<snapdata remixID="9137920"><project name="kari lab 4.3" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAdh0lEQVR4Xu1dB3RURRf+3qYnBAgJIYRQQkd6AAGRH+mhSu9KEREBQaliQUXpoXdFOqFKEwRUFGnShUDooffeUkjb/3wT5+0mm7Ib09i8ew5nN8t7U+58d8pto+j1ej000jiQSRxQNABmEue1agUHNABqQMhUDmgAzFT2a5VrANQwkKkc0ACYqezXKtcAqGEgUzmgATBT2a9VrgFQw0CmckADYKayX6tcA6CGgUzlgAbATGW/VrkGQA0DmcoBDYCZyn6tcg2AGgYylQMaADOV/VrlGgA1DGQqBzQAZir7tco1AGoYyFQOaADMQPY/efIEp0+fho+PTwbWGlfV06dPcfnyZbRs2TLD606uQg2AGTQcjx49EiBQFCWDaky8mpMnT6JFixaZ2gbjygUAKZnBwcHIly9fhjcsNDQUt2/fhr+/f4p1R0dHY/v27bhw4UKKz6b1A6+//jpq1aqV6mJ/+eUXlClTRrx/8OBBTJkyBYcPH8Z3332HTZs2oXDhwuA4vPvuu2Kmunv3LsqXL489e/YgMDAQTZo0QVhYGBYtWoSAgABUrFgRDRs2tLg9z58/R4UKFSx+L71eUB49eqR//PgxdDpdetVhVrkpSeaVK1cyffYgnypVqmRWfxI+tGbNGlStWlX8bGNjg61bt+LMmTNwcnISvOfMyLIbN26M8+fP4+eff8aRI0dQsGBBtSgHBwcMHz4c06dPx8uXL/HJJ5+kqi1FixZN1Xvp8ZKydetWvZTMH3/8EatXr0afPn1AiSXD3N3dBUO4d+BzvXr1gq+vL3r37i2emzt3LkaNGoXq1asLiX3jjTdQp04d8W5sbKxgVLNmzYTU85nWrVtjxYoVaNOmjWC+pJQk888//0SRIkWS5MHMmTPx0UcfiQG7fv16evBKlMk9HPtjKa1atUoFoKXvpvXzxYsXT+siU12esnr1ar2UzIULF6JUqVK4ePEiXrx4IZbFS5cuiSXvq6++wo0bN3Dnzh0hwfy0tbXFiRMnUL9+faxbtw5jxozB/fv3MW3aNERERIASmytXLhBcZcuWFRI9ePBgMRDvv/++AIwkhicXK1YsyY6wHZL43IcffoguXbpg165deO211/D3338LgWAdlStXFksX27VkyRIMGTIEDx48SDWTjF/k8shyLaWVK1eqAHRycoSDnS0e3rtjaTEWPx8VGQXXPHkRFR2tvluiRAmLy0mvF5SVK1eqAGQlcpPMT85g/CQ4uEzwb34mFstu/Iwsg7/xuyyD5ct3jX+TnUtOMkNCQlQeuLm5IWfOnKI9pPDwcOTIkQNcpgsVKiTqYPnXrl3D999/j/79+yMqKipNeMg6UgNAzvpS0F+c2Q2vXd/glEc9eNZqD/diFdOkbbKQyPBQnNq9FXUvzBA/OVTriKsVeqt1cJLJKqQEBgaqAHR0pGTa4NH9e4RKurYxKioaOdw8wIOFpOQkMzMOHokxgABMzeZ/+fLlKgAfHd6MZ9fPoXSXL9Uqom5fwraBb8M2hUNyXu+CqD3vD3FopFBxNUqKb7euXUaFrd1hW6UdrlToo9ZVunTpdB1bSwpXli9frgIw9Nxe5N35Fc56/A9uNdoht2/anpaiI8Jwfu9W1A6ZI9roVKMLrpbrZZZkch8qKWjuAJSLCIadrS2OejbBzRxpK9GO0aHwu/cL8kVcg50N4DQqSF3CCcBGjRpZwmPx7LJly1QAPj6yGboCFeBZxNDuPd0qoYaHLcxR0uRfcRVBQUHw8vLCs2fPxDYnKbq35CNUKlsKl8u/rz4i9/wWdyIdXlCWLVumApCS+eL6aZTo/JW6FMfcvYZfh3eCTQozoruXN2pNjzvZUTK5PzQ+bVHdwr0gKTriBSpt62WRZJ47d07t/vVv68C7aGk49VyUrifjozs3o/H5AMR8dlLseUkEIE+qlhL3onIJfnpsCzxrtsU///yDevXqgafrIz384JfH1qxivZZfAbUGEoCurq5Jvhcc+B0al86DkLLvqc9wP55VSFm6dKkKQEqm4l0B+XwNkrm7WyXUdDePMd6BSUvm1atX4eLigrNnz8LDwwN5Ds5CpbKlzZZMAlvSrTFvAR1moWj5OLVGetLzhT1RaMhGoauUAKROzlJavHixCsBn/2yFR/XWQiCp/6OS+livqmYDMN+yyzh16hSqVasmlmLyNSkKXjkGTcq44+JrhpWmXLlyljY/3Z5XFi9erAJQSiYVpFxm0lIyeXqk7qtp06bihKw/vt4iyaT6Q9LtsXVR+Ot96Tr7ybpOrxiN2gOn49atWyoA2QdLiQpkOQM+P/4L8lR7O14RZ/rWQNmc5uliJQDlDGiszkrYrtMrx6JpWQ9cKNNT/S+qy7IKKYsWLVIBmFaSWbJkSaGyMZZMLl1Uy9y8eRPOzs7Qn9hgkWRS4iXdHV8fhb7amyE8DA4cgzoDp4p2yxmwefPmFtdNHasEYGjQdrhVjW+TzZ8/P3Lnzp1iuTExMUItZm5WvTOrCMC8OFequ1o2rShZhZSFCxeqADSWTKkmOd23BsqlgWQSgHny5AH3cgKYJzZaJJnc80i6N6EBfL7cnSE85Azy1qBpQqAkAFNjS12wYIEKwLCTO5DLLz6ID479EMXunYSDTcrd8u03EVe9KgojAYkrSlJ0ZtU4NC/vibMl31UfSa01J+WWWf6EsmDBAsMpODHJ9MwLVwe7FEumRi7kxm1QQiUZm/f++OMPoYzmvicyMhJKEAFovmTy1Cfp/sSG8P58V4ptSosHOIO8NWh6PACmxqOE+kg5A0YE/wbXSk3x3nvvCSsS94HB/d5Es4kr4Fy+NkK6+IqmF57+F64OqiO+Fxi9DjdHtRPfc9brjCs13kHevHnF37QRJ0VnV49Hiwr5cLp4N/URPz+/tGBNmpSh/PDDDyoAE5PMo5M/gc+1Q7A3Y3tib6uD75JzwnRH5hBs1C2SaEqTxL0LZ0BLJPP48ePq+w8DGsNr5B9pwoCUCuEMUu+TGUKpTeJM3qpVq5ReM/n/+fPnqwB8efp3uFTwF8JKUyW3JGf610azsYtwOyBOXeIzZhNscuQGFB2gs4FiawdFZ4PLffwEAC9X7wZPT0/xLK1WSdG5NRPQsqIXgot1VR+pUqWKxe1PrxeU+fPnqwCUkjlgwACMGDFC2FUpmZXdbFBo0g5cH5a4+iHfR9Nxd+Yg0ca8S0KEvVRukKmOIdFklhCAlkgmVRaSHk32h+eI39OLJ/HK5QySEIC0Z1tK8+bNUwEYeWYnnMo1Ameifv36Cbv6uY/qoNmkQDEDPt+9VoCMyumY0GfQR7+EY7FKiAg5LmZB/t+l17uq3kvUBSZF59dOwNuVvHGqaBf1ETkTW9qH9HhemTdvngpAKZnc4FKqqF+iZFI/VXjWfgHAgpO2I+bxPcRGRUD/MgJ2XoUB6KBzcsGVvtXgsfii0AVKAMplOCEAlaBNFknm0aNH1f4/mdoUeYf/lh78MCnz7JrxqPfxDFCNROIM2LZtW4vrnjNnjgrA6HN/wuG1BvHKCJ/WG55P4+pIiXL1/A4XPSsKHpPoxpU0ACeitV8BBBXppD5C17KsQsrcuXNVAErJrFmzprCfduvWTUhm88mroY96CecKtRET9gyKjR2ebl8Mt5Z98XjzPORu8QHCg/fh9oRecF90Qej6eKqjA6akv/76S/1Ov0PdyU0WSSadDCQ9ndYM7kN3ZAgPuYTVHzxTAE8CsF27uL2YJTR79mwVgDHnd8GudD1LXk/1sxfWTUKbKj44UbijWga9krIKKbNnz1YBmJhkhk3phXzPzXdvyvn9adBxQM6A0mHAFICbLZJM6iYlPZveHG6Dt2UID8+vnYgGQ2YJJ1EJwPbt21tcN93F5NKnv7gbtqXqWlxGal648NMktK1SEP8UNLSZE0xWIWXWrFkqABOTzFIlS+LJw/sIT+akxc5ERUZC5+gMmtwSo927DWqTuBlws0WSSX9CSS9mtkSuj7dmCA8vrCMAZwu3NAnAjh0Ns4m5jZgxY4bBHzBkD3Ql4k636U0XfwpAu2qFcMzHMGvTZzOrkDJjxgwVgIlJ5oGBjVHXAzDHGJfbvzsuVmwLb29v0b+HDx+q/eQASl0aT2G3ts+xSDIPHDiglhU66224Dvw5Q3jIGaTR0DliVpcA7NTJsJ8ytxH0YpYzoHJpL1Cstrmv/qfnQtZPRvvXC+NoAcO+9b+EFvynxiTysjJ9+nSDP+C/kkmPYqoI6IF8ZVgjtFq0G1H3b+D2uDhlprF+yrhMns7O+3VEgQIFxM90TjUmul5RwU0XIkslkw6nksJmt4LLgE1pzYtEy2M7Gw2LD8DOnTtbXPfUqVMNLvlX9iPWN/XxJclVPn78eGHyJNF9v2z0eXSo7ovD+Q0n99q1Mwb85jBJmTZtmgpAKZk8udIrmt4s14b7o9XSfYh+eAs6Rxc4la6GyBvnYedTEvqIMLy8dAJ2+Yqo+qmzldoLL+S+ffvGU0onbIylkrlv3z61iIi5beDcf6M5/fvPz4SsD0DDoXMEP+QM2LWrQadmbgUMQpIzoO3VvxFdOP32YRMnThRe4jQZXto4BZ1qFMUhL4Pu8n//+5+5zU7355QpU6aoALT5VzJp4qEOkMrfmyObwi9/LroyQx8dCZ2DM/T6WPG3dFpVFB1iw18I/dSZiu2EVzJJepDwO930d+yIO7kOGjQIJcODLZLMvXsNtt+X89rC8cP16c4cVkBBaTx8rhqJx9MwtQOW0uTJk1UA2l07gMiC1UGhqlu3rlDcJxfvYmldxs9f3jgVnd8ohoP5DM4PjNnJKqRMnjxZBWBikln4+RW8nP9xyu1VdHCbeQgnL15RvZylFUS+zJgROkMyIMlSyTQ+xER93x72H6xLuU2pfIIzBLcRjOO4tGGKAKB0iCUAGTppKU2aNEkFoMONQ3jp87pQVVE7wHACuW9muQwxSMzDhfE33MIYh1XSwYOOGgm9ojljM8ThyiYCsDj+zmuIBSboswopAQEBKgClZHLDT10R94I1SxbC7yO6pOiQyg7Z6BT4L9qHsyGX1BiMhCDkc1ziObNYIpnGapzoHzrA9v01Qln+008/oXt3g6dHWjKWsRPbJ/SF/4h5wolCLsGpqY/LolyCHW8exuMcRVG5ei0RG0zASbsu6+BhrUePHqD5jgcGWpbIMzodcF9N65L0aqaJc+jQoTBW1PPAx+0TVWDPt45H0zcqYr+HwfmBTrBZhZSJEyeqAJSSSR3e/v37hftU9Jx+ZjukslO56nfGqXKtRegmSdpQZYdpUaDx3VLJNLakxCzoCN17q8QswYHj7Gi8hNFJMzGvX7pUcQYzPgUySo/B4bTHGhPBR9CxnU0+/V4o1yUACQ5LiYcDCUDn20dx6NoL5PIuCs62xjHDLJf+epwVOduxvQQpZ0jOaHTmJSD5Sd3kW2+9JcBJZw8ST+uMGuSnb6GCqPpnf7hUa4O9eQw+jA0axLfCWNqXtHxemTBhgiEoiZLpWgyly1cWcbzCjDarD1rO24abozuhwBeBiH54G9FP7gqbpY2rG8KCdovvLy+fwq1x74p94MmyrVR3fGlBYKM5o8pA6yc/j0OzNyqYLZmSwSxHv7AzYrsvB8NIGW/LpdJ4BuEsQbd5ZhygY+2WLVvEkkrDv4ycY+gmv1MnuW3bNmGXlcTZheZEfu4Y3wf+I38Qf0sAMjbaUmJMiDSdudw5hlJBc/Fjru6oWC19dHKcLaN2Toe/00UR+rDHLc6LmzxIjT+jpf0193ll3LhxKgApmYevh8LNpzjefPNNIZlFtoxFyzlbAZ0CnUsuxIY+xc2vO6Dg+F8QG/oEOpfciHnxCPZeRdWT8IkyLYW08jAjLRicCXk44aePtxf8/hgA12qtzZbMnTt3Gvq0qAvu1BiMYlXrCOAw4sw4gwDdvcjksWPHihBKqn2++OIL0SfOdBQsgo+ezaNHjxYBQzLqjqdHzjDy02PbMOQb+ks8ANKNylKiUBw7dkzMau5hl1Fi/xiyNEMopuGnOBgbF4zO5T01ApReDRUxIcaSWSJoHpa49USZilXEXiN0XEezHVLZSNcGXXGiZDN1U8zNsHFMcXh4GGJ2z0dDm1PxJJMSm5yjJ2cxbglIuiXdkNvTGzff+ka4eZkTo8GZ8Ndff02Wj1y2uXxL8PnktEWhDT3wbNAB8TuJy3hqlmC+y8Am5nlh+RlNFADWP2zYsIyuOtn6lDt37uipbqFk5nlxCSUPjBWhgVHQIUavg2unybArZe6mNRYRW8cg/NgGAV4SI/MlKdDDXolRJT+mwXAc1Jc0SzKpyJX7OufAHqiUzxYxegVrQ8vgYKQhf0pacDeXEo7ersfgYxvnZ/d04N8qABlAlBpLSFq0yxrLENmxuCyuX78eZcqUho1NfKPbzRUTUfB6yg6pzDrm2y8Awc6FxSGDlPAAkpCBtLYwZQb1hTzJJUcM9SQIGc/ATbqx2iI9B4b1cpalixqtMV9//XV6VpftytbyA2a7Ic9aHdYAmLXGI9u1RgNgthvyrNVhDYBZazyyXWs0AGa7Ic9aHTYBII3uVMnY29tnSkvlyTgrBc5kCiOySaUmAKT9Uyp8k+LBvXv3REwq1Sy0diSXHCc1fKTqgyYyJqHUyLo5YAJAGXxD/RzzzjEelwZvApP2VmrTmeCQIKTJi3/T84IhnGvXrhXf0yL1A50PevY0JNSx7mHIvr0zAaBxKlzac2nC4SddtOh9QqUxnUvpTMm80LxOgHZYXr5CjxG6Kv3223+P2aWbFV3KNbJuDpgAULqeZ3a3CUBmZ9DIujmQ6CGEXeZsd2j6B4i6dASKkr75ollflW6fIbas4foDAnDkyJHWzX2td0j0EEK+KPpY2M5qiOfupeHSdQ7s/vVESWue3Qg5hzI7PoQ9onCzl2HpJgA/++yztK4uyfLonkVPEbrb03MmpYNYhjXMyisyAaD0/EVsDJx+aIHwPlvg4Bh3oQxPu6ubFUMVd1uklCwrV/7CcBy1Qb1KgXtFxkBI4l6Sfno8zDjYKnhjVz/c6GlwlyIAP//88wxlPx1b6QNJ4kmcblN0EaMfYWbf8ZahjMjAykwAqKbCjY3B46X94fXBIuHuzTiC2OgoPP24JnLamedJaTPVkE6Dp2Xpd8j+8a4PehnzQPPNl5+j0IqWuNZ9u9p1AvDLLw3XGGQUT7799lvhOJqQqBWgGxZjgploU6O04YAJAKXjJZfgu8s+gU/vuSI8kwmxX4aHIXRwLeQwE4DK5H/d+v91xpT57Nh0DiKjvHjVFz2X8y+oj6vvGvK9EIBM3pjR9M4775jk26OzLF346YjK9MMapR0HTAAoU+EqiMW9ZUPg03uOCPphIEtEeCjCBr9pNgARcEAssyQuucYA5AzI6C0CkHs97x8b4HI3Q74XAjCjfe8YTM+tAqPtqMtkn1NzJUPaDY/1l2QCQJkKVwc97i4fjAK9Zqtc4BIc82kdOKS0AaTbvIcPooevgZ1dXHpfApCRXJIYaE4PZy75jFLzWdQIl7puibcEf/PNNxk2AlTA02Wfd9hl9s2hGdbpLFCRCQC5LJIIwHvLByN/z1nxmlmkcCFcuxQSlx0hOVJ00NsknVvaOGUvA6ULLfFHSBdDwiHOgAwY0si6OWACQJkK10aBAKBXj5kqB5ydnBD8nh+Ku9qkfKWUTkH0mL/UCH8G8xhv3hMCsMiyprjQyZBwiABkvK5G1s0BEwDKE2AcAIcgst5QYQtmTG9UZAQiR9RF3vLVkaNmc8Q8uY/HG+IAapzFXbIs4rtdqqMCwwG575NkHGjO8ouuaI7zHQ0JhwhApvLQyLo5YAJAmeLBVqeIPaDnO9OwdOlSfPzxx3jy6CGiR9aDR/nqcK3dBvrw58hRoxleHNiKHLVawr5ACTxaMxkPlscBJ2z0H+K2JWbLomOB8aV6CQFYfGVLnOuwId4ekKdjjaybAyYAlIHktjYK7i8firzvTBUqCOrBbt24LgBorIZx7zQMD1dNSpRLod/sVF2qOIMaA9A41wuzNZVY9TbOtPspHgCZzkIj6+aACQAPHTokemxnoxNLsEe3KSoH6KTqvHgIYi4YEoYnxR7X7qNxq0hNNUklrSjG+VcSArDUmtY43daQ8YpL8IQJE6yb+1rvTG3BMhWuva0N7q8YgjxdJqtsos/fgQkDERZsyFaaFA898vug4sSN4noDefO68SHEON0aE/SUWdcWp1rHmcFIBCBTmmlk3RwwmQFlKlwJQLfOASoHHOxsEfZZA3jYm2eKc/sx7tYkmTGfDqySaHFhlgHOjMzvUnZ9e5xstToeAAMCDHVb9zBk396ZAJBp2UhxAByK3J0mqmnQ7ty6CeeVXyKnhyc83vlCZEl9tnMlnCvXgUuleiKdb4FRK0UmrYizh5F7wVmR9EcCMLlL9cpv7Iigt1fFAyCzimpk3RwwAaBMhcvZjgB88eZA4YpPT5bnT58gx+qvVADGhj3H9WGNRNLyxz/PR+SNi7DPXwQ2ufMJ9UyuH86I3MryYuXkLtWruLkzjrcIjAdApuLQyLo5YALAPXv2iB472NviwYqhcG1vOInq9LFwHt8KLrbmLcEJL60xvlSPBwxmc5epcCtv6Yp/mq+IB0B6ymhk3RwwAaA8nTra2+FB4DC4th8XjwNM3WuOsyb96XigSe5i5RUrVkBmnPfb2g1Hmy6LB0Be7qKRdXPABIBSQezkYI/7gUOh+H8uouBIvLb++OCmZjmkcpL0nH9CWFDkHtD47jjJVpZNJ9iq297FkSZL4wGQ11tpZN0cMAGgtNESgA8Ch+JqmW4i3Ro9VmbNmIE2T/cj97+HkKv94+66SMwMx9+d5wQJNYwEoHTBSgg+/v36jh447L8kHgBnzYrvCGHdQ5E9e2cCQJkK19nRAfpV/XC8TF+RWpcAnD9vDt6+vxtlpuxA5K0QxDx/DJ2DE6CPxfO9G+FYwg8vr51BbOhzcQjx/ekuqNiWAKQeUeaMlllImYf52P5dqHtkJA42WhQPgLziVCPr5oAJAH//Pe4iaAKwyLrO2FTwQ0Tb5xRmtKK+heG+YWw8NUzklWDocroJNcz9RaMQ8+Seegp2mXtSAE4CUF7dlTAP89Vt89HZ/jAONFwYD4B0VtXIujlgAkAZVO7i5CgA6GqvYHRYE9R4sw7cPb3gPqW9WQ6pZJvttCPCEVUCkN7GxnT/yhncDNqHAa5x5r+/G/yo/jcdWeklo5F1c8AEgLzVkQcDZ2cnlDs6EXa3g1QO0MHUZuRRXLtyNUWH1LBHd1Bq2wdmcy+6/lAc1JcSzzNYid43Glk/BxJNz0bPFwKRkWzGVMXPDwVWf2qeQyqAByM2i3BGOQOmtKfLnTu3uEeOaT40yh4c0PIDZo9xzrK91ACYZYcmezRMA2D2GOcs20sNgFl2aLJHwzQAZo9xzrK91ACYZYcmezRMA2D2GOcs20sNgFl2aLJHwzQAZo9xzrK91ACYZYcmezRMA2D2GOcs20sNgFl2aLJHwzQAZo9xzrK9TBKAzBHDy2iY1SC9iNd8NWvWLF7iyvSqSys3a3IgUQAyKTlvP7KUHB0dcXhmP0RePJji3SJVun4KffmWogrmJOzQoYOl1WnPWwEHTADIWN0iRYqkqms6BXCY0xieLmbk8AXUpOQM4UyL++VS1WjtpUzlgAkAFyxYgCpVqohGMS6XgerR0dFo06aNCCJn1By/r1+/HrxS1dvbW8xgvXv3BpNaeixugZxGSaSdei+HPvQJIlYOMOmocUZUpoDTKPtxwASATCYp44D5nSk5eG3Xs2fPwLhe/qPn8pMnT+Dr6ytuzGQm04MHD4qUbl7LW5sAkGwNX9DNhLvBbdaqvzHgXaPsx4FEE1Qml0QoORbZIBa+67vC1d6cJVjBP82Xi+JCQ0Ph7++f/biv9dg0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