In terms of how the courses actually play out they are VERY different.ย The bike course at Buffalo Springs has eight distinct hills in & out of the canyon (see the screen clip from my RR below).ย I describe them in my race report - http://davidleventhal.org/2015/07/1...ce-report/.ย The bike course in Austin has less "big" hills and more rollers.ย Though the chip seal is much worse in Austin I prefer that type of bike course - less true climbing.ย I will say that the first 15 miles of the Austin course are fast.ย I'm tweaking the normal EN protocal that says to start your bike at less than your target watts and will be hitting my 83%-85% FTP right out of the gate.ย I want to maximize those first 15 miles.ย
I was thinking of doing the same in Austin this year, hitting the watts early, but I am curious, do you plan to insert a 20-30 minutes easy period at the end of the bike course? Not that I doubt the wisedom of EN bike course management, but I am curious, if you were to flip the script, hit the first 15 miles hard (to take advantage of the downhill), then did the last 30 minutes easy (.77 or so), would that set up an equavalent run?
I believe were coach R or Truscott were to read this, they would be smiling and shaking their heads...
Doug - No....I don't plan to ease up at the end. My current tested FTP is 262. So I'll be targeting 217-222 (83%-85%) the whole ride. I figure it's the last race of the season...I've done this course twice and if I have any aspirations of breaking 5 hours (not likely) then I'll need to risk a bit. Not my typical race plan....but sometimes you gotta go with the "no guts no glory" approach! And yes, I suspect there would be some head shaking in the haus!
You have a ton more experience that I so I wish you luck. I did the math with my current VDOT/FTP and (comically) it adds up to sub-5 hr. I like the edgy plan. I recall reading Cronk say something similar to somebody - "you need to be ready to be really uncomfortable" to go low.
I do not really have enough experience as a sustained .83-.85 to know what the run will look like. I know I got torched at StG this year with a overly hot bike. But it seems that with my current FTP, even if I roll at .8 I have a shot at a sub-5 hr finish - the difference in wattage between .8 and .84 was something like 6 minutes.
Comments
Chris
Here are the raw stats (per my Garmin)
For Buffalo Springs:
> BS Bike - 1913 feet gain
> BS Run - 499 feet gain
For Austin:
> Austin Bike - 2552 feet gain
> Austin Run - 707 feet gainย
In terms of how the courses actually play out they are VERY different.ย The bike course at Buffalo Springs has eight distinct hills in & out of the canyon (see the screen clip from my RR below).ย I describe them in my race report - http://davidleventhal.org/2015/07/1...ce-report/.ย The bike course in Austin has less "big" hills and more rollers.ย Though the chip seal is much worse in Austin I prefer that type of bike course - less true climbing.ย I will say that the first 15 miles of the Austin course are fast.ย I'm tweaking the normal EN protocal that says to start your bike at less than your target watts and will be hitting my 83%-85% FTP right out of the gate.ย I want to maximize those first 15 miles.ย
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vuyaEwfqf5awka3HXsBQ2snz68g41p9KOIXz318D0I6alf1O6U1nLG9kL+Omp6qYwCJrGHNjJyfHmp86C9zP2Xt1nxyj7dxptgi0EiP79p0lwgLO7K+Xjo3+WvG1m+/6Ctuw2JLnNvaZlpegOrjQvvkvLbAclD9qGI6xhSLxSEZtpM/X16We1j/iey1U5107N1nw/10aZykC3zHBHgZ9PSaG8sUeWM9bqSXaKxrvFZlk+xzhBxVfrn2LSbJkMGg3ltMH2dsKy1yfKeMPYN8/ZFzk5Mxg3Xd5Oyg7gNSTPahCTbS07IcWTO+PfCoz08fNT4ZHXX8x6/dqKzFmk+OeRtnis0DDSY9NmQhN7khLzaQXHnG8JZIDTYGZWl9FnGaFwHZW2bBMDWG0nhATqbY6HOIx7yV/Jm2WR11yJXFshTLR/IbSKNTLf7gvPKDXuhvzRG28xGoIAsI9SaMpZYu3Qu5PGEs38H5TTAoxwC/XPupMuQQ+Fb0vvNxdujlTR0H9WtrZxNdZhDqZXSz1lfJByTI9VvqI4upemoR85/s2wt8x/Ap3YNaOi0DQz7ZODNsHGisRcxCzgCGDGSoHAQj0kYUR7KLBRyXibKLOvBfGeMy2IB/yQsMyRzAQk5liIx+U/lH9R1hqP62/EalGfeAYys5hTVZKnpdq9tilHxdunQv5PKEsXyH5jfFoBwb2MtUGQIm6n3n4+wwZewptuWXax8wUjdp+6IPSDAkd1EuYYyeymPY2LcnGMWnNq5aOi0DuTxjL3AgJxoJenVYVAP1Y2Q2uBBs9BZhgpxMPT4ZGUKbfj9LTJK/xLvQJlcWy1IsH8lvKN05sJOTgn0ssXCGazrv8RvQ61rfLYbki9OleyGXJ4zlmxtDDYNyDPDLtZ8qwyZ63/k4O/TydjWOkfzGjjPUy+gm277D1LJSH1kM6WlgDJN9e6GvMXxK96CWTstAxrcb+4HTf0djrV1XXjMg2vQMtr9QspHzlUvNpV6GsOg/fpoI7du84sa4JlP3NKBBZGRe8JTRbyd/qs8F71RHK1T1n9NvVucd0rKhNAgLvhK4dciOI+aX4d3Ta67vIflK/MfwijGWb0jW57eHEXJU+eXat9hWhkG9t5jUR1gDiY1sO/YMhtZOnd84GYu66dWt+4AUk9dwguq4hsawNu42TSLXb1WWEXxK96CWTsvakfZ8MlirY5wVtgg0WoSJbCe3o9UcJ8dyqcF3G9Gy3YgvOwoLLW4T2RNYLJS4TsXAErkVdCz6yLRL6gdKBUjGdKF9ol8+IYTiqG1L0+RfLFiVLXhXxlfTf06/BZ0HpGVDaRDyVmOvItHbmv5rei32PVLe0r2QyxPG8u0w2j5HylHkl2vfYdIamar3DlP66NXFRrcdexbDa6fGb01GMsfqJpF9yAf0MXENZ1DV04C/WvSxKg+y5vodkmWIT+ke1NLhfsU30LpT7bc3zgzbBRqGkQEOrvj5s2EYhnGu4EDD2DF4gvRThGEYhrGAAw3DMAzDMGaDAw3DMAzDMGaDAw3DMAzDMGaDAw3DMAzDMGaDAw3DMAzDMGaDAw3DMAzDMGaDAw3DMAzDMGaDAw3DMAzDMGaDAw3DMAzDMGaDAw3DMAzDMGaDAw3DMAzDMGbDxoHGj370I5PJZDKZTOeYxmCrQMMwDMMwjOPHAw880Dz22GPN888/37z22mvNr371q+av/uqvutI6HGgYhmEYhlGFAw3DMAzDMGaDAw3DMAzDMGbD3gQaP/6zH5lMJpPJZNozeu2VV5sf/fDPwv2fvf7DcP/TH/9kWfaTH/24+flPfxbyv/7Vr3W7+goONEwmk8lkMhWJoEKBxs9+8tMQVBBcKMB4/dXXQtkPX3u9+cbXvt7t6is40DCZTCaTyVQkBRqvvPRy8+KNm8tTDAIL0i+/+FK4h7759W90u/oKDjRMJpPJZDIVSR+VvHTzxeb7T36vee6ZZ8MpBunHHnm0efXlV0Idn2iYTCaTyWSaTJxe/PLnvwjXqy9cCcHGD77/VPPMD55unn7qByHI4CMV3t/wOxomk8lkMpkmEQEGV97H4EqQ8Z1vfbt56IEHw2kGpx1+GdRkMplMJtPGxMcivJvBxyWcZDzy0MPNk48/0Vy7cjWcZBBscPVHJyaTyWQymSYRH4tA169ea5547PHm8nPPhxMMTjM41eBlUIKMvX8ZlKMZk8lkMplM+0V8JFIjBSIEGt/6xje7XX0FBxomk8lkMpmKlDvliEn1+E+UvT7RQECTyWQymUz7RZxU1Eh1+J6NvX4ZlBdMTCaTyWQyHRbxjgZBBvdfu+Or3a6+wt4EGjeuXTeZTCaTyXRgdPP6jRBkcP3qV+7odvUV9ibQ4GtMTSaTyWQy7RflgouUqOdAw2QymUwm02QigKjRwQQaqeAmk8lkMpnOntLTixwp0NjrdzQQUi+W8KUgLzx/OfxwC18McuXyC83zzz4XvlOdfMopg7iHqMc3lPGNZdSnHvXJ4572XD//2c81X/z8F5pPf/JTzWc+9enmC5/7fLje+vFbmk/e+onmS1/4Yqjz8Y9+LCjsox/+SMiDvnzb7c2nPvHJ5nOf+WyoA9GGPtKJSYkvNuHKhHBFFl6g4ZvWyIMHcnNFF3z5yfeeeDKMhx+tefD+B0Kbhx98KPDiLV/xI1/97CvxohBjg7hP07k2JpPpfNCQ/1ea39mA8Iv4dPwHdSD8PXX5tkrq4lfIo7548h8Rd37nUnPp299p7rnr7ua7l+5s7r37nuauO78b/i2TK1+tje+njDp3f/eukM899O1vfqu57557l/faZ+hb8tKn5CZPPlrjkGz4cn43hLrIyJWv94biPK60w99rnPCgrcZGHn1Jb5Lp2aefCeXUpT16g8hnD6Iv7pGZcrVBx/CiLvsU7ZkneFNXbRgX7RRo7PWJBoLK4LiiPAhFsKnyZSB8MQjfRvabX/26+cXPfh7+b5c8JouNWV8YwpWvQ0U5+lpU6sH3wxc/1Lzz7e9o3vAnf9r86R//SfPmN76peeOfviGk/+gP/rC5+IEPLsv+/b/9d83HPvLRcP3df/8fQt0/+aM/DvWht7/1bc273vHOYNjwrhFjYeKZGMYjwyNNGXJiOEzyU9/7fphcAgz+R/nPf/2b5i9+8+fhSqAhA6Cugg70t8/EvGpOuU/Tqb5MJtP5IXwE15L/x//hx7nH77MP4A9/9YtfBh+Iz8dXcmVvYB+gDvXJ50oQQ5BBYEHwcP+994Vg4YH77g/3BBP410cffiSkCSYINvhKbQUatCUQUaDBPb4Y/vSJjJIT4h7fjr9HHsb0l3/+F2Ev+PUvfxVk48fKqMsexVU+M87TmOGFTuCBntgLqQNRpj1RaYh79gqItPpEXvRHGwhZ2TO1hyIfhD5Js1chA/XgqTnT/Gnu9jrQYAJioSEMg0GjHBTDRswEUYZxMVgZFpPBPUrgSps4jzq0e9tb3hoCh5N/9a+bf/OvT0IA8Ye//wchsPj93/295p//s99u/sO/+/eB3vG2tzf/3//z/4Yy0lx/7z/8biDSf/yHfxTqENlJ9hIhNxPBmJCHPG22jIsoEfkYrwyWyBWjwBhYVBgX0acMjyttyNPTwL4S4+WqMUPSB2OIdWUymc4XDfl/rvLnpLWp4SfxkVypw0bZ/M3i6xLwq+wRlHNlgyYwIHhIrwoa+FZLTj3u+PJXQlDC12sTVHACQpq6OvkgTX0eCtmAtTFrM0Ye/DR7Fz6coIArexFyckUm9jJkZGySE9L+pjJIex15jBH+3MOPe/rmSluu0hdBAvVpTz5yomPJgWzURW74S98i+FKfdrSHNE8izcnBvKOhIx9twgyeyWBDJ/ok6iSKpBzloVSuUriURBspljRRJScR//bf/E6gf/c7/zYEGQQffEwBb34oho9RPvKhDzf/4rf/efP//t//Tzjp4GSDE4x/9S/+ZfOv/+W/CgEJRKBC21j+HDEJjAX5dNylEwltvpowgg4IWRjbX/3FX4YgA2PgIxSNnXYYZNx2XwkZkRWZkR9iztCHDNRkMply/h/Cz3KiwObPqS/+nNNdTh8ogziNYMPkNPjxRx8L7fGx+H/4EUAQSHzl9i+Hj0e4sjFC/IaHnvzxT8hCe3hSTn1ON/gInStp8qmLD8Of0QcPiPRPO2TgxBsiMMF/c5pCHXwf8iM394yRKzygOI99AL1oj0MP3HOlX/jgZ7X3Ibf2G4hAA/8LP8ZFHjKiR3gTTKFX5OTBFV1QDl/aUZ/9lz6lU/SETPCjb/nxvQ80EBSBUQpGxJU8BonyKEMxTCwDZZBs2iiAiSPNPcqBqEc72qMsFEOgQbAA/fY//WfN75z8mxBAfPbTnwlBB+9r3PbFL4V3M97/3vcFw3jrm98S+PM+Bu0IUDgV4f4Pfu/3g5zIXyNkI/JFXgIb3g350AcvhvdF6Id3PwhweDeEoAYZMGjacmxIJImR8K4IbZDllo99PMiL7J+45da9JsbKGJEVmTFGjJoFJWM1mUznl2r+nw2Ue4h8NkEexHggw7dzj69m46UOD42kFWTQHj9z+5duC35V79xxVZ42fYIR3uGDF31xioHPVV3e0eNKHn6aPYdTC576kVUBEMS+oUBCcrMPIB8bPCcjbPLIiYza16A4TycIbPTsAwQtjBPZ2OfwpbShjDoKOHRFJurHgQY6QzbK0RUP8Oyv7JPaq+BNXX2UT13plP4UYOgK770ONBBUBsfmw6RwxYhQFgpigJpARXEoh4lWlEtan7kRUWojQ1lcCSb+r//znwT6x//wH4WPRggkmLj//R/942A48GACaUvUShoiIPmf/of/MbT7J//H/9n8w7//D8KpBhGgZC8R8jIWiI0W3kwoH4kgG2NTFMqEccUIuMpYMGQiTZXDi3zaq+2+EouKxcI4MVoMGL2QloGaTKbzSUP+Hx/HRoef1nsVbJTkcY8PxkeT5p4y0rSnLTzYbHmBn0BBL/Xr4YcTbPYTfBMBBsEGfNlbeKjDZ0O0Ia228MOX4ePoiz7Y9JED/42/ZhMnmIAfJxzIxT3lpNm3aI8v58rYoTiPK0QfpAlg2KPYQ9jr6JM2jBNfqz0DYvyMi/2PMtrjd9GRgg2CCsbNaQsyk0ZG+kDfyEk/tIMnfDRPccDB/O19oIGgEPcIz0DYoLUJc49SmEQiWRTCpJGPYmiDsXCP4nU8RXsII+AE4+//r/9bCBb+1//5f2n+0T/4h+FdCwzm//4n/1fg/953vyconBMGPhpBmUS8vAz6D/63vx8CEgge8GMStUhKpLFQFyNGNi0MAiLuIe4hjI+JpS2TSqDFRo0xMDbqEFxpQcFnn4nFprEhM2NAF+gFSvVlMpnODw35f/Lx3+RRjp/Gl+BD2Bvw0ewH7AtskDpJgA/82RwJCHQSTGDB6TH/HMDpNfn4Jd7TIPDgVJmHTIIWTp+pC7EnUF9Xgg32HAU0yEtwwh5Evu6RAxn5KJ9+kIl3PRgT/pHxMQ6u+ug8zqO+xkkfXPkIiH2BvQo5Vab6XJFL+w5EAEIaHco3c6pCGv2RRsfwpR5yc1XwxhiRgzlBRuSnX80f/e79RycMSEpA+PgzIPIZPGkIhTGJKIbBM5koCGNik1agoYmiPWW8d8GpBKcR/91/+/ea/+bCf938s//vnwaj4biMFz455XjTG94Y/vsEQ+TjEf5ThZdFCUwIUP7ef/PfNv/jf/8/hI9fkAEZa8SEICdXiLEgFzIyaRon8qoNAQS6oBz5GTOLCL2oDvmMW3rZV5KDYMyaD5EM1GQynV+SPyj5f/w3vhN/QRlpyknjI/Gl+EhOD6gft+VhjY2RgIKAgY9yCTY+8L73h/805OGS9zUIIAgyyOOeYIAX/klD7Ae00RVe2nuQAf/NvsSmTaDDBs2V8bDpU49yrgRKyEYdxqC9KhdocKUN9zxwap8jn72OMnjRB2NWXcoh+ifwIeAiHx3TB3XZv6gDT2SDB8Q9eZSxd3GPHtWecnRMuXw7/PY60EARMgoEZgDkMQDyKNuWMFICjf/sP/lPm//lf/qfmwt/5+8G+tv/1d9q/uu/e2GQ/s7f+tvNf//3/rvmb/2X/1UINLhyOqIJ24YYZ7wwWEgYsCYeI2aiMVoiU7WRQcW8TCaT6ZBIfgxfJ/+PD9ylf2Oj/eD7PxC+koAggY/CCTa4vudd767S+97z3mUb0rTjI3cCFnw0MtYoJ09MChS4IicU5+XaTCH4sW9on5Vc2kPS+impDm24Zy+FH1fm6mACDQmKYrlnAGys8WC2IXijbP5j5L/4z/7zEDj8l//5fxFONAg2CCJqRDDyn/7H/0nzd//23wmBCnnc/x//+H8PkWk8KZuQJpB7BRoEFQosCGa4J3pVtIueIOqn/Ewmk+mQCD8W+389UePvcj59CsEffpxEcEJBsMHpNUED/yDAC/o1IqigDSfdpAk63vKmN4crH2Hju2uUkykm/D0ycq9Ag3vyKIvrbkLwQ5faS2O5CD7iuiXSHs2VNnEgqDLk3fuPThAUQ0P42NDYaDkW24Z4mYUjIiJQGQsfjfCRCAbH+xc1evc73xUMEsPE6DAyolv4IR/yb0MaN/dE9dwjN8GFxqB7yqhDXe4daJhMpkMm+X4FGgQX+H/tAfKBmxIbLR9R8C4eH5Fz5V0N3r/g4xTyakQd2nCF+A8U8vnPE/aVXJ9TiI9BGCv3PEzqo3/yKIvrbkLsHZyQwws9xGVpOke0U7AiOUmz9xFwHEyggaAyOK5soERRXCnjug0RuLA5w1OfW9EXn+lh1JTViAgO5XKPPCgbJaN43rfQgtmUFGjAW31KbkWP3JMn+aUX6cxkMpkOkfBl+LG5/D885Ou5510FrvjRVJYS8Z4C8iGXAiJ48++k3NcolScleKof/D2ktPSwDZXkGCsf8nBN66MP7Ymau4MJNGJiQrXxbkPiL4Xo4wgMjQ2c/BrRBmUTVPBCDDwx1imGWiPJGE8eY5cOuOqePrnXxFM3x9NkMpkOgfBjXOXnYn+Hf9uWePqGvzZwggb6ZBPXJlqj2M/G9XkAJJ32N5Xk1yHlKb0LHehFVe7hJ0rrlSiuz1XzQxq+6Ic0+tnrQEOCS1gI4UUYxDZENItCUDjKkbGQF/dZIhkVV/gpOKEtAUuuzRRCJnjBkz64qiynF9Uhn7YqM5lMpmOj1J9PJTZH9gD5WfYB8vChuq8R7VKindqyn9QoJ1NMtTpj2g+R9gzuY7lEaf2U1D7HQ+Xao/Y60GCy4s0UipWTm+gpRDAAaYOW8cQKqhERcPyvQRD54pHWn0riIVlIa2Ils/LQB9e4vslkMh0q4cdyvkw+L/blmxAPifhNrnzsrTR7AnsB9zVCDh4uuUcursil/QAeNcrJlFKuHZSruy1N7YOASiciOUIHmr+DCjRkeHHeNkSgQB/cE4VJuRic+q4RH7VwlYHSJg4A0v6mkk5INHH0FZfH+tGkksc944nrmkwm0yGT/Fvs97YhPZjBD/+Nj2XzxJ9zr75KxEOmAgv2EvFUW+0DJYplyRF8qacABuKevF2NH4plgpS/qqt/LFj/BwPqIxN0s23zYpsWUSY59zrQSAeVEoNggEw4aSZYL/SkdSHqa/JQJNGYFIphcE85+UFxSfuppP5EcT79xXVNJpPJdH5I+0Bpf2A/ivcy7mNSvtqIR658I7r5UnPtWruvvvR68/rrf9Y8/1y717bXa1fYP9s981obcEX0ckIh4OhkOuhAA+LJnSiUSVEkqoAhrZtORlyX4II87snfxYmA+lOfaX6cZzKZTKbzQ/H+kO4HcTq+j4OIOJiI+YhUtgnduNFe20DjytWWz41XQrDxg6eea155+Yft3kgA1AZDbTCRCzBevXqkgQZBAlf+L5jAASJYyNVPiXYoIz3d2MWJhslkMplMQ5QLENiHdOIR1xXlAg21geK6U2kVaFxvrl+/GU42HnvsiebFF9lr2SfbPtp6Mb3M6UdERxNoMAgCAp1A6Dc/mABOOeJ6GrDSmgwFJfq4ZEqQMoYUgcooJEdsJCaTyWQ6X5TuC3GAQD77EPmqp7oq131KtNE+sw299NJLzbUb10OQQTDw4IMPhwCEj06QrRZokEZGyXHQgUYcKDAofr6WgIN8Ag0NlLQmTO0ILPjuC97p0O/5w4tgQ5O9C6LPuF/x1umJyWQymc4fpXuD/ouDvYr9QXsW99ovtHGTz32cVr2Y7zZEoHHzJica15vnnnumuf/++9tAY8H/1VfasvY+ppeui9q2LUlGeB10oEGAocAA+tY3vhkUHaKtNq2Bcs9VE0A5bwnzi3fQr37xy+bnP/1ZqEd71c31OYViI+AeI5Ih+aMZk8lkOr+k/Yh79gUeeiH2JwUWXNkrtG9RT3ub9jXVg8RP+dvQiy8uiGCDQOO+++4JgQZBxbkLNDjB4J5o8Btf+3oYGPmaHKW5aiJI80Ut+vfRn/74J80vfvbzMImkFXCk/U0l9cs9PJFR/1K7C/4mk8lkOmxij2Bf4ISdk3XtQ1C8ZxGEsG+xj9BGBA/qcGVvob3+3XYbun69fRh+sX2Qf/l68/zlp5v77r+ruXHzSsh/6aX2YbwNLhR4BEraI5PkO/iPTggWmAyU//Wvfi3kMSl86YoGmgYaTAQTdu/d94QfVqOcYIN81dfEbUPqV/dMPsbiQMNkMplMEPuBPsKH2MvYfyDtE+RRxgm8Tj20t0Dcw4d67G0ELSrbiNrA4erVF0JgkQYa1661D/c3W/m6QGMZcLTtwkukHQ/tv9wfdKABMRAFBd/51rdDmsnhCjEhEJOgySOfoOLhBx9q7r/3vvDDaLxESrDBxygEL2rPyQjtace3x9EPAQM/nEa55KBPTlf0kQj9KTLl+suf/6L581//JhiL2nGNgx/4qk+d1FAmY4OnxiG5SNMmlkW8qVcj9Q2pTY7XXKR+obRfynKySF5IelG9uL7KYkJX0hmkfMkRt98F0Vcsj4g0+epXY0nTOBTu9d4R/GQbkpVySGnxx564mkznlbQmuNc6geJyrSvuKdP6if1DiUo8YyIPXtoXWLt/81d/vVzTkPpFDk40tO7Jox37AnuSvi6dfYqAgnzK9bUOpDUeAo2f/eSnYZ/CF0Dc/8Vv/jxcIclLG67qE7rRnVq8+FIrw/XLzZWrzzX33vfd5oUrLb9XXgqnGi++2Pb18svN5cuXm6vXrzVXrrR0tfVFL7b73o2F/uDN9agDDSaBMu6huA2TQaBx93fvah68/4FAfNMnk6xAg8mRU2fimFzaozzK4CGetCOY+M2vfh0mmEnHoDAK7jEgvXTKlYCGfHhjKPppXdKqLwOI5Y5J+YwxpVJ+TMGguvuUv3jPSbEsOcq1EcV1YrklO2W5caidbCQtT/lsQ5IPEk/mVJT2laYhzZHyJb9sUHXFj/qlsZlMptU6073WjvwC+eTFbWqkNUlbPQhAKoeX1iTlPHDK16tf6rAv/PqXvwof4xNUqD3rnKv2DvYXytknqAux/7BHsf9Qh4di2pEn2fgROa4EGexL8NT4pQPyQv1ri49I+Ojk+o0XmqvXnm/uuffOcLJBAMKpxgsvvNDcvNm2eenF5rXX/6x5/Yc/al56uZX7xTYwaoMOTjekx6MPNLhP2zB4goRHH34kfHwC3fmdS+FjFCZHisdYaC8+9EMQwscytGdCeYkU4+DKZGuyaM8kU/+Rhx4O/3pLMEOfnKDAD2PhKExBBe0kN3XoT0YiA+aq8apcdSSjxhmX10j1z4pK8gzJJl3niLJc+7gf6sQ8VD/N35Q0H/CSTYmv8rlXf2maueYq24h5kU4DDUh2oHyT6bxSup5FKo/Xp/LVZgxRN60f95Py50GVNUswoLXKlb2EeqS512kE+wN7A20IKlTGPXnsHfDSwy370F/++V+Eeuw3Tz7+RAhCtFdB+BQeahWAxGOQDwlja4OM8BFJG2hwvXLlcnP33d9tLl9+rnn51VfCv71ev9HukddaPbZXvtjryo2XmstXX2xeuPZSm/9iONUQv6MONDQhS+VFCiX/oQceDB+dQPfcdXfz2COPBmPQJDApTB4TRHABTyJBiAmkDCJNXYII+DDJTzz2eAgWCDLuuvO7IZDh32+5pz/q0g/R7V/9xV+GEw7xxIDoX3IiE8ZC/xozae41Lo1N5ao7luL20NT2mxDjS2VVmjKNK5VN9eJ5VTvVpUxBmeqqP92LD8Q9dhM7B/J2SfBVH5JN/amOyumffOafuSaPcjkcAljGIB7cpzYinibTeSStK9aCSPmsGa3BuI7ajiG1FcX95PixPiGCB646QecknOsPvv9UOGXniyd5qOThlSCC+goYuCrA4B4ZqMsexN5Bn/EDNOW0pxx+7GXIolN76QLinjz5x1dffTl8TMK7Gs8//2xzzz13hX91fe2Hr4cA45VXubZ+55UfNj949krz/JWXmmcv32wDjVeaGzdfPT+BBps3CsY5Uy7DCkpsN+/77rk3BAYiAgQmjcnQ6YF4wI/AAKMgeuRKxImx0I4ggo9hFLRc+vZ3loEME86VevRJWn1Th5MOAhDu6VPRJzJrA4E0VupA0gF5MSl/iOCn+7R9XDYX0Ueun1J+SuhEMktHcVo6UlnMk3vqcUXHSseLTnU3JS0yeCELfEkjC/an/rhKPuqRVoAMkcYeqaOXwUjDQ2NSQKr6ksFkOu+kNQJpzWndxWuFeqo7Zg3Jb8Rt4Msa1vpkzca8aEOZ2uHn2WMIBvhog32BvYQ9gv2BB1XyeAgmn1MK6rGnQQQm1JV/IMhgHySPMvYUAhICC9IKOpAFPxLLKL0gF3kEM9RdfI/Gc829994b3r949bVW1mfb4OPqjeb7T19u/uwnvw7BxSuv/6K59uKPmheuv95cu/n6+Qk0OEZCySiUOnLiDF4nGkwIE8ikcupANIlyqaPIEyIP4vMtJpPJZuJoR7/f/ua3loGGggj4iQgkUqJv6nPPd4DQnlMQJl8fqRDM6AgNoyTYIR1vMrGRiKSTGmmhcC8eaqf8Oakkp2RBhlQOykTILx7oA1JbylSHfOYbXtiANv24HFIbUdzvJiTZ6Qvinn6YR4JV7Io8rlr0pJGDeVY5ToT2OBZskPbUVdDBfXzMSptdyG8yHTKl/kNp1hdrS8F8rU2NtMaoL36sUdYk6zHmQz7rk3XPWmYdsz+R/9T3vr98KNXewV4AkYZ4GGWf4vr9J78X5KYdewgPtTzEsi9Rl3rsKfBk7+FdQd7ZuOPLXwnvhsQP4NpfkB258I3ISxr5eKDmpU+CgXvvvT98LfmLL73WPPHk081Dj36v+c53H2guX321ufeBJ5sfPPdS89SzLzbPXH6lud4GHDeur/R71IEGSsIpYwTUkbNn8BDRogICJpBggQnTJBDRMTE4egwEh87kMbG0U3Cgkwr4wINJJo86IhkO9zKeuJw2tFc0S3v6xDjpF+NFLsakUxXyMQjGx3hiw5ZuaqR21EU3ULx4Yl5zkPpCBsYBSR7KuI/HpTmEWBDka2FowXCvMuoxRnQHib/6oy46ZFPHTqij/nc1fsnMFZ70p6ARGcjjSh790waZmWvS3KsONimHRZDBUagCT6U1DvpJZTGZzhOxbrSOucoXsGZYL6wb1gll8kVxmyGK1zXrM+bN+lU5PkV5rFECBfolzYMl+8hXbv9y882vfyPsA+wNBB3sC+wJ7BvsOZRRhzT7FeXsFaS1d2g/4Z58rvgE+qEOex5y4kP4qEYnLxCyyncudEO9H4VTjMuXrzT33P1Ac/1a+/Dz4iLQuPeBx5sv3v6t5pEnnms+96V237vve819Dz3dPPZU6/Ne+un5CTRQljYU8lQf4p4JZQIhokGCBCaDiaAOSmfDVxRJkMFka8IVLJBWFCkircmG4jpKx1cZDLJQD94cl0lG8jhBQQ4MhCtGjcEwTjYgjIXxijTWEuUCjVhPXOckbfgyfG225FGGfJIReZhn5GNedPyoQEPtuddioQ5tyWexoS85AhY8deiPoE2bNjqkDRTLugkhb0rk0y/E2EhzRUbmkDr0LcfE3EKUoxfGRn1kjsuRn8CYz2k5xaM8lsVkOm/EGtM9a4q1jR/gQY21oqCcelqf3FM3blui2DeRpn3snyijDoRv4UrZ7V+6Lfh19hXtAQQWCh60J7EnKLBgbyNI4KpAQvsJaepynwYctGXf4kqf8ONjFORlv2PfQ1ZkIw/58TPo5ntPfL8ta4MlXva8ci2caBBo8AuuTz/zQvPAg481d9zxnea5F15svvHt+5rHv3e5eezJ55snnrrWXLne+rJjDzS00WBYbM44YspVj8FjYCieydFmz+RyT/SHo2di9dEGZUyi6kOa7LMiXlDFgPnfaDYYFpBeLiWPDUeLgU0J4h5Doi5pDEv60EJjUyMPIg1JfwpEZJg1og7vsLCBMgcsboycfOaGK8dz5BHQ0S9pZGFc3GvDlIzca7OVDKThR13y9KIThMz0z3Eh5X/9l38VeDV//TfhHj3RlmNI5KNf6jP/4oO+NHbphT41zhJJV7SlPu3QAzKiF40V2TjepG8R8lCXMuaReUU+PqPFDuGNvpAToh/sFTsWb/pBdsYHL+rTH3IgU/zv1NSBB04H3uRLr9zLGUHkQ+RRRp7GC1/uIemKOsozHQ8x19gH845dsV5Iy9YpF2EDsgfaysZkG6RpF7chD55qj71Sh3uutEt5qC52r3zxk/9p/qYJcmhN8LEC5eRh06wHrrGsKsfW4Uuaez5KhydrkLGzX7Cxs2apzwMA98irj9q1n+R8+i5JexR9sTdyZc/DhyA35QQojFG+VWNkPIwFnTN+9EHdK5evtrp9tXn88Seb73ynfSC+j2DhieaJx59qHnv0e+H6zNOXww+x8VPy0hUf26Q4mhMNFFYKNDAmFKdJwUFzJY9JYFMiwlQdnHscaKjdWRIRKUbNeyX8lwvEuyMYPpsNiw2DYYFBRKnohPGzKNCBFixBB8GK/uuFvHjh0gaSvqXLGsV10ScyscjlUJAHnsjNAmRzRQ4FAMjBGAickJ9FC2mDZF7hwzhIIzsyq2+ulNMHOoE/p0HMNcEk9+iBPqRHyqhHIIYTQl+xHsR3DKkN94wZOVjQ5NE/46J/xkkgwZXAgnFQn7GiL8bOWGXPfNU+V3hwsoXjII398+242C3t9fSGPuFDcAVveCED/JARfULSFWXSYyw7AZD0gc7lnFSuMgidqj18RcqbokfTfpKCT+afK+tb6XTO0/lWmqtsjquINDbGvXyVeGFbuqcv1rbsl/6pD1EGH/IoY8NHRtYdD2msA/yMHi7oi3qse/gxPq19eNGGvtSPZKG+HnLYnFmH+tdS1h+y4OPw2XpgxXen/nxO0v6Fn8XX8VUO+Dr2N8Yj/aIDxoEfpi760vipq0AM38mJO/6HQI16XNk7FaTRDv1zPdpAQ8aK05VDVD3KUJaCC0jBA3koD2Ur+tQkQfHE6f6siM/2uCIj9xyLkUZu1eEplw2UAASDZ2Fh/OgCPbAZKepmsaAX6pFGb6RZTNSVTtEhOuZaI/qAF3y4Mj9sePAkjwXK/Ch4Y/FhpNShf4yZBUEauXEMPKkjj578WQBckYcNmfb0RZoy5GAuWVzohT7YjLlnruGPjshDBjZxLTA2f3jFTowrvLlPx5sjdMZVNsnYkQtHxDj0UZiCQ7VhzkgzP/SJjAQTOv7EYXEKxBwzJnSLDSC/5p22EPpB3/QHoUflk0Y2OVb6Yo4h0siDvNSRLUgXKlM78uJ82qREPcplR6bDJeadeWROsQvS2C7zTLnsSHNNPc0/9bARKLYJ1eUKHzZ36pCHjZKntlzFl3tsHJvGvlm34g0hG36O+vg/1gdrj+Aeor36ws5Zj9gy44IXV+pIRu7hSV35CPjhO1iDrE/aw48gg/0i55/nJGTgKv+qfO7xfRCyICPj48rYkJtAA5l5mNFcqC5jlr8gLR2LxEP3XA860GAA8TUNNLgSYaKYuB11UCxKV8CA8uWsUSgbEBMlop4ol3cWRITJxoPBIHscJXMvGTFwiAiU8WMkbPAsShYd+iEQYXNjQ9YCZONmw2fhomOMivboFop1miP0D2/6YLFhbCxKNnDyiH6RC50zBj2p0xcGTh7y0xd58GDeWATIR6CiRcKcks89feIotCiohx1ok0Y/8WL/2h1fDZ8hohPqaX7hR3v6lo3pOmb8yES92CaRD4fGOPUva4yRsXKPjAQQmj+9p4OM5CF3PP/MO2OirhwKvGjDPKIzBSS0YX7RDXPK+JgHTlEUrCGbNgzpFP1xjyMnzZVy+HDPXMjJc2JCwEp9dCDdxZTqyXSYxBwzn9iC1iP32BHrHJvQhqMNSW11T35cpqs2eXjRT7xxKV92qocl7A77RBautIGX6sqXYaesG9YIfZNHXerQB7JzVTuIcsZH29j2qcs6Y33J33JlncrnUKb1TL78tdbx3ET/Wv/IQN8QckDsB4wJXUjX6JC6jA19ow9k19yiV9ponUPcx3maL65HEWgweK4oRgNDWSgQZyzDidtSjrJpIwdNms1OjpsNUAYSkyYqzT9tknxcIfIwHMaiOqQxEO4ZG/UwOukFHVGft56pgzEyNjZCFjAGx0JEZxiidIdBxfrMETpncXKPHDo1wCGQhwzIj77plzItCC0OZKce8iA7m6Y2MsnFGHAA5OkkBkdAGWMgzYKHDwEF/OGloINxc6V/CJmoQ/DFWON+uJKX2lOOkEd6oj73tIUvsqATjRuSXZEnuyOfaxxMUA6Rpp7kle7I56r5hid1uCefgIoTFeRjftAZhA6xCQidyWFTh3uCCAUazAH1cfAEpASPBCw6HaMuY4XoRzqIKdaV6fCIDUibMHNO0Eo+c8uawVawJfwG9SjT2mEtEcRjG/Lfass6ob02ddoouICow2kfQTFl2CZ1aU859oktyn9hq/QFIQft5HN4GZI29ANf7qkjOeDPGLQG0mCGseGj8G2sO4j1Rp7WG2s2Xpv0jR9S/bko7jNHlEPog3lQoMG40SdteVBBn+gDf4V+0DN1tK41J6RzeVwPOtDQYHRFeTIYDAQFMsmKyOK21GPCMQqULWOQQ46vmhg5bK6Q8s+KJJ9kxDAYA/fkYfwYtDZUyjVmNjoibsZNPYhytePKZoRDQH/oE6Phiu5kcDWiPgsTvgoqIIyXfpFFC5JNkWAA2Qh6aEM+eaQxctKUw1OLAedBUMGi5yMInB1OgfmGuMcp0V5jhTf9wUtzzhVdSUbZA04H3oxbwQv3CrqGSAsPWZAZ4h0QzQVX9cW8ya6UhyzkkYbiOrSXTjTnylM7+GvscVt4o3v0y+kd84nueCmVj6kIGJBdHy1hAzhXdMz84cTRC/aBXhSM4bipQ3scNO0Yc6wH+hpjP6b9JtYB88gaZDPCHshnzsnDXrhXoCH/QR3S2AfttbGTTxp7Yd3Cg3zaUZe25GFr5NEn9+Rjc/gY7Bz7hCdl+AreUcJeVUd+hnWAD6QP6iowoS/Ggn9RAEVf2DmnsMgHX/wjvDhtZM3F/hT+rMF0/ZGntUl6TpJPUZ/cI49I9fCP6FO65x590J61j86ZQ8aArhSQMF+kRaTTfNJcjzrQ4OUUlMU9eWrHPQqQ8ksUT47ScuKkMZazJAxYhBEgJ/nIB7Go2HjYQFUfuUnzL1YsEBYF+ZwUUMYGzBW9MVY+TkGnOAx0xj2EzuO5KBELln6QDxnY3OiffiDJxL30jMz0j2xcMVItDvjgCNjIcAo4AMnHomducRjUIZ9yxqb+Id1zRU8KbOgHeShj7MiNc8LhsPDgPXbckGyOK4QdIhM6pV99HMJ4GT/39Kvxc6+gD/m46l4yciWN3lQOkY8+GA/l4hu3YbzYAfPBKQdjQ3caK3pDRurhcAiQaIusHKkyDuYTWTlxwt6oSx84YY03dT5ar7GuTIdHzKECDE7pmFfWIWuTueee+VddrqQh2QYBAe1Yr9gdbdjY4KlNn3w2dvhyesbLnGz+euDA1rBn7Fi+DrtEJtYvfbCZYp9aB6wX6tAWPhB9wp8ghzT2Dg8+xsW+Zfv4DdL0xfrkCl/4sxaoQ914LSrNlTr0rfy5SH5CcjDmnK8geFJAwLwwT+idcRI8MSc8UJCmHvfoPbeG4zzuxRe/kOLgAw3KUBhGgmJTpUgBTLgmA+ODNCGQJkuTIyNVHU3oWRHyQDKYeAwy+FhW1aWMDQgjYpFQjzzaUo8y8iAWIrpCh3qKl5OQPkukpwr1gxwsxtu++KWwiWlBanPXk4ACAGSCpHvyKMN5cDQvR6RTC+TniZrAAAfIpgnBEz7wl86oG6d5d4FNFVnohzzSvCPBQlNfjAk9jBm/7FKE3tAlOqV/xiW90xdyQvRNPvfUQSauqkOaNppbiPxcWuNTWexoFCRQl3z4xnn0Qb74UI7+uacc5wEv6stetF6QVXpg7OhCJH3EujIdHrEO+IiCzZlAlY2Ztcd/N2HnrBXqyV9o3llPrFnWE/kEFvDRu1sQL33jO2gPL60d2tJOT9UEu9gi/gU7lY1yj6/50he+2Hz5ttuX60L2C2G/rHv6Z68gmI5PRrQGsGv4kaf1oTWFb6NPpUXkaZ3FZeobgv/cpD6519okje9jbNzrlEZzxRU9M07GS5k+HaCckx3Np+aHK2ubeeFKmnLKuB50oMFgNRCuTCz3DJSNhkgUhWKY5KEgGSz1NPmmMmFoLHh0JuOKjaxG6BqCD/MAL23uaT85oh4bFlc5CBwKm7+eQAg4cBJyBiwkNnKO/3EgHP3LWcSLT06gRjgLFgjBCzbEmFlILEItphpRh/HTDv1xz1MZDo3x5Po8JuJEkQ0lXqMK0rjP6WwKMb/wlZ6Zo7gv8pgr+qOO8mnLPVfSojSfq6lM6JT1x2bL2uThgc2JjYty1pjWqAID5oN54yM6fDT2oeCCNqw1Nn82fB4SCDhYMwrO6Yc+cvY2lbTxQsgKyUfITxwzMUb8Iv5TPo21wj1zQTm6YZ7YOwnAmEf5NNlBibTeuB58oMFVA0oDDRSIcUpxlCmK5vgnp3zTiljUbLboEv2iN3SoazwXOcIgucKLAIPNdUqggZHLueieQAOZmFuO75lHHJOeaFgcODzmHIeHE6RP2sKDcviNcSQKXuDH0xnBDc6PMWFj8VhzhI7iRYkOaY9MaV/HSMwPmwrj1vgVaMR62pTgxzzAM7ZH8jX/pOmPdc/TNlfqk09bEe3H2LRpReiRNcF65IGAAIANhQ2JEw7WGScO2AC6J6jQS8cEEswTJxkEI9RjffIwogcS8ljfPE3H61gBQc7mphA8RMpDZlFc91gJH8dJFH6KdaC1w9yiFwcaLTEIrhpQGmjwRIVhxvUxehwPG1VsVKY8ERzgnNEfekO3YwMNDBYDxaBxEhgthq3gYYioz1X1ucJHAQBXvdiFITP/5FOXJyNt6DhBrvDjCh/VqxHvbjB++POZLE6VJy/pIDfmlLQoZZfYHw6ZwCjX5zEROkNPWqdccVRj7WeI5Bg1F/Akrf4o1ykH88CGRl0+ZiPNfY3ivkzrhF4JGgg0tL75mELrVBs4dTnVQKcE2pyQsiY52SOAx09T/wuf+3xYw6w5Pl6Fj47vyWe9Q9jWmPU7hugjpbifYybGit55eZa5Yb2whmK/jd7xWQ402qscjgINSIEGCsWxpJ8XchSXKt60TuhUThfdSdeagxphoDy5wEeORwuZa9pXSqqnBaHFzxXDJRAQT8oVmFCmgAKHRpkWDeXkj3FU9AN/+uFeR4zoQ8HXEEln3HOlLTyRMdfnMREbUGwvXBVoSCfbEGsa/erhQc4P3jhG7vV0Rj2enpk3fSZNeznD2KanzO95Jq0FAgPWB0GB1qiCe9L6rwZOBvkok3WkNcVajG2GNqwP1irrFj7U03rlXn1sS+JVolybYyKNk4BP64e1ozVCHeZCgQYPdec20JByuMc4ySePqBkDR1G8q8ERHHXkRIjiMHJTmTA0Frh0imOJN44hItjjZAE+chjc40By/aWkp35kkNNRmnL4xffMtfqiPnm6kg9xT33qqp8SEbjgEJFDMusoGF3kxhwTOtMCjq/IDM+0v2Mj9M1mzpixGWiXgQa8dA8/2SaOEOLInf4hbJH3dniplzR1FWhIPvjFeXFfpnViDbAhYc+sE+Zc64s1qPXKkzBBCKcd5OGnVY//eiKfcp2MsDaoo3rkwYd+SENa99uQeEG58mMnxo1eCQBZL9g8a4C9kz1Tes4FGmPWL+uIdcX1oAMNiEHIwSjQgFAWJxpsFnwGJQVRjzICjdjQTOuEEWKQ6A49K9CI9V8jPpPFOOEhx4Phcs31lyPqExRwrw1fTocr+eRB3NMX+aJ4UakeadqTVyP65QiXujhCnCLHuIwNO0rHm5LsUrojjzRyTdHBoRJjZOPWumP8UxzVELGO46AFvgQUBBN8xKX/FKKMOvSterSLv2SMI33aUsZ8qa6pTOifE0vWCRsJ6zOee9Yaa4cghP/+IB/bV368LlVf7bnXule+6o9dv2MJfjHJd+TqHhuhY3wado+PYr3ycRjvV6F39MAacqDRDkIOPQ402OQ4pkNRPIVSD4VRlwiNz49zijetiEWHsXEahN6kP/SrjaNGGCyBHnxwJDgcHETqVEoUL3bJgjOjvZwC9ypXICInFDsM8tUndbkOkfqDBwuSe9piT2NONGSX2B71Zavwjp3ysRJjxHFhN+iBseOopIuczqYQn/vrYxNsjWCBfnCK9EMQgR+A5CjZGAlA2CR5MZHgAlloBw/KkA+bz/VpWhF6ZS1wEqG1GK833bPJUIZ/1sebEPlai5xq4B/IZ/3SPl7nWr9Ky8a2IfjFafGGJPsxE/pF18wJawi7Z52wDtg7pf9coDEmENe64nrUgQZHdjg7lEY9KRKlEsXllG9aEUaGsaEzdLxJoKFNHz44E23Y6SLPEf3jfGhHmsUPH4xWafjQB3MPX23gtBMfSP3Bkyt84vIcwQu+9MfJBnnwxXb03yc1ihcatofu2Hjhm8p3jMQ4cUgEA+hB40cXOX1NJQIJeOH4CBoIEtj4ZDe8C8DHJ5xuYIs8XPBxKt/7QICB48QusC/mFPl44ZcgxIHGMKF3dMppHzpnvrmiU60vTgFZp/roBFJdSPVYw1rfymcOydPJBnlav7tYP8gpivPpQ/0cM+HX0Duk+WR9sHfykbf0nQYa7J+lQOPGDa79l7O5HnSgwQAYtDY9jJIrCmMjwIBQFAEHdeTgUCT5MnZTntAfC5qPoKRzdJhuFswDThriXiQ9Y2TMDTwxXgjjTvvbN8IpcmVR6ptUIRwfG5XGXyJsDlvkXhsuizV+9+OYCfth7SkoU6DBmuU+1lWOZEfokTbcy8Ghf/L4ngV+3RdniG6xNeYIe2P++DdLbBXd8/0r2B3611M488p80o6X4vSfKZKPdlwJWJCDfkiXHG1KWhfcx/LDl3yNkXzS8IeURhbqMgbSBEDUpw5l5GNjlEHckz9WvhoxXpHyJC9EQIbu0Kf0jl3btx4GMV+sUe6xI2yLK+uVtfD1r7Rz+dU7mldfvNlcu/z88t/8sa9gDzdb39bS1aut/V670bz0UhuQXLnWPP/c1ebll1dfH8/1KAMN8uJAg6cV8uT0cVJsHqniTX1SoMFxs3SODjE26RKS48HR6Z58nLacuJwPxk36EPSfCzRIs1lpwxki9KTFpqdoTknOQ6CBvgg0OE1AF+iADZC1KBsZIuqhP7VRex3bY3OU819kzAu2JWLOsDu+Z0Xf/MrJFHatQER5ELYKT+ZM9s0mD3/1C9FnKmeO4jEqEJDsnJxgDzh38uiHYEbOnrasH+wsbkuZZKAOa5E2yCc9QdzHsmxC8Ej50KeIcaAz2bPWNjrnmrMJ0/4Q88U6YP6YS9kYNhdezG0DjW/c8ZXmlZs3misvLAINrYPr1683L7zQPjy99sPmlVdea662gcaNm22Q/NqPmpdf+WFz88U2kL6+sB9sBXtIcVCBRrwYdASEIlAcimST4NhOC5S63ONs5JBMeZLj0P9Zo1scsIxNc5AS+RDH2XraYR7EEwePY1I/+0oKNLAVNi3uyceRavxDhL5kdzwBsvFip/BO+zs2Yq5xWKxFrVGcmTbxIaKN7EntSdOeBwk2OfhD2JeCN/rm5UOuBBBcyf/i57+wDDRIc4+T/dxnPrtsi+Nl09fHMjo5oW/6RX429jFjkKzITkDAuoE3sqMT/gsGfpSTRz8QdajPy6rkw0t6Qx4FIrqKh+QkHcuxKUnnMdGfSHOAPceBOOvjPNj3oZO+np21g+1gc9gOdsW6YC4h5p2PTh6478FwerE8xbj6YnPlamvb19qHgDbIuH7j5ea5K9eb515obbC9P7pAQ2kMnjTEgkRJOBXy9WSi+qnSTWUikpVTw9np6UlzEJPmgnLe5o+f3rkyH1xxTLm+9onkLHGgbEqMgTRjGOvMtXmgNzaX+Mg+7usYCX0R5GvtoQdtmDldpUT91K4gbJFNTn1gTzjNeLPTPfNGOfeyP22E1MHJUody8mirTZ53PjiNQQ76le3r1CGWKUfITRvGThvyCDa5cnLCkyPjgLAN+oKvbIs8CP3BSxuBdEkd+NOGPMog6orHnIS8BGboUzpEf+j0PNj3oRPzxpxxlV1hk9g9342itUUZwcADDzwUPiK5cePF5vILV5sXrtxonr/cBt5tsHHlxkvN81fbgORa+2D16o+a117/8fEEGpAGwj3RNWnuURiDQ5E4FxYs9VigLFicCko01Qlj41QCfaI/OVvpnzyR8pgD9EywF2+qXJkL7g9B/8jLFR0o0CCN/Bxza7w1ki7QG5sMusQmxfuYCT0R5Guz5YrT0iY5RNTDrrRpam3Dh/WMHiHZluxM86R5Iw+7iwNHAhPqcJpBmjJOPGiDk6XP+CvnsXn65R7/ofsayXlrfSAzTpyXVJGHIIwXUzk9gSf2QX0+quSePNkOvPQRiXTCi3sEIWz45OmkRWs1J9MuiX4YB4Q+0Z10rQDPtL8UB4TYpGwNvx3y7/hac/vtX2muXLnWPPtsG2jc/0hz7Xrr/1t69rkrzW23t2vqq99qvvmdu8P1i2363oeeaJ554Wbz5FPPHX+gQRqFoUw5HRwGi5N8FigLAediqpOcOcYn/XFFxylpPmSwOEUMTE6HqzaGXF/7Riw2rtiQHKnyWZixHQ4ROmFT4AlQOon7OlZi05EOZDvYSKybElGP+mqjdlzjTQ5Cp8yL9Iq9KYDQBshXXGseKafdZz/9meVHWZTR5vOf/Vw4eaIfncawiXNlHpEnlTVHrAnWAMSpg/4zho8iCWoIwgk+CFr5unx8FP+yq4ABHvQnIvgg+FFgwZrk1FD/pksf8NNaTeWZSunajgldMC7pEb1rDtDhebHvQybs/TOf+nSYQ76gC9vBxng3iHn8ylfagPxLtzeXL19pnnnmueb+BxaBBh+V/ODp55tHHn+q+cJtrT//+neahx79XnPpnoeab955X/O9Z9pA/LUjO9GAWFQMhmN6FiT3XFGmnDrKY2GwgNkkWOip4k19ktPgihGiZ20W0rlIc4FhUQfCeGkLMQ/onCuGnetv3wi5uSKzNijyuOdL4GIbrJGcPjrBKcPjPDhibT6sO9kO9+gitpkSYUuyNW3ytJM+4S3CpqRXrqQVaHCFmDfKuKdcgaMCD8lNPa78xwp9sYEjN30jA32PkV/jhQiM8EHk8WIqffBgxL8REugwBgIOTjcIJKhHHwQ6OH+CBwIRyhVY8G+7CoQUhFCHttLRNkT/ojif/iD5Udk0OmRcjIW09GnaT5Jvxw6ZSwUavDvEySuBxhe++OVwekFgQaDBuxd8PMKJxVPPvNB85vPtOv/qt5vHn3q+ufPeh8P9Q4//IHx8cvSBhhwTymSALAYWoY482QB5ukkVb+oTThtjRH9jAg10jv6pA/E5tJw2zlw6x7gPwRFp08KGGIcCDfTB2FI7TEmLTJsUaXjAF8r1eUyEnrjyhC7bYQ2iC9I5naWE7qiLXWltw4N82VFsS7pn00PH2Bzzx+kBeRBp8jm5YJPkqU7t+CiFurLVZ59+Jmzqkpk5RK4x8qsdshKsEBRwmsppCf1xmoKOFOhAnHYQLBBE8O2M6IwAhbb0SZpAhJMReBK08F919EEb1qlsLSfTFIKPSHnwFfGfPtKh9I/eGEc8J6b9JHw788VcEWwQWPOyOi9+fvqTn1oGGs88+0IINB548NEQaFy++mLzxPefbb72zTubb3z7rua+h59svn3XA80XvvyN5tHvPdu8+qNfNM883+4RxxRoMAgtZD5zIs0CJ5iQQ2FBK+JnMerLY+TwTWVig4XYLKBY73q6g7iXUXHPHOinnWXMOCB44VxJ5/rbJ0JGZEdmOU/SLFDGxnili1gvSlOup2F0wtMrfNEJDjrt79gIfUF8YR4bJPbDRshmG9tOjdAlGyx6JMDgHh6cKOX63CXhP5AdWfXeA8S8au5rJDugLbJzEsHcY0vwT9cAafrEvvBl3H/y1k+EEw/KyMeG8F8EIfAjSGE9IeNf/+VfhSv6Rd+pPFNJPDRmrrJlgh02JwUZ8TggZErzTPtFWp8l+upXv9587nNfaB566JHwHRnf+vZ3lx+dvPTy683VG61dR3Tl5mtLIn10JxoKNHgSYWAEFQQaKFORG08FLA6eDKhHmTZRU5mkJ4510bOcrJ7uMCI5IqVxUMwBT1o6yYCPAg2l4372kVhscaCBzKQZE5G/NkvGnNpkrBdtlGwStIeX+B4zoS+IcSvQwC6wJeluiNBhHGiQJtDQadmcxDzxJV/ISv/xnEI5eWOiLlfJzikEtoNPgj/2Fa8D7ilTsMEmzkMS/oqTFp22kEcZOmBDpy1H3/g3BUToLJVnKjHueMzkwZe5pC/eN8oFGsgjuUz7S/Gc5eiOO+5oPv/5L7YBwUPhC7juvPOucKKhQCPcrwUbXI800MD4WWBE/ixqFgFPPCxIFjOLljrk4Th4mjwPjn5bip9KcGQYDc6HK/qUEcVOjTSOiM2AJx70r6d3OdhD0T0yS1Y5U9IsGn03S6qDWD8QZeRxwsOGy2Yh3nFfx0iMEeLfo9EBmy164GgWHclmShTrFpuiPfkEK5w05PrcJTHnzBlypIFGKmuOJL/GDg94sibgL/1wr42ZNOXUw874WAf/hd3gz8jjlIN63JPPPZ+p87EL/fIwJV1tQ5IfivP1IMGpSxw4xeRAY/9J9lciAm3mkYcqbJdTXL5DQ98Cyr+5hu/LiOjqTa6L79Q4ykADRbCx4cgINIj22RRQGMri6ZrBojwWKoom31Qm9CeniBNDxzgZHCc6x4jiDVWkJx4cJG21ucohwTfX376RZOUqPZBmHDzNoQeIMXPagy3G+iFNGTZJ4MWmpSAXW8z1eUyEviD+XRRbQUc8EOhkLF7DOVIddKlAgzz0ybsJuT53SfgOfssDGTYJNGQb1GcMyI8+5JO4klZ/WhfSG/fhs/LuBIw0awobik/FFMyTx0cq6Dgnz1TSeCHlMRbmgmCGIIM+tTY0DtNhkOysRLd9qbXRlu76zrebV15+sXmiO93Dll98kRPJ1r7bYGMRcLTX6wQZi2vI72yf68EHGgxEH53wMiiRNpscTl2LgI2Oe54IWJx6Msgp37QinBebKjrjqRTnoo1URoTRxZsqRDnzQFvx4SrHCj85zn0nyYncXBkL48DJKriA0AFjTwMNrtgj+Xz9OO2xx/Nkfxz3SxfoAT1JbzXCvrjSDp2yUXNlI+UpK9fXromABnnjQCOVs0SMVXbAWPg4l/nXGoj70ZqIiXydWJBWW045yKecMnwcPo288NTZ9oe8sSybUDxerowB/cvGWd9QHDBJbtP+E3NWo9s+/7nmjtva9XvH7c3LN642Tz/xRPg68ptX24D/ZuvnY1vpfkztKH9UDWIgOHyMnxMNnhzZ5NgYURYKZQFyrw2PxUBaC9qUJ/SFI0F/6JZAQ85G+seRyqCU5spmgANE3/CBnwxcc3AoFMssG8K58nGSNkF0wL30ozSbI/b47NPPhM+zac9Goc3j2AldEeSjD61X2coQqa70qnXOJspHBbn+dknMFX6E/hUgaRxjCDlpyz1rh1PB2Bfl+hTF5bH9qQyCF4QtabMnAMPmdhVoaA50jx40F/QX9x3LHctr2k+SXeWIIONLn/1U87Xbv9h8+QufbV68erl57qknm1fagIP7l28QaLS+r6Oa/XA96ECDQeDUMXruFWiwqPkXMqJ8DB/FSbFScryQTXlCRwQabIwYCnpF73GgIcdLHnOAY4VIE2hoQ4WX5iKeh30m2Yjk1RhEvO/DC45y6jh49CH9oAfy9H6GeKFP9XEeiDGjCzkdbdqyoRJRH9LJEVd0TXs+usr1tUvCf3BCgOxpoDFGfgUajIF/WdU7OuiDq+xLlK4Lysnjqk2dK2syPsUgj3pcOTXD5pA3J9NUwpYhxss4xJf3bCSz+kdO5CGfvHgspsOiL32uDWA//YnmG7e1NvmJjzc3n3+mufKD7zUvX3+huXnluRBwvHz9ShtkiFZBh0g2w/WoAg1eBiXQYIHriYfFycKMlagNkIVhqhO6+9QnPhkcB6cUGA06lwHJmNC55kIbgxxi6oRIK2/fSfJyjfNx8jzt8h8UOunBwWtjgdAB+sEm2bAIMNBHzOeYSeuNeY8DDWyFa7yWcyQ9xoEGNshmx4uIuT53ScwXGzf9bhpoUI91wX+98dPb6AJ70kMQFK+JmFhz2IvWjWTinvYKPKjLGuV9Dk40FBjlZJpK8EF+7pkL6eG5Z54N8khOrqTjQEPjM+0nMU8lItD4QhtofPP2LzafvuWjzZVnf9C88MxTzUvXCDSeDx+lrAKN9SADwk605g860GABsKi458p/AmhR87lwTrmm8YTB4Th0osELtbxvIH3z//o8rXMPxS+hUZbjeUxEMMtmgvMlyGBRoQeu0hHE97ewMeJ82Rxu+djHl475mIlNUmPly53YsLVpjdmo0R31VTcONPQx1JyE/fOxDzaPHAo4IO5TeVNCVrXBBjhlxQYICOCd63MKwYO1CU8FIOiFfqXnbQg7hlfupI6XZBVUML9xoAGlspoOkD79qRBw3HHbl5qvfOmLzZOPPtL86LVXQxBx/doiwLh5I/+xCXQ0gYYGIQfPQmbjI9A4DUd07ITzwGnoRIOXbfXxCcTxKfrGmcabAsT7Czmex0R8VBdvPLE9oh/pgmNzXh6VU77147csHfMxEzajsfLvqLIR6Ul2VKJSoEGe/vtibuJUjhMpZFbQQP/cp/KmRF3GQDDKd2jolHWXgQa80C+BBnnoRaeLOZmmEGPWGDRn8IU46YkDDY1HgYaDjcMnzaF8Fd8cyvrL2UqOsBfZzUEHGpAMn4XPiQZPHyw0lBMbvWk64Ty48u/AHNUSvOF4ZEA86RB4oHs5Xm0K/Jtdyu/YiFMKOWPGjx3KKcc2yuLUETgLFn2eB/vEfgg0CDhwUugCHcn5xDrKEXWoL3tDx+iSe04acn3ukpgrTqB4mZc+FfhonnMyx6RxIjN+SV+2peAg1+cUQj4eAtAzgQZ5OHTpOCfTFIKHCBvnwYKxoA+CbMlA//IVjA+SjKbDJeaWK/OJz+JEWzY9xr5Uj+vBBxrx0TXGz4LmaRoHJ6M3bUYyOJyZPj6JDU1Pa2wA3GuTJY+j8hzPYyI2O20+8VWLUFfycMRqx0bDIo55HSNhO/rOGh4C0MeUjRo7o25sb2x0pOGZ63OXhPwEBHoHR3MLIUNO5phUh/YQ9qJ3KeCb63MKSb/YEuuTPAJa+kTGWJZNSGPGv6J33stgHJzQMRb6U6ChTUlymA6fmE+uzCn7Kd+Hg11oHaT2kpLWLdeDDjQYgAINNjsCDRYBL12hGBRk2pzSDRHnIr3LgOJNgyvzwRMPb9jneB4TsVnwXyexQ5YuIHRDGQ5abdCp9BnzOlbS6Q0fHaELSMGD9FSi2M6kYwW22tTmJOYI+6dP9Y9c3Key5kjrg02aNHpAH1pXuT6nEDrAz8W6oA/0k8qyCWnMGgPvXRFo8HGp+uTKWOQnJMd5se9jJuxU9/GJRuzjahSv34MONLQIGAzEOwScaBB5sQBQlGlz0tOSnApPSxhNbEDxPOhom8+0+Qw3x/OYCJ3gfKWLNNCQXfIttToVkk71ZHvMxBghbUKyHfQk2xki6VZXNn2Cu1x/uybmC7nlY5hbyU06lTUl6tKW8SIzvBRocJ/2N5Xgwcu2XJGVPNYqfeXkmUrSufTO+tZV9kzfsY+QbPG96TBJPkq2ik/HnuN1UCPqyIYO/kRDVxazvhaaDVHO3LQ5feKWW5ef/+rJCScmfaN7GZ2cKVeCDeYix/OYCP08+/QzSxvECceBBsRC4/s2qIsepVP0meN5TMRYueKoPvrhj4QNCpLtjCFt8HJY6Jh/KRbvOUmbJX2rf0hypbKmRB2NFTuJ+cb9bErw+fhHPxau4om86CeVZRPSuFnX+FV0T5r3r9C/NiH8Qi7QSOU1HRZ94hPtw+Yn2zn99GfD/d1337v8rRN99XiV2rWCvXA96EAD4+cq58XxLMfULD6eHHLKM40ndMimyD0bBc6FJ3gcv5xOHGjIwTEv+v6NYyaeJvlaadljLtCA+FdAdIdT5opOsdEcz2MibUZsOh98/wfChqVgNNVRiWRj2BR2ho6xwdMI1JCdq+Sgf4i0fE+NaMNYkf8H339qeZqBPtBN2t9Ugs/HPvLRcI03dvSTk2cqSX7WNfd8JMpYsGf0r7EQZGDbkoF86c50uESQIfr4x29tvvvdu0MAQaBBwLEWWKTUrhWtm4MONBgEQQaLHuIdDZ4eFWRwNW1OOA9dtUHq4yl0nzpbzQcfnYw5UUr7OzRCJ7wPhDNm3Hx2rY1Udsm/WvMiJDokMJFecvyOjWQ3EO8O8F866IhgAf3EtpMjNjV0iU71nx/YFi8as6nl+twlsVkiO8EkciCT3rcYQ8w/mzTrhXeW9DEHm/Qu5Ec2+BC0YlcKvviVanSVk2kKoX/Gi/71H2bYM/MY98+Y6Je01jb3qbymw6JbbmnXwKc/23zuc19obr31k+Fn4gkg+FVWAo3XXvthc/nylfAT8s89d7ndw38Syl944Wrz4ouLL6vDDo820JDB55RnGk84Wj254CR5cuEjETYL6R8jguL5wLESlOR4HhNhZ/zbJpsQThlHHAcaEHn8WzB1P/KhDwfHjE6hHM9jonis2A4njmxc0k+8lnOEXRGUoFP0SB5XfujsNDYyfAiyE9ggM/LoKpuvET6JfwllPWAnrCHphDWV63MKiY/WJmlkRt5dBRoEeNxrLlj7zKOCMAcax0sEF5/61Geaz3zmcyHo4ERDH51cvXq9uXLlWgg6CDAINAgwCD5eeeW1xccrrc0cXaDBPYEGTw4ycq6mzQmHoSN+rjgXfSGQHC1X3TMPOCccq56wapTr89CIL4nT5oNeePIjjR6wTfJYZNTlmFtP+XLGx0yMkU1QGyzvTumhAD3Fa7lEqU65ckKELnN97pqQncBG/cvGZfM1wichO+sBO4EXawjb38X8w0eBhgIY/B6nbMiZk2kKYb8EGvBiLNo0+Ndi5Ff/2LT87XKTOpL1fZ6JQOMTn/xsoI99/JPNXXff37z40mvNC1duNM8+d6W5dOc9zXfvuq954skfNA89/HjznUt3N89fvtZcvfZiGzws3uWTzRx8oKHFzz2/dUKgYSPfDSnA0BUHwrsXMh4odrrMA86J4209YdUo1+chEWPgS5jYDDV+bYZc0RN56EzOV4GGngiPnTTXjJ9TrthOtI5rhC6pK5sjzQnRaQYaBDacpMjXyN7HEG0INPi4AV4KvtBHrr8pJH7Sr678G6JschtC75xAMQbSjJsTGtkw/WPHBDlx/7pP5TUdDt16a3u99TPNrZ/4THPLrZ9uPvqxTzR33/NA89LLrzeXX7jePPWD55p773uoue32rzbf/s5dzeNPPNV845uXmh88/Xxz5erN5pVXX2/tZRWcHl2gQTTPAgjKao3dtDkpwNBTEzrls3Y5Wq7oX2ltIDwFyRnVKNfnoRFP6Th1LShImxFX9MPpDvpTsKYXa3P8jokYozYe7rEJ9EGwIJsZIulQ+mTDJ3DL9bdr0oZJYEPwLBkkVyprShoj3+3DKYDWEHawi/mXPcEL3uRxz8ebU94lqRHj5KOr+B5/QF/0iY9Q0KzxxfKYDpNuuaW1pTbQIMjgNOMjH701BBovv/LDEGh8/6lnQ3Dx1a99q/nmt+5sHnn0yRBoPPPsCyHQeOnlV1v7PweBRlBWezVtTjgRnhz1FAaxWcTH3nKm6J95oIzNQE9aNYr7OkRiDDzNEWgwdj2lc49ecPbkUUf12Rh4V4Nryu8YiXFC2hSxDwVmsqESoUM5KtY57Qhi9Z9Quf52ScjLnBEkECwgh3wNwVJO5pjkm2grXhC6yPU3lRSwwJvgFd6k+WI9vUe1DTFGSO8doX9ONNB9PKdx4LHrMZrOhj7+8XYub/l08/FbPhUCjQ9/5Jbw0QmBBoHE089cDmmCizu/e28INr729W+Hj1Vuvvhq8/xlfojvyAINrhCRPP96ZSPfDeG0cGByKrrXv7Gic11FOCUckp5qjpnkXBVosImiA+7RCwEX+kBn1JNT1r8kxryOkRgnY4awHWwI2xmzSYtkY+iWwI1Ag43uNAIN2TB98aNo+BrJNWYMBJnYBoGGAgH4oZdd+Cj4wBP5PnzxQ8tNnkBML3FuQ9gx49RHKMwF/9GieWUMXOmffklLhl2Mz3R2RKBxy8c/FU40CDYINHgfg49Orl1/KZxqcIrx6GPfa557/mrz4EOPNd/7/jMhEHnt9R8f14kGC0GBBmkHGrslHAYODIeLc+GefL6rRE9r2lh1zxMP99RjHmoU93WoxAbCZqInP+lCNsq/RnKCId1Jp6exUZ41oRtsB/rQBy8GPWA7Wq9jSHXjH/SC92kFsrJTggU2XJymTjZSWVPSBk2QcvEDH1xuwLsMNLhiS+hXmzynjrsINLTGuTIO7JsXYz/wvvcv+08DDfLje9PhEt+dccut7dze8uk20PhY8907710EENdfbq5ea9fmzVfbgONq88PXfxKur736o+bZ5y43zzx9+bj+vRXnHj9l6KMTjNy0PemIP77iRPhKbfSNAeHQmAPmAqeEc9VTT47nMRKBBjqQY0Y3LDA2GN5pYROgHvqDCDT0RHjMxFgJCNiYuJLmpchf/eKXQUfSFe8/aBPnFIgvnGJjo0z1ONGgDh8JYIOnYV/0gdwETASMyISd62vnJV+JkJt6BCnYAHOOAyfo2IX8yIVOdQ9vrpxoIGcsI7qFlB4jPzz4RlPmhyAD3fNOErKrL/SjcSlf96m8psMi5vCjH2UebwnXu+68uw0g+Fi4DR5uYCPtfeGK/WBv2BnXow00UJJpO9KTN9fYuaNjNldtDNpgNR8EIimvYyX0ocXE2OXAuUJ8VMLGIucL6XQj5nOMpHEyfuyIjYn3B9h4pSc2bdkNOtSTM3la19gWQQZ1yMcW4ZXrc9ekvgiekQ1Z9E2Zkq9EsgGCcQINncIo8Mz1N4XggWzw1JXAg//4kpOXLKShWDbdl4g1jt7RuT66YsNAfvWJfhQ0SybJlcprOkzS3PIbYth/bEc1kg1yPfiPTlgISivQQCk29O1JgQYbhZwKjox/99Nb+NokFGiQ98Rjj2f5HRuhC64c67Og0AN2iA7QB0/BLFK+fhvdcY+DRq/nxT41fjYjNiiettmw+IZJnpD5KEUOCd3pdEhrGorXOdfTDDS0oT7+6GNBbuQkEBqzUUPUgxg7cmv+5by3IXjpiozwpB/WbCojOoZiuXRfIs0LV73Ey4bx/ve+b3nSw5i4p2/JoPtUXtPhUTyP5z7Q0KIh0OAdDZTDJsDVtDnhENkg2ChwYNoseCol0JDe2Ri4J9DgSrCX43dshH5YgPyOhTZIFhWEbfIttdihPp+nLpsCeefBPjVm7IfNh49Q2ARZs7/51a+XH6FgM9rERfEDhNLYF8EbfE9Lf8jPlXcTkBF5YtlqJEfLqQ3rBh3EgUba11SCB3qIr/TDxp++CyO7VDouKxEnN9gxtk2gwZrntIT5pA/6ZDzcS09cofNg3+eFNLcEGthNbEc1kv1zPZpAA1KggZHrqdG0OcmRsFFqs+TKf0ywqepoNZ4P6P577zsXjkabB18Sp3dV9DSObticqKeNRfXJOw/60YbDuLlng+L6wH33Bx3xEQofvbF2FaTilLChdFPEztjo9Zsh8Mz1uWtCfogvwaJ/5BJJvhJRh3HxUaL8kXQiO9iGpFvu4S+9sE4JyNBbLEssc1xWIoIL5oeAkPqcQtGP5FefCijJR5b43nS4xBzG8xgHGmPsR/W4HnSgwSDSQAPnzgJgQ5SiTJsRxiXHgj5J48hwLjytc/QdH9GyQeBY+WiFeim/YyN0gi7uu+fe8OInC0qnOzjoe+++Z7lgufJEjxOO9XrMpJMwxoyeyCNNoMo3qrIBa/PWOtYVW4rXOnolmGPDh9dprW/ZMT8miKzIh2wKKGvEuBRwwoM519zLLrYh+TmuEHpBXoIAfspd61KyQErHZSVivHyrKYEGV9b2+97z3jCf6pe+6Dce13mx72Mn2ZVsFb+O3WBHY+xH9bgeZaDBYsPJpYozTSOcCJ/H4kgwOOkUw+O/B3A+vJ+AA2I+FGgwD2yqKb9jI5wtT3NE+j//6c+CDlhU6IFNET3EGyK61NPeebBPbAC7iZ9wSUsPt33xS2EjRmcc07Ox6VRINiUij6N7fs8IuzytQEPzRGCEfDzlIxt+J5avRAo44aHNGf/ENe5nU5Ie4IdeJC8PAvFmgI4hpeOyEjFeiIeJn/3kp+EjUfqTX2AcCiLj4MKBxnEQcxjPowON9gqlgYYUZdqMcCjvede7w7sZGJqeZrjns1qe4tkg2Cw0HzhhghAcUY7nMRF2RqDB0+4vf/6L5aJCB2yKLK5YD9If9+dBP5Cehhg7acYfj51TMfSFHRG4or/ci4wEGvrNEG2o4jEXIbc2br6GXIFG+pFhiRgD4yMQRQ/wwmbYrBVsbEPoEj7IRxq9ENzBn4+QUx1CsWy6LxE6Zy6Qn49NsGeCilygIRm4QrsYn+lsiTmUfUHnNtDQwtFgUARRt5wQC860OcXOgnvl4TTZYHG2PLFx1ccoOGF+20P1j5l0asPTLkEX7xxgj3rizbUx9QmdKbDQOo5PNbiSh31BfB04OmeN5/jtmrBjiMAaW5e9x36oRNTjpIvvUoEXmzKE7KyhtK+pBA9skCtrVBs8aYID9Bd/BCUdQ7GcJaIeY2Ds+FWu0gfBhYIwBTzIpPLTmh/TvKR5ZE7ZX9OPNGvEutWadqBhqhIGpkADvXLFkeFodNzNRqGnPTYD/oWRejl+x0Q4WRw9b91zkoYdogNskvcPcm1MK0J3bNwKNOTEtK7jQEObPLaFPZ7GRiZ7h/i2TYJo7HxsoIHsnAToPzWwF2Rn3LvwT7I/BRhap6Tv/M6lrQMNxssXdiE7X9RFX+9993uW8mtM+AOtd+nrNObHND9pHplTBxrdYFhcHBmiHBm+aTuS4+BeRodz4SkGJ6STDD3F824CThlnFPM5RkIHOF4+FuCEB1tkc+HKosy1Ma0IvaEvBWdyYtoMSSvQYIPHxrCt09rIYj/Cv+Uiz5RAA2I90JaPGsRTHzvEfW1C8NDHULGsXDll2zbQ4OM//nvl3e98V7D1d73jnct+WN8KchRoqEz3qbymwyLmUPPInDrQ6AajQIMFIGM3bU41o8PBPPn4E8EZ4XiZAzYFHCvvdOCcYl7HSOhCtobD5x0CngJx8HzXSK6NaUUEGs/84OmwdiH0pvXMNQ400Ct5bNo5XnOQgmWunOAhC3JwRZYhYjyQ3p2AsBPxzfU5heChd1/gqXzucezbBhqcIHEyB0+CCWRnLKx93t2iH/omLT1x1b3kMR0uaR6Z03MbaIgYDIufl/I4wmZByNhNm1NsbErLkUB3f/eucKIhx8s88Jk7gYaOWI+ZcLbogfFyT9CFc8dB8x8VuTamPvGNmzgvBRqyJa5yUiojoGXDZ33HdjkXyY+wmbPR6uRubKCh0w82Y/jEPHclP/wIdJGRNHy5512WbQMN9I4/lfwKauiDBwn1TaCh8XCFKIvlNB0maR6Zfx7kHWh0gcaD9z8QFoQM37Q5SYcyNjkR5fGSmwyJeeBpj3+D0+97iM+xEsEFemDze+fb3xE+AsAOCb7QTa6NqU98BwkbchxMYFO6ki+HxTtBbGoEsaexvvEj2DH9ceXbNhUUpT4oR4yLjxfhpVMH7IXNOe5nG4IfvONAA3n5iGnbQIO2fG8J/LF1nWJoDPTJVcEH+fIR3Mdymg6PmMPYrs51oKGFkwYaUpRpc4qNjWvsRHBmHKOiexwahGPl5TdejsQxi8+xErrQ59Y4YTYVFmL8ubypTnwvBidArF9siCs65Mr6jjd1Nno2NnQtO5yTFGAooORjHjlOyVQjxsPv/tA+DTS0prYh+EEEX/J5khf72zbQYF7wqbHO6YO+OOHhSn/x2CTTLsZnOltiDjWPzH0caIyxIQcaplEkHcbGJgeP48HBcYrBxkqQAfGeAk4IJy0+x0qM/21veWvQD/d8eRkfHUGkc21MK8JGvnbHV8OGxgkGtoRT0pX1HW/qbPTYH8f2pxHIIp/6Y475TRs5Tsk0RLwz9o63vX25GcOHjXsX60ObugINZFWgwcd52wYatGeDoC94sq7pj/GQR5/0x3g0NsnEfSyr6fCIOXzvexfz+IEPfKC5dOlS8+KL7dq80drUzZfCdUnX2/yWrt9YXEPetYWtHXygoQWvwRBxEWhoEb/nPe8xzUjvfOc7g5G8/vrrzSuvvBKu165daz74wXYTeP/7s22OiVh873rXu8IV+trXvtZ85jOfaX7+8583Fy+2T4GZNqYVve997wv6++EPf9i8+uqrzZUrV5rr1683ly9fbh3VYqNjXROE6MVENlU2ftb4EOX6nELB0bZ88CX0yU/Fs3EjD7LFvihHP/3pT5v77rsvrAUcNuuCNcM99pLrcwrBp0b8mBsPAfqvHt4h4l7vmkAExwR2cR0+ouLBDef/1a9+NciK3MwXY3n7298e7Pvd7353SFNOf7FMlKXymg6L3vve9kHzA21Q3F7f9vZ3Nvfce39z4+YrzUuv/Vnz2JNPN9++677mu/c9EujOex5t7nvo+82Tz15vnr/6evP8lZea69dWv190tIEGTiKnPNNu6c4772weeuih5urVq81f/uVfhnn88IfbzeAcOBrGiNPl/h3veEfz8Y9/PGycLKA3velNa/VNfWKDQodPP/10CDRu3rzZvPwyT0Ptmn5x8QN9CjQ4LdNXYOuEIQ4qcpTrcwqlgQYfg7A56+Od2BfliDF961vfCrzYfAk0sA/GzKad9jeVtKmXiP8KI0BDhxDvDqFLCJ8JKWjSd5lQn+CDAAXn/4UvfCHwUn8EFgo6GEccaJBW39yn8poOi979nvc173v/B5v3LAONB5urN19ubr78w+aRJ3/QPPDo95tv3f1wc8e3722+dunB5mvfeaj5xl2PNo88da158dVfHG+goY9OOObDSWDspnmJzfVTn/pUCDZ+8YtfhA1CT2u5+sdEGiPOlkCD9Jvf/ObmYx/7WPPGN75xrb6pT9qsOAkiwIDYnLkSdGids7Hz1M2/17Hxs+mHE8t2ndco7W8qKWAJvqTtk//AYFPG1+BzJF+JON374he/GGyDzVfrQsHGtgSvGqEv9KbgSFfkh7hHTsai3yxS0PHrX/4qnDTdeuutQX5snD4VIDEGiHS83tX3rsZoOlvCbpnPt7/zHeFE44XWXm68/FrzyONPNffc/0hz570PN9+89EDz5a99t/nC7d9pvvKt+5pHvn+leem1nx93oMFPUOMUgkPKKM60O+LJhivG+PnPf7554oknmnvuuSfk62n1mAkny9hxwlyXi/Ltb19uoqYyabPiGJ5NmSCVAIMrpxpa39okv3zb7eG/e04r0ICHgg36ZONGjtgH1YgxfeITn1ieeslGtG62JW3qJeI/n5BD78CgTwh/iU75uITxkEdwQVBCfcr+6i/+MgQanE6+7W1vC+tZ49CphgIN0uSTVt8ONA6fZKfMJ/f33ntvc+Vqa0M3X2oeffKp5uvf+E7z8GPfbx594pnm69+5p7nj63c1Dz/+bHP52muLj06ut2v52AINFgdvsN9/733BKeAk5MhM85CcDcaIA+Xz3Ntvvz3k4YDiusdIWoCx0+V4nNMMNs+0vqlPcmQ8MT/zzDMhyHjhhRcWQUZLrGnWNpskmyD/Ns2LiAoAWOc1yvU5hRSwiHhxlY2Zj02QLfVHKfHeEqdbbNAapwINbcbbEDxrxH+FEUzoIxNkxmfqPRMFF+TrIxSV82/qBEoKMAgm3vKWtwS+CjQgxqOgWvOp+5zMpgOid7Z2+653NO95dzuv7fW+e+8O71HxIPD9p55uHyrva5559oXm8gvXFwHHoz9ort54rbn58o+a556/dvyBBv9yuAtHY6qTNlocC089BBlf/vKXl84p1+aYCCfL5sFYuerpjo9PKMu1Ma0I+8F20N3DDz8cHBiOLHxs0hLrm7XNZsmGyH89EGgQZGiN1yjX5xSCBwGGrvzOCpsxsrAxp/4opR//+MfhREBr5K1vfevSZnYRaAwR77PwL8G834K86FOBhIILBRqx3JyA8EIoL7LKjpEXu+ZeeRpHHGiQ70DjGOgdIdB41zvf2l3fvgg0Xlj8Wvdzzz0XAokrV64Funa9DVKvt+uC/zy59nJz8wbfjXPEgQZfAKTjVYzdNB/hZOQ8edr53Oc+F97XIM3mm2tzTCSHC5HG4TJu9IITTuub+kRQhv2gv29+85vNSy+1zupGu7bbIIP/PmFtsyny5M1mGf+r6dvf+rYQbNQo1+cUggcBhq76l1Fk0X9p1Ij/OiHoZnzYBGtENqLNeBuS7ZUIffEvuQos5PR1RUbKuGfzYEyk+c8Tfv2V9zOQVXaO/IxD/SvQiAMP9W37P3RaBBfvfvtbAr3nHW9tHrjnu831F55r/uzVV9pgYnFSpoD15ZdfbW3o1ebqFR4M+I+xxZfwHX2gsQtHY6oTDoX/rsCZ8rTD0xuOSU/0uTbHRHKmeirn+id/8ifh4xOcclrf1CcCjT/90z8N97zjQ6ChYIOPUFjXbHy8qMhTNt/PwIbP+xlvffNblgFFidL+phI86A9/wpVvgCXQQBaCn9QfpfSTn/wkbMSsEwIMbIIxc/pHXq7PKaRNvUScaHz/ye8FWfCVccBBHmnd6xSDgOMnP/px+Apz1jakj0oUdCA/9q6g2oHGMVI7t+9og423vXkt0Pjx6681L9+4HtYl9qOP3K5fxaZebvNeaoONxcd0lB9NoKF7/r2Vl0FxDByxYuwmk2k/6Q1veEPzkY98JLzTQnDG97DohVDeD2BNQ2yIfFkX3zj7pje8cfnRCeu8Rrk+pxB9cHKiYIMTAjZinuT4SEKbNFdklB+CggN++eUQfOvUjw2azRneOPO0v10TJz/8+iryIp9kg2JZKdOmoXy+iC7HMybGQnCtUw7S2qg0TtOh0tvaAKMNiNtA473vbO32zW9oHrz3rual61daulagNtCICDs6ykBD/3USggwHGibTXpOefNmAedrnNAOnw7+46mVQvaSo3zl5y5veHDZ+AoA0sEgp7W8ytT6EDZePa7jnJAWZ9PTPBo18nG7oHQjKIXzSgw8+GMbGqQ0bL6cDpCGCj2yfOyR08Ngjj4aPehREiLQBcI9+pWfdj9Ef40gDDfIdaBwHvbMNNhxotKSFArG4CTR4GRSngCPC2E0m034SGxSbMJsumxZOhwCDkwDe0WBN60VQNj+9m8HGT8CxfKAoUK7PSdT2RT9sutzrhIBAA7n4qnk2ZuSUU4XIY3O/7bbbQnDBR4k4bq56N4MxZ/vcIb35jW8Kp7zIpOAHOeU3ddUYuKJrfrMnnOZkeMbEnBEs6qND0tqkuM+1MR0StTb6treE/zh5y5vfGF4GvXmjtaOWXrx5vQsuVvTyNdGRBRoxxYEGToEnEYzdZDLtJ7HxQnx08qEPfSh8fTtf+hZOM9pAAyfFhq53IggeCDIUaISHiQrl+pxC8IgDDT6y4QsBkQfZ+AFBvkGTDRofJMdKkMELlbfcckvgo+BCL1OyEXOf9rdr+tM//pPmti9+Kcill1cJ2PCVCo7I42RGgQjy88VkY/RHsMS4GB8bE3napBQ8mg6XFvPY2n87x28m0Ljn3kWggZ2c50BDL4MSZPCyWE55JpNpP4gAQ0/3vMPABsyXRPERCqcabOhsjLxjwNdps671fgbrWwFFiXJ9TiF46KVTfYTyza9/IwQSyMZ7DWzSBBps5KTxRZRzMsCYCCjYiAmoeCeFMSrAyvW5S+JEg+8eiU8sFGBwlexxoMT1W9/45ij/ydiYP041FFw40Dgeeuvb2zl+21ubd7zz3c0b3/ym5l5+66R9CFj8qFr/ozgo/tjk6AONe+++ZxloYOwmk2k/CWfGJsWG/Pu///th87377rtDoEHAwX8/sLbZ1L/+1a+FjZ/NfhlIcGpZoVyfU4gTFPwIJxq6fvbTnwkbNCcW+Br9pwaBBkGRfsmYj1gYHx+dEFwQZBBYca+8XJ+7JOT/2Ec+GvSHHgnYuCI/GwD55HFlDCq7/Uu3jdIfgQbjINhgrPEpDfe5NqbDobe89e3Nm9/SrrV3vKt545veEr6C/HoIMtrAFGrtJaZzEWiwyBVo4BQ48swpz2Qy7QexGelp+I/+6I9CoME3qvJV9vwHyi9+9vPgqHji5qfI9REGT+psomlgkVKuzylEX3oXhD7xK8jBQw0BBV+JTkBBYKETA2Qm6MCxwoMx6RSDDZhNmaCDcaf97ZqQm/dK9I4LAYVOMiDkVqDBPX6UMXzmU58OY8/xjEljiwMN8h1oHD5xkvHG1gbe8JY22H7ne5o/ffPbmrvuW/yoGl9BHqj7ifib1/v00rUFHW2g8e1vfqsXaGDsJpNpP4nggncW/uAP/mD51e1sXnfccUc41fjVL34ZHBXEv7XyEQYb/hv+5E+Xpww1yvU5hQhW6I/rG//0DUEGTlR4X4QN+lOf+GT4SIfNmeCCDZ1Ag//00EbN6QWBFPx0isHpTXDmSX87Jx62Wj3gH/l3XIILZMfxk0camZEfUhBy68dvCWPO8oyIuWJs+viLPK4QZWl902ERpxlvIGh/+7vDicbd9zwQTjQIMjjRODeBBouDhcE9C53PFu+56+6lo9GTjclk2j9i42ad6uSAAIKNnadw/U4Hv7nBf04o0CDA+KM/+MPwrkaO5y6JvggwkIl7Xq78kz/64/CCJb4HOfnmTU4Dnvre98Mvnj7/7HPhG0Spm+N5moS+/tW/+JchyCAw4h0SHsjkO3/0wz8LwRI6xo8SJFGPr1pHxzmeMaEXTk3QDWnmUGXxvekwSSdV73jHu0LgeP/9Dy6/UI+gNN6Lc3Q0gYYGyyJhQPy6Iv91gvNiEYRTDZPJtLdEkMFmxZplU4dwcpwcsJF//rOfC9+b8e9+59+GYIM2f/j7fxDqpLzmIIIfrvpPlz/+wz8K36fBD6wRdPDuiP775M9//ZuwcZNPoBHzOQuSbr9y+5eDn+SECF9JYITz5zSDbwBt/qYJYyCw41RYL7/meMbEfFCPPkjHPldzZTpcwo4h7lkHPMRrvyVQ1T5coqMJNBgAVw2GdzTu/u5dQSk4hFRxJpNpv4iNig1RpxpsUAo4/uD3fn/50MCaZgOEqKfNbU6SLNzz1I6MyKEgArk+95nPhpMAvlODF0TJo5zgKOZ1FqSADJn5139eruUUg5MNHtIIjj588UPhP/W++pU7wrsZtPu3/+Z3Rj2oKdCI5y4u073pMIngmvXG6SHrkNcSsJsxpxnQ0QQaOslgIETj/OsZgQaLBJLDMplM+0d6YmJjJs3mBLExks89DwzcU049pZV3GqTggitp+iYIIk1AwQPOFz//hfAfKb/3H353OYaUz2kTQYA2fH75lm9N5uMdPkr5+U9/Fk40CBIIopCX4E2BEptMjmdM6EEBCWnNY3pvOkzSeuOeK3sr+y2nGdhObk+O6WgCDSIrBqH7te/RaK8mk2k/SacV2gzJY7Nj8+OezY4NkHLy5ADjOnMSMtEX98iArKTZmCUvpDQnCNQhjZNW+VkRMmvDV1DwxGOPh4cyTjf4WIqAiXoK3Lii8zH+U/rRRy1xm1g/psMk5lABM3bBawl87EaQQQCR7scpHVWgwVWDJtDgPQ2ir9//3d8Li8xkMu0n4cC4sl55+ZArDo08bXhs3qRxetSHFKCIz1wkH6KNGBlVxr0cMfcEF2zakktjO0tCn7znwj0bB7rkRda/+au/Di+AEsgpiKNceuXKuFJ+KcGfcSqgIR2X6d50mIQdML+yaT460b6rL6er0dEEGvrohHudaOi3TiAcgclk2k/CkUFKs2FBODbSbO5ydCqD2ATZyNRuLqIfrvEmLFm0wYoINKjDPXJrDGdJBErIhTySTT8M970nngxlyPm7//4/BH0yXo2ZoCTllxL80A2BitJxme5Nh0myCe2lekdDAUS6H6d0VIEGV/5lC+JjEyIt3gjnZOOuO79rMpn2lHhBkXXK2+wQnwGTz5U09/zuBg8P1MPRcR/XnZNK/ZCHLNwjD+8+8DIl/od8fg8lbXMWhGzo+OEHHwr/TSLd8S+5fKMp40BmvhYAmSnnX4kZD/k5njFRF37UhZd8bnxvOlxibrGFRx56OPx3FTaj/1hK9+IcHU2gATFwCCWgFF4IhVgELK59Jr1T8o2vfT3cM7Hk4xx0JR9HwOJlsiEWMXmMUUR9jV0fIamfuYh+akTAh+NFVojxSF7KuVJH42VsGjM6Sfs7bZIdSd8aAzIzV8jJ+CQ3+dTnXnPKgqU9adUjTVmuz9MkZEN+bZKMD9mQEXtjLOSxAfEtmMgsnZBPuka5PndJyIHc0r1kku0wPj4qIJ+6yE4+V8rIYx651/xQDj/aqJ+5KNVXSvgzxsU9jpp54Ip85CEzcjJX1EN+8smTDrYhyVGiXJuUkAX9SseaC91rHXEP0QYb1LgZq8YLUcZ45SvPkhgTcvDvw4wHuZgfycl4kJ06XFlnakd9jalEaX+7Jq0H5EZe2T/yIXvsz6jDKRgP8vrSN971gfiPK9IQ/3lFHfJ5+OcwgHzWYYqDCTT05TM62UABBBxcOeIhmtpnYkJ4sYZJ0ZEU8mtMEPmUc8/bvgRVTCZpTTR6oK340v40xk8/NWJs/AudxkIbGSFj0W8wcE8ZMuuNZtU/S0IOySJ9co99ITc6J5863POvg8yfZOeecupyFQ+IOdP9WRFySQ6+qIlx8BPhfOkUspNGZmyOOWN8jE06oX2N0v52TchJP9ItY8DekI976mhekJd71g42Rv10fiinDDoN+aWnEmlds2YYF3aHbPIHrB+uEPwYN0Rb5iztbyql8qSUaxMTddCr0vLXyIbMjIPxUQe5lS/9K0/51KUN846dxn2dBTEeZGcekFly8l89siXkpQ73kMZEe+mxRGl/uyb6iOdH98gpmZGfcaJz1g5tGANjJq02z/zg6TAntGHsrD+u1CWPoCXFwQQaDJDBQNwzgQwQQhHk7TMhNzIzWTJAxiXZycNwuZLmXuNm8plA0ho/9VSXcq5zkuahRDhyjE9Gy/hwlsjGPUYsog75MmyuuT5Pm5ALWXD2pGVvcTBLOXonn3r8/oXmhnLNG8S9+HA9S8J5oGu+rEnOEfn0xU6Mj3Fq/Gx2mhtIYypRrs9dkmyKviQ7cuH0kBdZIeqQhrinLvmaA9qJtIa4T/vbNaX6SgndIwdy8l8irCV8A2kR42Ae0YXKmMtcf1MpJ1NMuTYxIRPyYEexzDEPyrSOlNbc4D80j5QzL4wRUiB5loRcyMiGi7xaI+QhI/KSx/xQnzTjI28f1g+2Jf1zz3xB3EMK0GNZuUd+xquxsKYYL3qAqINuKKcfeHJ6kuJgAg0mjoEwIAYuBXKvwe4zSV45FO7JZ2JwFjgWGS91yGesaiuHiC4Yc0yqNyfRR40wVK4YIfOBXGqnMVNGmvFofFxxJGl/p03Ih8yyN8mqDZdy7jWH1CFNHY4TWYCUkRbRjqt0cZaEnpGbeeKKrTEG5Gazppz/TmAMlMlRxvNWo1yfuyTkQxbu0SfycY+t4fA0f1yRH5kUaFCOjcFD6yeW/TTmJ+4vR9I3V8bEBoZc2szwEbI3xsM9Y2UuGWeuzykUy5KjXJuYqIPc0j265qo0spKHLTEeCLkZL9d4fkS0g05jfoYothvSfA29fAHE+BgLV/LlC2jHfGksJUr72zVJh8wRMiEnc8C+Qxk+AJnJQ14+OmFOqKs5UnuNmbnV2KUbiI9lUhxMoMFAcvmaVAa7z4SMWkhMBi/d8DmsJuyJxx5vHn/0sVDGJPPkqZ/OhsiLj+nEV4s37msOop8aIRfyY6j6jI98ZGNRQvChHMNlw+OesWO8aX9nQeiZBcVcMR7mSHPFD2rJafIZJzKzIMljsTI3nG5wLz6MH77cp32dNiE384KdIQ+6Z4yMi3njs1rGQ13ZGLZJPcameS5R2t+uSTpENl0ZC3PDXPDSI/OGbTEmZKYNT5jcx/ND23hTOA35U32lhBNnLLyoqRc0JSsvyZJHIIi9QawnxsT87MK+cjLFlGsTE3LKtyEPvos8dM7YkJ/xoG/uIXwDacbBmDQe+NAnV9rCM9fnaRLyENwxR8iFf9Pm/OjDj4R3MpBdawiZsT3GT36syxyl/e2a6IN50ZUxMBbsDDl5T0NriHnifS7mhPqMgTWmIEPzA190woMWadoyXwf9MiiDxHAZDEQeaQaL4rjfZ8LYkJsJYUI//clPNR/7yEfDrz8yNo6b+MZBJvyWj308OH8cDPU++P4PhK8/5uUdnKh0oUUoXcxJ9FMjolhk5a13XiZEdowSh0g+smLQn7jl1vD//oydX45k/PELRmdF6BT5GAsLjU2MLzliIfLDWXwTJHksIpwKY8L2+EEwyvlcknxeBoMP8wxfdADPtL/TJpwhNkaQxMtnjIcxk8+YKMPRM2bs7eIHPhjGyMbHWOK5zlGuz10SNk4/2BH333/ye+G3O7An1gw/DqaPUZgLxsk88oIbX7d9+5duC0SafOYOPvDL9bdrSvWVErbFHLAucPKsd8ZCPvPFWsGuWGesL9KMhzJ8Qq7PKZSTKaZcm5g0L8iMXdGGcTBHvGDIGmFO8H3MFeNjDqnDy4OMB3vjxUk2cflK5omgMNfnaRI2g7wfeN/7w3hYJ8jKOFlDsisCqI986MPhq7yxTeZHfqVGuT53SfSBLtUfsvJiK7/XwxxoHTGHzAe2hV9gvtiX+Pp6xoyPY7yxX0Mv3DNf0EG/o8GAuMZBhpSm/H0mZGQSiOIxPBw9AQUbLZPO4iK4wBh48iRSZDJxPjgWLVicCos618echPw1IpBCPuoiP2MhEsaICSzIw2gxVOoRiHDPqY4i6bMkPYlwVeCKI2EMOEUWH2Nk8RFM4Dh5wsSpkKc3tynD2TLP6OUs5ipHBBE8wWg8fMcCQSCBBIEFDgeHwRjII2BkU2Nc5KfznVKuz12S1rrmCB0jG6R1ogAcm2M9oXvmgzJsjXXEZsf6Y47hRX02slyfu6SczmJCVuTGqXPPCROnAtgca4T5kU2yqbERMFfa4HJ9TqGcTDHl2qSEzSM788H8ICuBOHbEpoZdMUesF+aCsWGT+ANtbowHG4Uf/VJ/H9YQY+Khg+8RYSwE4owBW4J4CGTM3DNfzCV5srlUnynl+twlYTt6YMDu0SnzwB7EGiEYZy1hS4wPH8G6YS6YG8rw4awj9MC8YJ+//Pkvgm8hwCIPGzjoj05QVnyPskRS5D4Tjo3JZTLkJJlQokMMkQ0Lo2R8LDaubMAYAU6TjZnNm6c2eFB+muOX7ktEYISBEQjhFDFiFhwyM1YCKuoxNoySsXHP2MjP9XmahAw4CdkWmw/zwpzh/BkPaeaLp07GhfNhjCxGNmNt0ORrUdN+H57IcA44R2TEptjIkBXnwRMmDh+ZmSvGg8PhaQyHydxqnkuU63OXFOuTK/bEvLDZ0j9p5MaumBvqMQbGx5X5we5y83MaJ6KpvlKSQ4ckK2udcTE/jBU5mTccO/nUYX7wB7k+p1BOpphybWKSHtEpadYQdoZP41RGpy+sd8bDgxPzwLgh1hVrifnROoQP/OAV93UWxAaKbMwPY+DpnvEgM2sHu0NP+D9sjvnBZ1OOv0/1mVKuz10SeqQfdI4/Yjz4XwIMxsV48G/yCwSI2B/BID6DsTA22jBeeDJH5OFXaI9esIG9PtFIFZNSOjGHRrkxxZRrc5qUk2kK5XieJuVk2iWxUGuUa7NPlJN5l5Trc58oZzMx5drsknI6iynX5pgoN+YplON5mpSzmZhybfaJcjqNKdcmJoI9PSTz4MFpLgEJ3yT62//0n4WHS/Ha60AjN3kxET0dMuXGFFOuzWkShrQN5XieJuVkmkI5nlMox3OfKCfzLinX5z5RTuaYcm12Sbk+Y8q1OSbKjXkK5XieJuVkiinXZp8oJ3NMuTY5Iugg4ODUkI+P+Ur7f/Hb/zycXhGAcLK11x+dpBHUsVEcPeYo1+Y0KRf8TKEcz9OknExTKDcnMeX6NB0O5eY0plwbk0mUs5mYcm2OifCRfNzCv7xCfPyij7y4EqzwvgZBCB+/ptibQCMXPcXEZ6o1yrUxjac0wp1KOZ6nSTmZTpPSwGXfKCfzLinXp2lFOZ3FlGtzTJQb8xTK8TSNp5xOY8q1iYlgg9MK3g/i4xOCDt7HwPfycjZl8OGdjb0ONHibtUZ87lOjXJt9opzMMeXa7JJyfcaUazOFcjynUI5nTLk2MeXaTKEczymU47lPlJN5l5Tr07SinM5iyrU5JsqNeQrleJrGU06nMeXaxMRHI7wIyj8w8GI897wMyz3t+Q8j/stG/2GUYm8CDd6GrRFHMqbNiYizRrnjwCmU4zmFcjLHlGsTU06mKZSL4mNKjxJTyvHcJ8rJvEvK9blPlJM5plybXVKuz5hybY6JcmOeQjmep0k5mWLKtdknyskcU65NTPznFld8Lf4Yn8iV0w1OMnTSQR34pdibQMMwDMMwjOODAw3DMAzDMGaDAw3DMAzDMGaDAw3DMAzDMGbDgw8+2Dz++OPN5cuXTzfQIMIxmUwmk8l0vESQ8fDDDzdPPvlk88ILLzSvv/766QUaHKOYTCaTyWQ6XuIkgyDj6aefbq5fvx72/1//+tfNX//1X3cRQR1bBRp8VmMymUwmk+l4iY9LOMkgyHj11Vebn/3sZ82f//mfn06gwec0JpPJZDKZjpf4qARi3yfI4DSDj03+5m/+posI6tgq0OAzGpPJZDKZTMdPv/nNb8JJBkHG2NMMsFWgQWcmk8lkMpmOnwguoLEnGcLGgYZhGIZhGMYQHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGjsAlcuNhd+60Jz8UqXNqYh1t+mupzabl/nbBe6GIt91cFYXDppfuu3fivQyaUub58wpN9D1f+249r1uA9Vj+cIRxJoXGpONjY02rbOahtPNYehn6fFuAvZjsXZbDqOTdqdlc520u9i3RaX7b7Zw77JsyvkxjXnWE+7P2MnOPBAowsSAm1oaDwVnZxsEai0mMPQd81znxfjLmQ7Fmez6Tg2aXdWOtvZfJ+0HqCAsxpbCfsmz66QG9ecYz3t/oyd4DhONLYwtEsni6cirheGGIR+FNi0dOFiE1qo/4uro1yo/7R1pbl4IdMWrLW/0FyI66b1a8jKmPS9zFeTC1HZuh6L5dlxV5w/SOQLOhcf+GbuT05W/VM/lmc5Z5m6VVl22E+xboch/WJ7q/KoTixjSMZ8onqbzm/EP9RJjgfqa2KEPcdNl3l1Wfso9ZHySOe50IdkWNrrol1Zr6EwabOgnqpCnai95Bwa87I8cGlRGm+LMXJsg8A/0mMtvZR7rJ4XtJR12T66HzWuDfvrMLQOjflwzgMNTkS6xcPJRryw15B+PIPRxwuvNd7YssPnx6uFGjaTqLyXzrXfaExDMq7zC4tvzaGt5K6WZ+QO4yrqMT3ubtMkYtnW7qPNrvtMvp/uyxJvjKnOe9hVP7W6LTbTb0YXGSwcZyzXet3h+VOb1HZIr+RMMWzPiSxxXkHWFJP7iFGUoWITHdb1mrTpzfHINVeUZ5U3PN6aHNtisYmvukMHSbony9C4KrKutZ8wrk36a1FdB8bsON+BBsa4NM7UYaSgvBBpF40/Xky58szCE3J5g5goY3bMOBzlDZQPjSsF+s4FITGf0j2opdMyMNZhbdNPNT1Gv8l81fpKEcorNjTUf9KGjU0BU29jSZHra0iWOC9XnmKTPmIU2w/0C4b66eVl5lCI6w3xKZaPlWN7rOa/sxFOCLqBUbYc4yi5K3mbtBfG1u/lDa1DY26c60Cjt3haxI42i7BxtZFzR8u6Q4a+bfkUTJGxc5JxfdFCLwPlE+Vee6oQ4jale1BLp2UglyfU2tbSU+puq7+1cpxjymso0EjrLyjbf0jDb8AJ5/qK8zYpT7Etj6H2PUzUa5o3Zs0N8dm2PEUoi8cjKtQHehCgbVin2A964Bq120SuUpux7YWx9Xt5A+vAmB3nN9AIbTLGl9sIc4j7HDL0YvnMTytDMqQOZA0D5TmetVMEObIuuURJzpR/LZ2WgZosu+qnmt5Av8W+SnUrNjTU/1qbxYZ7clKYJyHX15AscV6uPMUmfcQotk/bbKDXWt9xWeleGFW+oRwbAV2cNBfbBwIFS+Fh7GLbT2wPo+Su5G3SXhhbv5c3sA6M2XHUgQaLpOQw80fDGGQpym3Lerwi4x1h/EGWiHEvnZW/IEthrAtUZCzwy54yXGmfYbqMavmaLN2TYV6BLVIZ2jSJmE/pHtTSadmQLLvqZyA9pN/ULkL9XF9pPy0WdbuNaJP5zfBsBQoBd0ltQtWeM7KE8mVfeVlTVPvIyd5Dpo9cmyG9DrZp+ymtubTegDyTx5vL2wo62Yl4dvbQO+mdOK6AOK90L+TylthsXofWoTEvDjzQWBhd6UQiLNTUuAK6J7fYWDukiz1GKIv6WlYbtVi0iDuK5SosrIXD69fPLpgIRRlb5Pit5Qfqy1IsD3LH+S0VdLdE0iZUj8dfuge1dLiP5IBqsmzVz8i6Her67dvwhZOTcl+d0+/XVaCR9DNmfjOyLvJWPMuo2DNIZA1PxVFfJVn7mL5mYqz1UWpT02tRR6u8sX5hWJ6J483lbYkgY28+hjf2UXqO80r3Qi4vwuT+OvTaBSr3YewWx3GicY6AUxvay08NAw7BODzgjHtPr4ZhGFvCgcZBgaeLMU+bpwQHGkcG7MvzaRjGbuFAwzAMwzCM2eBAwzAMwzCM2eBAwzAMwzCM2eBAwzAMwzCM2eBAwzAMwzCM2eBAwzAMwzCM2eBAwzAMwzCM2eBAwzAMwzCM2XC+A43oq4fTr0g+U/BFWL2vAT4DxF/GNfcXc8XzMObbyHYtzxC/09SFMYxjni/bl3GEOMeBRuY7/DfFZOdQ/wbG/NdAl9oM/ObELjCr8xuYh1zfu5ZnCr9ZdbEFdiXXvo4vxqHO1yHo1jBmwPkNNMKi39HXeY92IItNdREUlOoTOMRl9Tbpj8Cl6Z1gTgc5NA+5vnctzxR+c+piG+xKrn0dX4xDna9D0K1hzIBzGmgkpwBsdLET0P1FHenHv+QYtQunBykv5VdQcziU5dpn22ROOUK9wsbd8Tg5Wf2KIScn8a8aLk9S4v4yffd/CbEwliVKpy6ZeQj5QkG3kmc5PwtK46vRMmb00pOlpouQjvTWYppuJqLrb8l/wAb7skCp7G16qccLre3FdVvK2GLgmSibAHelg9J8t0j1B+K8NZkyttzVOZv52nRs5TnqISf7gJ3HmDbfw/xATT/V/kDoMyqP7bJqQ+sID1Exr6osE+Rc00vBfxob45yfaGSMjbQWR28hpJs6jqMzyJTXECr1WRDZxZZrMzZPCGXRYu7ejeinM2NKeIZFu+Zgy4uzeupSkxfkykNeMj+x7C0mydjxi/VelLEnz/rHPlN1Mw3b2+DC4cZtEj2O4pPKQXo1xsnzHeflZErR1TmL+dp+bEl5irX6iS4SOx/C4HwP8Juqn15/7d+iva6V9W0oRV6OVfut5MzpxdgpHGjIMuN0Whaw7qSWyNavoFg/XXwRcm1CXrqYJvCopUv3Wf44kDSvQ9oHCHnxIi+0BcX2tbwdyDgYdOXsYWK/k5Hrs0NuDDmEehXdj+TDBquNPjhtCVXkObLPMf3n6pzGfOX6DXkzjW2I3xiE+pvO9wb2HPcX2hfstUXRhtaQkaMn95ZyVnVg7AIONGRccbpkeMGZtZFvR8snqqmGWuMfR+Uxcm3G5glpWS1duu+cR6wH0egNsMg7g6H2Qi9vRhnDfcdvba426TdXP5ElxmQbxOHGvKFNN54IoR58Eoc+xHOT8hRTeIT7btw7ma+R/QpD5Smm8Mtil/M9Rj+V/kDJXkHoO2NDKQbl3lLOqg46hDppe2ignRHgQENGEqdHG96E+jEK9eMIfw3ZNiywJC/UixZ6jJRHLV26z/VZQ9oHCHkjF3mxfS1vBzJWn5AXDmz9KWxiv9tiTa607wH7yLXJ8slh4bhPTpLguMhzZJ9j+s/VOY35yvUb8mYa2xC/Nex6vof0M9BfirW+Cja0hlI/yttSzqoOjF3AgYaMK05nDa811t5iiI2X+zh6HkCJ/1pehMJiqH5mnKI25jRdug/J1mGnjuHKpeZSL2OFqoypDGvI6DbXZhsZ1/h1Tz85GZO66dim6mYaJtpgRk9BvqqDzfApoXtaTevWbXKdfygv6DeLtTqnN19bjW2MbiuyB+TyhEzZ4HzX+LWo6meoP8ZbtNcOBRtKkZ23iNdWcg7owNgeDjRkXHG6YHgLp7GieHEsDLcrSw1+iYWjiXks67Lgsqut0iYgORIs9t2iNuY0PaCP3ngD9cv7qMiY4Z1iTbe5NtvIGNrG9VrqT+6K91o/3diiMU3TzTRMtsHOkYsutE+PQ09yWT45hPbaVGIM2GQiU+/L8goy9RDqRPyhU5uvLcbWYlC3Vdlb5PJiTJ3vIX4tqvqp9ReK43aZgCL0n7OhFH0/mPYDNpZzhA6M7XB+A409AwsyG2cYxp4Cx178qM8wRmBjGyJwqAXBxl7BgcZegGh9TFRvGPuCzDG4YUzCBBtKTiRWH88YhwAHGoZhGIZhzAYHGoZhGIZhzAYHGoZhGIZhzAYHGoZhGIZhzAYHGoZhGIZhzAYHGoZhGIZhzAYHGoZhGIZhzAYHGjGGviFu02+Qm+ub5/yNdnlE/3N/ql+CFs/HNnPjeTUM44hwfgONnDM/NAc/t7wz8l//JtRdfQHU4quKz/xbVrfR3aHZoWEYRgUONGJnfmgOfm55Z+G/CATS04adfZ11kHkPvjVwG90dmh0ahmFUcE4DjeSHkSC+N18O/mL/626XG2K6AYR0wqMr6mHTdi2qPxTU8T05ieukm2zlR6BSucAyr6CjrlqMqoxZLHivAg2CjynBQWlMqcx5npPkzeiYgCjmsQyQYn1mdNvvd7jPVfmIOSzZbIf0x62G58gwDGM38IlG7GxDXuuEYy8dPu/vNqxem/Son82gsFlu2i6DxWYVyxNtdC3ChhLJX00XddDl5cpHoCdjFouNcyXGtNOMyWMaQFXeVMfd+x/9dDwfed2FPtYChFqfq7bD4+2X92Rqke97+rwahmFsAgcasbMdyuuVT3gXYNN2OQRemY1NKAZGHYbax3m58jGI+8giDjT6pxmDQUpR5sqYhlCTN+VXS5fuwxijNgHoIM3rUOTTIeRVxjvUd66NYRjGTHCgMeSA47y0vHu6FRWfyjdtF7DYlOP6w4FEQV6wbXkWFRkHEJ9mLO4v9gKPNexE5gnypvxq6aIci+Cy39+CsgFnkU+HXZYbhmHMDAcaQw54yGkLc5SFDSopC/Urgcapn2gMyFgFbRf1VgHHKi+LosyVMfUwUd6UXy1dus/1WUORT4eQVxnvUN+5NoZhGDPh/AYawQEnT5RDTjt14L2XIyubyU7aLdD7aGGtvHtSjwZV/Xw/9N3XQSiPZS09dQtDMlYQn2Ys+o2p3L46pow8PUyVN61fS5fuQzJ5TwJcudRc6mV0SNpOHu9A+8V4kzaGYRgz4RwHGnK4rROG2ASGnHbOgUebY+TL+9i0HUg/Zjk5aXnFgUafV7yhLJB8TJBudgn/k4t9Wdd0tMjuoyZjCcie5UdwMxSkVMaU6DqLKfKm/Grp0n2Hni4D9cuXWGs7cbxreYuAUe1HzY9hGMaOcK4DDcM4lyDQKgWNhmEYO4YDDcM4diQnOGM+1jIMw9gVHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGgYhmEYhjEbHGicJnJfF32aOOv+U8TybCrb1Hb7pgNhF7oYizn5R18OVv1q/V1jjjHFY0m+mn/nGJK/ZB9zzmWK0+zLOCocdKCx/tsRm3zjYfc7ELv2irlFedYLdY7+t+G5C3nOWqe7wqbj2KTdbDpLfoRvrn5yfHfe14gfFByLMbJNkT+uu/NxVzB3XxvzT34LaG0fGPi9J2N2HHCggfH0DSoEHlONiKeWk5PWqex4AeUWzWk6hRzm6H8bnruQ56x1uitsOo5N2s2ls8A3WpOz9pPw3XVf6Vi2wRjZpsgf1931uGuYu6+N+C+CCP0KNEj3geqvHxunguP66CQY6jTngNFhc1xjY10a/cX+70T07bMUKacRdlc2ime3UJbl0cJba18Ya6i34r+Ua6sxtVhrf6G5kBtnV72HRKaga/GjQeb+5GSlB+rHelnOVaZu9WRrh/0U63YozmOH9Fd8l3ViGUMy5hPVK9lZaFXpP+If6iQGuLYWIoyXpW4bg7IVbXymtdVD2kcrQzwnJRlDftQujLc+R0sMyZ/rP73fAcrzGwpDX/W1low3HmtO1mXeSD2tYdGuN8+9Hw3kZCrXZ8VHGDvHcQUaPQMbA4ywM7i0bTDG1thjCw6f2a4MNI2Me+nioqrzDAt9TY6uPNd+DenCYiFW2k8eU9I+5CXjXEN6DN2mScRt1+6jzS7ImKb7Y4o3xnQMPeyqn1rdFtV5DMlceUYXGSw2g1iu9brDdqQ2qb1Ea2IEqrJsLFtl/kCOb67dxDnpIe0jTuf6arnU1926HnrI8Vyzv7j/zP0MWJ/f+lob9h+JrDsYS0/GFvS5lHGoT+NUcDyBRjCe9SeYKljIywaJoxgy0GJ5xbkM5qXOCuCwurxc+zXAo6CHof6L5RPHlAI9xw5eKPWd8qyl0zKQbDA97KqfanpgHnNzVOsrRSivzMlQ/0mb2DEHpz1lEdVk2YFsWeTqDOYNzUmClF+czvUV+E9YdylydUp9lu7nQOBfsbVSMCQMtY/zcuWjsND98iRE/YG4/yVytmDMieMINIIxTQwyWuBg4zaTIuFty4VeXrpgVhTkzLXPISz+VdtTH1OCtSdJocQ75VlLp2UglyfU2tbSU+puMo+1vsKGmPKqOO+p/Yc0/Cob7xITZNmFbDnk6gzmDfSbIuUXp3N9gSnrLkWuTqnP0n2KUNYf64IK9QMm2tqQLNuWD4J5TdqMCn6m9mNsg8MPNIJRbWA0wdjSBdWSNsQhAy2WTzTwXl5m0cTItR9C3Gao/2L5louWOTr3JxoxMuXFvkp1K3My1P9am8XmcnJSmKclJsqyE9kyyNUZzBvoN0XKL07n+kqxTX2hxGMq79HYwNZGbepD5V1ernwIMf8l4nEMjMk4FRx2oFHbUFqEzwcLjjN/RIxRjnzqbBH4Rzz66YiXMIJn9un/yqXmEhm59mto++21jxbatmPK9p8Z5xrSOm2aRMyvdA9q6bSs2zTX57bDrvoZSFfnsUWq51A/11faT4tFXdl9Xv+T7SispYF5HJJlrXxHsq0hwzfXLsmr9psi5RenszK2MpXWXUEPPQzJP+Z+W2R41ed3fa1N9YmhfMlzhJ5ahDZLXS/aLE+PWvRkblGXyTgNHHCgsTCwtROJaCH0DTJG9wSXsbWlEeYWcGmhqe+kr4XBR2WjeCbtAnXlufYZhDFE7Zfj3HZMhf7Xxtnl9xDarvgGmWJ+pXtQS4f7Fd9ANSeyVT8j63YozmNA334vnJyU++qCgH7dlSMt6X+SHYW8Fc8iarIM6WBT2TJY41scU0WeuN8Uads4XZCxuO5alPSwxJD8Y+53gcH5XZUFWltrdZ+Y8k+/CG1QTy3W/Xq6F6R2PCCTMTuO52VQwzA2Bg4+fio0DMPYFRxoGMa5B0+EO3wqNgzDiOBAwzAMwzCM2eBAwzAMwzCM2eBAwzAMwzCM2eBAwzAMwzCM2eBAwzAMwzCM2eBAwzAMwzCM2eBAwzAMwzCM2eBAYwzm/CY+YS6+U7BrGYb4nYZeN8UU2adgrnHum/7mRjzebcZ+3vRmGGcABxpTsQ+OaRcy5HjsemxT+J2lXk9DF3Njbnkn8OcrovvfTD3zF4JtM/ZDm2fDOEA40JiKfXBMu5Ahx2PXY5vC7yz1ehq6mBtzyzuK/+o3J9Lf+Zj16823GfuhzbNhHCDOb6DROZiTk9WP+OAM4x/1WTrH2BllHFPvh4BSpxXqq6yl0g/65Pq4mPwA0eKXjfo/EAQteY798aACj2q/K1THG6PjF+u494NHuTGLV0hHc9BidL+TsKEuCvL2eHRFPWzarkV//FDKp6LrgIp9pHKBZV7N5lIs6q5shuAjlaOAzBhmWZMx1tqO0NHA+kh/XG13tmoYh4lzHmhEjqv7VcF+Ov7Vws5ZJI4pOLQ1ZyTHmh4Z48QKTnetj9ZBxR6sJE+E4OCiNmm6hxyPoX5b1MeboOMXBws9mWIZevIsnoxjMSb1OxW9vjt0so+bgw3neUq7DBabaSxPRdctqumiDrq8XHkW/UADGWOZqkjHMMuaTJC0HdZRv7wnU4t832P0ZhjHi3N/orF0ALV06b51L+ufPeNo4/L1J54sin10mFIuhLxxDjZgMG9ovAly/AY3i5zOJvY7FYPj7pCVl4IN53lKuxwCr4wuhWJg1GGofZyXK88iDjQY34L/IihqN2ko3ohjpH3U0kXZJtpKkU+HkDdSR7m+c20M45zBgYYcQC1dug+OpXOeCS03j+6pTFR8uiv20WFKuZDLEzbiMWK8MYb4rd13/NY2ok36zdVPZBGG5BTW5I3KN5lnMLZdwGITj+sPBxIFecG25QPIn2ZMCExr6aJsW9ho2h/YZblhnFM40JADqKVL98GpRW2GkPYRo9hHhynlQsjrNqIUk3gobwfjrZ5oLDaD8PTb2xUm9jsVg+PusCZvQaY5ynI6CPUrgcaZnGgIyJuxPWTK7vgt0j5q6aJsW9ho2h8IeSN1lOs718YwzhkcaMgB1NKl+5BMPpMFVy41l0JG63h6ZRUnWOkjoJcHn/UntKHP5PvI8Bjsl2RtvAnW+HVP5Oo0Lk/qprJP6ncyNtBFr3zDed643QJBJ8VNMNF1i7p9rOsglMeyZmyuBGRLTzPq9tgiHUMtXboPyc1ttKqjVB4w0H4xR0l5KpthHDkcaGjF19Kl+w4LZ9I6kCWtyoNjicqKfnagjzSv1+fScSVH6wMObY3HiH5Bbbw9hLZxvZZiBcS81/rpxhKNYXS/G2CyLpLyjea5xeh2IP2Y5eSk5RUHGn1e65v6gH0k/E8u9mXN21wGyJKUp3OX/Ygo0U01XbrvMM1G47KKjjL9rOctAjK1780RpQ40jHOI8xtoGIZhzA2CNwcWxjmHAw3DMIxdITkVWn60ZRjnGA40DMMwDMOYDQ40DMMwDMOYDQ40DMMwDMOYDQ40DMMwDMOYDQ40DMMwDMOYDQ40DMMwDMOYDQ40DMMwDMOYDQ40DMMwDMOYDQ40xiL39cPHjCnjnVM3Me9N+znWudvVuHah47PGkNybjmsufRyqnudG9IVn1a/j3zXi+fDc7BwHHWis/57BJt/C1/02wZBVH4rxnYWcQ31uI9MuxnMoczcVc4xrZzwrPxAXMFSeov8bIn1q+Vw6sDme2yZn4R/PQcKbAGHryGDB/1QDjByO1V+cIQ440ODHj/rGEAKPqb8rEBbIybDTOxTjOws5h/rcRqZdjOdQ5m4q5hjX1jwrm1HAUPkI5GQ8tDmeW96Z+eNrVz+Mx5zu4KvWg8x78JXth2ZLB4Dj+uhkA0Pl1xSJoLlmf1FSWDO+Eb/yeLH/uwdppJ7+cuckxxv6iNqG/hOZlL8mz0JH1V+4XBtvRd7qeAsyUZQiGVOYj1iOzP3JyWoM1I/HtJzPTN2h069Rukn02RZs/sufazwXtLHNZMY8pJ+eHBHPvi4K/aXI8OlhqLyGXFvllfSXtgnpVb26TW7QrsUYG6rb5Kb2NH7NVWXMQR9tRPzgsbSlQZTGlMqcX5+T5M3o+FTXgLHEUQUawQlXFv46okicBVRrmxhf6CvaBXrpULdfvligq8UTDDfuL2PcZSB3XJdF2vHO8cnJk8FiMeX5VOXN8Y/Hm5NpDYsn3RWLNk1irZ9+n0tH0TnAfjruPyprkc7fENZ1s95+2CYSHWTGU9Rhi0k20/Ebr5+MjkMy1+dKpiJqsoGh8hpybUNeRX+9NpX1k2LTdhnkbKhmk9vbU1I+Aj0Za0C3QRZ0Ml4Hk8c0gKq8qY5Pew0YSxxBoBFHwhMnf7lYQiJxIgkqhhgQG1+xXHmZvnJtiqD9+tNuwGDfFYR6uTEMyDvUZ648BXMRL2ahxCflWUunZSB2MmMQeIyd3w5T2gzyzMx5ro2QltXSpfvcvIf1luZlkPaXYqi8hlzbobxeeWX9pNi0XQ6BV8UeShufMNQ+zsuVj0HcR4pQJl+70AOb8HLj7sqL+snJFPeXKx9C3D5Fyq+WLt23nDdeA8YSx/XRycTNg2g6XhSk4yeMHoqG2GGX5WMQxrpa9P3FPpZ3HKSJMot+iOcm5QnWnhqEEp+UZy2dloFcXg8jdSMM5c1dniItq6VL98HJpjpY0OBmm/aXYqi8hlzboby0vLR+UmzaLmALG5qjPIuKjIPAPqLxtOv3YuJTe9iJzBPkTfnV0kU5tlgDxhLHFWgEo4gMqYZgTBkDym12oGiIHULe2I0oI2euzVjEbQf7Fkoy5MYwIO9Qn7nyFDjwvTnRmKKbDsW8kW0GeU60mbSsli7d5/oci7S/FEPlNeTaDuXV+pujbBMbim0yVz7UPs7Lla9hQMYBLE8zaNOt3fThrYeizJUx9TBR3pRfLV26z/VpTMYBBxqtASQbU/p5Xfj8rxA4hLprKwKjKiyUxEh7ny226KVTgwYD7ReyR21yPJZIxx4vhswYRsgDevqbIu8g/4pel0jrtGkSMZ/SPail07JWc+GpqCTQWn2yyroRqjaR0UEoL8rYIskbtJkYKb9aunQfkm0f6Rq6cqm51MvIIO0vRaE8jLGwZpfItR3K65W3c1FcPwl20m6Bug2t2+RW9pQpX8OQjFXAv6uXnPJApX6rY8rI08NUedP6tXTpPiQ3XAPGEgd9orFYWDH1DS6UZ53WYlHnFkO6EJZIjVSOQX3H/azVbbGWt3AEan/h5KQtX8mfNe4I6dhjkReLryuDR04ekB4DxzJMkXfEeNdkWmT3Edqs+ghjivmU7kEtHe5XfAPl5jjGJN0IFZsACc+Ti6mMCc+1vNwc5ORokbatpUv3HXpzF6hf3kdfxkA9PdTLy2s2QkbGwbykvLZ+eti0HRi0oT6vdZvcwp5ajFpzNRkrQA+5j43Iry+tiX4zxRR5U361dOm+w7Q1YKQ4so9ODhgsoMThDu2FZ4pEXsMwDMPIwYHGWSGJzPunMTz1DT9VnCqq8hqGYRhGHg40DMMwDMOYDQ40DMMwDMOYDQ40DMMwDMOYDQ40DMMwDMOYDQ40DMMwDMOYDQ40DMMwDMOYDQ40DMMwDMOYDec30Mh8+5thGIZhGLuFAw0HGoZhGIYxGxxoONAwDMMwjNngQGMZaIz4sZ+L/a/hTn+LJP3BJf/wjmEYhnHe4UCjCwRCkBBFDr10qNsvX/z2x+r3PsKv+039JULDMAzDOHI40CAQyAUFIa8LJIrlyuNH0GrlhmEYhnE+4UCDQGAokNi23DAMwzDOKRxoVAMFn2gYhmEYxjZwoNEFAsPvaNQDibR9eGcjLY/f4TAMwzCMcwAHGsudf8R/ncRRwloepxqr9hdOTtry1cuiDjQMwzCM84jzG2jMDf4rxYGFYRiGcc7hQGNXCP/uujrRiP/11TAMwzDOKxxoGIZhGIYxGxxoGIZhGIYxGxxoGIZhGIYxGxxoGIZhGIYxGxxoGIZhGIYxGxxoGIZhGIYxGxxoGIZhGIYxGxxoGIZhGIYxGxxojEXua8iPGVPGO6duYt6b9nOsc7erce1Cx2eNIbk3Hddc+jhUPY9FPL5txnrsejonOJpAI/0Rs/HofqMk+kG0LA7F4M9CzqE+z9rRHMrcTcUc49oZz8wvGgckvyk0tO6W6P+WUJ/afi4d2BzPbZP7ZPPbyLJP4zA2xnEEGhjjhQubGSRfHX5yUnCKEQ7F4M9CzqE+t5FpF+M5lLmbijnGtTXPOCBI+SyCjAvLzC7oGB1sdMjJeGhzPLe8+6SPbWQ5tHk1sjiCQAPHdtJc2tAg+VVV/BzXlQPMYI3/iF97vdj//ZPUn4ZfdI3KJ53IhD6itqH/RCblr8mz+B2WxSlQXD/qP6PPorzV8RZkoihFMqYwH7EcmfuTk9UYqB+PaTmfmbpDv0UzSjeJPtuCYZtYZrTIjGdnNpMZ85B+enJEPPu6KPSXIsNnkZfoPZc3hCLvNq+kv7RNSK/q1W1yg3YtxthQ3SY3tafxa64qY4qMzLPb1FrbETrZ1RoydoaDDzQwmmBIGWMeRhekhNvWOCtOI+UfjDWy4F461O2XB/6RIwkLbchxFJEeS7P4Ot45Pjl5Mlgs/jyfqrw5/vF4czKtYfEkvGLRpkms9dPvc+nYuh+166fj/qOyFun8DWFdN+vth20i0UFmPEUdtphkMx2/8frJ6Dgkc32uZCoiJ1u2bWrLI1DkXdFfr01l/aTYtF0GORuq2eT29pSUj0BPxhSpzKdhU0nbYZ30y3sytZi0hoyd4aADDYxmaeSbGAxGuDTKAYcX88/1FfIyi0zo5WX6yrUpgvbrkXrAYN8VhHq5MQzIO9RnrjwFcxE7AKHEJ+VZS6dlIHFAgwg8xs5vhyltBnlm5jzXRkjLaunSfW7ew+aa5mWQ9hewGEO8uebrDSDXZiivV15ZPyk2bZdD4FWxh9JGLQy1j/Ny5WMQ95Ei5VlLl+6DDqM2ARWbKvLpEPJG6iTXd66NsXMcbqCBgWwZmRINx06DdM8Jxoj55/raZfkYBKfURu8dVQOuIm8W+IrHgjKLdojnJuUJ1p40hBKflGctnZaBXF4PI3UjDOXNXZ4iLaulS/fBMac6WNDgZpv2J4T8lF9hYyshx3soLy0vrZ8Um7YL2MKG5ijPoiJjipRnLV2UZaJNFfl02GW5MRsOO9DIGGvRYFOU2uc2OzDKYMduRDuOrOO2g30LJRlyYxiQd6jPXHkKHPjenGhM0U2HYt7INoM8J9pMWlZLl+5zfY5F2l8JzMPUI4Ic76G8mjxzlG1iQ7FN5sqH2sd5ufI1DMiYIuVZS5fuc33WUOTTIeSN1ElxvEmesXMcwcugHTIGEz6/KwQO4Ql6zcFhiCMi6xbDnxXWDTptH+SJ21QXQCtnb1zxAsqMYYQ8YCFDftFW5R3kX9HrEmmdNk0i5lO6B7V0WqanuJJAa/XJKutGqNpERgehvChjiyRv0GZipPxq6dJ9SLZ9pGvoyqXmUi8jg7S/HDJ1whhLwb6Q4z2U1ytv56K4fhLspN0CdRtat8mt7ClTvoYhGVOk9Wvp0n1ITrCppG1VJ6k8YKB9uoZC+ZD9GZNxTgONxaLOLcLUEJdY458cOcb9jDD4tqfgCNT+wslJW75a4NnFGCHIGbWPRV4snq4MHjl5QHoMHMswRd4R412TaZHdR2iz6iOMKeZTuge1dLhf8Q2Um+MYk3QjVGwCJDxPLqYyJjzX8nJzkJOjRdq2li7dd+jNXaB+eR99GQPFeujpYH1DG+XoMzIO5iXltfXTw6btwKAN9Xmt2+QW9tRi1JqryZgi1XEtXbrvMNqm1trO63dH2Z8xGccTaBw6WPCRgWPwQ3vhmSKR1zAM4+BgP3YqcKBxVkieJPpPd0TdhaeKs0JVXsMwjAOA/diZwIGGYRiGYRizwYGGYRiGYRizwYGGYRiGYRizwYGGYRiGYRizwYGGYRiGYRizwYGGYRiGYRizwYGGYRiGYRizwYGGkf9GvSmI22/LaxPsov+zkPs0sKtx7ULHZ40huTcd11z6OFQ9j0U8vm3Geux6OgIcdqARDCz+8pVNvoCl+0rabb6G87wb+lmPfxf9H+sczjGuLXmuf/10umaTr5kevTYzX3++pFbeSwc2x3Pb5D7Z/Day7NM4jCwOP9DY9utj+aa4k5PWQW1hqOfd0M96/Lvo/1jncI5xbcWTIKIfWITAY7mOF0HG6ufXu6Bj6oNATsZDm+O55d0nfWwjy6HN6znEuQ809JsiXFfOrYBg0NFTUug7efpa5qtJ/PS2vhiK5Vo8F+OvzJ1wWhPaR/VrafVF39l+1393Jf1xqaXsu+SVQ+C5qhvmLNdndH9ystIx9WOdL+c8U3dI3+tP5pHckmM5dvFK7CW231h2ITOenekzM+Yh/fTkiHgO2XkVgV9si4nec3lDyMi4zCvpL20T0qt6xd/E2LRdizE2VLfJTe2p7rdiVGVMkZF5dptaaztCJ7v0ScYgjuyjk4nOqK29/E2RwR/XoW5qzF3bzCIBYaGsGflKxmq5xhatgGD8VRljLBabmmvR9tKrxEr+TL9BN4Nyx+13xGsNi6PxFbs2TWKg/6Vj637noJ/u63tZ1iLoO5Z9AAsdl+cPpDx76Vh2ITOenemz4zdePxkdh2Suz5VMg6Aftc+2TdfeCCQyBoS8iv56bSrrPcWm7TLI2VDNJre3p6R8BHoypkhlPg2bStoO66Rf3pOpxaQ1ZIzCUb0MGgwqNpAhYGBLgxtyZpSvR74BWUPM8cPpKG+gPMcz5BUWWwboY7HAO75E8d0AKFuOJe6r2K/yMnootR/Fq1aegPnKze/Y/mvptAwkDmgQgUfGiQrFvJFtBnkOzE2KtKyWLt3n5rBn5wMIvJLgsU3Hm+uaXGOQazOU1yvP6LKETdvlEHhV7KG0UQtD7eO8XPkYxH2kSHnW0qX7oMOoTUDFpop8OoS8kTrJ9Z1rY0zCUQUaPYMagd5m22K1MRcQFnkbzHS0rJs1xIXDieuLFn0OlA8uiBHQxky7sEHTJ/pJFlPMd6jfKeXb8kqw9qQhlHimvGrptAzk8nrA+aXzN9ahdZgiw7blKdKyWrp0P2THNQQ+mXpdfp/f+HUd0JOxw1BeWl5a7yk2bRewhQ3NUZ5FRcYUKc9auijLRJsq8umwy3JjI5zfQCPUzRjz2BORIeMMi6VmnAPlOZ7x08wo0MdJc7HdoOXsQnB1seUdj3NoLL28jNyl9tvySqHAqUsuMbb/WjotA1V9l2QfuUkIU9oM8pyoz7Ssli7d5/ocg6Dbke2oOxi1JEjHAobycuXCHGWb2FBsk7nyofZxXq58DQMypkh51tKl+1yfNRT5dAh5I3VSHG+SZ0zCAQcaRNmxsXdRd+SQ2FRLgUN4Ol5zXhhZ6UmsLevxig0y3y77BH7lUnOpy6iWrxn3+viGF4CeRKI6wVFVjqZzPJO8oNdIjjCOXPttea0h1XObJlHqM+2/lk7LcvqOsVafLGSvOLQW6Xj76XU7CuVFGVskeZP0mfKrpUv3IVmx4xyqAVyCVKYWYYyFdb1Ept1gXq+8nYviek+wk3YL1G2o4OM2tadM+RqGZEyR1q+lS/chOcGmkrZVnaTygIH26RoK5UP2Z/Rw0Ccai0UTUbJiygaxWLC5BZYaWYy0v7jawhi7sqjPXn6gvpEXy4Pxx/ktJXJlF2OC9ToZ5xIvtBELUTwk14WTk3z7jXlVNqHQflU/jKPUZ9pXLR3uV3wDFexgiS5oE/VkT/taQsFfR+n8JTzD6VNpPGAtrzI3KdK2tXTpvsOQna/Qly9bv6eDdVsY5egzMg7mJeW19d7Dpu3AoA31ea3b5Bb21KI3byWd1mRMkeq4li7ddxhtU2ttKzrJ9LOeV/dJo+zP6OG4Pjo5JuQWRAIMfmgvPDjg1LyIDcPYF9gnbQ0HGvuKwUCDqLvwVHFISJ6WRh+pG4ZhzAH7pJ3DgYZhGIZhGLPBgYZhGIZhGLPBgYZhGIZhGLPBgYZhGIZhGLPBgYZhGIZhGLPBgYZhGIZhGLPBgYZhGIZhGLPBgYZhGIZhGLPBgcZ5xIhvHa0ibr8tr7PApjIPtZtLF7vgG/OYa/yHil2Naxc6PmsMyX0o4zpU/R8pjiDQ6H8v/fSv5O7ab/Nd3ufNqI9pvFPGMlR3Lr3sgu++8NhHzDGuLXmu/85H+dspF3XH9lX6rRmo5XHpSOfYOFMcdqARFvOWv/fB182enLSLb4vFdawOuIRjGu+UsQzVnUsvu+C7Lzz2EXOMayue/ChYv20IJnK/t0E/bd2N+srJeKxzbJwpDjrQ2MWPiokH195Pp+cQFmH0BBAWfvJLgct8NYmfTNYXcLFcC/5i/L37le/cD/Wj8lpavOkr28+6XsMvFkblS1l3yWsMQh9RW+k65E8df2Xukn6CbahdaXxd+clJPKeRDC3Wn1STsdf6Vb2uTtFeh3hk7mOZqR/LuewnU3fodyCq45UcS32K1xa/vrnGc0Eb22BmzEP66ckR8Syu9TEI/FJdd793lOlrFHLtlDdg48s2Ib2q15urNYyY14F5G63DreQ0do0DDjRYZG0k39soKoaXRbdQw21r4FXjW/S34s+i6dqmRt0hLIq1xbRyFtVyLYxopQXnWJRxsYhVXQuyl14lVvJm+gm6GJQzbr8jXoOozMFW4
I believe were coach R or Truscott were to read this, they would be smiling and shaking their heads...
DS
I do not really have enough experience as a sustained .83-.85 to know what the run will look like. I know I got torched at StG this year with a overly hot bike. But it seems that with my current FTP, even if I roll at .8 I have a shot at a sub-5 hr finish - the difference in wattage between .8 and .84 was something like 6 minutes.