NUMBER OF UNDERGRADUATE STUDENTS:
Quarter |
Chem |
Math |
Phys |
ESS (all majors) |
Unde |
W2011 |
501 |
370 |
117 |
124 |
92 |
W2012 |
464 |
356 |
123 |
138 |
131 |
W2013 |
427 |
420 |
129 |
148 |
152 |
W2014 |
426 |
501 |
156 |
192 |
197 |
W2015 |
405 |
594 |
164 |
236 |
152 |
W2016 |
415 |
750 |
203 |
208 |
219 |
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)
NUMBER OF GRADUATE STUDENTS:
|
W16 |
CHEMISTRY |
205 |
CHM-CHM AND MATL PHY |
13 |
EARTH SYSTEM SCIENCE |
48 |
MATHEMATICS |
100 |
PHY-CHM AND MATL PHY |
40 |
PHYSICS |
79 |
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wivjasMogsI6kAKlc6OzXVM9cOfYil1AAnON/cnHy94+i8dkUk6YktJBUnIqkAUY2rVyk7xVfdc/e+0gXMkAScI7mkEg0imkjSk2BUvT9EFocgqQDhcDjctrdhy3MjlE0pOye+zCokgNMkuzJDT/owSSoKFgWSkVkkFbjdpY6O2ulTlRml8qnhp/bUZfu8ABhI1TJbmqSiGLRiuQ/ZQFKBe4n1BTXdPYeW++nuARwrZctsKZOL4TKYtKk4BkkFLnVqT52mbnft9Kks4go4XCJrSJksIKWcpWywi5jiGCQVuI5+rfnKp4a37W3I9nkBAAyYJxW7dXJMdto4cPJnD8TlWnf3gSWLWV8QAHKIWVKxXyfHcKetA6fmJwDsaamp1ix7Vlc4k+4eAHC42L0/MerkGBfPsXXghE8aiMv55uadE1/WrC/YfvBgts8LABBbzKQSo05O7Cnp5gcG0q1w2rT3nn5KmVH89w6Y9/uR2T4vAPnJ7/cnfkOGiQLrpBKzTk4ySSXxswZsaN62VbO+YEPJPNYXBIDcYpVU7NTJsVE8x/TASZw2YOVcKKRfX/BcKJTt8wIAxM00qditkxOzeI75gZM9d0DnSmdnQ8k8zfqCzdu2Zvu8AAAJMkkqcdTJMdlp48Cp+QmAHqF1Ffr1BenuAYCcFmOcSloPnOEjIo+1Hzyo6e7ZOfHl883N2T4vAECySCrIbZc6OuoKZyozyvrHHm2pqc72eQEAUoOkghymX1/wwJLFrC8IAPmEpIKc1La3QbO+YM2UVyk4CwD5h6SCHHOpo0O/vuCpPXXZPi8AQFqQVJAzrnV3H1ru16wveGg5FSEBIJ+RVJAbTu2p06wvWDt9Kt09AJA0udaIXBFNU3BeLFqsKEkSXaJYUpdREzVOohVL5BfSH8M+kgqcrqu1VbO+4JbnRrC+IADINg5/TPlLUmwbhz9m46mKUvNBnyf6lWFS0RRNC3glj8ejLmbv8Xj0SUVRwD7gtV95LYKkAue61t29r3SBpruncfWqbJ8XADjLyn59AwP6a7aV/frGfqbxIjj2k4rXp3ho0OfxBlQP0yeVBJBU4FD69QU/n11MwVkA7qTvAddshknFbFv/2KPHNm8Km64rrC1UL2l6fyLPCXglbyD6EqJNxiip9PT+JBZXSCpwnPPNzdvGjVb+p6p6cSTrCwJwM+uYEm9SEQWowlZJxW6bSsDkD5MXSiSukFTgIIbrC4rgDwBudmi5P7VJ5fPZxeFw2CB+hMPxJhXxp+ovJi9kuCcmkgqc4tjmTZruHtYXBAA7Eh+nEg54lasQxz2iVuwRfTvy19qkEh2qaxaNLJFUkH369QW3jRvN+oIAYNOawffoW03WDL7H1pOjg1Lsz1LWNp+oJvcYtKkonhv31B+SCrLqSmfn57OLNd09rC8IAJCRVJA1jatXadYX3Fe6gPUFAQBKJBVkQdvehi3PjVA2peyc+HJXa2u2zwsA4DgkFWTUpY6O2ulTWV8QAGATSQUZItYX1HT3HFrup7sHAGDB1Ullw/BhZhPNNwwflu2zyyun9tRVPjVceYVZXxAAYIerk4rhBPR4pqEjtq7W1popr2q6e9r2NmT7vAAAuYGkklBSCXi1c8L16yFo1k2IfwZ5rrvW3X1gyWLWFwQApzJc30e5M7rAj7LWSobvaCSVuJOKqOenrrKn+EeM/htm/l/TQVpqqjWrVNQVzqS7BwAcSF3oTfE3+eYWvaEltyxyQkgqpknlwJLFbXsbxKZ/LknFzPnm5p0TX9asL9h+8GC2zwsAYMw0qeir0CZQDD9pJBXTpGK4bRs3Wmxv/ac04IXFB5YsPrWnrm1vQ9ua52/RdvOoWtXcEFmudHbuK12gKTgbWleR7fMCAFiJ3aYS2e31xr28YAqQVOJLKvI25nrptp9G/zrrxm9I0rfG9Pr+DZIk3TRApJmGknkHliw+sGRxy/Q7Jenu0r0NebzeXvO2rZr1BRtK5uXxzwsAeUOXVIw/ZCsXM8wkkopV709d4UyROTRDLrRJ5affkr7x/VmRb/3n0G+oQszKfn1X9rvlNukbQ3tF92x5boR45c9nF4s007xtq+hpyrnBHOdCIf36gudCoWyfFwDAFpM2Fe0YBs26hRlDUolvRG1Xa6vIE/P7Rnp/Pp9dvO2+m6Vv3vZepF7ILbdJuqTy029J0rfGxGqn0WyVTw0XaaaucKZIM8c2bxJHz1jheeuSM1c6OxtK5mm6e5q3bc3MuQEAUsJW7w9JJStWDx5odhtePXig2bNU614rZnDJfjLxk7a9DW17i+6L7rv19XGjt40brVnsJvlt/WOPijRTO32qSDOhdRUizZxvbk7+ElmHOf36gnT3AEDOMR9Rq/oOScVdrnR2ijxxak+dSBj7SheIzKHpSUl+Wzv0IfHKNVNeFcdqXL1KHD1mH411UpG3nRNf1gYjWyVnTB4JAEAPkopzXevulqdJi4RxYMliefJRatNM+ZDB4mV3TnxZHOjQcn/b3oaYSWX9Y4+21FRrztx2yRnDRwIAEEVSyXlymjm03C9Cxs6JL4vYoawPm/BmPejYYn1BO0nF6JEAAESRVFyh/eBBkWYaV68SaaZmyqsizSjHmsSbVKwPqs0f0Ylv2lhCUgEAmCGpIOJcKCTSTGhdhUgztdOnpjCpBH0eSfIGRF7RzdEnqQAADJFUYCVlSUU11U3b/UNSAQCYIanASnqSirbOIUkFAGCGpAIraSo5o1z8Sv9IAABkJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAAOBcJBUAANws4JUEjy8o9gR9HvnrcDgc8Hp8QfEw5e5w0OeRJMkbSPP5kVQAAMgTnxxomb70k3ieEfR5erJG0OeJfmWYVDwe5f6gz+PxeEgqAADAjk8OtDz8WvmgCWWvle6y+5yAV91MIpglFa9P8Y2gz+MNBLwkFQAAUHfo1LCpFXeOXm6x9Ru9/O6xK+4et6L/2OX9LB85bGrFprqjYV0k6SG6dRR6kkog+gTRAkNSAQAA4bD9mCK2mGFl4PiysFVSMW5TCYSN/wgr0k3KkwtJBQAAp/NXHYyVVFbcNS6OpDI78Fk4HDZpE7FKKuJP1V/S/LOTVAAAyHmtHV2PTV0nwsoDk1eXlNfbe17AG20FCXhjjKgV3xZzheSvSSoAAMAGEVbun7TKdkwJh8PKQSkxZylHQoliGC5JBQAA2Nba0bWs6mC2zyLFSCoAAMC5SCoAAMC5SCoAAMC5LJNKwKueGK0uBSN/Q14xQDKqdGd+4CRPHQAA5D3TpCLmLakH9SpWB1A9sCefBH0e21mFpAIAAGKK0fsTO6moH2G8gIDJgeM/WwAA4C5xJxVN548mvJjU5TU+cDLnDQAAUkEewxGznopmkIdIBdmup2Ja0qWnqF0ySQUAgHzi9/sTuBNnleI2LtYcjHxlmFQ8HuX+oM/j8RiMCkm1ggSTSk8/jyap0PsDAEDOML5tm9ao9Sm+EfR5tMNZ0yPRpCIvFKAcRcuIWgAAcof5WsqSilxNP/oE0QKT1aSimHosd0wp96kbUgz2xj5wan4CAACQEPOkYrruj+EfaRWjTSWtB87wEQEAgIpx0rBcoTDgVRQxIakAAIA0kgdzhMPhgDfGiFrxbdGTIn9NUgEAAOkTHZQSc5ZyJJQohuGSVAAAgLuRVAAAgHORVAAAgHORVAAAgHORVAAAgHORVAAAgHORVAAAgHORVAAAcLeAV5LUBVSU1VWiRVPU6wGlvZBKBEkFAABXC3glr1dZwi3glTwej6J2bTSpKKvDZSiskFQAAHAzEUSU1WZ7lvaJxBLDpBJW1apNJ5IKAAAuZrDYoGahZLOkkpFa+iQVAADcTLWcj+arSDIhqQAAgOwQCyNrRslqFiP00fsDAACyQdUqEvR5dB1Bkek+Bkkl4GVELQAASCdN901PVNHlF2YpAwAAGCKpAAAA5yKpAAAA5yKpAAAA5yKpAAAA5yKpAAAA5yKpAAAA5yKpAADgWgGvJKkrzYqiKYpiKQGv+hHqqiqRp6exsD5JBQAA1wp4JY9HWSM/6PN4PB5F7Ah4Ja/XIIeoS+uTVAAAQOoFvJLXp8gcQZ/HG1DGDvG1QRAhqQAAgHQLeCVvIBo6gj6POpf0fKlPIiQVAACQbpGEYfhH2PirCJIKAABIN1Wbia4BJeBVDZ1VZRGSCgAASDdNKJG/1nf59Cy0rPg7SQUAAKSVqnunJ3noOoHC4bAuquiSinHTS/JIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLlIKgAAuJaiDkqkDIq6Tko44PX4gqpqK7oacGlGUgEAwLXk6m5y/DBOKop4ogwtmUBSAQDAtaJ1aHsSiklSkRNKGuvmGyOpAADgWoZtKqplCVW9Ph6v15PRBpUwSQUAABeLjlPpCSCmbSqRR2e2QSVMUgEAwMX0fTlWSUXzvcwgqQAA4FokFcsDZ/iIAABAjaRieeAMHxEAAOQckgoAAHAukgoAAHniUndX8+n98TxDUaNW0kzyUfbzKKcuRyvB6SYzW/UcJYykAgBAnqjcPe/N5fd3XTxr+xnGddwCXsnrVX5HEUHUJWrV2YSkAgAATHRdPFsc8BYtf6By9zzbTzJMKmKn8lvKCBIwiTC6v5FUAABwiaMnPy9Z+7uCZYMst8Fv+u8r9A8p8A+2fmTJ2t/tO1oVDodVvT+6KKKIJPbbVEzq2yaBpAIAgNPZiCmDCvyDC/1DCv1D3vTfV7AsRlgpWvFgOBw2bFOJ7lItCqRZcjmCNhUAABCuDQZsNqiILWazyua6d8LhsFFSUY6xlYOJHEGiSyoLJBUAABCDGKEix5RC/xDbo1V0SUU7CkVetpARtQAAICGGLS6zVz1q46mqFhTNMNpwNKooI4gqjpBUAACAq5FUAACAc5FUAACAc5FUAACAc5FUAACAc5FUAACAc5FUAACAc5FUAABwL7mgiih9oqzrJtd9UzwmYLSyj7Ioi/wymkV/RD1+g3WbYyKpAADgVopgEvD2VKON5Ime7+kfoy3xZliS3+PR1oTzeEgqAAAgDurS+Kp9cvwweoyNpOL1qevaegMGqyHaQVIBAMC9RM+NtqPG4/Uqooj+Mbqkou78Edkl+qCgz6Ov1G8XSQVWyhdvv9h12fBbF7suly/entnTAQCkhWZcScBrMKRE+Rg7bSoBkz/iRVKBlZamtrmvB/Rh5WLX5bmvB1qa2rJyVgCAlDNdhNDoMTaTivhT9Zf4T4ykEv77pQtntr13fMHw4wuG/3Vj0dXO9myfkbPow4qtmBLwagd561sHVTtTseAmACAeoldGUOaIoHaIifYxdpNK5Le8/DVJJX4Xm+q/fGvgkTd6h6b3Dk3vfWTa7UeLBnT+ZWe2z8tZlGHFTkwRzYbqt6RiRFbQ5xFfR0eYmzQ1AgDSS/EhUvE72HQYSs9jTB8gaZtPVDOHSCrxutrZfrR4cGh679CMPoqt99G37u4+85XVM+NuMMjJFoMrV66GgscPNTRVltX652+e+GTJ7MkrJj1VUrag6lBD0/lzXdZPV70ljWKLMqgYDy4HALieq5NK2/qZjTM0MaVPaEafI9N+dXL5GLNn2W0w0O50boPBxa7LciJZ56+e93rg7cnLRw0tjrlNfPKdea8HKstq99WFTrd0aF5W05BokNZV7SjOvkYAgCxxdVJpmvMbXYNKpFnlyIzeF5vqLZ4bs8HAgUlFJB8EfnYAACAASURBVJJ9daHKstryxdvnvR4oHP+hnURic/vDsDnzXg+s81fv3h5saWqLnVQ0LYa0qQAAdFydVI6+NdAkqfRpnPqLI1N7HZna68vCu1qWjmxd81r7jtLzDRsuNtWLIbd2bsOR2sGStqco3c6f6woFj9fXHK4sqy1b+HHCieS1Z96b93rg/aKKdR9WT3tx0acf7wsFj1f9ue7150vnvLbyD8PmWD/93hukW72BsoUf12zZ+9FLPzRpg1Luy36YAwA4jauTysnlY45M+5VBUpneOzS11xHLbf7PpfteGNm+taR9R2n9mB9I9xXLL6ucxCWJ0jfpySodfz2vSSRvjF6ccCJZMntjZVltzZa9oeBxZVeOfgitPMC246/nRQvNvNcDrz3znj6p3Hxbz18HDLxO+vbA55b7SzZvn/9fN0s/1AQVBtQCAAy5Oqlcbm38smigQVIp6Nu88MmWpSMtksocj3TvI5GvK+/8B8lzs9wAs/B26UdPTT1f1Fu6+b/2ReY8J9X9IxLJ7u3ByrJaf8nmea8HfL8vTSCR+H5fOu/1gL9kc2VZ7e7tQU0iMWQ208ewzsr5c11isMvz/6bs0/l2rwHFo4YWj7rt3+VdIsG88cSD35V3PeRP8OoAAPKaq5NKOBzu2LUkVHRXtA9oeu8vi+5u2zxbfsB/X+2+2FTfeXhH+47Sto2FLUtHHisepEkqR1644SbpH156Qf31I9dJ199QObXXkam9mhfccZ8kPeAr7aheerGp/nJro+HJnG7pCAWP12zZW1lWu2T2xoQTyRujF2sSScdfzyd2fUqLKswmJLc0tZUWVVg8VwyLqSqvWzJ7o53GHt/vS98vqqgsq7UzsQgA4BJuTyrhcPjSiQPHFwwXmaNpzm+6QrXWj1cPAv3uhCWlLUtHHh95o7xLTjBzFEtj33Tnv2laZf5SMGD/W4/XzHyu0jf2/ZcmFj456eVHZyaQSMoWflxZVltfczgUPO7wG3woeHz7hnp/yWY742ZEn5SYWJRw0gIAWJNvakb1UTS185U3QMW8CFVxDmWVOM0L659ui6uTSsoXtfn7pQsXm+ovHPiofUfp6YppRxeMCBUOtB7vot92TRy0Y8J9y154esnzzxY+OWnaE68Vjv9w3uuB8sXbxW3b+YnEpqbGUzVb9ooRNjGDizyxqL7mcMxOKwCALaq6bHL52Z640VOeVpFU9LVoPR5VEU/TF6HyWyJStahNU+Mp0c1RWVb77ow1814PTHzyHeVddtoTrxU+OWnJ888ue+HpHRPu2zVxULzx5VjxoJalI09XTGvfUdp5eMfFpvr/vtqd6uuRZS1Nbbu3B0VBl5gTi0YNLRbpbff2YFPjqWyfOwDkJv1UTKPJmZZJxRuIPkWxwo9BowlJJSFxLWoTCh6PJJKx/SRJutWruKEqhoted8vLYucTt3xbO6p0aPGoocVvT14+7/XAxqWV2xf/6XDFkiOrik+uerVl6cgvC++KN8G0LB150j+mfUfp2U9XXGyqj1FaN6ecbumQJxZpkp/h9vbk5WULP96+oT4UPJ7tcweAnCG6ZKzXJjTo/VFHE80ahCYLHCZYuN3tSSVstKiNKBxSWVYrbpOavol7b5CkG36rmoI79Lc3y1lkwMDrIl//9tZveSe/Hqgsq33Pe6M08N1Q8PiVK1djns+lEwcuNtW37yht31rSsnRkc88YGvtb05wHW5aObNtYmKoGGCcs4ihPLHp3xho7A40Lx3+4ZPbGqvI6m5cdyLqU90cD9snjTWIlFZOVCKOlx62TCm0qiWppaisc/+HcP5aNGlo8augsO6NZ5aTyh2Fz5nl/Kd0yViSbUPD43IF22tLic7Wz/WJT/fmGDe07SlvXvJaSBpgr52x1mjhzEUcxsaiyrPb9ooq4JhblzSgf5J9U9UcDiVGHDaNvWa2ZLO50PnXbigZJJTkFY2Lc7cSIzndnrKksq60qr5s7UBo0J3KnN6tRm4EStZdOHOgK1bbvKD2zZXbL0pFflTwSb3z5quSRlqUjz2yZ3b6jtCtUq1lDIPFFHDNLLKZYVV5nf2KR+Kc81NDExCI4R1z90e5Ey1NqRUe7qnpwFCNkY4+oVSyvHL3hGbwISSUpF7su//G/Fop72MTfviNKyFeW1YpBD4YDNm1V01fsyeSaNlfOnbrYVP/1Z2vad5SeKpvQsnRk6I0+ccWX0Bt9WpaOPFU2oXnhk43TDcr4Wi/iGA7bXm7a8JGpICrTlC382M5qi/JSi0wsQtbp+6Njx5Rs/3fLJFqeUk3xXlHd1WLOUjZoPIlUZjd5EaOn22KZVGy++xMaIuOcpKJ8f5v9H9CzSComi9pkf/m9i0318TfA3GaxiKPZgWwvN234yLQQE4vEuowxJxaJ9jMxscjOLz4+5CGFQsHjaxZtnTzi3dmTV0x8smTWxGVitJzh9u6MNa/cJkm3zXjlNqnP2FrRB11ZNqOPdOPjxbWVZbWVxSP+p3TjC6ubRMe0NPDduQOle4uPi/kByi2HekVpeXIb06Ri+2ZjfAeyc+AUnH7SLBa1sX6iLkbqLoK2/o1DP8YoG2BO+sfo1xCwXsRRjN5t31ry9WdrNEN3bSw3bfjNTDjd0iHWS4prYpFYFEn/anzIQzLiqogYc+TcKDEV8YbfKr8lT0jUPjLOTdRjtN5Ev2rM7VBDkz4t2Q9PaWx5SnB6CtIoRu9P7JuN5R3I+sCJnnPKxLWojUxdozZaMUfXohVt+XJsTDEjryHQ9M7D8S7iKEq/nNkye3E/6Tcl9X+/dCEcq4Ms68soy0stvjtjjX6pRf1WOP5Df8lm5cSiRD7kRd8zRpUh+SWZv+Sah3a6JhNIKk/c8m1lUnnilm+nKqk4bJs1amjx5KffnTF6ccyYku7P3kirOJKK4c0m5hANiwNn3cvPvDVtykzDb02bMvPlZ97K8Pk40Pw3Jh6Yeoc+qfxl2u2fTbvbuudIXhopOLW3v9//I/30V2um/650xrjiN/44pv/11/cfIx9l2M+knw3L4k+pNX1qge+VmZNfKprwzFtjH489F2zcE7MmPPvWpOeLxg2fNcP3ZkFBwRvTZ47/3Syzd1dBQUHBmP7Xyz/0sJ9J4mvDnch906bMnDK+8JXfF/3hybfsvJ3GDCue/OKbvldmThn35rjhs16f8KbvlZmG2x8nvDn5paLJLxU9dJP0k3uLxNfP9fp/pZueEF+Lv/7TrS+//LtZYhvyfelHd86S/ypvox+1Ne3Rgdtob7HNfwjVrxr1751hP5Ou7z/GeGc8/H4WW029giwmlYRPGplkvYij6DwSqwdohu4aLjcttrk/lX740KOi5O7FpvoVDzq60UmeWLRk9sZY7fOzRg0t/uPzCyc+WVK2oEosD2n4mur/OJGPcYY7kYtE96IYFxXzRiua6MT4/ZT0R1uPnEumCVOs6269iebJmFvMXiSbPbOjhha/+sx7dgYXWl+lJO9oSKvEk4p499sYTGp64IRPGhkW1yKOovRLR/XS0t7SfS/01H0xXG5anWlalo5sXfOamCztqCnQemJggf3We9/vS8WiRWKky5UrV9VDl3r+GxnuRC7o+Ov5+prDNteCeGP0YsOyhIn1RwuxR84ZPjJnpXwmBEnFyeJIKsbvfsv/EtYHTvLU4ViaoTyvf3HhYlP92Tduk3cZLjctqePLkam9ji8acapsgqi0e7m1Mds/lqmmxlNiYtGc11babK9+7Zn3nr5F+bPfEp0MpR8FBeeRxzbZ+eivLDxoUTG5tKjCbLxFS1NbaVGF4bdsj5zLn3dX+lqeEv7sjbQyTSr23/3GO20cOCU/AHKRGLH79WdrxIoBTXMetFnopXnBcFFm98KBjy6dOJDtn0NF/u3Z0tRWvbnBN/L9RW+tt9fo8tubpX9/+Jn3RLtLTy+APy8++uYP5XoOMYddy6UFRYdOts89r6S35SnRz95IqxhtKmk9cIaPCIeTlwuIq9iuqLHbvqP0fMMGTYHdjJ685Ye80y0d4ia3ZPZGfXYRK0kZ7Pz+CFHWRR7BkK2fzp2UKzbEjCYTn3xHrnqcQ4VJclG6W54S++yNtCKpwLkunThw4cBHotCL/ZUaLUq8pEkCH/I6ql+5OdrzMzZywxsw8Dp5py67jOqppVu+eLsY4sAdMbXkodPvF1XEXAVTrmu8ry7EggxAWpFUkEsutzZ2Ht4hVgk4vmiEzewil3gRSzOKEi8plNiHPA0xq6KyrNZfstnOhBGxiXK6ZQs/JrskRp7VFXOdS3Gp1/mrWXIByDCSCnJb95mvxBIBYolpm9nly8K7WpaObNtY2FG99GJT/dXO9mz/HAbOn+sS99GyhR/bmVFimF34uK8RV0FYeVEFogmQRSQV5BuLEi8Wm1iUUS7xcuWcwbKU1v5+6cKZbe8dXzD8+ILhf91YlI70o8kuNqtNiDuuv2SzGODptuwSV0FYsWyCzfWeAGQGSQX5Ty7x0raxsGVpT4kXG5v9Ei8Xm+q/fGvgkTd6h6b3Dk3vfWTa7UeLBnT+ZWe6fzQx6nP7hnpRZCyx7JJnDQbyapR2oknh+A/Fik6GS6YDcAKSCtzo75cuXGyqP/vpCrGs9LHiQTazi2GJl6ud7UeLB+uWcux99K27rfKN0RI/isWiEpweqckudpYxkpsTlszeKGav5FZ2SbggbLZPHIAtJBUgHE6uxEvT7CGN02/Xr450ZNqvTi4fY3w8ZYWpaGnagFdZyiFFUyTFlJaaLXtFBdU8yC4pKQgLIFeQVABTtku83KZrUIk0qxx54w7DV465xE9ai2PK2UWUWI05I1fZICFqre6rC8U1kqN88XazejAXuy6XL95u/fR0FIQFkCtIKkAczEq8mCSVPkem9mrfWmJQTtdkiZ9o70/Ga06Fgsd3bw+mKbuYlZYxK0VDQVgAMpIKkJTLrY3HF/72yLRfGSSV6b1DinnRrWte+/qzNfKsIutFWJxQyFvOLu/OWBOz3Iiyt0Xkhvqaw8phqvqwoowpxgVhb/v3nuvz7V4DooeY2PdWSZL6jKUgLOAKJBUgWZdbG78sGmg0TuWXjVN/YbgCwJkts7tCtT31cw1Xt3Xi4mhNjafqaw4nnF2q/lxX9PIyEVbOn+sqHP/hmkVbTQvCDhh4nfTv90ajyS9fKavdVxf6YIgkeQP5sSAwADtIKkAKdOxaEiq6K9oHNL33l0V3t22e3RWqPbNltsUYl5P+MYv7SdKQknBYnVhU3UPO1dR4Sowgeb+owk4ttVFDZ40aWjzht/Pkrw23PwybM/nXN0i9pvUUhNXmNpIK4B4kFSA1Lp04cLxn5ErTnN90hWqV371y7tT5hg2ta16LVHN54Yaboj0/N4uS/6crXnzlX3N+cbSWprY4s0tk0xaENRnKI5BUAPcgqQCZdunEgfatJRbrFh1fNMJ4HG5uamlqk5eSnjXRL0eTWRP91gVhLYbykFQA9yCpAFnz90sXLhz46HTFNLPSc/pxuDlNOYTWYqFpI9pkQlIB3IOkAjjC5dbGs5+uOOkfY9bQohuHm2P0E5LthxX9oB2SCuAeJBXAWf77anfn4R1tGwutx+Ge/XSF9VJEjmJWN8UqrChWFlCmEuvZ3QDyD0kFcK4r5059/dmaU2UTzFaEPlY86HTFtAsHPvr7pQvZPlkrpUUVZoNRWpraSosqMnw+AHIISQXIDReb6tu3ligL4+b3OFwAEEgqQI652tl+vmGDe8bhAnA5kgqQwy63NnZUL7WY8Jzr43Bd6O+XLpzZ9t7xBcOPLxj+141FVzvbs31GQJaRVIB8II/DbZrzYN6Mw3Whi031X7418MgbvUPTe4em9z4y7fajRQM6/7Iz2+cFZBNJBcg33We+OvvpijwYh+s2VzvbjxYP1q3L3fvoW3db5UvFbCjNVCgxfYrp3LAU8GrfOro3TsCrfoRyYp78zgv6PMrHBLweX1A1Vy/xmXokFSCfxVx4iHG4ztG2fmbjjN5GS13+6uTyMSZPUqyIpFlyIOjzeHw+Cs+4Q9nCjzv+el655/y5rvLF2208NeCVPB5lyAj6PB6P8r0U8Eper8E7SZ1NzJJKCt6AJBXAFcQ43OjCQ4zDdZK/X7pwsan+WPF9ugaVSLNK4/TbLzbVX2yq1/3rmCWVyG2DEnkucbqlo3D8h02NkbdHS1Pb25OXm5UGUAt4Ja9PkTKCPo96tXLxtcFbiaQCIF0unTjQvqOUcbiZ9N9Xu0XU+PqzNe07Ss9smd2ydGTL0pGa4GiSVPo0Tv2F6mFv9BFPb9tY2L5kyI8jret3lfV058k3DZJK3jjU0OT7fan1Mp+je5YoHx1rQVDf70t3bxexIuCVvIFozAj6POpc0vOl/r2kSyr6LiHzvsl4kFQA94q58BDjcONy6cSBi0315xs2tO8obd9RKsKExRhn3faLI9N+ZZBUpvcOmT+r8s5/kKTr5ojVuT03H5na68txP/ih9K/vLR3ZvrVk0a+lB2euESGJ3JnTYsaUnu1tm6uX/2HYnHA4LCcQwz/Cxl9F0KYCIKPEOFyLhYcYhxsOhy+3Nl5squ88vENkkVNlE1qWjrQYBmRz+6rkkZalI0988GzojV8bJJWCvqfK/9i65rWWpSO1pf8euU66/obKyF//7aXrpXsf6XXkkevUn22lm+78N/kpTXMeFBFK/AgXDnx0samegUrOV1VeZzepeItHeWM/smzhx+FwWNNmomtAUS9foY4dJBUA2fHfV7vdPA73yrlTogVC3MhFPrDoKbO5HSsepMwH5xs2iKNojt6xa0mo6K5oH9D03l8W3d22ebb+PEVmulB8h/T9IZ/sKD3pH9OydMBgSbr3EdVx53i0e+xkplNlE8R5dh7ecbGpnhY157ty5er7RRXbN0TeUbu3B9+dscbeWuWaUCJ/re/y0YzZJqkAcAB54aF8Gocrhq9ebKrvqF7avqO0bWOhyBBJZpEvC+8Sr3Nmy+z2HaVnP12RWJ/LpRMHjvc0nDTN+U1XqNb68YbTQMWhzzdsWPRr6YE/logTs+jjs7kdXzSiZenI1jWviRxjMsgXWfDujDX76kLKPaHg8fdtrail6t7peQvpOoHC4bDx9LKYScWkQSYeJBUAtlw6ccB64aGY43AzVn3V5vDVBDbxOqcrprXvKO2oXiqOkltlZOWLc/bTFcqLY1Z9x+amGuSruDhp6iukkq+rkFQAxOdqZ3sC43BTXn016eGrxlvzguHKZoOuUK2rmg2udrYrG5xOV0xLbYNT+9aS9h2lX3+W1CBfKvm6DUkFQOLEwkMWdzIxDvfcZ2uOzhoUX/VVzUg+6T8XiOGrI77Xs+cfXnohkbumGIpx0j9GORTjcmtjZq9cTuo+89XFpvquUK1yEI9FM5vNLa5BvnFX8tW+kRSTb5OfPouMIKkASIFYCw/d9pdpvzSsvnp80e9iD1995Dox//bICzfcJF03R94pf62LR3aGryK1IoN8D3wkLvtJ/5gUToySB/m2fDiqcbrBXG7LSr495GEXygEXAS9LDjgcSQVAinWf+UqMw1UMfbjNtPpq7HtVz+RbUTtElAwpvKtl6YD7pOsmLExq+CoyRh7k276jtH1rMoN8Td9LR964w/IUovFEPTJUMZAUjkRSAZBGYsJzaPrtNquvKrfI8NUJHun7Qz4RIzRL7pKkBxQF4/ksnA/iHeRr9l46Mv2XVodRBhJVOwpvJKcjqQBIu5PLx5hVXz06807L4avau4h61AEfhfOfZpDvsdn3mb2Xji8Ybv4yvJFyGEkFQNpdbm38smig/u7yZdHdMeqFWI0hYE0bN0rwvcQbyVTAq41qYgUfxTUJeNWPMFziR1lQRc6BkR3av8eJpAIgE+xXX1WyGEHAOEjXSuC9xBvJXMAreTzaEm4ezUAer9cgzmlqvfX8VdF8JS93GI0wiVxrkgqADIm3+qrB+AHlZzlX313cLr73Em8kKwGv5PUpMkfQ54mu/9PzgIBRy5NxUtGnwqSHLJNUAABwrYBX8gaioUNuBlHM4tYvARSOPFSfVDQ75ddIZjQQSQUAANdSL/GjW/DH6KsI+0lFPlJicYWkAgCAa6naTHQNKJoSv6qoYtr7Y96hZpFjLJBUAABwLU0okb/Wd/lox/uYjKhVjlEOeL0B0Z+kOVhcSCoAALiWqntHMc1Y3QkUDod1UcUkqSgHLIsdioaZhMYvk1QAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAAIBzkVQAwIk2fPp2tk8BcASSCgA4TtfFswXLBp0+ezTbJwJkH0kFAByn8tO5b/oH+z9+JdYDgz6PFOUNRL8T8Gp2ADkqrqRi8l8i4JX3eXxB+wdO7IwBIL91XTxbHPAW+ocUr/TGalYJ+jwGcSTglSRvIOAlqSAfxJ1UdO/7gFfOJ0Gfx3ZWIakAQDgcbj69X2y1wcCufct27Vv2zponC5fdX+gf8uay+99e9ejqndPF/l37ltUGA/LjW84cNksqAkkF+SHppKL+r6CILbEPHMdpAkCu6bp4VkSKxuO1Imdsb1jsr5rkr5q0dPO4gmWDTDf/4EL/ELFZPWzZoIJld/T/brSlu9eUSeL1tzcs3rVv2dQB0p1vLTt68nM53Fzq7sr2VQHilnjvj8gnmvAS9HlIKgDyXvv5E+LeX39ko0ghGz59W6SEBeueixUvrLd7C5bdJyeVN5fdV/ChvSe+9B1J+s4wxZ5hvaSfvWT6+AXrnhMn7K+atLnuHbnZZt/RKjnZtJ8/ke0rHQMzpNwg0RG1ohc0uaQCAE5UPDGyvfP7gpLnC0qeL3j/8ZmLHpu56LGCP92fXArRbUt/E3nlBU8VlDxfUPJfBX+6v3DZEDmpFPqHFCwbUjDnpciZlDw/870R4ikzFz1W8IFX8Wq3/kz6x/6FdpNK3NufHowet3S4fD4F7/w+esWKX8nov9SbvoJlgwpmvZrRg1ry+/3x3UxhQ0Gic38i/TyapELvD4CYsvU5OPHumIS2RRtfFC9e9flCcbiDTTvECXRdPGt4hrsPrX5r5VBlTCn0DynyP1D56dyYP93VlQ9L0oD5p/c3n95/9OTncu/Prn3L5LYTf9WkohUPpvwnNduUxxUdUmJLVYeU7RlS4XBPp0D0fpXQXJB8pLgQkaujaXMIeD2+oPr+bjU8Kg0STSo9bSqqUbSMqAUQS5oqhaSzO8bqHqy/+1691p3Yj3D1WvfswKOaBhWxFQe8JuFGcZsxvgtb3YhbzhyWE8Oew3+Wf5a1NYXyDzhnzeMZSzZxdUjFM0MqcvP1RcdVauaC5PzI47k1+zsvXxFfF2yrD4fDnZevzK3Zb+Op8mhT+UIYJxXFhbLfKJEacSUV4/8SBoHM3oETOF3A+eg4txbX5+Bwz0fhwaX7m0/vry3+paTy4ycD3tTeLN8OeMWdUp5xI0+3aTlzOK1XZlnVRIsTW1Y1Ma1Ht+PrrtNyYjjYtENOEpvr3pETxqKNL2Yo2Xw46M1l94kZUrHeTpFbbyB/k8qRM1+PqqgWYaXP/PLOy1dGVVQfOfO1jadGr0pPQjFJKvJVy/iksoR7f1Jw4AwfEcgASota03wOjt0dU3jz9d+9ub/heIuXviP1ujWue1vJ2t+JF9/w6dvicPVHNubK0NFcdPVat5xsRIeUvKWgQ0oxQ6q4bKjFv6B841XdYaNTRHIjpuxuPu39cHOf+eVW27t/1n5hsnk/3Fx5+KtwOGzSpqL+RKDs9fF4vXbHo6YMSQVIpcQaDHSVRbPzC/T02aPyfcVsU95sDLeqzxcqb0Kabe7q4XKlkAL/4Fh3ozv6f/cf+xcajgy9o/93VTsTGBQCB7LdIaWaIWU1lEfRZKJMKkGfR5K8Af3/QKeKHVPsZRR567+gIhwOK3/lKFqZjNtUwoqhH2FFokn39SOpACkTX8d5OBwO+n74oxfH3h/p2mg+vX/+/ZJ0/yxlMtB8Ek0gHIitZO3vMtQmb/tzcMwHj/nNP17/mzsKlg0adUekUkh0UMiCu6QfjaxKYlAIcpfhgB7ToTzqMTuR+7FqoEVudP8sq29MbVKZtbMhHA4bFQi0Sir2Z/imEEkFSJymw/7dtSOUpUVjDUXUNxjc+jN1PYy827SVQgr9D5gOCql50fCjcDgczpVbC9Ik4RlS0TeSKqkomwlymDw2pc/8cnnMig0kFcsDZ/iIQLxEQ7Q8hEKeS/K22SjOhBoMokml8Obrv/uP10cLjsY3CCPJTe49sdiU0zHMNuU0DeV27FR98cqhdj8Hh00+Cke/lQd3FiQioRlSEcp7svL9lQezlJVDaPvML1cOsI2FpGJ54AwfEdAQwzLk7hV5/kKi0zLjKC1a9NaPb5B+PKpqkr9qkty14X+/t7zTX/VgLylSDMN6U5amMNuc0EWSTKUQza/STE+RhJM4f4ZUVkzetFue6eP9cHM4HD5y5uvJm3Zn9aRShqSCvCWPD9UM5kjViI05ax6Xh3DuaFj61oqHkm0wUPdp5NPycsl8Dg4bTNnImwsDIDaSCnKVXOlLrEArz25NVZkvOYjIXR6i9cKwqEaKGgwUN+F46ig6H5+DASSMpII4ZLKmmVxjSp6pmNq6UnKBL7m0RuPxWnHEeE811Q0GOVXkwR5lAc1wOPzGts/lr21X0gTgUiQV2JXammZyyS+59vnKbVNSuPxK0YoHRRBZW1Ooqa6RkvNXJQ2/uwAAFdVJREFUosEgpiNnvh61dpccVvrMLxdfdF6+MmrtLnuVNAG4FEkFdsVV0+xSd1fV+H+VJGnAvCoRFFbvnO6f8mNJStnirprZrfKUEyeMHoWeMqyIpGIzphiU5gp486zNSaDlyQ6ukguRVGCLpqaZXCRbLiUiV5CMJAldEfRhvSSp1632l6Ffunmcv2rSym1TNEEkmZVXkV1yWImsS2KnNUW7sFxkhnI+DTeW0fJkB1fJhUgqiJLHqCo7ZUQdkVQVQZf3iOodchCRl1+h8Hm+6rx85YuTZ/7Prn1DFm/sM7980Pvrn1m9fVRFtdk2fsMnH+xZ98APbnpg5aGR/aX/PfPQB3uim7xnd/PpL06esd46/nYp2z+9XSlreVJMLsufgdk9ErtKrrpEcZKvhWqBH11JlYBXe7EytBgBSSWfKZdxUa6gsXrn9LiXdI+zptk/P/6YqBQiKoLsOfxncRpLHsrDj8IwJKLJB3sOTd602+6SJert54O/9z8Gz+kzv/wn/yH90zOqb+n3JLk9sKTSIjYpwtOhmFuS4SkVLU+ahYLz8EYc91Vy3yWyTT3lULOscoScVDwej6YMnCcDVQNIKlGZnNiSGGUtLzE1VzkWNalVSWNs2ppmb5dFJs5sb1isrIDefv6E2XpgYZM9yBsdf7u0u/n0B3sOjd/wyQNLKpNND1Me/R/S7T8xySUpTyq5vM35l+9871+mKK7JM7dL/zFeea1E4MvX7YnlH8UKc5H7rqqavuI3katrCRr/8GZJxetTfCPo82SmJ5akEpHaiS122FwPPQ2xw3grWfs7+aDyfJld+5Z99peKlBVBJ6nkl9YLf9t17OQHew6Nqqi2E01e+POuh5ZULtx9sM/88nWHvnq6bOsnX7WatTrseuc+zRvpn59dp+/9idkQMqqi+t5F67N+N03fpm95+vng7ymTivyAfN3ujKwJbEq+68q/fzTlA7NSId4hTH52Rb0E1bqO3kD0CaIFhqSSQfYntij+ATUrYUf8cPyf5ZViNOvcpmoKrp1twbrnDJdrUS7L8nXX6Zg/bwqLoBvuQQ5pPnvh49CJ93YHbd7+R1VUz63ZX3n4qyNnvlY20feZXx7WDY20kIE3UuuFv8XsshGxLOaW0fBk1PLktqTy0JJKq3eRUSsvSUVmnlSM21QCYeM/0oqkEg7rJraInXLlMeUMl137Xurzg0GFVZP8VZMKf/tP0q/uKlg2qGDZrT+T/rF/4aCCZYMKCm++Pj3L4SoXkKv6fKGcPOR6ZekYjprCmmbqphbX/lrIMUfOfF15+CsRTfovqLC+YfRfUDGqovq93cGPQyeaz15Qvo5mJEGfnvkaNsOKq95I8rXqI9aZs74+Rk2YmttwXnZtxHGV3HqJ7DJOGlZJRfyp+kuaz5GkEg6Hw5Wfzi2KjMCwM7Elsg3rJYm1cBNLKsouHjHaQ7/gXNZLg1DTzG2CpzsqD381t2b/qIrqmJ9l7120flRF9Qd7Du06drL1wt8sXnbypk+VIwmG/mmT/PWRM19P3vRpGn+knJKaliflENF8HC6a8FVyzyWKh3Jp8oA3xoha8W2R/uSvSSrpJzeo2J/YEknmvW6Vdxa99eMbInt/PKZn5q3YlMNgs/2zAlrB0x1rg8dm7Wx4fs2OmNHkgSWVYv7L7ubT1tEECUhhy5OyISHP+luTuUouuURxi45piDlLOdqP1vNtkkpGaMZhvLnsvoIPo4vCKKugKmfbNp/ev23CTapQLoYa8a6Hs31x8kxgX6hgW/3Tga0xo4n3w82TN+0W0SSHqpLkKFqe7OAquZDbk4rhOAw7IzDC4XA0Vqo6OVmTHg7Sfe3aFyfPLKtv9H205/EVVTGjyeMrqkQ0+eLkGTs9DgCQbm5PKnFPbNEO7esZURRNKso+PyDTlPXW7ESTpwNbfR/tWVbf+MXJM93XrmX79AFAy9VJJaGJLcpZ5oY9nq4emoXMk+ut2SwF+3Rga8G2+sC+0Bcnz2T73AEgNlcnFSa2IBe1XvhbXKVgn1+zY9bOhrXBY8HTHdk+dwCIm6uTCmJigXUnaD57QS4FG1e9NaIJgDxAUoEVFljPCmUpWPv11kQp2GyfOwCkGEkFMSS8DL17JN/yJErBxltvTV8KFgASEfDqlmiT1DNFousQSBkvRENSQWzxLrAeY2mkvBtynEDLk1xvzU40eWBJpc1SsACQgIBX8no1dfE8Ho+idm00qSirw2UorJBUEMORM1/vOnbyrR0N93+woc/88kHvr39m9XaLpdfGb5j+v3/wwow9hz7Yc2jGszdJ/Wd/sOfQB3tm9+xc98APpH9+dt3u5tMxF4TLoVJjMVueRL01ZSnYnw/+Xk+e+96/TFFEk2dulyTpR5M+od4agIwQQURThMMbiBbgMEwq4YytmERSgUrwdMfHoRNiXomdGqbW20/+Q9Iv4pralV1Fe4P1JgrAx9ySDE/KlqeOv116umzr/9m1z7wU7Ph/+s6jP5cjyy9eFfXWCu+TpIdXsOI0gMwxWGxQs1CyWVLJSC19korLKXOJnSphNrdoa4Fi6fmebc6/fCeyNr2bt8dXVMn11v70sPZTCUkFQMaolvPRfBVJJiQVZMoXJ89UHv5KTHa1n0ueDmydsLH2kQ83r9wb6jO/fN2hr54u2/rJV61mrQ5iPu0Hcu9PT0/QB+r+oJgNITZn5ObKpqy3JkrBRkfz6P6jk1QAZIqycKnBCskBr+Tx+ej9QVooc4md0qXyDVV0Q+w6dlKMsUhmGXqDJZFS/a5uvfC3mF02yvBksaU2PD27avusnQ12SsHqLwtJBUCGqH7dyOvWKfZGPlQZJJWMrR1DUskHYhW6tcFjogKH/Vzy/Jodvo/2iCEahvNdE1lg3XBpJBeshyRfqz7zy+MJc2H95xKSCoDM0Py26YkquvzCLGWHKPTvzvYp2KLJJXbqqdvMJXoJLbButDSS+u2df5kl7pYnkzyn/yYAuBxJJeLP1Y2DJpT9ubox2yeiJZbGDewLibJg9nPJqIrqgm31H+w59MXJMxThSKtEWp5sLHWZh5VnACB+JJVwOBz+c3XjA6+svnvcigdeWR07rOgrmGkGJCXxeViTS+yPiiCXZFFCLU8AAFtIKtGYIrZYYSXgjQQUk+Gh8TTcd/zt0hcnzyyrbxS1Sm3mErHOy6ydDWKOK5XBAAB5zO1JRRNTItvYFU/MWDd23tbpSz9Zsmm/clu14y8NoTaxrR71o38dtSvUclbxevLAaQOaXBJz5TkH5pJcGcqTXVwlAEghVyeVsXM/HjJRF1PGrbh73Ip+o5bfOWr5naMttqIbvyldP0i9c1Av6ZsP/2p82dh5W194p+qZdz569J2ND5VsuO/d9b9+d62dXCIWn5tbs1/MbrU9eSQTHDuUx1G4SgCQWq5OKnNr9k9asHPQxDKRTvoWrhJf9B+7vN+YlX3fWGWRVH5x2w3SzaOje8av+PUrs75/vfStx1fdUbzG5uCSPu+suaN4Td83VvX1lf36lZV3jl2hOcoLsz8aO2+rcitdv1fTzFO9/4TczCO2zovdKb9WyQ7lydLctgzjKgFAyrk6qYipGXJY6TO//O5xK+6ZsPL3sz96esXH6784tqnuqCYWzA58Nnbe1kcH/Yv0neH3vLPxgZL1A+b1NJY8c7sk3f4Ti1wyt/yO4jV9ZwT6vi5yiXWbTSq3Jws2aBLP7MBnmh9tU91RTeJp7egSFyoVQ3ms+sXyA1cJQA4KeLUTDcVHJsWvooBX/Qht2QlJVXE/9VydVMLqsNJnfvmgiWWTFuxUzjgNh8PNZy/sbj79wZ5Dvo/2PL9mx09u7Pm36VlhTmw/+Q/p//7htyUpsqjNoEUbnl65deqmPe9s37e0+tCiSlVbSOn6vZro8MLsjzIWXOLafj3a32/0cm3v2Ojlvx7tj/ncX9x2wzduKzLtLMujzfAq3TO+bOKC7SL2dV+5ZvYmVBR9JKkAyLCAV/J4lDXygz6Px+NRV0/weg1yiLq0PkklneSw0md++aQFO59dtW3l3tAHew5N3rT7+TU7tO0iU27/v1RJ8n+JRhTvm09cJ9143Q9eePwe6e4FMaqn26dp5GgItWkaQpZs2j/xve2a0DNwfFnK7sGjlvcbpb0BJzSUp+jGb0avWr5FFttXSTRuFfp3y6OzDzbVKNKJ6pMKkQVA+gW8ktenyBxBn8cb0NSm9AaMgghJJaOOnPn66bKtdgeXzC/3frh5VEX1jGdv+p8vVvWs6qJdcdJRQi1nNYln1Y6/aBLP9KWfaBLPw1PK7xy9vN+oFf3Ham/D/ccu7zdKO6pGs2mH8sjboF6S1MuT9XiR0i35qyTGJIleuU11RxvmDpGkB5z3VgKQZwJeyRuIho6gz6POJT1f6u9uJJVM+//8H5nlksdXVI3f8MkHew59HDoRPN3R8wxVQ738D+bMpJKk1xbukscd3z1uxaCJZa8t3GX9FMvFCDO0/GaGaa7SPS+vfHLGhiWb9ls0dP3ithukbz78C+MQM/p66YYbn1g+cHyZcjC1GEAtDyECgORE7lqGf4SNv4ogqWRU5+UrDy/dJHLJsOUfGeUSLW1OMf2nzBPybdhOTImxGGH+rlUY8yo1nz7fEGrbWv/Vkk37R9wuSbf+cey8rcbNLTZanu6ftHrsvK0T39suWsXqDp1K08wvAPlL1Waia0DRlGBX/eomqWROAkvgahsMtNX087HFIBx+beGuwRMDMWOKyWKEymuUnzFFSPgqvd10piFU+qvonr79izYl3Bs1bGqFXLrQX3Uw5qheAG6lCSXy1/ouH+2Qf5JKhsS9BG6sFoF8bVMRhvnWZvsUckDKr5LIGf6qg/JwoicLNiQcYp4t2iSP6q2oOdIQajvYlLIx4AByjap7pyd56DqBwuGwLqrokkq6Po66OqkksgSucYNBVH4nFThK58Vu5YywKe/vksdBJ7aJATEl5fVyfZ3m0+fTceYsOADAPlcnFZbARb7qOH+pIdRWvf+ECDEigtw/aXViCUYe1assi9xxPsElqFhwAEBcXJ1UABdSjuotKa8XESThZpiHp5QrR/XGXM8hvgUHwpEWZVU7ZbSNOS/HgwHQIqkAiBB1dypqjsgLRyRTOlmUuROjekWZu3nln8ez4EBkTJjpkL78nUQGQImkAiA2ZcHAxEb1Gi44cPfYFU/MWKdfhUoM9RVb0b3S3XMjw37VA/ryszCPjNE8gEBSAZC47ivXbI3qTWJZBs/NiuUXVGVmin75HemHT6sKK4vhwNZLb4Zazmb7ssXGaB5ARlIBkBZiVG/doVMiMTz0Svldf0hkwQFVUhm93HOzcvLdDTc+kWDnlOGQYeUmigIrt631X5mtN55ayY7m0VZ4oo8MuY2kAiBDtAsOTFj50uwqccsXI3yVmzzad/CtkYYT3aCZ0dc7bwEpUThYs+kXFhXzp5SbPJdKjimJj+bRfJugAiuKYBt5q6jrpIQDXo8vqO5tzfCy7yQVAJkT17IMgtmtVtyh9euNixJ5yk30SelX33TgZjiaZ8C4lRMXbJcHJht2YJlcpQzfUJCL5PeO/G4xTiqKd1Omh4iRVABklN0FB7SdGB5fUF16MaV34NaOLk3isWjmkbdk5kYZbPGP5pGbcB74ufS/J+9XLp5wsOlMvo85RkpEU25PQjFJKnJCyXhDHUkFQKbl97IMyTTz9Bu1ov/YFIzmuXP08jtHF934zchOfT+UfG6sBuV6hm0qJkvZBX0ej9fryXT+JakAgIPoR/M8V7hZxAtR5MZwirhBUrGxHLdye2H2R5qhxPJgGhbozmv6WoqmbSrhLJUxIqkAgLPYH80jr/00bUCk96d0/V4ROAb+L+kbtxWldhiNWN5y7LytcgkceT5UwqsrJImqM0nT9+VYJRXN9zKDpAIAjpPUaJ6wdiit3Ncj9/5MfG97JNCML0ttmhk2tUK8slivW1nSJuWTuqk6kwokFcsDZ/iIAJBDMjyaR6ylIFcilosRp2OqlFguSl5sQVmV2H5dvviqzugWkFKMxXD5qGOSiuWBM3xEAEAy5BlSm+qOxhw6k+QmT2ua8v4ucSzltKa4qs4YlZyJ3n2Zye18JBUAQMrIQ2eq958QCUMeOpOqSd2GVWfslMgzK8zj8kYV5yOpAAAyLfGhM+ZVZ4ZMXD127sdmR9QklWjvDw0qjkdSAQA4kdnQmYdeKe8/ThtWYs6TMmtTCfo8NKo4HEkFAJBjNFVn7CzOYF5Ylf4fpyOpAAByT7xrSKmSivIvWallhniQVAAAOclm1RmjkjNpW0EKaUBSAQDkqvxeQwoCSQUAADgXSQUAADgXSQUAADgXSQUAADgXSQUAADgXSQUAADgXSQUAADgXSQUAADgXSQUAADgXSQUAADgXSQUAADgXSQUAADgXSQUAADgXSQUAADgXSQUAADhXKpJKwCv18PiC9g+c+BEBAIA7JJ9UAl45nwR9HttZhaQCAABiSjqpBLySN6D8m82oQlIBAAAxJZtUgj6PMqkEfR6SCgAASJWsJZWioqICAADyiN/vT+xmCgsFqU0q9nt/AAAAYko2qahG0cYzohYAACCmpJNKWDVLWdG8AgAAkKxUJBUAAID0IKkAAADnIqkAAADnIqkAAADnIqkAAADnIqkAAADnIqkAAADnIqkAAADnIqkAAADnckVSUS9OFPBKypr/6qWKAl6DSruGO/NOUldJrlOc16spJHOJgj6P5IZrlPx/t55rlcf/45K4RIr3UX5fo6TfSNROzyeuSCqqJZ41vwUVb/iAV5K8gYBX9b423JmfEr9KAW/ku/m+8lMKLpF2Uc88lMR/N/npvvz+H5f4Jcr/t09U0r+3M3u6SCN3JBXF+1rza1D5f0F+qP4d7oqkkvRVMnxkfknBJXLBeuPJXKXIQ/L9f1zCl8hNSSXxq5Tvbx/3cUlSib7lA16PLyj/bze4sbo4qSR7ldzwazThSxRttc/vCxQOh5O7Sj1PzPPrlOglUvX+5PclCid8lYI+j8fjcc9lcgG3JJWeN3Lkj8g73ejG6uakkuRVyv+cEk72EoXzv4csHA4nepUUD8j//3FJv5Fc0cOR9BvJHZcp/7kmqYh3svx2Fm95o98Brk4qSVwlV9yAw+Ek30g938n7K5XQVVKMgXTB2GPeSHYkdJV0Y3Hd8ds7n7knqQR9HsnjkRsNA17J4zFqAnB3UknwKrnpY0tCl0j5F1dcrKT+u1nszyPJXiLeSEqmo3lc8xEqv7knqYgO3uhbVj+vTf2JLvJIw515LJGrpJ44mfe/PRN6IymvUZ5fHyGx/27K7+b9ZUroEin35f0VCocTfiMp/sO54jLlOxclFQAAkHNIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLlIKgAAwLkiSeXtt98uAAAAcJi33377/wfM0EnZR2VukwAAAABJRU5ErkJggg==)
W16 LECTURE ENROLLMENTS:
Dept |
MATH |
ESS |
CHEM |
PHYSICS |
W2016 |
5718 |
1257 |
5153 |
3124 |
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)
ENROLLMENTS BY DEPT:
Quarterly Summary for W2016 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
Level |
LEC |
DIS |
LAB |
LAB LEC |
RES |
SEM |
TUT |
FLD |
COL |
|
|
|
|
|
|
|
|
|
|
|
CHEM |
Lower-Div |
3472 |
3472 |
1566 |
1210 |
|
|
|
|
|
|
Upper-Div |
348 |
497 |
165 |
|
58 |
0 |
36 |
|
|
|
Grad |
123 |
94 |
|
|
203 |
304 |
103 |
|
|
|
Total |
3943 |
4063 |
1731 |
1210 |
261 |
304 |
139 |
0 |
0 |
|
|
|
|
|
|
|
|
|
|
|
ESS |
Lower-Div |
1000 |
783 |
217 |
|
|
|
|
|
|
|
Upper-Div |
221 |
35 |
53 |
|
19 |
28 |
|
3 |
|
|
Grad |
36 |
|
0 |
|
40 |
27 |
17 |
|
|
|
Total |
1257 |
818 |
270 |
0 |
59 |
55 |
17 |
3 |
0 |
|
|
|
|
|
|
|
|
|
|
|
MATH |
Lower-Div |
4742 |
4452 |
43 |
|
|
|
|
|
|
|
Upper-Div |
775 |
754 |
39 |
|
16 |
|
|
8 |
|
|
Grad |
201 |
|
|
|
44 |
129 |
|
|
|
|
Total |
5718 |
5206 |
82 |
0 |
60 |
129 |
0 |
8 |
0 |
|
|
|
|
|
|
|
|
|
|
|
PHYS |
Lower-Div |
2849 |
2742 |
1518 |
|
|
|
307 |
|
|
|
Upper-Div |
159 |
133 |
12 |
|
14 |
|
|
|
|
|
Grad |
116 |
39 |
5 |
|
83 |
36 |
34 |
|
4 |
|
Total |
3124 |
2914 |
1535 |
0 |
97 |
36 |
341 |
0 |
4 |
CHEMISTRY ENROLLMENTS FOR WINTER 2016 |
|
|
|
|
|
|
|
|
|
|
|
|
|
CHEM |
1A |
DIS |
802 |
|
CHEM |
204 |
DIS |
13 |
CHEM |
1A |
LEC |
802 |
|
CHEM |
204 |
LEC |
13 |
CHEM |
1B |
DIS |
1453 |
|
CHEM |
217 |
DIS |
6 |
CHEM |
1B |
LEC |
1453 |
|
CHEM |
217 |
LEC |
6 |
CHEM |
1LD |
LAB |
105 |
|
CHEM |
219 |
DIS |
18 |
CHEM |
1LE |
LAB |
243 |
|
CHEM |
219 |
LEC |
19 |
CHEM |
H2B |
DIS |
80 |
|
CHEM |
225 |
DIS |
6 |
CHEM |
H2B |
LEC |
80 |
|
CHEM |
225 |
LEC |
6 |
CHEM |
H2LB |
LAB |
73 |
|
CHEM |
228 |
DIS |
3 |
CHEM |
H2LB |
LAB LEC |
74 |
|
CHEM |
228 |
LEC |
3 |
CHEM |
M2LB |
LAB |
69 |
|
CHEM |
231B |
DIS |
14 |
CHEM |
M2LB |
LAB LEC |
68 |
|
CHEM |
231B |
LEC |
14 |
CHEM |
51B |
DIS |
1137 |
|
CHEM |
232A |
DIS |
21 |
CHEM |
51B |
LEC |
1137 |
|
CHEM |
232A |
LEC |
21 |
CHEM |
51LB |
LAB |
1011 |
|
CHEM |
249 |
LEC |
23 |
CHEM |
51LB |
LAB LEC |
1003 |
|
CHEM |
252 |
DIS |
2 |
CHEM |
H52LB |
LAB |
10 |
|
CHEM |
252 |
LEC |
4 |
CHEM |
H52LB |
LAB LEC |
10 |
|
CHEM |
263 |
DIS |
11 |
CHEM |
M52LB |
LAB |
55 |
|
CHEM |
263 |
LEC |
9 |
CHEM |
M52LB |
LAB LEC |
55 |
|
CHEM |
273 |
LEC |
5 |
CHEM |
107L |
DIS |
67 |
|
CHEM |
280 |
RES |
203 |
CHEM |
107L |
LAB |
67 |
|
CHEM |
290 |
SEM |
126 |
CHEM |
127 |
DIS |
34 |
|
CHEM |
291 |
SEM |
102 |
CHEM |
127 |
LEC |
34 |
|
CHEM |
292 |
SEM |
76 |
CHEM |
128 |
DIS |
94 |
|
CHEM |
299 |
TUT |
3 |
CHEM |
128 |
LEC |
94 |
|
CHEM |
399 |
TUT |
100 |
CHEM |
128L |
DIS |
89 |
|
|
|
|
|
CHEM |
128L |
LAB |
89 |
|
|
|
|
|
CHEM |
131B |
DIS |
176 |
|
|
|
|
|
CHEM |
131B |
LEC |
176 |
|
|
|
|
|
CHEM |
177 |
DIS |
28 |
|
|
|
|
|
CHEM |
177 |
LEC |
28 |
|
|
|
|
|
CHEM |
177L |
DIS |
9 |
|
|
|
|
|
CHEM |
177L |
LAB |
9 |
|
|
|
|
|
CHEM |
180 |
RES |
46 |
|
|
|
|
|
CHEM |
H180B |
RES |
12 |
|
|
|
|
|
CHEM |
192 |
TUT |
30 |
|
|
|
|
|
CHEM |
193 |
LEC |
16 |
|
|
|
|
|
CHEM |
199 |
TUT |
6 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
ESS ENROLLMENTS FOR WINTER 2016 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
EARTHSS |
3 |
DIS |
397 |
|
|
|
|
|
EARTHSS |
3 |
LEC |
397 |
|
|
|
|
|
EARTHSS |
7 |
LAB |
135 |
|
|
|
|
|
EARTHSS |
7 |
LEC |
135 |
|
|
|
|
|
EARTHSS |
15 |
DIS |
273 |
|
|
|
|
|
EARTHSS |
15 |
LEC |
273 |
|
|
|
|
|
EARTHSS |
19 |
LAB |
82 |
|
|
|
|
|
EARTHSS |
19 |
LEC |
82 |
|
|
|
|
|
EARTHSS |
53 |
DIS |
57 |
|
|
|
|
|
EARTHSS |
53 |
LEC |
57 |
|
|
|
|
|
EARTHSS |
60B |
DIS |
56 |
|
|
|
|
|
EARTHSS |
60B |
LEC |
56 |
|
|
|
|
|
EARTHSS |
112 |
LEC |
7 |
|
|
|
|
|
EARTHSS |
118 |
LAB |
17 |
|
|
|
|
|
EARTHSS |
118 |
LEC |
17 |
|
|
|
|
|
EARTHSS |
130 |
DIS |
7 |
|
|
|
|
|
EARTHSS |
130 |
LEC |
7 |
|
|
|
|
|
EARTHSS |
134 |
LAB |
36 |
|
|
|
|
|
EARTHSS |
134 |
LEC |
36 |
|
|
|
|
|
EARTHSS |
142 |
DIS |
28 |
|
|
|
|
|
EARTHSS |
142 |
LEC |
28 |
|
|
|
|
|
EARTHSS |
152 |
LEC |
12 |
|
|
|
|
|
EARTHSS |
164 |
LEC |
17 |
|
|
|
|
|
EARTHSS |
174 |
LEC |
4 |
|
|
|
|
|
EARTHSS |
176 |
LEC |
9 |
|
|
|
|
|
EARTHSS |
180 |
LEC |
84 |
|
|
|
|
|
EARTHSS |
190B |
SEM |
28 |
|
|
|
|
|
EARTHSS |
197 |
FLD |
3 |
|
|
|
|
|
EARTHSS |
199 |
RES |
18 |
|
|
|
|
|
EARTHSS |
H199B |
RES |
1 |
|
|
|
|
|
EARTHSS |
224 |
LEC |
11 |
|
|
|
|
|
EARTHSS |
226 |
LEC |
10 |
|
|
|
|
|
EARTHSS |
228 |
LEC |
11 |
|
|
|
|
|
EARTHSS |
252 |
LEC |
4 |
|
|
|
|
|
EARTHSS |
280B |
SEM |
18 |
|
|
|
|
|
EARTHSS |
290 |
SEM |
9 |
|
|
|
|
|
EARTHSS |
299 |
RES |
40 |
|
|
|
|
|
EARTHSS |
399 |
TUT |
17 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
MATH ENROLLMENTS FOR WINTER 2016 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
MATH |
1B |
LEC |
246 |
|
MATH |
130B |
LEC |
111 |
MATH |
2A |
DIS |
1002 |
|
MATH |
133A |
DIS |
47 |
MATH |
2A |
LEC |
1002 |
|
MATH |
133A |
LEC |
47 |
MATH |
2B |
DIS |
1479 |
|
MATH |
140A |
DIS |
58 |
MATH |
2B |
LEC |
1479 |
|
MATH |
140A |
LEC |
58 |
MATH |
2D |
DIS |
450 |
|
MATH |
140B |
DIS |
59 |
MATH |
2D |
LEC |
450 |
|
MATH |
140B |
LEC |
59 |
MATH |
2E |
DIS |
216 |
|
MATH |
H140B |
LEC |
5 |
MATH |
2E |
LEC |
216 |
|
MATH |
147 |
DIS |
30 |
MATH |
3A |
DIS |
472 |
|
MATH |
147 |
LEC |
30 |
MATH |
3A |
LEC |
473 |
|
MATH |
161 |
DIS |
13 |
MATH |
3D |
DIS |
443 |
|
MATH |
161 |
LEC |
13 |
MATH |
3D |
LEC |
443 |
|
MATH |
162A |
DIS |
9 |
MATH |
4 |
DIS |
240 |
|
MATH |
162A |
LEC |
9 |
MATH |
4 |
LEC |
240 |
|
MATH |
175 |
DIS |
7 |
MATH |
5A |
DIS |
21 |
|
MATH |
175 |
LEC |
7 |
MATH |
5A |
LEC |
21 |
|
MATH |
176 |
DIS |
62 |
MATH |
5B |
DIS |
24 |
|
MATH |
176 |
LEC |
62 |
MATH |
5B |
LEC |
24 |
|
MATH |
180A |
DIS |
25 |
MATH |
9 |
LAB |
43 |
|
MATH |
180A |
LEC |
25 |
MATH |
9 |
LEC |
43 |
|
MATH |
192 |
FLD |
8 |
MATH |
13 |
DIS |
105 |
|
MATH |
192 |
LEC |
9 |
MATH |
13 |
LEC |
105 |
|
MATH |
199B |
RES |
16 |
MATH |
105B |
DIS |
40 |
|
MATH |
205B |
LEC |
11 |
MATH |
105B |
LEC |
40 |
|
MATH |
206B |
LEC |
16 |
MATH |
105LB |
LAB |
39 |
|
MATH |
210B |
LEC |
25 |
MATH |
112B |
DIS |
44 |
|
MATH |
218B |
LEC |
13 |
MATH |
112B |
LEC |
44 |
|
MATH |
220B |
LEC |
20 |
MATH |
113B |
DIS |
6 |
|
MATH |
226B |
LEC |
13 |
MATH |
113B |
LEC |
6 |
|
MATH |
227B |
LEC |
11 |
MATH |
117 |
DIS |
10 |
|
MATH |
230B |
LEC |
20 |
MATH |
117 |
LEC |
10 |
|
MATH |
232B |
LEC |
8 |
MATH |
120A |
DIS |
81 |
|
MATH |
245B |
LEC |
6 |
MATH |
120A |
LEC |
81 |
|
MATH |
260B |
LEC |
4 |
MATH |
120B |
DIS |
25 |
|
MATH |
270B |
LEC |
10 |
MATH |
120B |
LEC |
25 |
|
MATH |
271B |
LEC |
10 |
MATH |
H120B |
LEC |
7 |
|
MATH |
280B |
LEC |
6 |
MATH |
121A |
DIS |
50 |
|
MATH |
290B |
LEC |
11 |
MATH |
121A |
LEC |
50 |
|
MATH |
295B |
LEC |
11 |
MATH |
121B |
DIS |
26 |
|
MATH |
296 |
LEC |
6 |
MATH |
121B |
LEC |
26 |
|
MATH |
298B |
SEM |
129 |
MATH |
130A |
DIS |
51 |
|
MATH |
299B |
RES |
44 |
MATH |
130A |
LEC |
51 |
|
|
|
|
|
MATH |
130B |
DIS |
111 |
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
PHYSICS ENROLLMENTS FOR WINTER 2016 |
|
|
|
|
|
|
|
|
|
|
|
|
|
PHYSICS |
2 |
DIS |
307 |
|
PHYSICS |
134A |
DIS |
6 |
PHYSICS |
2 |
LEC |
307 |
|
PHYSICS |
134A |
LEC |
6 |
PHYSICS |
2 |
TUT |
307 |
|
PHYSICS |
136 |
LEC |
9 |
PHYSICS |
3A |
DIS |
348 |
|
PHYSICS |
137 |
DIS |
8 |
PHYSICS |
3A |
LEC |
348 |
|
PHYSICS |
137 |
LEC |
8 |
PHYSICS |
3B |
DIS |
529 |
|
PHYSICS |
138 |
DIS |
7 |
PHYSICS |
3B |
LEC |
529 |
|
PHYSICS |
138 |
LEC |
7 |
PHYSICS |
3LB |
LAB |
469 |
|
PHYSICS |
193 |
LEC |
5 |
PHYSICS |
7C |
DIS |
640 |
|
PHYSICS |
195 |
RES |
9 |
PHYSICS |
7C |
LEC |
640 |
|
PHYSICS |
196B |
RES |
5 |
PHYSICS |
7D |
DIS |
400 |
|
PHYSICS |
213A |
DIS |
16 |
PHYSICS |
7D |
LEC |
400 |
|
PHYSICS |
213A |
LEC |
16 |
PHYSICS |
7E |
DIS |
37 |
|
PHYSICS |
214A |
LEC |
15 |
PHYSICS |
7E |
LEC |
37 |
|
PHYSICS |
215B |
DIS |
16 |
PHYSICS |
7LC |
LAB |
619 |
|
PHYSICS |
215B |
LEC |
16 |
PHYSICS |
7LD |
LAB |
388 |
|
PHYSICS |
220 |
LAB |
5 |
PHYSICS |
18 |
LEC |
65 |
|
PHYSICS |
220 |
LEC |
5 |
PHYSICS |
20A |
DIS |
118 |
|
PHYSICS |
228 |
DIS |
7 |
PHYSICS |
20A |
LEC |
118 |
|
PHYSICS |
228 |
LEC |
7 |
PHYSICS |
20B |
DIS |
225 |
|
PHYSICS |
233B |
LEC |
1 |
PHYSICS |
20B |
LEC |
225 |
|
PHYSICS |
234B |
LEC |
9 |
PHYSICS |
21 |
DIS |
16 |
|
PHYSICS |
235B |
LEC |
8 |
PHYSICS |
21 |
LEC |
16 |
|
PHYSICS |
238B |
LEC |
6 |
PHYSICS |
52B |
LAB |
42 |
|
PHYSICS |
239B |
LEC |
1 |
PHYSICS |
52B |
LEC |
42 |
|
PHYSICS |
240B |
LEC |
5 |
PHYSICS |
61A |
DIS |
58 |
|
PHYSICS |
240C |
LEC |
3 |
PHYSICS |
61A |
LEC |
58 |
|
PHYSICS |
260B |
SEM |
4 |
PHYSICS |
H90 |
DIS |
64 |
|
PHYSICS |
261B |
SEM |
4 |
PHYSICS |
H90 |
LEC |
64 |
|
PHYSICS |
263B |
SEM |
4 |
PHYSICS |
111B |
DIS |
37 |
|
PHYSICS |
265B |
SEM |
4 |
PHYSICS |
111B |
LEC |
37 |
|
PHYSICS |
273 |
LEC |
5 |
PHYSICS |
112A |
DIS |
41 |
|
PHYSICS |
291 |
SEM |
20 |
PHYSICS |
112A |
LEC |
41 |
|
PHYSICS |
295 |
RES |
51 |
PHYSICS |
113C |
DIS |
6 |
|
PHYSICS |
296 |
RES |
27 |
PHYSICS |
113C |
LEC |
6 |
|
PHYSICS |
298 |
COL |
4 |
PHYSICS |
120 |
LAB |
2 |
|
PHYSICS |
299 |
RES |
5 |
PHYSICS |
120 |
LEC |
2 |
|
PHYSICS |
395 |
LEC |
19 |
PHYSICS |
121W |
LAB |
10 |
|
PHYSICS |
399 |
TUT |
34 |
PHYSICS |
121W |
LEC |
10 |
|
|
|
|
|
PHYSICS |
125A |
DIS |
28 |
|
|
|
|
|
PHYSICS |
125A |
LEC |
28 |
|
|
|
|
|