<snapdata remixID="10544245"><project name="Conditional statements homework" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAcDElEQVR4Xu2dCXRUVbawv5rHTJXKRMhEgDCEeZ4RBFEcQRQRZ0Xt96utbavr/d3ts31t9/+0bX+1fa/VbrvbAWcQUBFEEBCZZ0gCZJ4qU6VSlarUXP86NwYTCJNvrT8vqXvWqiXL3Fvn3n2+2ufsffbZWxGJRCLITZZAD0lAIQPYQ5KXu5UkIAMog9CjEpAB7FHxy53LAMoM9KgEZAB7VPxy5zKAMgM9KgEZwB4Vv9y5DKDMQI9KQAawR8Uvdy4DKDPQoxKQAexR8cudywDKDPSoBGQAe1T8cucygDIDPSoBGcAeFb/cuQygzECPSkAGsEfFL3cuAygz0KMSkAHsUfHLncsAygz0qARkAHtU/HLnMoAyAz0qARnAHhW/3LkMoMxAj0pABrBHxS93LgMoM9CjEpAB7FHxy53LAMoM9KgEZAB7VPxy5zKAMgM9KgEZwB4Vv9y5DKDMQI9KQAbwDPGHQkGRtQ6VStWjAxMtncsA/jDSwWCQwoKj7Nm2Hq3OxKz515HePwOFQhEtLPTIe8oAAl6vl22bPufIF8+RqTmJw6vDn7mMJff8K7Hx8Wi12p8MosiALD4CZBnmsxmPegBDoRD7dm5hzwe/ZGR8ESZtBH8I9tVnkDPvt5jjU8jKziIzK/uiARLf2dLioOTEcSpLCgn4PBhikxg+egKZWTmo1eoe0Tb/EzuNegDramtY++aTZHlWYzGGTo9RuV1DjWU5I6YvoujQVmbNvYbcIaNQazTnHEeh6QR4h/du59CWlWiadxGvbkajDFPXqqVBM5Z5tzzJxCkzZAh/kGJUAyjWfVs3rKLky1+SZaqn2Q1tvghaDfhDCorbhjBzyVO4HHUU7fmcyfOWM2b6VcTGJZylDQOBAKWnCtj11T/wl35GpsGGURfB6zfgDZkJhKDZ7aFCNZ5bH/kTAwfn/U9USP/fnymqAXS2tLDy1adIs7+DQR3C0RahzQ/hCPgC0OLVoLHkEZ+UwYmi48Rp2sgaewOjLlvOgMH56HQ6CUSvt4092zdQ9M0rpAb3YTX6cHqNtIYG0S9pDImxaYQiEZoclWwr2EvihGXccf8j0toy2lv0AhiJUFZSzIcv3sHUxAMYtSAqpgTD4A2A2wtNbiUO0yQs6UMoPbQZpaeU/klavPo8YvKuZ8SkBSQlp7Jr04c4DrxGjqkarSpCfasVc9wchmaNJc5kRvmDJR0MhThSVsyqohp+/szvSevXL9r5i84yDcJIEOu1Iwf38dVry5meXo3LG6HeKeBToFFF0GvBoFGg1WrQ6fQE/D5CIT9mPejUUOvUcdSeitqUTL7pOGlmtwRThT2RlJRrGDVwNFr12etFXyDAB7uPMPbm2xg3YaIMYDQVqulwh1RWViK8e4XHD7HutfvJS7BLwCXHKog3glYNbl87aEIregLtxaRiDQrUyvb/1+yBplZxD8QZQFxR69AT0c1j+ojLMOp03cIlnmFrYTGRkVO44uqrZQCjCcDm5maUSiUVZWUcO3KQ4zvXkOjayOiMICYdKH/wOYfDUNsCZh3YWiK42sDlRYJzZKZCgk1M0wJQzQ8bJkJznmgcxPRRS+mflCIB3l0T9+4rrqAqOZubbrv9ol07fZXUqFoDlpaUUFZWRmXJMQo2vczgOBuJxhCp8UiaraOFwlDWGJEAFNNyllWBQQtFtREGpijQd+OJqbRrCGqvZv7YWWjP56oB9heXU2CwcucDD0b9ll9UAdjY0MArf3wOnW0NqZpa8jOQ5k6l8kftJyAUVvBJG7T6Inh8CkZktGu/4roI/RLaYezcxJR8oNLC6CF3kZ+dc16tJjTg3lPlnDAnc+f9D0gaOZpb1AAo1l4nC4/yzvP3khY+Ilm7mVYl6Qnh01NvBwgCEptTxZ7afigMyQyNKSE3oZm6FrCaQX1GnILw8e2tGMR1M+4iKS7uvDyJ5/iuqITmrKEsvmWZPAVHyxrQ7/fx2dsvoS34PU53kJLIBPqlZ9C/7StSjK4u0AQjGtwJs7BOfJiE1IHs/vwV0ur/gloRRtWNwvL44HjjFJbMWnJO46Ojg3A4wheHCoidMod5V14ZzcpPeveo0YD2pkY+eXkF+aynMjSY/JveJD7Bwq63HyA9uP30GlBoP7dpLDkLXyJ94FhJQ2389HX0hx7HrP1xq64zOS0eqGidx+KZ16C5QBiXPxDk/X3HmHzr3YwYOVIGMFo0YHVlOetevpV8wwHcuY8w+5anCfi8bHv3F8TVrUSnane1eCNGYma8yLDpy1Cp1YRDIbZ88iLGgmfQqsLdAtPSBsWOy7h59vVoLxBo0ORq5aPCSpY9+kuSkpJkAKMFwIryUr54+VZy9YUkX/UPRk69mjZPKztWPomp+p/ofoCrSTeeifd8RJwlRYLD0+pk53sPE1v34VlrxQ56xBrwcM0gLht3C+mJSQRCIRpaXKQmxKE+QyMeLKuiyJDILffch+Y81nK0kBk1U3B9XS1rXrmL1PAxht22mpwhY/G4HOx6/zFMtg/RKCOS9dsy4BfMXvo0KpVa2i2pKTnCqU/uJMZfeE4mhO5scGpo9g8n1ZqH3eXDZExlZv5wVJ2sXH8wyJrDJxi8cBHjJ02OegMkqtaAbreLz/7yFGrbl0y4dzVKbRyNtnKadz5HvGurpN2cbQq0s/6KKXkIubm5UrDBsS1/xbP7afS0nhvACNQ5hdsmlhBJmGPymTBkCgnmmC73VDTY2WJvY8n9/0J8QkK0KLnzvmfUaEARevX1qr9St+P/MOnOd/jnyrXYSg9z45BTpGoqJSHVOtXUZv2G9z5cx6+f/g2jhg/k2KrHMDSsR6nofv3XId3qZhWOwAymjZhBYpwFvaars1BMyxsLSrBOm8u02ZdFvf+vQ259DkARaODzelGqVNIaSzh6hSUrptODu7ey/717GXLlv/HcS2/jqtrNvy4MkhwjDiJBrUvHh2Uz2bR1Dy/88QVGD9DRsPlJjMEaLnQ0xOFRUOOewcIp15/lihFT9ClbAwf9aq6+/S5Z+3XSiX0OwLa2NsrLy6mrs0m7HKmpqfTPyMBgMFBwaDeH31tOYv5NvPL+fgz2b3nkCjBo23du7W4Fz3yZQnVzmBdf+D1Jnm/xn1qJWRPo4v8Ta0XxEXeJJZ74rwCwzDGF66YvwmwwdJl2nB4v64rKmLD4FoaPHCWv/foygOLdwuEwfr+fZrud0tJSGhoaJD9f9eG1pDk+pl43iUO2RHRNW7g8zykFImg0WjzE8fbueFRxuSy/aQFth1/D7CsS3lK8foUUgCB2UATZIghBr1EQo2/fGal1KKnzzmHRjIUYOgWaCsPj64ISzOOmMmveFXIQ6hkrwj6nATu/nwBRhMrv3b6R7z/6NbHBYnyKGMZd+Qi+kI51m3bRLzmW+spCxg7N4LLL56NUm4kolBQd2UnN3rfQ4UStQArTF2Fa4iN2Q4TRIqbljqiXY1VadHGLWDhh6mnXiy8Q5PviSrw5Q5h3zXUYTSbZ8OiLAIr1XYfWa21txeFw4HK6cDlbpH/v2/A6WcFt6NVhmtWDWLri3/h+XyHP/2UVBlMM6kiAu2++nBuumiFNj+VVNravf4dY5xbMurA0zQoNKsDr+HQOtxLRM1uKrMwceyejcrKlcC17q5sdpdXo8kYy5+prMZvNMnzdSKDXa8BAwI/d3kydzYbdbkeEvet1OuLi4jGZjLjdraz5r58zJX6XNNU6Qonkzv4lsUmZrPx0EzW2RhZePoVxo/IwGfVSsGl9o50vP1tJuOpL4g0hSSMG0SL2iE3KVlJiI+g6hWTVOBQcr5/IbfMWSzshpfVN7G9oIX3cFOYsWCCtP+XWvQR6NYBC8wnoRJiVXq8nNjZWmuY6rF/xyq0uF2+/+muS6/9GdmKQUFhJg3oU1hE3Y7Ek4vMFiETCpKcmYTToCAZDVJRX88nbH1JTtJ2cgRZGjhuDJXUgbf4Qzcc/IM3k6hSICh/v1ZOetoBh2VnYxKkmaz/GzZ7D0Px8ebfjAr+8Xg2geDfhdhHT5rni6sTUfGDP92x863HGxh/Gao5Q5zahGLwCS1J/bA3NbP12N7FhP2nJFlpbXFQXnsBVVobPHyTvirnc+/gKLAnxlJ4qpGTTs1j1LZJYgyH4rlhDmf4a8vJGERefwMChw8gbOpS4+HjZ2r0Itd/rAbyId5Qs4u+3bmLLyqcZn3CMGKMS5aD7mDxrIaFwhH37jvLuH14lXFmGIhLGH1aii+hJNyUw6b4lzLxtIRqNmn07NuI69AqxuoAE354yNbb4xfzLE89hSUyUfgQdn4t5LvmaKArHkpIPHT/Kp2/9gUTnBixpeVy+5HGSkqzSNPzRu6vZ9p9viBPpjNGkMV2fgDLdiuWJpaSMHSxNzRvffw6r93vpkPlBWxzhnNtZes9jJCW3By7I7dIlEBUasEMs7akzWtjw+afs3vgOOTkDWXLDVVgSYrHZmnjpqd+hOlrBz8yZaHVaWi8fTfoD16KLMfHlxm1s++yPWPQBGv1x5Ey/nyW3PYg1KVmeai+du9N3RBWAHW8ttupWfbyStW8/z7TRWeSPGk9KvyxOnazm2J8/5aqwgdCwDJLuWIAuw8rR44VsX/c6efE1mPUK6lxqGhSDyRi/jNlXLiUpJVXe2/2JEEYdgMIo2b9rO9s/+BWZHCDWGMEdMhMyZjNsyk001/rROH0kD8vCjZ9d32+hvmQ3E9NqiTW0B60KV43bD8XN8QTSr2XujY+SkztIhvAnQBh1AJaVlrDu9UcYFNmM1RSWdjOEIzkUUeI15KHPXkhsYgYOex1Vxzaidh4hRuvFYv5x16NDzuK+6hYdtaZ5zF32GwYOHiZDeIkQRhWAwif4/uvPYq19g4w4nyQqjx8pIZE4dincOQ3eGJzBOPSKVhJ1Toya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" 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s="doSayFor"><l>Next time..</l><l>2</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Wednesday</l></block><script><block s="doRun"><block s="reifyScript"><script><block s="doAsk"><l>what time is it?</l></block></script><list></list></block><list></list></block><block s="doIfElse"><block s="reportAnd"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>13</l></block><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>13</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>17</l></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>17</l></block></block></block><script><block s="doSayFor"><l>Swimming time!</l><l>2</l></block></script><script><block s="doSayFor"><l>Next time..</l><l>2</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Friday</l></block><script><block s="doRun"><block s="reifyScript"><script><block s="doAsk"><l>what time is it?</l></block></script><list></list></block><list></list></block><block s="doIfElse"><block s="reportAnd"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>18</l></block><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>18</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>21</l></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>21</l></block></block></block><script><block s="doSayFor"><l>Party time!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>13</l></block><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>13</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>17</l></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>17</l></block></block></block><script><block s="doSayFor"><l>Swimming time!</l><l>2</l></block></script><script><block s="doSayFor"><l>Next time..</l><l>2</l></block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>Saturday</l></block><script><block s="doRun"><block s="reifyScript"><script><block s="doAsk"><l>what time is it?</l></block></script><list></list></block><list></list></block><block s="doIfElse"><block s="reportAnd"><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>9</l></block><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>9</l></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><l>12</l></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>12</l></block></block></block><script><block s="doSayFor"><l>Stay in bed!</l><l>2</l></block></script><script><block s="doSayFor"><l>Next time..</l><l>2</l></block></script></block></script></block></script><script x="650.146484375" y="336.6666666666664"><block s="reportOr"><block s="reportEquals"><block var="currenttime"/><l>13</l></block><block s="reportGreaterThan"><block var="currenttime"/><l>13</l></block></block></script></scripts></sprite><watcher var="currentday" style="normal" x="10" y="157.00001399999996" color="243,118,29" hidden="true"/><watcher var="currenttime" style="normal" x="10" y="178.000016" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="temp"><l>80</l></variable><variable name="rain status"><l>rain</l></variable><variable name="wednesday"><l>0</l></variable><variable name="tuesday"><l>0</l></variable><variable name="friday"><l>0</l></variable><variable name="saturday"><l>0</l></variable><variable name="date"><l>wednesday</l></variable><variable name="currentday"><l>wednesday</l></variable><variable name="currenttime"><l>19</l></variable></variables></project><media name="Conditional statements homework" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>