsBJkrwuz/P6W9F8LBJoKmDkazEsrobAoxBAwIxFIwIi8i6l1J8aY/Y32sji3gk0ETDy7R0/B0KgMwEE3BlhXAcgYHfyXlTAyNedzKgEAscSQMDMQyMCInJFVVVvKIqifgnzsUhgEQEjX4sBcTUENiGAgBmRRgQQcCNcgy7eTMDId1D8HA6BzgQQcGeEcR2Qpum+paWlN85msyvi6ty9bk8mYOTrXl5UBIHjCSBgZqIRAQTcCNegi08kYOQ7KHYOh0BvBBBwbyjjOEhEVrXWf57n+b44Ona3y0cTMPJ1Ny8qgwAvYGagEwEE3Alfr5uPFzDy7RUvh0FgcAK8gAdHHNYFIjKvquotRVGshtWZf90cK2Dk619+VAwBBMwMNCKAgBvhGnTxQwLWWn+kLMtLkiR5Hn9D2aDIORwCvRJAwL3iDP+wWsD1v+zn8/k8/G7d7vCogJ9ZVdUTkK/bWVEdBB6NgH7od9HggcCCBH5VKfUJpdQXFlzPsuEIPEMptVMpda1S6r3DXcPJEIDAEAQQ8BBUwz7zV6uquk5r/fmw23S+u2cqpZ6mlDqglLrG+WopEAIQeAQBvgXNUDQiICJGa/2XeZ4XjTayuDcCD/3Aldb6i/XL1xizp7fDOQgCEBiNAAIeDXUYF9UCVkq9zRhT/8pnZALH/rRzVVXn1Ncj4JFD4DoI9EQAAfcEMpZjRCRXSv0VAh4/8eP/qNFmfxf0+BVyIwQg0IQAAm5Ci7Uqy7JZVVVvR8DjDsOj/TlfBDxuBtwGgb4JIOC+iQZ+Xi3gsizfURRF/RLmMwKBE/0lGwh4BPhcAYEBCSDgAeGGeHSWZXvLsnwnAh4n3ZP9DVcIeJwMuAUCQxFAwEORDfRcEdmrtb40z/NZoC0609Zmf70kAnYmKgqBQCsCCLgVtng3icjfaa0vQ8DDzsBm8q1vR8DDZsDpEBiaAAIemnBg59cCVkpdbozZG1hrzrSziHwRsDNxUQgEWhNAwK3Rxbkxy7JpVVV/jYCHyX9R+SLgYfhzKgTGJICAx6QdwF21gLXWfzObzeqXMJ8eCTSRLwLuETxHQcASAQRsCbyv12ZZ9rda679FwP0m2FS+CLhf/pwGARsEELAN6h7fWQtYKTXN83zqcRtOld5GvgjYqQgpBgKtCCDgVtji3SQif6O1/jsE3M8MtJUvAu6HP6dAwCYBBGyTvod31wJWSu01xtQvYT4dCHSRLwLuAJ6tEHCEAAJ2JAhfyhCRv1ZKzRBwt8S6yhcBd+PPbgi4QAABu5CCRzXUAk6SJJ/NZvVLmE8LAn3IFwG3AM8WCDhGAAE7Fojr5WRZdrnW2iDgdkn1JV8E3I4/uyDgEgEE7FIaHtRSC1gpVeR5Xn8rmk8DAn3KFwE3AM9SCDhKAAE7GoyrZYnIZUqpVWNMLWI+CxLoW74IeEHwLIOAwwQQsMPhuFgaAm6eyhDyRcDNc2AHBFwjgIBdS8TxekTk0qqqriiKon4J89mEwFDyRcCMHgT8J4CA/c9w1A4Q8OK4h5QvAl48B1ZCwFUCCNjVZBytK03Td1ZVtX8+n1/qaIlOlDW0fBGwEzFTBAQ6EUDAnfDFtxkBb575GPJFwJvnwAoIuE4AAbuekGP1icg7yrJ893w+f6djpTlRzljyRcBOxE0REOhEAAF3whff5lrASql3G2MQ8HHxjylfBBzf1x4dh0cAAYeX6aAdicjblVLvMcbUIuZzlMDY8kXAjB4E/CeAgP3PcNQOEPAjcduQLwIedey5DAKDEEDAg2AN99A0Tf9KKXV1URT1Szj6jy35IuDoRw8AARBAwAGEOGYLCPg7tG3KFwGPOfXcBYFhCCDgYbgGe6qIvK0sy/fN5/P6JRztx7Z8EXC0o0fjARFAwAGFOUYrtYC11u/L8zxaAbsgXwQ8xrRzBwSGJYCAh+Ub3Oki8pdKqWuMMW8LrrkFGnJFvgh4gbBYAgHHCSBgxwNyrbyYBeySfBGwa18Z1AOB5gQQcHNmUe+IVcCuyRcBR/1lSPOBEEDAgQQ5Vhtpmv5FkiTX5nlefys6io+L8kXAUYweTQZOAAEHHnDf7cUmYFfli4D7nmzOg8D4BBDw+My9vlFE3qq1/mCe53/hdSMLFO+yfBHwAgGyBAKOE0DAjgfkWnmxCNh1+SJg174yqAcCzQkg4ObMot4hIpcopT5sjHlrqCB8kC8CDnX66CsmAgg4prR76DV0AfsiXwTcwzBzBAQsE0DAlgPw7fo0Td+ytLT097PZrH4JB/XxSb4IOKjRo5lICSDgSINv23aoAvZNvgi47QSzDwLuEEDA7mThRSVpmr45SZKP5Xn+Fi8KXqBIH+WLgBcIliUQcJwAAnY8INfKC03AvsoXAbv2lUE9EGhOAAE3Zxb1DhH5c6XUQWPMm30H4bN8EbDv00f9EFAKATMFjQiEImDf5YuAG40tiyHgJAEE7GQs7haVZdmbyrK8riiK+iXs5ScE+SJgL0ePoiHwMAIImIFoRMB3AYciXwTcaGxZDAEnCSBgJ2Nxt6gsy964sbHxyfl8/iZ3q3z0ykKSLwL2bfqoFwKPJICAmYpGBNI0faPW+lPGmDc22mh5cWjyRcCWB4rrIdADAQTcA8SYjhCRP1NKfdonAYcoXwQc01cdvYZKAAGHmuxAffkm4FDli4AHGnCOhcCIBBDwiLBDuEpE3lBV1WeKoqhfwk5/QpYvAnZ69CgOAgsRQMALYWLRQwR8EXDo8kXAfE1CwH8CCNj/DEftIMuy15dl+dmiKN4w6sUNLotBvgi4wUCwFAKOEkDAjgbjalmuCzgW+SJgV79CqAsCixNAwIuzYqVSSkT+VCn1eWPM610DEpN8EbBr00c9EGhOAAE3Zxb1DlcFHJt8EXDUX4Y0HwgBBBxIkGO1ISJ/opS60RhTv4Sd+MQoXwTsxOhRBAQ6EUAqpvWzAAAJPklEQVTAnfDFt9k1AccqXwQc39ceHYdHAAGHl+mgHWVZ9rqyLG8qiqJ+CVv9xCxfBGx19LgcAr0QQMC9YIznEFcEHLt8EXA8X3N0Gi4BBBxutoN0JiKvVUr9kzHmdYNcsMChyPdBSCKyp/7VGPPAr3wgAAG/CCBgv/KyXq1tASPf74wAArb+5UABEOhEAAF3whffZhH5Y6XUzcaY+iU86gf5Phw3Ah51/LgMAr0TQMC9Iw37QFsCRr6PnCsEHPbXGt2FTwABh59xrx1mWfaasixvLYqifgmP8kG+j44ZAY8yflwCgcEIIODB0IZ58NgCRr4nniMEHObXGF3FQwABx5N1L52KyKvLsrx9Pp+/ppcDT3II8j05YQQ89ARyPgSGJYCAh+Ub3Om1gLXWt+d5PqiAke/mo4OAN2fECgi4TAABu5yOg7WJyKuUUl8xxrx6qPKQ72JkEfBinFgFAVcJIGBXk3G0rqEFjHwXDx4BL86KlRBwkQACdjEVh2tK0/SVSZLcked5/RLu9YN8m+FEwM14sRoCrhFAwK4l4ng9QwkY+TYPHgE3Z8YOCLhEAAG7lIYHtaRp+ookSb6W5/kr+yoX+bYjiYDbcWMXBFwhgIBdScKTOvoWMPJtHzwCbs+OnRBwgQACdiEFj2oQkZcrpb5ujHlF17KRbzeCCLgbP3ZDwDYBBGw7Ac/u70vAyLd78Ai4O0NOgIBNAgjYJn0P786y7OKyLO8siqJ+Cbf6IN9W2B6xCQH3w5FTIGCLAAK2Rd7Te9M0vThJkjvzPG8lYOTbX/AIuD+WnAQBGwQQsA3qHt+ZpunLkiS5K8/zi5u2gXybEjv5egTcL09Og8DYBBDw2MQ9v6+tgJFv/8Ej4P6ZciIExiSAgMekHcBdIvJHSqm7jTEvW7Qd5LsoqWbrEHAzXqyGgGsEELBriTheT1MBI9/hAkXAw7HlZAiMQQABj0E5oDuyLLuoLMt7iqKoX8In/SDfzQh1++cIuBs/dkPANgEEbDsBz+5P0/SipaWle2az2UkFjHyHDxYBD8+YGyAwJAEEPCTdAM9O0/SlSZLcl+f5RSdqD/mOEzwCHoczt0BgKAIIeCiygZ67mYCR73jBI+DxWHMTBIYggICHoBrwmSLyEqXUmjHmpce3iXzHDR4Bj8ub2yDQNwEE3DfRwM87kYCR7/jBI+DxmXMjBPokgID7pBnBWSLyYqXUujGmfgk/8EG+doJHwHa4cysE+iKAgPsiGck5559//osnk8n6bDZ7QMDI117wCNgee26GQB8EEHAfFCM6I03TFyVJspHn+YuRr93gEbBd/twOga4EEHBXgpHtf0jASqmPlmV5SZIkz8vz/MrIMDjRLgJ2IgaKgEBrAgi4Nbo4N9b/0tda/3xZlj+MfO3OAAK2y5/bIdCVAALuSjCy/Uf/pf+7Wut/z8vXbvgI2C5/bodAVwIIuCvByPanafq0JEmW8zx/b2StO9cuAnYuEgqCQCMCCLgRLhZDwB0CCNidLKgEAm0IIOA21NgDAQcIIGAHQqAECHQggIA7wGMrBGwSQMA26XM3BLoTQMDdGXICBKwQQMBWsHMpBHojgIB7Q8lBEBiXAAIelze3QaBvAgi4b6KcB4GRCCDgkUBzDQQGIoCABwLLsRAYmgACHpow50NgWAIIeFi+nA6BwQgg4MHQcjAERiGAgEfBzCUQ6J8AAu6fKSdCYEwCCHhM2twFgR4JIOAeYXIUBCwQQMAWoHMlBPoggID7oMgZELBHAAHbY8/NEOhEAAF3wsdmCFgngICtR0ABEGhHAAG348YuCLhCAAG7kgR1QKAhAQTcEBjLIeAYAQTsWCCUA4FFCSDgRUmxDgJuEkDAbuZCVRDYlAAC3hQRCyDgNAEE7HQ8FAeBExNAwEwHBPwmgID9zo/qIyaAgCMOn9aDIICAg4iRJmIkgIBjTJ2eQyKAgENKk16iIoCAo4qbZgMkgIADDJWW4iCAgOPImS7DJYCAw82WzgIngIADD5j2gieAgIOPmAZDJYCAQ02WvmIhgIBjSZo+gyOAgIOLlIYiI4CAIwucdsMhgIDDyZJO4iSAgOPMna4DIICAAwiRFqImgICjjp/mfSaAgH1Oj9ohoBQCZgog4CkBBOxpcJQNgaMEEDCjAAFPCSBgT4OjbAggYGYAAn4TQMB+50f1EOAFzAxAwFMCCNjT4CgbAryAmQEI+E0AAfudH9VDgBcwMwABTwkgYE+Do2wI8AJmBiDgNwEE7Hd+VA8BXsDMAAQ8JYCAPQ2OsiHAC5gZgIDfBBCw3/lRPQR4ATMDEPCUAAL2NDjKhgAvYGYAAn4TQMB+50f1EOAFzAxAwFMCCNjT4CgbAryAmQEI+E0AAfudH9VDgBcwMwABTwkgYE+Do2wI8AJmBiDgNwEE7Hd+VA8BXsDMAAQ8JYCAPQ2OsiHAC5gZgIDfBBCw3/lRPQR4ATMDEPCUAAL2NDjKhgAvYGYAAn4TQMB+50f1EOAFzAxAwFMCCNjT4CgbAryAmQEI+E0AAfudH9VDgBcwMwABTwkgYE+Do2wI8AJmBiDgNwEE7Hd+VA8BXsDMAAQ8JYCAPQ2OsiHAC5gZgIDfBBCw3/lRPQR4ATMDEPCUAAL2NDjKhgAvYGYAAn4TQMB+50f1EOAFzAxAwFMCCNjT4CgbAryAmQEI+E0AAfudH9VDgBcwMwABTwkgYE+Do2wI8AJmBiDgNwEE7Hd+VA8BXsDMAAQ8JYCAPQ2OsiHAC5gZgIDfBBCw3/lRPQR4ATMDEPCUAAL2NDjKhgAvYGYAAn4TQMB+50f1EOAFzAxAwFMCCNjT4CgbAryAmQEI+E0AAfudH9VDgBcwMwABTwkgYE+Do2wI8AJmBiDgNwEE7Hd+VA8BXsDMAAQ8JYCAPQ2OsiHAC5gZgIDfBBCw3/lRPQR4ATMDEPCUAAL2NDjKhgAvYGYAAn4TQMB+50f1EOAFzAxAwFMCCNjT4CgbAryAmQEI+E0AAfudH9VDgBcwMwABTwkgYE+Do2wI8AJmBiDgNwEE7Hd+VA8BXsDMAAQ8JYCAPQ2OsiHAC5gZgIDfBBCw3/lRPQR4ATMDEPCUAAL2NDjKhgAvYGYAAn4TQMB+50f1EOAFzAxAwFMCCNjT4CgbAryAmQEI+E0AAfudH9VD4P8DoyxrdTOMy0gAAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="24" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>Enter a value for k(between -6 and 6)</l></block><block s="doSetVar"><l>k</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Enter a value for r(between -20 and 20)</l></block><block s="doSetVar"><l>r</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>x values</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>y values</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>x</l><l>-100</l><l>100</l><script><block s="doAddToList"><block var="x"/><block var="x values"/></block></script></block><block s="doFor"><l>i</l><l>1</l><l>201</l><script><block s="doAddToList"><block s="reportSum"><block s="reportProduct"><block var="k"/><block s="reportMonadic"><l><option>abs</option></l><block s="reportListItem"><block var="i"/><block var="x values"/></block></block></block><block var="r"/></block><block var="y values"/></block></script></block><block s="gotoXY"><l>0</l><l>-200</l></block><block s="down"></block><block s="doFor"><l>i</l><l>-200</l><l>200</l><script><block s="gotoXY"><l>0</l><block var="i"/></block></script></block><block s="up"></block><block s="gotoXY"><l>-250</l><l>0</l></block><block s="down"></block><block s="doFor"><l>i</l><l>-250</l><l>250</l><script><block s="gotoXY"><block var="i"/><l>0</l></block></script></block><block s="up"></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="x values"/></block><block s="reportListItem"><l>1</l><block var="y values"/></block></block><block s="down"></block><block s="doFor"><l>point</l><l>2</l><l>201</l><script><block s="gotoXY"><block s="reportListItem"><block var="point"/><block var="x values"/></block><block s="reportListItem"><block var="point"/><block var="x values"/></block></block></script></block><block s="up"></block><block s="gotoXY"><l>50</l><l>50</l></block><block s="write"><block s="reportJoinWords"><list><l>Y = </l><block var="k"/><l>|X| + </l><block var="r"/></list></block><l>12</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script></scripts></sprite><watcher var="k" style="normal" x="21.146006944444252" y="21.146006944444473" color="243,118,29" hidden="true"/><watcher var="r" style="normal" x="21.146006944444252" y="65.55262575697905" color="243,118,29" hidden="true"/><watcher var="x values" style="normal" x="21.146006944444252" y="109.9592445695138" color="243,118,29" hidden="true"/><watcher var="y values" style="normal" x="21.146006944444252" y="154.3658633820488" color="243,118,29" hidden="true"/><watcher var="x" style="normal" x="48.79847756410231" y="48.79847756410257" color="243,118,29" hidden="true"/><watcher var="point" style="normal" x="48.79847756410231" y="151.27529020841348" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="k"><l>4</l></variable><variable name="r"><l>14</l></variable><variable name="x values"><list struct="atomic" id="151">-100,-99,-98,-97,-96,-95,-94,-93,-92,-91,-90,-89,-88,-87,-86,-85,-84,-83,-82,-81,-80,-79,-78,-77,-76,-75,-74,-73,-72,-71,-70,-69,-68,-67,-66,-65,-64,-63,-62,-61,-60,-59,-58,-57,-56,-55,-54,-53,-52,-51,-50,-49,-48,-47,-46,-45,-44,-43,-42,-41,-40,-39,-38,-37,-36,-35,-34,-33,-32,-31,-30,-29,-28,-27,-26,-25,-24,-23,-22,-21,-20,-19,-18,-17,-16,-15,-14,-13,-12,-11,-10,-9,-8,-7,-6,-5,-4,-3,-2,-1,0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72,73,74,75,76,77,78,79,80,81,82,83,84,85,86,87,88,89,90,91,92,93,94,95,96,97,98,99,100</list></variable><variable name="y values"><list struct="atomic" id="152">414,410,406,402,398,394,390,386,382,378,374,370,366,362,358,354,350,346,342,338,334,330,326,322,318,314,310,306,302,298,294,290,286,282,278,274,270,266,262,258,254,250,246,242,238,234,230,226,222,218,214,210,206,202,198,194,190,186,182,178,174,170,166,162,158,154,150,146,142,138,134,130,126,122,118,114,110,106,102,98,94,90,86,82,78,74,70,66,62,58,54,50,46,42,38,34,30,26,22,18,14,18,22,26,30,34,38,42,46,50,54,58,62,66,70,74,78,82,86,90,94,98,102,106,110,114,118,122,126,130,134,138,142,146,150,154,158,162,166,170,174,178,182,186,190,194,198,202,206,210,214,218,222,226,230,234,238,242,246,250,254,258,262,266,270,274,278,282,286,290,294,298,302,306,310,314,318,322,326,330,334,338,342,346,350,354,358,362,366,370,374,378,382,386,390,394,398,402,406,410,414</list></variable><variable name="x"><l>0</l></variable><variable name="point"><l>0</l></variable></variables></scene></scenes></project><media name="jdo-graph a function" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>