<snapdata remixID="9981699"><project name="6A.4 SwapValuesStoredTemplate" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAZiklEQVR4Xu2dCXRURdbH/71l3xdC2LdA2LcgmyzqiDoqirKDIBjAoIA6jvPNp+PojIqogCiMzAjILiI7yI4EQgiQsO+YkLAmQEISknQ6a8/5F75HekToDp3kpfvVOZyQznvVVXV/7966t27V05jNZjPUoo5AFY2AhgCePn0aNWrUgF6vr9RmlJaW4tq1a6hXrx48PDwq9bvVL1PGCGh27dplrl+/vmhNQUEBXF1d79qy7OxsENQWLVrAx8fHrq2/cuUKOnXqBIPBYNd61cqUPwKakydPmt3d3XHz5k2sXLkStWvXRoMGDZCUlCR+njlzRmhGX19fASCvHT16tN17duvWLbRt29bu9aoVKnsENElJSWIOWFJSgqVLlyI6OhqPPvoo0tLSEBwcjObNm8Pf3x9HjhzB9evXBYjDhg2ze69ogmvWrGn3etUKlT0CmsTERNkJuXDhgjCDYWFhSE5OFiY5KChIaMC8vDzw7wTSxcXF7r3y8vJCSEiI3etVK1T2CGjOnTsnA+jr44PUKxdRUlxc4a3WGQzw8PKVv8fb21vVgBU+6sr7As3Zs2cFgARg1597orN/PpIDu8DQpDvg6mnfFptyUPzLHjTOOgAPvyAUjNsoNCsLHZvymuCsrCxcvHhRzE8drTBSwH+0PI5YNGfOnBEAenq4I/eTrkiNGI+Gj92e49Ecp0Svgyk99b59r9W2C9wbtEB6erq4lnO6sqEVmnPCxrBj7sG16Jg0H8Y/JSAzM1MGMDQ09L7f878XXLp0CTdu3BBTBUctnJ+znz179nS4LmpOnTolAPTy9MCVz5+B97ilSE65IMItRcYcJL4/CG3Cw1B0/RKKrl/83QHQ+wZB8+Fm4cxotVoUFRVZzBWvXr0qgP7pp5/waO9eCN82EZo3fhbeNwudm1q1atk8wDExMWAYiWBPmjRJOEgEn15869at8fPPPws427dvj7179wqH6qmnnhLXazSaavOT42oymRxOE4owjDDBXp6ImTEBncdPxzvvvINZs2bhYMxONN7wEWqN+gDGo9EozkiDS92mMP1yCB4tu6HkVgYKU5ORfyIWWk9f4J/bhEAJYGFhoQWADDjzsxUrVqB///5w2/kZGkTNkwH08/MrF4CHDh1CYGCgAHf16tUisN23b18BIMNG9OQpuJycHBw8eBDUsh988IHNoCvhBloQKgZHKprjx48LAH28vbD7qzfQ+dXPMW/ePEycOFEA2GDha6g18m8wFxchZ+861Ij8BDCXIjdhG8yFBXBvFoG0Ga8JAM3/2IrExEQxPtRKZQPLNJNr1qwRsDz00ENw3TkVDaO+RUZGhriemokxSFvL4cOHxb0smzdvFtqOHjU/79Chg/DgqT0uX76MLl26iLhm165dhYdf3Up+fr7jacBjx45ZAPjQuM+EaSI8x/fHotHiCfAMbQCYzSi6cQmuDVsLzWcIqQ+NTgdDaCNkb1kgACz5YLPQfvxHrVN2aY9zQ/6+aNEi9OvXD267pqFR1Bx5zkiI6tSpYzMTZQHU6XSVvpxoc4NtuMGYlwddmeVRhwTw6NGjFgB2GjtFHiK9TgvfAytBwd6vlNYJx43AMHCQWAhwWQ3IOSA104EDBxAeHg733dN/A2DdunXv9zW/+TtNsKQBr+9ahLwds1DgGoCr/u3g7mlnL97m1tl+Q6EpH343TyK4KA31OzyC0uemCA3OwrF1OBN8+PBhAaCfrw92zZiEiDGfyqPGeWH81++h4Mx+EQqwtnQe/Tbym3aXL6dDQlBoHjkXY7jFffeXaBT1rfBgWWiaywsg548s56Y8h0Y1/ZHbdxqCgmvcfhBKCnEoeivy801WNV9vMOChp18Uwma7WRjeoVWorJKdnQXthvdRP+sQsifGydMFWhWHA/DQoUMWALYe8aFYcqO51Bflw23GSNTp+LBwNKwtrm0fQUa/d4Vny0JPd//+/fLtTZo0gUfMjN8AyKwYWwsdC2pAOj9nPvkjvF/4GPVaRogHht7whpHd0FmfCb3W+pr9hvwVGW3+KMcVi4uL4ebmZn0FdrjyUsp5tN44GjkTYoTzxuKQACYkJAgA/f18hQbsGDlZOBJMRLhw+jjCvn8DocP+DwUXTsGr0xPI3fcTAga+DeORnXBt0h6mMwfg1iwC6Ys+Qsj4qbj4pz/AtW1vpD//rtAgnOxTgxBAKfTRuHFjeO75SgBI2FmoHaWsHFvkl5CQIJtgAhg6fikSk5KEA0KTv39oC/R4/UOU3ExFYep5uNRsBOOpOHhGPA7j0V1g+Mgz4gnkHtgEc1EBjEei4f3im0jv8Lwcx2Q/2IfKDN3wAdLN7Q9d1DoLDdiyZUtbhkfx12ri4+MFgAH+foj+chLCh7wr5mn0GFOTzqLD1VgE9e6P7O2L4RnRB1o3D7jUbiK8YJQUC+fEbC6FRu8Cj7a9cOmdJwSA1/v+VcxdOA/kz7i4OAsN6BVLAOeIsAkLwyXlATA+Pl4G8Ozkp1Hr9WXCXBI+T09PxI9oiz6zNsFcaELBxdMoyc6A3j8ExTfT4FI/HLlxG+HR+mGYzsbDNaw9rn/ztgwgx4EeM52qytaAHBPzt/2hf3W1DCAfZocD8MCBAxYAth/9kQxK+uULqP2fV2CwwXzxZs+e/XGlZySkuRlXO8oCSA3ovffr3wBIrWtrIYDyHPDTZxD62vdiWZEJEy4uBhya2Aet6gRB6+4NnYcPSoy34N6iC3x6D8S1mZOgD66L0vwc6P2CUZKThdy49QLAG+2fEwCz0ARWBYCYM0AASNMrtcPhANy3b58AMDDAX2jAdqP+KTNA77eJtw6XjycI82NN0ekN0DVshayCUtl7owbZs2ePfPttAGcKE8y0LxZmZDds2NCar7C4hlpK8oLP/QoggaQWLC0tgWbrXOiTD1tdLzW5y/OTkO5ZU+4zYaYmr0wTLJyeOQOgG7fKQgO2atXK6r5Uhws1cXFxgqygwADsnD4RbV/+h9zuQD9fbBkegYgA61P1Pbx94DZ5h/BuaQZzc3NFGGffvn2yV9mxY0eUbvoYjcfPQWrq7XVmpmKVB0DOLSUAf5nyLGqOXyo0IgXIfxnH4nDr2B6g6N6BZ09vb9Qa/CcRGGd7OW2gJrVmua6iBK2ZOwDasXcApCZ2OABjY2MFgMFBgQLA1iM+EHl/NIecA7Y6vBQhz0QiL2GrmONlLPkE+sBQFF7+Ba4NW6EkLxvF6Vfh0a43SvOyxSTe9evDAkCCQfNLL5LLSBQuoQwICEDeqveEBpQAZGimUaNGNstSApDaKfGzvgiJWiK0KjVW61atsHt4O3QObwjvLk/j5uqZQOntmBqLe6tu0Hr4IO/AZvF70He/IOn8edE+ZthIpt3mRtnpBu3cgdD+qgHZPzpDDgfgnj17ZACjp09E+ND3BDAMHLsUm9D+4AIEdH8WRdcuwFCjHqDVQcPovEYrvEatmxc8O/4BWVvmozQ7A7eil8Plq0PCu921axceeeQRMYf6X01iXP03oQH5PSwEkKbZ1kLNKmlAAljj1cUCoHPnzqFN69ZIGNEGvd6ZhuxN82Co2UA4UKbzx+EW1l44Im5NO+L6rDfF1wbOO4fzyckygFIYydY22et63bxBAsCyc0AmWDhS0cTExAgAawQHYee0CWj50t/B0MZjjz2GUwn70G7vbAQ9OhBGxgGZQaI3wKVOmNCA5uJCwAy4NmyJvIM7oHV1R0HKSRhmHBTajgv/1HD03n744Qc592/QoEHQbvtUOCESgLy2PADSuZEATPr8OQSPW4TZs2dj6NChYsXl4Ig26PnG7fXr0twsuIV3QkHSMRTduAxDSD1ovQNkAAMI4PnzYIYNtyVQW1dl0X83GJqxK2UAqQEdDkDuihNzsBrBMoDSoJeYjKi1aBKQdTtWZ01xbdQa2aO/BnfR0XMkfDQf1EhMcHjrrbfQp08fmNb+XZhg7ohjYSoWA9S2FgIomcrzXzwvAOR8kvO4ApMJZ6K6Isz9jtm9V/0EkFsRJBPMOWBVFv38IdCOXSkvb9IyORyA0dHRdwCcPgEthr2PEydOiNgXNdLvbdMsj2CMRqMwtYSzcP2HwgQzS0UCkHtRbC1Sjh/vI4BBYxfKGpGf+aUnQnfh+H2rLfAKQn6L3mLuJ4LAOl3Va8D5Q6AZs8JCA7Zp0+a+falOF2h27txpASDa9xcOSLNmzbBlyxY5/YfzOJokaggGjelcUMPxc2brctcck0EJLAFLSUkRwWwpOYGDwjkVU+d5jXbblN9owKZNm9o8drGxsTJwyVP7IXDMAvl3OiLHZr0Hc8IG3G8lN6R+Y9SbvEGYYLaP5q6qs6wNC4YAkXcApAZ0OAB37NghAAytGYKYaVHIaPyUEAKXsgiitAOOoDGhgOaNAJ48eRIREREiuYABW3qj1Jhcf+X9DJhK0ApN5Ocn4OO91DDFa/4fdaO+E/CyMBXrQQCkmU+Z9gICIufj7NmzYi27Z88eSHi5A3pF/hk6nwBkLJ+GkntMJ/znnEHKhQvCBPMBq+o5oMvCoTKA7B9DQw4H4Pbt22UAjTP74ucGY9ExopOAgRvV6faz84RGCgXQYSBw/BudDM7fuKRGOGnCCC3hY3IB8wCp+Qga4WN4JjvzJp49+wluRm62AJBa19bCALfkhEgAMvZIYbVo3hyHR7VH7798Kbz0kPHTYAiug4xln8Pv6Ujk7F4pvOLUqWPF1xLA5JQUbN26FU8++aS8EmJrm+x1vevCYTBH/iibYGpAR9u8r9m6dasAsFZoTej/9SSSgrrjlHcnGFxchBnmXPD3Cs0r4ZKyNX7vOppCnnzAnW9paakIT9uOsLTtuDJ6m9CKLNK+DVuFR49VAvDC9Bfh/8p3YgogpfgfGdUePaL+Bq27J4zHY6EPqoXS/FwBXlFa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