<snapdata remixID="12337184"><project name="Conditional blocks" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Conditional blocks"><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,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3XmYJFWZ7/Hfm9XQXdUsGdVAZwMqjDqjIyiIA264PTNysTMK8A4KI24oOKOCAq6DKJvIqrK5obgPM4IDZGSDoIgz7giogyOIMoosXd10V2QDXc3Sle99Mru4gwpWZlVmnoiKb/7j82jEec/5nFP+OiMjTpj4IIAAAggggMDABWzgFSmIAAIIIIAAAiKAWQQIIIAAAggEECCAA6BTEgEEEEAAAQKYNYAAAggggEAAAQI4ADolEUAAAQQQIIBZAwgggAACCAQQIIADoFMSAQQQQAABApg1gAACCCCAQAABAjgAOiURQAABBBAggFkDCCCAAAIIBBAggAOgUxIBBBBAAAECmDWAAAIIIIBAAAECOAA6JRFAAAEEECCAWQMIIIAAAggEECCAA6BTEgEEEEAAAQKYNYAAAggggEAAAQI4ADolEUAAAQQQIIBZAwgggAACCAQQIIADoFMSAQQQQAABApg1gAACCCCAQAABAjgAOiURQAABBBAggFkDCCCAAAIIBBAggAOgUxIBBBBAAAECmDWAAAIIIIBAAAECOAA6JRFAAAEEECCAWQMIIIAAAggEECCAA6BTEgEEEEAAAQKYNYAAAggggEAAAQI4ADolEUAAAQQQIIBZAwgggAACCAQQIIADoFMSAQQQQAABApg1gAACCCCAQAABAjgAOiURQAABBBAggFkDCCCAAAIIBBAggAOgUxIBBBBAAAECmDWAAAIIIIBAAAECOAA6JRFAAAEEECCAWQMIIIAAAggEECCAA6BTEgEEEEAAAQKYNYAAAggggEAAAQI4ADolEUAAAQQQIIBZAwgggAACCAQQIIADoFMSAQQQQAABApg1gAACCCCAQAABAjgAOiURQAABBBAggFkDCCCAAAIIBBAggAOgUxIBBBBAAAECmDWAAAIIIIBAAAECOAA6JRFAAAEEECCAWQMIIIAAAggEECCAA6BTEgEEEEAAAQKYNYAAAggggEAAAQI4ADolEUAAAQQQIIBZAwgggAACCAQQIIADoFMSAQQQQAABApg1gAACCCCAQAABAjgAOiURQAABBBAggFkDCCCAAAIIBBAggAOgUxIBBBBAAAECmDWAAAIIIIBAAAECOAA6JRFAAAEEECCAWQMIIIAAAggEECCAA6BTEgEEEEAAAQKYNYAAAggggEAAAQI4ADolEUAAAQQQIIBZAwgggAACCAQQIIADoFMSAQQQQAABApg1gAACCCCAQAABAjgAOiURQAABBBAggFkDCCCAAAIIBBAggAOgUxIBBBBAAAECmDWAAAIIIIBAAAECOAA6JRFAAAEEECCAWQMIIIAAAggEECCAA6BTEgEEEEAAAQKYNYAAAggggEAAAQI4ADolEUAAAQQQIIBZAwgggAACCAQQIIADoFMSAQQQQAABApg1gAACCCCAQAABAjgAOiURQAABBBAggFkDCCCAAAIIBBAggAOgUxIBBBBAAAECmDWAAAIIIIBAAAECOAA6JRFAAAEEECCAWQMIIIAAAggEECCAA6BTEgEEEEAAAQKYNYAAAggggEAAAQI4ADolEUAAAQQQIIBZAwgggAACCAQQIIADoFMSAQQQQAABApg1gAACCCCAQAABAjgAOiURQAABBBAggFkDCCCAAAIIBBAggAOgUxIBBBBAAAECmDWAAAIIIIBAAAECOAA6JRFAAAEEECCAWQMIIIAAAggEECCAA6BTEgEEEEAAAQKYNYAAAggggEAAAQI4ADolEUAAAQQQIIBZAwgggAACCAQQIIADoFMSAQQQQAABApg1gAACCCCAQAABAjgAOiURQAABBBAggFkDCCCAAAIIBBAggAOgUxIBBBBAAAECmDWAAAIIIIBAAAECOAA6JRFAAAEEECCAWQMIIIAAAggEECCAA6BTEgEEEEAAAQKYNYAAAggggEAAAQI4ADolEUAAAQQQIIBZAwgggAACCAQQIIADoFMSAQQQQAABApg1gAACCCCAQAABAjgAOiUR6ETA991iW222+W5Wm/hmJ8dzDAII5EuAAM7XfNHbggl4HN2njbaDXTlxb8GGznARmPcCBPC8n2IGmGcBj6ObZHqN1dL/yvM46DsCCPypAAHMqkAgwwIeR3W5Pm31NMlwN+kaAgjMQoAAngUap8wPAa8u2dPqa6/L8mh8LDpP7r+ypHFulvtJ3xBAoHsBArh7M86YJwIeR9fLm4dbfd2NWR2Sx6PvkjeXWb1xTFb7SL8QQGB2AgTw7Nw4ax4IeBxNyP1NVm9cmtXheBy9RdIhlqR7Z7WP9AsBBGYnQADPzo2z5oGAV8u/kvzgTH8D3i/aVVP6N6unfz0PyBkCAgg8SoAAZjkUViAXl6AlUxw9rI3pYrtSDxZ2shg4AvNQgACeh5PKkDoT8DhaK/mbLGlc1tkZYY7yOPqZms032Yp1N4TpAVURQKAfAgRwP1RpMxcCHo/eKp86KMuXoFuQHkdflvwaSxpfyAUsnUQAgY4ECOCOmDhoPgrk4RL0dAC/V+7bWr3xrvk4D4wJgaIK5C6APV7yNMnfY8nEoVmZNH9FtKuG/EhLGodlpU/0Y2aB3ATwWLRc0hFWS//PzKPiCAQQyItA/gJ4vyV7aap5ttXT52YF2avlL8psD0vSXbLSJ/oxs4DH0S/kzddl/hJ0NXqiTD+wJN1x5lFxRBYFlt6vXVdtoZuy2Df6FE4ghwEc7a2mvmBJ+uRwbH9Y2eOoqc1Ke9m/r/1JVvpEP2YW8Di6V26HWX3i32Y+OuwR7RvGFjz8dLv0/tVhe0L1bgWW3qftbEg3jY9oabfncvz8FshfAFejWKZPZunbQDuAn50usBPUnN/LZX6NLi+XoFvqHkf/ITVPsGTdt+fXLMz/0UwH8C3jIxqd/6NlhN0I5C+AN12C/pTV0927GWi/jvX9ovepqQMtSffoVw3a7Y9AzgL4/Pae0PXGOf3RoNV+ClQm9StznblysS7oZx3azpdA/gJ4efn1Mmv9BlzOArXH0Y0y/6rVGmdloT/0oXOBXAVwNfpHme/BjX6dz2+WjqxM6kyZdhsf1t9mqV/0JaxA/gI4YzdheRx9W+YnWa1xbdippHq3Au137bqdnIvfgKvRC2U6w5L0ed2Ok+PDC1Qm9fcyvW18WC8N3xt6kBUBAniOMzG9m9JJljQ+PsemOH3AAh5HN8v0Zqul3x9w6a7L+dg228unLrIkfXHXJ3NCcIHKfXqxhvSl8RE9KXhn6EBmBAjgOU6Fx9E9cj+J3+bmCBngdI+jq9S0j9qKiasClO+6pMdRqmbzL2zFurTrkzkhuEBlve4ZMu1+14juDN4ZOpAJAQJ4DtPgy6NdVFLdknSnOTTDqYEEPC5fIpUusmTi64G60FVZj6NfqmR/b5dP/LKrEzk4EwKVSf3cpWtWjejoTHSITgQXyF8Ax0veIDXPtiTdOrSeV6NvSNrK6unzQ/eF+t0LeDz6BVnzWqs1vtj92YM/w+PRa+RTp1h93TWDr07FuQpUJnWupF+Nj+i8ubbF+fNDIH8B3LoJq9n8RBYe+/Fq+fjWMrB6o/2ffPIl4GPReWrqZqun5+eh59MvZbjaksaX89Bf+viHAgQwK+KPBfIZwBnZitKr5UunA/gAllb+BDyOTpWUWpKelofe+1h0uqQ1Vktb/8knZwIEcM4mbADdJYDngOzV6DObAjg9fA7NcGogAa+WP6BSaaHVJo4L1IWuyno8epRcT7L6xDu7OpGDMyFQmWxfem7tiMUl6EzMSPhOEMBzmAOPy+1tAS1pvGwOzXBqIAGPy++USk+yZOKoQF3oqqxXR18t81dakr66qxM5OBMCy9brZ27t34CZv0zMSPhO5DCAR1+tqea7rd54Tmi+6d+A3eqNE0L3hfrdC3h19M2y5nMtaby5+7MHf4bH5SNkdpDV0hcMvjoV5yrAJei5Cs6/8/MXwPHoqyR/b0ZuwvpQ6wswN2Hl8w/Dl0cHqaT9LUkPysMIPB59ruQfYzesPMzWn/aRAM7nvPWz1/kL4LHycXJbZEl6bD9hOmnbq+Xz5G62Yt3bOjmeY7Il4K0X3bv+yZK0mq2ePXZvfCx6plxftiR9Vh76Sx//UIAAZkX8sUD+ArgaXaSSVlgt/Uro6fQ4Slp9sCSNQ/eF+t0LeFx+sWQnWJK+pPuzB3+Gj231FPnQlZakTx18dSrOVaAyqUskfYebsOYqOX/Oz18Ax9HP5c03Wn3djaGngeeAQ8/A3Or78q33UKn0aUvS4PcTdDKS6f2gf2JJukMnx3NMtgQqk7q56Tp79WJ9Kls9ozehBPIYwN/RBu1n30rXhUJ7pK5Xyz+WaT13QYeeidnV97Ft/ko+dbkl6dNm18Jgz/IDo621Qbdn5VWcgx29tOM6jW5cpMr4QuVuK84d79czN5quHV+sJYN2o152BXIVwL7f6BPU9B9aku4YmtTHRv9O7pdJdrElE28I3R/qdy/g1SU7yJo/zsJ66qT3frg208povSXp5p0cPx+OqdynAzXUfmznL2V6mkknrBzWh/M2ttbrCF06atWIuIM9b5PXx/7mK4Bb70SVTrN6+McwfCx6u5o6uajfRvq4JgfWtL986521cOhfLZnYa2BF51jI4+ghLUsX22f08BybyuzpO0xqx43S0eZ6k0w3mNRolvS7ze7RsXc+QRsy2/E/07H2+4ClV4+P6MA89p8+90cgXwE8Fh0i176WpK/pD0fnrfp+5aPUtOOz8FKIznvNkX8s4HG0Xg9uvp1dvWp9HnS8GjW0wHeyyxqNPPS32z4undQRpnZY/cRcF61crBu6bSOLxxPAWZyV8H3KVwDHUevRo5FMPII0Vn6p3I6zJGUXrPDreNY98Hj0Vi0oVe3SNbfOupEBnuhxdJds6G+stubuAZbte6lt71elVNInJO25YEhH37VQX+t70QEWIIAHiJ2jUjkL4PIFkrXuAm3vwRzy074E3Q7giaUh+0HtuQl4HF0rNU+yZF17W9GsfzyOfi2b2tdq9/4m633ttH+VVDtpoS6RaXx8WB09k739vdrGF+j7LrXuB2n9/1iz9aIKmT6kRbpi3HRPp/UHcdyySX1EruesXKy/G0Q9auRDIGcBHN0i1xetnn4kNC+XoEPPQG/qezX6isyvyssr/rz1GJ7ptVZL/6s3AmFbWfqgdrUpfVGu+vhifbCb3iyd1F4l1+7Nkh6yphZqSIvV1Itc2lfS/SXT1+X65coRfbSbdvtx7LIN+qykVSuHFXwDoX6MjzZnJ5C3AL5KbmdZfeLq2Q23d2c5l6B7hxmwpfYrCV0Nq6etVxNm/uNx9EPJjrJk4keZ7+wMHWxddh4qqW6uO1YuVs9e6bntam2xYEstkesAlw6WVJb04wVDOuPOhbophFtlUpNmevrKYd0eoj41sylAAM9yXqYD+EJL0p1n2QSnZUCg/YIDt7+0enpEBrozYxc8Hr1GmvpwXi6ZP96A2uE7pIvV1DfHF+vEGQc+hwMqkzrVTM/2pnZXqX2Ze9c5NNf1qUvv03Y2pF+Mj2i7rk/mhHktQADPYXo9Lv+PpG/n5W06cxjqvD3Vx8qvlEqHWG3ilXkYpMdRTa4LrJ62t0HN42fppJ5r0nly1fodvo/2WTapF7rrbJeuX7VYbxmUXeU+/bWGdNP4iIYGVZM6+RDIWwDfLNOHs7APdGt6vVq+vvWfWXg1Yj6WW/Z66fst2UvNqXMsaeTiWWCPo3+V26VWn/i37Gl21qPKpC5316JVi7VPZ2f07qhlk3qiS7916fxVIzqydy0/fkvT34BbAcwNm4MAz1ENAngOk+Vx9NV2AGfgueQ5DKPQp/q+oztqgf8oN7thxaMXypvftXrj83mcuMp6vVUlHTg+rJeG6n9lg0411yGSjlw5on/vdz+226C/KLmuHx/RaL9r0X6+BPIWwJm5CWv6G/AXJXuq1dPn52va6e0jAt56hCWOpvTsdIGd0H6UJdMfH4vOU1M3Wz09P9MdfYzObXe/9imV9H5zHb1ysYK+TKUyqVfJdWzT9brVW+jn/bSs3K/XqaTDxke0dz/r0Hb+BPIVwGPlb6pZOiMLd0G3A3jTt6ffy313qzf6+kecv6WVnx77WHSHzJ5vl0/ckfVee1y+RG4TVk8Pz3pfH92/HV2jGzfoepm+OD6sE7LQ98qkrjHp7pUjem0/+1PZoJs0pbPGt9AX+lmHtvMnkK8AjqM7Zf5WqzVqWaH2uHydTO+1WuParPSJfnQn4NXoRzJ7Zx4e7fFqdJpM91qS5uqFBJUN+rxc94yP6D3dzU7/jl66Xieb6Rif0htWbam+/aZe2aB7val/WLVY9f6NhpbzKJC3AH5AGh615O7JrGB7HK2T/HhLGh/LSp/oR3cCHo+2Nmy4yOoTrRemZ/rjcXSypA15CuClD+jIkutVK4fVeplKpj6VDbrPTB9cuUh9+/utTOoOm9LLV26pmzM1eDoTXCA3Adx+d2tzaoXV06cEV3tUBzwur5LbiXn8TS5LjiH74nF0jtxvs3rj7JD96KR23gJ46X3axYZ0fVN62eoR/aCTMQ7ymMqkVqmkE8cXqS+/qVcmdaZMhzeHtPfqzfv7W/Mg3ajVG4H8BHC1fIDM3mhJOtabofemFa9Gd8t0giXpp3vTIq0MWsDHotZl0W2slmbm8ujjGeQtgJdN6vtN6V9XjejcQc9rJ/Uqk/q2TCeND6svPyFV1ut6DWnl+CLFnfSHY4olkJ8AHou+IWlLq4V/F/Cjl4jH0Y0yP4bfgPP7h+Nj0WvkekUeHifLUwBX1utCN+2+akS7Z3V1VCY1YdJJK0f6cwm6MqnftV6tyHuAs7oCwvYrPwG86VWEw5akHwhL9ofVPY6+rZKfa5c3Ls1Sv+hL5wJeLb9E1n6380s6PyvMkbkK4A36kjd1+6rFOi6M1sxVK5O6VqYT+/YNeFK/leum8cXK1JW7mWU4YhACBPAcldt30Jb0U6ul/zTHpjg9kIBXt3qqbOgKS9KnBupCx2VzFcCT+r1Ll6wa0dEdD3DABy6d1F0l0/Erh3VBP0pXJvUfLt24akRH9aN92sy3AAE8x/nz/cs7acpu0dRDO9kV68fn2BynBxDwePsR+Ya1Vk+HA5TvqmReArgyqbPkKo8v1pu6GuCAD66sn74Luk+XoJet1x5TrjtXb6FVAx4a5XIgQAD3YJJ8005Km+VhJ6UeDHdeNuFxtEba+DRL7luT5QHmIYCXrdez3XT++mFV7zOtzbLn0kn9wEzH9usSdJbHTt/CC+QngKvlf5dZ6zfg1su2M/WZ7wHsL9EC+442Zgq9x53xarRW7m+0FdnZ5OWxhpiHAF46qVtNSsZHdEyPp6mnzT3RFT30gFY1p/SK1VvoWz1tnMYQ6EAgPwEcj35M5outlq0t+HxfLdRQtEHbpwvtM3q4A/NMH+IHjD5PD1lDag6pVHqOrHmAmnqxpIUyPSTZA5IPyf3jkv1cXvqNrVib+w0G2r/lD5XeYZev/XGWJygXAbxeDRvSsf16trZX81OZVGvjlc3HR7hBqlemtNOdQH4CuBp9UiWNWC19fXdD7P/RHkc3SaVDLVn7k/5X608Fr0bnSpa2HqmS+Uq5PSTXiEwfUenh7+qBZqqR0lS7+sahXWSlg1qP7kjtf3RsKfmlljQO60/v+t8qAdw748qkrjPp6JUj+l7vWu19S8vW62cyvT3r/ez9yGkxKwL5CeDWe1ClkaxtxNGaSK+WPyez6/K2GUf7+dem3izTbnKtlelbMm1ttfTgbhao7zf6fDWbp0j2TMmu18N2rH0jX/8YyU0AV0c/LvNFlqT/2M0cDerYHVxLpjZoXKa/Gx/WdwZVt9s67bchSaePj2inbs/leAR6JZCnAM7kc8CbAjh6m0zPtCR9S68mpp/t+IEa0oPRRyQdoqa+rpL91GoTF861psdR6w09YzJfZbVGpu9+/eOx5ieAy2fKbKklaV/f4DPbtVCZ1OWSth0fUaZf0dl6E5JLl2V1h67Z+nNevgQKFcA+ttVTpNIh8tJWku/Q+tYq1xMl/ZfUfIFkqzXUvMAuW3dbN9M4HcCHWZLu1s15IY71sW22VHPqYpmZHtp4sF1170Qv++HLlzxdpamfWtJY1Mt2+91WjgK4tSXr6y1J9++3yWzar2xQXa5txkf03NmcP4hzlk7qq2Yqjw9r+SDqUQOBxxOYVwHs+2/9ZG20F8nsCJluag/a9Xx5+z2kz5N8WLK7JH9YsoqkWyQtkfvPZfYCqf1C9sWtS92S1sh1g0ra9LunbEtJn9TDE/9pV+rBx/gG9VOZfpHVbyZtiuXR3iqptWf1HZak+/Tjz8KXbx2pVFpjSTrUj/b71WZuAnisvLtkF1otzeT2jpFr64UbtMqa2n/lFmptH5u5T2VSt5WkD9w9oosy1zk6VCiBPAXwVTINWy190SMz5Psv2V9Tfqzk2226EUgbJP2HZA/Km5s2Vzd7vtx/ILNllqSndTK7vs82y7R58zXy5urp43eW2fZyPV2mvSXdLqn1LfpETelSWWkHDfkRct2Wta0y/79VXH6nZB+W6S1WS7/SicNsjvHl5TGV9DW+Ac9Gb+ZzfJ+tRrX5UGudRTMfHeaI1gsYJL03izc3VSZ1jrv2XjWiPWX5f2ohzAxTtVcCeQrg9m/Aku6W+RJ5K1i1WCXV9XDz6yppZ1uxru/P8vlLdlqkkcZSDbU2mLeTpoN/R8ldZj989D8QejVJc23H4+gMSS9Qs/Smfj4y5O2Q12sk+7wl6Sfm2u9Bnr/prVZ2nCUTnxtk3dnU8jhK9dDUk3v988Fs+vJY51Qm9d2hpo6/awtd06s2e9FOK3wl7TY+rJfKHrmy1YuWaQOB2QnkJ4Bbz2mani7XRpmuktki3TvxqqxsEOFj5ePkpZ0tmTh0dlPRn7Omw3cPabhqyd2T/ajicfnFMjtNrmdLdp4lE5nd+/fxxu9xdJnkX7CkcVk/jHrZpsfRaskPs6TRuuEpc5/Kev23ua5euUU29j/eYVI7TkmXtu70Hx/RcsI3c0umsB3KWwAvkQ292Gpr7s7ajHlc/qBkL+jXb6uzGW/78SiVniFb9LI+hu9lcttFph/K7bdWn/jgbPoa+hyPyxfIS9dZfaIvm/L3cnweRz+U691WTzP5nO3SB7WrNfW9BWtUufMJ7Z+Fgn0qkzpQUuuO/8t8Sqev2lKP/KwUrE8URuARgfwEcOt1hKbWTlj/nMXp81dEu2qo9dtn+vQs9M/3Hd1KC/x2NYf+1lasuaGXffK4fIRkrT2TD2tt3mHJxP/tZfsh2vJqdIpM91uSnhKifjc125egTe+3Wvqpbs4b1LE7ukY3PqDfTz2k3e/ZWr8eVN0/rjPq2mrzDfpFyfS+u4f1L6H6QV0EHk8gTwGc2Y04HsH1OFqvRdreLk7XhVxy7ed8H4i+LWldrzYu8cO1mVaOHiD5kdM3o/2npCgP79DtZC48Hm29Lu6Jlkxk/rVxHkfflev9Wf0G3PJeukEnWVPPHF+s/Trx7/Uxyyb1Qnd90k3fzPLrEHs9btrLl0B+AjjDW1H+bwCXWzsAnW61xkdDLgOPo7dKOtCS9KXd9sMP2GI7NUs7a2roVMm3V0klue0w3c53ZLoza/txdzvGxzq+vSuYtK/V0kN60V4/2/A4aj27/f4s77y21LWzPaBfTD2k3Qb2LdhlyzboHS4dYK6tvaRLxxfpRJm8n/NB2wjMViA/Ady6BC213ob0gdkOtt/neRxdJbezrD5xdb9r/bn2PY5+KbfPWn2io38IeLz1u+RDv1PJT5VriaQhmV8gG/qaNupelZo7acHG2+zS+24NOa5+1vbq6MtlzXdZ0nh5P+v0om2Py7fK7dAsfwOe/hb8OXP95fhI+9G9vn6WPaB9vKmzTbplynTJ6mH17VG7vg6ExgslQAD3cLozFMD3SX7ITHfJehydI9Mr5Iok+47cK1ZPWxuSFO7jrQ0umnah1bO5wcWjJ8THovvk/kFLGh/L+kRVJtW6anL/+LCq/ejr9pN6QdP1UZmWSTpmfEQX96MObSLQDwECuIeqHpfHN30DTlvP3Qb5tB8Jkn3UknSPmTrgY9Hb5drTkvR1Mx073/9333d0R23m11kt3T7rY/W4/GtNld5qV0x8M+t9bfWvsl6fkGlPlXTc+CJd2Ys+V9ZruUp6j1xlk654cFgfmTDd24u2aQOBQQnkJ4DHymfJbXFW3wLTmrD2awndjgl5CXrT86xSVvcKHtTC7raO76uttCBaa0m6WbfnDvp4H4sa7d+Aa+knB117tvUq9+v1KuntZmq49J/jw2ptYtPVZ8d1Gp3aXG91117tLWSly8dH1NHudl0V4mAEBiSQnwCOo0unX0fYlz2Me+HtcfR7Wel0q609rxftzaYNj6PfSbbckon/ns35RT3H99VCLYhad41n/iUSebgL+vHWUTuIh/R+uVp7hV/tru2tpGG51jUX6JTVm+vn20/qYJeqTWmVSXvLdV17C1jT0yR9312f2WytLgv9jHFR/1YYd+8E8hTA3IQ1w7x7tXzkpu0U0217t0SK0VKuArgarZXsfXnYNOTxVs+yDfqMXDe3Hv1qPd/v0vZqaq/Wfu+SftR+hE76nlwvkqn1yNsThtbqWEK3GH+PRRlljgK4fLVkI5akL8zq5Hhcvk5e+kCoS9DTd/KebEljz6waZbVfuQrgOLqv9bKDvO23PdPcP+XXWvjADtrmzhHdNdOx/O8IzAeBHAVwDh5DGovuULN0htXXtjZ9H/jHq0uOVKn5bqulTxh48ZwXzFkA/07uR1m90fpZhk/GBJZt0Jdc2t1cN60c0T9krHt0J0MCBHAPJyP0Y0g+NnqM3N9lSdp6JINPFwK5CuBq9BuZjrAk7ckdxV0wcegMApVJnSXp7ZJWtm4UM2lzl6Zk2nd8uPWqVD4I/K8AAdzD1eBxtEau1mNIrc0nqzy0AAAOlElEQVTfB/5pX4KWn2n19JkDL57zgrkK4DhqbXXa2gkrV698zPkS6aj7lfX6nJd0oDX1JTcdYFKl9VCCXPH4Yq3oqBEOKoxAngL4SzIbttpE6+0mmfx4HN0iL51i9bVfCtFBr46+Q+bvtiTdMUT9PNecDuD1lqQLsj4Oj6PfSv7OmTZayfo45mP/KpO6SK5Xu2mjmR6Qawt3nbpqsTL5Epn5OAd5GlN+Arg6eqHMWzdhHZRV4PYWkNJJlqQXheijV0ePlvxdVs/+ZhIhfP5czekAbr0NKfvPAcfR/TI/1mqNs7PmWPT+VB7U32tKX3Wp/Q85kx4cH9FI0V0Y/2ML5CeA87EXdOBL0NE/ynSiJel2LPjuBHJ1CbraCmC9h0vQ3c3xoI7e7n79rZv+akhqSvo9l54HJZ+/OgRwD+cs9E1YraG0N+qXLrKk8aEeDm3eN5WzS9DflftHuQt63i9LBjjPBQjgHk6wx9Fdkp1pyUSwTfI9jm6UdJcladzDoc37pnJ2CfoKqb2H9zbzfmIYIALzWCBHAZyDjTiq7T16Twt1F/Smb8DRl2V6ltX6fye0H6jNtaF8kFR6idUnDs3z30muLkF/SAt0Y/SwJWlu/n7zvDboOwL9EsjNH7Dn4zfg1k1YJ1uS/ku/JqyTdr0a1WTaRa5vWT09vJNzOj3Gx8rvkNsWUnuLwL3krecd7UeWTLyx0zayeFzOArikG6KNVk9LWbSkTwgg0JkAAdyZU0dHeTx6i7x5itUbQR5DenQnPR59lbx5ksyusyR9bUcDeNRBvjzaRebPlkp7S/4cmT8s2V9LdrPk/yPThKaan7UV627otu0sHp+7AL4x2mgJAZzFtUSfEOhUIEcBnINL0HGUytuXoE/tdAL6eVz73cBmp8htg6RvSH6LzLaTNx9WaehWuT9DZv+tpj9JJbtdU1MvkOxZMj2p9RpXSTdKdqPMS2raz1Qa+h+r3fObfvY5VNs5C2AuQYdaKNRFoIcCOQrgHOwFHUcrZXam1SZa29Fl5uNxeX+p9M9yb8q0q6QH5bpVpmdI3rpsvrNkayUtbv0DQlN2rV050frvC/PxAzWkB6I1WpRuYxdrKssD9w+pJL4BZ3mK6BsCHQkQwB0xdXZQFh5D6qynHPVYAh6P3iorxVZb86ssC00H8BQ3YWV5lugbAjMLEMAzG3V8xPRe0K29mDNxCbrjjnNgW8Dj6AqZzrdamuk9e6cDuHUXdOul9nwQQCCnAgRwDyfO4+gXkp1oycTXetgsTQ1IwOPoHJnflvUtHvkGPKAFQRkE+ixAAPcQ2OPo13I7xeoTn+9hszQ1IAGvlo9UyZ5qtfSIAZWcVRkCeFZsnIRA5gTyE8DV8sUq2VKrpS/KnOJ0hzyOJuQ6nUvQWZ2hP9+v6WfND7UkfXKWR+BsxJHl6aFvCHQskJ8AjqN/aL1T0+rpwR2PbsAHelxeJZXOsGTizAGXplwPBNrvUzY/xpJ0nx4017cm+AbcN1oaRmCgAvkJ4OqSPWV+viUTfzNQoS6KeRzdPv0N+PwuTuPQjAgQwBmZCLqBQEEE8hPAB241qgeGbrMkjbI6Nx5HN8ns3Vab+EZW+0i/Hl8gNwG86Znl1k5Yufn7Zd0hgMCfCuTqD9jj6B7ZZrtYbfWqLE6mV6N1WmBn2mUTJ2Wxf/Tpzwt4dckBsubxlqTPyrIVl6CzPDv0DYHOBfIVwGPln6hZ+rTVJz7b+RAHd6SPRQ017VyrTxw3uKpU6pWAj40eJvf35eAmLHbC6tWk0w4CAQXyFcDV6FyV7HdZ2+rxkfnzOLpX0qmWpKcEnFNKz1IgL5egW8PzODrYkvSiWQ6V0xBAIAMC+QrgsdEDJT/Eaul+GbD7ky60A9j8DKs1uASdxQmaoU8eR/8s6XBL0p1y2H26jAACORPIVwC/cptlemjqR1ZPW2/rydzHq1FDJTvHahMfzFzn6NCMAl6N3tZ6QYUl6VtnPJgDEEAAgTkK5CqApy+93amSPc8un7hjjmPv+enTl6BPsyT9cM8bp8G+C3gcnSHTPVZLT+97MQoggEDhBfIYwN9TU++3Fel3szZ77QAu6TS7nADO2tx00h+Po69Jdgl7eXeixTEIIDBXgTwG8FdlutJq6VfmOvhen9++BC3ugu6166Da87h8nUpDR9jla388qJrUQQCB4grkMYA/LPcNVm+cnLVp8zhaJ/MzuQkrazPTWX98LFojbfaMrD5n3tkoOAoBBPIikL8Abj+r2dzLksabs4bs8ei31LRTbcXab2Wtb/Tnzwv4AVsu0cYF45akm2GFAAIIDEIghwEcHSLXyTwqMojlUZwavq8WakG0zpJ0UXFGzUgRQCCkQP4CuDr6PMk/ZvX0uSHhqD2/BAjg+TWfjAaBPAjkL4D3W7KXpppnE8B5WF756SMBnJ+5oqcIzBcBAni+zCTjmJPAdACvtyRdMKeGOBkBBBDoUCCfAdycOteSxp4djpHDEJhRYDqA7+cmrBmpOAABBHokkL8AXj56qEr+cUvSrXpkQDMIiEvQLAIEEBi0QP4CmN+AB71GClHPl2/9FyqVbrAkjQoxYAaJAALBBfIXwPuXX6spO4f/owy+duZVBzwuv0Fu+1g9PXheDYzBIIBAZgXyF8Bjo4fKm5+wpMHzmpldVvnrmI9FV0qqWS39ZP56T48RQCCPAjkM4Ogguc61JN02j+D0OZsCHpfHZXa81dJPZbOH9AoBBOabQA4DeJst1Zx6ndXT8+fbZDCecAIeR7+V+aFWa1wbrhdURgCBIgnkLoCLNDmMdXAC/orybnZF42eDq0glBBAougABXPQVwPgRQAABBIIIEMBB2CmKAAIIIFB0AQK46CuA8SOAAAIIBBEggIOwUxQBBBBAoOgCBHDRVwDjRwABBBAIIkAAB2GnKAIIIIBA0QUI4KKvAMaPAAIIIBBEgAAOwk5RBBBAAIGiCxDARV8BjB8BBBBAIIgAARyEnaIIIIAAAkUXIICLvgIYPwIIIIBAEAECOAg7RRFAAAEEii5AABd9BTB+BBBAAIEgAgRwEHaKIoAAAggUXYAALvoKYPwIIIAAAkEECOAg7BRFAAEEECi6AAFc9BXA+BFAAAEEgggQwEHYKYoAAgggUHQBArjoK4DxI4AAAggEESCAg7BTFAEEEECg6AIEcNFXAONHAAEEEAgiQAAHYacoAggggEDRBQjgoq8Axo8AAgggEESAAA7CTlEEEEAAgaILEMBFXwGMHwEEEEAgiAABHISdoggggAACRRcggIu+Ahg/AggggEAQAQI4CDtFEUAAAQSKLkAAF30FMH4EEEAAgSACBHAQdooigAACCBRdgAAu+gpg/AgggAACQQQI4CDsFEUAAQQQKLoAAVz0FcD4EUAAAQSCCBDAQdgpigACCCBQdAECuOgrgPEjgAACCAQRIICDsFMUAQQQQKDoAgRw0VcA40cAAQQQCCJAAAdhpygCCCCAQNEFCOCirwDGjwACCCAQRIAADsJOUQQQQACBogsQwEVfAYwfAQQQQCCIAAEchJ2iCCCAAAJFFyCAi74CGD8CCCCAQBABAjgIO0URQAABBIouQAAXfQUwfgQQQACBIAIEcBB2iiKAAAIIFF2AAC76CmD8CCCAAAJBBAjgIOwURQABBBAougABXPQVwPgRQAABBIIIEMBB2CmKAAIIIFB0AQK46CuA8SOAAAIIBBEggIOwUxQBBBBAoOgCBHDRVwDjRwABBBAIIkAAB2GnKAIIIIBA0QUI4KKvAMaPAAIIIBBEgAAOwk5RBBBAAIGiCxDARV8BjB8BBBBAIIgAARyEnaIIIIAAAkUXIICLvgIYPwIIIIBAEAECOAg7RRFAAAEEii5AABd9BTB+BBBAAIEgAgRwEHaKIoAAAggUXYAALvoKYPwIIIAAAkEECOAg7BRFAAEEECi6AAFc9BXA+BFAAAEEgggQwEHYKYoAAgggUHQBArjoK4DxI4AAAggEESCAg7BTFAEEEECg6AIEcNFXAONHAAEEEAgiQAAHYacoAggggEDRBQjgoq8Axo8AAgggEESAAA7CTlEEEEAAgaILEMBFXwGMHwEEEEAgiAABHISdoggggAACRRcggIu+Ahg/AggggEAQAQI4CDtFEUAAAQSKLkAAF30FMH4EEEAAgSACBHAQdooigAACCBRdgAAu+gpg/AgggAACQQQI4CDsFEUAAQQQKLoAAVz0FcD4EUAAAQSCCBDAQdgpigACCCBQdAECuOgrgPEjgAACCAQRIICDsFMUAQQQQKDoAgRw0VcA40cAAQQQCCJAAAdhpygCCCCAQNEFCOCirwDGjwACCCAQRIAADsJOUQQQQACBogsQwEVfAYwfAQQQQCCIAAEchJ2iCCCAAAJFFyCAi74CGD8CCCCAQBABAjgIO0URQAABBIouQAAXfQUwfgQQQACBIAIEcBB2iiKAAAIIFF2AAC76CmD8CCCAAAJBBAjgIOwURQABBBAougABXPQVwPgRQAABBIIIEMBB2CmKAAIIIFB0AQK46CuA8SOAAAIIBBEggIOwUxQBBBBAoOgCBHDRVwDjRwABBBAIIkAAB2GnKAIIIIBA0QUI4KKvAMaPAAIIIBBEgAAOwk5RBBBAAIGiCxDARV8BjB8BBBBAIIgAARyEnaIIIIAAAkUXIICLvgIYPwIIIIBAEAECOAg7RRFAAAEEii5AABd9BTB+BBBAAIEgAgRwEHaKIoAAAggUXYAALvoKYPwIIIAAAkEECOAg7BRFAAEEECi6AAFc9BXA+BFAAAEEgggQwEHYKYoAAgggUHQBArjoK4DxI4AAAggEESCAg7BTFAEEEECg6AIEcNFXAONHAAEEEAgiQAAHYacoAggggEDRBQjgoq8Axo8AAgggEESAAA7CTlEEEEAAgaILEMBFXwGMHwEEEEAgiAABHISdoggggAACRRcggIu+Ahg/AggggEAQAQI4CDtFEUAAAQSKLvD/AD/nuB2Vx96rAAAAAElFTkSuQmCC</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="-295.09433962264154" y="-55.84905660377359" heading="181" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,77,17,1" 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="117.00000000000006" y="68.99999999999997"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportMouseDown"></block><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="up"></block><block s="down"></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>0</l></list></block><script><block s="setColor"><color>255,77,17,1</color></block></script><script><block s="setColor"><color>24,246,0,1</color></block></script></block></script><script><block s="up"></block></script></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Conditional blocks" app="Snap! 8.2, https://snap.berkeley.edu" version="2"></media></snapdata>