NUMBER OF UNDERGRADUATE STUDENTS:
Quarter |
Chem |
Math |
Phys |
Applied Phys |
ESS (all majors) |
Unde |
S2013 |
395 |
421 |
121 |
0 |
181 |
126 |
S2014 |
399 |
488 |
140 |
0 |
213 |
187 |
S2015 |
375 |
580 |
162 |
0 |
232 |
165 |
S2016 |
379 |
735 |
196 |
0 |
204 |
232 |
S2017 |
423 |
960 |
184 |
25 |
209 |
189 |
S2018 |
483 |
1051 |
204 |
76 |
237 |
162 |
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)
NUMBER OF GRADUATE STUDENTS:
|
S18 |
CHEMISTRY |
195 |
CHM-CHM AND MATL PHY |
10 |
EARTH SYSTEM SCIENCE |
50 |
MATHEMATICS |
100 |
PHY-CHM AND MATL PHY |
26 |
PHYSICS |
94 |
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cAPchwqERBzaZvGnfTbFrjRLL3Hb76hWVlfzyAitFzonfSHzf1nIj7J91K6OmQYyX0zFe+GU7X5duthK7ruk9Eir7PZDLGbpOmoRmGIf1EPNa+Qc5wcnaMFOPIcKgsIc2mrKoJWcemjd6hLevHj2UyZ0AJPSd676h74+pxi+6oeyNejDMNZw1MCMpwRsIZjgzTNLz5KMY+xb2j7TYV0eQfmYZmmJmn881wgQfkQoZD0b0x4jZvJlsyoP8bI26z7xPUbLpy6M0fzp3DRK8I0vVB26aJD/vWa8t9aEBN27r7s1snt1w1dlHQNmDs4oHjF18zfvHA8YsHjF0ccs+rxi66dXJL69Z9Ys+usJPmbItMtVeahmaYmQeICptP2Iqzz2Qy8m7t26Sfpb70/MR9CL6R0IUMh6JbMqB/87VXe7clA/onk8njnZ00myJPxzs7t9ZPda3Ztfq2W/Yse5W3EFAW2QPcuMXXjE9tA8dlj3E/u2+p2HNw3vKvw5nu3JRJR3ZGc7aMhu8zGbA/n9CVucn7VWrfZDhUtpAMR7MpCkh0o/Su2bWjcT6lXKDEmtbuCs9kA8ZmMlzWAHfV2EUzm/+a2rV/ugnLcHYDprsoJt098j6Tyai7tQdJyOMUHGlOTyRoS0VFC8lwWZpNvYOEko5fCmf/T+9dUYtO9/TsWfaqd/jq1vqpDF8FKofV8fnQia8NHL946MTXrI7P4zzUNDSpaTLLmAY7OfmkqJz2Ke8hdLeOG+wxE9KtqUuXT4aTjyYEGQ4Fc6a3t+uDNnvbv6Z1R+P8HY3zs2a4tb8f7dd7yf5tsRK6Hc2kjyaZm+17yiOLUOv2r2k17xzhXbNLVHmjdNMEUFRWx+dDJiyPGeDEI+0P7lnnFpGLXvZ1xO86EXWfSU8tzX+3ru/TlydPsmNuERTW8c5OOY3tXtQk0tiOxvltsxrWjx9rb652q6AtKMNtrZ8apdk082vk/J3w1pojVZ9RSz57b+v68WO9w1fDu2kCQOUjwwWqjo/pX1iWHcU6Nm20o9iOxvmbp0yW01iUKJbzlt/FMlNcc5XZ7GyX+fxCEQ5+vrAsb+fLHN+WkZv47dt5VwIohsgZLvqfraC/ZaEHkcuxF1lFfUwPaqYUmxzFvI1Hpdleve4a+TC21k+1Dy/PMynntqAM57gzhTgEON7Z+f7MGfbw1ZzeltGb+FM9WqIMLgOAHETMcHF6Jvn9Lct6ELkefxEV72P6hfevSqWx535h33jBbfW5NVMWfFs59Gb5MD6cO8dOY3uWvSpHyYhj/ZYPus73iZYPui7rY11vIleG82s5pTUVWZzs7g7/aOF95+9onG+tapHf/F0ftP19+qVRmvjJcACKJHZbapaeSdm6KwUdRIxDLpWsGS6gmXL8sB/d1jxl8vrxd/yuj/a/r7pj/fixSwb8dKB21h2X9V8yoP+Sy370r6mvfW8s5Pamcbcdxf784P3yBeng+nXy1aisZzqQz8AcOdPZX7tmwOaKiQhCfsGjbRffcZY28Pz+Swb0f+bcs7Tv/dT+8PPKVX3EL75IgbOv0oaN90+B1TF3XXV0OwFUFDfDZemZlLWpK+gg4hxzieT9J77/M+ee9a/nXrxkQP8l5/fRvvdT+/aHvqf967kX+98Ys5lyR+P8z97bal8Sjh08WO7TVjju+bGlOa7dN8l3JcAhkjx/wUVu837t+MVP/2qLqBe3BB6lFlgJKTDrx10ARRIvw2XtmZRzhqtABf+YvmRA/6brr20cevO0C779owuumXbBt7Xzrnl+1N1im3T5//rBgLufvv8+sdU/+mi5TwBQzUJ+wcXvoP27Kba5v761cejNYpt2wbe1b//0Gb885/08Fj3D5b+JvzDy9sLIO+VX0fDb0fYfGbFNffzx4p3JgvxLoZI1NTXFiRwosLroGS5Kz6QI3ZX8DyLWQZdGeIbL2ky55f7ztaHPiWbKAuZdAAWRczfNoCb++s2dXR+0da2+/0Lt/Cmr27o+aBN/EOy21K31U11lttIEu1hbDrXAvOpw3nG7mUK79Bcx/lA5VDXTcL8VRGuMM3847hG8mmrQ/h1NOz4TxSWkhFOuqUmjZrioPZN8b4xwEPGPvOjy+cNUvLwLoJxiNPG71tnJ/vvtmpfRToH2VrEpMGR0SNushqBBUavu8ozblf8sZq46rqFy9JeAabgWOLUSuq7L7w3T0AzDJ6E5s1hIhnP1GvOb7DfzbizbBTxahovzZ8v/xmwHkevxF1HBP6YXJO8CQJBypcB8up2ItmbR6/eVq/poPx2yfvzY92fO2NE4fpj2owenzd+96IER6dJm1+r7L9aGk+FqnmloRkJKVVZCd34cEF/7RLSYGc6+v/+CDb6jOUspRltqUQ+ivAdQSEXOuwBQPLmlwPwzXOrb8/toWp+HUj/KdClectmP/jX1l9L+aWoLGe8lvwolxnsxwjcy09AMMxOrrITuTGzBq9DnUYfzNsWK3RlG+XpCkeEAALkLyXCulfrenznDOwWma8zHQ9+Tr5OpGZeeOfcsTevzkEhy0vCRnLe1vx9tH8bmKZPl5NexaaOd/L6wSnplDjmTpTwMFaQylu//kv5fpUTOcK4+EEELp5Z5PisyHAAgd/lM4p1MX0VdS9FYq1p2NI4fpvWf3Th/x/j+Wp8rX0lFrjuM75RunK9rk4eybZr4cNCMm1HWgPaVV4aLNDokl1XVK5KjzuYpujl7ojpfZ9y2VP/HSRmuvOMRyXAAgLIJq4T49Bd3Vz2O7toVZUnotb8fXZbYt2RAf/POEXL1UT7C/WtaCzLC12dVN//RIVUzJMQV1+yvvQ2o7pdMhivKQZT3AAAAJeYzbjdgum75ngW5Xrq6/WVt8C3Zlk9bqpw7nMnFTsHVl+HkhO9pUk0mk1lW2ZbfWfKDyHAxD6K8BwAAQDi/Bt9MUU1OfuadI8qb4Zz1Sv+O+VUR5modGQ4AgCKK2OBbyAyXdXpClpauCmQ4AADKr7AZLttPmFe+GpDhAAAov4KM8PW93T/CUYdTHxkOAACFRR4dEtSFH6oiwwEAAKiHDAcAAKAeMhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAFGIamk1PWPLN0rdJK6G77ibfYt9sJXT5UaYhfyc9mbjZNDLPYSV0zTCd9zH9nsJ7wKbhPPb0sRlmnBNBhgMAAGXw9ZnelnemfX2mN+bjTMMv65iGZhjyT6RwJievpCu1hWY46YGmYZhJKbjZP/Pex71T7wGbhqbr7qPQdTIcAACofFt2LXuy6cYtu5bFfJxvhhM3yj+Sc5QZEO483wVnOPdt9i797hMhwxkJ6T5WQjdM/2waggwHAAAKbN+n789aeVfdwhvCtqYbnmy6qa4p9D4Lb6hbeMOslXd9uG9tet9S06QnpEk5KHodztv6mSGezN3sqRuGtA/vfTwZzrVz09AMM3MnK6G7AmgkZDgAAFBg2QPcwuunLryxvmnw1IU31i28PmuMm7Z4SHrfPlknc1PmKymcOe8eow4n7V8Oaabh03VNvk+UOpwZ8L/oyHAAAKDANu9szlqEq184uL5pcP3CwVFKcWu2Ppfet28kkomf2jkq04VNyCHDue7neoz3PhEznPi/Tw0xGjIcAAAoqS27lk1fMrS+abDYpi8ZGqdXnCfruHu7aenRB/mOaRBtnN4nsdxd2dz3iZrhUunT/poMBwAAKtjslSNdZbbZK0dGfrSj6ubtR5YOcYGFszh1OOm5pOcI7O7m0xfP54Bdbb9S0iTDAQAAVDsyHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAIB6yHAAAADqIcMBAACV2POt+c3B5lrtSp6bTfzIu26WPEevdx3WgIVUK0CcDGcaninuPCtbJB2vN+LLJcMBAIBIHLPi2ssiSKukOlZp8F0jQdczq2/Jayu4d5LDvLulFDXDieVdnS/FvQBZ+o7pU2sl9GgpjgwHAAAicS6c5X9LlgxnmJmHSKuV+mSWqshwQvYM57yH/wnxO4iIBwAAAGqcaPALX4Hepy3VGdpcK80HLGMfv22xhPLNcK6mVFesCzgjPgcBAADU0tTUFC90FJTdry1bhgtYbz51j6wZrjrrcM4fpE9Bbhku4gEAAAAIzhjm96OQDJdqLUw463EutZDh0q2mrgxHWyoAACigzHgDR3uoNEYh+5iG9C2pBkXxrc9OaiPD2S9cHsfAmAYAAFBgUh81O5RkuneFzC3iU3CzErrmjnRBc4tUXJqLmuEcL0KeYcX7uvzObdaDyPX4AQAAalG8OlzxDqK8BwAAAKAWMhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAFCIaWiapieszC1WQtc0zTAdd5HvIe4g0RNW0kro8n1MQ09YYufSnSI9nfsZfZ9Ofj77WVI3uL+PhgwHAABKasX8t08cPyXfcuL4qRXz3472aNPQdF2OX1ZC13VdClWmoRmG4UpZyaQrtQVlONfDsj9d0DO6niD9rZWwH2wldMNMmoaWCXeegw5GhgMAACXV0d7V8GizHeNOHD/V8GhzR3tXtEebhmYkpHhkJXTDlLOX+NqbxnLOcOFPF/iM/hlOSmyZR8eqv6WR4QAAQIHtbmuf9Nu5Y4bOCN6mj01/PXbojDFDp4fcedJv5255e2d636ahGWYmH9m1rHR+Sn/pjWOeDOdt8ZTaUjPtnKFPF/yMvhnOdaO9g7gNqUkyHAAAKLhsAS4T47IGOLHde+sz6X2nkpLv/5L+X6XkXIcLebqQZ4ye4ez9xApyZDgAAFBga1dsjZDhZqQzXPZt6YtvpfftqHp5SmDyoAT3yIN8MlzA04U9Y2BbanCft5CE50WGAwAApWb3gXP1jYvAFdfsr73NmdLogfT3uWc436cLfcaAMQ2moUkPNkzROuuzs2zIcAAAoKRcgxhixjhH06U0W4enjdMT4qJlOFdJLezpkqHPGJDh5J540vQlPnXDLMhwAACgpF6a1uIahdrR3vXStJZyHY+iyHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAOX3zZlvviUMpoQAACAASURBVD59xvdHX58+E/Qj1DIyHAAA5ffVF8cbHm0+cfyU6/YTx081PNrsWiEeSMbLcKahaZphum8R9IQVdmO2g4h52AAAVJuO9i5XjCPAIUTUDGcammaYpiFnONOwQ5qV0FNf+96Y/SByOngAAKqKHONiBLiiFVlQyeK1pToynG+gC0x5WQ4i+hEDNYvuMgXEyUTl6P6fY9bOQ9bOQ+bSzebSzXPrX3vojlkzJyx+Yuz8KAGuqEUWVLLcM5yV0OX3i5XQ9YTle2OUgwCQ1eOT6+6/a/oTU6a6bn9iytT775r+2ET37QjByUQpTZk0ddIfpk76w9QJ/zltwn9Oe/D/m3b/XdPvv2v6mKEzQraxw2ZEf4o7L9IuutP3m7o7L9LOHnSv/435aWpqipE4UGh1FZLhYhwyUMNy7C6TaUCRfiNrvlUll5PJmUQAVy2tadaahkebGx5tDk9pgelt6IwxQ2dMGDnbO8QhSJEu0KhkBctwokTre2OUg4hxyEBti91dRv61FI0uqa/kVhVHR5raEe9kciZrW2FTmrzV3/dKw6PNL01rMZduXvXKxqnjFrz71ocd7V3ejxkhyHA1KPcM52hNt7/2vTHCQcQ+cKD2HPviuLXz0KY3P1g6Z+0f7pz13/e8OHbojDFDszTH3H7BD7Qfjkp/O6qv9oMrr5O/mDHmuiF9tMsG530dUnabPnbojP++58WH7pg1/cGFDY82N81aIy7S5tLN2zZ9JC7b1s5DO+ovdfYI9u1jRIZTWGlSmrl084dbLWvnIe8HBu8HiegxrkhFFlSyqBlOaiuQmgukWx1/2bw3ZjuIHA8fqFInjp+ydh7a8vZOc+nml6a1PD1hUe7Xjysu0zIR7Q9Xflvre4Ud3YRaDnA5nsmnJ8z8xf+rXX5bc8OjzeYzY3+cOpNDXkoHvvY9n5X7TQQfZU9pIb4+fca3EhwxxhWpyIJKFq8OV7yDKO8BAGV0+vTX1s5D2zZ9ZC7d3DjzjYiXk7HSf7Nug38ofwZLld9uv+AHmnbZYJHkMoW6Wtyin8zczuSDdzwngkLDo82NM9+wi3xb3t5pF/m6/+dYud+JVaKSU1q4r744HrQ30a4a9MCiFllQychwQElZOw99uNWyLy333vpM9EvII6NeaHi0uWnWm5NHv7RxTVvc7jLJZDLzWd3RjlK7TYB201X3/xx7960Pp933ys7394nyp9hEqhbbI6NekP45RvUVNbkrLtO+PeT21I1SmTOP7Ymx8+0nXTH/bftgdre125mv3Gcuo/SztKib0qI4+cmOjpd/e2jOiI6Xf3vc2lzKp4ZyyHBAsbTv+Wx3W7u5dPPSF99qeLT5wTuei34tEZUb0THrw62W3TCXT3eZZEBHfPnmmpLPyXzlVk0btsDaech6/tfaj++dl4pZM67QUg2sBYkUUbZ7b33GDnzPP77cDnxvv77NDnyHO7qLdxqLsUJUdae0EN1/afx42jV7p1xuTbli75TL9027tnPFxHIfFCoXGQ4ogI72LnG9WTH/bU/BJtI1WDSxiR70Qc+SY3cZK6H7NZ/I7S812C8ml5OZx5m045SI9WJb1bTRjl/1971Smsw36bdz7Sdd+uJbvqM34lR2/U9a1gDX/T/HrOd/nT5tfUdMcqS02y/4gablWNGs8JQW4kT7tn3TrrEe7ydv+6YN/PL9lVke6TvlTTKZTL9na/ATWo0gwwHxHO7otnYeWrtiq7gAT/rt3FgXGPvqIvpCnT79dfSnzrm7DLwq+WSKAchiEx0lXeWoHN54OW9PT1hkP6l9JGtXbLWcoze8s7Ts+tv+sFqaPBraMexmxpjrhvT59pArfxiY4dRNaeE+mTdq75TLXRnOmnJF+7P/EfYw/ylv0j/SEwmDDFe1yHCBWIoHokHn7de3mUs3Nzza/MTY+XEvfqJta9ObH+RQ2wAiEp8rxCbermJ7aVqLHb9i9bzMdZs+7paZMycszmPKmxljhv7hym//4Ka7Xxn979qVI6stpYX7eOpVex+/wp3hHu+3d/IlIY9y9maVO0mkJoAzyXDViwwXqBidPFCx7KnXzKWbn398edyGLVEYsDshHfvieLlfEBCofc9nduazA5/4oCK2vOayifgr84sBmjZwbKqW1vzAT7VfPX+oo73Lnni2upPHNye/OtG+7Vjb60c3zP1s6QOH5t29d/Ileydfak3xZLgpV+x76mdh+3LU3jKJrkbOZI0jw4UpyrpGNdjzqMLkOfWaGDO4qmmjaE5iSghUN/H7IjYxpFpsYqSO2OwStTxLS9YWT58ZMaSaUtUkj39+3XuifdtXO/50dMPczuWPdCwYvXfyJf7bpIv3TtHdRbjH+3Wtnhr+FDVyJuFFhsuiYOsapaIb8yqWVG5Tr9mb6P0tJnco9uA+QGnyn8e8prxxUu6v5Yn2bT0fbTi6Ye7hlsc6Foy2nugXmNg82/4ZN+x78mrriX5WqkX1ir2P92t/btg/v+6N/PzVcyYRBRkuu472rvp7X545YbG9FI/YVjVtlJshRJ+ntx7899SMAzsPnT692ruWCUvUFU/+U6+JYXq729ppKweiK9iUN84bK7x6dPKTHcetzUc3zO16o75jweiP6wdGj2sf1w/sWDD6cMtjRzfM7flow8lPdti7Pfr2XKuu/97Jl1h1/btWT/3m5FfRD0nRM4mckeEimXTPi1HTQNC6RqmU8Ky9Pk9QCpS3WIMWK1YxRocUY+o1ADko7JQ3topKHqc695xo33Z0w9wjb87sWDB6/4wbosc164l+HQtGdy5/5OiGuV/t+NOJ9m0FPjilziQKiwyX3YnjpyaPfmlMfusaic05FCv2JmpF8qZECsxzdEhppl4DkJtKnqUlB71HDpxo39a9ccHRdbM6Foxuf2ZI9Li2d/IlHQtGf7b0gaMb5h5re/1E+7Y4zaBAbGS4LL7c+7ctk4fua7i1fZ7x/qtNYike73gu19RN6WmQ0qvx2AEusyZPebZypcCIo0PKOPUagFpz+ovPTrRv+/zdxUc3zO1YMPrArF/GimuH5t39adN/Hd0w98u/Lj/Rvi1WoydQEGS4MIffemnXY/9XXvZk/yv359bJwzQ07fZlrngUIQWWM/AVNgW6Roc8PWHRu299mGXqtSsus+uZfS74g+fG84xnmHoNQHZf9xw90b7ty78uP7ph7qdN/3VwzohYce3gnBEdC0Yf3TD383cXn2jf9nXP0XK/ICCZJMOF6LH+uvux/+td9uTAm69E7eRhDwVy3qhpv8qtc4K9hqCyKXD62KEz7r31mShTgNrTftbf90rDf975Y23Ik69vs8xJF2sj/WckB4DAqdeibgdm/bJjweij62Z1b1xwon3b6S/oL4vKRYYLdGDOyKBlT0I7eUjTZGfmGfG9sQwqPAU6p15bcId2seukBc9IDqDmxJh6zW9rf2ZIx4LRR96ceXTD3BPt23qPHCj3CwLiIcMF+vjJAUHLnoQOLKroDJe/PFOgPQXoo/e8mH3qtUz90nc1QMVPJYA48px6rWPB6K436o9umHvc2nyqc0+5Xw1QAGS4QAdm3eK77InrM9zRdbNEh9bM+CNv8gi6sZbkMAWoldA1zTDFqZNTXG3PW3nykx0dL//20JwRHS//9ri1udyHAySThX5bFmnqNaDKkOECfbFl6cf1A10Zbs9j+t7Jl4Z/1Hvvtz/UtKtXbrj3Mil5+MaR2pHLFKCOllLfklstTnvU/ZfGj6ddI4+z6VwxsdwHhVqXz9uyoqdeAyobGS7MJ/NGffzkgMyyJ1Ou+PipazuXTQjrdTH8O9r3z147+eK9ky/ZO/n8R87Wfn3v6CNTLtP6/npHajRTzbUA5jgFqCPD+YxfqMEhDSfat+2bdo13nM2X768s96GhdkV/WzL1GlBYZLgsQpY9EXMLuTtnODLcebdo2i3DL5ZvtJ7o+2tNGzG5vnYGPeU8BajcbOozwrfGAlwymfxk3qigcTZZHimdSrljplbDJxOFEvS23P/0jVmmXhv+HfsN+G/Xny8+9z78felteeMYpl4DQpDhCklMQbR0sOb5w3TJSxf63Ch/vhS9NxgbhSBf9xz9uK5/yDib4Ouc75CamqsHo0hChn+Fbufdov3Lw2MvPjhnRMe0yy/Srmx+d/GJ9pUzLuZtCURFhisuMVPR5+8uFl09ovfMPTTvbtHJ47i1mVRXU05+ssOeO15MlyA1OV0aPs5G7h4k9eYmw6FgRPtD98YF0t+0LG9Le3NOvfbsKO1C3pZAPshwpSYmNPryr8tFj5DoHXgPzhkh+oL0fLSBgfGqE+FeTJQg3gmRpraadPHeKXqscTZ7xQDqaZdflKoC/8fq1BTzjrZUrprwZc++FjZZbsDbcv/TN2aZes1ntD5vSyAGMlz5iVQnZhWP1c/3wKxfitX6vtrxJ8bPVyYx5k6s8CP6TcZdk9FVw9g//XrriStd42y6Vk8Nr/Kuvf5fNO07L409+980TbvwPNF8nynXvTyMyyVcBbZY40P3PXm19fgVmbfl4/3anxuWdcxBltH6NThqCYiJDFeh7I+/nzb9V/SrfqqpIj1uq9wvolaIopqYzkoE8bgTkMqbeLjY1XFrs7ejW8g4G/nzQGZRSOdY6Ye/r90y/GLnk553i/Yv/z0xNd8hK0LWgkgFtqCyrt/7JORt6S/S5EG1OAEkEB0ZThknP9lh/82NvmBz4ETEiK+ARTXx7yIqYeJaWLxKau+S27T/c+/7qfrKoFs1T4Yb/h1N+85Lky/2HieTb1UBMdbK7pUbq8Dm172yQLJNHkQdDsiKDKewU517RIeqzuWPRP8kLSYitj9GM2jfRZSyxKwxopoVd5p4n6LaulniKliu+pZ3lpYT7c/elbntPN8AF/L+OfLmzNqZHEctJz/ZYf9ZiLV+aFCBrXh8Jg9y3EaAA7Igw1WV3iMHRIterD/fYmka+6pcI41oYrpR0ewo1vOJXt0sY1GtePLpDnVo3t1iwA3lulKyC2w5TJlr/5OxGhWgLjJclfOfiDjbJqao6HpD+YmIC1tUOzTvbhF27bCi7pmJKOdeU5TrCi7nAhv/FkC1IsPVHPHZvXvjAlF8it71Ps+JiIu6UruIqiJtiDJSzkU1ccETJQpxzaOwJLPLdfnUfkQCpndmEHteyfxPcrlfCoAiIsOhFBMRF2qldpGoujcuEJWhuE1+NV5UK56cS0SiHb/rjfpaXqTkVOce0QUiVrGcAhsAMhx8FHYi4rgrtXuLarFa8bwRQcyiJ1IClYnSyKer1sE5I8Q/WfUtbS4+L4mhzXHHNdu/XBTYAAhkOESSz0TE++qvCVoS215UyqeoJq2HrWlaZvILn3WyLzk4Z4RdzhEX/tqs6FS4WivX5VxgU/T1AigxMhxyF2Mi4lyWxJa24d/RLjzv4/qBHQsGDdf6PN409+iGuSc23Hup9h9vVFGRpga5ynVx61L5l+sK1U0zzwJbtdYdARQVGQ6FFDARcdQlse3SnT1+4ljb6yfaV06/yJ4qynf5dlSVnMtXYjy1eOcctzZnXVY4526aYmIae1aa6F1IKbABKCAyHIrrVOeewy1PWHX9fZfEDl9UKsW14o7POtmocvlUuewF6MRSJfZ7LGI3TcfyZQ/81L99f/IlL13ocyMFNgBFRYZDKXwyb9THTw6IuyR2Mpn0VtuyrJONmpFnuW7/9OuDumlGKrAN/4524XmZAHdR31glQADIHxkOJRJ7SWzBtWZi9nWyUbtil+ty7aZ5YNb1k87Vbq8Xtb1nf6PdxdsQQOmR4VDRXO2o2dfJBpyC+65F6qbp38dOfh9aCV3XdbsplXckgFIhw6GC+RXa/NbJBmIQXdw6l/+3t5vm3sd00Zbq6jzn5HxfOr7jcwWA0iHDAahROXbTdOU0Z6IzDTIcgBIhwwGoXTl003S378shzkroVIcBlAoZDgAi8x1Ik5nvhiIcgNIhwwEAAKiHDAcAAKAeMhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAQCGmobmWKLYSup6wpDvoCSuZNA3NvtV3rWNpV+KO/vtJ3U3+SWqZZL8Vkk3DeVfXY00j9ShpoeVc11omwwEAgJJ6dtP2nlOnk8lk3fpt4paeU6ef3bQ92qMdMcgwk4HZKxPc5Dhnk3KdldANMzTD6br8Iyuh63pQKjQMQ/qJeKx9g3zwjoSZQ4wjwwEAgJLae+TLMS0be06d7jd7RTKZ7Dl1ekzLxr1Hvoz2aDsG2TkoKHuls5tp+CQkn1wXkuGMhDNzGWbQTg3T8XymoRlm5rl8M5z/0WRFhgMAAAW25eDhYa+s6Td7Rdj2/GvuLwK2Ya+sMT86kN63bx1Oc5DTlm4Yuk88cmWo9G2++zENzTAzDxBVO78Ml75N+lnqS89P3M/vGwnDkeEAAECBZQ9w3iQXul09pyW970x/uHQICqzDpe6dDkd2RjPMoAwXWIczA/4ny9zk/Sq1bzIcAACoYAu37Slshpv+57b0vr1pJyzD+WW1gN1ky3B2u6i71pbZo8zuipdJc3oiQVsqAABQmOgD12/2CrtvXOSHFijDOSp0ppFlTIMdyHzCmd9x2e280q2pMqBPhpMPJToyHAAAKCl7EIMY0xAzxhUqw8n937LOLSLX0uzxEo7DcH2fDnGeZMfcIgAAQFETWreIUajDXlkjbtl75MsJrVvKelDqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAUIhpyCuiJpPpudakOdZMw3kP34VQg1a3kpZbSP3cZ964hOFYlDW3Cd7yRIYDAAAKMQ1N13XXNL66HKNMQzMMn4TmzGIhGS4zDa+81mnmDnrCygS3XJbJKggyHAAAUIhpaEZCSlVWQs+sYpq+g5l9PdSsGc6+v//6DanslsNi9QVChgMAAAoxDc0wM7HKSujOxBa8KH0edThvU6zYnWEEL+VVbGQ4AACgkFTG8v1f0v+rlMgZzhHVQtZjzW2t+kIhwwEAAIU46myeops0IsGzmHzctlT/x0kZzvWDEiPDAQAAhbjimv21twHVPWCUDFeUgyjvAQAAAEU4GkulVk1nk2oymfSEOE+G8y3XkeFiHkR5DwAAAEAtZDgAAAD1kOEAAADUQ4YDAABQDxkOAIDK8vWZ3pZ3pn19prfcB4KKlk+Gc05bLC9x4Z4cL/tB5HQAAABUoS27lz3ZdOOW3csi3Ldg12IoJ98M55lZRRrnayX0aO8cMhwAVAGqRwXx9Znema/e8mTTTTNfvSXCySzYtRjKKXSGc06qIr2JshxETgcAAKggcapHKaKIlLlueFc5Krcvjx8+eHh71m3fp+//5cOFUbZlf57StPahkO35lpFPLhpc3zR42pKbI5zMgl2LoZyCtaW6loe17xExwwEA1Db18bqXBz/ZdFPdy4Prpj4e6SH3Djr77EGDLtMuGvVg3YwH6/5w9dnaBXfOeLBuxoN1oy7Q7K/F9ux/1c26J/s225g677YoW93LN9UtvKESt6Yb6hcOrm8aXL9wcISTee+gszPX4ovuTN8kvsqc5nvz+KcN1NTUlFN+QGHUFWZMQ3rR15wzXL4HAAAovuMnPrcrT7vaN9i1pdfffdquHj25aPDzLSMXrBmfLaz0H3TutwbNuOHOAdpF999Qt/CGe4d/SxtwUfqnF12kfWvQjHLHqTJs109turG+abDYpi8dGqOumd+1GMopUIZLV2pd7xvaUgGgkp3sPW5nsj2HNtuZbO37L9pNe3NWGbGrR03Z73/v8G+dPbx/3cJMhqu7//ua9v07MwkvfXv5tjmrjPB2T3t7u21+lIbUzTubQxpk93+2bcbSoanT2JQ6mdF6xQl5XYuhnALX4Rx9J6toTAMddQuFM1konEn4+vpMr28Prbfb5ttpI0KFLN/q0dSmG+sWXh92/xk/OUf78QNrH2pa+9ADg7QBT6SO7YFB0hBL7XsjFhQsHsnb0WOflPsfyt+W3cumLx2aCXBxS3H5XYuhnHwyXMBisdLNnpEygQeR0wGUTg4ddeGLM1konMna0XHkIzt8yJFFLgKVpig1bfEQ+xmXrJ9oH8mWXctiV4/kC4j/EAbvuuPVb/bKkb5nfvbKkcEPKti1GMopVFtqvgdR3gMIF3OYd4p7sBW/UJzJwuFMFlaJi5qHP99nZ7L3PnrNTkJL1k+0E9K0xUNKE8sWrBnv2xooV62yvqI8q0e+Yc2uKAEIQobLbsvuZU8t+Y9IrQNSM8HZ5/5k0IBMZ447B2hSX92a3VKtLZzJQp1J0Xk8a0+d1999+i+rh/e9YPh/DtVumpW6SD81VNOG3u9qjdrVviFia9TJ3uPl/tUsmLhFTWcath6/WKom3TLZPpkrN9Xb/wRPNw8rzXtD7r+1Zutz9sHsObS5eP92OVWPMjIZTp7tgAAHZEOGy0IUPGJ11PUOtqpbeNFFmY66NbzF7PLMmayOMylXesK3iNNrRe/2dPjzfRF/x+Wipjz08sN9a+Whl01rH2paMPDcnwwceq19Jovb9f7p5mH2+Vm5qd4+mA/3rbUP8svjh4v/txBAxSHDZeFqI4hSQPIZbDXjJ2ef+63MDD41WkaK2eWZM8mZLO35jFYe9qbh2BnOt0uZHEyjRE8AIMOFcRThInbUlYZ0OxsIHIvY1VorAWeyUHzP5IylQ/d/ti2wHLXlgfO1655Kt5+m2lJXD++rDXgqFSDuv0lL3Z51BvnSd9gq+hanqOmThhf2/9WPM02pNz6X6VK279P3o3cpA4C4yHBhcumo6zvYyjlXTw2OtuJMFoqKZzJiu2f0pYrkqcvCtwgTm/kUNWetvMu3S9muDb//d21o4+HtBw9vXznK74zV4scKAGVDhgtTsI668gWzJqfq4UwWxJlv/tnw2m/ss/fYwkwlrOG13/Se+SbrHjiTstjl4UjTYdTimQRQFmS4InLUNqTxVnxOj4szKXT/49SYlo09p06Lb/vNXiG+6Dl1ekzLxr1Hvsy6B86kLJ8ZMfwrl9ThAJQQGQ5Fd+abf8olop7e0/bXvWe+iVI9gm3vkS/tGCcyXPQAB5d8ysNShguYYRUAiowMh6LLv3oEmR3j+s1eEesceuf4FfGD3AEAKiLDoRSqu3rU+dU//vbpkazbloOH//je7ijbhNYtY1o2hmyjlr19w7zX+81eccO810cte1v+Ud36bd4dmh8d+Ns7j5//74/fN1z7xSup41k6UtMMswbHhQiUhwGojgyHEsmzemQnj7+9crvdcHX+pK1ySFq5c3+UhPTspu3hCcnerp7T0m/2iqrYZp1zznnnTFrR9wrtu79z/Mh1y68Xr/Weh2c3bfeexr/s/9SbU3vPnCn2G6lQKA8DUB0ZDkXX/Y+TImA9taFt0B8z1aORzeuyh49JI886Z+Q5mZzxyHe1886ZlP6R/XUNbs+/lvlvtu3CYeedNWyWN7H53lLw7Z7lG7y50Ddee0PhzsPdxXtn5lAelsaBSONPMz3iGJQKoHTIcCiknlOn//bpEfOjA6JB8J7lG/K7/HuqR7+7VrviETl/iGhSxm3YK2siVvVe2LIzSplw4bY94W2y7xzoHNm8ftXuA/1mr1i1+8DI5vXvHOi0fypOvmNb8Yeztf8Y3LJxTMvGwT/T+j6aOp6fN5qlyXAF366e0+I9vRNat3hPZvOHlvcEHvz8K/sdG7M8bBrpkJaZmkWeaY9xqQBKiAyHHPWeOfO3T4+8ZX3yx/d2T/rTe2NaNka6AMepHl0//Cd9Ri2Rk8fto/pqP3vKvmzfPqqvuINvY1/ESo/vVrFNaXLO6Dd7RdJZTPIXOquZqz/cwc+/8p6N5g+tiJ32VG19fv61fp7Oha7MvXLnfvmcPDtcu/TpvyeT3smSKcUBKBEyHCL526dH/rL/0z++t7tu/ba4l+qfN5pjWjZOXb/tlwvfXL5jX7/ZK7LHjqT/WlvO62XSSug1dcHsPfONXCjql+7CFel8JpNJv1nNSjCmYefhbm8u9E3Y3lCYdym3wNuFw85LBWG7Hvy7azXt2r6p9/mSK3+cqXSGp0C1ug+GYHQIUC5kOLjtPNwtRlBO/3PbmJaN189bHf0Kd/281fbQyL/s/9TuzFSo6pErw9Va0aP7H6fkAqH50QH7671Hvow7x6/zBKt0IkUN2LWJzxhRxq/8evFa3zpcxPJwJsydM/LC2Sv6zV7R9wr5TObeR1N82glpf6/MFMjoEKBcyHA1be+RL0VFRFzqRAepiJvokzTpT+/98b3db1mf/O3TI0HPUsjqkbwqVK2uEIUCsnNGP0/nQlccFBVoaXvquz5x7ZHvatf2LV+ZsFwpsLonDwIqFhmuVoh+Tgu37Xlhy84xLRuHvbIm1rXB7jNufnQg7t/9wlaP5PIRvceRj9jlYXcZ0/EG7PzqH88O17ThS4Laiz0pMFoXUkVSYA6TB/kP8uVXHIiMDFeFxJSzoh+6f8tR6HbP8g33vf6O/cc6Sp0MUE5O5WEpddjxwu+23Hgni1YvBaZHh9St3yb+gAS/XL9BvgztBeIgw6nNnnrtj+/tvu/1dyLNuCZtI5vXiZm6xBQM3f84We4XBJRI/uXhClSZKXDYK2vEx8K3rE98T6zUsbVm1w0BckGGU0aeU6+J+fdf2LJTTD/W+dU/yv2CAFScfFNgtNEhI5vXTWjd8uT4f3PXL62EruuFqmsCVY8MV4lynHpN+tRrT5nmmtEUAIrBNTrklwvffCTyR80Lh52n/XjMveu3LVw54Xzt9qWpBgGaVYEsyHDll//Ua9P/3PbH93ZvOXhY0QYgAEoLHx2y98iX4k/cfa+/E9A9N72G3qSRZ2nX9k3PUnTPYG3gLKtCplABKhAZLlAxJq4sxtRrAFBGOYwO+dunR8wXb9NunpOa0ig9s5z1TwAADw5JREFUT3K/2bPOOSe9+JtzQWTxeVUMjeevHyCQ4QLlOXFlaaZeA4DyynV0iDyg9zfPfnqk+UPr2U3bx7ww5v9J3xq+ku+vF68VQyX+sv9TmiBQm8hwYSJOXFnGqdcAoPqIEfcLt+0RPUwi/i29Z/kG8dGXYVuoEWS4LFwTV96zYsOq3QfCp17LrKjomsb9d9dqmnb+JKZeA4B4Dn7+leiIMqF1S8RJlESDxvQ/t4nB+Py9RfUhw2W398iXI5vX95sdcTnFR757zsgLZ68Y2bzu9lF9tZvniKnXlo7UNMNk7iMAKIidh7vF4P37Xn8nYuuH6FX8wpad2eYfBtRAhovkV01/Cu+W4Tv1mndFdjIcABSJmPBc9GmJOGJMnn+YoRJQDhkuu55Tp3/x8hpRhxv6cmvWqdcyPXU9eY0MBwClIeZFX7htj5gHIOK0TWL+YTFbE5NrosKR4bKQJ67Msh62h5XQXYU4MhwAlItYhULMnR59qRt7UicWJESlIcOFCZ+4MgJ3ayoZDgAqR4T5h/2HSjy7abvo68xMAigjMlygHCauTCadMc2zVAwZDgAq2c7D3WJZ6ujzesrzDzNUAqVEhgtUiIkrM4HNNDSJa6gDAKASidWrU/MPRx4qkdv8w8VYHAjVjQwHAEBUec4/vOXg4aD5h/NcHAg1iAwHAEDucph/WAyV8M4/HHFxIDe7occzis7bKIRqQoYDAKCQ9h75Muf5h1/csmtk8/ruf5zsN3tFtAqcaaSim2MuBE9/bFQhMlwkPSd6J/1xU8+J3nIfCABAPbHnH37+tX6zVwxfvDZWE6qV0NMZjhF0NYEMl13Pid476964etyiO+veIMYBAPIk5h9u/tAKn3/42pdWxdmrldDTwc1K6LruN74OVYUMl4UIcAPHL75m/OKB4xdHinEBXROS6TGr/DYBAGTy/MO/efVtUYcb3GjGm1Xevro4vqFZtWqR4cLIAe6adIy7+eEVKzfuabO6Dh4+5vcg/64JqRv0RIICNwAgQG6LA7mvN44MR8Nq1SLDhfnNtDUDx2UCXCrGjVt81djFV41dJLZfTFwxrmHdxJf+0ti6vWntrjarq83qEg+XuiZkvuN3CQDgK7fFgfzqbM52VSYlrVJkuDBWx+dDJ77mynADpAAXus284gfaT0evm7ViW2Pr9pfv/T/nP7yls/s4GQ4A4JXj4kDyvPJy3zfpdi461YoMl4Urxt300LKnm7fObP7ruIZ1v5nWGpLhLr3yXK3vA6lv7xhxlnb1+WMXXTV20fl9tR/eGli6AwDUplwXB0LtIsNlJ2LcwPGLh058zer43PXT3tNnRAhrbN3e2Lr9wRfeHtew7uqB52l9RlxqR7ohV2tOZ1050zf5/W7mn8Y1rJu7+oPG1u0bt3/SZnV1HztZllcNAAAqGRkuEqvj8yETlnsDnC+7a8LBw8farK7WrfsaW7fbpbvz+2p9hkRpinVst05uGdewbsqCdxpbt7+64e9tVteudlZWBgCgdpHhCi2oa0KaaWijVp1ps7q27v5MlO7GNawb17DuZ/ctjRvsxCYeTukOAICaQoarLFbH521WV8umvY2t2+ubtoxrWHdH3eu5ZTu5dNeyaW+b1RWxjggAACofGU4NPSd6C1W6+9l9S8XDxa627v6szepi/QkAgCLsmfQ1eWEKaf6U1EStppGZVcWebcU7Db9zjTLHD4Pn7K8IZDjlyaW7KQveGdew7tbJLbmV7u6oe31cw7r6pi2U7gAAxfbPr3tPtG870b7tm5NfxXmcPUmXHcz8M5w0TV46zkmxzjRcAdA5qZ5h+t65opDhqlb3sZNtVtfG7Z80tm6fu/oDUXvLLdv5lu56T5/J4ah6TvRO+uMmyn4AUONOde7Zn/j5vmnX7Jt2zb7p153q3BP5oZmJVqX45Zfh7MxmP0IuzaVlpuB3/cjvzhWFDFeLdrUfabO6Xt3w9/xLd7+Z1jquYd3M5r82tm5v3boveAmyZDK9dtnV4xZFWnZWMA3HwBCpgs7UlQBQsY5bm9ufGbJ38iXB26XWlCusx/tZj/ezplyxd/Kle4Lv3P7MkGNtr6f37VuHc14cHA2lhiElPHEZca1MpicsVwwMunNFIcMhw1u6+93MP+WW7W56aNm4hnUPvvC2KN21WV2bd3bc8URq8dmB4xdHiXFilpbAlS1Y8gKoMBTaYcsW4C6xHrssFeBSMe6yPZNC7/9Ev/S+M5/m0+kqsA6X9F+LTOwis7p5UIbz3rmikOEQiZjHuGntrsbW7RNf+su4hnW/mLgiVqobMHbxQHnZ2fGLb7j/1THPrLWbaF2beMY2q+u5X2m/eKnLMyWec0lnAOVWgEJ75jYK7crr3rggLMNNumTvFFeG08MzXNcb9el9ez/Bh2W4oHBm3x5lOfOQhFdGZDjkpbP7eJvVtW7bgcbW7bNWbAsu3S0eOG6xa+XZgeMWXxVh8Vn/WZGHXC1WwrD76smbXf+TN3tZM3lTd6pkCh6oKCLA5V9o9y2ZoPp83XP04ycHyBlu31M/i9wlLvcMJ8YquPaSvoP87jMNw/S9c0Uhw6FY5NLduOfe+tm9S10ZbkCEABeQ4Wae2yeX5S7ijuGQN7G+rWsTa2a4thIM5i1EwcPZfaQC/zihIokeF2ITH94aW7e/uLrtpoeWuQrtNz+84sXVbWIIVEg3WeelsTIvlCiKYx+Y+566du8Ufe8U/eNpA798b3nkh+ZTh/Op82bukPm7KG6o9KIwGQ4lIpadtf/E/3zC8tff/di+GIi5UVybaLS9+XLtp6MzWepn9y29asjVmnb1+cUJcEXaRAfBKLlQzOri2uRLYIEKHjRGI5lMzz0pNtEXVmyirC62CDONRy20iyWhxdzjYpD7c7/SbluUfntbCV3X9cq+aqKAeo8cOLph7tENc09+sqPcx6IkMhxKR8S4geMXD534WvRilfcDl3e4tzf02PMhy5t8WYpzfaqsLaRnoVhyLahM+NyvtLtW2mmPDFe1fH8L7AmG8hmrFP62zL/Q/ruHR/fRBt2eSnizb9a0X7wUVsMDahwZDiVldXw+ZMLyiAHOOZGINPyo+NlD9PNzbSHFQteW8+q3EbZC9SyceW6fzMm1K51imhjfwSVi6+w+XuRzDzcxGZDcOUFeryWfqR/jbnI3A7nX6asb/v76ux//fMLyTKH9D8ufbt5qz14Ukhodb8s7Rpwlldhd/Si8NbzwVlqg6pHhgBIpVLGwIAUPx5Zf27TrUO1LrL2Ja20p+wvGVeIBImJtFbGJaRq9nweK+THAsYlgJDa5jiv/k0V/XVkL7QcPH5Pf+VMWvHPz5dr/NuyEJ3V1vWPEWdq5594R74WQ8FBTyHCAYkJ6FspFmsbW7TOb/yqnq5sv187+5TK/698DfeJcLAu+iZmiQ4YVr9t2oHijiWMPEPFMh9G5dGSqnvlvU16QirWiBCW2uHPx5LyJFfO8VdWN2z+xT2Dx0mqehfaDh4+1vTXlp+mbLrw3Sw0vblQl4aHKkOEA9RSqZ2GqP/tLIzRtxHOespCrE1WJs0is7dbJLa7jzDpSRCwW5ztAxHfoZWPr9vqmLTdfrmmXT735cu1Hw+2lTR7o02fEpWMXiRrSWVfOLOxL+8XEFb41TrEsSk01cHtreCQ81DgyHKCkvHsWyrfl3r+w9/QZVzZq3brPlZ8qeRCJd4BIlIbpoFbpS688N2uGC+lSVsnNzZWPhIcaRIYDUGZyn31X6ct34MhvprUWKMPlOEDEt6/9uIaX+/9Qu3JSXl3KUCTKJTwm8UYUZDgAypNHCfgOFpG7pskDOX0HiNz6WKZl1rdLmXOWlvQxMFmLsiot4RVm1TKp1F6Bi0ShIMhwAGqXa4BIxP6FvpPEc52sViVOeB8dOFqISbylaTR5d1YvMhyAmpbDABGW+ISt4AnP20czYjXO8bYMDHSoKmQ4ALUu+gARn9EhzoVnSXOQxU94/n00fzNtTdbnkmObq2XftZgoqgYZDgCAMvAmvHumr7l2/FJXhsuhiZ8MVyPIcAAAVIrc+mgmQzMcbanVigwHAEAFKcAk3vI4BsY0VC8yHAAAlSXvSbwdt9JJs1qR4QAAANRDhgMAAFAPGQ4AAEA9ZDgAAAD1kOEAAADUQ4YDAABQDxkOAABAPWQ4AAAA9ZDhAAAA1FPoDCdNDB19aQ8yHAAAQCyFzXDSurpxFmgjwwEAAMRS0AznWHFXDnTZD6IwBwAAAFAbCpnhrIQuZzgroZPhAAAAiqEiMty0adPqAACAUpqamgqSH5CbuuJluOhtqQAAAIilkBnOMY4hzpgGAAAAxFLQDJd0zC0ileQAAABQSIXOcAAAACg+MhwAAIB6yHAAAADqIcMBAACohwwHAACgHjIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcG72amGO1V5Nw7V6mJXQNb87whbxTArifLI+m69oZ1J6S3IqA0R/T7JqYFaRTqZ0HjmZQaK+LaWTyVUHAhnOyTTsXw7TSP36mIamGaZpyL9OppG+m5XQ+bvkI+qZTCaTyaSV0PVEwns7ktHPJO/EbCK/J8WN5ThEdcT6Bbcfwln1in7R0bjqwI0M5yT9mnh/4vtLE/yI2hbjTFoJXU9Y/IUPEPVM8nc9m6hnkndiBLH/VPL+DBDjbUmGgxsZzk2Uq72/U64/TJmGK36VAkQ/k+I+XDmDRDuTjrZUzqSvSGfSSui6rnMqs4n4C565lQ+7AaKeSa468CDD+RK/K+7OCb6/N1ZC529TsGxnUvpASYYLFeM9SVtgqBjvSU5lNhHflhSOssp+Jq2ErmmGSd9hSMhwgVyfG4MTBh8wswg7k+4uz5zKMLwnCyXsTDrzBh8tssr+tiQJR5PlT2XmZ2RipJDhHKyEnv7FcP+SuH+d+KAeKuqZTGa/vcblcCZ5T/qKfCaln1JmDxDrbclHihAxLjqZk8hvOFLIcC4+Uwo4S0Xi10jue8Svkq+IZ9LxAE6ln4hnUr6NE+kr8ntS+v3mVAaIdTI5iyGinkn5RjIxBDIcAACAeshwAAAA6iHDAQAAqIcMBwAAoB4yHAAAgHrIcAAAAOohwwEAAKiHDAcAAKAeMhwAAIB66urqtKeffroOAAAA6nj66af/fzybp4mK5BqQAAAAAElFTkSuQmCCAA==)
S18 LECTURE ENROLLMENTS:
Dept |
MATH |
ESS |
CHEM |
PHYSICS |
S2018 |
6303 |
1714 |
5258 |
3582 |
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)
ENROLLMENTS BY DEPT:
Quarterly Summary for S2018 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
Level |
LEC |
DIS |
LAB |
LAB LEC |
RES |
SEM |
TUT |
FLD |
COL |
|
|
|
|
|
|
|
|
|
|
|
CHEM |
Lower-Div |
3551 |
3552 |
2511 |
1251 |
|
|
|
|
|
|
Upper-Div |
372 |
378 |
156 |
|
79 |
8 |
38 |
|
|
|
Grad |
84 |
79 |
5 |
|
196 |
316 |
103 |
|
|
|
Total |
4007 |
4009 |
2672 |
1251 |
275 |
324 |
141 |
0 |
0 |
|
|
|
|
|
|
|
|
|
|
|
ESS |
Lower-Div |
1350 |
1309 |
40 |
|
|
|
|
|
|
|
Upper-Div |
332 |
|
73 |
|
29 |
15 |
|
6 |
|
|
Grad |
32 |
|
|
|
46 |
25 |
19 |
|
|
|
Total |
1714 |
1309 |
113 |
0 |
75 |
40 |
19 |
6 |
0 |
|
|
|
|
|
|
|
|
|
|
|
MATH |
Lower-Div |
5234 |
5144 |
90 |
|
|
|
|
|
|
|
Upper-Div |
906 |
883 |
25 |
|
98 |
|
|
13 |
|
|
Grad |
163 |
18 |
|
|
62 |
126 |
|
|
|
|
Total |
6303 |
6045 |
115 |
0 |
160 |
126 |
0 |
13 |
0 |
|
|
|
|
|
|
|
|
|
|
|
PHYS |
Lower-Div |
3279 |
3194 |
1581 |
|
|
11 |
|
|
|
|
Upper-Div |
210 |
126 |
38 |
|
22 |
|
|
|
|
|
Grad |
93 |
38 |
|
|
107 |
54 |
40 |
|
7 |
|
Total |
3582 |
3358 |
1619 |
0 |
129 |
65 |
40 |
0 |
7 |
CHEMISTRY ENROLLMENTS FOR SPRING 2018 |
|
|
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|
|
|
|
|
|
|
|
|
CHEM |
1B |
DIS |
651 |
|
CHEM |
192 |
TUT |
32 |
CHEM |
1B |
LEC |
651 |
|
CHEM |
193 |
LEC |
9 |
CHEM |
1C |
DIS |
1411 |
|
CHEM |
199 |
TUT |
6 |
CHEM |
1C |
LEC |
1411 |
|
CHEM |
205 |
DIS |
10 |
CHEM |
1LC |
LAB |
1255 |
|
CHEM |
205 |
LEC |
10 |
CHEM |
H2C |
DIS |
62 |
|
CHEM |
213 |
DIS |
13 |
CHEM |
H2C |
LEC |
62 |
|
CHEM |
213 |
LEC |
13 |
CHEM |
H2LC |
LAB |
62 |
|
CHEM |
218 |
DIS |
17 |
CHEM |
H2LC |
LAB LEC |
62 |
|
CHEM |
218 |
LEC |
17 |
CHEM |
M3C |
DIS |
82 |
|
CHEM |
219 |
DIS |
18 |
CHEM |
M3C |
LEC |
82 |
|
CHEM |
219 |
LEC |
18 |
CHEM |
M3LC |
LAB |
167 |
|
CHEM |
231C |
DIS |
6 |
CHEM |
M3LC |
LAB LEC |
167 |
|
CHEM |
231C |
LEC |
6 |
CHEM |
51A |
DIS |
258 |
|
CHEM |
232B |
DIS |
7 |
CHEM |
51A |
LEC |
258 |
|
CHEM |
232B |
LEC |
7 |
CHEM |
51C |
DIS |
1045 |
|
CHEM |
237 |
DIS |
8 |
CHEM |
51C |
LEC |
1044 |
|
CHEM |
237 |
LEC |
8 |
CHEM |
51LC |
LAB |
963 |
|
CHEM |
244 |
LAB |
5 |
CHEM |
51LC |
LAB LEC |
958 |
|
CHEM |
244 |
LEC |
5 |
CHEM |
H52LC |
LAB |
7 |
|
CHEM |
280 |
RES |
196 |
CHEM |
H52LC |
LAB LEC |
7 |
|
CHEM |
290 |
SEM |
141 |
CHEM |
M52LC |
LAB |
57 |
|
CHEM |
291 |
SEM |
106 |
CHEM |
M52LC |
LAB LEC |
57 |
|
CHEM |
292 |
SEM |
69 |
CHEM |
H90 |
DIS |
43 |
|
CHEM |
299 |
TUT |
1 |
CHEM |
H90 |
LEC |
43 |
|
CHEM |
399 |
TUT |
102 |
CHEM |
107L |
DIS |
72 |
|
|
|
|
|
CHEM |
107L |
LAB |
72 |
|
|
|
|
|
CHEM |
125 |
DIS |
95 |
|
|
|
|
|
CHEM |
125 |
LEC |
95 |
|
|
|
|
|
CHEM |
132C |
DIS |
192 |
|
|
|
|
|
CHEM |
132C |
LEC |
191 |
|
|
|
|
|
CHEM |
138 |
DIS |
12 |
|
|
|
|
|
CHEM |
138 |
LAB |
12 |
|
|
|
|
|
CHEM |
138 |
LEC |
12 |
|
|
|
|
|
CHEM |
153 |
LAB |
19 |
|
|
|
|
|
CHEM |
153 |
LEC |
19 |
|
|
|
|
|
CHEM |
156 |
LAB |
34 |
|
|
|
|
|
CHEM |
156 |
LEC |
34 |
|
|
|
|
|
CHEM |
177L |
DIS |
7 |
|
|
|
|
|
CHEM |
177L |
LAB |
7 |
|
|
|
|
|
CHEM |
180 |
RES |
71 |
|
|
|
|
|
CHEM |
180W |
LAB |
12 |
|
|
|
|
|
CHEM |
180W |
LEC |
12 |
|
|
|
|
|
CHEM |
H180C |
RES |
8 |
|
|
|
|
|
CHEM |
H181W |
SEM |
8 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
ESS ENROLLMENTS FOR SPRING 2018 |
|
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|
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|
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|
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|
|
|
EARTHSS |
5 |
DIS |
431 |
|
|
|
|
|
EARTHSS |
5 |
LEC |
431 |
|
|
|
|
|
EARTHSS |
15 |
DIS |
300 |
|
|
|
|
|
EARTHSS |
15 |
LEC |
300 |
|
|
|
|
|
EARTHSS |
21 |
DIS |
443 |
|
|
|
|
|
EARTHSS |
21 |
LEC |
443 |
|
|
|
|
|
EARTHSS |
H30C |
DIS |
22 |
|
|
|
|
|
EARTHSS |
H30C |
LEC |
23 |
|
|
|
|
|
EARTHSS |
40B |
LAB |
40 |
|
|
|
|
|
EARTHSS |
40B |
LEC |
40 |
|
|
|
|
|
EARTHSS |
55 |
DIS |
61 |
|
|
|
|
|
EARTHSS |
55 |
LEC |
61 |
|
|
|
|
|
EARTHSS |
60C |
DIS |
52 |
|
|
|
|
|
EARTHSS |
60C |
LEC |
52 |
|
|
|
|
|
EARTHSS |
100 |
LEC |
29 |
|
|
|
|
|
EARTHSS |
112 |
LEC |
17 |
|
|
|
|
|
EARTHSS |
114 |
LAB |
41 |
|
|
|
|
|
EARTHSS |
114 |
LEC |
41 |
|
|
|
|
|
EARTHSS |
115 |
LAB |
9 |
|
|
|
|
|
EARTHSS |
115 |
LEC |
9 |
|
|
|
|
|
EARTHSS |
116 |
LAB |
23 |
|
|
|
|
|
EARTHSS |
116 |
LEC |
23 |
|
|
|
|
|
EARTHSS |
144 |
LEC |
28 |
|
|
|
|
|
EARTHSS |
152 |
LEC |
11 |
|
|
|
|
|
EARTHSS |
164 |
LEC |
25 |
|
|
|
|
|
EARTHSS |
182 |
LEC |
79 |
|
|
|
|
|
EARTHSS |
190CW |
SEM |
15 |
|
|
|
|
|
EARTHSS |
191 |
LEC |
55 |
|
|
|
|
|
EARTHSS |
197 |
FLD |
6 |
|
|
|
|
|
EARTHSS |
198W |
LEC |
10 |
|
|
|
|
|
EARTHSS |
H198 |
LEC |
5 |
|
|
|
|
|
EARTHSS |
199 |
RES |
23 |
|
|
|
|
|
EARTHSS |
H199C |
RES |
6 |
|
|
|
|
|
EARTHSS |
202 |
LEC |
7 |
|
|
|
|
|
EARTHSS |
252 |
LEC |
3 |
|
|
|
|
|
EARTHSS |
264 |
LEC |
6 |
|
|
|
|
|
EARTHSS |
266 |
LEC |
9 |
|
|
|
|
|
EARTHSS |
280C |
SEM |
14 |
|
|
|
|
|
EARTHSS |
286C |
SEM |
4 |
|
|
|
|
|
EARTHSS |
290 |
SEM |
7 |
|
|
|
|
|
EARTHSS |
298 |
LEC |
7 |
|
|
|
|
|
EARTHSS |
299 |
RES |
46 |
|
|
|
|
|
EARTHSS |
399 |
TUT |
19 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
MATH ENROLLMENTS FOR SPRING 2018 |
|
|
|
|
|
|
|
|
|
|
|
|
|
MATH |
2A |
DIS |
903 |
|
MATH |
130C |
DIS |
21 |
MATH |
2A |
LEC |
904 |
|
MATH |
130C |
LEC |
21 |
MATH |
2B |
DIS |
1375 |
|
MATH |
133B |
DIS |
41 |
MATH |
2B |
LEC |
1375 |
|
MATH |
133B |
LEC |
41 |
MATH |
2D |
DIS |
748 |
|
MATH |
133C |
DIS |
41 |
MATH |
2D |
LEC |
748 |
|
MATH |
133C |
LEC |
41 |
MATH |
2E |
DIS |
382 |
|
MATH |
140A |
DIS |
61 |
MATH |
2E |
LEC |
382 |
|
MATH |
140A |
LEC |
61 |
MATH |
H2E |
DIS |
17 |
|
MATH |
140B |
DIS |
77 |
MATH |
H2E |
LEC |
17 |
|
MATH |
140B |
LEC |
77 |
MATH |
3A |
DIS |
783 |
|
MATH |
140C |
DIS |
18 |
MATH |
3A |
LEC |
783 |
|
MATH |
140C |
LEC |
18 |
MATH |
3D |
DIS |
450 |
|
MATH |
H140C |
LEC |
4 |
MATH |
3D |
LEC |
449 |
|
MATH |
141 |
DIS |
13 |
MATH |
4 |
DIS |
245 |
|
MATH |
141 |
LEC |
13 |
MATH |
4 |
LEC |
245 |
|
MATH |
147 |
DIS |
57 |
MATH |
5A |
DIS |
26 |
|
MATH |
147 |
LEC |
57 |
MATH |
5A |
LEC |
26 |
|
MATH |
161 |
DIS |
19 |
MATH |
5B |
DIS |
38 |
|
MATH |
161 |
LEC |
19 |
MATH |
5B |
LEC |
38 |
|
MATH |
180B |
DIS |
23 |
MATH |
8 |
DIS |
32 |
|
MATH |
180B |
LEC |
23 |
MATH |
8 |
LEC |
32 |
|
MATH |
184 |
DIS |
16 |
MATH |
9 |
LAB |
90 |
|
MATH |
184 |
LEC |
16 |
MATH |
9 |
LEC |
90 |
|
MATH |
184L |
LAB |
10 |
MATH |
13 |
DIS |
145 |
|
MATH |
192 |
FLD |
13 |
MATH |
13 |
LEC |
145 |
|
MATH |
192 |
LEC |
13 |
MATH |
107 |
DIS |
15 |
|
MATH |
199C |
RES |
98 |
MATH |
107 |
LEC |
15 |
|
MATH |
205C |
LEC |
15 |
MATH |
107L |
LAB |
15 |
|
MATH |
206C |
LEC |
10 |
MATH |
112C |
DIS |
12 |
|
MATH |
210C |
DIS |
14 |
MATH |
112C |
LEC |
12 |
|
MATH |
210C |
LEC |
18 |
MATH |
115 |
DIS |
40 |
|
MATH |
218C |
LEC |
9 |
MATH |
115 |
LEC |
40 |
|
MATH |
220C |
DIS |
2 |
MATH |
120A |
DIS |
88 |
|
MATH |
220C |
LEC |
18 |
MATH |
120A |
LEC |
88 |
|
MATH |
226C |
LEC |
5 |
MATH |
120B |
DIS |
46 |
|
MATH |
227C |
LEC |
10 |
MATH |
120B |
LEC |
46 |
|
MATH |
230C |
DIS |
2 |
MATH |
120C |
DIS |
6 |
|
MATH |
230C |
LEC |
11 |
MATH |
120C |
LEC |
6 |
|
MATH |
232C |
LEC |
13 |
MATH |
H120C |
LEC |
6 |
|
MATH |
245C |
LEC |
9 |
MATH |
121A |
DIS |
120 |
|
MATH |
260C |
LEC |
5 |
MATH |
121A |
LEC |
120 |
|
MATH |
271C |
LEC |
7 |
MATH |
121B |
DIS |
79 |
|
MATH |
282C |
LEC |
6 |
MATH |
121B |
LEC |
79 |
|
MATH |
290C |
LEC |
11 |
MATH |
130A |
DIS |
30 |
|
MATH |
295C |
LEC |
11 |
MATH |
130A |
LEC |
30 |
|
MATH |
296 |
LEC |
5 |
MATH |
130B |
DIS |
60 |
|
MATH |
298C |
SEM |
126 |
MATH |
130B |
LEC |
60 |
|
MATH |
299C |
RES |
62 |
|
|
|
|
|
|
|
|
|
PHYSICS ENROLLMENTS FOR SPRING 2018 |
|
|
|
|
|
|
|
|
|
|
|
|
|
PHYSICS |
3A |
DIS |
264 |
|
PHYSICS |
134A |
DIS |
15 |
PHYSICS |
3A |
LEC |
264 |
|
PHYSICS |
134A |
LEC |
15 |
PHYSICS |
3B |
DIS |
194 |
|
PHYSICS |
135 |
LEC |
8 |
PHYSICS |
3B |
LEC |
194 |
|
PHYSICS |
145 |
LEC |
27 |
PHYSICS |
3C |
DIS |
649 |
|
PHYSICS |
193 |
LEC |
3 |
PHYSICS |
3C |
LEC |
649 |
|
PHYSICS |
195 |
RES |
13 |
PHYSICS |
3LB |
LAB |
212 |
|
PHYSICS |
196C |
RES |
1 |
PHYSICS |
3LC |
LAB |
394 |
|
PHYSICS |
H196C |
RES |
6 |
PHYSICS |
7C |
DIS |
275 |
|
PHYSICS |
199 |
RES |
2 |
PHYSICS |
7C |
LEC |
275 |
|
PHYSICS |
213B |
DIS |
22 |
PHYSICS |
7D |
DIS |
689 |
|
PHYSICS |
213B |
LEC |
22 |
PHYSICS |
7D |
LEC |
689 |
|
PHYSICS |
230B |
LEC |
2 |
PHYSICS |
7E |
DIS |
357 |
|
PHYSICS |
234C |
LEC |
6 |
PHYSICS |
7E |
LEC |
357 |
|
PHYSICS |
235A |
DIS |
16 |
PHYSICS |
7LC |
LAB |
244 |
|
PHYSICS |
235A |
LEC |
16 |
PHYSICS |
7LD |
LAB |
673 |
|
PHYSICS |
238C |
LEC |
6 |
PHYSICS |
14 |
LEC |
27 |
|
PHYSICS |
239A |
LEC |
6 |
PHYSICS |
20B |
DIS |
180 |
|
PHYSICS |
240A |
LEC |
10 |
PHYSICS |
20B |
LEC |
180 |
|
PHYSICS |
241C |
LEC |
8 |
PHYSICS |
20E |
DIS |
309 |
|
PHYSICS |
260C |
SEM |
1 |
PHYSICS |
20E |
LEC |
309 |
|
PHYSICS |
261C |
SEM |
10 |
PHYSICS |
50 |
DIS |
72 |
|
PHYSICS |
263C |
SEM |
6 |
PHYSICS |
50 |
LEC |
72 |
|
PHYSICS |
265C |
SEM |
8 |
PHYSICS |
51A |
DIS |
122 |
|
PHYSICS |
291 |
SEM |
29 |
PHYSICS |
51A |
LEC |
122 |
|
PHYSICS |
295 |
RES |
66 |
PHYSICS |
52C |
LAB |
58 |
|
PHYSICS |
296 |
RES |
31 |
PHYSICS |
52C |
LEC |
58 |
|
PHYSICS |
298 |
COL |
7 |
PHYSICS |
53 |
DIS |
12 |
|
PHYSICS |
299 |
RES |
10 |
PHYSICS |
53 |
LEC |
12 |
|
PHYSICS |
395 |
LEC |
17 |
PHYSICS |
61B |
DIS |
31 |
|
PHYSICS |
399 |
TUT |
40 |
PHYSICS |
61B |
LEC |
31 |
|
|
|
|
|
PHYSICS |
61C |
DIS |
40 |
|
|
|
|
|
PHYSICS |
61C |
LEC |
40 |
|
|
|
|
|
PHYSICS |
H80 |
SEM |
11 |
|
|
|
|
|
PHYSICS |
106W |
LAB |
20 |
|
|
|
|
|
PHYSICS |
106W |
LEC |
20 |
|
|
|
|
|
PHYSICS |
112B |
DIS |
43 |
|
|
|
|
|
PHYSICS |
112B |
LEC |
43 |
|
|
|
|
|
PHYSICS |
113A |
DIS |
60 |
|
|
|
|
|
PHYSICS |
113A |
LEC |
60 |
|
|
|
|
|
PHYSICS |
121W |
LAB |
18 |
|
|
|
|
|
PHYSICS |
121W |
LEC |
18 |
|
|
|
|
|
PHYSICS |
125B |
DIS |
8 |
|
|
|
|
|
PHYSICS |
125B |
LEC |
8 |
|
|
|
|
|
PHYSICS |
133 |
LEC |
8 |
|
|
|
|
|