From 5ac1bf7abb8a26e9a371e6f5bdf555f408b8948b Mon Sep 17 00:00:00 2001 From: Rochelle Pun <128195508+chelle0425@users.noreply.github.com> Date: Fri, 30 Aug 2024 05:47:36 +0100 Subject: [PATCH] demo_conical initial commit --- demo_conical/bin/abyss.cpt | 22 + demo_conical/bin/abyss_slab2.0 | 11 + demo_conical/bin/bird_plates.xy | 6524 +++++++++++++++++ .../bin/cas_slab2_dep_02.24.18_contours.in | 5250 +++++++++++++ demo_conical/bin/cascadianormal_dropname.xy | 597 ++ .../bin/cascadiastrikeslip_dropname.xy | 1086 +++ .../bin/cascadiasubduction_dropname.xy | 1157 +++ demo_conical/bin/seabluelandgrey.cpt | 173 + demo_conical/cascadia.ipynb | 294 + demo_conical/cascadia.png | Bin 0 -> 381036 bytes demo_conical/gmt.history | 7 + dev/frame_merge.ipynb | 2 +- 12 files changed, 15122 insertions(+), 1 deletion(-) create mode 100644 demo_conical/bin/abyss.cpt create mode 100644 demo_conical/bin/abyss_slab2.0 create mode 100755 demo_conical/bin/bird_plates.xy create mode 100644 demo_conical/bin/cas_slab2_dep_02.24.18_contours.in create mode 100644 demo_conical/bin/cascadianormal_dropname.xy create mode 100644 demo_conical/bin/cascadiastrikeslip_dropname.xy create mode 100644 demo_conical/bin/cascadiasubduction_dropname.xy create mode 100755 demo_conical/bin/seabluelandgrey.cpt create mode 100644 demo_conical/cascadia.ipynb create mode 100644 demo_conical/cascadia.png create mode 100644 demo_conical/gmt.history diff --git a/demo_conical/bin/abyss.cpt b/demo_conical/bin/abyss.cpt new file mode 100644 index 0000000..a884f3b --- /dev/null +++ b/demo_conical/bin/abyss.cpt @@ -0,0 +1,22 @@ +# +# gmt/abyss : Black/dark blue to lightblue for bathymetry [R=-8000/0, C=RGB] +# Color table for bathymetry modeled after IBCSO +# at depth but turning lighter towards sea level. +# Designed by P. Wessel, SOEST +#------------------------------------------------ +# COLOR_MODEL = RGB +# RANGE = -8000/0 +#------------------------------------------------ +0 black 0.125 20/30/53 +0.125 20/30/53 0.25 38/60/106 +0.25 38/60/106 0.375 46/80/133 +0.375 46/80/133 0.5 53/99/160 +0.5 53/99/160 0.625 72/151/211 +0.625 72/151/211 0.75 90/185/233 +0.75 90/185/233 0.875 141/210/239 +0.875 141/210/239 1 245/255/255 +#------------------------------------------------ +B black +F white +N gray +#---------------------------------------------------------- diff --git a/demo_conical/bin/abyss_slab2.0 b/demo_conical/bin/abyss_slab2.0 new file mode 100644 index 0000000..6a98675 --- /dev/null +++ b/demo_conical/bin/abyss_slab2.0 @@ -0,0 +1,11 @@ +-620 black -542.5 20/30/53 L +-542.5 20/30/53 -465 38/60/106 L +-465 38/60/106 -387.5 46/80/133 L +-387.5 46/80/133 -310 53/99/160 L +-310 53/99/160 -232.5 72/151/211 L +-232.5 72/151/211 -155 90/185/233 L +-155 90/185/233 -77.5 141/210/239 L +-77.5 141/210/239 0 245/255/255 B +B black +F white +N gray diff --git a/demo_conical/bin/bird_plates.xy b/demo_conical/bin/bird_plates.xy new file mode 100755 index 0000000..e4b4a6d --- /dev/null +++ b/demo_conical/bin/bird_plates.xy @@ -0,0 +1,6524 @@ +# ---------------------------------------------------------------------------- # +# Peter Bird plate boundary model 2002 +# +# Dataset with boundary type in segment header for plotting with +# GMT5's PSXY which allows front specification on a per line segment +# basis. Converted from original dataset PB2002_boundaries.xy +# +# PLEASE CITE the following paper as the original source of the data: +# Bird, P. (2003) An updated digital model of plate boundaries, +# Geochemistry Geophysics Geosystems, 4(3), 1027, doi:10.1029/2001GC000252 +# (http://dx.doi.org/10.1029/2001GC000252) +# +# Line segment headers generated by Christian Heine, April 2012 +# mailto:christian.heine@sydney.edu.au +# +# This derivative dataset is released under the same conditions as the +# original. +# ---------------------------------------------------------------------------- # +> AF-AN Mueller et al. [1987] +> -Sf0.45/3p +-0.4379 -54.8518 +-0.0388257 -54.6772 +0.443182 -54.4512 +0.964534 -54.8322 +1.69481 -54.399 +2.35975 -54.0374 +3.02542 -53.6507 +3.36894 -53.8341 +3.95638 -54.1267 +4.41458 -54.4303 +4.82661 -54.1616 +5.08372 -54.3093 +5.49469 -54.5429 +6.18373 -54.1145 +6.6254 -53.8142 +7.23729 -54.1012 +7.77235 -54.396 +> AF-AN by Peter Bird October 2001 +> -Sf0.45/3p +7.77235 -54.396 +8.28834 -54.0326 +8.79876 -53.668 +9.42869 -53.2326 +9.99306 -52.7923 +10.5424 -53.0655 +10.9748 -53.332 +11.7084 -52.7829 +12.2989 -52.375 +12.8951 -51.9629 +13.2042 -52.141 +13.7876 -52.4769 +14.4633 -51.9971 +15.1124 -52.3075 +15.428 -52.0836 +15.8223 -51.787 +16.9072 -52.1693 +17.8063 -52.4669 +18.5374 -52.7343 +18.7125 -52.5529 +19.9938 -52.8167 +21.2504 -52.9088 +22.5042 -53.0512 +23.0753 -53.0977 +23.0214 -53.2004 +23.8862 -53.3086 +24.6851 -53.4215 +24.8726 -53.3453 +> AN-AF Lemaux et al. [2002] +> -Sf0.45/3p +32.1258 -46.9998 +31.8654 -47.2011 +31.5885 -47.6822 +31.3065 -48.1627 +31.0081 -48.5871 +30.7046 -49.0106 +30.3617 -49.2155 +30.006 -49.6108 +29.7115 -49.9335 +29.3431 -50.507 +28.9688 -51.1373 +28.6054 -51.7716 +28.4027 -52.2771 +28.3122 -52.54 +28.1108 -52.9037 +27.4795 -52.7708 +27.3704 -52.673 +27.3221 -52.5472 +26.7131 -52.378 +26.5129 -52.6201 +26.3382 -53.065 +26.1809 -53.4288 +25.9869 -53.5818 +25.8614 -53.4799 +25.6475 -53.41 +25.1797 -53.4441 +24.8726 -53.3453 +> SO-AN Lemaux et al. [2002] +> -Sf0.45/3p +32.1258 -46.9998 +33.1739 -47.2644 +33.3585 -46.8055 +33.54 -46.3464 +33.8184 -45.9791 +33.9824 -46.0812 +34.0869 -46.0899 +34.2672 -46.2123 +34.5037 -46.2216 +34.704 -45.9714 +34.8682 -45.4657 +35.0145 -45.1058 +35.1819 -44.8555 +35.6603 -44.866 +35.9729 -44.9607 +36.3029 -44.9665 +36.6774 -44.9197 +37.0855 -44.8043 +37.5083 -44.8753 +38.0827 -44.6188 +> SO-AN Mueller et al. [1987] +> -Sf0.45/3p +38.0827 -44.6188 +38.1937 -44.401 +38.3383 -44.0547 +39.0729 -44.1648 +39.2673 -43.7257 +39.4588 -43.2862 +40.5058 -43.4376 +41.5578 -43.5794 +41.6859 -43.1174 +41.812 -42.6553 +42.4686 -42.7299 +42.5719 -42.2602 +42.6737 -41.7904 +42.774 -41.3205 +42.8729 -40.8505 +44.0092 -40.915 +44.023 -40.6708 +44.6858 -40.6911 +44.716 -40.3689 +45.3027 -40.3659 +45.3318 -40.1085 +46.0744 -40.119 +46.1602 -39.4945 +46.2444 -38.8699 +47.1353 -38.7637 +48.0234 -38.6507 +48.0171 -38.478 +48.6326 -38.0142 +49.0344 -37.9999 +49.0366 -37.7917 +49.9451 -37.7902 +49.9622 -37.5968 +50.8233 -37.5799 +50.827 -37.4507 +51.5548 -37.4415 +52.2827 -37.4322 +52.3106 -36.7973 +52.338 -36.1624 +52.9023 -36.153 +53.4665 -36.1409 +53.4706 -35.5167 +54.2161 -35.3024 +54.2551 -34.5416 +55.2747 -34.5605 +55.301 -34.2872 +55.6987 -34.235 +55.7379 -33.6528 +56.4006 -33.6268 +57.0607 -33.5542 +57.0912 -32.835 +57.1223 -32.3028 +57.153 -31.7706 +57.8 -31.722 +58.4563 -31.691 +58.5299 -31.0553 +59.1667 -31.0497 +59.188 -30.5671 +60.0054 -30.5607 +60.7628 -30.5315 +60.7473 -30.0145 +60.7624 -29.999 +60.7864 -29.4652 +60.8102 -28.9313 +61.5322 -28.9199 +61.5176 -28.7772 +62.1619 -28.8114 +62.1351 -28.4896 +62.7462 -28.4585 +62.703 -28.1525 +63.2112 -28.164 +63.1942 -28.0214 +63.6211 -28.0388 +63.6037 -27.8313 +64.4669 -27.8175 +65.3321 -27.8122 +65.3475 -27.5141 +66.359 -27.5145 +66.373 -27.2811 +67.129 -27.2692 +67.1555 -26.8674 +67.424 -26.8699 +67.4333 -26.5715 +67.9622 -26.583 +67.9791 -26.2906 +68.6219 -26.2625 +68.5979 -26.1206 +68.8197 -26.141 +68.8294 -26.0089 +69.15 -25.9933 +69.1379 -25.7843 +69.4603 -25.7822 +69.49 -25.6762 +69.9595 -25.6512 +> SO-IN Mueller et al. [1987] +> -Sf0.45/3p +58.2392 12.7455 +57.8675 13.0023 +57.6392 13.1377 +57.7327 13.309 +57.8096 13.4509 +57.6891 13.5225 +57.4775 13.643 +57.3015 13.74 +57.299 13.7718 +57.1397 13.8476 +56.9688 13.9372 +57.0372 14.0681 +56.9031 14.1407 +56.7616 14.2076 +56.8188 14.3021 +56.2652 14.6232 +> AU-SO Mueller et al. [1987] +> -Sf0.45/3p +68.2738 -6.8109 +67.8113 -7.2525 +68.0731 -7.64768 +67.6424 -8.02709 +68.039 -8.49189 +67.5648 -8.8814 +67.0896 -9.27031 +67.378 -9.62999 +66.9195 -9.99041 +66.46 -10.3502 +66.7874 -10.762 +66.1674 -11.21 +66.4182 -11.559 +65.6978 -12.0185 +66.033 -12.4258 +66.3692 -12.8327 +65.8205 -13.2681 +66.2097 -13.7773 +65.9278 -13.9791 +66.2076 -14.3387 +66.4883 -14.698 +66.8882 -15.2696 +67.2902 -15.8215 +67.3827 -15.9419 +67.033 -16.1389 +67.4105 -16.6587 +66.7081 -17.0901 +66.1428 -17.4501 +65.5424 -17.783 +65.0073 -18.0579 +65.2639 -18.4432 +65.5217 -18.8281 +66.0333 -19.5775 +66.428 -20.0783 +66.7513 -19.8703 +67.0404 -20.2181 +67.3095 -20.0725 +67.593 -20.3689 +67.7679 -20.28 +67.8967 -20.469 +68.2125 -20.2907 +68.5592 -20.7119 +68.2768 -20.8777 +68.6529 -21.4495 +69.2017 -22.0877 +68.7967 -22.387 +69.1621 -22.8305 +69.5577 -23.3731 +69.8497 -23.7087 +69.4016 -24.0396 +69.6804 -24.3686 +69.9393 -24.6785 +69.5921 -24.9701 +70.0896 -25.4825 +69.9595 -25.6512 +> EU-AF W part by Peter Bird 1999 +> -Sf0.45/3p +-29.7698 39.3996 +-29.335 39.315 +-29.2971 39.2554 +-29.2603 39.2502 +-29.1881 39.2786 +-29.1472 39.2937 +-29.0904 39.3232 +-29.0495 39.3382 +-28.9819 39.3656 +-28.9505 39.3789 +-28.8946 39.412 +-28.8529 39.3725 +-28.7812 39.2993 +-28.7454 39.2626 +-28.6863 39.2144 +-28.666 39.179 +-28.6192 39.1208 +-28.5665 39.1299 +-28.4836 39.1558 +-28.4522 39.1339 +-28.4204 39.0927 +-28.3955 39.058 +-28.3649 39.0204 +-28.3421 38.9931 +-28.2919 38.9394 +-28.2155 38.9524 +-28.1199 38.9685 +-28.0588 38.9827 +-27.9546 39.0041 +-27.7933 38.9998 +-27.7223 38.9416 +-27.6797 38.9136 +-27.6061 38.8635 +-27.5588 38.8363 +-27.4844 38.7824 +-27.2394 38.7796 +-27.2033 38.6999 +-27.1743 38.6658 +-27.129 38.607 +-27.0895 38.5706 +-27.0289 38.4911 +-27.0068 38.4635 +-26.9408 38.4003 +-26.9006 38.3601 +-26.8299 38.2782 +-26.718 38.4202 +-26.6474 38.3576 +-26.6141 38.324 +-26.5323 38.2554 +-26.4943 38.2225 +-26.4166 38.1493 +-26.3787 38.1164 +-26.3021 38.0468 +-26.1714 38.036 +-26.0752 37.9655 +-26.0432 37.9355 +-25.9162 37.8386 +-25.8081 37.8783 +-25.7341 37.8159 +-25.6984 37.7902 +-25.6332 37.7225 +-25.5384 37.8181 +-25.4638 37.7517 +-25.4265 37.7185 +-25.3547 37.6633 +-25.2671 37.7692 +-25.1013 37.6463 +-24.9835 37.6441 +-24.9315 37.6091 +-24.8915 37.5839 +-24.8451 37.5519 +-24.8164 37.5328 +-24.7748 37.5001 +-24.7332 37.4673 +-24.6669 37.411 +-24.7022 37.3519 +-24.7379 37.2733 +-24.7495 37.2174 +-24.6805 37.1267 +-24.6345 37.0946 +-24.5541 37.0172 +-24.5002 36.9707 +-24.4337 36.9105 +-24.3846 36.8633 +-24.3111 36.7925 +-24.2554 36.781 +-24.1461 36.7885 +-24.0456 36.7548 +-23.5697 36.6459 +-22.8933 36.702 +-22.216 36.7543 +-21.5072 36.8197 +-20.7973 36.8809 +-20.2403 36.9543 +-19.6823 37.0251 +-18.618 37.307 +-18.1244 37.4657 +-17.5843 37.5034 +-16.742 37.4354 +-15.8415 37.2966 +-15.3865 37.2117 +-15.1427 37.0206 +-14.4109 37.2101 +-13.6754 37.395 +-12.9035 36.8638 +-12.1424 36.3276 +-11.5854 35.8512 +-10.9233 36.0984 +-10.4287 36.3916 +-9.97685 36.6514 +-9.54521 36.4296 +-8.78455 36.0509 +-8.03122 35.6675 +-7.19261 35.2729 +-6.73029 35.0633 +-6.06375 34.7839 +-6.03973 34.5174 +-6.00024 34.2634 +-5.80797 34.0191 +-5.39658 33.985 +-5.07226 34.0783 +-4.70562 34.0681 +-4.05645 34.1993 +-3.78187 35.0136 +-3.74936 35.5962 +-3.29595 35.8577 +-2.89332 36.0184 +-2.57291 36.1053 +-1.99172 35.8985 +-1.51624 35.7709 +-0.747757 35.7757 +0.00304743 35.904 +0.667028 36.0723 +1.24471 36.2823 +1.97018 36.5026 +2.37988 36.5942 +3.45358 36.8509 +4.29653 36.9695 +5.14204 37.0821 +5.97383 37.154 +6.78405 37.3219 +> EU-AF by Peter Bird 2002.03 +> -Sf0.45/3p +6.78405 37.3219 +7.21517 37.3203 +7.80465 37.3582 +8.26517 37.4675 +8.62697 37.7896 +8.94209 38.2117 +9.26382 38.341 +9.70015 38.4698 +10.0893 38.5717 +10.3732 38.685 +> EU\AF by Peter Bird 2002.03 +> -Sf0.45/3p+t+r +10.3732 38.685 +10.6091 38.8209 +10.8274 38.9939 +11.1176 39.0672 +11.3626 39.0748 +11.6589 39.0327 +11.7777 38.9344 +12.0574 38.8781 +12.4335 38.8487 +12.7076 38.6004 +13.3137 38.6105 +13.8115 38.625 +14.1139 38.6953 +14.5145 38.7653 +> EU-AF by Peter Bird 2002.03 +> -Sf0.45/3p +14.5145 38.7653 +15.1752 38.2924 +15.4993 38.4014 +15.6387 38.2993 +15.5511 38.1136 +15.4207 37.8857 +15.3444 37.6152 +15.3751 37.3401 +> EU/AF by Peter Bird 2002.03 +> -Sf0.45/3p+t+l +15.3751 37.3401 +15.8319 37.2743 +16.2365 37.3088 +16.8237 37.3985 +17.1676 37.5026 +17.4195 37.7008 +17.6117 37.9929 +17.7731 38.2855 +17.8447 38.4615 +18.0307 38.5162 +18.0857 38.7941 +18.0621 39.0063 +17.9599 39.1696 +> EU-AF by Peter Bird 2002.03 +> -Sf0.45/3p +17.9599 39.1696 +18.3644 38.9474 +18.895 38.6942 +19.5844 38.2716 +20 37.9075 +> IN-SO Mueller et al. [1987] +> -Sf0.45/3p +58.2392 12.7455 +58.0174 12.2835 +57.7963 11.8213 +57.576 11.3589 +57.3564 10.8963 +57.1375 10.4336 +56.9192 9.97076 +56.9775 9.85724 +57.0289 9.85747 +57.2606 9.68141 +57.4906 9.94156 +58.063 9.53244 +58.0184 9.45008 +58.2625 9.29259 +58.1476 9.08978 +58.4302 8.86262 +58.2514 8.6469 +58.6106 8.40075 +58.9183 8.16694 +58.88 8.09719 +59.3092 7.76825 +59.2197 7.67308 +59.6997 7.31217 +60.1789 6.95076 +60.0383 6.76686 +60.6701 6.30983 +61.1417 5.90952 +61.6573 5.48967 +61.5293 5.26156 +61.9997 4.91131 +62.4568 4.52272 +63.0023 4.10805 +62.8678 3.89294 +63.3307 3.63067 +63.3882 3.70015 +63.8192 3.48212 +63.8898 3.60222 +64.6181 3.21695 +64.6822 3.29895 +65.2128 2.92078 +65.489 3.29907 +65.9626 2.9715 +66.3795 2.752 +66.1794 2.39253 +65.9923 2.052 +66.3328 1.85871 +66.6728 1.62094 +66.4925 1.33138 +66.8698 1.06795 +66.6573 0.722009 +67.1594 0.337135 +66.8392 -0.03884 +67.2089 -0.33984 +67.0231 -0.577879 +67.662 -1.0396 +67.3671 -1.43996 +67.9291 -1.91296 +67.7884 -2.08765 +68.249 -2.54022 +67.8921 -2.888 +68.2702 -3.35132 +68.6672 -3.77068 +68.3485 -4.11762 +68.751 -4.54877 +68.1985 -5.04193 +68.6069 -5.47188 +68.2191 -5.89099 +67.7823 -6.25933 +68.2738 -6.8109 +> NA-AF Mueller et al. [1987] +> -Sf0.45/3p +-46.7658 15.4506 +-46.6476 16.0187 +-46.5287 16.5868 +-46.5887 16.6067 +-46.4982 17.0865 +-46.4072 17.5663 +-46.5202 17.5883 +-46.3907 18.422 +-46.3182 18.4215 +-46.2243 18.9351 +-46.1844 18.9319 +-46.0932 19.3773 +-46.0015 19.8227 +-45.9398 19.8022 +-45.7737 20.618 +-45.557 20.5958 +-45.4187 21.2217 +-45.5152 21.2465 +-45.3853 21.8223 +-45.2483 21.8064 +-45.1574 22.3898 +-45.0658 22.9731 +-45.0239 22.9632 +-44.9245 23.6459 +-45.6993 23.7836 +-46.4758 23.9174 +-46.1961 24.5974 +-46.1188 24.5904 +-45.7915 25.2542 +-45.4988 25.1918 +-45.296 25.6367 +-45.0917 26.0814 +-44.8989 26.0554 +-44.8163 26.27 +-44.8666 26.2796 +-44.687 26.7668 +-44.5059 27.2538 +-44.3831 27.2355 +-44.2031 27.6713 +-44.0217 28.1069 +-43.9423 28.1049 +-43.5632 28.8108 +-43.4828 28.8021 +-43.0882 29.4691 +-43.0373 29.4714 +-42.7286 30.0697 +-42.1364 29.9733 +-41.7857 30.6056 +-41.4304 31.237 +-41.1836 31.1941 +-40.71 31.8173 +-40.5526 31.8025 +-40.1293 32.444 +-39.6999 33.0841 +-39.586 33.0673 +-39.3993 33.7676 +-38.5972 33.637 +-37.7975 33.5012 +-37.6776 33.7362 +-37.5328 33.7052 +-37.3364 34.1362 +-37.2446 34.1238 +-37.0461 34.5669 +-36.8618 34.5542 +-36.7846 34.7122 +-36.6231 34.6929 +-36.3731 35.2798 +-35.5584 35.1477 +-34.7464 35.0102 +-34.4595 35.6246 +-34.3354 35.616 +-34.1424 36.0794 +-34.0568 36.0713 +-33.9816 36.2212 +-33.7717 36.185 +-33.5947 36.7422 +-33.3135 36.691 +-33.2246 36.9408 +-33.0049 36.9159 +-32.9431 37.0654 +-32.7077 37.0333 +-32.6456 37.1763 +-32.3946 37.1369 +-32.2826 37.3915 +-31.5164 37.2823 +-31.3713 37.7049 +-31.0706 37.6802 +-30.6055 38.4025 +-30.4301 38.3883 +-30.1714 38.888 +-29.9091 39.3871 +-29.7698 39.3996 +> AF-SA Mueller et al. [1987] +> -Sf0.45/3p +-46.7658 15.4506 +-45.9475 15.3604 +-45.13 15.2673 +-45.1362 14.6467 +-45.1423 14.0261 +-45.0614 13.9917 +-45.0493 13.3358 +-45.0373 12.6799 +-44.262 12.6256 +-44.2775 12.1008 +-43.8845 12.0854 +-43.9026 11.5062 +-43.9206 10.927 +-43.4482 10.9055 +-42.9758 10.8832 +-42.5035 10.8602 +-42.0313 10.8365 +-41.5592 10.8121 +-41.0871 10.7869 +-41.0829 9.97939 +-40.8615 9.97269 +-40.8648 9.38937 +-40.6402 9.37285 +-40.6522 8.8406 +-40.1196 8.81526 +-40.1408 8.21537 +-39.6608 8.19726 +-39.1808 8.17858 +-38.7009 8.15934 +-38.221 8.13953 +-38.2065 7.70334 +-37.5356 7.67935 +-36.8648 7.65432 +-36.8514 7.40089 +-36.0577 7.36342 +-36.0469 7.02322 +-35.3665 6.93495 +-35.3629 6.61393 +-34.4937 6.61577 +-33.6244 6.6176 +-33.6203 6.10421 +-33.5136 6.07619 +-33.5068 5.64946 +-32.978 5.64716 +-32.9198 4.80377 +-32.8617 3.96038 +-32.387 3.9859 +-31.9122 4.01114 +-31.4374 4.03611 +-30.9625 4.06081 +-30.8868 3.25477 +-30.8113 2.44874 +-30.7358 1.64269 +-30.0269 1.60709 +-29.9203 0.797401 +-29.2096 0.848907 +-28.3465 0.953033 +-27.8309 1.00748 +-27.3153 1.06184 +-26.474 1.15918 +-26.2887 0.498136 +-25.6591 0.556165 +-25.0294 0.614126 +-24.8206 -0.244593 +-24.6117 -1.10331 +-24.0507 -1.03387 +-23.4897 -0.964324 +-22.9355 -0.880401 +-22.3813 -0.79639 +-21.5437 -0.680222 +-21.0168 -0.588493 +-20.4899 -0.496709 +-19.6747 -0.333378 +-18.8497 -0.176113 +-18.3693 -0.0727519 +-17.8889 0.0306094 +-17.3229 0.149605 +-16.7569 0.268587 +-16.4982 0.298947 +-16.2522 -0.5562 +-16.0372 -0.519631 +-15.8406 -1.1432 +-15.5652 -1.07324 +-15.4103 -1.49342 +-14.6594 -1.30094 +-13.9087 -1.10824 +-13.158 -0.915345 +-12.9298 -1.50722 +-12.7014 -2.09908 +-12.1641 -1.94545 +-11.9989 -2.40025 +-11.8336 -2.85504 +-12.0293 -3.01345 +-11.8975 -3.49273 +-11.7655 -3.97199 +-12.0968 -4.10303 +-12.0386 -4.58743 +-12.1445 -4.60882 +-12.0185 -5.02557 +-11.6044 -4.94231 +-11.5161 -5.41504 +-11.1669 -5.37706 +-11.0222 -5.93021 +-11.2671 -6.02023 +-11.1805 -6.75542 +-11.9933 -6.96082 +-12.8068 -7.16482 +-13.621 -7.3674 +-13.4894 -7.88908 +-13.3574 -8.41071 +-13.1911 -8.37401 +-13.023 -9.22523 +-13.2482 -9.27648 +-13.1663 -9.79444 +-13.3151 -9.82468 +-13.1736 -10.6231 +-13.0313 -11.4215 +-13.5243 -11.5387 +-14.0177 -11.6551 +-14.5115 -11.7706 +-15.0058 -11.8853 +-14.9077 -12.339 +-14.8611 -12.3196 +-14.791 -12.6562 +-14.5501 -12.577 +-14.4102 -13.2181 +-14.5996 -13.2655 +-14.5391 -13.7366 +-14.4784 -14.2077 +-13.6428 -14.0355 +-13.4352 -14.8494 +-13.2261 -15.6632 +-13.3835 -15.6882 +-13.2386 -16.2117 +-13.7702 -16.3229 +-14.3024 -16.4327 +-14.2381 -16.7645 +-14.3688 -16.777 +-14.2242 -17.3859 +-14.0786 -17.9946 +-13.5189 -17.893 +-12.9598 -17.7898 +-12.8598 -18.2872 +-12.7593 -18.7845 +-12.4772 -18.7465 +-12.3703 -19.3409 +-12.2626 -19.9353 +-11.9446 -19.8248 +-11.8522 -20.2784 +-11.9708 -20.2991 +-11.7632 -21.1759 +-12.0066 -21.2091 +-11.8495 -21.7351 +-11.9359 -21.7522 +-11.8192 -22.1534 +-12.3643 -22.2671 +-12.9102 -22.379 +-12.8511 -22.6298 +-13.3398 -22.7302 +-13.8293 -22.8292 +-13.6637 -23.5442 +-13.5703 -23.5143 +-13.4259 -24.1458 +-13.2801 -24.7771 +-13.8106 -24.8874 +-13.6632 -25.648 +-14.0485 -25.7376 +-13.8156 -26.5856 +-13.6896 -26.5644 +-13.4823 -27.4429 +-13.2716 -28.321 +-12.7456 -28.2133 +-12.5326 -28.9409 +> AF-SA by Peter Bird October 2001 +> -Sf0.45/3p +-12.5326 -28.9409 +-13.2624 -29.098 +-13.9902 -29.251 +-13.8201 -29.8515 +-13.7159 -29.828 +-13.5428 -30.4913 +-13.3666 -31.1567 +-13.4988 -31.1791 +-13.3714 -31.6612 +-13.2453 -32.1432 +-13.883 -32.2745 +-14.5229 -32.4002 +-14.4461 -32.8976 +-14.3668 -33.4989 +-14.7018 -33.5691 +-14.5151 -34.0434 +-15.2741 -34.2376 +-15.0834 -34.6898 +-15.2659 -34.7702 +-15.1 -35.1824 +-16.0274 -35.3431 +-16.9619 -35.4994 +-17.7032 -35.6633 +-17.4191 -36.0684 +-17.0847 -36.4724 +-17.4404 -36.5623 +-17.3331 -36.9436 +-17.2335 -37.3744 +-17.5331 -37.4724 +-17.3878 -38.0251 +-17.0505 -38.4467 +-16.7985 -38.4012 +-16.361 -38.5584 +-16.0438 -38.8834 +-15.9651 -39.3516 +-15.9224 -39.6807 +-16.4146 -39.79 +-16.4698 -40.2729 +-16.8674 -40.3663 +-16.8166 -40.7897 +-16.7436 -41.1763 +-16.678 -41.5191 +-16.3316 -41.8065 +-16.2146 -42.3377 +-16.4299 -42.8677 +> AF-SA Mueller et al. [1987] +> -Sf0.45/3p +-16.4299 -42.8677 +-16.3296 -43.387 +-16.2445 -43.6835 +-16.0856 -44.1319 +-15.9242 -44.58 +-15.7603 -45.0279 +-15.5939 -45.4756 +-14.894 -45.3714 +-14.7155 -45.8985 +-13.81 -45.7972 +-13.5715 -46.6878 +-13.3251 -47.5778 +-12.6102 -47.4714 +-11.8982 -47.3605 +-11.1892 -47.2452 +-10.4834 -47.1256 +-10.2958 -47.6487 +-10.1045 -48.1715 +-9.90926 -48.6939 +-9.70992 -49.216 +-8.92248 -49.0912 +-8.13908 -48.961 +-8.02211 -49.2826 +-7.96086 -49.2702 +-7.63767 -50.0587 +-7.43284 -50.0013 +-7.15851 -50.6096 +-6.15983 -50.4171 +-5.16942 -50.2161 +-4.94334 -50.6749 +-4.71279 -51.1333 +-4.47762 -51.5912 +-4.23767 -52.0486 +-3.95559 -51.9788 +-3.44688 -52.764 +-2.91952 -53.5469 +-2.37231 -54.3274 +-1.3822 -54.0533 +-0.914655 -54.4535 +-0.4379 -54.8518 +> AU-AN Mueller et al. [1987] +> -Sf0.45/3p +69.9595 -25.6512 +70.4086 -26.0604 +70.6654 -25.9124 +70.9943 -26.1873 +71.1354 -26.0831 +71.58 -26.4544 +71.7166 -26.3857 +72.0656 -26.656 +72.0084 -26.7182 +72.4626 -27.1462 +72.9202 -27.5728 +73.1227 -27.4458 +73.3995 -27.655 +73.5342 -27.5698 +73.9685 -27.9442 +74.4058 -28.3173 +74.1922 -28.5413 +74.5917 -28.9035 +74.994 -29.2645 +74.9376 -29.3284 +75.5539 -29.8394 +75.3641 -30.0058 +75.5149 -30.1176 +75.3926 -30.2401 +75.7972 -30.5735 +76.2045 -30.9057 +76.1481 -30.9704 +76.6894 -31.4649 +76.3948 -31.7191 +76.8124 -32.09 +77.2334 -32.4595 +77.6578 -32.8276 +78.0858 -33.1942 +77.3518 -33.8383 +77.9166 -34.3238 +78.4879 -34.8067 +78.4423 -34.8423 +78.8035 -35.1612 +78.2011 -35.6831 +78.6899 -36.098 +79.1839 -36.5109 +78.6063 -36.9983 +78.0213 -37.4829 +78.7061 -38.0006 +78.1815 -38.3932 +78.5293 -38.6592 +78.0731 -39.0049 +78.3839 -39.262 +78.0024 -39.5385 +78.4254 -39.9049 +77.8245 -40.326 +78.4837 -40.8664 +78.6586 -40.8722 +79.3191 -41.384 +79.99 -41.8919 +80.4635 -41.5119 +80.9315 -41.1299 +81.752 -41.7225 +82.5877 -42.3091 +83.439 -42.8896 +83.8533 -42.5506 +84.2631 -42.2101 +84.6686 -41.8682 +85.0697 -41.5249 +85.4665 -41.1802 +85.8592 -40.8341 +86.402 -41.1288 +86.9497 -41.421 +87.5023 -41.7105 +88.0599 -41.9974 +88.4884 -41.6859 +89.0106 -41.9442 +89.537 -42.2002 +90.0677 -42.4538 +90.6027 -42.7049 +91.142 -42.9534 +91.6857 -43.1994 +92.2337 -43.4428 +92.7862 -43.6836 +93.3431 -43.9217 +93.9044 -44.1571 +94.4702 -44.3897 +95.0405 -44.6195 +94.9257 -44.8053 +95.8064 -45.1414 +96.6975 -45.4707 +96.2738 -45.9963 +95.842 -46.5203 +96.458 -46.7718 +97.0797 -47.02 +97.7072 -47.2648 +98.3404 -47.5061 +98.9794 -47.7439 +99.6243 -47.9781 +100.202 -47.2665 +100.817 -47.4654 +101.436 -47.661 +102.06 -47.8533 +102.688 -48.0421 +103.321 -48.2275 +103.959 -48.4093 +104.601 -48.5877 +105.247 -48.7624 +105.898 -48.9335 +106.554 -49.1009 +106.692 -48.8414 +107.486 -49.0146 +108.285 -49.1823 +108.24 -49.2587 +109.351 -49.5235 +> AU-AN by Peter Bird October 2001 +> -Sf0.45/3p +109.351 -49.5235 +110.472 -49.779 +110.868 -49.8289 +111.129 -49.8004 +111.363 -49.9297 +111.666 -50.0838 +112.967 -50.2004 +114.024 -50.3877 +114.362 -49.8778 +115.5 -49.9743 +115.988 -49.8517 +116.256 -49.5404 +116.635 -49.2709 +117.523 -49.6199 +118.194 -49.8648 +118.547 -49.8017 +119.366 -49.9384 +120.273 -50.036 +120.516 -49.5243 +120.842 -48.8896 +121.555 -49.0056 +121.437 -49.6202 +121.866 -49.7355 +122.224 -49.8462 +122.553 -49.8116 +122.797 -49.7286 +123.013 -49.5424 +123.328 -49.5847 +123.771 -49.1216 +124.007 -48.9058 +124.213 -48.8476 +124.607 -48.9835 +124.992 -49.1528 +125.125 -49.3581 +125.262 -49.5983 +125.896 -49.7171 +126.074 -49.4014 +126.264 -49.0443 +126.434 -48.6297 +126.861 -48.6977 +127.313 -48.7639 +127.243 -49.2939 +127.196 -49.6429 +127.143 -49.9761 +128.312 -50.1592 +129.412 -50.348 +130.569 -50.5249 +131.256 -50.6037 +131.515 -50.2222 +132.261 -50.2228 +133.465 -50.3055 +134.245 -50.3475 +135.026 -50.3842 +135.246 -50.2093 +136.226 -50.2476 +136.946 -50.2204 +137.7 -50.2336 +138.401 -50.2311 +139.11 -50.2558 +139.645 -50.2794 +139.733 -51.1739 +139.813 -51.8376 +140.323 -51.7983 +140.4 -52.2743 +140.478 -52.7502 +140.584 -53.5044 +140.659 -53.8854 +141.451 -54.0528 +142.25 -54.2149 +143.778 -54.2343 +144.282 -54.7985 +145.401 -54.7555 +146.881 -54.6953 +> AU-AN Mueller et al. [1987] +> -Sf0.45/3p +146.881 -54.6953 +147.043 -55.1749 +147.206 -55.6536 +147.373 -56.1321 +147.545 -56.6104 +147.721 -57.0884 +147.902 -57.5662 +148.076 -57.5271 +148.806 -57.4358 +149.15 -58.1044 +149.398 -58.5518 +149.652 -58.9988 +150.006 -59.5704 +150.733 -59.4753 +151.008 -59.9442 +151.29 -60.4126 +152.473 -60.1764 +153.639 -59.9299 +154.294 -60.6813 +154.981 -61.4294 +155.701 -62.1738 +156.457 -62.9143 +157.97 -62.4781 +159.44 -62.0259 +160.865 -61.5586 +161.228 -61.4567 +> AN-NZ mostly Mueller et al. [1987]; edited by +> -Sf0.45/3p +-76.0062 -45.6585 +-76.6746 -45.6427 +-77.6607 -45.7605 +-77.764 -45.5885 +-77.9902 -45.0916 +-78.2065 -44.4111 +-78.8933 -44.5449 +-79.5858 -44.6655 +-80.2811 -44.7819 +-81.1065 -44.876 +-81.9346 -44.9641 +-82.1377 -44.404 +-82.3507 -43.639 +-82.5089 -42.8607 +-83.4475 -42.9815 +-83.4538 -42.873 +-83.6037 -42.2225 +-83.7162 -41.6737 +-83.8269 -41.1247 +-84.487 -41.1909 +-85.1484 -41.2533 +-86.2401 -41.3925 +-87.3364 -41.5213 +-87.4171 -41.2729 +-88.4467 -41.3187 +-89.2496 -41.3781 +-90.054 -41.4319 +-90.0876 -41.0585 +-90.7391 -41.0823 +-91.391 -41.1025 +-91.4756 -40.7319 +-91.5122 -40.2824 +-91.5483 -39.8329 +-91.6035 -39.3493 +-91.6579 -38.8656 +-92.3397 -38.9184 +-93.0225 -38.9673 +-93.0748 -38.4294 +-93.9963 -38.4823 +-94.0931 -37.717 +-94.1298 -37.0006 +-94.9095 -36.9851 +-95.6889 -36.9646 +-96.5515 -36.9209 +-97.4131 -36.871 +-97.4017 -36.2936 +-98.4167 -36.1928 +-99.5318 -36.1332 +-100.645 -36.0632 +-101.286 -35.997 +-101.926 -35.9274 +-102.565 -35.8544 +-103.202 -35.7781 +-103.998 -35.6944 +-104.793 -35.6055 +-105.391 -35.5236 +-105.988 -35.4388 +-106.666 -35.3935 +-107.343 -35.3445 +-108.071 -35.2404 +-108.797 -35.1319 +-109.259 -34.5446 +> PA-AN Mueller et al. [1987] +> -Sf0.45/3p +161.228 -61.4567 +161.975 -61.763 +162.579 -62.2128 +163.202 -62.6599 +163.773 -62.4746 +164.275 -62.3219 +164.768 -62.1772 +165.103 -62.0772 +165.653 -62.4727 +165.969 -62.6676 +166.62 -63.0869 +166.858 -63.2206 +167.55 -62.9712 +168.277 -62.7732 +168.708 -62.6321 +169.238 -62.4461 +169.605 -62.6762 +170.068 -62.9724 +170.441 -63.1488 +171.009 -63.4473 +171.64 -63.8072 +172.164 -64.0974 +172.52 -64.2561 +173.631 -64.7379 +174.242 -64.5079 +174.814 -64.3149 +175.162 -64.1741 +175.582 -63.984 +176.063 -64.1878 +176.549 -64.4101 +176.819 -64.506 +177.338 -64.7362 +177.889 -64.9749 +178.24 -65.0791 +178.759 -65.274 +179.381 -65.4773 +179.963 -65.7385 +-179.197 -65.9859 +-178.793 -66.1632 +-177.926 -65.8623 +-177.072 -65.6069 +-175.729 -65.1825 +-175.07 -65.505 +-174.418 -65.8352 +-173.709 -65.5061 +-172.517 -64.9783 +-171.3 -64.3564 +-170.043 -64.8585 +-169.839 -64.7637 +-169.109 -64.2448 +-168.379 -63.7303 +-167.513 -63.106 +-166.608 -62.49 +-166.199 -62.6056 +-165.149 -63.007 +-163.921 -63.4667 +-163.001 -62.9675 +-162.061 -62.3936 +-161.338 -62.6144 +-160.43 -62.9233 +-159.888 -62.5954 +-158.703 -63.0044 +-158.394 -62.7885 +-157.601 -63.07 +-156.717 -63.324 +-156.022 -62.9525 +-155.254 -62.4327 +-154.324 -61.7762 +-154.181 -61.8361 +-153.661 -61.3992 +-152.943 -60.8407 +-152.119 -60.1575 +-151.329 -59.4694 +-150.382 -59.7176 +-149.809 -59.3141 +-149.264 -58.8221 +-148.276 -58.13 +-147.692 -57.5547 +-147.167 -57.6379 +-146.681 -57.3076 +-145.979 -56.6686 +-145.412 -56.2277 +-144.857 -55.7842 +-144.482 -55.9103 +-143.324 -56.2625 +-142.086 -56.6193 +-141.211 -56.8392 +-140.325 -57.0528 +-140.041 -56.7722 +-139.545 -56.2678 +-139.191 -55.7249 +-139.578 -55.6146 +-139.253 -55.2509 +-138.799 -54.7123 +-138.338 -54.141 +-137.89 -53.5679 +-137.522 -53.6878 +-136.59 -53.9067 +-136.18 -53.3957 +-135.307 -53.643 +-134.205 -53.8871 +-132.87 -54.2371 +-132.126 -54.4323 +-131.375 -54.6229 +-130.059 -54.9314 +-129.345 -55.1286 +-128.624 -55.3215 +-127.231 -55.5654 +-126.8 -55.0641 +-126.197 -55.1382 +-125.077 -55.4541 +-124.262 -55.5873 +-123.442 -55.715 +-122.655 -55.8731 +-121.862 -56.0262 +-121.635 -55.8321 +-121.228 -55.2189 +-120.663 -54.4098 +-119.685 -54.6416 +-118.581 -54.8185 +-118.313 -54.3503 +-118.037 -53.6908 +-117.661 -53.1241 +-118.977 -52.8974 +-118.875 -52.7524 +-118.422 -52.212 +-118.12 -51.7718 +-117.824 -51.3309 +-117.522 -50.8747 +-117.225 -50.4178 +-116.802 -49.8934 +-116.388 -49.3675 +-115.233 -49.5892 +-114.556 -49.721 +-113.875 -49.8489 +-113.745 -49.3574 +-113.528 -48.841 +-113.315 -48.3242 +-113.131 -47.7733 +-112.95 -47.2221 +-112.685 -46.5385 +-112.426 -45.8544 +-112.675 -45.8327 +-112.55 -45.4942 +-112.381 -44.9378 +-112.216 -44.3811 +-111.971 -43.7738 +-111.73 -43.1659 +-111.538 -42.6833 +-111.349 -42.2004 +-110.954 -42.2487 +-110.832 -41.3555 +-110.754 -40.7597 +-110.677 -40.1638 +-110.533 -39.5749 +-110.391 -38.9858 +-111.27 -38.9785 +-111.268 -38.8776 +-111.067 -38.276 +-110.869 -37.6741 +-110.668 -37.0423 +-110.471 -36.4102 +-110.739 -36.3578 +-110.715 -36.2186 +-110.579 -35.8301 +-110.895 -35.7967 +-110.877 -35.3191 +-110.827 -35.0908 +> AN-SA Mueller et al. [1987] +> -Sf0.45/3p +-0.4379 -54.8518 +-1.03898 -55.019 +-1.60588 -55.1293 +-1.61369 -55.6529 +-2.07998 -55.6568 +-2.89625 -55.7072 +-3.72024 -55.7399 +-4.05601 -55.7694 +-4.69061 -55.8072 +-4.67546 -56.2102 +-4.69342 -56.5916 +-5.44832 -56.627 +-6.05679 -56.6721 +-6.09431 -56.9823 +-6.13025 -57.2402 +-6.53815 -57.27 +-6.99917 -57.3176 +-7.01278 -57.6172 +-7.00902 -57.8694 +-7.52477 -57.9204 +-8.60685 -57.9888 +-9.88532 -58.0915 +-11.1897 -58.1577 +-12.6489 -58.2406 +-13.9543 -58.3173 +-15.0689 -58.3904 +-15.9715 -58.4388 +-16.0047 -58.4593 +-16.2258 -58.7672 +-16.41 -59.0984 +-16.9169 -59.0982 +-17.667 -59.1289 +-18.06 -59.1526 +-18.1233 -59.5093 +-18.4325 -59.5423 +-18.5472 -59.9376 +-18.6464 -60.25 +-19.3705 -60.2891 +-19.5812 -60.8108 +-20.651 -60.7817 +-21.7186 -60.7441 +-22.9137 -60.7232 +-24.1069 -60.6917 +-25.0935 -60.545 +-26.0709 -60.391 +> AN\SA by Peter Bird 1999 +> -Sf0.45/3p+t+r +-76.4833 -52.0684 +-76.6257 -51.3775 +-76.7565 -50.7289 +-76.9898 -49.8446 +-77.024 -49.1923 +-76.9255 -48.5065 +-76.6497 -47.8746 +-76.321 -47.4777 +-75.9972 -47.0799 +-75.9581 -46.422 +-76.0062 -45.6585 +> AR-EU by Peter Bird 1999 +> -Sf0.45/3p +65.0282 24.3824 +64.1615 24.3498 +63.3656 24.2854 +62.5806 24.283 +61.9554 24.0869 +61.3646 24.122 +60.8696 24.1775 +60.3741 24.2315 +59.6026 24.3113 +58.7157 24.3633 +57.8316 24.4427 +57.3454 24.7884 +57.1214 25.5518 +57.057 26.0485 +56.9921 26.5452 +56.8753 27.3007 +56.4233 27.3685 +55.6618 26.9471 +54.7283 26.6679 +53.8601 26.7173 +53.2406 27.1213 +52.5038 27.5611 +51.912 27.9573 +51.283 28.4873 +50.9981 29.0719 +51.0573 29.578 +50.4526 30.1031 +49.974 30.4532 +49.4919 30.8016 +49.2649 31.2117 +49.036 31.6214 +48.4892 32.2374 +48.1702 32.3082 +47.7702 32.3111 +47.4107 32.4479 +46.6076 32.8874 +45.9177 33.3905 +45.5052 33.8933 +45 34.5906 +> SU/AU Mueller et al. [1987] +> -Sf0.45/3p+t+l +104.576 -8.16657 +104.981 -8.5688 +105.59 -8.92628 +106.123 -9.23956 +106.345 -9.37105 +106.827 -9.66517 +107.379 -9.89028 +107.836 -10.0528 +108.363 -10.1777 +109.067 -10.3276 +109.626 -10.3713 +110.159 -10.4399 +110.615 -10.4773 +111.015 -10.4773 +111.523 -10.5772 +112.17 -10.652 +112.563 -10.758 +113.204 -10.8702 +113.756 -10.9636 +114.41 -11.0882 +115.013 -11.1505 +115.571 -11.2189 +116.174 -11.275 +116.853 -11.331 +117.576 -11.3372 +118.236 -11.3869 +118.75 -11.3621 +119.27 -11.3932 +119.841 -11.4616 +120.451 -11.5238 +120.886 -11.4925 +> TI-AU Mueller et al. [1987] +> -Sf0.45/3p +120.886 -11.4925 +121.11 -11.4927 +121.783 -11.4118 +122.627 -11.1878 +123.217 -10.9948 +123.96 -10.7081 +124.734 -10.39 +125.159 -10.159 +125.482 -9.98405 +125.869 -9.78401 +126.333 -9.59637 +126.853 -9.38984 +127.43 -9.22077 +127.9 -9.13307 +128.376 -9.09547 +129.106 -9.02027 +129.861 -8.92625 +130.54 -8.7256 +130.933 -8.56249 +131.415 -8.26747 +> TI-AU by Peter Bird September 2001 +> -Sf0.45/3p +131.415 -8.26747 +131.867 -7.6612 +132.431 -6.98943 +132.689 -6.68099 +> PA-AU Mueller et al. [1987] +> -Sf0.45/3p +159.803 -60.0055 +160.327 -60.5039 +160.74 -61.0526 +161.129 -61.3842 +161.228 -61.4567 +> AU\PA Mueller et al. [1987] +> -Sf0.45/3p+t+r +166.951 -44.9871 +167.1 -44.8262 +167.368 -44.6478 +167.688 -44.466 +168.081 -44.3297 +168.488 -44.166 +168.77 -44.0215 +> AU-PA Mueller et al. [1987] +> -Sf0.45/3p +168.77 -44.0215 +169.136 -43.8453 +169.647 -43.5943 +170.103 -43.3578 +170.638 -43.0879 +170.995 -42.9318 +171.277 -42.743 +171.473 -42.6755 +171.859 -42.6156 +172.593 -42.483 +173.126 -42.3917 +173.724 -42.2908 +174.304 -42.2013 +174.988 -42.1219 +175.503 -42.0593 +> KE/PA Mueller et al. [1987] +> -Sf0.45/3p+t+l +175.503 -42.0593 +176.081 -41.91 +176.673 -41.756 +177.123 -41.6566 +177.607 -41.4997 +178.015 -41.1879 +178.284 -40.8071 +178.566 -40.424 +178.792 -40.087 +178.95 -39.6848 +179.125 -39.2296 +179.215 -38.8885 +179.366 -38.538 +179.569 -38.2045 +179.838 -37.4758 +-179.811 -36.793 +-179.371 -36.179 +-179.044 -35.5423 +-178.641 -35.0218 +-178.539 -34.7058 +-178.413 -34.4854 +-178.294 -34.2413 +-178.208 -33.8459 +-177.981 -33.5795 +-177.81 -33.1908 +-177.666 -32.6959 +-177.649 -32.2028 +-177.538 -31.9574 +-177.301 -31.7932 +-177.108 -31.4517 +-176.919 -31.0374 +-176.69 -30.6779 +-176.547 -30.3215 +-176.339 -29.8808 +-176.153 -29.4691 +-176.078 -29.0653 +-175.995 -28.6971 +-175.885 -28.2638 +-175.785 -27.7843 +-175.545 -27.318 +-175.4 -26.8569 +-175.423 -26.4372 +-175.415 -26.0248 +-175.382 -25.7295 +-175.297 -25.4257 +-175.261 -25.1425 +-175.229 -24.8362 +-175.209 -24.4719 +-175.102 -24.0701 +-174.985 -23.7499 +> TO/PA Mueller et al. [1987] +> -Sf0.45/3p+t+l +-174.985 -23.7499 +-174.842 -23.5126 +-174.663 -23.2205 +-174.489 -22.9058 +-174.323 -22.6169 +-174.139 -22.2898 +-173.952 -21.9153 +-173.818 -21.5263 +-173.703 -21.2476 +-173.551 -20.8926 +-173.403 -20.5862 +-173.218 -20.204 +-173.053 -19.7788 +-172.97 -19.4608 +-172.874 -19.071 +-172.786 -18.7769 +-172.698 -18.4832 +-172.591 -18.1523 +-172.54 -17.9348 +-172.445 -17.6766 +-172.374 -17.2706 +-172.335 -16.9629 +-172.311 -16.7157 +-172.307 -16.3319 +-172.3 -16.041 +-172.331 -15.732 +-172.355 -15.5611 +-172.428 -15.3734 +-172.602 -15.1514 +-172.774 -15.033 +-172.939 -14.8669 +-173.13 -14.7848 +-173.273 -14.6967 +-173.407 -14.584 +> KE-AU Circum Pacific Map Project [1981] +> -Sf0.45/3p +-177.419 -24.1051 +-177.448 -24.242 +-177.552 -24.7196 +-177.657 -25.1971 +-177.793 -25.9755 +-178.017 -26.7672 +-178.248 -27.3765 +-178.482 -27.9855 +-178.713 -28.6927 +-178.966 -29.4983 +-179.074 -29.7924 +-179.226 -30.3553 +-179.393 -30.9968 +-179.515 -31.3328 +-179.74 -31.751 +179.98 -32.3467 +179.657 -33.0187 +179.345 -33.6016 +178.996 -34.246 +178.681 -34.7863 +178.403 -35.1612 +177.89 -35.9174 +177.507 -36.461 +177.049 -37.1022 +176.77 -37.485 +176.509 -37.8849 +176.241 -38.2869 +175.995 -38.6742 +175.932 -38.7623 +175.609 -39.2297 +176.074 -40.0461 +175.868 -40.3108 +175.537 -40.5983 +175.324 -40.7906 +175.012 -40.9786 +174.632 -41.1571 +174.763 -41.5656 +174.945 -41.7569 +175.503 -42.0593 +> PA-NI Mueller et al. [1987] +> -Sf0.45/3p +-176.346 -14.634 +-175.865 -14.4781 +-175.309 -14.4066 +-174.754 -14.3339 +-174.083 -14.3791 +-173.836 -14.5338 +> PA-TO +> -Sf0.45/3p +-173.836 -14.5338 +-173.407 -14.584 +> WL-MO by Peter Bird 2001.05 +> -Sf0.45/3p +138.972 -1.6075 +139.205 -2.09261 +139.439 -2.57768 +139.809 -3.17775 +140.07 -3.64451 +140.328 -4.04505 +140.566 -4.5857 +140.798 -5.10959 +> WL-AU by Peter Bird 2001.05 +> -Sf0.45/3p +140.798 -5.10959 +140.847 -5.14497 +141.483 -5.7274 +142.231 -5.98645 +142.956 -6.29475 +143.569 -6.55817 +144.136 -6.81309 +144.74 -7.02342 +145.249 -7.37364 +145.666 -7.66091 +146.398 -8.10254 +146.918 -8.41044 +146.954 -8.59828 +> SB/SS Circum Pacific Map Project [1981] +> -Sf0.45/3p+t+l +148.587 -7.39451 +149.314 -7.03217 +149.86 -6.93936 +150.146 -6.88149 +150.663 -6.69359 +151.148 -6.44252 +151.519 -6.21031 +151.876 -5.92553 +152.257 -5.7549 +152.653 -5.64024 +153.107 -5.74072 +153.519 -5.94643 +153.93 -6.265 +> NB/SS Circum Pacific Map Project [1981] +> -Sf0.45/3p+t+l +153.93 -6.265 +154.225 -6.50689 +154.54 -6.81779 +154.927 -7.29284 +> PA/SS Circum Pacific Map Project [1981] +> -Sf0.45/3p+t+l +154.927 -7.29284 +155.454 -7.48875 +> PA/WL Circum Pacific Map Project [1981] +> -Sf0.45/3p+t+l +155.454 -7.48875 +155.812 -7.70595 +156.047 -7.88376 +156.296 -8.17405 +> SS\WL Lock et al. [1987] +> -Sf0.45/3p+t+r +148.587 -7.39451 +148.733 -7.47525 +148.944 -7.60693 +149.148 -7.66468 +149.334 -7.66492 +149.609 -7.62419 +149.866 -7.61219 +150.173 -7.629 +150.555 -7.68698 +150.917 -7.75724 +151.307 -7.85219 +151.68 -7.95532 +152.062 -8.10364 +152.411 -8.26014 +152.685 -8.38779 +152.959 -8.54419 +153.108 -8.68401 +153.17 -8.78265 +153.237 -8.88951 +153.255 -9.18615 +> AU-WL by Peter Bird 2001.05 +> -Sf0.45/3p +151.654 -9.76005 +151.545 -9.67589 +151.005 -9.68138 +150.466 -9.68686 +150.245 -9.94531 +149.676 -9.80087 +149.133 -9.35255 +148.751 -9.56973 +148.207 -9.21176 +147.539 -8.88649 +146.954 -8.59828 +> PA/AU Mueller et al. [1987] +> -Sf0.45/3p+t+l +156.296 -8.17405 +156.467 -8.3819 +156.706 -8.5629 +156.782 -8.60178 +156.858 -8.61536 +156.935 -8.64158 +157.049 -8.70619 +157.177 -8.74562 +157.241 -8.7843 +157.317 -8.82313 +157.419 -8.9002 +157.572 -8.96515 +157.648 -9.00394 +157.724 -9.06805 +157.827 -9.10708 +157.916 -9.15863 +157.992 -9.21004 +158.056 -9.24866 +158.145 -9.31285 +158.273 -9.39006 +158.388 -9.44177 +158.478 -9.48058 +158.58 -9.50679 +158.709 -9.54586 +158.773 -9.55904 +158.85 -9.58499 +158.926 -9.6236 +159.003 -9.64952 +159.068 -9.68801 +159.119 -9.72641 +159.17 -9.7648 +159.221 -9.82854 +159.285 -9.87969 +159.362 -9.93092 +159.439 -9.96945 +159.503 -10.0206 +159.58 -10.0844 +159.644 -10.1229 +159.708 -10.1739 +159.772 -10.1997 +159.837 -10.2507 +159.914 -10.2765 +159.978 -10.3149 +160.068 -10.3787 +160.132 -10.417 +160.21 -10.4681 +160.287 -10.5192 +160.364 -10.5702 +160.493 -10.6341 +160.544 -10.6723 +160.622 -10.7233 +160.725 -10.787 +160.776 -10.8379 +160.867 -10.9142 +160.931 -10.9651 +160.996 -11.0287 +161.06 -11.0541 +161.125 -11.1304 +161.202 -11.1685 +161.306 -11.194 +161.384 -11.2321 +161.461 -11.2448 +161.552 -11.2829 +161.72 -11.3209 +161.798 -11.3589 +161.901 -11.3968 +162.018 -11.422 +162.109 -11.4345 +162.225 -11.4216 +162.354 -11.4212 +162.484 -11.4208 +162.626 -11.3823 +162.833 -11.356 +163.053 -11.3106 +163.195 -11.2908 +163.311 -11.2647 +163.505 -11.2381 +163.699 -11.1987 +163.854 -11.1848 +163.996 -11.1583 +164.151 -11.1443 +164.267 -11.1179 +164.409 -11.0913 +164.512 -11.0903 +164.641 -11.1143 +164.758 -11.1637 +164.901 -11.2002 +165.07 -11.2869 +165.252 -11.4113 +165.396 -11.5487 +165.514 -11.6864 +165.621 -11.8875 +165.715 -12.1266 +165.77 -12.3157 +165.838 -12.5171 +165.894 -12.744 +165.909 -12.8703 +165.952 -13.0721 +166.02 -13.2608 +166.09 -13.5126 +166.132 -13.6763 +166.154 -13.7794 +> NH/AU Mueller et al. [1987] +> -Sf0.45/3p+t+l +166.154 -13.7794 +166.161 -13.8276 +166.204 -13.9913 +166.234 -14.1805 +166.25 -14.3447 +166.252 -14.4205 +166.268 -14.5594 +166.271 -14.6859 +166.262 -14.8885 +166.213 -15.0413 +166.228 -15.1296 +166.217 -15.2437 +166.193 -15.3454 +166.209 -15.4337 +166.225 -15.5599 +166.227 -15.6737 +166.27 -15.7993 +166.285 -15.8875 +166.34 -15.9749 +166.395 -16.0875 +166.45 -16.1874 +166.506 -16.3 +166.562 -16.4378 +166.604 -16.538 +166.659 -16.6251 +166.728 -16.7372 +166.81 -16.8363 +166.868 -16.9866 +166.95 -17.0982 +167.059 -17.209 +167.155 -17.3074 +167.171 -17.3955 +167.215 -17.5206 +167.245 -17.6335 +167.275 -17.759 +167.32 -17.9219 +167.35 -18.0221 +167.394 -18.1472 +167.424 -18.2473 +167.455 -18.3601 +167.486 -18.4855 +167.504 -18.6113 +167.521 -18.7118 +167.607 -18.8859 +167.68 -19.0477 +167.727 -19.2356 +167.812 -19.3716 +167.886 -19.5332 +167.943 -19.6322 +168.003 -19.769 +168.075 -19.8926 +168.16 -20.0031 +168.191 -20.0903 +168.263 -20.2012 +168.335 -20.3246 +168.396 -20.4737 +168.512 -20.6457 +168.585 -20.7815 +168.645 -20.8926 +168.705 -21.0162 +168.776 -21.1015 +168.879 -21.261 +168.996 -21.4198 +169.054 -21.5055 +169.143 -21.6401 +169.215 -21.725 +169.288 -21.8225 +169.32 -21.9092 +169.419 -21.9801 +169.491 -22.0522 +169.577 -22.1236 +169.719 -22.2298 +169.835 -22.3499 +169.95 -22.4447 +170.036 -22.5157 +170.109 -22.5873 +170.221 -22.6442 +170.321 -22.7017 +170.42 -22.7591 +170.547 -22.8274 +170.66 -22.8838 +170.745 -22.9166 +170.842 -22.9486 +170.939 -22.968 +171.037 -22.9998 +171.162 -23.0299 +171.288 -23.0724 +171.385 -23.0915 +171.496 -23.1096 +171.62 -23.1268 +171.703 -23.1464 +171.854 -23.1491 +171.95 -23.1553 +172.06 -23.173 +172.197 -23.1763 +172.278 -23.1707 +172.361 -23.1775 +172.439 -23.1781 +> CA-NA by Peter Bird 1999 +> -Sf0.45/3p +-61.5534 18.9589 +-62.1765 19.2752 +-62.8467 19.5743 +-63.3598 19.6915 +-63.7601 19.7242 +-64.3436 19.7794 +-65.1285 19.8329 +-65.694 19.8288 +-66.2594 19.8246 +-67.0405 19.7543 +-67.5313 19.7213 +-68.0218 19.687 +-68.8528 19.589 +-69.4148 19.6961 +-69.9775 19.8015 +-70.6265 20.0022 +-71.2771 20.2005 +-71.8044 20.2665 +-72.3322 20.331 +-73.2385 20.2913 +-73.9942 20.1659 +-74.7486 20.0372 +-75.2388 19.9902 +-75.7287 19.9419 +-76.3564 19.8453 +-76.9834 19.7465 +-77.6726 19.6228 +-78.3607 19.4965 +-79.011 19.3815 +-79.6604 19.2642 +-80.2095 19.1597 +-80.7579 19.0536 +-81.2563 18.9598 +-81.7541 18.8647 +-81.6893 18.3332 +-81.6248 17.8016 +-82.2442 17.6907 +-82.8646 17.6257 +-83.7058 17.4809 +-84.2479 17.344 +-84.9097 17.1066 +-85.6714 16.911 +-86.3195 16.6945 +-86.9661 16.4759 +-87.7228 16.2506 +-88.351 15.9583 +-88.8764 15.6222 +-89.3716 15.215 +-89.718 14.8151 +-90.0373 14.3923 +-90.426 13.9172 +-90.8103 13.3941 +-90.898 12.5837 +> CA/CO by Peter Bird 1999 +> -Sf0.45/3p+t+l +-90.898 12.5837 +-90.2927 12.5426 +-89.619 12.2948 +-88.9197 11.9992 +-88.319 11.6968 +-87.8901 11.3967 +-87.4621 11.0959 +-86.9749 10.5473 +-86.648 10.235 +> CA-SA by Peter Bird 1999 +> -Sf0.45/3p +-63.8782 10.5316 +-63.2327 10.5091 +-62.6409 10.4818 +-62.1579 10.4585 +-61.5422 10.4273 +-60.9266 10.3949 +-60.4573 10.3453 +-59.9882 10.2951 +-59.1214 10.22 +-58.6392 10.1902 +-58.1571 10.1597 +> CA/SA by Peter Bird 1999 +> -Sf0.45/3p+t+l +-58.1571 10.1597 +-57.7617 10.6345 +-57.5326 11.1438 +-57.4238 11.6612 +-57.4681 12.4273 +-57.568 13.1016 +-57.7107 13.874 +-57.7906 14.4989 +-57.9132 14.8642 +-58.2884 15.15 +-58.5263 15.2839 +-58.6661 15.4116 +-58.6919 15.7703 +-58.8011 15.9911 +-58.824 16.397 +-59.0883 16.9121 +-59.4648 17.2431 +-59.819 17.5484 +-60.0513 17.8225 +-60.2784 18.191 +-60.5338 18.5131 +-60.729 18.5946 +-60.912 18.8885 +-61.5534 18.9589 +> CO\NA by Peter Bird 1999 +> -Sf0.45/3p+t+r +-90.898 12.5837 +-91.3079 12.8322 +-91.7186 13.0801 +-92.0632 13.2712 +-92.2724 13.2233 +-92.5992 13.498 +-92.9619 13.7221 +-93.3094 13.7932 +-93.6558 14.0161 +-94.0552 14.2221 +-94.5422 14.4786 +-94.8729 14.6998 +-95.117 14.8866 +-95.4663 15.0902 +-95.7986 15.2765 +-96.219 15.3609 +-96.727 15.3601 +-97.2174 15.3584 +-97.6914 15.508 +-98.1657 15.6399 +-98.5878 15.7715 +-99.0281 15.9191 +-99.4347 16.134 +-99.806 16.298 +-100.336 16.4424 +-100.867 16.6363 +-101.703 17.0256 +-102.432 17.2799 +-103.2 17.6155 +-103.792 17.92 +-104.191 18.1383 +-104.406 18.209 +-104.725 18.3684 +-105.043 18.6216 +-105.247 18.7619 +> CO-PA truncated from Mueller et al. [1987] +> -Sf0.45/3p +-105.586 17.8808 +-105.399 17.7679 +-105.367 17.0308 +-105.398 16.2605 +-105.357 15.5576 +-105.32 15.1076 +-104.69 15.2745 +-104.563 14.6722 +-104.437 14.0698 +-104.181 13.3284 +-103.927 12.5868 +-103.772 11.8904 +-103.875 11.8723 +-103.807 11.4045 +-103.739 10.9366 +-103.628 10.2746 +-103.598 10.1232 +-104.296 10.0171 +-104.296 9.17474 +-104.258 8.45574 +-104.229 8.34001 +-103.595 8.37048 +-102.961 8.39993 +-102.81 7.79085 +-102.659 7.18172 +-102.558 6.35535 +-102.457 5.52897 +-102.32 4.65326 +-102.184 3.77753 +-102.259 3.75071 +-102.199 3.45816 +-102.219 3.23869 +> CO-NZ Mueller et al. [1987] +> -Sf0.45/3p +-99.7389 2.26882 +-99.657 2.19007 +-98.9175 2.11218 +-98.8886 2.21253 +-98.3674 2.14463 +-97.8463 2.07656 +-97.5512 2.08841 +-97.5851 1.89824 +-96.88 1.88568 +-96.175 1.87283 +-96.1202 2.23785 +-95.2241 2.22175 +-95.1982 2.50694 +-94.4044 2.43994 +-93.6107 2.37248 +-92.9279 2.29988 +-92.2451 2.22695 +-92.0902 2.19975 +-92.1183 1.99009 +-91.5376 2.01117 +-91.5608 1.81659 +-90.6973 1.73615 +-90.6632 1.12041 +-89.7836 1.0729 +-88.9041 1.02514 +-88.0245 0.977144 +-87.145 0.928909 +-86.2656 0.880462 +-85.3861 0.831804 +-85.3494 1.64441 +-84.5759 1.59812 +-84.5713 2.06618 +-84.5667 2.53424 +-84.4671 3.11226 +-83.9225 3.13869 +-83.3779 3.16485 +-82.8064 3.11792 +-82.875 3.5949 +-82.875 4.07188 +-82.875 4.56303 +-82.875 5.05417 +-82.875 5.83296 +-82.875 6.56231 +-82.8749 7.11804 +-82.8748 7.36639 +> EU-IN by Peter Bird 1999 +> -Sf0.45/3p +65.0282 24.3824 +65.4921 24.6201 +65.9578 24.8564 +66.5296 25.1787 +67.1044 25.4987 +67.2681 25.9839 +67.2526 26.5184 +67.2478 27.0854 +67.3322 27.9115 +67.3421 28.4041 +67.2397 28.5731 +67.2767 29.3768 +67.3011 29.7948 +67.8492 30.0735 +68.3105 29.878 +68.6795 29.209 +69.0855 29.0959 +69.8806 29.2618 +70.0995 29.8402 +70.1783 30.423 +70.258 31.0057 +70.101 31.4594 +69.9425 31.913 +70.4394 32.431 +70.9421 32.9471 +71.392 33.4768 +71.8474 34.0048 +72.4591 34.6822 +> EU-IN by Peter Bird 1999 +> -Sf0.45/3p +72.4591 34.6822 +73.0296 34.1759 +73.5933 33.6669 +74.3142 33.1594 +75.0894 32.8806 +75.6749 32.1894 +75.722 31.6333 +76.521 31.1537 +77.0067 30.7376 +77.6407 30.558 +78.0762 30.2261 +78.4224 29.8869 +78.9118 29.6776 +79.1969 29.3934 +79.7898 29.1428 +80.2265 29.093 +80.5465 28.975 +81.043 28.7902 +81.361 28.4135 +82.2004 28.1669 +82.9354 27.8815 +83.6667 27.5929 +84.1585 27.4519 +84.6491 27.3091 +85.6219 27.1704 +86.2515 27.0946 +86.4809 26.7372 +86.8204 26.6683 +87.2186 27.022 +87.745 26.9089 +88.32 26.885 +89.2821 27.0268 +89.7724 26.8472 +90.3294 26.937 +91.258 27.0075 +91.7812 27.0329 +92.3047 27.0564 +93.2334 27.1165 +93.5704 27.1098 +94.189 27.5008 +94.8287 27.9182 +95.4657 28.1832 +96.2345 28.1349 +96.7916 28.1099 +97.3484 28.0826 +> NA-EU by Peter Bird 1999 +> -Sf0.45/3p +125.679 78.1326 +126.457 77.6844 +127.181 77.2341 +127.634 76.6425 +128.05 76.0501 +128.519 75.4945 +128.955 74.938 +129.595 74.4788 +130.2 74.0179 +131.263 73.3715 +132.483 72.6946 +133.267 72.2815 +134.017 71.8654 +134.854 71.2683 +135.595 70.6916 +135.962 70.5295 +136.758 69.9536 +137.368 69.6349 +138.523 69.0423 +138.963 68.4765 +139.381 67.9097 +140.33 67.4472 +141.242 66.9794 +142.503 66.6537 +143.731 66.3181 +144.344 65.8035 +144.932 65.2865 +> NA-EU Mueller et al. [1987] +> -Sf0.45/3p +-15.7156 69.5499 +-15.4245 69.8397 +-15.0245 70.1685 +-14.7339 70.3891 +-14.4479 70.3539 +-14.2367 70.5174 +-14.0364 70.7261 +-13.8924 70.8158 +-13.3957 70.7716 +-12.9046 70.6977 +-12.2549 70.563 +-12.0094 70.7065 +-11.6689 70.8763 +-11.3563 71.0519 +-11.8649 71.1472 +-12.3591 71.2522 +-12.1057 71.3958 +-11.7138 71.5878 +-11.3695 71.7744 +-10.356 71.6145 +-9.39339 71.4561 +-7.94124 71.2166 +-7.37469 71.1248 +-6.89992 71.2816 +-6.33268 71.3872 +-5.91711 71.4646 +-5.69853 71.5398 +-5.15729 71.431 +-4.74125 71.3332 +-4.36039 71.4324 +-4.07245 71.4905 +-3.69231 71.398 +-2.93661 71.5002 +-2.39894 71.5917 +-1.74252 71.6851 +-0.975025 71.8151 +-0.392476 71.9105 +0.281065 72.0148 +0.900715 72.1337 +1.99058 72.3278 +2.78103 72.4331 +3.60937 72.5801 +4.2999 72.697 +4.96961 72.8205 +5.58598 72.9243 +6.05514 73.0188 +6.78173 73.1448 +7.07072 73.2035 +7.391 73.2524 +7.79122 73.3712 +8.15023 73.4272 +8.38583 73.4853 +8.65212 73.5335 +8.83803 73.6282 +8.95698 73.7064 +9.03691 73.7585 +9.13963 73.882 +9.20295 73.9795 +9.20769 74.0964 +9.15258 74.2327 +9.13259 74.3772 +8.98399 74.5426 +8.78099 74.7631 +8.63037 74.9462 +8.46028 75.0755 +8.2122 75.1882 +7.94643 75.3817 +7.84163 75.5273 +7.60333 75.7289 +7.59292 75.9807 +7.51523 76.1167 +7.48044 76.279 +7.55713 76.4307 +7.56302 76.6015 +7.61545 76.7985 +7.62226 76.9692 +7.67201 77.1484 +7.809 77.4791 +7.88003 77.7119 +7.77119 77.9112 +7.82691 78.0903 +7.78484 78.2347 +6.77554 78.4438 +5.59209 78.641 +4.69068 78.8058 +3.85706 78.95 +3.43173 79.0302 +3.90068 79.228 +4.39026 79.5327 +3.29588 79.6575 +2.37761 79.7797 +1.4866 79.9085 +0.627928 80.0264 +-0.250723 80.1421 +-0.968769 80.2132 +-1.76559 80.3085 +-2.34079 80.3704 +-1.68388 80.6248 +-2.94156 80.7555 +-3.36375 80.7922 +-2.77949 80.9929 +-2.41413 81.1256 +-3.45411 81.2505 +-4.64116 81.3697 +-4.15208 81.5521 +-3.90911 81.6203 +-5.03297 81.9128 +-4.53664 82.0501 +-3.79607 82.2903 +-3.69993 82.3281 +-5.00975 82.5194 +-5.86541 82.6912 +-7.2124 82.8685 +-6.2343 83.0004 +-5.15419 83.2491 +-4.14804 83.4296 +-3.20433 83.5703 +-2.36257 83.6896 +-1.20617 83.8642 +-0.469122 83.9965 +0.404991 84.1017 +1.30114 84.2233 +2.23513 84.3435 +3.02402 84.4618 +3.84819 84.5611 +4.03467 84.5969 +4.50755 84.5702 +5.1775 84.6321 +6.6654 84.7622 +8.13393 84.8982 +8.93766 85.0094 +9.8085 84.9579 +10.6588 85.067 +11.7036 85.1373 +13.242 85.2814 +14.6662 85.3797 +16.0626 85.4855 +17.89 85.5912 +19.2845 85.6842 +21.3426 85.7987 +23.347 85.8174 +25.3828 85.8591 +27.4273 85.8674 +28.1433 85.8745 +29.2294 85.8101 +30.9721 85.9083 +33.34 86.0534 +35.6067 86.1607 +38.3013 86.2915 +41.7555 86.4316 +43.4795 86.4958 +46.3137 86.5612 +46.0625 86.5982 +47.5235 86.6406 +50.7696 86.706 +54.5614 86.7459 +58.0178 86.7875 +61.5056 86.8049 +62.4625 86.7548 +66.5438 86.6549 +66.301 86.6065 +69.7522 86.4724 +68.2081 86.3058 +70.9259 86.2026 +72.9842 86.1063 +75.0293 85.9885 +76.326 85.9167 +78.4034 85.7682 +81.1027 85.6388 +83.1425 85.556 +84.8021 85.4998 +86.8021 85.4175 +88.4863 85.3456 +89.9804 85.2957 +92.3129 85.2292 +94.1554 85.1545 +95.8392 85.1018 +97.2727 85.0279 +98.5682 84.9604 +99.4436 84.9108 +102.918 84.6639 +103.943 84.5785 +105.302 84.4855 +106.759 84.3686 +107.709 84.2946 +108.939 84.1936 +109.727 84.1097 +110.959 83.9655 +111.974 83.8238 +112.843 83.6744 +113.723 83.5124 +114.558 83.3209 +115.258 83.1508 +115.793 83.0141 +116.582 82.7402 +117.171 82.5394 +117.755 82.2981 +119.1 82.0874 +119.984 81.5953 +121.004 81.1146 +121.898 80.6434 +122.639 80.2061 +123.408 79.7593 +125.188 78.9901 +125.679 78.1326 +> NA-EU Mueller et al. [1987] +> -Sf0.45/3p +-29.7698 39.3996 +-29.6089 39.9928 +-29.6127 40.0328 +-29.5802 40.0788 +-29.5881 40.1065 +-29.6565 40.1068 +-29.6398 40.2082 +-29.6313 40.2851 +-29.5984 40.3835 +-29.5695 40.4695 +-29.577 40.5495 +-29.5605 40.5987 +-29.346 40.5699 +-29.2999 40.705 +-29.2777 40.871 +-29.256 40.9847 +-29.242 41.1261 +-29.2286 41.2153 +-29.3223 41.2467 +-29.292 41.3849 +-29.2452 41.52 +-29.206 41.6828 +-29.2003 41.7997 +-29.1616 41.9101 +-29.2606 41.9294 +-29.242 42.0831 +-29.2449 42.1754 +-29.2233 42.2368 +-29.2226 42.2891 +-29.4347 42.2905 +-29.3918 42.4133 +-29.3696 42.5271 +-29.3394 42.613 +-29.3177 42.6744 +-29.3214 42.7145 +-29.3715 42.724 +-29.3492 42.8378 +-29.3268 42.9515 +-29.3175 43.0284 +-29.3168 43.0807 +-29.1736 43.0796 +-29.0914 43.2082 +-29.0079 43.389 +-28.9339 43.4929 +-28.8845 43.6278 +-28.8405 43.6981 +-28.7964 43.7684 +-28.5237 43.768 +-28.5131 43.8448 +-28.4809 43.9305 +-28.4827 44.0229 +-28.4549 44.0963 +-28.4364 44.1453 +-28.4349 44.1976 +-28.3666 44.1843 +-28.32 44.3067 +-28.2825 44.4046 +-28.2574 44.518 +-28.215 44.6281 +-28.1676 44.7505 +-28.1438 44.8116 +-28.1421 44.8639 +-28.1057 44.9094 +-28.1575 44.9196 +-28.1385 44.9685 +-28.1146 45.0296 +-28.1002 45.0663 +-28.0763 45.1274 +-27.9945 45.0983 +-27.9877 45.1628 +-27.9857 45.2151 +-27.979 45.2796 +-27.9721 45.3441 +-27.9374 45.3373 +-27.9354 45.3896 +-27.9382 45.4296 +-27.9236 45.4663 +-27.8714 45.4561 +-27.8616 45.4805 +-27.8644 45.5206 +-27.877 45.5362 +-27.8246 45.5259 +-27.7952 45.5992 +-27.7734 45.7003 +-27.7592 45.8293 +-27.7394 45.8782 +-27.6994 45.8835 +-27.6971 45.9358 +-27.6773 45.9846 +-27.602 45.983 +-27.5847 46.0719 +-27.5723 46.1486 +-27.5649 46.2131 +-27.512 46.2027 +-27.4893 46.3037 +-27.4868 46.356 +-27.4717 46.485 +-27.4463 46.6383 +-27.4437 46.6906 +-27.436 46.7551 +-27.3775 46.7568 +-27.3774 46.8491 +-27.3466 46.9223 +-27.3336 46.999 +-27.3819 47.114 +-27.4407 47.2047 +-27.4741 47.264 +-27.4612 47.3406 +-27.4585 47.3929 +-27.4636 47.4731 +-27.4429 47.5219 +-27.448 47.602 +-27.4635 47.6578 +-27.5644 47.6508 +-27.5905 47.7746 +-27.6218 47.8861 +-27.6351 47.9942 +-27.6536 48.09 +-27.7036 48.205 +-27.7118 48.3252 +-27.7306 48.421 +-27.7494 48.5169 +-27.7602 48.5848 +-27.8895 48.6089 +-28.0108 48.605 +-28.0353 48.6885 +-28.0868 48.8034 +-28.1622 48.9093 +-28.2058 48.9962 +-28.2631 49.0987 +-28.3174 49.1611 +-28.353 49.2201 +-28.4262 49.2858 +-28.4518 49.3693 +-28.4861 49.4806 +-28.5446 49.583 +-28.5619 49.6386 +-28.7183 49.6528 +-28.8181 49.657 +-28.8686 49.7314 +-28.8952 49.8148 +-28.96 49.9047 +-28.9868 49.988 +-28.9947 50.0681 +-29.0217 50.1515 +-29.1265 50.1954 +-29.1982 50.2206 +-29.3218 50.3199 +-29.4266 50.4159 +-29.5081 50.4686 +-29.5368 50.4995 +-29.6619 50.5984 +-29.768 50.6941 +-29.8309 50.7435 +-29.8746 50.7897 +-29.9085 50.8605 +-29.9425 50.9313 +-29.9815 50.9898 +-29.9765 51.1067 +-30.001 51.2544 +-29.9961 51.4236 +-30.001 51.6205 +-30.006 51.7652 +-30.011 51.8575 +-30.0361 51.9528 +-30.0262 52.0297 +-30.3764 52.0568 +-30.8074 52.0945 +-31.0579 52.1048 +-31.2684 52.1089 +-31.2527 52.2628 +-31.2651 52.3427 +-31.2573 52.4197 +-31.5817 52.4649 +-31.866 52.5038 +-32.0535 52.516 +-32.3589 52.5564 +-32.6486 52.581 +-32.857 52.5946 +-33.0204 52.6151 +-33.3354 52.6281 +-33.7119 52.6477 +-34.1745 52.663 +-34.5719 52.6822 +-34.9248 52.708 +-34.8837 52.7036 +-35.0107 52.7044 +-35.1376 52.7051 +-35.1561 52.8611 +-35.1613 52.9901 +-35.1837 53.1336 +-35.1828 53.2105 +-35.3248 53.238 +-35.2818 53.3875 +-35.2565 53.4747 +-35.2457 53.5121 +-35.4517 53.5459 +-35.395 53.6684 +-35.3272 53.8282 +-35.2698 53.9507 +-35.2012 54.1105 +-35.1469 54.2204 +-35.121 54.3076 +-35.3132 54.3269 +-35.4878 54.3313 +-35.4123 54.5161 +-35.3651 54.6781 +-35.289 54.786 +-35.2739 54.9127 +-35.212 54.9707 +-35.3386 54.9959 +-35.2508 55.1412 +-35.1732 55.3259 +-35.0804 55.4835 +-34.9717 55.6909 +-34.9006 55.7738 +-34.8774 55.8485 +-34.6376 55.8119 +-34.6203 55.9386 +-34.5583 56.0608 +-34.5104 56.2101 +-34.4927 56.3368 +-34.4604 56.4363 +-34.4402 56.4985 +-34.346 56.502 +-34.3214 56.5766 +-34.2474 56.6592 +-34.2185 56.7462 +-34.0724 56.7388 +-34.043 56.7799 +-34.0035 56.8274 +-33.9781 56.9019 +-33.7961 56.8833 +-33.6824 56.8715 +-33.5871 56.8745 +-33.5662 57.001 +-33.5354 57.088 +-33.509 57.1625 +-33.4966 57.2643 +-33.3773 57.2647 +-33.2031 57.2849 +-33.0703 57.4512 +-33.0104 57.548 +-32.9641 57.6076 +-32.9177 57.6671 +-32.8065 57.6422 +-32.7082 57.7735 +-32.6188 57.88 +-32.4918 57.9566 +-32.4724 58.0062 +-32.2805 57.9979 +-32.1225 58.1484 +-31.9835 58.2492 +-31.8723 58.3402 +-31.7996 58.3967 +-31.7451 58.4683 +-31.556 58.4466 +-31.4274 58.5743 +-31.3031 58.6896 +-31.178 58.8048 +-31.0392 58.8923 +-30.977 58.9759 +-30.7911 58.9408 +-30.6466 59.0925 +-30.4527 59.2383 +-30.3055 59.3897 +-30.163 59.5286 +-30.0429 59.6182 +-29.8495 59.7508 +-29.6362 59.8678 +-29.5075 59.9692 +-29.3717 60.0827 +> PA\OK Mueller et al. [1987] +> -Sf0.45/3p+t+r +144.454 40.847 +144.479 40.5494 +144.399 40.3668 +144.328 40.2029 +144.283 40.0672 +144.254 39.9281 +144.225 39.7667 +144.236 39.5572 +144.203 39.3737 +144.189 39.1233 +144.119 38.9086 +144.061 38.7095 +144.017 38.5356 +143.973 38.3585 +143.928 38.1655 +143.888 37.9281 +143.843 37.7097 +143.743 37.4792 +143.637 37.2899 +143.518 37.0594 +143.408 36.8604 +143.275 36.6488 +143.151 36.5195 +143.02 36.3393 +142.887 36.2636 +142.761 36.1878 +142.681 36.0642 +142.606 36.0009 +142.555 35.9438 +142.46 35.673 +142.325 35.5027 +142.221 35.3333 +142.17 35.2168 +142.067 35.1636 +142.029 34.8886 +141.992 34.6663 +141.883 34.2127 +> PA-JF Mueller et al. [1987]; N end by +> -Sf0.45/3p +-124.742 40.3134 +-125.45 40.3541 +-126.159 40.3904 +-126.869 40.4224 +-127.579 40.45 +-127.579 40.5385 +-127.717 40.5726 +-127.639 41.0807 +-127.56 41.5888 +-127.446 41.5551 +-127.401 41.6405 +-127.241 41.6921 +-127.039 42.357 +-126.627 43.0136 +-127.571 43.4195 +-128.528 43.8176 +-129.498 44.2075 +-130.48 44.5892 +-130.367 44.9295 +-130.069 45.2854 +-130.187 45.414 +-129.936 45.7362 +-129.869 45.896 +-130.073 45.9427 +-130.051 46.1958 +-129.917 46.2291 +-129.803 46.4332 +-129.572 46.4015 +-129.259 47.0647 +-128.938 47.727 +-129.19 47.8354 +-128.94 48.3236 +-129.147 48.476 +-128.919 48.8687 +-129.705 49.1768 +-130.501 49.4794 +-130.162 49.9827 +-130.3 50.0554 +-130.162 50.2172 +-130.329 50.2979 +-130.254 50.4647 +-130.753 50.9076 +-131.074 51.1851 +-130.85 51.6121 +> JF\NA by Peter Bird 1999 +> -Sf0.45/3p+t+r +-124.742 40.3134 +-124.953 40.6333 +-124.933 40.8839 +-125.089 41.1354 +-125.182 41.3801 +-125.309 41.6522 +-125.281 41.8176 +-125.313 41.9856 +-125.331 42.1419 +-125.29 42.2845 +-125.209 42.3588 +-125.198 42.4917 +-125.268 42.5614 +-125.289 42.8624 +-125.289 43.0514 +-125.343 43.1426 +-125.394 43.2671 +-125.474 43.426 +-125.48 43.7375 +-125.45 43.9254 +-125.429 44.0023 +-125.362 44.0663 +-125.372 44.3226 +-125.372 44.5227 +-125.376 44.6675 +-125.434 44.7254 +-125.437 44.8813 +-125.435 45.1036 +-125.517 45.4738 +-125.655 45.9461 +-125.773 46.295 +-125.876 46.6433 +-125.998 46.9697 +-126.085 47.3503 +-126.37 47.748 +-126.486 47.9956 +-126.733 48.291 +-127.018 48.5646 +-127.378 48.7502 +-127.608 48.8768 +-127.818 49.0802 +-127.852 49.4906 +-128.029 49.7814 +-128.283 49.8847 +-128.414 50.0856 +-128.719 50.3103 +-129.01 50.4787 +-129.46 50.6472 +-129.738 50.8359 +-129.982 51.1013 +-130.212 51.2777 +-130.548 51.3981 +-130.85 51.6121 +> OK/PA by Peter Bird 1999 +> -Sf0.45/3p+t+l +144.454 40.847 +145.077 41.3192 +145.71 41.788 +146.198 42.0762 +146.69 42.3623 +147.345 42.6851 +148.34 43.2079 +149.311 43.7205 +150.339 44.1874 +150.877 44.447 +151.419 44.704 +152.24 45.1576 +152.88 45.5293 +153.528 45.8973 +154.195 46.44 +154.664 46.8526 +155.141 47.2632 +155.742 47.7246 +156.353 48.1828 +157.024 48.6594 +157.568 49.1072 +158.121 49.5524 +158.644 49.8546 +159.174 50.1545 +159.877 50.8551 +160.599 51.4877 +160.945 52.1588 +161.584 52.654 +162.458 53.0032 +162.79 53.6249 +163.282 54.3468 +163.67 54.7786 +164.066 55.2092 +> NA/PA by Peter Bird September 2001 +> -Sf0.45/3p+t+l +164.066 55.2092 +164.847 54.957 +165.771 54.5884 +166.407 54.2367 +167.413 53.906 +168.188 53.5694 +168.836 53.2079 +169.752 52.8555 +170.7 52.4979 +171.847 52.0259 +172.964 51.6839 +174.219 51.403 +175.571 51.1082 +176.72 50.8959 +177.68 50.6976 +178.498 50.6189 +179.688 50.5055 +-179.202 50.4965 +-178.48 50.4903 +-177.758 50.4842 +-177.088 50.496 +-176.223 50.5883 +-175.629 50.7447 +-174.907 50.8258 +-174.119 50.8963 +-173.328 50.9636 +-172.484 51.0693 +-171.634 51.1706 +-170.897 51.3061 +-170.159 51.4395 +-169.378 51.6322 +-168.972 51.74 +-167.99 52.0007 +-166.819 52.2568 +-166.108 52.4527 +-165.39 52.6443 +-164.665 52.8183 +-163.934 52.9879 +-163.177 53.18 +-162.413 53.3672 +-161.664 53.4964 +-160.91 53.6209 +-160.129 53.7408 +-159.344 53.8555 +-157.986 54.1008 +-157.067 54.3175 +-156.138 54.5272 +-155.239 54.7845 +-154.16 55.239 +-153.164 55.6104 +-152.227 56.0583 +-151.218 56.3092 +-150.547 56.4994 +-150.081 56.6229 +-149.22 56.9251 +-148.257 57.3469 +-147.449 57.8319 +-146.759 58.3521 +-146.264 58.8138 +-145.756 59.2735 +> NA-PA by Peter Bird 1999 +> -Sf0.45/3p +-145.756 59.2735 +-144.977 59.5759 +-144.316 59.9182 +-143.332 60.2057 +-142.405 60.465 +-141.598 60.4009 +-141.074 60.3099 +-140.128 60.3809 +-139.396 60.0897 +-138.86 59.7619 +-138.353 59.3357 +-137.819 58.9251 +-137.107 58.4379 +-136.895 58.0895 +-136.522 57.6342 +-136.209 57.1178 +-135.903 56.621 +-135.429 56.1024 +-135.18 55.8186 +-134.669 55.3165 +-134.151 54.8122 +-133.84 54.3774 +-133.426 53.9241 +-133.093 53.5217 +-132.714 53.127 +-132.169 52.6971 +-131.592 52.2591 +-131.177 51.8858 +-130.85 51.6121 +> NA-PA by Peter Bird 1999 +> -Sf0.45/3p +-124.742 40.3134 +-124.416 40.3107 +-124.163 39.9142 +-123.89 39.4388 +-123.597 38.9971 +-123.305 38.5406 +-122.696 37.874 +-122.38 37.527 +-122.005 37.2048 +-121.305 36.6983 +-120.897 36.3377 +-120.438 35.9102 +-119.936 35.4502 +-119.329 34.9812 +-118.912 34.8373 +-118.4 34.658 +-118.072 34.5641 +-117.746 34.4412 +-117.507 34.3498 +-117.159 34.1811 +-116.66 34.0424 +-116.209 33.7711 +-115.773 33.4211 +> NA-PA Mueller et al. [1987] +> -Sf0.45/3p +-115.773 33.4211 +-115.596 33.2366 +-115.717 33.1297 +-115.594 33.0402 +-115.508 32.9581 +-115.581 32.876 +-115.412 32.71 +-115.212 32.5118 +-115.33 32.4183 +-115.085 32.2359 +-114.765 31.9952 +-114.522 31.786 +-114.332 31.6016 +-114.207 31.4585 +-114.118 31.3557 +-114.33 31.1936 +-114.439 31.0972 +-114.303 30.9123 +-114.129 30.6797 +-113.986 30.5134 +-113.807 30.3135 +-114.041 30.1205 +-113.909 29.982 +-113.758 29.8344 +-113.87 29.7298 +-113.969 29.6458 +-113.775 29.4397 +-113.521 29.2054 +-113.281 29.0084 +-113.339 28.9498 +-113.087 28.7147 +-112.812 28.4987 +-112.589 28.3223 +-112.321 28.1249 +-112.015 27.906 +-111.711 27.6935 +-111.506 27.57 +-111.382 27.4969 +-111.569 27.2152 +-111.373 27.1053 +-111.506 26.9267 +-111.228 26.7234 +-110.957 26.535 +-110.758 26.4159 +-110.68 26.3605 +-110.778 26.2249 +-110.572 26.0661 +-110.291 25.8895 +-110.024 25.7063 +-109.872 25.6073 +-109.806 25.5567 +-110.007 25.3392 +-109.788 25.1797 +-109.591 25.0163 +-109.35 24.8568 +-109.178 24.7348 +-109.062 24.6582 +-109.276 24.396 +-109.002 24.1515 +-108.806 23.9844 +-108.61 23.8141 +-108.439 23.6743 +-108.357 23.6135 +-108.651 23.2413 +-108.388 23.0822 +-108.01 22.9857 +-108.232 22.7117 +> NA-SA by Peter Bird September 2001 +> -Sf0.45/3p +-61.5534 18.9589 +-60.7526 19.2082 +-59.9491 19.4547 +-59.1305 19.3251 +-58.309 19.1922 +-57.4928 19.052 +-56.8045 18.6941 +-56.1185 18.2576 +-55.4838 17.7843 +-54.8525 17.309 +-54.1555 17.1359 +-53.4599 16.9565 +-52.8812 16.7607 +-52.3037 16.567 +-51.661 16.321 +-51.0241 16.0729 +-50.4668 15.8704 +-49.8027 15.983 +-49.2071 16.0346 +-48.5146 16.0126 +-47.693 15.9566 +-47.3984 15.8043 +-46.7658 15.4506 +> NZ-PA Mueller et al. [1987]; Naar and Hey +> -Sf0.45/3p +-102.319 -0.015477 +-102.397 -0.503231 +-102.524 -1.28284 +-102.399 -1.28336 +-102.462 -1.53269 +-102.307 -1.59589 +-102.402 -1.90746 +-102.621 -1.90611 +-102.687 -2.43571 +-102.754 -2.93392 +-102.566 -2.93572 +-102.571 -3.43472 +-102.735 -4.05639 +-103.637 -3.95089 +-104.539 -3.8444 +-104.699 -4.15158 +-105.38 -4.07847 +-105.544 -4.56935 +-106.253 -4.49391 +-106.45 -5.04324 +-106.587 -5.62383 +-106.741 -5.6199 +-106.752 -6.01875 +-106.845 -6.0162 +-106.95 -6.44278 +-107.441 -6.3667 +-107.607 -6.75924 +-107.653 -7.18594 +-107.88 -7.51409 +-108.063 -8.24014 +-108.192 -8.35695 +-108.32 -9.14481 +-109.038 -9.03537 +-109.756 -8.92454 +-109.857 -9.67656 +-110.071 -9.66505 +-110.218 -10.0804 +-110.292 -10.8017 +-110.447 -10.8224 +-110.485 -11.3942 +-110.675 -11.4724 +-110.926 -11.9684 +-111.077 -12.7417 +-110.892 -12.7553 +-111.007 -13.4108 +-111.191 -13.3964 +-111.266 -13.5413 +-111.846 -13.4645 +-112.426 -13.3863 +-112.439 -13.8646 +-112.581 -14.0619 +-112.613 -14.718 +-112.766 -14.7038 +-112.869 -15.2478 +-112.973 -15.7917 +-113.066 -16.3513 +-112.973 -16.3609 +-113.165 -16.6703 +-113.041 -16.6834 +-113.241 -17.0515 +-113.117 -17.065 +-113.329 -17.5211 +-113.174 -17.5384 +-113.388 -17.9938 +-113.264 -18.0081 +-113.383 -18.4442 +-113.52 -18.7579 +-113.364 -18.7766 +-113.623 -19.2852 +-113.498 -19.3006 +-113.697 -19.9675 +-113.796 -20.321 +-113.931 -20.5745 +-114.087 -20.5993 +-114.229 -21.1213 +-114.318 -21.5636 +-114.379 -21.627 +-114.421 -22.1145 +> NZ\SA by Peter Bird 1999 +> -Sf0.45/3p+t+r +-76.0062 -45.6585 +-75.8214 -44.8494 +-75.7824 -44.0506 +-75.6316 -43.6482 +-75.558 -42.9722 +-75.4017 -42.2845 +-75.3969 -41.8256 +-75.3922 -41.3666 +-75.1889 -40.8628 +-75.1948 -40.3589 +-75.1278 -39.8131 +-75.1495 -39.5644 +-74.9883 -39.0681 +-74.8359 -38.542 +-74.6548 -38.1376 +-74.5956 -37.5635 +-74.4416 -36.7249 +-74.2617 -36.1653 +-73.8974 -35.5777 +-73.6755 -34.8876 +-73.2457 -34.2904 +-72.9375 -33.8369 +-72.861 -33.3585 +-72.889 -32.7419 +-72.7622 -32.3188 +-72.6783 -31.5313 +-72.6181 -30.9652 +-72.5999 -30.1903 +-72.5546 -29.5357 +-72.4332 -28.9014 +-72.1698 -28.2776 +-71.9578 -27.7547 +-71.8471 -27.2478 +-71.7525 -26.6522 +-71.6283 -25.8397 +-71.5243 -25.0928 +-71.4659 -24.2626 +-71.3895 -23.5227 +-71.3475 -22.7584 +-71.3068 -21.9654 +> NZ\AP by Peter Bird 1999 +> -Sf0.45/3p+t+r +-71.3068 -21.9654 +-71.2495 -21.2622 +-71.3228 -20.7577 +-71.3623 -20.2491 +-71.4865 -19.8112 +-71.7465 -19.2981 +-72.2664 -18.7215 +-72.7366 -18.2567 +-73.3997 -17.747 +-73.9493 -17.3735 +-74.6095 -16.823 +-75.2923 -16.3302 +-75.9163 -15.7355 +> NZ\SA by Peter Bird 1999 +> -Sf0.45/3p+t+r +-75.9163 -15.7355 +-76.4029 -15.2185 +-76.7648 -14.8433 +-77.1254 -14.4675 +-77.6388 -13.9136 +-78.1476 -13.3872 +-78.4069 -13.0144 +-78.6654 -12.6414 +-79.1472 -11.8903 +-79.6181 -11.2906 +-79.9966 -10.5603 +-80.3684 -9.92089 +-80.701 -9.434 +-81.0406 -8.6654 +-81.3747 -7.98838 +-81.5492 -7.30604 +-81.784 -6.65544 +-81.9541 -6.00265 +-81.9985 -5.2534 +-82.0098 -4.50353 +-81.9258 -3.72131 +-81.5989 -3.24451 +> NZ\ND by Peter Bird 1999 +> -Sf0.45/3p+t+r +-81.5989 -3.24451 +-81.6519 -3.00021 +-81.5318 -2.43745 +-81.5985 -1.81384 +-81.4146 -1.09547 +-81.2294 -0.284454 +-80.8866 0.43189 +-80.5738 1.05338 +-80.2917 1.54938 +-79.7913 2.07369 +-79.478 2.42697 +-79.1646 2.78019 +-78.6617 3.39204 +-78.3419 4.06591 +-78.08 4.83152 +-77.9101 5.50529 +-78.008 6.00453 +> ON/PS by Peter Bird May 2002 +> -Sf0.45/3p+t+l +128.462 25.4576 +128.978 25.8591 +129.36 26.1908 +129.785 26.6709 +130.211 27.2135 +130.523 27.7094 +130.649 28.1358 +131.097 28.3182 +131.309 28.4508 +131.467 28.7508 +131.524 28.8591 +131.628 28.9874 +131.76 29.3921 +132.073 29.8177 +132.402 30.2149 +132.63 30.4926 +132.824 30.7544 +> AM/PS by Peter Bird September 2001 +> -Sf0.45/3p+t+l +132.824 30.7544 +132.965 30.9698 +133.197 31.2162 +133.5 31.5152 +134.042 31.8821 +134.691 32.1997 +135.026 32.3264 +135.356 32.46 +135.612 32.5372 +136.025 32.686 +136.524 32.8681 +137.03 33.0526 +137.546 33.4046 +138.066 33.7495 +138.383 34.059 +138.508 34.5822 +138.674 35.0337 +> OK-PS by Peter Bird September 2001 +> -Sf0.45/3p +138.674 35.0337 +139.234 35.0141 +139.429 34.8599 +139.923 34.7126 +140.44 34.631 +140.87 34.5295 +141.104 34.4389 +141.441 34.3565 +141.883 34.2127 +> PS-CL by Peter Bird 1999 +> -Sf0.45/3p +134.521 6.99019 +135.415 6.89507 +136.183 6.98895 +136.759 7.36771 +137.144 7.61961 +137.529 7.87117 +137.982 8.5336 +138.309 9.19616 +138.359 9.37865 +> PS/PA by Peter Bird 1999 +> -Sf0.45/3p+t+l +138.359 9.37865 +138.574 9.95256 +138.71 10.6492 +138.813 11.1214 +139.483 10.9006 +140.1 10.9459 +140.772 10.8578 +141.608 11.0581 +142.122 11.2852 +142.961 11.4031 +143.097 11.5689 +> MA/PA by Peter Bird October 2001 +> -Sf0.45/3p+t+l +143.097 11.5689 +143.503 11.4936 +144.157 11.7896 +144.619 12.0206 +145.024 12.2112 +145.349 12.3141 +145.691 12.6466 +146.221 13.0015 +146.752 13.3632 +147.201 14.2158 +147.462 14.9661 +147.684 15.653 +147.787 16.5234 +147.856 17.2831 +147.811 18.0602 +147.82 18.6465 +147.619 19.1724 +147.46 19.7452 +147.207 20.3034 +147.019 20.8051 +146.822 21.3306 +146.545 21.7298 +146.062 22.2015 +145.292 22.7123 +144.706 23.2501 +144.022 23.7644 +143.522 24.3908 +> PS/PA by Peter Bird 1999 +> -Sf0.45/3p+t+l +143.522 24.3908 +143.096 24.9092 +143.098 24.9176 +143.075 25.6124 +143.231 26.3289 +143.26 26.737 +143.243 27.4633 +143.172 27.9407 +143.002 28.5187 +142.748 28.9754 +142.507 29.6208 +142.473 30.1282 +142.224 30.711 +142.159 31.3152 +142.099 31.9825 +141.994 32.5576 +142.012 33.2525 +141.858 33.7039 +141.883 34.2127 +> KE-TO by Peter Bird 2001 +> -Sf0.45/3p +-174.985 -23.7499 +-175.691 -23.8526 +-176.356 -23.952 +-176.887 -24.0295 +-177.419 -24.1051 +> NI-FT Zellmer and Taylor [2001] +> -Sf0.45/3p +-176.346 -14.634 +-176.339 -14.7803 +-176.319 -14.904 +-176.331 -15.0501 +-176.341 -15.1836 +-176.387 -15.3117 +-176.462 -15.4194 +-176.526 -15.4894 +-176.66 -15.6041 +-177.13 -15.5594 +> NI-AU Zellmer and Taylor [2001] +> -Sf0.45/3p +-177.13 -15.5594 +-177.248 -15.7096 +-177.384 -15.8066 +-177.493 -15.8989 +-177.575 -15.9611 +-177.634 -16.0236 +-177.664 -16.1065 +-177.678 -16.1769 +-177.513 -16.3196 +-177.364 -16.437 +-177.201 -16.5746 +-177.068 -16.7246 +-176.921 -16.8772 +-176.82 -17.0344 +-176.713 -17.2194 +-176.625 -17.3992 +-176.532 -17.574 +-176.462 -17.731 +-176.403 -17.8727 +-176.304 -18.0551 +-176.297 -18.1308 +-176.33 -18.2666 +-176.346 -18.3068 +-176.44 -18.4723 +-176.511 -18.6002 +-176.551 -18.6855 +-176.584 -18.7684 +-176.587 -18.8364 +-176.57 -18.9752 +-176.549 -19.2174 +-175.979 -19.3865 +> TO-NI Zellmer and Taylor [2001] +> -Sf0.45/3p +-173.836 -14.5338 +-173.905 -14.629 +-174.007 -14.7666 +-174.077 -14.8946 +-174.139 -15.015 +-174.188 -15.133 +-174.264 -15.3138 +-174.567 -15.2505 +-174.667 -15.3705 +-174.731 -15.4708 +-174.822 -15.6161 +-174.866 -15.7392 +-174.87 -15.8804 +-174.601 -15.9358 +-174.568 -16.0521 +-174.569 -16.2008 +-174.576 -16.3545 +-174.55 -16.5967 +-174.535 -16.7355 +-174.529 -16.8742 +-174.523 -17.0658 +-174.565 -17.1007 +-174.599 -17.3197 +-174.571 -17.3603 +-174.597 -17.6122 +-174.56 -17.6301 +-174.568 -17.8418 +-174.659 -18.0351 +-174.757 -18.2308 +-174.87 -18.4163 +-174.956 -18.6045 +-175.035 -18.7878 +-175.095 -19.0015 +-175.155 -19.2253 +-175.189 -19.4594 +-175.21 -19.7037 +-175.979 -19.3865 +> TO-AU Zellmer and Taylor [2001] +> -Sf0.45/3p +-175.979 -19.3865 +-176.027 -19.6508 +-176.079 -19.8141 +-176.122 -19.8843 +-176.182 -20.1056 +-176.116 -20.1289 +-176.152 -20.2647 +-176.159 -20.4234 +-176.176 -20.4939 +-176.19 -20.655 +-176.237 -20.7958 +-176.264 -20.8913 +-176.289 -20.9995 +-176.322 -21.1126 +-176.372 -21.3012 +-176.405 -21.4874 +-176.449 -21.6005 +-176.52 -21.8115 +-176.601 -22.0074 +-176.635 -22.2314 +-176.691 -22.2864 +-176.709 -22.5005 +-176.748 -22.7345 +-176.913 -23.0481 +-177.102 -23.4144 +-177.25 -23.7079 +-177.419 -24.1051 +> SC/AN Klepeis and Lawver 1996 +> -Sf0.45/3p+t+l +-76.4833 -52.0684 +-76.3121 -52.9285 +-76.0197 -53.4352 +-75.7203 -53.9412 +-75.2389 -54.2941 +-74.7492 -54.6451 +-74.1202 -55.0037 +-73.4799 -55.359 +-72.9952 -55.6654 +-72.2772 -55.9624 +-71.5481 -56.2552 +-70.4011 -56.622 +-69.2561 -56.8522 +-68.0972 -57.0717 +-67.1018 -57.5019 +-65.8672 -57.7363 +-64.617 -57.9586 +> SC-AN Klepeis and Lawver 1996 +> -Sf0.45/3p +-64.617 -57.9586 +-63.5707 -58.3592 +-62.5714 -58.6029 +-61.0399 -59.0105 +-59.7045 -59.4535 +-58.9698 -59.7285 +-58.223 -59.9993 +-56.925 -60.5647 +> SL/AN Klepeis and Lawver 1996 +> -Sf0.45/3p+t+l +-56.925 -60.5647 +-57.4938 -60.8546 +-58.1308 -60.9615 +-58.8906 -61.0818 +-59.836 -61.1768 +-60.6502 -61.3632 +-61.3323 -61.5431 +-62.2029 -61.8412 +-63.1053 -62.11 +-63.9693 -62.4224 +> SL-AN Klepeis and Lawver 1996 +> -Sf0.45/3p +-63.9693 -62.4224 +-63.2916 -62.8247 +-62.4198 -63.0013 +-61.7501 -63.2928 +-60.118 -62.9452 +-58.6143 -62.5533 +-57.3896 -62.3038 +-56.3056 -62.0627 +-55.4359 -61.6868 +-54.3007 -61.5102 +> SC-SL Peter Bird September 2001 +> -Sf0.45/3p +-56.925 -60.5647 +-56.2692 -60.7422 +-55.8097 -60.7001 +-55.0666 -60.7631 +-54.309 -60.9776 +-54.3007 -61.5102 +> SC-AN Klepeis and Lawver 1996 +> -Sf0.45/3p +-54.3007 -61.5102 +-53.1221 -61.0366 +-52.0681 -60.7527 +-51.1194 -60.5725 +-50.8871 -60.0936 +-49.5994 -60.0436 +-48.2507 -59.9684 +-46.9632 -59.9598 +-45.6034 -60.0915 +-44.2259 -60.2425 +> EU/AF Peter Bird September 2001 +> -Sf0.45/3p+t+l +20 37.9075 +20.3001 37.8039 +> AS-AT McClusky et al. 2000 +> -Sf0.45/3p +29.7309 35.4273 +29.3888 35.7284 +29.1369 35.9703 +28.7888 36.3607 +28.4107 36.9833 +28.2545 37.2689 +28.2543 37.5205 +28.278 37.757 +28.1998 37.9645 +27.9538 38.2275 +27.6719 38.4991 +27.138 38.8764 +26.6101 39.298 +26.2562 39.5286 +25.8605 39.7078 +25.4165 40.1564 +> AS-EU McClusky et al. 2000 +> -Sf0.45/3p +25.4165 40.1564 +24.931 40.0922 +24.5595 40.0554 +24.0022 39.9178 +23.7866 39.7204 +23.4634 39.2869 +23.212 38.9484 +22.9546 38.599 +22.7272 38.2713 +22.1637 38.3553 +21.5822 38.4205 +21.0967 38.4389 +20.4374 38.4712 +20.2819 38.1148 +20.3001 37.8039 +> AR-AF McClusky et al. 2000 +> -Sf0.45/3p +36.4134 36.0232 +36.4315 35.7522 +36.396 35.2854 +36.3249 34.4818 +36.0242 34.0961 +35.7262 33.7097 +35.6483 33.2325 +35.5713 32.7553 +35.4701 32.0035 +35.3089 31.3833 +35.1417 30.7025 +34.9519 30 +> AT-AR McClusky et al. 2000 +> -Sf0.45/3p +36.4134 36.0232 +36.3892 36.2596 +36.4665 36.7303 +36.7895 37.3979 +37.0832 37.5118 +37.6822 37.8337 +38.0417 37.9941 +38.3652 38.1214 +38.8565 38.3141 +39.4017 38.497 +40.1627 38.7681 +40.6242 38.8568 +41.0015 39.0799 +> EU-AR Peter Bird September 2001 +> -Sf0.45/3p +41.0015 39.0799 +41.0262 38.8487 +41.2363 38.6156 +41.8391 38.3551 +42.2891 38.2127 +42.7973 37.9905 +43.1758 37.685 +43.6475 37.4066 +44.0195 37.0984 +44.3568 36.5716 +44.5148 36.015 +44.6705 35.4581 +44.8361 35.0245 +45 34.5906 +> AT-EU McClusky et al. 2000 +> -Sf0.45/3p +41.0015 39.0799 +40.4492 39.3925 +39.892 39.7025 +39.2684 39.9087 +38.7948 40.0091 +38.0213 40.269 +37.062 40.6003 +36.1686 40.8487 +35.5272 41.0018 +34.8317 41.1231 +34.2864 41.1587 +33.4053 41.0231 +32.3925 40.8601 +31.4817 40.6786 +31.1161 40.6149 +30.7745 40.601 +30.0071 40.7682 +29.0302 40.6861 +28.7245 40.6679 +27.9873 40.6176 +27.5677 40.64 +27.2559 40.7892 +26.5968 40.5532 +26.0097 40.3255 +25.4165 40.1564 +> OK/NA by Peter Bird September 2001 +> -Sf0.45/3p+t+l +164.066 55.2092 +163.34 55.817 +162.592 56.4203 +162.96 56.836 +163.336 57.2505 +163.721 57.6638 +164.115 58.076 +164.518 58.4869 +164.93 58.8966 +166.258 59.3762 +167.623 59.842 +169.027 60.2932 +169.865 61.0172 +170.743 61.7358 +> OK-NA by Peter Bird September 2001 +> -Sf0.45/3p +170.743 61.7358 +169.722 61.6666 +168.706 61.5898 +167.696 61.5055 +166.691 61.4138 +165.013 61.3376 +163.345 61.2409 +162.353 61.2721 +161.359 61.2961 +160.363 61.3128 +159.367 61.3222 +158.045 61.4068 +156.717 61.4785 +155.337 61.6067 +153.946 61.7209 +152.596 62.3526 +151.189 62.9707 +149.721 63.5742 +148.191 64.1621 +146.595 64.7332 +144.932 65.2865 +> OK-EU by Peter Bird September 2001 +> -Sf0.45/3p +144.932 65.2865 +145.487 64.4376 +146.008 63.5867 +146.499 62.734 +146.963 61.8797 +146.126 61.5698 +145.306 61.2549 +144.502 60.9351 +143.715 60.6107 +142.943 60.2817 +142.187 59.9484 +142.086 59.4786 +141.988 59.0087 +141.893 58.5387 +141.8 58.0686 +141.709 57.5985 +141.621 57.1283 +141.535 56.6581 +141.451 56.1878 +141.7 55.6503 +141.943 55.1123 +142.179 54.5738 +142.409 54.0349 +> OK-AM Wei and Seno 1998; detail by Peter +> -Sf0.45/3p +142.409 54.0349 +142.849 53.3843 +142.784 53.0425 +142.692 52.5418 +142.541 51.6998 +142.398 50.8574 +142.521 50.3178 +142.641 49.7781 +142.761 49.2409 +142.878 48.7036 +142.023 48.0512 +141.178 47.3923 +140.553 46.9557 +139.938 46.5157 +139.37 46.224 +139.158 45.9466 +139.038 45.4118 +138.85 44.8113 +138.577 44.2948 +138.563 43.9389 +138.801 43.1922 +138.811 42.7664 +138.824 41.9955 +138.743 41.7693 +138.489 41.4818 +138.475 41.103 +138.756 40.7823 +138.655 40.4744 +138.655 40.0722 +138.352 39.8324 +138.085 39.6594 +137.845 39.4043 +137.774 38.9816 +137.848 38.4846 +137.889 37.8556 +137.902 37.184 +137.854 36.5997 +137.894 36.3109 +138.121 36.0267 +138.259 35.734 +138.421 35.36 +138.674 35.0337 +> AM-EU by Peter Bird May 2002 +> -Sf0.45/3p +142.409 54.0349 +141.278 54.0742 +140.145 54.1028 +139.211 54.3328 +137.918 54.5883 +136.61 54.8299 +135.138 55.0602 +133.65 55.2726 +132.674 55.4913 +131.688 55.7022 +130.747 55.8611 +129.798 56.0127 +128.393 56.4015 +126.96 56.7741 +125.499 57.1299 +124.573 57.1781 +123.645 57.2194 +122.715 57.2538 +121.784 57.2814 +120.851 57.3021 +119.918 57.3159 +119.021 57.1509 +118.133 56.9796 +117.253 56.8021 +116.382 56.6184 +115.015 56.5256 +113.656 56.4179 +112.305 56.2954 +110.924 56.2207 +109.758 55.7616 +109.375 55.3308 +109 54.8989 +108.691 54.1503 +108.393 53.4009 +107.706 53.0813 +107.029 52.7578 +106.362 52.4305 +105.705 52.0994 +105.058 51.7648 +104.42 51.4267 +104.904 50.786 +105.375 50.1433 +105.582 49.2921 +105.781 48.4406 +105.916 47.9102 +106.048 47.3797 +106.177 46.849 +106.304 46.3182 +106.46 45.8748 +106.614 45.4311 +106.765 44.9873 +106.914 44.5432 +107.061 44.099 +107.205 43.6546 +108.131 43.1492 +109.041 42.6365 +109.693 42.07 +110.57 41.6014 +111.435 41.1262 +112.287 40.6446 +112.911 41.0237 +113.542 41.3993 +114.392 41.163 +115.235 40.9206 +115.81 40.5955 +116.379 40.2675 +117.01 40.0571 +117.638 39.8433 +118.245 40.0536 +118.856 40.2608 +119.846 40.6543 +120.848 41.0392 +121.313 41.3292 +121.782 41.6173 +122.255 41.9035 +122.732 42.1878 +123.51 41.5302 +124.272 40.8675 +125.019 40.1999 +125.199 39.7415 +125.376 39.2829 +125.551 38.824 +125.723 38.3648 +125.914 37.5413 +126.101 36.7175 +126.115 36.1691 +126.128 35.6207 +126.196 34.9364 +126.263 34.2521 +> EU-SU by Peter Bird September 2001 +> -Sf0.45/3p +96.4803 14.4 +97.39 14.4188 +98.2999 14.434 +99.2098 14.4458 +99.766 14.8381 +100.297 15.4616 +100.832 16.0838 +101.141 16.5753 +101.451 17.0663 +102.032 17.3503 +102.615 17.6327 +103.18 17.6596 +103.746 17.6848 +104.312 17.7085 +104.878 17.7305 +105.817 17.7504 +106.756 17.7659 +107.695 17.7769 +108.634 17.7835 +109.573 17.7855 +110.512 17.7831 +111.04 17.8697 +111.569 17.9548 +112.098 18.0385 +112.628 18.1207 +113.313 18.2804 +114 18.4377 +> YA-SU by Peter Bird September 2001 +> -Sf0.45/3p +114 18.4377 +114.419 18.8261 +114.926 19.3405 +115.494 19.6873 +116.319 19.8153 +117.145 19.9395 +117.504 20.3301 +117.864 20.7199 +118.045 21.4983 +118.484 22.1067 +118.958 22.0031 +119.618 22.2686 +120.036 21.9509 +120.452 21.6321 +> BU-EU Circum Pacific Mapping Project 1986 +> -Sf0.45/3p +96.4803 14.4 +96.4537 14.9093 +96.4061 15.1355 +> IN-EU by Peter Bird October 2001 +> -Sf0.45/3p +96.4061 15.1355 +96.4193 15.3962 +96.4472 16.0034 +96.4697 16.6438 +96.4661 17.4351 +96.4207 17.9816 +96.3414 18.7048 +96.2254 19.4119 +96.0158 20.0399 +95.9427 20.9001 +95.9183 21.681 +95.9181 22.3522 +95.9093 23.015 +95.9691 23.7605 +96.1173 24.4801 +96.3104 25.1336 +96.5813 25.6469 +96.9056 26.2874 +97.1304 26.8202 +97.3465 27.2411 +97.4711 27.7024 +97.3484 28.0826 +> BU/IN Circum Pacific Mapping Project 1986 +> -Sf0.45/3p+t+l +92.2781 6.94757 +92.3761 6.33253 +92.5375 5.70195 +92.6651 5.00508 +92.903 4.38448 +93.227 3.71599 +93.7535 3.04767 +94.4052 2.45683 +94.9794 2.1041 +> BU/AU Circum Pacific Mapping Project 1986 +> -Sf0.45/3p+t+l +94.9794 2.1041 +95.5419 1.88178 +96.0886 1.48729 +96.2019 1.345 +> SU/AU by Peter Bird October 2001 +> -Sf0.45/3p+t+l +96.2019 1.345 +96.3795 1.12302 +96.6703 0.758714 +97.0106 0.115925 +97.3722 -0.547177 +97.7695 -1.24714 +98.0354 -1.63424 +98.3013 -2.02129 +98.8744 -2.665 +99.3699 -3.3115 +99.6748 -3.72852 +99.98 -4.14544 +100.359 -4.65588 +100.791 -5.30492 +101.346 -5.98298 +101.858 -6.55836 +102.452 -7.19719 +103.183 -7.62145 +103.763 -7.86277 +104.576 -8.16657 +> EU-YA by Peter Bird May 2002 +> -Sf0.45/3p +114 18.4377 +113.759 18.863 +113.517 19.288 +113.274 19.7126 +113.03 20.1369 +112.784 20.5609 +112.537 20.9845 +112.288 21.4078 +112.038 21.8307 +111.175 22.1652 +110.308 22.4951 +109.436 22.8203 +108.561 23.1408 +107.681 23.4564 +107.132 24.0524 +106.578 24.6464 +106.018 25.2383 +105.72 25.7969 +105.419 26.3549 +105.182 27.1169 +104.942 27.8784 +105.17 28.3343 +105.399 28.7898 +106.262 29.2543 +107.133 29.7132 +108.043 30.0049 +108.959 30.2903 +109.88 30.5693 +110.806 30.8418 +111.209 31.2517 +111.615 31.6603 +111.633 32.2519 +111.651 32.8434 +112.274 33.4649 +112.905 34.0833 +113.25 34.469 +113.599 34.8538 +114.28 34.8426 +114.96 34.8277 +115.746 34.2128 +116.521 33.593 +117.284 32.9684 +117.719 32.5725 +118.15 32.1751 +118.577 31.7763 +119.001 31.376 +119.711 31.1994 +120.368 31.3919 +121.027 31.581 +121.611 31.5571 +122.195 31.5305 +122.78 31.5022 +123.364 31.4713 +> AP-SA by Peter Bird September 2001 +> -Sf0.45/3p +-71.3068 -21.9654 +-70.6833 -21.7339 +-70.0618 -21.5 +-69.1138 -21.5 +-68.1658 -21.5 +-67.6552 -21.5 +-67.1445 -21.5 +-66.6339 -21.5 +-66.1233 -21.5 +-65.4275 -21.4652 +-64.7321 -21.4275 +-64.1386 -21.3989 +-63.5454 -21.3683 +-63.36 -20.7593 +-63.176 -20.1502 +-63.2865 -19.5109 +-63.3962 -18.8716 +-63.6168 -18.3751 +-63.8362 -17.8783 +-63.8563 -17.4643 +-64.5845 -17.4023 +-65.4189 -17.11 +-65.7954 -16.7293 +-66.1705 -16.3479 +-66.6957 -15.7138 +-67.2176 -15.0785 +-67.4226 -14.5267 +-68.0077 -14.0278 +-68.5902 -13.5274 +-69.0461 -13.3947 +-69.5014 -13.2611 +-70.1246 -13.035 +-70.7466 -12.8075 +-71.3917 -12.5783 +-72.0356 -12.3476 +-72.6548 -12.4178 +-73.2744 -12.4865 +-73.85 -13.1819 +-74.4289 -13.876 +-74.9219 -14.4969 +-75.4176 -15.1167 +-75.9163 -15.7355 +> PA-NA DeMets and Wilson 1997 +> -Sf0.45/3p +-108.582 21.9047 +-108.676 21.9596 +-108.589 22.1024 +-108.516 22.2011 +-108.527 22.2769 +-108.407 22.4401 +-108.273 22.6134 +-108.232 22.7117 +> RI-PA DeMets and Wilson 1997 +> -Sf0.45/3p +-108.582 21.9047 +-108.669 21.7739 +-108.784 21.6428 +-108.868 21.536 +-108.936 21.4513 +-108.977 21.347 +-108.809 21.2529 +-108.915 21.0679 +-109.013 20.949 +-109.111 20.824 +-109.194 20.7392 +-109.261 20.6426 +-109.285 20.5584 +-109.187 20.4995 +-109.215 20.3973 +-109.319 20.2423 +-109.378 20.1757 +-109.373 20.1418 +-109.45 20.0271 +-109.16 19.8065 +-108.903 19.6255 +-108.896 19.5496 +-108.534 19.3837 +-108.198 19.2235 +-108.233 19.1073 +-107.816 18.936 +-107.523 18.8632 +-107.272 18.7561 +-107.002 18.6471 +-106.756 18.5899 +-106.527 18.5444 +-106.244 18.5199 +-106.281 18.2814 +-106.311 18.1198 +-106.318 18.0163 +-106.308 17.929 +-105.586 17.8808 +> NA-RI DeMets and Wilson 1997 +> -Sf0.45/3p +-108.582 21.9047 +-108.397 21.8348 +-108.114 21.72 +-107.928 21.6861 +-107.774 21.7397 +-107.586 21.7417 +-107.393 21.7478 +-107.171 21.7522 +-107.046 21.7536 +-106.89 21.7992 +> NA/RI DeMets and Wilson 1997 +> -Sf0.45/3p+t+l +-106.89 21.7992 +-106.862 21.7156 +-106.808 21.6403 +-106.757 21.483 +-106.624 21.3106 +-106.551 21.2355 +-106.525 21.1838 +-106.442 21.1208 +-106.381 20.8397 +-106.387 20.6379 +-106.385 20.4281 +-106.352 20.2027 +-106.271 19.9158 +-106.121 19.6437 +-105.949 19.4019 +-105.739 19.1644 +-105.546 18.9807 +-105.247 18.7619 +> RI-CO DeMets and Wilson 1997 +> -Sf0.45/3p +-105.586 17.8808 +-105.51 18.1403 +-105.442 18.3552 +-105.352 18.5511 +-105.247 18.7619 +> PS-YA by Peter Bird September 2001 +> -Sf0.45/3p +121.575 24.6914 +121.335 24.963 +> PS-YA by Peter Bird September 2001 +> -Sf0.45/3p +121.335 24.963 +120.981 24.6536 +120.546 23.9788 +120.36 23.1983 +120.394 22.5813 +120.425 22.0434 +120.452 21.6321 +> PS/SU by Peter Bird September 2001 +> -Sf0.45/3p+t+l +120.452 21.6321 +120.344 21.2021 +120.29 20.6307 +120.502 20.255 +120.441 19.937 +120.115 19.4868 +119.795 18.8781 +119.279 18.2014 +119.161 17.629 +119.248 16.8402 +119.255 16.5557 +> PS-SU by Peter Bird September 2001 +> -Sf0.45/3p +119.255 16.5557 +119.728 16.407 +120.201 16.2573 +120.673 16.1065 +121.145 15.9547 +121.616 15.8018 +122.086 15.6479 +122.555 15.493 +123.024 15.3372 +123.492 15.1804 +123.959 15.0226 +124.425 14.8639 +124.891 14.7042 +> PS\SU by Peter Bird September 2001 +> -Sf0.45/3p+t+r +124.891 14.7042 +125.15 14.1321 +125.494 13.3056 +125.686 12.8181 +126.137 12.2653 +126.24 11.6304 +126.214 11.0599 +126.573 10.2964 +126.824 9.44925 +127.053 8.75031 +127.219 8.13649 +127.234 7.29165 +127.25 6.44683 +127.459 5.89653 +127.498 5.47404 +127.836 5.22401 +128.151 4.76318 +128.387 4.33466 +128.684 3.70046 +128.998 3.11403 +129.217 2.67063 +129.246 1.92806 +129.197 1.05932 +> SU-BH by Peter Bird June 2002 +> -Sf0.45/3p +126.872 2.34565 +127.446 2.31942 +128.081 2.29031 +128.187 1.97371 +128.752 1.62297 +129.197 1.05932 +> BH/SU by Peter Bird October 2001 +> -Sf0.45/3p+t+l +126.872 2.34565 +126.426 1.70646 +> MS\SU by Peter Bird September 2001 +> -Sf0.45/3p+t+r +126.426 1.70646 +126.144 1.00135 +125.969 0.189999 +> MS/SU Rangin et al. [1999] +> -Sf0.45/3p+t+l +123.43 2.00599 +123.219 2.02386 +122.48 2.37711 +121.669 2.30853 +120.824 2.31094 +120.189 2.20752 +119.696 2.03338 +119.306 1.57712 +119.249 0.713724 +119.475 -0.0810301 +> MS-BS Rangin et al. [1999] +> -Sf0.45/3p +119.475 -0.0810301 +119.896 -0.85933 +120.388 -1.46145 +120.811 -1.71008 +121.234 -1.95861 +121.728 -2.15418 +122.223 -2.3496 +122.823 -2.59799 +123.424 -2.84609 +123.672 -3.09361 +123.706 -3.94122 +123.458 -4.57644 +124.06 -4.70066 +124.662 -4.82436 +125.282 -4.78921 +125.901 -4.75351 +126.432 -4.47072 +126.963 -4.18755 +127.325 -3.7191 +> MS-BS by Peter Bird October 2001 +> -Sf0.45/3p +127.325 -3.7191 +127.51 -3.16252 +127.667 -2.44696 +127.666 -1.75821 +> MS\BH by Peter Bird September 2001 +> -Sf0.45/3p+t+r +125.969 -0.277582 +125.969 0.189999 +126.144 1.00135 +126.426 1.70646 +> BS/SU Rangin et al. [1999] +> -Sf0.45/3p+t+l +119.475 -0.0810301 +119.296 -0.680331 +119.045 -1.49138 +118.884 -1.9498 +118.723 -2.40821 +118.578 -3.25522 +118.823 -3.60956 +> BS-SU Rangin et al. [1999] +> -Sf0.45/3p +118.823 -3.60956 +119.565 -3.96595 +119.953 -4.30293 +120.341 -4.6397 +120.516 -5.27551 +120.62 -6.12225 +120.546 -6.9676 +120.543 -7.81221 +> BS-AU by Peter Bird October 2001 +> -Sf0.45/3p +132.689 -6.68099 +133.188 -6.51458 +133.686 -6.34769 +133.982 -5.6406 +133.449 -5.34429 +133.906 -4.812 +> MS-BH by Peter Bird October 2001 +> -Sf0.45/3p +127.666 -1.75821 +127.241 -1.38815 +126.817 -1.01801 +126.393 -0.647813 +125.969 -0.277582 +> BH-BS by Peter Bird October 2001 +> -Sf0.45/3p +127.666 -1.75821 +128.383 -2.28637 +> BH\BS Rangin et al. [1999] +> -Sf0.45/3p+t+r +128.383 -2.28637 +129.258 -2.41628 +130.107 -2.51922 +130.585 -2.6939 +131.063 -2.86839 +131.489 -3.14894 +131.915 -3.42931 +132.316 -3.93477 +132.717 -4.44004 +> BH-BS Rangin et al. [1999] +> -Sf0.45/3p +132.717 -4.44004 +133.311 -4.62627 +133.906 -4.812 +> SU-TI by Peter Bird September 2001 +> -Sf0.45/3p +120.886 -11.4925 +120.995 -10.8294 +121.033 -10.165 +120.821 -9.58604 +120.61 -9.00696 +120.576 -8.40958 +120.543 -7.81221 +> BS-TI Rangin et al. [1999] +> -Sf0.45/3p +120.543 -7.81221 +121.253 -7.99023 +121.891 -8.06221 +122.673 -7.85285 +123.383 -7.78357 +124.235 -7.78434 +124.75 -7.64403 +125.264 -7.5031 +125.761 -7.43253 +126.258 -7.30915 +126.755 -7.18521 +127.393 -7.1842 +127.854 -6.98976 +128.315 -6.79487 +128.776 -6.56475 +129.236 -6.33421 +129.839 -6.52615 +130.443 -6.71736 +131.01 -6.67987 +131.577 -6.64174 +132.133 -6.66168 +132.689 -6.68099 +> BH/CL Puntodewo et al. [1994] +> -Sf0.45/3p+t+l +138.793 -1.15941 +138.674 -0.819845 +138.054 -0.718157 +137.435 -0.616387 +136.943 -0.42228 +136.451 -0.228139 +135.656 -0.0230418 +134.938 0.421235 +134.471 0.259038 +133.899 0.0566802 +133.327 -0.145685 +132.824 -0.0428971 +132.515 0.0170583 +> BH/PS Puntodewo et al. [1994] +> -Sf0.45/3p+t+l +132.515 0.0170583 +132.373 0.0339015 +131.738 0.149742 +131.102 0.265561 +130.546 0.474879 +129.989 0.684156 +129.197 1.05932 +> AU-MO by Peter Bird September 2001 +> -Sf0.45/3p +140.798 -5.10959 +140.264 -4.93064 +139.731 -4.75127 +138.959 -4.54782 +138.484 -4.44247 +138.01 -4.33682 +137.177 -4.22116 +136.672 -4.19929 +136.167 -4.17709 +135.459 -4.21818 +134.966 -4.29798 +> AU-BH Rangin et al. [1999] +> -Sf0.45/3p +134.966 -4.29798 +134.488 -4.43733 +133.906 -4.812 +> MO-BH Rangin et al. [1999] +> -Sf0.45/3p +138.972 -1.6075 +138.488 -1.75378 +138.003 -1.89992 +137.634 -2.08011 +137.282 -2.29536 +136.931 -2.49285 +136.562 -2.79637 +136.167 -3.10001 +135.771 -3.40349 +135.262 -3.84898 +134.966 -4.29798 +> SU-BU per Brian Taylor p.c. 2002 +> -Sf0.45/3p +96.4803 14.4 +96.5031 14.1292 +95.8571 13.7825 +95.5046 12.918 +95.1546 12.053 +94.8068 11.1876 +94.4146 10.679 +94.0238 10.17 +94.2164 9.71684 +94.4146 9.27021 +93.986 9.01948 +94.1712 8.686 +94.4288 8.31186 +94.7747 7.8472 +94.4599 7.60272 +94.8826 7.1393 +94.4975 6.83692 +94.9496 6.25911 +95.435 5.71525 +96.0135 5.11363 +96.5669 4.64448 +96.6014 3.77218 +96.6968 2.97907 +96.7828 2.1854 +96.7427 1.76284 +96.2019 1.345 +> IN\BU by Peter Bird October 2001 +> -Sf0.45/3p+t+r +92.2781 6.94757 +91.9032 7.66274 +91.7809 8.15983 +91.6511 8.6562 +91.5959 9.13017 +91.5334 9.6037 +91.5586 10.056 +91.5764 10.5142 +91.5907 11.3003 +91.6426 11.7915 +91.7 12.2832 +91.8889 13.1537 +92.0682 13.7149 +> IN-BU by Peter Bird October 2001 +> -Sf0.45/3p +92.0682 13.7149 +92.5168 14.3843 +92.9413 14.8688 +93.3678 15.3526 +93.7878 15.5618 +94.2086 15.7702 +95.0951 15.8126 +95.9115 15.5345 +96.4061 15.1355 +> MS/SU by Peter Bird October 2001 +> -Sf0.45/3p+t+l +125.969 0.189999 +125.616 -0.12779 +125.263 -0.445578 +> MS-SU by Peter Bird October 2001 +> -Sf0.45/3p +125.263 -0.445578 +124.857 -0.269106 +124.416 0.0133426 +124.01 0.436971 +123.746 0.842787 +123.535 1.35416 +123.448 1.81227 +123.43 2.00599 +> EU-NA by Peter Bird November 2001 +> -Sf0.45/3p +-15.7156 69.5499 +-16.0335 69.2647 +-16.2627 69.0379 +-16.4874 68.8084 +-17.1537 68.8649 +-17.3917 68.6995 +-17.8291 68.3998 +-18.2203 68.0662 +-18.4899 67.7376 +-18.7562 67.4434 +-19.0988 67.0581 +-18.118 66.9337 +-18.2473 66.7807 +-17.4735 66.6852 +-17.7178 66.3645 +-16.5068 66.203 +-16.6561 65.9435 +-16.8594 65.6773 +-17.025 65.3793 +-17.141 64.9952 +-17.3675 64.7367 +-17.8218 64.4892 +-18.6261 64.1823 +-19.0407 63.9849 +-19.2377 63.8625 +-20.0967 63.9494 +-20.7313 64.0171 +-21.2976 64.0672 +-22.0656 63.9224 +-22.5374 63.8361 +-22.872 63.7673 +-23.0586 63.6498 +-23.3303 63.6508 +-23.4873 63.5682 +-23.7405 63.4737 +-24.0095 63.3551 +-24.2547 63.2297 +-24.5193 63.1102 +-24.7207 62.9922 +-24.8881 62.9238 +-25.0351 62.8003 +-25.1564 62.71 +-25.3112 62.6137 +-25.4487 62.62 +-25.6435 62.5031 +-25.8748 62.3751 +-26.1072 62.2373 +-26.3089 62.105 +-26.5265 61.9392 +-26.768 61.8252 +-27.0316 61.6654 +-27.2257 61.532 +-27.3888 61.3976 +-27.5817 61.2519 +-27.8545 61.0664 +-28.0237 60.9563 +-28.1924 60.8483 +-28.4077 60.7045 +-28.6416 60.5661 +-28.8286 60.4186 +-28.9266 60.3334 +-29.0285 60.3399 +-29.118 60.2731 +-29.2245 60.1678 +-29.3717 60.0827 +> IN-AU by Peter Bird November 2001 +> -Sf0.45/3p +68.2738 -6.81092 +69.0074 -6.53842 +69.8059 -6.44461 +70.2918 -6.47357 +70.7856 -6.50237 +71.3125 -6.59931 +71.8341 -6.69593 +72.3549 -6.86701 +72.8839 -7.03843 +73.3917 -7.03892 +73.544 -6.19055 +73.7043 -5.77811 +73.7697 -4.92652 +73.8831 -4.30742 +74.358 -4.4108 +74.8331 -4.51388 +75.5177 -4.77642 +76.2028 -5.03829 +76.7791 -5.04649 +77.3555 -5.05469 +77.9808 -4.99351 +78.606 -4.93173 +79.1411 -4.75245 +79.6759 -4.57275 +80.3741 -4.39311 +81.072 -4.2128 +81.701 -4.03076 +82.3298 -3.84823 +82.7964 -3.64078 +83.2627 -3.43309 +83.7288 -3.22518 +84.1947 -3.01705 +84.9865 -3.18095 +85.7786 -3.34424 +86.5012 -3.71634 +87.2245 -4.08784 +87.9227 -3.52864 +88.62 -2.96892 +88.828 -2.27141 +89.0359 -1.57386 +89.4304 -1.1786 +89.8247 -0.783283 +90.6301 -0.450318 +91.4355 -0.117271 +92.2408 0.215803 +93.0462 0.548836 +93.8517 0.88176 +94.4154 1.493 +94.9794 2.1041 +> PA/AU Massell et al. 2000 Figure 3 Puysegur +> -Sf0.45/3p+t+l +166.951 -44.9871 +166.71 -45.2113 +166.537 -45.3502 +166.377 -45.515 +166.205 -45.7364 +166.019 -45.8872 +165.92 -45.9581 +165.733 -46.0648 +165.427 -46.1898 +165.168 -46.4052 +165.021 -46.6013 +164.943 -46.783 +164.923 -47.0108 +164.838 -47.1485 +164.739 -47.2562 +164.699 -47.4439 +164.651 -47.5208 +164.528 -47.6576 +164.48 -47.7595 +164.483 -47.9197 +164.398 -48.0593 +164.389 -48.202 +164.309 -48.2738 +164.287 -48.4286 +164.215 -48.5916 +164.13 -48.7417 +163.964 -48.9171 +163.868 -49.1157 +163.74 -49.3222 +163.545 -49.5732 +163.448 -49.7612 +163.412 -49.8466 +163.296 -49.9853 +163.235 -50.0787 +> PA-AU Massell et al. 2000 Figure 3 +> -Sf0.45/3p +163.235 -50.0787 +163.047 -50.2732 +162.963 -50.3688 +162.785 -50.4433 +162.594 -50.5495 +162.453 -50.6679 +162.273 -50.8174 +162.049 -50.9621 +161.825 -51.1182 +161.716 -51.1921 +161.542 -51.3988 +161.368 -51.5421 +161.162 -51.7508 +161.026 -51.9244 +160.762 -52.1656 +160.671 -52.2918 +160.535 -52.4327 +160.342 -52.6336 +160.092 -52.8217 +159.905 -52.9907 +159.731 -53.1704 +159.512 -53.3452 +159.318 -53.598 +159.216 -53.6195 +159.142 -53.8122 +158.985 -54.0883 +158.885 -54.308 +158.74 -54.5589 +158.674 -54.6894 +158.618 -54.9279 +158.596 -55.0467 +158.54 -55.2724 +158.465 -55.5216 +158.332 -55.7793 +158.226 -56.0216 +158.153 -56.1647 +158.042 -56.3105 +157.944 -56.4385 +157.823 -56.7248 +157.703 -56.9918 +157.64 -57.2302 +157.615 -57.474 +157.62 -57.7835 +157.751 -58.0681 +157.92 -58.3342 +158.121 -58.6051 +158.267 -58.7792 +158.385 -58.8581 +158.65 -59.0705 +158.972 -59.3046 +159.186 -59.5107 +159.413 -59.7316 +159.691 -59.9387 +159.803 -60.0055 +> ON-PS by P. Bird May 2002 after Lallemand +> -Sf0.45/3p +121.575 24.6914 +121.779 24.2554 +122.14 23.9492 +122.501 23.6429 +123.01 23.4686 +123.518 23.4541 +124.026 23.4381 +124.534 23.4203 +125.042 23.4009 +125.55 23.3799 +> ON/PS by Peter Bird September 2001 +> -Sf0.45/3p+t+l +125.55 23.3799 +125.954 23.4977 +126.426 23.7606 +126.901 24.1011 +127.398 24.5029 +127.907 24.969 +128.462 25.4576 +> YA-ON Letouzey & Kimura [1985] +> -Sf0.45/3p +121.575 24.6914 +122.024 24.853 +122.554 25.0649 +123.182 24.8598 +123.721 24.8985 +123.755 25.0165 +124.148 25.0702 +124.705 25.1197 +124.697 25.4751 +125.159 25.5691 +125.736 25.6437 +125.663 25.927 +126.065 26.1233 +126.383 26.37 +126.477 26.5403 +126.82 26.8106 +126.745 27.0057 +126.885 27.1491 +127.417 27.4855 +127.347 27.6615 +127.599 27.7896 +128.049 28.0528 +128.557 28.401 +128.321 28.7079 +128.687 29.0321 +129.055 29.3554 +128.646 29.8931 +128.881 30.1042 +128.848 30.387 +129.032 30.5854 +128.819 31.0245 +129.059 31.2645 +129.121 31.4094 +129.442 31.7926 +> AM-ON by Peter Bird May 2002 +> -Sf0.45/3p +129.442 31.7926 +129.768 32.0417 +130.185 32.0194 +130.835 31.9821 +131.284 31.8771 +131.717 31.7606 +132.03 31.4844 +132.269 31.2571 +132.581 30.9906 +132.824 30.7544 +> EU-AM by Peter Bird May 2002 +> -Sf0.45/3p +123.364 31.4713 +124.072 32.1727 +124.791 32.8701 +125.521 33.5633 +126.263 34.2521 +> AM-YA by Peter Bird May 2002 +> -Sf0.45/3p +123.364 31.4713 +123.867 31.3257 +124.487 31.2501 +125.03 31.1957 +125.729 31.2017 +126.404 31.2274 +127.054 31.273 +127.655 31.362 +128.258 31.4706 +128.812 31.6013 +129.442 31.7926 +> CL-PS Weissel and Anderson [1978] +> -Sf0.45/3p +134.521 6.99019 +134.269 6.61025 +133.989 6.33263 +133.674 6.15594 +133.429 5.96222 +133.308 5.73427 +133.24 5.34909 +133.189 5.0162 +133.032 4.78754 +132.911 4.45382 +132.79 4.11986 +132.74 3.69833 +132.795 3.31224 +132.85 2.90828 +132.817 2.53873 +132.766 2.25688 +132.734 1.72846 +132.72 1.16455 +132.651 0.81158 +132.515 0.0170583 +> PA-CL by Peter Bird June 2002 +> -Sf0.45/3p +138.359 9.37865 +139.192 9.06494 +139.886 8.86631 +140.579 8.66639 +141.048 8.3925 +141.517 8.11804 +142.262 7.61077 +142.666 7.38844 +143.07 7.16576 +143.558 6.80532 +144.026 6.67698 +144.664 6.61101 +145.067 6.50348 +145.471 6.35347 +146.001 6.16022 +146.382 5.88304 +146.73 5.51071 +147.078 5.13818 +147.425 4.76546 +147.772 4.39257 +148.191 3.77564 +148.694 3.13658 +148.668 2.62928 +148.684 2.05827 +148.7 1.48745 +148.863 0.936586 +149.112 0.406263 +149.191 -0.143239 +149.251 -0.396981 +149.27 -0.65021 +> CL-NB by Peter Bird June 2002 +> -Sf0.45/3p +142.246 -2.6931 +142.394 -2.46221 +142.626 -1.91593 +142.922 -1.45354 +143.26 -1.15956 +143.808 -0.950568 +144.357 -0.741885 +145.033 -0.534111 +145.497 -0.473267 +145.919 -0.349163 +146.595 -0.290218 +147.059 -0.29351 +147.354 -0.274652 +147.859 -0.426351 +148.344 -0.40946 +148.724 -0.391858 +148.913 -0.456923 +149.27 -0.65021 +> PA-NB by Peter Bird June 2002 +> -Sf0.45/3p +149.27 -0.65021 +149.481 -0.818472 +149.769 -1.00453 +150.023 -1.02138 +150.344 -1.12276 +150.717 -1.22404 +151.089 -1.30833 +151.427 -1.46017 +151.816 -1.64562 +152.155 -1.86475 +152.578 -2.13414 +152.916 -2.1502 +153.119 -2.20029 +153.39 -2.43572 +153.542 -2.60389 +153.711 -2.68759 +153.882 -3.04097 +154.035 -3.3268 +154.256 -3.6121 +154.359 -3.94845 +154.7 -4.28294 +154.955 -4.55028 +154.992 -4.88657 +154.978 -5.24012 +154.592 -5.58051 +154.545 -5.90097 +154.533 -6.42324 +154.73 -6.85808 +154.927 -7.29284 +> CL\WL by Peter Bird June 2002 +> -Sf0.45/3p+t+r +138.793 -1.15941 +139.257 -1.38997 +139.805 -1.55742 +140.226 -1.76738 +140.837 -1.89328 +141.195 -2.16673 +141.594 -2.27205 +141.868 -2.39843 +142.246 -2.6931 +> WL-BH by Peter Bird June 2001 +> -Sf0.45/3p +138.793 -1.15941 +138.972 -1.6075 +> NB-SB Auzende et al. [2000]; Martinez and Taylor +> -Sf0.45/3p +143.743 -3.46045 +144.368 -3.53117 +144.807 -3.55013 +145.399 -3.48507 +146.11 -3.47062 +146.415 -3.43769 +146.836 -3.75493 +146.918 -3.64099 +146.999 -3.51435 +147.083 -3.38515 +147.162 -3.261 +147.241 -3.15205 +147.325 -3.05326 +147.407 -2.96204 +147.478 -2.90886 +147.539 -2.88103 +147.605 -2.87857 +147.816 -2.81284 +147.983 -2.92212 +148.123 -3.02628 +148.329 -3.14063 +148.499 -3.22195 +148.675 -3.30577 +148.878 -3.39465 +149.089 -3.46572 +149.295 -3.52151 +149.453 -3.54429 +149.603 -3.56959 +149.717 -3.57966 +149.773 -3.5923 +149.816 -3.61764 +> NB\WL by Peter Bird June 2002 +> -Sf0.45/3p+t+r +142.246 -2.6931 +142.449 -2.81358 +142.633 -2.93233 +142.936 -3.01814 +143.172 -3.0531 +143.508 -3.15594 +143.743 -3.46045 +> NB-MN +> -Sf0.45/3p +149.817 -3.61656 +149.913 -3.49148 +150.034 -3.37167 +150.135 -3.27439 +150.249 -3.20201 +150.352 -3.14092 +150.436 -3.09258 +150.509 -3.06108 +150.56 -3.05074 +150.616 -3.04729 +150.615 -3.08491 +150.634 -3.16268 +150.683 -3.23453 +150.732 -3.29524 +150.789 -3.32939 +150.824 -3.34847 +150.879 -3.33111 +150.931 -3.3723 +150.982 -3.41905 +151.021 -3.47569 +151.095 -3.54725 +151.142 -3.58709 +151.204 -3.60167 +151.25 -3.60671 +151.301 -3.65625 +> MN-SB +> -Sf0.45/3p +149.817 -3.61656 +149.872 -3.65909 +149.938 -3.72378 +150.027 -3.75198 +150.121 -3.78988 +150.192 -3.82943 +150.226 -3.8736 +150.24 -3.90269 +150.32 -3.88086 +150.447 -3.85709 +150.552 -3.83913 +150.678 -3.81816 +150.793 -3.77503 +150.909 -3.72352 +150.987 -3.69197 +151.095 -3.8063 +151.222 -3.73657 +151.301 -3.65625 +> NB-SB Martinez and Taylor [1996]; Taylor et al. +> -Sf0.45/3p +151.301 -3.65625 +151.375 -3.7062 +151.428 -3.75424 +151.563 -3.66511 +151.675 -3.76873 +151.814 -3.72013 +151.929 -3.67667 +151.987 -3.6486 +152.038 -3.63575 +152.132 -3.66584 +152.226 -3.73899 +152.328 -3.82223 +152.415 -3.90297 +152.478 -3.97364 +152.557 -4.03917 +152.616 -4.1301 +152.662 -4.18815 +152.927 -4.60329 +153.193 -5.01833 +153.403 -5.36112 +153.614 -5.70366 +153.823 -6.04594 +153.93 -6.265 +> SB-WL Tregoning et al. [1998] +> -Sf0.45/3p +143.743 -3.46045 +144.079 -3.76571 +144.416 -4.00368 +144.583 -4.37576 +144.733 -4.69723 +144.867 -4.96807 +145.007 -5.20188 +145.505 -5.76218 +146.007 -6.11228 +146.497 -6.51288 +146.956 -6.71785 +147.476 -7.10285 +148.01 -7.31238 +148.587 -7.39451 +> WL-SS Taylor et al. [1995] +> -Sf0.45/3p +155.454 -7.48875 +155.262 -7.62863 +154.872 -7.96237 +154.481 -8.2962 +154.087 -8.63265 +153.697 -8.96649 +153.255 -9.18615 +> WL-AU Taylor et al. [1995] +> -Sf0.45/3p +151.654 -9.76005 +151.834 -9.76114 +151.838 -9.90561 +151.918 -9.93028 +152.024 -9.94203 +152.086 -9.944 +152.214 -9.94533 +152.223 -10.039 +152.413 -10.0473 +152.547 -10.056 +152.651 -10.0777 +152.849 -10.0881 +152.855 -10.3844 +153.174 -10.3981 +153.362 -10.3981 +153.552 -10.355 +153.752 -10.3446 +153.847 -10.3254 +154.01 -10.3407 +154.125 -10.3313 +154.169 -10.323 +154.219 -10.2792 +154.218 -9.91264 +154.379 -9.87219 +154.596 -9.81056 +154.719 -9.76305 +154.849 -9.72297 +154.856 -9.83902 +154.951 -9.83485 +155.07 -9.79486 +155.172 -9.72993 +155.172 -9.62138 +155.291 -9.55615 +155.347 -9.53242 +155.436 -9.49296 +155.473 -9.56795 +155.577 -9.53069 +155.599 -9.58072 +155.708 -9.54838 +155.797 -9.52648 +155.813 -9.57154 +155.908 -9.55456 +155.979 -9.5481 +155.989 -9.55797 +156.086 -9.53838 +156.066 -9.40524 +156.124 -9.3814 +156.101 -9.26847 +156.258 -9.22502 +156.35 -9.20553 +156.428 -9.17875 +156.39 -8.80938 +156.361 -8.59844 +156.331 -8.38495 +156.296 -8.17405 +> PS-MA Martinez et al. [2000] +> -Sf0.45/3p +143.097 11.5689 +143.082 11.7921 +143.106 12.0301 +143.143 12.265 +143.239 12.4781 +143.403 12.6947 +143.51 12.8222 +143.662 13.0577 +143.771 13.2676 +143.871 13.5409 +143.903 13.6235 +143.942 13.8108 +143.976 14.087 +144.082 14.6394 +144.216 14.6557 +144.334 14.8845 +144.53 14.9167 +144.453 15.5256 +144.799 15.6531 +144.792 16.1227 +144.841 16.478 +144.798 16.9793 +144.671 17.4201 +144.97 17.5346 +144.773 17.8295 +144.706 18.0198 +144.663 18.1656 +144.626 18.3591 +144.601 18.7556 +144.543 19.0727 +144.527 19.1234 +144.252 19.7253 +144.137 19.7533 +144.083 19.8577 +143.97 20.1109 +143.842 20.4178 +143.575 20.3968 +143.493 20.5325 +143.392 20.7283 +143.281 20.9619 +143.321 21.0606 +143.28 21.3203 +143.218 21.659 +143.15 21.9278 +142.997 22.1385 +142.774 22.3766 +142.56 22.662 +142.257 23.0091 +> PS-MA by Peter Bird June 2002 +> -Sf0.45/3p +142.257 23.0091 +142.886 23.7012 +143.522 24.3908 +> NH-PA Auzende et al. [1995a] +> -Sf0.45/3p +172.571 -13.4106 +172.434 -13.4349 +172.3 -13.4814 +172.163 -13.5688 +171.972 -13.6778 +171.619 -13.75 +171.296 -13.7934 +171.295 -14.0659 +171.181 -14.0834 +170.945 -14.0926 +170.642 -14.0878 +170.638 -13.942 +170.15 -13.9744 +169.739 -13.9535 +169.739 -13.8236 +169.622 -13.8084 +169.456 -13.8111 +169.231 -13.7995 +169.234 -13.6507 +169.026 -13.6393 +168.792 -13.6302 +168.577 -13.6024 +168.596 -13.5142 +168.159 -13.5147 +167.157 -13.6491 +166.154 -13.7794 +> CR-NH Auzende et al. [1994] +> -Sf0.45/3p +173.901 -16.8493 +173.88 -17.1634 +173.744 -17.49 +173.66 -17.6802 +173.55 -17.9623 +173.409 -18.238 +173.251 -18.5324 +173.425 -18.5203 +173.447 -18.774 +173.453 -18.9992 +173.439 -19.2211 +173.429 -19.4303 +173.398 -19.6616 +173.36 -19.8896 +173.335 -20.086 +173.351 -20.3774 +173.384 -20.6245 +173.38 -20.8367 +173.383 -20.9949 +173.379 -21.1405 +174.119 -21.1477 +174.115 -21.3565 +174.112 -21.5779 +174.09 -21.8407 +174.056 -22.2358 +174.034 -22.4881 +> NH-AU Peter Bird June 2002 +> -Sf0.45/3p +172.439 -23.1781 +172.783 -23.0686 +173.04 -23.0068 +173.212 -22.8339 +173.606 -22.835 +174.034 -22.4881 +> BR-NH Peter Bird June 2002 +> -Sf0.45/3p +172.571 -13.4106 +172.74 -13.6927 +172.881 -13.9649 +173.019 -14.294 +173.139 -14.51 +173.178 -14.6687 +173.21 -14.7703 +173.259 -14.8973 +173.294 -14.9925 +173.32 -15.0814 +173.346 -15.1544 +173.359 -15.2337 +173.388 -15.3607 +173.428 -15.4369 +173.464 -15.5036 +173.516 -15.5671 +173.539 -15.6053 +173.555 -15.6973 +173.4 -15.7793 +173.485 -15.9223 +173.531 -16.0271 +173.567 -16.1509 +173.455 -16.2585 +173.593 -16.4967 +173.669 -16.6143 +173.718 -16.7127 +173.788 -16.7984 +173.901 -16.8493 +> BR-CR Auzende et al. [1994] +> -Sf0.45/3p +173.901 -16.8493 +174.503 -16.5632 +174.885 -16.8728 +175.107 -16.748 +175.226 -16.7409 +175.381 -16.6289 +175.487 -16.6218 +175.612 -16.586 +175.893 -16.5582 +176.184 -16.5521 +> AU-CR Auzende et al. [1994] +> -Sf0.45/3p +176.184 -16.5521 +176.179 -16.6696 +176.148 -16.8158 +176.106 -16.9654 +176.065 -17.0895 +176.036 -17.2389 +175.986 -17.5408 +175.973 -17.8043 +176.336 -17.8227 +176.342 -18.0384 +176.3 -18.1403 +176.244 -18.2425 +176.215 -18.3189 +176.212 -18.6107 +176.136 -18.732 +176.061 -18.8945 +175.975 -19.0222 +175.922 -19.0798 +175.9 -19.1624 +175.885 -19.3274 +175.839 -19.4451 +175.772 -19.5471 +175.559 -19.7548 +175.574 -19.9765 +175.59 -20.1887 +> AU-CR Peter Bird June 2002 +> -Sf0.45/3p +175.59 -20.1887 +175.828 -20.6294 +176.121 -21.1655 +175.733 -21.4216 +175.231 -21.75 +174.584 -22.1704 +174.034 -22.4881 +> BR-AU Auzende et al. [1995a] +> -Sf0.45/3p +176.184 -16.5521 +176.377 -16.569 +176.545 -16.5574 +176.671 -16.5527 +176.79 -16.5447 +176.883 -16.5435 +176.949 -16.5235 +177.035 -16.5159 +177.13 -16.5049 +177.19 -16.504 +177.269 -16.5059 +177.412 -16.5099 +177.414 -16.3005 +177.345 -16.3016 +177.4 -16.2119 +177.588 -16.2245 +177.721 -16.2285 +177.806 -16.2269 +177.876 -16.2224 +178.007 -16.1723 +178.086 -16.1485 +178.171 -16.1151 +178.283 -16.1096 +178.402 -16.1039 +178.491 -16.0924 +178.524 -15.9838 +178.562 -15.8973 +> BR-AU Auzende et al. [1994] +> -Sf0.45/3p +178.562 -15.8973 +178.936 -15.8124 +179.332 -15.7295 +179.614 -15.6775 +179.89 -15.6538 +-179.739 -15.5422 +> PA-BR Schellart et al. [2002] +> -Sf0.45/3p +172.571 -13.4106 +173.049 -13.4895 +173.671 -13.5168 +173.941 -13.2954 +174.482 -13.3961 +174.661 -13.4146 +174.784 -13.3952 +174.898 -13.3345 +175.314 -13.2436 +175.659 -13.3265 +175.947 -13.4221 +176.021 -13.6431 +176.256 -13.6723 +176.618 -13.7312 +176.966 -13.8531 +177.167 -13.9483 +177.417 -14.0551 +> PA-BR Peter Bird June 2002 +> -Sf0.45/3p +177.417 -14.0551 +178.029 -14.309 +178.469 -14.5006 +179.012 -14.7838 +179.389 -14.975 +179.79 -15.2177 +-179.739 -15.5422 +> PA-AU Pelletier et al. [1998] +> -Sf0.45/3p +-179.739 -15.5422 +-179.444 -15.5268 +> FT-AU Peter Bird June 2002 +> -Sf0.45/3p +-179.444 -15.5268 +-178.812 -15.3773 +-178.264 -15.3255 +-177.691 -15.3981 +-177.13 -15.5594 +> FT-PA Peter Bird June 2002 +> -Sf0.45/3p +-176.346 -14.634 +-176.88 -14.6708 +-177.415 -14.7064 +-177.746 -14.6461 +-178.24 -14.3166 +-178.733 -13.9861 +-178.768 -14.2304 +-178.888 -14.2241 +-179.048 -14.9275 +-179.288 -14.9356 +-179.444 -15.5268 +> EA-PA Naar and Hey 1991 +> -Sf0.45/3p +-114.421 -22.1145 +-114.505 -22.1961 +-114.498 -22.5426 +-114.567 -23.0236 +-114.875 -23.0396 +-114.962 -23.1789 +-115.183 -23.237 +-115.254 -23.3975 +-115.599 -23.4684 +-115.424 -23.8844 +-115.402 -24.0174 +-115.482 -24.1051 +-115.912 -24.2418 +-115.968 -24.3829 +-116.184 -24.4583 +-116.225 -24.5558 +-116.099 -24.8475 +-116.49 -25.172 +-116.353 -25.4158 +-116.028 -25.6738 +-115.769 -25.9677 +-115.518 -26.2434 +-115.291 -26.4659 +-115.105 -26.604 +-114.526 -26.7251 +-113.944 -26.7897 +-113.608 -26.8088 +-112.976 -26.8302 +> EA-NZ Naar and Hey 1991 +> -Sf0.45/3p +-112.976 -26.8302 +-112.947 -26.7241 +-112.684 -26.8009 +-112.658 -26.5538 +-112.683 -26.2823 +-112.672 -26.0379 +-112.62 -25.9342 +-112.55 -25.9259 +-112.541 -25.7874 +-112.455 -25.786 +-112.437 -25.6827 +-112.364 -25.6637 +-112.366 -25.5642 +-112.388 -25.4292 +-112.443 -25.1985 +-112.453 -25.0594 +-111.978 -25.0266 +-111.977 -24.8907 +-112.048 -24.6591 +-112.103 -24.4485 +-112.123 -24.2224 +-112.098 -24.1104 +-111.713 -24.032 +-111.763 -23.8598 +-111.832 -23.7275 +-111.864 -23.475 +-111.871 -23.3267 +-111.741 -23.2087 +-111.924 -23.0158 +-112.208 -22.8209 +-112.575 -22.6195 +-112.934 -22.407 +-113.28 -22.2231 +-113.61 -22.1264 +-113.906 -22.1022 +-114.125 -22.1057 +-114.421 -22.1145 +> JZ-PA Larson et al. [1992] +> -Sf0.45/3p +-112.023 -31.5362 +-112.041 -31.7737 +-112.063 -31.9485 +-112.065 -32.1144 +-112.151 -32.3426 +-112.356 -32.3278 +-112.415 -32.4889 +-112.418 -32.7938 +-112.442 -33.112 +-112.46 -33.3989 +-112.504 -33.6498 +-112.604 -33.6626 +-112.628 -33.9988 +-112.562 -34.2996 +-112.417 -34.5562 +-112.187 -34.6742 +-111.756 -34.8114 +-111.399 -34.9123 +-111.126 -34.9948 +-110.827 -35.0908 +> JZ-AN Larson et al. [1992] +> -Sf0.45/3p +-110.827 -35.0908 +-110.527 -35.0613 +-110.326 -34.946 +-110.141 -34.8171 +-109.919 -34.7019 +-109.691 -34.6092 +-109.259 -34.5446 +> JZ-NZ Larson et al. [1992] +> -Sf0.45/3p +-109.259 -34.5446 +-109.277 -34.2037 +-109.27 -33.9167 +-109.205 -33.7019 +-109.323 -33.3917 +-109.41 -33.1401 +-109.183 -33.0204 +-108.972 -32.9365 +-109.206 -32.6615 +-109.435 -32.4 +-109.791 -32.1152 +-110.21 -31.9198 +-110.687 -31.715 +-111.202 -31.5638 +-111.66 -31.5564 +-112.023 -31.5362 +> NZ-PA Hey et al. [1995] +> -Sf0.45/3p +-112.976 -26.8302 +-113.112 -27.0143 +-113.129 -27.2727 +-113.133 -27.577 +-113.001 -27.6074 +-112.971 -27.8495 +-112.955 -28.129 +-112.934 -28.3794 +-113.01 -28.3829 +-113.021 -28.5495 +-113.02 -28.7872 +-112.956 -29.0088 +-112.367 -29.1602 +-111.806 -29.2656 +-111.749 -29.5788 +-111.773 -30.0247 +-111.775 -30.1873 +-111.797 -30.4248 +-111.851 -30.6244 +-111.885 -30.6658 +-111.951 -31.0446 +-111.978 -31.3862 +-111.964 -31.3905 +-112.023 -31.5362 +> GP-PA Lonsdale [1988] +> -Sf0.45/3p +-102.068 2.63532 +-102.082 2.57438 +-102.077 2.50246 +-102.085 2.48615 +-102.085 2.41199 +-102.09 2.3909 +-102.088 2.32729 +-102.08 2.3083 +-102.075 2.16104 +-102.067 2.13734 +-102.075 2.02449 +-102.076 1.97154 +-102.088 1.90349 +-102.104 1.90382 +-102.133 1.77843 +-102.262 1.75155 +-102.23 1.54137 +-102.257 1.52778 +-102.222 1.3611 +-102.243 1.34857 +-102.203 1.22065 +-102.223 1.21398 +-102.181 1.13426 +> GP-NZ Lonsdale [1988] +> -Sf0.45/3p +-102.181 1.13426 +-102.082 1.20646 +-101.959 1.26876 +-101.825 1.33439 +-101.644 1.40377 +-101.58 1.31773 +-101.487 1.38887 +-101.423 1.33816 +-101.348 1.39907 +-101.315 1.35013 +-101.195 1.42309 +-101.153 1.38576 +-101.047 1.47077 +-101.074 1.51368 +-100.964 1.65513 +-100.973 1.67885 +-100.908 1.74348 +-100.974 1.83189 +-101.049 1.90637 +-101.149 1.98018 +-101.27 2.0485 +-101.356 2.10436 +-101.438 2.16015 +-101.512 2.23226 +> GP-CO Lonsdale [1988] +> -Sf0.45/3p +-101.512 2.23226 +-101.49 2.60499 +-101.697 2.63971 +-101.878 2.64213 +-102.068 2.63532 +> PA-CO Lonsdale [1988] +> -Sf0.45/3p +-102.068 2.63532 +-102.109 2.78564 +-102.096 2.79833 +-102.118 2.89294 +-102.145 2.88876 +-102.193 3.07219 +-102.219 3.23869 +> NZ-PA Lonsdale [1988] +> -Sf0.45/3p +-102.181 1.13426 +-102.24 0.712821 +-102.21 0.706338 +-102.253 0.3717 +-102.294 0.157068 +-102.319 -0.015477 +> CO-NZ Lonsdale [1988] +> -Sf0.45/3p +-101.512 2.23226 +-101.203 2.24142 +-101.196 2.1989 +-101.067 2.21046 +-100.644 2.2044 +-100.394 2.2065 +-100.066 2.20704 +-100.047 2.29966 +-99.9129 2.27227 +-99.8108 2.2726 +-99.7389 2.26882 +> SC-SA Peter Bird June 2002 +> -Sf0.45/3p +-29.4885 -55.0334 +-30.9056 -54.8217 +-32.367 -54.5854 +-33.7338 -54.4603 +-33.3551 -54.86 +-33.0577 -55.458 +-33.6911 -55.605 +-34.5912 -55.7295 +-36.1083 -55.6416 +-36.846 -55.2149 +-37.8103 -55.0862 +-38.7149 -54.8532 +-39.7112 -54.6334 +-40.6597 -54.3972 +-41.5971 -54.1536 +-42.4101 -53.8797 +-43.2125 -53.6003 +-44.2095 -53.2697 +-45.191 -52.9309 +-46.4141 -52.8301 +-47.6626 -52.6907 +-49.1626 -52.664 +-50.6713 -52.71 +-52.1759 -52.8726 +-53.3821 -53.2094 +-54.7413 -53.406 +-55.5965 -53.5304 +-56.4567 -53.6486 +-57.75 -53.626 +-59.2458 -53.5981 +-60.5322 -53.6735 +-61.933 -53.81 +-62.8208 -53.9171 +-63.7131 -54.0177 +-64.788 -54.1726 +-65.8708 -54.3178 +-67.404 -54.3941 +-68.9886 -54.4297 +-69.8669 -54.2309 +-70.5127 -54.0994 +-71.2906 -53.9225 +-72.0816 -53.7183 +-73.0105 -53.3135 +-74.0351 -52.9111 +-74.9956 -52.5564 +-75.7435 -52.3147 +-76.4833 -52.0684 +> SW-SC Livermore et al. [1997]; Leat et al. +> -Sf0.45/3p +-29.4885 -55.0334 +-29.7147 -55.2043 +-29.8147 -55.3268 +-29.7936 -55.5009 +-29.7728 -55.6048 +-29.817 -55.6835 +-30.3157 -55.7539 +-30.3263 -55.8635 +-30.3343 -55.9491 +-30.3324 -56.0517 +-30.3253 -56.1345 +-30.3338 -56.2904 +-30.3779 -56.4434 +-30.721 -56.4492 +-30.7271 -56.511 +-30.7434 -56.5699 +-30.7431 -56.8593 +-30.469 -56.851 +-30.38 -57.0937 +-30.1292 -57.0954 +-30.0692 -57.5995 +-29.8517 -57.5979 +-29.8442 -58.2619 +-30.0069 -58.2719 +-29.9509 -58.8052 +-29.5634 -58.8167 +-29.5547 -59.5138 +-30.1075 -59.515 +-30.0314 -59.937 +-29.8812 -60.1736 +-29.598 -60.4347 +-28.6771 -60.4587 +-27.7048 -60.4673 +-27.6967 -60.6171 +> SW-AN Leat et al. [2000] +> -Sf0.45/3p +-27.6967 -60.6171 +-26.8895 -60.506 +-26.0709 -60.391 +> SC-AN Maldonado et al. 1998 +> -Sf0.45/3p +-44.2259 -60.2425 +-43.1509 -60.3761 +-42.0674 -60.501 +-41.2136 -60.975 +-39.827 -60.634 +-39.093 -61.018 +-37.5605 -61.2433 +-36.4181 -61.392 +-34.8252 -60.9895 +-33.4464 -60.7009 +-32.367 -60.4089 +> SC-AN Leat et al. [2000] +> -Sf0.45/3p +-32.367 -60.4089 +-31.0139 -60.5118 +-29.7382 -60.5753 +-28.7433 -60.601 +-27.6967 -60.6171 +> SW/SA Peter Bird June 2002 +> -Sf0.45/3p+t+l +-26.0709 -60.391 +-25.0688 -59.9733 +-24.4559 -59.3858 +-23.9907 -58.9209 +-23.8194 -58.195 +-24.1302 -57.4253 +-24.2327 -57.1736 +-24.6963 -56.7336 +-25.1492 -56.292 +-25.7205 -55.8396 +-26.414 -55.4244 +-26.9949 -55.2319 +-27.6044 -55.0948 +-28.6466 -55.0049 +-29.4885 -55.0334 +> AR-IN by Peter Bird October 2001 +> -Sf0.45/3p +60.2148 18.2397 +60.4564 18.7983 +60.7122 19.3057 +60.9696 19.8127 +61.2301 20.2303 +61.4919 20.6443 +61.8481 21.1258 +62.0963 21.4249 +62.1325 22.0828 +62.5025 22.385 +62.8772 22.683 +63.6313 23.2008 +64.2754 23.6936 +64.6511 24.0383 +65.0282 24.3824 +> IN-AR Fournier et al. [2001] +> -Sf0.45/3p +60.2148 18.2397 +60.0619 17.4577 +60.0202 16.7126 +59.9642 16.1423 +59.9086 15.5721 +59.6423 15.2418 +59.4096 14.8951 +59.0337 15.0876 +58.5892 14.646 +58.2131 14.916 +57.9836 14.5994 +57.4762 14.662 +57.0015 14.6601 +56.2652 14.6232 +> SO-AR Peter Bird June 2002 +> -Sf0.45/3p +56.2652 14.6232 +56.2079 14.6433 +56.1791 14.6213 +56.0574 14.6411 +55.8218 14.6923 +55.6685 14.7216 +55.6312 14.6814 +55.48 14.7292 +55.2778 14.7885 +55.1084 14.8505 +55.0473 14.7116 +54.9576 14.7272 +54.7308 14.801 +54.5489 14.8698 +54.511 14.7601 +54.4505 14.621 +54.3873 14.6399 +54.3319 14.6707 +54.2874 14.6814 +54.2493 14.6914 +54.1926 14.7096 +54.1494 14.7328 +54.0687 14.7722 +54.0177 14.6573 +53.9287 14.4894 +53.8625 14.3509 +53.818 14.3615 +53.579 14.4408 +53.3584 14.5118 +53.2202 14.5623 +53.2113 14.5379 +53.1222 14.5586 +52.9071 14.6221 +52.737 14.6813 +52.6672 14.5615 +52.5469 14.5972 +52.2992 14.6625 +52.1389 14.6887 +51.94 14.353 +51.7625 14.0283 +51.5698 13.6673 +51.4487 13.4576 +51.3429 13.2718 +51.2532 13.1223 +51.079 13.1923 +50.8416 13.2794 +50.6615 13.3618 +50.573 13.2181 +50.4294 13.2725 +50.3102 13.3125 +50.2524 13.229 +50.1673 13.1225 +50.0614 13.1675 +49.8491 13.2512 +49.68 13.3128 +49.5926 13.1686 +49.4721 13.0078 +49.4296 13.0419 +49.349 12.8973 +49.2784 12.8019 +49.0705 12.8528 +48.882 12.9084 +48.8025 12.7698 +48.6992 12.6576 +48.5671 12.6906 +48.4479 12.7289 +48.3487 12.5726 +48.2675 12.6023 +48.142 12.6407 +48.0479 12.671 +47.9914 12.5807 +47.9014 12.4611 +47.7883 12.4923 +47.6494 12.5185 +47.5875 12.4409 +47.5389 12.3687 +47.319 12.4301 +47.1613 12.463 +47.1303 12.3587 +47.0489 12.3877 +46.9923 12.403 +46.9297 12.3002 +46.8487 12.2108 +46.7168 12.2482 +46.5789 12.2921 +46.5108 12.2019 +46.429 12.0875 +46.3107 12.1425 +46.1976 12.1724 +46.1503 12.1123 +46.1097 12.0581 +45.8509 12.1002 +45.6496 12.1519 +45.6372 12.1586 +45.6018 12.073 +45.5218 11.9829 +45.428 12.0176 +45.3277 12.0525 +45.2811 11.9983 +45.0969 11.9989 +44.9132 12.0116 +44.8817 12.0189 +44.7802 12.0224 +44.5131 12.0126 +44.0493 12.008 +43.6495 12.0127 +42.8413 11.795 +42.0332 11.5772 +> AF-AR Peter Bird June 2002 +> -Sf0.45/3p +39.2978 19.0298 +38.8261 19.4475 +38.3957 19.9075 +38.0745 20.3891 +37.9747 21.0213 +37.8253 21.8434 +37.5398 22.4945 +37.0425 23.2259 +36.5711 23.6392 +36.4073 24.1327 +36.2422 24.626 +36.0661 25.0553 +35.8888 25.4844 +35.5456 25.9191 +35.1999 26.353 +34.8748 26.8078 +34.547 27.2619 +34.2569 27.8853 +34.428 28.4143 +34.6009 28.9431 +34.7755 29.4717 +34.9519 30 +> AR-AF Brian Taylor pers. comm. 2002 +> -Sf0.45/3p +39.2978 19.0298 +39.5899 18.4193 +39.9867 17.9494 +40.3313 17.2662 +40.2512 16.7851 +40.1716 16.304 +39.6707 15.7716 +39.7767 15.1377 +40.0263 14.7192 +40.275 14.3005 +40.614 13.7417 +40.0912 13.2094 +40.5071 12.5998 +40.8568 12.2055 +41.2055 11.8107 +41.6487 12.189 +42.0332 11.5772 +> AS/AF Peter Bird June 2002 +> -Sf0.45/3p+t+l +20.3001 37.8039 +20.7603 37.0983 +21.3266 36.6289 +21.5988 36.2159 +21.8932 35.9334 +22.3752 35.7424 +22.8662 35.4367 +23.3986 34.99 +23.8739 34.6283 +24.5928 34.3397 +25.5767 34.2487 +26.4653 34.1983 +27.2265 34.3347 +27.6845 34.706 +28.0502 34.8702 +28.478 35.1272 +28.7789 35.3116 +29.0702 35.378 +29.3451 35.4249 +29.7309 35.4273 +> AT/AF Peter Bird June 2002 +> -Sf0.45/3p+t+l +29.7309 35.4273 +30.2208 35.1543 +30.7929 34.9908 +31.256 34.826 +31.7399 34.6341 +32.1719 34.4871 +32.6678 34.3899 +33.1007 34.2903 +33.7354 34.3017 +34.0542 34.5045 +34.4998 34.7855 +34.9001 35.091 +35.3621 35.4051 +35.7912 35.689 +36.4134 36.0232 +> SO-AF by Peter Bird September 2001 +> -Sf0.45/3p +42.0332 11.5772 +41.4423 11.3169 +41.1166 10.7317 +40.7921 10.1462 +40.4494 9.79646 +40.1074 9.44636 +39.7898 9.07119 +39.4729 8.69575 +39.1565 8.29567 +38.8408 7.89535 +38.4775 7.44705 +38.115 6.99845 +37.8487 6.47715 +37.5829 5.95572 +36.9136 5.95844 +36.6014 5.48365 +36.2897 5.00869 +35.7824 5.09868 +35.2749 5.18828 +34.7673 5.27747 +34.2596 5.36626 +33.7517 5.45463 +33.2437 5.54257 +32.7355 5.63007 +32.2271 5.71714 +31.7527 5.09727 +31.2793 4.47706 +30.4713 4.23531 +30.4748 3.5237 +30.4783 2.81209 +31.0492 2.64788 +31.6199 2.48341 +31.1221 1.96007 +30.6247 1.43658 +30.2459 0.748524 +29.8673 0.0604436 +29.6297 -0.626325 +29.392 -1.31308 +29.1299 -1.80931 +28.8677 -2.30551 +28.9103 -3.13391 +28.9529 -3.96229 +29.2804 -4.55689 +29.6085 -5.15135 +29.604 -5.62513 +29.5996 -6.09891 +30.0455 -6.79117 +30.4927 -7.48303 +31.042 -7.63081 +31.5917 -7.7779 +32.1166 -8.1622 +32.6426 -8.54581 +33.099 -8.64346 +33.5557 -8.74056 +33.8175 -9.59798 +34.0806 -10.4552 +34.7091 -11.0274 +34.4411 -11.717 +34.1717 -12.4064 +34.0714 -13.1674 +34.4608 -13.8586 +34.8525 -14.5491 +34.7288 -15.1914 +34.6043 -15.8337 +34.9008 -16.3337 +35.1989 -16.8333 +35.1995 -17.4044 +35.2001 -17.9755 +34.5989 -18.3559 +34.2716 -18.6879 +33.943 -19.0194 +33.6131 -19.3503 +33.2818 -19.6806 +33.1963 -20.5122 +33.1098 -21.3438 +32.6356 -21.492 +32.1605 -21.6388 +31.6844 -21.7842 +31.2073 -21.9283 +30.7293 -22.071 +30.2503 -22.2124 +29.7704 -22.3523 +29.2895 -22.4908 +28.8442 -22.9711 +28.3958 -23.4501 +27.9441 -23.9278 +27.489 -24.4042 +27.592 -24.8474 +27.6957 -25.2905 +27.8002 -25.7335 +27.9054 -26.1765 +27.2526 -26.4737 +26.5964 -26.768 +26.5952 -27.4774 +26.594 -28.1868 +27.1792 -28.6245 +27.7693 -29.0596 +28.054 -29.4544 +28.3409 -29.8486 +> AF-SO Lemaux et al. [2002] +> -Sf0.45/3p +32.1252 -46.9975 +32.6626 -46.1911 +33.1706 -45.3818 +33.6775 -44.5607 +34.1568 -43.7467 +34.636 -42.9307 +35.0898 -42.1032 +> AF-SO Peter Bird June 2002 +> -Sf0.45/3p +35.0898 -42.1032 +35.528 -41.2537 +35.955 -40.4026 +36.3713 -39.55 +36.7774 -38.6959 +37.174 -37.8404 +37.5615 -36.9837 +36.7208 -36.4328 +35.892 -35.8761 +35.0748 -35.3138 +34.2689 -34.7461 +33.4741 -34.1731 +32.6901 -33.5951 +31.9165 -33.0122 +31.1532 -32.4246 +30.3997 -31.8325 +29.6559 -31.236 +28.9215 -30.6352 +28.3409 -29.8486 +> PM-CA Mann and Kolarsky [1995] +> -Sf0.45/3p +-76.684 8.7313 +-76.7653 9.06455 +-76.9243 9.37587 +-77.0829 9.63133 +-77.2914 9.89982 +-77.4993 10.0985 +-77.6786 10.2696 +-77.9217 10.4324 +-78.1287 10.547 +-78.2289 10.6146 +-78.4272 10.6388 +-78.7455 10.6534 +-78.9698 10.5795 +-79.1511 10.4787 +-79.2344 10.4145 +-79.4321 10.4311 +-79.7482 10.3894 +-80.1053 10.305 +-80.3646 10.2712 +-80.6357 10.1539 +-80.879 10.0579 +> PM-CA Kellogg and Vega [1995] +> -Sf0.45/3p +-80.879 10.0579 +-81.0792 9.93537 +-81.3063 9.77762 +-81.4692 9.58708 +-81.6542 9.44432 +-82.0802 9.43984 +-82.3126 9.50913 +-82.5246 9.5994 +-82.8019 9.76995 +-83.0213 9.87311 +-83.2085 10.0526 +-83.4648 10.2088 +-83.7824 10.3213 +-84.0727 10.4479 +-84.4241 10.5374 +-84.7462 10.5933 +-85.1238 10.6534 +-85.4349 10.6269 +-85.7164 10.5674 +-85.969 10.4886 +-86.2479 10.3882 +-86.648 10.235 +> NZ-PM Westbrook et al. [1995] +> -Sf0.45/3p +-78.6463 7.33731 +-78.7511 7.32893 +-78.9818 7.31874 +-79.2402 7.30109 +-79.4697 7.22831 +-79.6576 7.18385 +-79.8456 7.1601 +-80.0958 7.10068 +-80.2498 7.13273 +> NZ-PM Kolarsky and Mann [1995] +> -Sf0.45/3p +-80.2498 7.13273 +-80.3628 7.22073 +-80.5391 7.33519 +-80.687 7.41545 +-80.7835 7.35838 +-80.8937 7.29417 +-81.0385 7.22241 +-81.1628 7.17174 +-81.3423 7.09933 +-81.4874 7.05516 +-81.5843 7.03949 +-81.741 7.06054 +> NZ-PM Moore and Sender [1995] +> -Sf0.45/3p +-81.741 7.06054 +-81.8886 6.97836 +-81.9436 6.94971 +-82.0896 6.96742 +-82.1252 7.00801 +-82.2021 7.04084 +-82.2734 7.12881 +-82.3385 7.25127 +-82.492 7.29605 +-82.6171 7.30701 +-82.6857 7.27797 +-82.7482 7.28342 +-82.811 7.3026 +-82.8748 7.36639 +> CO\PM Kellogg and Vega [1995] +> -Sf0.45/3p+t+r +-82.8748 7.36639 +-83.0742 7.59169 +-83.2331 7.84854 +-83.3599 7.92759 +-83.6054 8.04445 +-83.8377 8.18189 +-84.0072 8.30028 +-84.1577 8.47377 +-84.4187 8.63674 +-84.6858 8.77169 +-85.0438 8.93723 +-85.3805 9.08908 +-85.6124 9.20327 +-85.9105 9.42337 +-86.2036 9.68364 +-86.4487 9.9383 +-86.648 10.235 +> ND/NZ Westbrook et al. [1995] +> -Sf0.45/3p+t+l +-78.6463 7.33731 +-78.7148 7.23227 +-78.7619 7.09977 +-78.747 7.03058 +-78.6976 6.99653 +-78.599 6.94229 +-78.5419 6.85277 +-78.4428 6.7568 +-78.3997 6.66011 +-78.3356 6.56364 +-78.265 6.50195 +-78.1946 6.46107 +-78.1514 6.34345 +-78.1293 6.23949 +-78.0861 6.12184 +-78.0504 6.05273 +-78.008 6.00453 +> PM-ND Mann and Kolarsky [1995] +> -Sf0.45/3p +-78.6463 7.33731 +-78.2285 7.50952 +-78.0129 7.63734 +-77.7067 7.82883 +-77.5335 8.01173 +-77.3309 8.10457 +-77.1492 8.19017 +-76.906 8.44344 +-76.684 8.7313 +> CA\ND Taboada et al. [1997] +> -Sf0.45/3p+t+r +-76.684 8.7313 +-76.7013 9.01654 +-76.7056 9.37852 +-76.7033 9.76145 +-76.5944 10.09 +-76.4559 10.3285 +-76.2748 10.5744 +-76.0645 10.765 +-75.905 11.0873 +-75.6313 11.39 +-75.3703 11.5948 +-75.1228 11.7645 +-74.7964 11.9138 +-74.4764 12.0208 +-74.3066 12.2243 +-74.0577 12.3863 +-73.8738 12.7431 +-73.632 13.0583 +-73.3032 13.2898 +-72.9161 13.3675 +-72.4282 13.4097 +-71.8397 13.4647 +-71.1949 13.5029 +-70.9525 13.4376 +-70.6594 13.3101 +> CA\ND Perez et al. [1997] +> -Sf0.45/3p+t+r +-70.6594 13.3101 +-70.4957 13.1623 +-70.1827 12.9296 +-69.8634 12.6685 +-69.5944 12.4496 +-69.3478 12.1751 +-69.0241 11.8437 +-68.7297 11.5126 +-68.3792 11.1736 +-68.0865 10.8145 +-67.9613 10.4995 +> ND-SA Collot et al. [2002] +> -Sf0.45/3p +-81.5989 -3.24451 +-81.3022 -3.26785 +-80.9772 -3.26376 +-80.5745 -3.07358 +-80.2061 -2.88264 +-79.8028 -2.64299 +-79.4968 -2.47156 +-79.2253 -2.27888 +-78.9289 -1.99438 +-78.667 -1.42089 +-78.4366 -0.748094 +-78.1931 -0.234463 +-78.0055 0.147576 +> ND-SA Audemard and Audemard [2002] +> -Sf0.45/3p +-78.0055 0.147576 +-77.707 0.585555 +-77.3318 0.898863 +-76.9216 1.10119 +-76.5737 1.27575 +-76.2537 1.50607 +-75.9891 1.61798 +-75.7736 1.93192 +-75.4325 2.28107 +-75.2097 2.49764 +-74.8753 2.79118 +-74.5894 3.0219 +-74.3454 3.29442 +-74.101 3.42043 +-73.9265 3.56025 +-73.815 3.8186 +-73.7803 3.97914 +-73.5917 4.16783 +-73.3259 4.30774 +-73.13 4.41261 +-72.9202 4.7408 +-72.7732 4.9363 +-72.6331 5.11782 +-72.3528 5.26439 +-72.1985 5.53653 +-72.1492 5.78778 +-72.0789 6.04598 +-71.9242 6.26219 +-71.9029 6.46457 +-71.8886 6.68091 +-72.0499 7.03006 +-72.0709 7.1976 +-72.0637 7.32322 +-72.3592 7.5677 +-72.4366 7.70032 +-72.2464 7.81891 +-72.0913 7.90255 +-71.9148 8.10474 +-71.7948 8.19528 +-71.6958 8.34166 +-71.4557 8.45276 +-71.2084 8.57065 +-71.081 8.66092 +-70.9251 8.80684 +-70.7271 8.87572 +-70.5145 9.01417 +-70.3584 9.13886 +-70.0812 9.38819 +-69.8747 9.58196 +-69.6962 9.79669 +-69.5106 9.97637 +-69.2969 10.1208 +-69.1403 10.1959 +-68.9764 10.2986 +-68.67 10.4554 +-68.5065 10.5021 +-68.3502 10.535 +-68.1311 10.5111 +-67.9613 10.4995 +> CA-SA Taboada et al. [1997] +> -Sf0.45/3p +-67.9613 10.4995 +-67.4989 10.5924 +-66.8695 10.6666 +-66.4366 10.6624 +-65.9643 10.6528 +-65.5257 10.6153 +-65.1209 10.5999 +-64.997 10.5392 +-64.5077 10.474 +-64.2099 10.5194 +-63.8782 10.5316 \ No newline at end of file diff --git a/demo_conical/bin/cas_slab2_dep_02.24.18_contours.in b/demo_conical/bin/cas_slab2_dep_02.24.18_contours.in new file mode 100644 index 0000000..edbfcb1 --- /dev/null +++ b/demo_conical/bin/cas_slab2_dep_02.24.18_contours.in @@ -0,0 +1,5250 @@ +> -420 contour -Z-420 +240.1953 44.2000 -420.0000 +240.2000 44.2097 -420.0000 +240.2203 44.2500 -420.0000 +240.2460 44.3000 -420.0000 +240.2500 44.3077 -420.0000 +240.2725 44.3500 -420.0000 +240.2996 44.4000 -420.0000 +240.3000 44.4007 -420.0000 +240.3275 44.4500 -420.0000 +240.3500 44.4896 -420.0000 +240.3560 44.5000 -420.0000 +240.3853 44.5500 -420.0000 +240.4000 44.5750 -420.0000 +240.4151 44.6000 -420.0000 +240.4454 44.6500 -420.0000 +240.4500 44.6576 -420.0000 +240.4760 44.7000 -420.0000 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-0.59 -0.17 0.51 23 +-116.66 56.22 12 1.55 -1.25 -0.3 -0.43 -0.05 0.65 23 +-144.56 58.85 20 1.17 -1.13 -0.05 1.55 0.39 -0.18 23 +-157.93 54.77 14 0.81 -1.94 1.14 2.13 -1.91 1.17 23 +-163.05 53.51 31 2.83 -1.94 -0.88 0.93 0.46 -0.82 23 +-163.4 53.35 29 2.21 -1.8 -0.41 1.38 0.47 -0.96 23 diff --git a/demo_conical/bin/seabluelandgrey.cpt b/demo_conical/bin/seabluelandgrey.cpt new file mode 100755 index 0000000..badb7bb --- /dev/null +++ b/demo_conical/bin/seabluelandgrey.cpt @@ -0,0 +1,173 @@ +# $Id: GMT_globe.cpt,v 1.1.1.1 2000/12/28 01:23:45 gmt Exp $ +# +# Colormap using global relief maps +# Bathymetry colours manually redefined for blue-shade effect and +# new topography colour scheme for use with Generic Mapping Tools. +# Designed by Lester M. 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31.038/38.838/148.64 -6600 33.425/41.825/150.22 L +-6600 33.425/41.825/150.22 -6500 35.812/44.812/151.81 L +-6500 35.812/44.812/151.81 -6400 38.2/47.8/153.4 L +-6400 38.2/47.8/153.4 -6300 40.587/50.788/154.99 L +-6300 40.587/50.788/154.99 -6200 42.975/53.775/156.57 L +-6200 42.975/53.775/156.57 -6100 45.363/56.763/158.16 L +-6100 45.363/56.763/158.16 -6000 47.75/59.75/159.75 L +-6000 47.75/59.75/159.75 -5900 50.138/62.738/161.34 L +-5900 50.138/62.738/161.34 -5800 52.525/65.725/162.93 L +-5800 52.525/65.725/162.93 -5700 54.913/68.713/164.51 L +-5700 54.913/68.713/164.51 -5600 57.3/71.7/166.1 L +-5600 57.3/71.7/166.1 -5500 59.688/74.688/167.69 L +-5500 59.688/74.688/167.69 -5400 62.075/77.675/169.28 L +-5400 62.075/77.675/169.28 -5300 64.463/80.663/170.86 L +-5300 64.463/80.663/170.86 -5200 66.85/83.65/172.45 L +-5200 66.85/83.65/172.45 -5100 69.237/86.637/174.04 L +-5100 69.237/86.637/174.04 -5000 71.625/89.625/175.62 L +-5000 71.625/89.625/175.62 -4900 74.013/92.613/177.21 L +-4900 74.013/92.613/177.21 -4800 76.4/95.6/178.8 L +-4800 76.4/95.6/178.8 -4700 78.788/98.588/180.39 L +-4700 78.788/98.588/180.39 -4600 81.175/101.58/181.97 L +-4600 81.175/101.58/181.97 -4500 83.562/104.56/183.56 L +-4500 83.562/104.56/183.56 -4400 85.95/107.55/185.15 L +-4400 85.95/107.55/185.15 -4300 88.338/110.54/186.74 L +-4300 88.338/110.54/186.74 -4200 90.725/113.53/188.32 L +-4200 90.725/113.53/188.32 -4100 93.112/116.51/189.91 L +-4100 93.112/116.51/189.91 -4000 95.5/119.5/191.5 L +-4000 95.5/119.5/191.5 -3900 97.887/122.49/193.09 L +-3900 97.887/122.49/193.09 -3800 100.28/125.48/194.68 L +-3800 100.28/125.48/194.68 -3700 102.66/128.46/196.26 L +-3700 102.66/128.46/196.26 -3600 105.05/131.45/197.85 L +-3600 105.05/131.45/197.85 -3500 107.44/134.44/199.44 L +-3500 107.44/134.44/199.44 -3400 109.83/137.43/201.03 L +-3400 109.83/137.43/201.03 -3300 112.21/140.41/202.61 L +-3300 112.21/140.41/202.61 -3200 114.6/143.4/204.2 L +-3200 114.6/143.4/204.2 -3100 116.99/146.39/205.79 L +-3100 116.99/146.39/205.79 -3000 119.38/149.38/207.38 L +-3000 119.38/149.38/207.38 -2900 121.76/152.36/208.96 L +-2900 121.76/152.36/208.96 -2800 124.15/155.35/210.55 L +-2800 124.15/155.35/210.55 -2700 126.54/158.34/212.14 L +-2700 126.54/158.34/212.14 -2600 128.93/161.33/213.72 L +-2600 128.93/161.33/213.72 -2500 131.31/164.31/215.31 L +-2500 131.31/164.31/215.31 -2400 133.7/167.3/216.9 L +-2400 133.7/167.3/216.9 -2300 136.09/170.29/218.49 L +-2300 136.09/170.29/218.49 -2200 138.47/173.27/220.07 L +-2200 138.47/173.27/220.07 -2100 140.86/176.26/221.66 L +-2100 140.86/176.26/221.66 -2000 143.25/179.25/223.25 L +-2000 143.25/179.25/223.25 -1900 145.64/182.24/224.84 L +-1900 145.64/182.24/224.84 -1800 148.03/185.23/226.43 L +-1800 148.03/185.23/226.43 -1700 150.41/188.21/228.01 L +-1700 150.41/188.21/228.01 -1600 152.8/191.2/229.6 L +-1600 152.8/191.2/229.6 -1500 155.19/194.19/231.19 L +-1500 155.19/194.19/231.19 -1400 157.58/197.18/232.78 L +-1400 157.58/197.18/232.78 -1300 159.96/200.16/234.36 L +-1300 159.96/200.16/234.36 -1200 162.35/203.15/235.95 L +-1200 162.35/203.15/235.95 -1100 164.74/206.14/237.54 L +-1100 164.74/206.14/237.54 -1000 167.12/209.12/239.12 L +-1000 167.12/209.12/239.12 -900 169.51/212.11/240.71 L +-900 169.51/212.11/240.71 -800 171.9/215.1/242.3 L +-800 171.9/215.1/242.3 -700 174.29/218.09/243.89 L +-700 174.29/218.09/243.89 -600 176.68/221.08/245.47 L +-600 176.68/221.08/245.47 -500 179.06/224.06/247.06 L +-500 179.06/224.06/247.06 -400 181.45/227.05/248.65 L +-400 181.45/227.05/248.65 -300 183.84/230.04/250.24 L +-300 183.84/230.04/250.24 -200 186.22/233.03/251.82 L +-200 186.22/233.03/251.82 -100 188.61/236.01/253.41 L +-100 188.61/236.01/253.41 0 lightblue1 B +0 128.35 100 128.35 +100 gray51 200 gray51 +200 131.75 300 131.75 +300 gray52 400 gray52 +400 gray53 500 gray53 +500 136.85 600 136.85 +600 138.55 700 138.55 +700 gray55 800 gray55 +800 141.95 900 141.95 +900 143.65 1000 143.65 +1000 gray57 1100 gray57 +1100 147.05 1200 147.05 +1200 148.75 1300 148.75 +1300 gray59 1400 gray59 +1400 152.15 1500 152.15 +1500 153.85 1600 153.85 +1600 gray61 1700 gray61 +1700 157.25 1800 157.25 +1800 158.95 1900 158.95 +1900 gray63 2000 gray63 +2000 162.35 2100 162.35 +2100 164.05 2200 164.05 +2200 gray65 2300 gray65 +2300 167.45 2400 167.45 +2400 darkgray 2500 darkgray +2500 gray67 2600 gray67 +2600 gray68 2700 gray68 +2700 174.25 2800 174.25 +2800 gray69 2900 gray69 +2900 177.65 3000 177.65 +3000 gray70 3100 gray70 +3100 gray71 3200 gray71 +3200 182.75 3300 182.75 +3300 gray72 3400 gray72 +3400 gray73 3500 gray73 +3500 187.85 3600 187.85 +3600 gray 3700 gray +3700 gray75 3800 gray75 +3800 192.95 3900 192.95 +3900 194.65 4000 194.65 +4000 gray77 4100 gray77 +4100 198.05 4200 198.05 +4200 199.75 4300 199.75 +4300 gray79 4400 gray79 +4400 203.15 4500 203.15 +4500 204.85 4600 204.85 +4600 gray81 4700 gray81 +4700 208.25 4800 208.25 +4800 209.95 4900 209.95 +4900 gray83 5000 gray83 +5000 213.35 5100 213.35 +5100 215.05 5200 215.05 +5200 gray85 5300 gray85 +5300 218.45 5400 218.45 +5400 gainsboro 5500 gainsboro +5500 gray87 5600 gray87 +5600 gray88 5700 gray88 +5700 225.25 5800 225.25 +5800 gray89 5900 gray89 +5900 gray90 6000 gray90 +6000 230.35 6100 230.35 +6100 gray91 6200 gray91 +6200 233.75 6300 233.75 +6300 gray92 6400 gray92 +6400 gray93 6500 gray93 +6500 238.85 6600 238.85 +6600 240.55 6700 240.55 +6700 gray95 6800 gray95 +6800 243.95 6900 243.95 +6900 245.65 7000 245.65 +7000 gray97 7100 gray97 +7100 249.05 7200 249.05 +7200 250.75 7300 250.75 +7300 gray99 7400 gray99 +7400 254.15 7500 254.15 +F 255 255 255 +B 0 0 0 +N 128 128 128 + + diff --git a/demo_conical/cascadia.ipynb b/demo_conical/cascadia.ipynb new file mode 100644 index 0000000..dc0e21b --- /dev/null +++ b/demo_conical/cascadia.ipynb @@ -0,0 +1,294 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [], + "source": [ + "### imports ###\n", + "import pygmt\n", + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from PIL import Image\n", + "import matplotlib.image as mpimg \n", + "\n", + "from pygmt.clib import Session\n", + "from pygmt.helpers import GMTTempFile\n", + "\n", + "\n", + "%matplotlib inline\n", + "%matplotlib widget" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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1Y69QbGkptrTE+vUR0X3mTKm393Of/nTXF74wawMhm5YV33/r5bcHLz57dlk0XP2TCoVCoVAol8tZxP94ae22VT/LL7906VJDIR577LHKEMiKnTt3jtp2phaLb871orRv3768OeYrfkbVxPlZsX379jx79fT0VN9+vkhoXNnpqPIuAAAsGjU8PwNIwOpmi0OpVOp+8MFSb2+xublr/fpx4+Mol682PNz90EPdDz4482Po7u6Oxobi1tvfuihf9LE2DQ0NjQ0NL126Pn936dIln+78WEQsX/a2l+gGBwcrb3/lK1+Z4TGzYLW1teUFsK2tbUpDEWtXudmdO3dW18ZR7wJAXVs0a2IAs0J/BOaH/rg4dD/0UKm3Nx/2WJltfVXFlpav3X57sbm51Ns7KwkyIor/4jdi2fK33p+4P5bLWbl8eQ3ILMvK5XK5XB4pl4+cuym/wtKlS7ZsvvXHP/7JuJ/e1tZWKpUW2mbWzFz17PidO3fmmw6luKO2trb8lvMBjwBQX3bs2DHfhwDUH/0RgGnqfvDBGB6ucdjjWHmyLPX2TmlFxbFKT/5T8a7NERHLl+WX3NJ0NrIsyuXqq2VZNlIuj5TLWWRZZOUsGymXy1mWReSp8tTQmogYHr40PHwpIsrl8rh5KB+h9uijj87kmFmA8v/TyuDHRPERAOqdja2AadAfgdlknsW1o/Ttb+cjH2sf9jhWHi67H3podo5p+fLRQyCrRkGWs6wQUfnXUNkPOyIiKm8vXbokIpqampY2NU00GTYfAjk7x8zCcPjw4VKpVGNz7Ovr6+np2b9///79+6d3d/m3Vl9f3zSWEwUAgLqjPwKzSX+8RpRKpe5vfSuuBMRx3LohPvah+LefHP3vYx8adcXLa0HO0izsWHPduLOwy+Us4sqOM1c2wC4UCpUKeWUI5HUR0dKyevI7sUjf4vPEE09UVn68qpMnT858g5r8c0+ePGkWNgCLVWdn53wfArBQ2P8amAcWf6x3pe9+N595Pf6Hb90QHx/dGS9r3RDxofjp6fjp6fyCYktLcWCg1Nvb3d3d1dU1Cwe3fNlHVr3w1dfuiIjLs+OPdGoAACAASURBVLAbGgqFfDRkVhn1mF0Z81goFPK1IAsRSxobJ7nhfNti03IXpf7+/hqvWdm9evfu3TO/X99RAABcC4x/BGDKSseOTTjzepL4mGvdEB//UPVAyLxjlv7xH6d3MMUPfLDUe/yt95cvj2XLb2k6e/ndLIssKxQKhShEvuFM9pb8Kg35iMhC4ba1w83NzZPfnTmz17JKfJzFMbCG0wJQd9atWzffhwDUGf0RgKnp7u6O4eHi6gkmKU8eHytaN8StGyrvFVtaYnh4JkdVeqoqQa657iPv+MVb72ZZRD4I8vI863zwY/UKkIWqJSAjovfoidZbbxl1Fzt37my7IiL27ds3kwNmQTl27FgtV6vER4MWAbiWbdq0ab4PAagz+iMwm6z/eE147bXIi+FYY5Z3nExVqSyuXh3Dw93d3dM4nK6urojC24ZARj4L+8XLb7+1F3bVso9v237mbb7+8N9GxMXBS2M/VNk2JCIGBwencbQsWPl/ay2rMc5KfGxtbZ35jQAAQF2w/iMwD6z/WNfyydfjf6x1w/iXj5FvCDO0Y+v5b30/IjZGjIyM/OB73ysdOlRcvz5uvbVYLBaLxSkc1ej+uPyW1WdvGTr77NB1EZdnYTc0FMrlLMuy6qGPlYUgN648X/nskXJ2zz33VN9eX19fZdeR3PqJlr+kPrW1tfVdMe7ajtOYd1+Zrz12c5u2tjY7zwCwuBmaAFToj8A80B8Xp9oGP5bLWWVb6qbN7xv+dmFZodDU0PDBFSv+55tvFpubSy+8EC+88IPvfS8iVjQ2NlbtCVPcsiWuv37sNjXFD3yw9OSPuv/qQNcfV22zuOa6j8QvvvuruJwgy+VobGxoaCiXy5dXfiwU4soakIVC4bfe+cuI+PrDf9t79MSNN95cffvf/OY3X3311YhYu3bt66+/ng9/+7u/+7tXX311z549U3iIWMD6+vpaW1vzCjnuFU6ePBmzNPhx1P2azQ1AfdmxY8ehQ4fm+yiAemL+NQBzJMuiPFKOLMtXW2woREPE6o7faWq4/MeouVAorl5dXLkyyuWV5fKKcvmOxsY7GhqKzc35v1Jvb+n73//cpz/d/eCDpVKpcstdXV3FYrHUe/xtq0DG5b2w35qIXS5HRENDQyEKWUS+AU0h4ubmc39083MR0Xv0RO/RE5tubx01+PGmm25697vfHRF5fKwMZDt8+PDhw4fTPFrMqbwj54VxXNPbeaZy5UnGTo66U4MiAVj4tm/fPt+HANQZ4x+BWWOGBZN4a9hjIRoaql79WtIYzcviwmBEDGVZ96lTEVEJjgMjI0PlchQKq1tampqaYv36Un9/aWCg1NtbOnasuGVL1xe/mN9M1+f/zefuv6/7awe+dvcDb9348uVxcfCWeOPz17/x3XPvjYhnL62NQqGhoTBSzvJp1xua3mhveencuXJDQ+HJp45fHBx66uiJp4/9pFAoNBQaLmXxvptujIgPfvCDGzdurNxwZSHIRx99tL29PeUjx1xob2/fsmVLZU3Pnp6e6s5YiY+RcrhiX19fT0+PsZAAACw++iMwa/RHxpVlkWVZPuyxMHbjl0JDLGkcWto4nGUXy+Wmxsau668vNjfnH1zd2DhUKAyMjAz09zctXbr6uuuKLS3FlpbS6tV5hez+9/+++K/+Vb5SZNfn/3X3V//vsbOw442IwYsfWfVCRES88OyK9554rXFkZGTJkiXrl77+3uZzly6NRBT+6//z9/987OSNG254z4b3RGWCdsTRp49HxM9OnTr0wx+23brx4uClUaMjWRx+7/d+b9w9zavjY2X388nlYxjzgplP6J78s8auLlqjyuKSU/1EAJgbnZ2dBw4cmO+jAOaf/gjMNYs/XmuyfO/pUcMeqwwNXxq4MNh74cKvNTX95xtuGPXRpoaGdzQ0DIyMDA0NDZw9u/q66yIir5DdEaUXXig99FDXF75QvOzuUumpz31+b9fnOot3b758E8uXxeDFyg3eMvKL61uyS5eGC4WGQiFGRuKZHz9/7P8/eez4T++66/3/170dhUIhK18eqlkoFOK+joh4+BsHI+Lo08cvZYWvPfzX17esfvHFF7ds2fLlL395lh8v5kl7e3s+lLUypz7PiBNtIDOJSkms5VPyHW/yt6d0LxGRV8tKf8wPOF/FsvYbAQCA1PRHAKamuGVLqbc3atv9Od/nulAoFBoK41+j7abBi0P/fOFCQ6GweeWKWLokhi+NvdbqxsaBiKHh4aGhoaampvzCrvXrS6tXd5850/3QQ1/7b/8tIro+/2+6u7tLT/5T99cOFHs3Xx4IuXx5XByMwYsDhUK2ZMng8FCh0NDQ0NDUtHTp0qXf+ObflXqfiSjcuXXzZz7bEVllT5qIy3vTRETce19HRMR9HUefPv7wNw6+MTCwvHnFsWPH9u3bZwuaRSP/r9y1a1d1E8xNddnHSru86qjGvBXOJBru379/3NsEgHTWrVv3yiuvzPdRAHVDfwRgiq6/PiJK/f3FlpbJr5hlcWXa9YTXKZfLQ8PDx4eGChFd77khImJJY74c5CirGxt/NTw80N//jne+s3JhsaWlK6L7zJnuBx/M14Ls6uoqFYul//VE6amj3X91ICK6/rgz1lw3cDYGh4ezkXIUGgpLmhqblv3HL/2niHjlldeue8c7y6tuKOz4d3/zYqxfPnDzigsjI+WIaF07nEVWiLcd/dY7N//FnZsf/sbBo08fX7a8qXR8wh1LqFOVUZB5xZtSecy1tbXlIxMniY/V+8xM4y5yY29feQRgbmzatMkW2EDt9Edg1lj/8RrR1dX1uUOHSgMDo/vjP/woWj9ZfUE+87ohYqIAmWXZ0PHnmhoa/vnixbcqX9WONKOsbmwcGBmpzMLOFVtaivmONKVSvhBkPhM7HwgZEfd3fbmcZXe8vzWL+NWv3njtjXP9Z/sjYmnT0ohYubJ5ZPBCDD7/T3/+xxHRcusH3nnb3etuu/vc+Td/+sabt64Zbl17KSJGLVt5730dcV/Hw984+ORTx//DF7/0qd//RH7XoxgdWXcOHz7c399/7NixmI2tZtrb2/PZ3BMVxvb29mkPHhm1U/ZU524DAMCc0R8BmLJ8CnZp9epJhkBemXk92e1k5Wz4mWf/6xtvRERx9eq3PrCksZxlEVH4/cs7vRQKESdeaDrxfFOWjZqFHRFd69d/rr+/+8pCkJcv7OqKrq4v7d178sQza65b/WTvM6tXrRg492ZT09Lf+MCWchZb73z/ncU78gM8+vTxfz56PCKefvp/PffTJy8+d9eNH//8z4eWvvjS8HdeGG5de+njN795eTnIKvfe13HHHbf/9cPfeugv/vJ8/xsR0d7evmfPnnwbkzw8felLX/qzP/uzGh9YFoJjx47l2bEygHF6k6O3bNmSvzFuFuzr68sHWvb19c2wGyqPACxYBigAOf0RmGu2wFsEih/5SOnYse4zZ742qj+ePB2tG6J65nVM2CDzQPn00z9++uLF4uqVlydfXzG4aeOS297bePvGy+8XonD7xojfWvXtx147dnLULOyI6Fq/vvvMmcoQyIgolUr7/0v3pXIsue6G186dXb6k8c2h8o13fPg3P3nvi+ebGyOORxx/PiLi5pUXbmorfvbOzYWIe++Lh79x4Omnn3rpxB+/b2fXutvuPhdvnnw9otx8y5qh295RHvVV3HnX+yPirx/+1pK1a1atWHn48OFdu3ZN5zFlIcmDY2tra2Xz66n2x+qZ0RN9bmW5yZ6enmkExGnslw0As2XHjh3mXwO1G38rUgCYRLFY7PrkJyOi+8yZt33gH34UJ09HXN7CZdKxjxGRDV0Z/Ni1/j0RMTh8aeD8hYH+cwPvfueyT9zTuOl9b101i3IW5Syy37+npeN3xzmklpaIKFWdBz/6j6VL5dhw929feOPlpiUxXFjWcusHbvz451883zzqc1883/w/X77+m8+vf+F8cznis/d13vtHnUsK2c/++1dPfeerq1auWLVyxcmzS//hhRXf+9nqGOPOu95/730dSxsbfvXa66M+1N7ebvBj/Wpra9u9e/fOnTtbW1un9InV+1lf9cp79uzp6+sbNZl6Sndh8CMAc2/79u3zfQhAPdEfgdlhbsW1pvgHf1C8665Sf3+pv/9tH/jp6cqbk/fHoePP/dXX/9+I6Fr/7ogYOH/h3Lk3hwaH4rabV3b8ThSioepftcZN71v1yd/+1auvDg0Nve2QqgZj7vvL7t5SadUNNz33xP/XvGLF9b/+odt3/cntu/5k8i/qhy9f/zfPr88i7ti6+S/+8oE779z88o+fOvWdrzY1LV21ckUUCj9+reHrP7nh+YHlERFZZOUsK2dZlt2xddNn7/3kqpXLd/zuRx555JE9e/a0t7fnb0x+jyw0+Zzoam1tbVMa/NjT01OJiTt37rxqHGxvb29vb699MGMeK6faKwEAYB7pj8Ds0B+vQV1f/GIsXdp95szbRkH+9HR850f55OtJZFnW/bVvPX3hQnH1yv9j+fKB/nNDg0NNhcLqxsbVHb/bMObvUyVE5pO5l266ZdUnf7v/7NnqCllcvTqGh7u7u0ulUm+ptO7Xi2dP/XT5sqXXt33g9l1/su62u2v8uv7m+fUvnm/OIj57X2eeIF/5yVNNTUubmpaWy+U3Lw4+9tKan/yqIR/jGRGRRWSx9c7Nd965+WjvU93d3fkqkDXeHQvQyZOzsK15Xi1rHAIZV4Y09vT07N+/f6Jr5uWxr6+vWCw+8sgjYRY2AAuepwlA6I/AHOvo6JjvQ2A2dX3hC/koyO4zZyoDIYeeee78t74/8sxzE31W6TtP3P/5r5QuXLitufn/XLN24NybQ5dGmhoaVjc2NP3Bb09+j4W4PBxy6aZbmja/L8uygbNnB86ejarxj48ffmJZ48jF119u2/hr5YZl76y5PGZX/PCXa597vTAyPHTvfZ0R8VxPd0SsWrnif7N379FNnWe++L/v1s3GlsGACcEJELAE2BhseZMmY7dQcnLDLXPaBk/TzDSkmERJr0zPGv9WzgwMzC9Zo/ObHmamnUZpaEJ6yxQ4PVNak0tDA4mVC2xLBmMDEoSEACHcLdnovt/fH6+0LcuybIzBt+ezshJp762t144T7K+f530AqPFYMBj80yfmYx0GJjEtZpUkafW36pbYSt/f94GiKAN8RzICaXNjBkdr1r7Wtmifz7d58+bsQ7fFPWVZXr9+PTJVaxJCCCEjDeWPhBBQ/kgIIeR6yLJsf/pp2WZTgkGtEDIcDkfajhv+7x4cPoHDJ6DVCXpPwnvS+Xf/27nzzzHGJEl6qmhqd9mjTlJVjtI7sr1fkiiEzH/oXgbogEgkErh8WRRCnvz4ePuBliW2Ul3g1EenLxTNq+q38pFzzrnKuZooZQQH+CdXc9VQIBy4+Ohff1mH+Ic7/hnJCJJJUm5u7tvnpp4I5CQmYidTyMWVZRL42++9P5jPJhkZCgoKrqeocCC1k727p8UukLIsi17svjqsxcF77rlHe9Wg10kIIYRcp6KiouFeAiFk1KD514QQQq6X/emnFUVR3nhDcbvr/f7FOTnxeLwmL0/+3VsAgLcUqEqgUwl0AoBBLy+0YFL+/iZ3JBIVZY8AVJWz/oofUzEADHmr/lt0x24dEInFIn4/5/zUp+eWVC28cOFSZyAwc9Fdt6/Iuucj5xyJeJSJKDE5rftUtPC9Tmnp5DMLF9yxuNyyv7ntwk++f+d3/s0YNUQi0ZhOp9fr/3xm0hemXSiZGGXJV1VWlh2oLGv2NKdO4iajS01NjcvlGtxMam1e9rUSG4aKxy6Xa/fu3RmraL1er9gvUrtyEO9FCCGEDInS0lIagU0IGSDKHwkhQ4MaK8Y5WZZlWXY6nbh06V23W43FDoXD3acZg0EPg77qznK53Lpk8Tznr//AOQ4EgzV5eQBUlfe6JQPrTgMBgPPuUsrEFdCBdXFuZCxPkqJAIBbLl9jiyrIf//tL5rzcOQsrogzofe/EhG4OETuyzHtVngxPzMu7kpcHe/2qg63PmqRIfM/m4K1f0E0ricVier0+GAwevSiVTEzO+2YMwOpv1Xm+u2H3u5Q/jlbV1dWyLCuKYrFYrmnyjFBeXt7a2trvC7N0eYuE0eVyORyOtIvFaCPtyqampkGskBBCCCGEkJuM8kdCCCFDxm63A4DT+e4bb8iTJnWfmJj3eMMaMZRGYgzAuZNnI6raFoksN+droWJ3CsgYemeC4mDPFNJQNse4g0U4NzB2KBS6ZfbsrkDHAU/bPMusTz89P6us4ngneK8IMhk+MsbQV/go/Ons1HunXzAaDUvksvc+ONjiaYOnbXZpOateG41Go9Go77K+8UPUzglzzjnjkiQBqKwsa/Z8ANiv+TNIRoZ77rlHURSfzzfodE/bBTIjUcaY/Q6pFZH9SqvW/NWvflVYWDiI+k1CCCFkyFGZAiEElD8SQm6ybdu2DfcSyA0ny7Kydy8Ae3GxOBKJRBLhIwBAOXj05KfnJcYMDECyeBBIbP6YMXzUsMRrtAMmxiKcd6lqSyh0JRZdIpf7o7qPPjpd/RcVc/KvHu/MY+gRQXKuJm7EWPedWOZ53cc78+7FBfHYYNB//guf8/s7Wzyts/FCTs3jBoMBwEedhmMdasmkKDhUlUsSW1xZ5vG0OZ3ORCBLRhutAlE0U1ut1gFmeVrzdZbgUlxTU1MzFCuF1+sVNxSDa8Q6z58/f/78ecofCSGEEELICEHzZwghhAyx3n3H4WAw0n5cC/iUVi+isbLcXCUY0jqvE2ezh4/aNSlpoZExI2MA9geDBp0EoOX99ySdBGBu/tW5+V1IbhaJZPjImJRe9sgThZU8U7M2gCfWPATA7+9c/VhdRWXZR+2t5996MTfpk2A+ExEm56rKKyvLAFyNxvr5QMgIpuWDAw8ftYkx2cNHMaBmSEZX19TUFBYWpt588+bNGQfXINPQG0IIIeR6bNiwYbiXQAgZNSh/JIQMAeqqIGnk8nLF7xePI5FIJBqN/p8/d+ePH7TK5vyJRgOA5y9fRuqfRv2Gj4LUI4I0S9KBUKhTVcHYhQuXAKbX6URieO/0RPUi0wotWT9/9nWPpAEAHO+ckHaBiCAv+jz6U4k51ycCOSc6cxhLRJAAKivLDnqaB/SxkBFJlEAOPHzUZN/3c9ADavpy+fJlq9W6bt06LfQ8e/aseKBlkY2NjZs3bxZjtYf23QkhhBBCCBkIyh8JIUOA8keSbvJkACKCDAeD4Nys0+F3bwFQDibiD/uM6RxQQiF3MJh4lffkNbxFz6DyVx0doq26qGgyA2dS92l7ycdz87uQ3PNxQDdPKYT8sFf+CODRx+oA7P+vl7UjJwI53a/uq4qSjCo1NTVad/PAhVMnL/Uhy/CZa9LU1ARAJKS1tbUihZw+fbrZbBYXiIpI7UMQ1ZdUCEkIIeQmox8WCCGUPxJCbp5Vq1YN9xLITSLLMgwGJRAAEIlGE0cPn8Dv3hLN17I5H8AjEycCUEKhxAXStfyplNKF7bx8GcknGaO/OflXbzNeAfqZNpNGFEJ+8ZZLGc8++lidnvGuvT8VT08Eck4EcsQ2kpxjcWWZyuF0Ogf+dmSkEYOwGxsbrymwa21tzXJWVCmuWLHiehcHAHC5XGm93rW1tbW1tfX19akVkUh2kVut1kEkqoQQQsh1ovyREELzZwghhAw9WZbl8nLF7VbM5jsAoxYsHj4BFgcg8sfFOTnt4bASCjkvX7YX34pdTbB+4xrehgFtJ5RgUAmF5plM7lAIwH734aKiyaFQ+Pmf7xAt2ACm4eIkc2SWOdp0cdq1fSQcwbhkYCxHF087U1FZdqClrMVzcMYM9xSLrXtJAMArKkr1jKogR73169dv2rRJURQAFosl+zjs2tpabRRM9q7tIdn8sV8ii0w9Moh2ckIIISSLoqKi8+fPD/cqCCGjANU/EkIIuSHsTz8Ng+Gnn3wCzk2pVYeXA6JGMdAVBOePFxbKOTlKKKR0dQHX2oLNlHcU55UrHHiqsJBzHlUhgc+fX5J2YTQS0RmMcwqi37zj9Ky8YMabZSQujnL20xd+B2BxRVnq2dWP1QHIOfM+gGg0+l9HJK3zmlqwx4z169dXV1eLzuV+Kwf7TfcsFstQLczlcg3VrQghhJDBKS0tHe4lEEJGB8ofCSGE3Cj2H/4QwC87OoypjdWqCgChMFQOwCgxeUIuAOdn55xnzmJX08Dv7/yPV547cIRz/khBQYTzPEmCqorgr6qyVHG3i8u6uq6mZoFLp10aYAo5Ky/4+WmJ5msViKlSRWUZ0GM6TUVlmbe1FYDBYDAYDBCbTPKeF5FRrqGhQUSQWXqxxVmtQDJ7UulwOK5/Vbt376Z6RkIIIYQQMipQ/zUhZAjQli4kI1mWpxcVHTh3TgkG5dzcHueiccQTHc1ybq59MpSJecpHp+uPHrP//P/Ka76S/c7KwaPKO27lkE+eNqUsEq/MyTkaDukYiyUviHMGQHG3y7ZSlTMAhlxz6h2WTrsE4ERX7smuxMI+7uqxws9Pu5SaUbZ42qbNl5/zzXrK8nHaYvSMX/S5p1hsubm5xzq6SiZGgYHOuSGjRUNDA4CVK1eKYFFL/fqqi/T5fBmbtX0+n3jgcrmupwvb4XAoikLhIyGEkFGBflgghFD+SAi5ebZt2zbcSyA328zKymOvveq8dEnOzbVPnqwdV4LBeUYjAKgcjMm5ufKXljn37FOOnnAqrfJnF+TKBVUPVPduYm5u9TYf8irN7YjF5YWWx5ffJTU2AVC6OiGx4ilTPjp3AcDiirKWlrZmT7tsKxXN1xmXd0decHZeULzJ5/v+KF5+aVuMs46ofgrg9M16IiWCXP1Y3Q88Gy76PGILSL1ez6QYV6n6cWzauXOnw+EQjc9it8e08DF72ePmzZvFA3GH68kfxeSZ7PtREkIIIYQQMkJQ/kgIIeTGypF0sjlfCXSKFFLOzVWCwe78Eck50xz2J/9KafXufvWddz8688HHp6U3muSqHvstKq1eRKLRaOy2Cbk5s2bYv/0w/vU30OsAgDHo9V2hgC433+NpW/1Y3cGWMsV9CNix6iv3ZlleYmp23xe0eNpaPG23zJen3GcXV/706O33z7hYYr6qXZOvT8z4/vOZSWvmnQWj/usxq6GhQUykSY0aZVkWM2o0afs8iu5sAGICNQC/33+dKxkDxY+NjY1er5e6yAkhZPTasGHD8uXLh3sVhJBRgPJHQgghN5ZRYvbbi52fnFYCnd2N2H2MZ1GaPL4z542M5ep0iMSam9ypZ5eY89oisbK8CUqgE0dOOP/jFTnQKUZpK4FOuboSwJvvHTCZ8wA8+lidtJUr7rZ5JbMqbAuzrDB7BCmKH6fc9x3xlHMVwOtnJmMG5pqvAqioLNvffGDGfYnrRfHjy1u3R2LxCRMmDOAzREaZ9evXAxAppKhhbGhoWLlypThrtVp7T8oWbdepB1tbWwe9gL4mz4gsb9C3vcm8Xq/X65Vl+fqjWEIIIYQQMsJR/kgIuV51dXXDvQQyCthvL1b8AeepM0owmMvYvmBwcU6O1WgMqKpZkgAobyvOn/0W0Zhszrd/5yFYZ3a/2HsSvpPw9RiN7TxzVjnkUziXC8wAYNCDQV5oeXvfQQAe96FK28KFixc2e9oPHvJVVmXLHwEwJGoW01LIl1/aBuDWB76dPMA5B2PgHK+fmQxMBhCL6mOc9bgXAAbG2I4dO3bs2CGml1zzp4yMbCKF1OzcuVMkkuiZM6aqra0VLdi1tbWNjY2D3gKyqSnzmKbGxkafzzdaaglFJhsOh4d7IYQQQm6G7du3r1q1arhXQQgZNjT/mhBCyA0kyzIMeufpTwHIBeYtpfPkiQUdqhrh/INgYuNFDjgvX3YePIJozD5jur2+Z/gIwDoTtTX4wTdgSRxXAp0ALNOnhnKMTZFwUyQc0klKq09p9UXC0Wict7S0cfDKyrKKirIDh3y/+tXvDx88mKNT9VK2vmjWc2zMyy9ta/G0TZknF1plcUTUNkqSJCUnejPGTl3NTc0fGWMAWjztKiSRQ+3evXvwn0EyemiJZMZdILVYUNu3sa8Y8Xpojd4jlljh5s2bs++VSQghZIyhETSEjHNU/0gIuUnoF57jkyzLaaOg7cW32otvfdr34cFw+NcdHX89ceLzly8roZCck2MvvhWlc9LDx1S1Nc5nX1AuXAIAgx5XgzXywijncXCJSUajQfG0F0wyR+McADjAsPqxurff2bff3d7S6pVt7U+seUjPpFC8z1+/ibW2eNq2vrQNwJR5stZ5Da4CkCQGgDHGGOOcc84vefdPtdi0O5wI5MzOCwLQcVUcueeeewA4nc7eb2e32/v5DJLRRovVtFJEbefH1MusVmtfbdTZuVwuMXymr/f1er0jtgRSbPiYeqS1tXUU9YwTQgjpraio6Pz588O9CkLISEf5IyGEkBtLXlimeFqAW1MPPmuZ4/z41L6urvxAYH8otCQnx15YiKshrcKxN+XgUeXwcSUQkJcshKrKC61yuUUFwNHF1QjnRoPBvuarb7/X8sq211ta2jnnABhjhgnmO2bdcurUp4q7HdjxxJqH8vRqnEsxzmIq6/1GL7+0zeNpi3E244FvF1rlRMEk55z3KJCUJElVVfEusVgsGAzq9XqDwQDg5Ze3R2Jx/5WOK1euTJs27aWf/OSln/xEDYclSZILChIfjt8PoH7vXgDy0qUURI4N1dXVIlUUmWO/o7EdDkdDQ8M1vYXD4eg9sCW17HHdunXXuuw0jY2NNyjBTP0k0NgZQggZG0pLS/fu3TvcqyCEjHSUPxJCCLnBphQBUPyBxEaNSXLhRKWra+/VqwbGnigsBIDSObDcnvEezlcalYNHAciVpfY1X0MwhEiMg4siR7NOH4jFI9FYJBL7wt0VsWjsF//5+ssvb3/0F6Pg6AAAIABJREFU0VVgWLio/NihA//27xtffmmb4m5T3JtkWymAqsrSysqFAEJxyeNpO9DSBiCRPC6ouv3BJ2OcxbgaVyVVpI8AwLnKmU4nViVJ0rE/PAcO86yyaDQKQOSPAKJxXlxcPOnChbMXLwKozMsrLShYZDJNnDjRZDIBQHGx4vcrgQAA5c036/futf/wh7IsD+3nntxkYhCNlrJlqVIUA7KvtQTS4XCg5+Rrr9fr8/nEbcXom8GuvYfNmzfX1tYOVWViY2OjxWIRGz6CkkdCCCGEkPGH8kdCyPWizVxIdna7vX7vHiXQmZ4/FpinGQyfRiKPTpwY5jyHMSy4IzEXm3WXJSoHjyptx5SDR+XKUrlywaXipW98huOBCTxlgnZJjj/OEeXqFw2fhsORRQstFRUnWzztjz4KrvJ8QyzG2daXtq1+rG6Rp+1AS5vibgMgyiGT92AqR5yzgpI7p86rKppXBUDPuJ7xGONXowwAA4cYUKOqLGX/RwBTrVW5Yq438Pa+I0pze4HEghcvRkyGO+9e/PjDteJjEkuOHP3IaDDi2Cn52ClRDqmYzc7Tp53//M+yzWZ/+umh/jdAbipZlhVF6Su8q62t1bJC9FEUmUXvzmstfBzCuNBisYhYc6huKEZda08pfCSEkHGIfmQgZJyj/JEQcpPQ/o/jmVy+SHE3O0/DXtzdha34A+eiUVtubqnJ1KWqUcYS8WTPCNL56z9CYpaFi+d8ac3+zjx0Akh2QYsOa+B4qACACrx8dtLtxivLC07Z5s9qaTn8i5d3fHP1qkcffcjt3ijuVllZVllZJh6LHR41qx9LTHL/uCv3o67gx12JPFHPeIGRx1QWjjExIJtzDpUziQG45FUKSyqi0Wg0Gs3NzTUYDO/s+CWPxQxq9K67FlWVW20LLUjGlCK91M2bHQfY3GIJwLFTAOSCgi0FBc7TpxW3u/6b37R/73tUCDmqZY/ttLNWq7WxsXHgLdi9ix9T7zmEuyiKhV3nPpJazCoaw7XOdNrtkRBCCCFkHKL8kRByk1D+OJ7Zn37a+cN1yscnFX++VgUpZlh/d8qUiKpejccjnKsL7khssMgTjdXO/9wlwseCe793vLPHPZlWT6gdATjwSWTSry5Mmj175oKFH3s8basfq+MMlvJF+92tiyvatPARKYFjmll5wVl5QQAigvyoK/fjrly9xKFHXEVUZRzgXGVcOt74PANuW3i3eeLEUCgUDAaPNm7hnEvR4JK/qHzikS9BhJWJj0nsRwltcE38vjvVWNTw0WeJz1JxsSiEVN54g/LH0cXlcjU1NYkYUVEU7fgQZm0OhyPj2JkbxGq1ij0lBx1Bitixd/g4VB3ihBBCRogNGzYsX758uFdBCBnp+hwASgghhAwh+eFHkMwcBaXDL+fmAjBK0gSdTsyK5hxq4i+uHDz6XotXriwtuPd7mW+a0qYtkkjt+fFwQf6cqjjH1pe2MbDvPv5VztMLHvslgsil0y59847TS6dd0kvcpOc5eq6XAODi0f2XvErRPLlovpxjMk2aOPHqqSP+EwfjocCyv6h8/Bu12gAcxgBwxhLhI7rLIaH/Ug1Kbuv+LBUUyAUFitvtfPbZa1oqGV5NTU0ul2vTpk0AqqurZVkW/cvZXyUqBMPh8MDf6KaFd+KNUsfaXCsRXFZXVyPZNr5u3bohbBInhBBCCCGjCOWPhJDrUleXuYKMkDSyLMuVFUog4Dz9KQDFH0g9a5SkiTodkjGi4Hxll0HicuWCfm+uvUqkeiLKZHO/YC5Z4vG0iQhy7be+JnaBHNz6RRAJQC/xXD3P1fMTu54H5wv/e/fcav/HrWoskmfSP/5wLec9qjNZUuo9E0cevCv1oL24WESQqWV0ZCTTKhMVRRHN1IkRQ/0RSdw999wz8PfKMtBmaF1nQ3da/FpbW0t7PhJCCCGEjGeUPxJCCLlJ7P/zH0QEqfgDohBSTs5sAWCUJIl1VzQ+/0ojGOTKUtm2YG5+V+Y7isJC7Zm2LWTywYIvry2aV+XxtHk8bZW28vLFC8Xjwa1fiyAB+P74MwY89PDXEAqJI22/d15sfz8Pse8/9hWdTkoUPfL0m3AOzrmqciDxQFU5HugRQcpmMwDnj340uHWSm6ympkY8sFqtWhUkBlw82NTUdD3vLnI9kUI2NjaKfRuv54apd9a6sK/1tWIZou16aPemJIQQMnpR4QIh4xnlj4SQm4E2fySCfP+DmDDBeebTtq4u9MwfBSnZVN18yCdXltrXfPWa7q/FfRKgAhyY+eAT0+ZVbX1pm8fT9kT916IqE48Ht36xL+ThnT87f7R5UUXZAzUL0NEBoO33zs8O72Phq3/xuXJ50bzUFfG0TSpZ4u/igdgIUp1bnHqN6MJGNOp0Oge3TnLziWktogpS7HU4EFar9Zr6rzPeIXWU9vV0TPc2uC5sLQA9f/48bfhICCHjQVFR0XAvgRAy0lH+SAgh5OaRZXnLL34pV1aci0TjnEdUtfc1DPjZK41I6VS+75Zzfd2QJwsmu8dLJ8PHxEEG0xw5orKtL217+aXta7+ViCAH14jt8bSJ8HFxRdl3678CIAy0bf/380eUadOmm3Nz7I98ObGeRLyYoQSSMQYwbcp3zyLOBHtxMQBcujSIRZKbTCtg3Lx5c1qj8UBKEa+z0d7r9Yp38fl8A3m7awoTU8PNgb9K67wWnw0qfiSEkDGvtLR0uJdACBnpKH8khBBys9n/5z+U2RYDCMTjgXi8+8ThEz0uSyl+7LMFG0DK2BneswWbA5xj2nx5bu3jxQsWezxtLQfa67/1tQWLysW+kNdUCClSy0s+ZXFF2XfXfoUBLS1th9/6zeXD73/RwMNnTshzZ3YviTFJEqNmgJ5t1+hRBSmCSJY6hUaQCwqU1taBL48Ml4aGhoaGBjFoZfPmzT6fL7XjOHtsJ8JKh8MxkHdB34FmeXl59vBRBIhCv++VtsLU+soBKi8vv9aXEEIIIYSQMYzyR0LIddm+fftwL4GMStOm3arT6Yx6fURVL0ajgXg8tRZSOeSTK3v8In1uXrb8UdBqCNXkU8aYTpIkxqbNl2+5/9sLFy5wu9sPtLTfaZs3d+GiZnfbAAshtbByweJy+7e++t21XwGwdev2LS/uuOBV1l06b//wQ6QGqQC6J18nmqzTCiEliSXDR4ikMoNolKbQjAoifJRlGcmCRBG9iVgwe+R3TS3YPp8v7W4iHGxNiaozzqgRGzIOLhDUKjoHkl2mbkDZ7wRwQgghhBAyTlD+SAi5GWj/R5LRUZ3OPHEiGItwHojHA4eOqcn0MM3c/K7sJZBI5o/dW0AySD3nTVtrv1WxcM5+5dDLW3cU6GPLlt65YFF5s7vt+9/b8P3vbehdDinSSXGq2d02d+Ei+5qHKivLtm7d/v3vb2xpaStgprxQpxyLOXNyEIul1j8KImFMTR5VNS2JTD4+dirttaIFm/LH0aKhoWH9+vUigtQ888wzDQ0NXq938+bNWV47wH/L4lZpgaZ4vHPnTu2Itt+idpmWA2qVjNnX05s25abfBFPUS7a2torVXtO7EEIIGduocIGQ8Uw/3AsghIwLlD+SNLIsK3v3KoGAXFAwZepUAIFAAEdP9toIsdvcvK7jnXlZ7pk6CFtK/LOHj8IT/+brKwzs1bffbWluPiTppMrK0lkzp0+dOnlf8+Fmd9t+d7uedZdDim7pssXlJileUVHKgZde+i0D29/cLnH1Lp0e8WB3bsS5fPv0tHcUJZCMQeu8BsA5euaiiLR/aMzygZHRY/369QDE/BlRFFldXd3Q0OBwOBobG1O3hkwlupX7JTaaTJvoYrFY0mI+ETKKOsTUd7RarWnDsmtra8Vl69aty/7WVqtV7C8pussHslrx4RNCCBkPli1btnfv3uFeBSFkRKP8kRBCyDBIKxMDYDabAeDDM7BoOyH2SOnm5l+d25Uhguzdupyo7U8N+RKbLGKKTqcDM+eY7Dq9osbfVw7pdOyTT87eWVUK4MiR4/Pnz9VetHhxKYADB9oBbN26A0A0pnIOORZdU1RknjjRefo09Cl/kr7yKv7pqbRwUZJYPK4iZSPI1EWJp/FY/Ny5c9OmTev1oZBRKS160yJIr9crwjuLxaKleF6v95qiOovFooWAIj0sLy/ftGmTdoEoe9RCRvTchzEtgkzNIrO/b21trdZanjGvFB+duECW5YEPASeEEDLaLV26dLiXQAgZ6Sh/JIQMXl1d3XAvgYxi8tKlyptvQgx61rz2PiwP9fWS+2459wam9VUFKQbOZAgfk6WRDHjj6mwYDTAa5Ge/K0uSHVBebVI8h9/9oFXSMQAeT7v2KvFYjasAFk2/dcJnZ9/t7DTpdbZ8cyQSCXR0KH6/fO+9+OwzvP9+4jWtx7DIkvrWovJRjJoRD1L6rzmA2OETof/a0/fniYwF1dXVO3fudDgcWiqnBYgAampqBnITl8ul1SEimSHKsnzPPfc4HA5RFyluK9qrRRqovZ2WMGpJonaN1+tNjUT7ot0wY16ZOtzGZDKJJQ3k4yKEEEIIIWMe7f9ICCFkeMiyDIPBefp0+glf+k6IKdh9t5zLuBEkT8687l0OqaoqxHHGIEmKp11e2B0Ryg/W2J9e+4v//T+2LvvcdwrMd6o87a+txbduLb71b3Wwz5j+veJbEVfbQyGjJO0PBBJJ4tKlciwGVXX6/Wg7DrXvHnLxMXRnowwA+/BMbm4uAL/fnzqHRPH7s9+HjDoNDQ07d+6srq7WplGL6sVrqn8UGyxqweL69etFXzZ6TZ7RIsLU8DH1JuL4unXrUgd29/vWyLoRpEhaRaKqzb0Z+EdHCCFkbKPyBULGLap/JITccLT5I8lIlmW5vFxxuxWzWS4o6D7x2vtQMw6hEViPKkjORewoXtD7t2o8eQHTxlGnnOtRJllbI1tmyr6T8J3sc83mfNmcr/gD6OgIqWpYVe12OwAZgBjo0XYcv30df3U/kiOtJYnF47z3no8AGEP492/HjnwUi0YBhEIhACaTSZxVAgEYDOL+ZCxpaGhwuVy7du0SQ6ufeeaZgbzK4XAgGSlqPdT9BpciqdT2iNRCxrTAsd/ma412q4wbQYpOcyRTSJfLJZZNhZCEEEIIIeMc1T8SQggZNvann85YAilLBsXdnvElALQqyJ6DpHtWPibTPp7c+VHYu/1lAHJ5jxbpbtaZqK3BimzNsPaiqQCUYNDAGDh3PvssACxbJk+erIjqxbbjWP9THPk4ZS1MjKARxEH16Mnwv/yaHTsVi0aj0SgAg8GgZgteydhRXV39zDPP7Ny5M3VudXai+VqrJUxNDGtqarJPsBG1ltoU7OuhBZdaCefmzZu1zuu0RvLq6ureO70SQggZk2gLSEJIdpQ/EkIIGU72H/4wcxc2584t2/t+HbvvlvNzjR3iSVwcynSd1pTNUg7J5VbxFpnvbZ2ZJYLkQFVOTkc8frioiBUUuI4cefSx1au/9di7XA2bzX/dFXRwg9Pvx6/+iFffF73kjCXeSvxdJI/RP7yj3dNgMBgMhmg0GolExBHF71f8fpm+lR/3HA6Hw+EQ42XSptYgmfdVV1cXFBRkbHPWOqbRcwrN9dCW4fV6TSaT9u4NDQ296zFNJhP1XxNCCCGEEOq/JoQM3vbtWeIhQgZE68J2AvbkLBp7cXH9iQ+hcsRiPQZMpwqG7y887Qt2vNFxuziQYefH1ISRsfNHmz9qa/l8RUoraMa+aADWmbB+A//6m95nlDzTBwa9eUrh1UDHnUsWco6KirIK20KPu/VASzuAlpb2WE7O++HQktf3fvvYXLwGBsTC4Y6ODoPBILZ6TCWOBINBEUH6/f6CggLRfE21Y+Pcpk2bFEURZY+pHdOi9rCvjSNFKaJ2sdYxPWher9fn82mxo8/nK0humJC9edzlcomyzet5d0IIIYQQMgZQ/kgIueFo/0eSnf3pp53PPqu0ttYfPmwvLhZ7QcpGk9JyxLllh/3Rr8CgS08hYzHEYhGVT9Zf/guz+klk0ifhiZnuzZFS6n/uaDMAW2lJynkOpA/L7raiBruaUg/8i7mg3eeTdFJFRemjq1ex5GRtrqoVFWUVFWUAVgMtLW0HWtqbW9o3Qv/Fz07fVVgoXh6NRqPRaF8pZDQWE43YztOnFb9fttnS8keHwyE21yPjgcvlEuFjbW2txdJjxwDRSb1ixQrtSENDw8qVK0VQmJY2po7M3rx5c2pF5MCJgTM+n0/Mztb2ecxu165d1/pGhBBCxjYqXyBk3GK8r+4zQgjpT/o0jz7Q/2fIQCiK4vzRjxCNygUFohCy/sSHMOjsj3xJXjQPuabuS6NxxGKBeDyiqmJvRa6q73XO6hFBShKAuKqyZP7Y9sct5480f7Fq7uN1D4L13H+EsT4jSO9JEUEqgc6f+AOSTqqsKF29ehVPJo/JGzAmMQBcVTkX426w9aXtnpZ2Na5WRGNrpk0zm81+v19VVc557/wRQDQWC169ekRVf3H5sjx7tv1f/kUcd7lcTU1NLpcLgKh3q6mpuaaJyWTUEZNbes+tRrL4UZbl9evXpx5fuXKl1Wq1WCxa/WPqazeL+UiZZmEPRFqyOcBtK1euXCkerFu37lrfkRBCyOiyd+/ejRs3DuRK+tGAkPGJ6h8JIYSMCLIsb3nlFa0QUi4omAl2ElBavfKieQiGxWWBeBxARFUBGI1GU24ugEBHx1LzJ+dyO4+HzMdDBb1vfv5o8/kjzXqJ2x+uVVUVHGpqBJmlCtI6E6hxbtmxX4Kkk1avfqiyokw7yXqmkACYJPG4KjadXP3YqsWetgMH2vc3t3dejX0Pl3Jy8q9cuYJkz3Uag14fBFquXo1w/pFej5TkUeu9FSkkkkEkGZNcLtfu3bsBpJU9Ihk+ArjnnnvSTpWXl4fDif9MUvM+ER1e55JSx84M/GtPxJQrV65sbGwcROhJCCFkFKH5M4SQ7Ch/JIQMUl1d3XAvgYxB9qefVhRFeeMNpbUV0agx1/zBgaNRzlc/XBvRZkMzZjQaIenM5nxxgDMGYG6Of26OHzj9xpViSFJqEHnO6wbw9bqvApAkKRFBisLHxC24dvO0JSmh4H4JFRVlq1en7yQgLuUA51y7E5MYV7nKwYDKyrLKyjJge4unTfGzRTlxg9EYjUSisZih176W7q6u5qtXP+jqCqhqWWEhAIfDoZ2tra0VwRMZ20Tlo3jc2NiY1istksSMk14KCgpcLlfa14lW9piFyDTFG2VPCUXz9cA+jm7V1dViYdf6QkIIIYQQMmZQ/kgIIWRkkWVZ7HuoKIqiKCc/Pu5p9UF6bfXf/CUAk8loNBrTXmIy5URCQUAnnt436TT0OuRevHjJb2Ts17/dFTrm/eIdM74sJybVSJLEOecq5xxcK4TUZlSnRpAcr7WcinLp1pJFGVfbI4JkDGJfAglczL7hYAyrV6/6vqf9F3H1X4B4PGowGGLRaCwa1aogo7HYLy5edHd1xXW6gKoCcLlcond13bp1jY2NvevgVq5c2bsDl4wHsixnrECsqalxuVwZ80GRLVoslt6FkFpBpXhh6ojtoSL2ptS+jGkcDSGEjHN1dXXbtm0b7lUQQm42yh8JITfW3XffPdxLIKOVCCIVRVH2v68oyq//c5dsK5Oryvq6PqyqJinZVB2LAzhwyPerV3ZJsZg8dfLj0R6t0owxpmNaIWTyIBgSQaTY4fH/++Ubra3eonnyuVu+8MuDIYZEx/W0gsisSdEcic2aGBVd2FzlTMdSby72ghTbQa5e/dDWrTt+Bv3jiEl6lXFDKBTSGwwGvd7d1bX/ypWWYNBSWDi9pqa9vV3kRCIPyti4KjqyFUW5zs8wGYGydDc3NjZ6vd6+Br+IF2Zstda+hHpnf+J6LaDsKxxM3f9xEEOQxH/I4uXafcRcb7E8CiUJIYQQQsY2yh8JITfWbbfdNtxLIKObSCGdz/1EURTF3Sa7y+xr03v/zeb8i+FQhPOUITVwvrBjn+dwJBL5wZQp8oQ8FeDek8w6M/WFiUJInswceY/9HJVW78FDR4rmyaVfXssAhBgSySQOX9Ydv6LPlyQAn591VQVmT4pylYspNAKTAA6uggOLK8rmlB5pUTx/MOHLMLfHulq6gvGOjkPRKIAoY1fi8YsXLqy744477rgDKdFMalWaSJG0LGkQnbBkdEmLnsW/8SwBpYj5AAy8VV/7Kuodc4uKRRFQer3e8vLyAY697k0r1BVbmhYVFYmnX/nKVxwOh8/no/yREELGgNLS0vb29uFeBSFkhKL8kRBCyChgf/I7iqIo+5qU5hbnC9sA9K6FjKgqdDrl4FGl1asc9PK4On36lHPHTymBTtmcLwHcdxI980eIWkUGqBxIFkJycIAxuNt8MS5Ns9oSmWJuDoIhgCFlbiMH9n40QZLYHz6MGY2GFSURALPygolEk4HpwFUc9+tK7n2kpaXtT5Luz+fOqnEYDcZIJFI6d25owoTly5eLffq8Xq8WxGTc8FELiWgvyLFq06ZN4oE28kUQ/8azD55ev379pk2btEpDpCSSGWWclK3xer3iPuXl5Rl3nBwgh8ORNjdJCzFdLhftDkkIIWOG9uslQgjpjfJHQsggbd++HcCqVatSnxJy4yQKIZ1OZf8HABR3G7ZAtiUiyLiqRiORg4d8EoBoDLH4E0VTy7+0/Ls//Y12B+47iV4lkAmMgXPRvK0CDJAk6Z2W40Xz5KJ5VT2vRCCuAjAy1j3/msEoSZFo9J1zkwGczAsW511JfdHbl3OgQ1HpostepbZBeu35+GJ53p93HbjMWO3y5dplohBMpEK1tbWiU1Xrik0dZEzFj2OSSA9F9WvvTT/FvqjZaZWGDoejoaEhdYTRIDQ0NDQ1NQ2u5lHj9/uRbPE+f/681+sVe5sSQggZP+hHBkII5Y+EkOuScfdoMRr7vffeO3Xq1E1fERnj7HY77HYxmgY8pijN2qlIJBIOdJXlTfj7WbdLopjxtXcrrLOVtmOiBBIAMpVAAt3zr0UJJJOYcvBo+jX6xHybCOcATEzbKxJc5aJsMhyJmoyGY1dV79WclJsn/jl13qKLRw4ea+4qkZln/xEAXq9XVH5pDdcAamtrN2/e7PV6161bl1rwqF1QXl5eXl5uMqW2m5NRz+FwiFpFUQabVvyYZefHjAYRGop3SX3f6urqQZc9IqXyMbXE0mKxpI7bzjheiRBCyOh12223if3fM/6YwBijCJKQ8YnyR0LI4Gm/yUwjvtuoq6vbvn07jbcjN4I2IztN/cNf/zgUFo8ZYxzclpPjMei1/DFbCSSSuzsyMMaUVq9ovu5xhV4fCIcBGA16qN1t2JwjT5IiajwSiZqMhvT7Juskp8zrHqKtsojYJikt8RFEHKmdSg0fAZhMJkVRRHVbOBxWFIVmYY8BDQ0Nov4RKb3PVqvVYrF4vd7rjAJ7095CxH/ia6y6ulp8RYme6yF5I/EhpD5N/YKnzmtCCBkzli1btnfv3rvvvpu+/yeE9Cb1fwkhhBAySsxcUBqX2M/OnIXooWbSXZ0hW+HE/YHO586cFX/m8V1NvLGp92uTQ2ggSd1/OKY1X4fj8YjKjTqd2ZyHxKaRECNneI/x2n2aMn+Rd5/hgSd0AGbPni3Lcmq2mNZVrZ0SA4Jra2vXrVunTb4WxWWiXVdRFG3fQDJ6rV+/vnfI6PP5ZFkeXBpYU1MDQOwumkbbQtTn84l6W/EuYg3PPPPMdcadLpdLDGqn8daEEDLqDK7HYunSpf1e01f5AiFkzKP6R0LIYAykb4J6K8jNN23atLZoTLl6tf7oMfuM6fLEAkmSnpo8uf78JSXQua/vKkgViRLF1AHWvXVGomAwTjAh2aktLmesx+xsA8+LMqiIdL+ye6tIxFUjeBDAe8rul7ds37RpU+owmcbGxtra2traWpE8aqOBRaeqtjWk2CYydRZ2ljEjZBQROaPYt9HlcvU78zo7MbHa4XCkfrUgGT5qty0qKqqpqdGeXmflo8vlEuvva7INIYSQYWcymcLhcF9ns5wihJDBofyREDIYlC2SEcus19mn3+I8+5nzzFm5s9NePIMx9uSM6c+dOdvc4U/sAgnwXU3MNxO1NZxzLrJD1qPysbdAoAtAfn6eyaAXxZIsmVWmpIuJtmwdn8AZ5yza/frUizgvkdmH+wHgnnvuMZlM2oBgjdaCrc2fSQsl05Kd7JORyeiiJYAOhyM1GRyE6urq8vLy1J8ktd0kh7ahW3C5XLt27UIyJR/y+xNCCBkgUcPYV5J44xLGgfyYUFdXRz3ahIw3lD8SQm4g6rAgw0IuMG8pMDsvXVIuXKo/4pXNZgBLzPlKh//xI77Hp0+TJ02MRKLRlqM4cNSwcqmxdA4Yk/qufAxHY5FINBKLGQ16ET4CkPJycDWkXRMVu0eKNBMAoOMT4tLVHhGkOC5FwLnWsC329du0aZP4OcHlconAUez6B0Ab1oGeY2o0NAt7DBuSTRgLCgpcLpcIrEWoPeS7SQJwuVxNTU1+vz8cDlP4SAghN8FwJYyEEDIIlD8SQgaPfm9JRjL75Mn79Ib9E4zKR6fBgGgsoKomxpyffrbocsffFE5KVCP+fq/06rvGv1wGoPdo7PNHm3NuK41EogCMRqM5L7d7m8doLPVKMRQ7Pz8XEHWREgAJ+VHe2R1BMlw8crDsrgjAwGGI5yaO79nz1PnzU6dOxYYNoh1bzOjw+XwiW+w9o0Zrp/V6vant24Rk5/P5MESxpqANQdKOUPhICCFDZdR1Sd9///2vv/76cK+CEDISUf5ICLkh6urqhnsJhEA258ucS//+9HsHjn5w8IgO7MAh3y2dwYOh0C8uX6nMyfnChAnMaGAGPXY1AcAuwDITlpkA5MmFe+Le04f23V5UYtTpjBNMRoMhdcYMi8Z6PAUAdHYG8/NzOQegMiYBMCA/hk4VUQB+FjMMAAAgAElEQVQXjxwEwBk4cKyZV+sMALBxI/bsmSrusmGD+Gda4KjtAqnFkUgpe6Th12SARPHjUIWP2j6PALQtAobkzoQQQoQRmDBmFwqFsl+wbds2xrLttU0IGasofySEDAbt/0hGEbWx6e7aGmvpHACG37J9Te5FOTlKMNgaCv2yo0POyWF6nf22GYmrfSede/cBUAKdUX1OnKtGg95szkuPGmNxLobOJEWSfdfaMc5VAIxBz/NiUpeK6IWjByUpct/jzNfMAeDMGXz722hv7771xo1KczNSAsfy8vLW1tbUD0e0zdbU1DQ1NYm/D2EtGxmTampqxCibxsZGWZaHqvO6qakJwLp164bkboQQQsYM2t6RENIb5Y+EEELGDlmWlTf/5Dz9qb34VgCMMc45fCfhO2mee3vTgcOH3O2c8zWFhVfi8cORiC03VwmFAChHfckSRgCAQS/ffuuhcOjcidbgmSP586q0M4mLorHU+LFTVQGsuCOk00dLJl0BUkbNAHs/m/RR1wQuXb145OBceYLErh5v5hyI32lR3j0s9/wQGhoampqaeo+jQbLgUZtGkvp3QrIQXySiT//6S2VFzaPINKnPmhAyzmXvjyZ9oVIGQsYhyh8JITcQ/eaT3GSyLMNg0J52T5xubHqxyLz/g9bOUDiPMbNO+sdbptV/9pkvHP75fIsS6Pygw89m3coKC8TlTzxcC0Bp9f7br18773UXzatCajwZDCMWAzCrMDZrYmTmxKgWNjIWT1yYEmYuveXK7K7Qc1t2SFKk7K7LjEmMMabq3Kcuq2XT5ANnAGDZMixdimXLqpNlZalTZcQUbJEfUeBIBmHnzp0Oh+P6S2U3bdoktnoU4SM1XBNCxrCBZIsUPhJCyABR/kgIGSSabU1GJnlhmeJpAW5NPGcMnDvPnFW8xxnnZXkTTgZDSjAo5+baCwqcly87z5y1z5gum/MRBwoLYZmpTaG5s2L+ooMfH23fH997dfVjYktTLsZca2/HeeKJyDpZxiHaDJd8zZd9zSWLp82pOvGqM368md9VZQPg9vh+vHjGd6OTtJ0fATQ0NIid9WRZNplMDQ0NK1euFOEjtVqTQRvCLx6aMEMIGe0oW7xBNmzYsHz58uzXrFq1iuofCRmHpOFeACFk9BnIdwz0XQUZNlOKACj+gHZACXQq/oBsMm6ZefuDkwsBKMEgANlslqdNVQKdzjNnE5f6TmJXExqb4D0p/mq4a0FpWanH0+bxHAJXwXmPzuqkfvdR3/riNqOk/kP92rMfzDyu8JKFBbbKkvo1D9gqLZ7LMcVkSru+urq6urp6/fr1IjNqaGiorq7euXMnFT+S4bV+/fry8nIxRJsQQkYvyhYJIeQmo/yREHLNKFskI5ndbofB4DzzqXgqMea+0gFAzs1FLLZEn+zONuch12QvLAR4jwgSyRQy+deyyFUGfqClLe2NOE8UPzJRZAn0Nc5x64vbVODba79qNBrOeYo5cKw5/vyLv3e7j9kqS5je+O4tMWzcmPaq1Gq16upqqnwkw2hl0qZNm4Z7LYQQQkY6KlYghPRG+SMh5EahBm0yXOwPrQLgPP0pAOcnp5Wuq3JujpybCwCxmDxhghLqrnqwz7hVq4JUAp297yYHgksKzM3Koe9/f6PHk0ghRfLYHT6mNGSnvtbjadv64jaPp23BonLZtuD5Lb9T3O132+Snnlqpg/GFF/9os5XYKi0HvJed77+PPXuG/FNByPUT05CsVqvValUUpbW1NXVzUkIIIWQQKH8kZLyh/JEQMkgUL5IRS/7a1+RZM5VA4JXPzimBTjk31z55cvfZ5XfCoNcKHmVzvr1wkpw/Qenscp4526MQMsk+Ie878+cw8K1bd7z00vbuPR9ZouQx8VRKfYatL27b+uK2Fk/bnVUL/u7JlSJ8tNks9WtX2Kos9fUrGHQvvNgourD3TSvA3r036BNCyKCJrUjFqJnUbR/FhqSEENIvk8lk6rXNCBnD7r///uFeAiFkJKL5M4SQQcqSP9LvM8mws/9oc/3DX3/n0hWIzmttFPaCO+QVn5c/PqMc8imBTtmcn7i+eIYS6FT8fiXQWX/0mDgum/O1C3Dm/BIVn1nmtrS0/+AHGysqSx97rA4qR7L4MXXyjMfTdsDT5vG0lS4uX3qnBcDap/5fDlTZLGvWPiCusVVZbG6L2+172/YWAK6D0tQk79mDZctuymeIkGy0OdeCNufaYrF4vd7q6mqXy0XDrwkZzwYyv0WgnRbHm1AolP2Cbdu2sb72rCGEjF2UPxJCrlm/8SLlj2QksP/wf/zrM898Ljc30XktIsgFdwCwP/lX9T/4Z+eZs1vmlWjXi7TReeYsuKp0dkFi6e3YBj1aD9159+L3PEdbPO3f9/xjZUUpBxZXlFZWlrW0tB3wtAMQPdoqcFfVgiqbpdl9WHG3c/A19Q/YqkpS71e/dsVTT/7bK1sOPPeTH7g9PkWvlzdupPyRjASKolitVovF4vP5+soZRQmk1+tdt27dzV0dIWT4UapIsqurq9u2bdtwr4IQMoJQ/kgIIWTMMjIW5zwQj5t1OgAAE/kjAPuarzqd25xnztpnTE99ifZUCXQm8sdZtyZO3VvNj5yA5+jqCXnOy5fDxcXNzYfinO9XWgEm6h8liS2sWPCR11e6YLbibhfJo81mXbP2PnETDpWlbH5SX79iy5Zdzhd/Z6u07ItF7CdD2LgRGzbcwE8KIQNTW1vb2Njo9XrFbo9a57WGdoEkhBAyaFSvQMh4Q/kjIeRGod95kuGlKIokSWuKiiKRyEVVNet0Rqk7+JPLrfJCi3LI1zuCTFygNV9HkyNldjUxQAWMjP3NxImHOi7k6yL7OkOFCyO3T7W0Nn8mrjp0wANgn/uQVdZPVK1aw7WGQ2VgAEN3F/ax228rSpzeswdLl1IVJBlGYsi1SB5lWRaN2CJtLC8vb2ho2L17d7/VkYQQQgghhGgofySEDAYNnyGjwKVLAMwTJ0YikYDfH4jHjZybU87bn/wr53O/VQ756o8es8+Y3r3VY1ZsQg6Cod/4O9zBEM9RZy2P/Dd7GGhdkvnyM5dixZPV8rSjHJwBIoIUXdg8JwDAmZNjD4Wwdy/lj2QYieZrn8+nPUYyf2xtbW1tbQUgZtH0LookhBAyzm3YsGH58uXZr1m1ahXVPxIy3lD+SAi5NgP5XoG+nyAjgdLaKhcUADAajVOmTg1cvhyJxUJtx01lc7U9z+1P/pXzN43KvlbnmbOyOT9jIWSa5q4upcPvCYZuM+rn/W1kzhIJyFURUxHNeP0x/a9LYo9kjCABLgohbTZLs/sI1yXP7dkDgLqwybBwuVzigdZerVU41tbWer1en89nsVgoeSQklZjvTFsiEkIIIX2h/JEQcm0oWySjlLmwMBAIAIxzcIjSQ0iA/Ru1SrlFaXxH+eRT55mzSBt7nULsCKkEApzzaXr9SR6tlRm4AYAEA5CrsmgMwd4vPKb/NYDJ6qLJanlaEClSSAAcaiza3R6OPXsofyTDwuFwpGaL2mORQlLNIxnDRIaIQcWIlDwSkmaAJQvUU0XI+EH5IyHkhqBvJsgIZDabI2/sQ9lcAOAcgAoAsJVbbeVW/ptGZV8rADF2Ji2CTMyiMejlhVbrJ58dDIU+CcaerzfNWtLFIN3/BAMgcYMRBpVFM5ZDXpIOXpIOAiiJPQIgNYhcs/YB95O+YKSjxwtoEA0ZAWh7RzK6mEymQUeBlCEScpNR/kjIuEL5IyFkMOh7BTJKGY1GHD8Ny22JQkjOtVNPfONL+EYtgOd/04iOTuXoidQXyjWVAOyPfBkA//ffeE+f1UUisq3Uvd8XR+QtnnO7fKVETqSQEgwq02eshUTf5ZDW8knyjGX45S8Tz2kQDRkmFoulsbERmWZeEzLCUYZIyEhw//33v/7668O9CkLIyEL5IyFkMLLkj9SgTUYIeelS5c03UVycfuK194G7YLmNMTDGep5jnPMnHq4V3dks2Q+tjasGAN9JAEqg02DQrVn7wBo88PMXXnMrPq+Se2xJ1wNPJDZxlLhBz9BXBIme5ZCT1fJKm2Xf/nb577+FTz5J7P8IYONGyh/JzeRwOABo4SMVPxJCCBmEUCiU/QKaP0PIOCT1fwkhhKTo93sF+maCjCiK35/h6Gvvw3eq92FV5ZxzETay/v6EtNUsZJAYWP3aB9fUPyjbSj/ZP+kt58RjSqKmUhRC9rvCY/pf7zP+P0H1gooY0GvszMaN/d6BkKFSU1NTXV0NCh8JIYRct7q6ur5OUSsVIeMQ5Y+EEELGJrvdDoNBCQQynz52KjWC5ByqqopRMExCWlmkmFiTePxq0/OnzwKw2SwAAAawqipr/doHbTbLMUXd7czVIkg9zx3IUmMRXIr7VDWeeJ5a87hnT3c5JCE3nsvlovCREELITUBVC4SMK5Q/EkJuCPqtJhnpjp1KjSA5VwGw/soe+atNiQcGna3K0vNkohBSguFPTl13FeQASiCjYQ7AYExeuWFDjwhy795+70DIkPj9739P4SMhhBBCCBlylD8SQq7ZQLJFyh/JSCAvXar4/c7TpzOfPnYKr72PV99X1WR5I8t8IQCAw3cSvpOKv1MJdFaVzc50Dauqsqypf1CPvE+USeKQ1N9Wy7EIYhFIup5/Ii9d2v14zx7qwiY3R35+fv8XEUIIIVltSNtMhhBCKH8khAw56qQgI4fdbpdnz1b8/sy7QAIAIu0fXtrkjB05nqXyUfUdj736Z1H8+PyZs9ygW/N3fW1pxGxVJaIR+7Xn4wAk3k/9YzTMAaaTesaUy5ald2ETcoO5XC5FUYZ7FYQQQsYFKlYgZLyh/JEQcg2ybCNNyMgkf/3rAPrcBRLwBzoA8N1vRn78fOTHz6u+46rveNx3XE3+Ffnx87HX3owf8wIQOz/Wf+8rWd6Rga1Z+wCAj/fnaV3YfQkGeCwCo9FwwoNKubTHORpEQ248l8ulPW5qagJgsVj6vpwQQggZqIEUJVDhAiHjRz9NYYQQQsioJsuybLMpbrcTsBcXp50V4WOuuftI7LU3AXDOOeeS1OO3dB8ELiqBTlvF3F47P6ZhAF9T/+DPt7z6iWKas+RCX9eJzmuDUXfuqBmI5mB6+hUbNnTHjnv2YOnSHkWRhFwfl8vlcDgAVFdXh8NhKn4khBByk23fvp0KIQkZJyh/JIRcs36/S6BvI8iIYn/6aeezz2aMICORiMEIvTHzCznnLDkJ2+0PbTndkbXzuhsDs1WVeNwWRWm/TWGz5MyXic7rHFP+MSUuwWS329OvWLYMe/d2N19v3DjA/NHpdKYdyXBzMl65XK7du3eLtNFqtSJZBWm1Wi0WizhCCCGEXI+VK1fu3LlzuFdBCBlBKH8khFyzLPEi9VCQkUm+7z7lyBHF70+NIAOBAAC9KeMrGNDdOr3ldIfbH1IN/J6/jV5h7ZN46ZYXdqVebbNZehdFrln7gPtJ3/FM+WMsgmCAA8xkzDEZjUC0z6UvXdpj88eNG9P7spOcTmeUn/coRwCwnvurqIjt2/9ORdUdRuk2WZZluY9AlIwDmzZtUhTFarWKnFGMuqaB14QQQoZWR0dH9gtWrVpFPzgQMq5Q/kgIGUr0bQQZmWRZ3vKLX4gqyHq/315cLBcUcKhA5uJHxsA5OOeeQHjL6Q4AJZXs9vvU4804t9/T2rxLQo/Y0u0+ji2vVdksHGr92hWp8eWH+w3Le5Yeij0fAWY2F5iMxmOKekxRq+XlmZeeVgKZqQvb6XTu2/+OyByrbPPRKw8Vaam72Qt8vG//OyrU7zz5Q0ohxyGHw6EoSm1tLRU5EkIIuQmytFdTvxQh4w3jvJ+t8QkhRCN6UbP8f6Ourk58n7Ft27abuC5CBkpRFOePfoRoVC4osEKtKsjJMWe+srkj5A6EPIGwauArv2Y4cCH04X49Z3Ejn2izWQDUr12hXZwI+Nw+ABzxh9cu/oJtOQf/+QuvKe72x35+TlyWLHuEwaibaJ4sDv6kPizB9PKWrP/JbNzYowryrbe0D2e38vMj+6/IttKMNZi9bXlhl9vtBZitav63n3q63+vJ2KD1XFutVqp2JIQQcqNt3Lhx79692X8o6PcnC0LIWEL1j4SQoUe/zyQjlizLW155xfnssx+0tHwQjf7qSkfVpBwANrPJVpADQFQ7uv0hAHE9n7NQnXk/b2/JPd7MSpaoc6vYqsXf731bLYt0N/u2bNn1ny8cUuT26idPTl9SEndH/vQfpppvhgCklj2K619zRgF81/53/aw7Uxf2vzr/sVnxAChZIj1UP2eSOqCxxfVrVwArtrywy918+FtrHnnqyXVUCDnmORwObc41jbcmhBBCCCE3H9U/EkKuAWMs+68xRf0j/Y+FjHxOp/PNt3YtmGU49Um899mKsuL4ZNMjj1e9+Pyf2z3nAZTI7P4nGIA74l+bpC7IfvMtL+xyu31xRL7wxMU/P59ze3m85m/CAEzGHLM5X7vsmKK+5owulGc02J/rf8UpJZCKXt+0bEHziY9LZKlE1pXIid0eZ8f+cpI6fwAfPZCIShs51Ep5/nef/IcBvoqMUitXrhRlj9R5TQgh5OZYvnw51T8SQjRU/0gIGUq0/yMZRXLN7Ev/SwfotCNp+d1//OxXR9wdJUukkio2V4bY0vGydLjf/LF+7Qp3s3fLllfffn5KLHJVp9Ol1jxqXnNGJZgGFD4CibEze/Yoev2Pi0zqsQ9LPmd4wG4QJwOBTgCt+PV8fd1UVgaASVLf9wIAW5Xlp1U/2PLCLrfi/fFz/0QR5BjmcDgANDY24sbkj16vl2JNQggh14pG0BAyrvTzwwkhhGjq6uqGewmE3BCT1PmzY39ZEWlIDR/dzT6P+/icJbEHnpBKZMbAADbwe9qqLGvqH9TBWDKzxGAw9BU+9t95nWrpUgBNxTrVhAe+Eaxe5Q8EAhcuXrhw8UI4EhJ/Hbz6y89iBzm4qsa5qnJVzV5WUL92hc1mbVG8P37un65hJWRUqampqa6uvkE3b0y6QfcnhBAyelG8SAjRUP0jIYSQ8WuSOn+SOi9jz/LeljcAlFR1Z44MjINfYe3AVwdwb2arKvG4LYrim6xOBK6mnnvNGT2mqFVyqdh70el0hnC2Zf9RKeX3gndWLYGUY7enDM9etuxf//BC86WOO8pjkyp5GByRkJjfbTABQDQMHYw+vv1StG2+4eFk8sjBGRgTXU691a9dseUFNCtHFEWhvSDHpOrq6t27dwOgyTOEEEJGmrq6OhpcSch4QPkjIWSI0fAZMlro+IQ3nzPUr80QPv50y2/a3BdKZKlETsvsmOjCHqA1ax+IhtHc0n5MUcUujWLPRwmmKrm0Rv7So/V1AFSEAVRWzTXxQu21+5ubAezb/06lPP/uJQ/KsqwoSnNH58xK9XOPhAHojcg1IxZBNIxgIPGqGMIGo3QRba7o31tY3TR9OQAODs45Z1IfTdk2m8Xt9r67778ofxyTHA6HoiigzR8JIYQQQsgwofyREHJtsvx+kjosyChit9v37X8n4yl3s6+l+eOSJdIDT2RO6y6jvRClA3mXUIAtWlhy8JDvzedYyc/jouxRtF03KX/8sfN/qQiXyFKJbCiRJeBUReSRlFev2PLCLgBuxdui+MqXzLkS/EiNq7ctjIrkEUAwIGZqQ2/kAHLMHGAMqgSu5xM+xR8MEf1kXgoRQYKrqsoyFULaqiw2t9XdTBtBjmUUPpL/n717j4/qOu+F/1t7bhJIQghjx8QhNsyMkbCENbPlS4ZGBCdFRnnl1g7KhTRtLVEJh7Sl79vSvmlMTE4+PTrn7Ut6YhsRRNIkdtPg2DmhFYZcIWEag/ZsATICzwwXYydOMAjdAM2ePWudP9Zoa2s0uoABgfR8w8eZ2bP2nq3Jx0T66XnWQwghN1JlZeW+ffvGWED7PxIyrdD+j4SQa4a+gSC3lvuD9+h6dOTxX7cf4Mywd15bGBiAC45jgosJjmssK/UFg36eEv/zkwNxjd+nzvtC4999vfl/RLT2BWpyXYunqtFlDbDOUL9mZf2alfX11YDoaDvB+gtn35W6d6mZm49kAn3nYRpwukXeHJ6TL3Lyh+6HI2mySxzJM+4fHvJ8tcdxjDG5haUQQnDOs75XIOBv147LQjkylfT29vr9/uvRfB2NRqPRLP8SEUIIIdIYPyBQ1xQh0wrlj4SQiaJ4kUwxbuWurMcPR97K1nltYQzpfmbBxcggsls5dsr5yinny6edP+ws/Gr09q+WN0a449Kdfv5XjV+ahSWy7LGqcWh69dgCQd9zz/1lebnvzOnz/b/NP3PEebkPA/0AkBE72lkRJIBTzldOO1/pcRxj6f7x7BFkIOBjUPZr/zmRuyIEQCwWA+D3+30+32TfCyGEkJsR/QRBCJGo/5oQco3RbzLJrUJV1YNtv2rZtqt+zUrroB6JjXtit3LsbvYEhBByL0iBC6yzx3G8WzlmX2bFkoyxhSo7peUC+LX28wVqsqrRM8qVj48chiNnWNfVV+m695vbX927pWjV/zjrdI+WPAr7nG6TXXKKGQpc3cqxbuUYnDAMcwF/IpXiisLc7mG3saACi9vntmud434C5NZSUFDw7rvvXvPLtra2yuJHn89Hzd2EEEKuDgWUhEwTlD8SQq7ARLJFyh/JrULOWtH1KGDLH/UYZ4Y36BjtLDkFmzEGxnqUzgvKsW42VmDnUBwAGBMABisfs4ePALqVNzLyRyFTTgYAQdV7qN2n67H278/7g6fenuCXaUWQ8qnb7XwbP+rvv5y4bOY78z1ut31xn5IEXDQIe+qJRqPXsP86Go1agaPf76fwkRBCyEjLli0be/9HQsi0Qv3XhBBCpq+n1q4X4HLMi93ozdcAUChKAJxyvnzK8fJo4aMQEAIMjAvOBV8QAPNcNlOXKz9n9vX1j3blbuX4iOsMa5SuW1MVCPjiEfOkNtpvELPcudWIbcnLy2VAX19vxsqqRhdHgraAnGI2bNgA4Fpt1Ng6SD6l/R8JIYRkVVlZOe4aKlwgZPqg/JEQMiG1tbXjrqHuCXLLUVW1XF2k69GREWRWRbysiJf5kp8FMEbZowwfYW0TKQQgLveyD96fmrd4wDAS58+fP3/+fF9f/xhZJACRbZfGujVVDrj3bbltIjdsGSWCZL29PSMX9+DwFV2c3PxKS0vlXo3XijV5hoofCSGEjIF+QCCESJQ/EkIImda+sPZLAlzXo2Pv/FjEy7zmavnH6mUejQwfGcAYFAWKgh9/QzhdYvmTfE5RYV7eDLfb5Xa7DCNhGIm+vr6EYVjnWiWQwtpfEoCcejOorv5RB9w/a869oq/UZJdMdsl66nY73W5nMmna3x2AV1U6tfNXdGUyrVgFj7Lz+nqM1SaEEDKtTKTQgRByq6P9Hwkh1xL1UJBb0VNr1z+/ZbOuxwLB7DN8vebqIl6WcbBQlGQtgUyHj2xYYshTYv6SlHzscbutXRf7+i8W8nvnGqWOlOJyuQF0K2+cdv4IQF9ff8IYyM0XhcmyOaLU6RFzxBJ5ViDo3d6CWdyPEYWKY/WNAxxJg/VY20Hm5eV2dfX19fV65lxZNSW55XR0dFyTQkUrfFy/fv17vxohhBBCCJkmKH8khFyBHTt2TPYtEHLtqar6gPpwm3agZRvefbcbQFwTcgvIrMkjAKfInc2Lux2Z+WN628fh4eOerQJMzC8z8/MK7IvvNv+40LMo3aAtABMMLCmSb5ma2+MGBCCcbrybOPKOcWTmDB5XXpjDy4p4WRFfEgj42iJHs82IGTuBBACTXVKEy4kZANxuZ8IwE4aRMYiGTD0+X/Z4/Ypc2yZuQgghU1tlZeXYI2hWrVpFDdqETBPUf00IuTaob4Lc0hrXrqtQH4zox0+c+K0QiEeEbLjOGj5KhbzE/lQIcJ4lfLTMX2KmmAGgkBffbf7x/cl/mMXvFXywx5oBgICYw0oMI9Hf15dIJBwO5XLfsIucV47EnC8ccP/tADvngDtjCg2bQPgocZY0WA9HUg6iMRKJCZ5IbkXhcBjXaKPGaxJiEkIImVbGSBipd4qQ6YPyR0LIhNBvJsmU17h23VNr11c8vBAp58zkwvmXPjlG+CjJQdiwDZzJGj7GND6/LOV0Cw7jbvOP7079UaFYJHi67lFAMDAGpiiKwhSFKUVFs+QGkakUUoaSSioi85JQnzqcYBdOaUM7UTKwiRQ/2pnsUhIXASQMyh+nsv3792NwbvV7HFdthZg09poQQsgE0c8RhBBQ/zUh5Nqi32GSW5qqqqqqfr6z/qh+Nnzv4Ypgidvtcruz/H+lAhdw+a6Lj1+Y2TlG8iil0vNd2ELzU4VisOEa6bPAbHWLLD0ze+bMXCFEvoL+/suJRBLAwEWWm2/PIRkABqdHzC7kxbN58WAYKgAIiC7lCIAupUM+GCQyokwukooLqST9PnLqi0ajcmLMGGuyBpTWKfZRM7FYzDq+efNmGkRDCCHkqlFASch0QPkjIWSiJpItUv5IpoA//7PG5579+tHOE0tKfYaRBOB2p6e1yAX9/ZcBJAwBiJlKcX/OsTHCx7gmOAeASk8TOAQfmmrNsoZ+DIV8UTdLT8HOy8t1uVx9/RchILjMKxkAl5jJoNyeUsuTKzPPBxjYHL5EQBTxsi6ltEs5cl7JnFSTXs3gdDPTEH19/fn5eQDiGg+qJVkXk1tadXX1uC3Ysr3aHkGqqqppmnycteZRHpT/pAiSEEKI3bJly8be/5EQMn1Q/kgIIYQMo6rqgw9WaJrmcrlXf2olkJIpZFdX0r7M4YRpsA9ceuKNGf9tjKudiADAbS4fAAjI8JHZWqVHbto4W5RcYMcwWKzocjndHmfSMAEhBNyYKadXA3zMr4PJYsoiXlbEy+AU54cVQlqr4HQLNpiexjUOIAfvG/PK5BazdOnScDhsr1gcjSyQtGLE1tZWK0ASPrAAACAASURBVHzM4PP5otGoNY5GxpQyhZTv4vP5rsmOk4QQQm5dlZWV466hETSETBOUPxJCxjeR2TL0fQOZShrXrmt+/mta5JAaWKwGF49cYBhGb1+POwc5+SgUJd0scxC2tGeriGti7gccnfoFDOaJ2csebaw8UggwxgDBhAIAydwcd458Ka6liygFH+qoZkpGlMkYILu9Fxp/kkz9+zneIV/gSObkj9xVEnEtpcDT2Ng4zi2SW0ooFLq6E60gUj6QgaPs4wbQ2toqX1VV9emnnwZQU1MDoKCgQKaWlD8SQgghhBCJ9nsihBBCslAfWAowTT+a9dWBxCUATjcAzObFWdfENRHXxKLgzLkfBADBAYzapp1BFiTKtm7G2MyZuQAzjaHE8EQEinA9WVcl0sNvhIDgnAsu0pNtuBBccG5tNYlix6fnKmUMStLgKcNx8byz/7wj0ec0jaF7kvWPZOpRVfXqJsZUV1dbKaQ9T2xtbVVVdefOnaFQyOPxbNq0SYaPADRNo+0gCSGEWCZSpjCRcgdCyC2N6h8JIdcMbf5IphJVVdWKB7W215q37RhZBWkYSZcbTg8AFPLiQiWzBDKuiT1bBROOu9UEoJxpw/btu+vqqkabUC2EsLqzC3BvV2+P9ZLb7YKA0+EwDNMwTPs8HKYMjb2WhZDpzSVtpY0MzKqLvNOxZMB5AoBhmLKp3DBMYShOp8Ptce9uTgJ4WF1+dZ8YuZk9/fTTNTU1ra2tMhZsbW2VWz1KsVhstLhQTqRZv369fBqNRq0dIR955BErc8TE9pckhBBCCCHTE+WPhJCJ2rFjx2TfAiE3VGNjYzOgtR3Q9KOqvrhxTfo384ZhZKyczYu7HUP5o2y7ZsKxopF5VcYF35NKYpTOayEG00cAg9Ow5xQVYHDQjWGYAASEojDDSMr8Ma6JhwJL5HEGYDBkZGBWlMnAwASYSF8YKBQl95g45XzF7XbK68gg0jDMN14biLW5SyveT83XU5XMDeW2jNbQGJkYRqPRscsVN2/ebD32eDyyoftnP/sZgPXr11uxJiGEEJKhsrKSRtAQQkD5IyHkmqCOCTJVNTY2aqqqHdyvRQ5ZhZCJRAJATv7QskJefA+eOOV4WZY9AvCpzhUNjAue4vxERFy6fKldj+kRbyDotV9fcCBzHLZgg7ujWBO3rZQwYZipnouv/fsMRbjKA+lLWRFk+jqMgQF8sJ5SAIqAjCPBCkUJ8Ip1AzKI7O+/fFJnyQQSZ2+/lh8fuZk88sgjHo+ntbVVDo2xz60el30HyXA4bCWYMr6k8JEQQshV27FjB5vg9jSEkFsZ5Y+EkPHRbBkynamqqqpqc3OzLIREC+5bvBAQa9ettNa0bNsF4KDu4CzJhONjjaZPBRdcCMEY4jrPzWdcJLe3vBoIfiF9joC1M6N9HHZWMiU0DFMGhdGDPBicX17uFTydWmZEkJCzaER64rZcZq25x3z8lPMV+/XDL+a81SHm3VXw5psnv77lK19Y+6X3+KGRm1AoFAqFQps2bco60lp2ZI9soI5Go6FQaMOGDVartd/v9/l8lDkSQgiZuNraWmqlImSao/yREEIIGV+6EFLTwAd+FX7N43Y9tfZfrFc5kgCK1YIEu1DVoHDh5JxjcIDMqTYnWOqRxss/bRbbt+2uW1M1LHzM0pSdZTI1ALfb2XUyb/8L3DRYh/57PAmw9FgbAGBCDq2x1mcWQjIrghxGzslZrBb9Td0XWrbt0rVo85ZnG9euu5qPidz0nn766awRpL2eMcOGDRuampoAWLtAEkIIIdcWlTsQMuVR/kgImZCJzJah32qSqU0WQgL4dWQVm3F5/uKhKM8bVLwqA5KAQ5Y9Ij0cZnCByrwqi1dc0tti2IYn66owetmjGCV/BHAiAidze713v/3W2W9885WG+icG580IISCEUJQRV2RAuv06PaCmUBSnmOEQbgBxTchR2svurwJQv2Zlyza0aQfVg2H1gVDmpciU8Mgjj2Tkj1Y/dYbW1lYAMnwkhBBCrsKyZcto/0dCCCh/JIQQQq7C/MWsqsEx8nheophzrihwuIeqGBmiclfHRxuU59su6XpMAPX1o87CBsCRVOCyH5FBoRw782Rd1fbtu9v12Es7fln7yUrIsTNcCAjOOWPMvo8SYyxdAGlr1jZxEcBPt7rimlCEq7F+VSCYnoYcCPh0Pfpf2quUP05V9s0cMVjVmLWfWoaSS5cu3b9//425N0IIIVNMZWXluGtWrVpF9Y+ETHmUPxJCxjGR7wboOwYyDRWJJcOe8iX5AyW9fb0ut8jJZzDtL/6T9ei+R1K/Pcw0/ShrQXkgcxyNxWSXGJwKXLJKUQ7UVoTrocCSujVVAOrqqtbpsZ/+rK2392L9mpUY3PBRCCHnXzNl+F6Qti5sAAMHPrZf339K46XB9324/BErfAQQCPoCul+PUBf2lCXrGaurq2OxmM/nG22ZLH4EEAqFdu3albU1mxBCCCGEkImg/JEQMg7KFgnJ4ELeHakSn5k59v1c3zlA5ORnL2uU1ZCHf54CuharszWtU9dj7bpP5okjFgsBg8OIRhKntdwTmqIIR0P9E/a88sm6R7+5/dXXXz/91Np/qa9fGQj6ZOWjLIQEHxZByi5sIcAYtm/b3aYfTcJ5T3lq2VM9d5sp8GHvLruwD2q/VrWHZMs5mUqWLl0qZ1iPESlGo1FZ/KiqalNTU0dHB+WPhBBCrtpEfqCgGTWETG2UPxJCro2JbBBJyBTW29cDiNz8YQcH+kTSGNrMcc9WDoiPNZr3Bvs+oIm3NE+bdlRfGwsEfMCwcsiTmvOU5jyppf9veoFqfLQxYWJbl7kaQBEvAxAM+A61x7XIccbQ0rIroPsABAK+QNCXrna0RZCMsZaWVwG067EUjIX3O29bnAgsnw3gtPNHhfyNQn5vIV9k3arswtbaXqP8ceqR/detra2jzbCORqOy+JEyR0IIIYQQck1Q/kgImRD6bSQhFjW4RIscsh8xDMMwki43nO503mcaIpmAaQgAi4IFndq5qgZFIAWwe4M5SE+k6TG2ihxeoEWOAdD0TrQAcn9GliOvs0BNLVDNBWq6nTvufBHALKOj0Cy9w7kEgMIcMr5s048qcGh6p9LikkcGm62h6zEAKSRFCnep3dxk5Z8eKEgJ9PRg1iwA3crxbuV4IX/jbvMx+UaBoA8tSIne6/cxkknX2trq8/lGhoxW5zUATdN27tz5xS9+MZFI3Ni7I4QQMkWsWLFiz549k30XhJBJRvkjIeS9qq3N7EIlZIpTcgBokaNqcLE80NvXa++8Ng1xuU8AcLqRky88mAWcAxDX4LVVE95jPv73T5YAQD30SEymhAB6lZMDrP+Rxkujvf/vEkfeNo50uw4//hdBvTFmsksN9Y9jGwAcO3YGwN5f6kIIzkXODOZ0KQCWBD+QX+D+r1+8xU324T+5XGQKABgYgCcHOR552W7l+CH38bvNx2QhZCDgj0SOXqvPjNw8wuEwBmfLyH/GYrFoNOr3+6urq2X4KHeHBFBaWgqA+q8JIYRctYGBgbEX7Nixwz46jxAyJVH+SAgZB+3/SEiGxsbG+rYDmj6UPwJwudMPLvcJWfaYkw+nWwB4qLyiXT/x/a+kGNLt0IW8eDYvLhQl1umBoC8Q9MkUspDfe1Af+GZbnnypNHhHjxKzV0FK3Z4j3Tjizp2vHzz9VORrDA4AsvKxuHi+TDPNVBIcH3ywe3bg6ALV/OUv8p0OZ5HTA3PwJ4GebqDQiiABnHb+CPiRLIRkUDRNoxbsqae0tLSjo0M+loFjKBSy55J+v1+GkhnDsgkhhJCrQ9s7EjLNUf5ICCGEvCd9ff2AcHqAwfBRlj1aCwJBr9LifuuomZPPFwaVQl58T+qJjIu0bNul6ycw2DH9QKCMD47Q1iMx4LYzbcZeYH5Fb+WTA6YBp1uc1Jw/a871CFRUlDBr50cbmWYKoL0tdqbNeCfiBOt1upzwKLBXIoyIIAGcdv7oo2sXaWtMyh+nnlAotH//fgCqqno8HgAbNmwAUFNTY4WPra2t0WhUVdWlS5dO7t0SQgiZJqjogZCpjfJHQsi1Qb/PJNOKWvGg1vZa87YdjWtqBVIAnG6WNXyUGuof/9rXXuY8pQZK7kk9bn9Jj8T2HfrJ0fZz96lzZ3F/Q/3jADiSSdYvF9ShCsD2bbsB6G2x7x40Hvxs1ztRh5xO88STiz4S/JiisMHockgg6Csv9wqI9oC3XY/rWqxk0YJzZ99EjgcoRE/30NLEQEb+CKBbOW4y2vJvalq6dKnMHKWmpiZZ/AjA7/f7fD5ZFPnII480NTXJ46MNqyGEEEIIIWRcymTfACHkFkCzrQnJ0NjYqAbv1/SjWuSonDxjGqOGjwACQe/tc2dD4G7zj+3Hn2t58fnt3zsaOedVlWWNF2T4CECBK+MKdWuq6tZUlQd8CtwHv/u+s4fvWKCaa1r6HGU/ASAgkP4zjJx/XV7urVtTFQj4ThzvOn8qZ3dzEjkezCocWjcwgJ6e9/qhkFtHRlf1hg0b5BG5yaM1f0aWScp9IW/4PRJCCJkiNm7cOO4a+nGDkCmP8kdCyFgm0gdBvRJkelIfWAowTU9PaEkmBABnZhEhADAwBlZcPN/FZkYiMev48y3fa9dPeFWlqsFR1aAA6FKOjPWWAn/6J49+9lOPLin1GQmeI+bIw2fNIwAEhIAQ4AIc2eLIuvqqJ+serVBLTrd54hpHjgc5OUMvUwRJgGg0KluwYcsoo9GonEVDCCGEEELI1aH8kRAyFsoWCRmNqqqqGtT0oy98b5eZhGnA6U4PnJGBI4Mi/wAMYIGAj0Fpb49zzoUQz7d871DkTa+qVDUoXjXdOt2ldFjXd8BtfzvBIQRSSZSV+ur/oioY9J3QlPCWuwC8nngx494Gs0ghwIcOCgQC3vo1VQpcP93ijGscs2ZlRpAD1HA93ckSyFAotHTp0t7e3sm+HUIIIVMElTUQMs1R/kgIuQaoY4JMT41r16mqergjevhw1OlGbr5MHtOBY8biQNDHBo9FIjFdjy2oMGXZo8Ve/6iIwRZsAcEBIHGRDaacSPdTa8rJNpfTPV7h5HB19Y8qcJ1pmwEgM4Ls6bYiyN3NSQA0fGaasObMWPWPTU1NiURCxpGEEELIDUD5IyFTGOWPhJDxUbxIyGjUiof6L17+7vde/c53X80aO9otCc5v12OM4VeHfwrAG8yyOO4cVswoyx4BpIx0+GjtL1m3pgrAgReKRp6VhQAGCzMDQW8g4ItrQiaMmDVr2EpbBKnAQ/njNBEaBFvntc+XnqgejUY3b94s94VsbW2V07En61YJIYTcclasWDHZt0AImWQ0/5oQMr4x8kf6LSWZ5lRVFZx7cpXDHbGWbbsCAV8g6BttsVPMAPDf/+n7J94+51WH2q6zUuAW/CIABtbtOPau8xhmweFCr/OYtebjDXf9763vRF54/9K1v+lSjhTxstGuJkNMMACMAXVrqvS1sdNtnrhqelUFs4aPw+7pRiIn3uYJViyZ6AdBbn3WROxNmzZpmuYfVF1dLZNH++6Q0WhUHpQFkvI4TaohhBCS1cDAwNgLduzYwdhY3xcRQm51lD8SQsYybrxI+SMh84qT59/uuu+BOboW0/VYQPfVr1mZdeUjawe0Ncn46VO+h5SMzuusHMzdxY50O49fQKdQ0ptK2t1Z8fYCXRxvuzhPc0J98QFjlPxR4GzqiMPhcDkcp5yvcCQNcTHU4Pj51ty45vKqCnI8wLAIMn7QBHfltL2Fxol/EmQqaGpqkuGjPUmUj30+XywWsyJIe/IoRaNRn89HLduEEEKyqq2t3bFjx2TfBSFkclD+SAghhLwn5950fDCQ+Ehj9wc0cbZtgR6JtWzbBSBrCjn3g8o7b5oLAhPa/+S085X0xo6yezpbWcCKBvacljqpOReo5sgSyC7lcNJgrxsvulxKQU6+PKjA5WYzF6gXf74VKWEALgAZEWS8w6UkoL57Bs88g8pKLFs2oc+C3Prkno+jlTGOrHOUD6wCyVgsRvkjIYSQq0OVDYRMYZQ/EkKuAfpNJpnOHA4HgP7+y14116ue6tsqtLZOAPraGIBAwIfBLFKLHAVmAFgYhBBiZJ9RES/zmqvl47jzRWscthDZw0eLW8wCBuLOF71m+oyY8wUApsEGEkxw5MzMta9X4GKM3aOaJzXbdwI5HuTcgZ6e3dtZvMMZupBSTRN792LvXuzbh40br+7zITe5cDgcCoWamprkU03TMsJHmSpilCZr2Yi9fv16GUECkLtDUi82IYQQQgixUP5ICBkHDZ8hZGyKw2F/uqKBoWEgrokTkcv5fIEW6QSgre0EkILCUwPeBxkALoQC2CPIIl5WxEuv4ga8Kou2JT4MYHAQjQAHAIFkAkIgJ8ftdjvjmnhLmx3VrA2YcswkRArPfg5OF7tXzU2wC1WNrngsP37UuO8eV+PprqH3kCnkxo1UCDnFyK0e7Ufkno/WU2ufR/mS7LAe+ao8bm0Q6ff77csIIYRMcxs3bly+fPnYa1atWkX1j4RMYZQ/EkJGNZHvAOi7BEIAKA6lkN87zyh3KOk88Z778bH7AQBryu0r/67xR4xxxiAEuBAMUBjD8MpHyWuu7nIfERC20TFjYG3Pl36+/rNdypG48wUAgsM0WMpgb7/uunDszmNaD4ODsy5vBbstFZRzcgT4f+2Nd3TGnS6ma1Egr7nNLLp9RirZ/8jKv4doxd69w97kmWeoEHKKkVs9ApBDZkZOtc6II62SRlkUaaWNcg11XhNCCCGEkKwofySEjIqyRUImwiFc85SHFntWQEAR427suBNDOzkyIQQHZqdKvXz1mGeNET+yFQ3sOc3MEbdB5pjJ1VHHCwDMJCIvvj9++KJgXd4KBvAVDQqAQjFwj+kDwMDKSn2BgC+3QAFW6pFY24Fo++GYEzla22vqxo2orMS+fcNSSFkIuWzZhFJI2bhtfwrgF78Y/0RynTU1NYXDYVVV5VOZKsowcdy6RavgEVc48Nrq46a+bEIImZ4mWNxA3VeETEmUPxJCCCHXAGOKEFxwwZRxKhUBBjDGhBwrkzdQPLfnsX735by83Ix1RbzsvHI4PX0m+3XARiSTRWIJ8EJ0v+v3r98WO9LrrWALg8yrjnNXpiFK/F7f3d7SxfGOoycOHDzw9tsnT751xuVWcFcBg0NRXPe+r2fWEaaapiqTRGsuTdacMStq376ZyK0e7UWLGdWOdvaCRynj3LFZxZVUI0kIIWQMlD8SMlVR/kgIGce43wHQtwhkmitXF+latJ6thGACAgIjB8tkYGACAsBsUfyB1OMpt8Mwkl1dSQBut8vtdrrdLgC5l+4VMw+L7PEjs5LHuCYU4R56RUDbsuTAL98UuFRWujCP42wbzrYhwS58QL3gVVk36wQet1/rch83E0xAMLDS+7yl93kFUocPx9xO54IyZ3D1uc5/K81V5rTrMczDa2YyxY3Qa6817t2LZ565sg+LerdvDuFweGTp4hjFjCNbs68ufMRg4SQAn89HWSQhhEwfK1as2LNnz2TfBSFk0lD+SAgZxxjxIjVoEwLAxeYCUT0SCwR9gqfkfo1ZI0gxLEpkhaL4ntTj8MDpMR0JmIbCoBhGMmEkGS4DyMW9YoaQYeXwEdjMXvYYjwgA5QGvHom36/HwAT3HmV+QVwBgzuzZsnpS12MA4lrBL4DFwTn8/mh5wGsaDEAywRQFAmAMTjecLuFwi79orNJ176H2uK7HXK75TzYGZ/FiiEd1Paa3x9v12Gt3un//wTnV+3+vmuZEPykqfrxpqKra29trPyJjwdbW1urqaqtR2v6SZG0WOfH3sk7PGGsDqoUkhJDpZGBgYOwFNH+GkKmN8kdCyKjG/Q6AvkUgBEBjY+PBtl/peiwQ9KW7sIWAQEYjtuBCQBSrBUe1c2hQANxjDhUhOj1wejjAPQCAgT7FNAQginhZj/P1FB8WXI7suQbwWnvb4ciZFJIfDCTnOOd/KPhQIOi1Xq1DlUwnAeiR2NHIq+XtCz77yY9DMDAICJcbnpkCEPLajDFV9auqv2XbLl2L/TvvbFxTAoag6g+qfsFFy/ZX2/XY198/p3i28+8P/SbL52K1ZlsqK6/ogyXXlb0O0d5YnVHnWFpaqqqqnJF9Rbs9Wqzx2dFo1LoCbQFJCCHT0xjt1dRTRcjURvkjIYQQ8l7JFmw94gsEfYAiBBcQ4AADY0wIYVU+5vO7gXMAivh9gMg+V0YgJ4+bBi73sbnnHrtwR4e8CGNgyDLfJt7G33cPb9dP3BMQdxYn5i9Jls8qK+LejGWBoFcmknWo2r5tt67H2vWvf+pzD5b7H8iZCYdLAEO3I++ZgdXVP4oWRPR0gad8lSlszZqVES26ffursV586f67vnLobQBYtQpPPTX0lvbu7GXLqP7x5uHxeDAYNVqB486dO5uamgAsXbo0FAqFw2EAoVCopqZm7Ktt3rw5azSZUUd5dfElIYSQqWTc7R2pvoGQqYryR0LIe0W/qyTk4YpH27XjgyWQjDGH4FzuBYn0f4ExgKE84D2oH9m91fzHP/9Ukl2UtYZDF5IpJQMA0wCYcLlceQPFfZ5OALJWMUO0jQM41WGWfoQ9vPpi0uC5+Yg7X3zAKBvjhuvXPKpHfC0tu/79O6+9EThbV1cNGZYqTHCZlQrrP/ff79X1eEvL7ueDwyYjB1V/IOhraXm1XY+tvnP2i+9cgPyZwR5BkptVKBRKJBKapoVCIQBLly4FsGHDBvsCADKRlKLRqL2Z2t5DHY1GMxq3M7q2o9HouJO1CSGEEELIVMXEKNvaE0KIfQO7HTt22F+SmWNtbe1LL71Ef40QAuDrW75ySIsGAv76NSvlESGEENxawAYrF7+2fcsxrW9d/edKg+8DbCWN9vAxgcv9cLudBXn5bxsHz8z4PgDGmDJ8W0kuxPNrUoI7qp7i71s0kDAMpxu5+QDgNVcX8bEiSAYFAi0tu3Q9JiCee+4vh7/KBm9KANjesvtQ+4nygK+ufsXIrS1lIaSvQKQbsX/xCwDImE4jD5JbxKZNm2TPtWSljVfhiibVEEIImcKWL1++atUq+WNFRp1jbW2t9Zh+uCBkSqL8kRAyqnFn+Er01wgh0v96/h8PR96sr6+2+pStCJLZ2qb1SHx7y+6KwOI/W/MRyKRPZNZB9p0HgNuKZsunMecL59ghIYQ9guRC7NnKT2jiDxv5B8vQ138JEPlz0lco4mVec/UYd8uEIt9Rj8RaWnaVBxakqyAZGBvW5S23s/zX7T9v048+WVcVDPgytrYEsG3bLi3S+bkZ55YfTWHuXOzYgWeeGdr8cdkymnx9S2hqapJt15Lf75e7Q2Jwx0b7Zo72E0tLSzs6OjJOpNiREEKI3fLlyyeyjH64IGRKyrKNFCGEYPgvIQkhE/GhB/5IgOt6TI+kW1DT4ePwsC4Q9AYCfk3v3L5tN2SBIRP28HGgDwAK8vKsI0W8TMaO1laSQoi4xk9owlfh9KlOw0gCQlY+Sl3KkS7lyFi3y8Tg/fgCAV+7fvLAoTamZNmRkjHGFBYMFDOwb27fLSA45xk/G9TXP+pgru/03wYA776L2lqaPHPLyQgfMVi6KPumreZrexe25Pf7E4mE3++XOzyuX7+eah4JIYRcNdoCkpApieofCSHZyd7qiaykv0YIsWia9vyWzQxKIOCvq6sSEHLbx5G+te2nmn6srv5ROROGgQFMtl0D8Lg9+XkzbMvFAfffCSH4YAkkF/z5NRzC8fntAsD5rl6ne1j+KD1gNGUeGiTf0Xr61Np/AdhzW9YB2afcuMWsrS2vtOmdzz2/Tv5bL/eLtBZkdmFbqPjxVmA1XNtbrcduu16/fv0NujlCCCFTwgTrH60ebULIVEL1j4SQ94SGzxBip6rqU2vXLwl+UNejLdtf1fV41vARwJLA3SkY21te1SNxeWSgLx0+5ufNHB4+QgBFvIwxJgdhR9tSz6/hgjtWrOUAEoY52v2MUwJpU1+/EhAt21pHW8CRDAaKGbC95VXGGAMTEIIP/fohqPrLA75jF0zNSdPtbg3hcPiLX/xiTU1NTU2NpmlW6aKsXpTzZKzFsrwRg2OsqbyREELIlSopKZnsWyCETBr6CYEQQgi5llRVVVX1S5u+cLCts12PHWr31a2pGrksEPQuc3Xt3VK0veXViOb79CceBeByKwV5BVmmXANec/UB92HGsGerOKEJwR0f/QvTqzoAJEc0X1u6lI6xp9DY7yeg+3Q9tvfQq3eriZELmFAKH3AmWy4yKEyWSHIICHBYVZD1dY+267HWu5zqaVskSsWPNyVZ8GilinJ7R8keNWacZS2j/JEQQsiVmjt37mTfAiFk0lD+SAghhFx7Z9783W0LjAtvQtdj+tpYIOADUB7wym5r6aTmnF/Re/bw7boe0/VY/Z9//EMPBrOGjwBMXHqn7a5XvvEmBO4unumafeF2f7K/35mXl5u9wRsA0KUciTsxchCNrflaiPTgbdStqdLXxjq1C4UVp7NciwFgCyrEgbZDdawKAkxh6QhSDI6rYigP+LSDSWAgfRb9pHFTCofDsuCRYkRCCCGEEHIDUP5ICMmONn4m5KppmgaIWbezT34puXvrgFvM0rROALoe294ytCzBnAC8alfvWeXCm7nf/PZ/fuvbu9RACYDG+k9Yy7a07OBI6noMAIND8SRPHe/78+cTPOE0DLO//3LCMJ3uUW+mSzly0H3Ea64u4mWD4aaVVw6Fj1Ig4NMjsRAU23H7AiH//FL/+YfLl0MAbPCYjB8ZKy/3apHO5pycxoEBAHj3Xezdi2XLrvhDJNfT/v37QTWMhBBCbkr0YwghUxLlj4SQ94T2fyRkJK3tNc6SVQ1OAFUNDqB/OcAF37P1srWGMSwMKl7VigITe7YOFKUWa3ongPqnNsmjMSaTbAAAIABJREFUAgIQHEm/mmOwCwuD2L2VLVBNlxtwm6JPSRjJ4RFhFky4Tik/fFP5TyHAGOTujQCS7CKHYS3zmqsH2LkUjLgm5I2JEVde0cC2tOG/Dv1XafDO2byYMSYLIAUXTAGAQMDrYK6BD7gQGyyBfOYZABRB3oRaW1vtbddXKhqNxmKx93IFQgghhBAyTVD+SAh5Tyh/JGQkTYtktERzwYUQKxoYYxACgzmg9TpjYFUNrIi71pn/qOnHIvoxAD1KdICd9wbZQpUBAwDbs1UAYoGa3l0xJ58nz491J0y4FOFiwsWUdEqpsFFHz8WdL1Y8hfb6mfGIU+aPDEwAWfPNN50/PMlfXsAfn62UpLuwB5UHfG1th4et3reP8sebSiKR8Pv9Pp/vqq/Q2toqp9NEo1E5kcZ6KRqNtra2ZhwkhBBCli1btm/fvsm+C0LI5KD8kRBCCLnGUjBshY0AIISwAkcZQdowa89HuVGjGihWA8VdypG48wCgDK5lVg5o5Y+X+7LfgAKXApciXLC1R3Nrl0ZACCEAhedyhzHydCEEF4IB1pxr+6ucJQEFAGPspPKKorySZ9ybn/Tf7iy1sk2HIwcbN6YrHwHs3QvQIJqbRVNTk6ZpGD5z5orY52LLpzKFHPnSdSULMKPR6Pr162/YmxJCCLlqlZWVk30LhJBJM2oRBCFkOqutrZ3sWyDkFmZvaka2LmYgXQVpDx8zBlV3KR1jv0vSgGkgY+fH23i53/xTX/KzC5OfLOTF8o1YZjGm4EIIIRjLMrhmgZqKR7iMILnIcueKcKWQSLALSaU7pVwy2aV+9xtHE/92Tgy/4WXLhtU87t2bTiHJZFu6dOl7vILf75c5oyxytJJHK3y8YcWPVg3mDXgvQgghNwxtAUnI1EP1j4QQQsj1JQaDRstQFzbSk1uKeNnIKdXDzh+KLNMG+gAgNx9951HsXH27UWabag0AhamSbt55QnlFvqcshUzxwdSTYbRZ2wAUpggIIQQH7Ov2bBUC3CrAFCwpAJNdcrmVI5de/ODssoXGZ4auIgserdiRNoK8OYRCodLS0o6OcQLurFpbW+1PZcg4Wa3Wfr9f3k8sFqNZOoQQMpW89NJLtMsTIVMM5Y+EkKtH3xYQ8h4JYA4vK+KlGcWPAIp46Tl2WNgSR8aGWrBl5/WSvNWKidkzywAwoYyMEwtFyQKOU44fMjAryLQ6wbMWZg6+FxgYl+cIYNhulUMN4BJHkgMAupQjlxMCmDP0WmXlsLJH2gjypuH3+zdv3mxVL07QzVlp+F42siSEEEIIITcA9V8TQggh15fc/NEuvREkkDdQ/L7ux0eGj4aRxLm7ZYs0Y8yhKA5FURizOqbnKmXLZzbdxspGnpthNi+ZLYr5YA2mogxLEhW4M9af1Bw+1ZF+lTH5pmIwqoxrwlfhGvkuTg8AXOwRZ80j3TzOwdMvLFs2bNvHvXuHNoUkk2flypUejwcj6hmlrAftx63IcrSVN8bI+yGEEHKToy0gCZm2qP6REEIIucYUuIHkuMsKkiV3Xf6EYST7++F2O91uFwAG1tPfaxoCQBEv63G+PvLEywc+WrHkY9bTwW7u7Ps5Aijki7qUzuETt6VR6x9tF2cMSAkhOE7oAkASWabeuNwYAEQKADt+qLu04v1Dry1bhn37hqog9+5FZSVVQU6uUCgUCoUA1NTUbN68WeZ39h5qedDn88mX7ElfRgmkfMnn88ViMeuBdeL1Yw3gpvCREEIIIeTmR/kjISQL2vKZkPfCAXdc60fDWGvuuvT4jP6SnDl8oE8xjKRhmHl5jIH19vcDcLkxI88FLOnBsPyxqkE53ZYX11IfXmI7ysYJEmfzEiivjBJODjvzp805ALzBzKUKY1yIuAYmHB9tHGXqNsBTeKvDyRibhSXDXhi5ESTljzeHUCgUDoc9Ho/cDlJGkD6fLzooa4WjFUGO9iDjRHtE+N53irSSR4marwkhhBBCbn7Uf00IuXq0/yMhWalqcIxXC0VJefIfZxklAIw+d0Fefl5eLoDe3ou9ff0AcvOQkw/OkgXcm7W9WtdjQGYxoxwXM9qbLuCPZz3uFDNHHGMLVSHA7X/AxImIOKGJVCr79ZODE7/fOZarwKOqauYKexc2QF3YN4kNGzbs3Lnzq1/9aigUsk+vzrrY7/dnvGQ/MkYdopVmAmgdJDPKMVLOrOzho336NiGEkKmEiiEImXqo/pEQcvUofyQkK7XioV9re3dvNasaHBkvFYqSe8zHAeTkwzzPDCMJ5Lrdrrw89PVdAhMzZwsAgjMAXElymALCPqj67oqBM20uXY8HVa91kDEIDoFRWrDHGHQ93EnN4R2RHKZf0iFSDp7KHnGaCQDw5LgdDgVAlvwRwMaNQ7EjdWHflKLRqIzz1q9fL4/Y25xlV/XIAkbrSHV1dTQajcVi9jVWtmhFkNZTZKugxOgDte3hIyWPhBByK1q2bNm+ffsm+y4IIZOA8kdCCCHkGlNVFdkSPyt8lJxuYRqsv/9yXl7ugDEAhty8dHwox70ILuanai7kvG6/2owCmKlke3tG/sgEAyAEF0zJ/tbAKyMOM3sy+dPmHIB5g1l6I/ZsFXFNzFuQ87s3B05qzoz515azb+THtWRIXZ711cyNIGkW9s0nFotZoZ5MEu35oDwin8p8sLW11R4UysUZ0aE9ncRghijfZbRp2tFotLq62h5cYjDcDIVCvb29iUSCwkdCCLkV0fwZQqYtNkavFiFkeqqtrZ1gywP9BULIaJq3PBuO/GTdNicALnjeQPHt7uJCXpyxLNHnTBoph1MxzZTLjZz8zOtwzk+7ftijHGdgu7fy0205Clz5s5W+CzwQ8NWveRSAlU5yLoD0yOz0+WIouuxmnaec9ggyHT4m2UUO46Tm/Gmzx6uykTWbcU3s2SqYcDzVIp5bw+9Rkx9tHMhY03ceLpfzu38zQ4Hn2y07Rv1cMuZfb9xIEeRNIhwONzU1XY8rj1bMKLW2ttqH1WRNJ0c+vQHzbQghhFwny5eP8nvK4egHDUKmGKp/JIQQQq49teKhX2v7dm9NVjU4Zhn33d7zWG4e4Mlc5sk3jXNIJlNuT5bw0RLX+Nm2BWci59SAD0Ag4PvF/gO6HtMjvkBw+PANMXoX9hA2YvdI/LTZA2QJHwGciIAJxx82cpllusUsYFj+mEwAwC+/7QHwhca/G+udqQTyZhUKhTZs2LB///6lS5cCkA/kjGwAmzZt0jRt/fr19nbskQ8wmBJaj0dLCa1Syqz7P46si6S2a0IImW5qa2t37Bj9N5qEkFsN5Y+EkKtEmz8SMgZVVR9WK8PaT/aK2Rvq6s/hXdOAc0T+CMDpYqbJHS6MbNkWQkDg580zD+pO4MwDgSX1a1bKl55//j8cTqHrMXv+yBiEAASydmEPtmAz+Ua2ysj02OsVDVkKDfZsFSfbnMVqvlftBuBVWbQt8eHha0wDZw673jzsuE+dl33nR7vKyqH8kXaBvJmEQiErcLQeSJqmydSvurra5/NlbAppL28c7TEGM0efz2e1dZeWlqqq+vTTT4fD4f3792e9q3A4nLE15Hv8MgkhhBBCyI1H+SMhhBByXTSuXafVRWKaqd1/1O+/0zBSzkRmBOkSeX1mv9MNh1sIjozQUI/EXmvX2tvj3gq2MAg1OIDBfRcffqgkfuakrsdatu2yQknGGFh6ELbggjGWMXjmHvOJU84fZtznqTb3SU14VeZThxU/xjVxIoK4JkrU/I80do/2ZV7ug2lg/wsep+LZ0Lhl/M+FSiBvTbJQ0So/lBlixqaQWSdoZ5RJRqNRGVKrqqppGoCamhoApaWlHR0d9necyGRtQgght5zKykoaQUPINET5IyGEEHK9NDbUN2/dpulHy0p9htFjL4F0wK0I98X+JAAGxgCBwdCQMQB6JLZt+3+Y7KJXVaoaFAHejc5TTsgJNgK851zKu+h2GUEGAulGbKYwwdNljHLjpKy92AwQgAD2bOVxjbF05/VQ/aMcOMOEo0SdNUb4mDRwss351utOp5I7Tue13caNw0og5RFy07OGYvv9fitzxJjt0pKspiwoKJCBo/xnb2+vLJ+Ul5IjZUZu7DjG3pGEEEIIIeRWQfkjISTTBIfPEELGpT4QUiPtMm35zKf+0DCS6ENOPhxwO8VMAAIJQO78aBUuCggwhb3WrpnsYlWDw6vKAJEBopulI8g/+9xKPfL1+PFz9wfmR/Q3dD0W0H2yEJIxJga7qwUEuAw4GYBCUQz8EIAATmhi99YUgGD5ooefiiOdPgqr7PG+wB3vr3hXtl2P5mdbc97UHeCuP3h4+fid13bLlg2LICl/vOllxII+X7rxf7QZ1nbhcNh+kWg0akWZI69MCCGEEEKmHsofCSGEkOuoce26+ronNf0ogM986qNJg7PETKfbJV81jKTLnV4pKx8FFwLi+W3fa2+Pe1VlMHwc0s06z6eK3f3Fqz9V9W/f3+1Cwdr6T25p+f6wQkiBoQhSjo8UAMAUWWgpyx65Itx/Wv/hZfc/ehAbWLrhOl32uEjNWdZ4XqQLJbM4qTmjv3a+qTvMJPvbv/7iRMLH5ubmoSd33IGcHACqaaqmiWeeoQjyJiebr62nfr/f2hFStmBb02ZkNCmrGrNWL1JJIyGEkHFRSQQhUwyjqfaEkAzjTc5No789CJkgTdOatzwP8PL7iz/1iY+53a78vBnypXNdF1zuzMnXkUh0a8srCyrMqgbFOijSDdMQAkLgzp4n5roXffvbe9r1WEP9E2qg+NmWf23XTzMogYAPQHm5tzzglecyMAGh6/H29ng3jx9rv8CES1UX/uWTDZH2Tq39WA+LHtXfVYRbIFWiFn5A7Za5p/WmlufWcK+qJFOJUxEHBGbMcgTv/Vjj2nVjfO2apmltB9JfBKAGFg++1AEhYBgAVJdL/cJfX1kFJblRmpqawuGwvWKREEIIuWr79u175plnJrKSftwgZCqh/JEQkonyR0Kuh+Ytz2qaxjn/7KdXLin15+fNcLtdWfPHzdufPxo5Z+u8TuOCy3/tGANj7P7kPwD4/NpnGdi25/8RgKYfi+jHDupHGNKbOZYHfAAYoOsxAEKwFDccMxJmX67L5bJfvPz+e00z9Ujj5f6cY/IUxpgAt6+JtYkfbxWX+kTOTGEm2fvm5174XWrmjPwtz/7r6F9yBBAyc1QDi9XgYvsC7Wdh7WgcgPZ6DCmufujhMaJMMlnC4XBTU5Pf75/cusXW1taRu0OOxhp6c51v6hqwhokDsMb7EELI1LZ8+fKJLKMfNwiZSih/JIQMU1tbO8FmB/rbg5ArpR0MN29tEYKX3uf9k09Xu92uhJHIyB9btu16rV2TM2fs53K5NSSgDA6oKRTFHzQfa4/EW1r2MEBWQVrrt7a8AiB8sO3ygFHs9d0+t8jlcgYDxfY1RiKZMMxk0nS7nC6Xy0gme92vn5m5w1pg/TJC/uv+42+I+AHFOSPZf85x57383GnmdHjgNP6q8UsZpYuapjX/8/+HZFLNz1fz89SCfJQsRMkClCwc9okMDKCnRz5s/v5urfMEmNLYUK8+ELraz5hcFzU1NZObP8qQbuLxnBXq3fyJ3ubNm+V8nnA4POkhLyGE3BiUPxIyDSnjLyGEEELItaA+EGrZ/q2KiorXj5782//3a9u//b+/+2+7Mr6zPqgfsYePQgguRIpzIQRjzKEoVoVyNzt22vnDQNBfX18lgK0tL8vMUWqof7yh/vHvfOOf8nNn/ea3737mk1WrP/XoIv/d1gIh4HK58mbmul0uI5m8eOkSY5iVvE9hTEacjDG5g6TswD4RESc0MeeOHG9p/mP/D3p+4zYNperzKQDPbdls/xKav/qV5v/+TzJ8bHz/nWpBPgB0nsAPfoJNzfaVyMmBJ0c+bPxkVeNnPg6I5q3bmrc8+x4/anJtbdiwIRqNtg668TdwpfWM0Wg0FAqFQqFJuduJk7e3YcOGyb4RQgi5GdXW1k72LRBCrhnHl7/85cm+B0LITeSll17q7Owcd9mqVatWrVp1A+6HkKlHrXhg3vvvYkxE9Nd/f/b8j39y4J3fdbXrMQGxq/XAb975vfp/8dnzIGTN4+BZjMnhMcMMsHO5mHvPnfdWf/zB371zIaK/8R+tv5x359x5d86VC0x26c55hYfaT5x99/zi4oWpFL98OZFKcSNhQsDhcDDGOo7Gd/90/6HD0fZDb7QfeuON9kt3qwNWymndwfe/LAR3VP6podaYs+9kbf+Zyp/l+Wi96HpHdP0WH3j/gnnz5gFo/upXtPZDan5+zW1zaubOyfL1v3shswoykZD/Pe+2wprHPvrbdy9okcM7d+6seeyx9/xhk2tj/vz58+fPP3Xq1LFjx86fP//aa691dXXdyLrCrq6u8+fPP/zwwxNff+jQoc985jPhcHjiZ914sVjs/Pnz8+fP//SnP33mzJlDhw7d4A+WEEImxbe//e2JLFu8eDH9xEHIlEHzrwkhhJAbTVVVVVUb12LVJ//4rrsLtEgngLZIZ65nBoexIKjI4FGGgCNjRwsD62ZvFKIYQN2aqvLIwpaWV7e2vLwVCAR8Arx+zcpAwNceOBHRo0vKoveV+JhQEonkkY7YkaOxCxd6j79x2uXK/Gbg2K9zFxXPP/W7Y/d+iP3BpxiAPVsFGKqe4l6VWYnk++8zAEdVg+NZzdA0TVVVK3xsfP+do37xnSfwA+ATH0s/zcnBQAKJgfTTgUTjmlotcrS5ZUfzlmdpO8ibhywnBFBTU4PBgsTr2iy8eXO6rtbK4zZv3jzBMTg+ny8aje7fvx9Aa2vrTdvULG+sqakJwM6dOzdt2tTb2zvZN0UIIdddZWXlvn37JvsuCCE3FOWPhBBCyKQJfWRJRGtf900PgL6+/u/8dcJbwRQFcsbMRK7QrXSeAr/HfBxAIOB77jlvy/ZXB9jZtsjrClxPrf0XuSwxYP7rd3f9yadXBoP+F77b+lrkkMIcUMyZM/MBPKAuVgMlaqAEwNe3/DsA/fBxYNaRVvPdI3m3l509ERE+1elV0+NofvwNIbjDPhr7120/U1V1/PBR6jyBTttekDmeofwxMYABjxpcrOqLNU3TDoZpL8ibk9/v9/l8E19v9UFPMAq0RrLYH8tz5d6OY2+V6Pf7Y7FYb2/vhg0bZLo3wbeORqOxWCwajd6wed/V1dU+n6+1tbWpqcnj8dyAYDeD9SXT7pOEEEIIuX4ofySEDDPB4TOEkGsiB+8DsLs5WdXo+v0bMxgEwCcePkrdyjFrebdyTH1KB7AUiGuX41r6eM+7OBfP/dZ3d4bbixJJw+E2L/ebs24HLgkGRdM7Nb0TgBookWNq1q2t1fRjrx3o0A8f/23rjLw8zx82dMtLWTO4qxoc8ohXZSfboH3vRQBqft6EbrrzpC1/zCyBRE5O45ra+rUbm7e2tFD+eJORiV40Gp14/igXywhy4iGg3+/3eDwFBQUAwuEwgFgsJpMyuca+KWTGZWVGWVpaGgqFVFXVNE2eYm9trq6ulm9kP9e6/o3k9/vlhyNH0FxRsPveyS85FArJD5kiSEIIIYRcD5Q/EkIIIZOmsbHx1/U/B5IA4lqKs9SKBscVhY8ArPXdyrHTjqERNF6VLQiAMSZn17z03y6/84Zy9Mhvbr8rR3BHfp4Hl1zBwL0KXNYpMoXU9M6tgBoo+XxD7f5fH9IPHT/cEX35H+YueeKsV2UATmhiUUUOYKTfKKhc0ma0nT5TUZCfnjYzrs4TwMeGnhbOwu9tJZDdQOGsxvra5i3/1vx//03jP///V/SBkOsqFArJTmGrpDEWi/l8vtF2LbRGUWPCA2SsK4dCIWs2y6ZNm2SMmGFkwaB8x1AotHTpUllUuGHDhlAo1NTU1Nvb29HRYT8Rw3PJaDQq88ob2bVtH5Jz4+M/mcNu2LAhHA43NTWN8T8lIYTcYFQYQchUQvkjIeRq7NixY7JvgZApolwtiWjtcY17xGzg3JWGj5IiXJwlTzleth8UttHae5tnvXW0e07RrP7LPRfOXfI9yNwi52/q1inC5UJmxWJzyw8AyKLIhron1q554hvbf6gfPv7jr88Q6y4tDDIASXYRtuDy970XHyzIG7/zegyenGFd2JilBherc4u0N9+Um0vavpi9kJtG7d0LAMuWYePGq39fclWefvrpmpoae3AmQytZUWhlWPbwEcOLFn0+32jBpd/vlwHihg0bRsaO9vVZT5dpWigUqqmpkZcKh8NWHJn1y7FuMhQKJRIJ3JAc0Pr05A3v2rVrUoI/e9oLQFae3vjbIIQQQsjURvkjIYQQMpmWqh9v1zrjWjJfFALnruIKXnO1AhdHslCUdLP0/HohIER6anZUE+2/urCoYsbpY12+h9jCIPOqrFDMg5n9go31nwCg6Z3NLT/Yuv1lNVCybm3tr8KHvvXdnT95dsaJhy8xOHzBoZw0HuGOFAvmT6zy0fKDnwxNocHwEkgA3T0onNUYLKt/8zfav35TlRGJDBwzUPg4SXbu3BkOh/fv3x8Oh62eaOtVK8OSuwpmBJEFBQUy9srIK2GLLGWjtz18HHeDQvu7fPGLXwRQXV0t3z0cDsv+4vXr10ej0dbWVnvKZp0l11zvAC7j05A6OjpufPAn70QWmW7atOkGvzshZNrauHHj8uXLJ/suCCE3FBP26ghCyPT20ksv1dbWTmQl/dVByDX0teYvd7SdyM319AycXbftCn41WMTLvOZq+djEpS7HEasEkqdHxUBhyj9/OuXJVZgj5a1gKxrSuWGhKLnHfDxr/aNdc8sPZFN2Q/0Tly8nvvWdne4cZf6S5EcbE9aarZ9hzBDbFvnGGNWdxSc+NrQFpNTdM1QCCcCTg//Y2/yriNbb13LhQvaLUPHjzSFrc3R1dXVGxheLxTC82FDmfVnt3Lkz65UzLmu/uOyeBqBpmiyxtDdWy8Rz7MEyE9+k8qpZwav8Ai01NTU3bOiNdSdW+CgrQ+UXTvWPhJAbYIL5I/3QQciUQfWPhJAhtMcKIZPirxu//L/4P4b3HXdPbHaLZA8fAShwFaaKC5WSbtZp/1695S+ZZ4bifYAvDDJfRWY+yFkSY35j31j/iXQhZMvLdX/62JIy/5GO2N3qAIb3iU907IxdRviI4YOwgaHHjGlOp2qOUq5JANlfPIk38PTTT8vb2L9/PwDZN93a2mqf7uL3+61ZMTL5yggfrQ5uAKWlpfYrW6x9J+31ktZZsmVbtl3bM0Qr+hzX9W67tlc+NjU1LV26VP4PN1m1h3JEj/zEaOdHQshNqLa2lvZ9ImRqoPyREHLFHn744cm+BUKmmg898Ef79/3TxNd7zdVFvMx+RIELDLN58QWl0+q8/uX3UgP9nDlSKxoyaxO7WSfw+ETeSw2UNNZ/ornlB4c7Yk9+7rG/+tv/ufvr7nXfTspXd29NKUlH8LYrzx8n4sRvGue9r/6N+Kj547QvfrQ6oOWOh9bBXbt2dXR0lJaWdnR0qKr6yCOP3ICAMhQKWe/y9NNPZ5Qu2qM9qy0agNwIEoObOcpJ2R6PJ+tbyMvKZBODsaOqqvYvH4MTt+VcaXun87jt23LB5s2br18ep6qq/CqslnBpUrI/+TmXlpYmEgkKHwkhhBBy/VD+SAi5Ynfddddk3wIhU42qqnfcPq/n4m+jbaZPVdjojcwZZY92ggtP36K83JI+T6c8v/fkHczxuz9sGON6E7u9QIkaKNH0zv/D3ruHR3Ge5//3O6vdlUASJ5Max/EB7S4GshxWgw9dXQGbxMaoVVvHpnHcOG0QliBJG7ffVr9eNCKol3t999s2pLFrhJGTOK2bVk7chkYYJ6FGjTYx1uxykCVgV4DxicTYHCSBtKd5f3880mi0q8PquCvxfKLLmZ15Z+ad2UWrvfd+nltH4o+/UPq9f2k4sKdnQ4Wlf8Bo/Y+p5kcAubkAcOXKIJsWLsSXvoR163DoEHbu7F25bt3oTjqzoLRi46GxfMcdd5w8eZLMhiQqaZqmaVqSQjcFVFdXG45IEtqS5D+zNZIWSC4khW6Yw9bU1EQiESPJ2m63J12ay+UKh8OkURqmy2GmalRnGyONnJy0Lzct6OpImSWTZmoHzKmBsoCo+Nput1PqDsMwzJSxdu3aRkqTYxjm+oD1R4ZhGIbJCp5++unHv/Tw6QCKiqUABu2lmGp7NIhGY5GIEo/pBcrSLvsJCdT/beLCuV8XqcKhDnKouXIZAEVazSsp8zpp5CrP7cXFSzaXb2je9mZz8HjBmsO33on2122o6O0xSeXeo2v+uGzx4Otzc3HtGmIxAPjp67ROLSzQenp61Ub+rNIHCY5Gx0CjDJnExySz4a5du3w+n9vtLiwsJMlpajAckaS4hUKhQbs3EoZXcRjxkTAGkKxpNn6S3JmUhDOo+GgO76bxSXNzOp0jXuAYILHPmJVRlj5lGC8VKr6mkJ8pyPtmGIZhGOZ6hvVHhmH64f6PDJNZhBCnAxBCSCkTUipCmI2Lw4iPXV3d0WgMgGLBPH15Z+TE0TdbPzirCCVx/xPDmR8tsAHQgm1NR35xPPCegELrPR4ngGAwDKA5+OZzdf+1sviWdetWHTp09N1ALnAJIpHUAnIULCsa3P9IzJ+PCx9CT/SvMfezNEdgX3/F1z6fjxQ3Slkxx5WQfjSUiuRyuUKhUCQS8fv9ZWVlqqra7Xaj+eAUUF1d7fP5IpFIQ0MDZU8nhcMY6TEjio9mkuZ/8OBBo+Lb6CZpaIvGMPPpkvK1YdIlJ0MWpGPa7XaSYif8+CNCIq/X6124cGFVVRXVgE+9BsowDMMwzPUG648MwzAMky3cs2a9X3tFEYoUUtd1XUpS+G6QK+fr7lTxMRqNRaNxWrDaLDk2WOwS0G8Sa14OtAklcX/FcBKhIq0KbN96fs+RwJkc5BV7lgAo37IxaVjd3v0AgoEw8N5v3Wpj5dhOAAAgAElEQVQ9qXUuXw8hxIE9if4S7AkxPxosvAEXPhywJpEABoqP11nxtaE8kk7U0dExWsGIDHfUdbGjo8OIf6HMlsmYcxJ0FiobN6qbzf0Zx18hvn79eqprNq80+x8N65/RMtLn85EM5/P5du3aNZ6zp0lHR8dTTz1VVlZmtJucMozAa7MpdSh/KMMwTDbA9giGmTEIzrNnGMYgzRZx/HuDYSYJTdOe3u1bvCZGup4udSllQWTZTVc+C8BmG1ArTYZHwmKTeQV9y9KWg9mPb/tLifjW5xQhBtcGV8f+5ljgndeO/uTNwAWHqqz03PLgqscHDpEApCke+/m9B4LBcCwRW7C4+8NzcuGtyh9+3fLcn8bxfk7dUle6AuSyIjz8mbRG/ut/o/0dAOWn2lWgcv16XLjQL0GuW3dd+R9TM50nBEP+m7KMGgzsXEnGzAnUQI0SbPRVZ5tjtQGMWIROUu8wdeLjwbAfGtMzm1gnm4aGhsLCQurLSU/BJF0mwzDMiOzcuTPN/o/80YNhZgasPzIM0w/rjwyTcb5V+/WAdnxDhYWaNjoSjxf0LItEIoBuFhylhGLRlRyRV4BehbDvn69dzgPwxW1/dbsap+Lr1H/Zc+Wy13YXvB4M6CLqUJUNFQqA2+J/MFcuNZ1hkH/pwUD783WvxPVY/o1dHe/lf+WF2N9/LjYnbt368UVqYUHq+GTSFx8B7NxNlde9+uPFiwO2vvZauseZVhjCXFVVlbE82UKV2YQ42grosUH6F5U/T9IZjRBweuj1etOsNx9e6qWkmvLy8oKCNF7wg2HO2JkkWXn4U5PaW1NT09HRwc5HhmEyyH333ZfOMP7owTAzA66/ZhimF65uYJhsoET9vSPNJ9sDMYdqcSQeX6Cvgg02m808prOzKxLtts8SOXb0i4QSELBIG4Dauh8Coqh4yLN0HF7zevDFxWvijmKLkU7zVs5/3hbHXHkHBtoezXiKHatXf/X55w9owdbZs2Yd2HNxdr4NVy1aZ1d6+uNIlddmhABQ+955AGpHx4BNM7T4uqysLGmZ7IGTLVFRXTaAhoYGTdPKysomuyjb6/Xu27dv8o4PU/TNxEKZ2ufPnx+z/ki3mvpOkgI7ZSIgnYh6gHq93kz1oGQYhmEY5jqE9UeGYXph/ZFhsgFVVVevuSOgHf+V7rirfNWgYyTiAHLsg2yyyFlkhNRFtKhYGWxv4Yg/+hd1L+oiuqGi/8+ASDQWjcYC0e+hbf2Z4/EjwfbUPT0eF6CvWu3YvHkDgGAgfPKX8q57XG/+7xmtsxNYNMK1PfyZ4WJnkmg7DQBCQACKUOPxdHecblC9cElJSVNTk9frpTAQp9NJzQGnuDef0SDSiKmZAi9ktkHPQmpeDUxF3OMxPxrLfr8/tVvlZFNaWmpYIKkHJQBzFhDDMEy28dJLLz3yyCOZngXDMOOF9UeGYUbHPffck+kpMMwM52uVf1v77Le0wFFtdatavDx1QDQas5IhUg7IoLbos+RIRUrO+ON1dT/RRdSIjiHlMRqNnTtmOfyvC4HjFmEXEKpnWbFnqepZCmBP3csAtGAbgGCw/egR1+pVjiPBsNt9+9e2/l2tqNV+/jOto3M4C+SoxEcAbWfo/7XOLnXBfHz40YCtM6jzI9UIU4U1TGEpGdSDDBWSvJAjNkyckVAWTVLvSMLlcuXn54/hmEYYNwBVVQ8ePJiR7BeXy9XR0eH3+6uqqujlRx7bKZ4GwzBMmrD+yDAzA9YfGYYZHTfffHOmp8AwMx/1zhItcEwLDqI/RqNR9EXDYGBjRwusUgzTJ0k444+f1XIocIbKrju7rkWiUQCBf18YPtIN5dpqT9FXN/+xAquC/ribivKHAFTgIS14IhA8oQXbgsFQsWdpIHiidvcz6pq7tcZDQ5ZgLyvCssWjEx/R63/sLb7eUoHvfhdtbf1bd+6cMRKk3d5rZJ3KHJJ0IBWSrH9+v3/79u2FhYVptlCc1pDSSs03DV2YCqXJmjpmqa6hocGwlFJ7ygma8uggd21LS4uqqk899RTl7bAEeZ1jt9sjkUimZ8FcdyxbtqzN/ObOMMyMxvKNb3wj03NgGCYreOmll9L5C2D58uX8DSTDTDY33XTT++d/rQWOvH/+AoCbbvqYsenKlSsScvacZPExR84SwqIIRQLNWuu7v3n3zrLe+mshAIgF+qqbE5/567/9BykSn99piURj17q7o9Hoe605r/xD4Ue/jjpU8ehOxa3eNFcu0UVMQgcgoZt/Pr7ot1TP0psWLQwET5w//9HChfNC7aGtW7/6/qkT2rm3349EB0iQy4qwVsVaFQvnj+76206j7YzW0bnvo4/UW28t+5M/QWkp9u/HtWu9A956C+fOzYwukGvXrn377bffeeedixcvZqEAtGDBApfLtWDBgg8++ODo0aMASkpKMj2pqaCkpKSkpOTRRx+95ZZb/H5/fn7+3Xfffc899yxYsGBsByQl96abbmpsbPzHf/xHv98/d+5cp9M55gOOmQULFtxzzz0XL15saWkJh8Pbt28Ph8ONjY3Z+QpkpoZEIpHpKTDXI83NzefOnRtxGH/6YJiZAfsfGYbphfs/MkxWUVlZWQtozYe1YGslNpERMhqNJhIJoSSLj2a7YtfVrlg8Zt4qpXAlHl+gr6ACaoeqRKKxzq6rgHyvNafphXwpEg5VPFAhAFwWbcBDUsqEjCYQNQfRCAgAEvjk6huffubL3/nOgUAg3NXVU1tbW7n967XPfkv7xa+0ufnqTb8FYCyeR4O2MwBq3z8PoPIfv9m7sr4emzbhwoXeh4cOATOqEBt9zQGzMBLE5XJRA8SqqiojV/o66Q7p8/kmpEo6HA673W6KnclI2XUSpaWlZIT0+XzV1dXbt29n+xvDMAzDMJPHoJ3pGYZhGIbJPJWVlZVbvwyI2rr62r31AHoiXanDFFhz5CwAAqKjqzMajSsKAJwJ9A74xNVNC/QVALRgmy6iGyoUEh9z80Hi4wMVveIjccbyIymlhJSQAsL4oTVGOPaXNm8oL39w9uxZZ8+1AVDvLMGsWVqeDQ9/ZtTdHpNoO02V15WfG+h3qK/HwoX9Dw8dws6dYz9L1kCOQmoO6HQ6Mz2dIXG73QCampoikYjL5dI0zShPnqnU1NRg4hThlpYWWhjxgLt27aJOkea8mgnH0JTNc2MYhsk22CTBMDMD1h8Zhhkd9fX1mZ4Cw1xHqKpa9/x31eJVWrD1SxVf1wInFQsAxPuMSob4CKCjqysajVttqNi2UZG2dk0H8PErD+d1LYlEYwB+FWwG0Nl1rVd8/O4cEh+pF6TBFeWEgFCEoghFCCGU3p/eNRCCYqkhVq92rFrp/ODXl7Q3/KqqqmqxFmwlqXTs/PBnWken1tmp3nqr+vDnkrfW1w8ouz50qNcIOZ3xer3UVNHlcmVzAWxLSwv1CjTWzNRekH6/v6ampqysTNO0iTUqpn/HGhoaSIWcPAkyFAqpqoq+NpfZrH0zDMMwDDPdESPlZDIMc70ghBh50DDJFgzDTCY/+MEPfvKTH9ttVqHAvdypKKjYttEsPkajsc6ua1Yb2kLhYDD8unYUSvyvnv7kosufBSCEWDB/zhe3Vd3qid71uc4cG/wv5p7VrEbZdRJz5bLb4w8NMx+pSwkJichV8eT/+XY0Frcois1ms9lyunsinpV3rFyx5O47V9hsttFdZ9vp2n/6vtbZCaut7gc/GHLYvfcOeLhjx3TvBen3+5uamvx+f7al0BiYhTCXy0XS1Uytvy4rKwNQWlo6NjmYWj06nU4yGFK0SygUcrvdLS0t6RRfNzQ0kP9xnIk3I55i3759fr9/omrMGYZhRst9992XzjD+AMIwMwDu/8gwDMB1DQyT9bx95ZCS1z33lp6bb1jc7G+z26zbtn57jac/HbsnEgHQ0hoGoCMWuYbcfOsVzX3zUpmI9UZdA4jFYgDOn8o51zwbIjqo+JgOQhFUhX1+3sulW+b8+DtvLyqyX3s/f/lSx9vvvH+4uSV47GTwaNsXHi212ewFBfnpHFMLtNZ++wXE4uqtt/a3fRyUHTsGVF7T8nSWIMkWNy1iiEmlCoVCM1V8JIYRgkm5o6cpFAoZI0l2JN2QHgJwu9305C7sax0wKpvhJImPBiR8g82PDMMwDMNMMqw/MgwDsP7IMNmNpmltzRcda8SGCgtwrkOJtb6mrPuUpznYm1kfi8USCT3HisV39wDYUKG0a/LntbbvfG///3vqzywWIXVEo7FYLA4gNx9ntBxAPlAhXt1jNhSIDRW9jVkuixO6ridNQ9D/+rzSb+X852WlDcBNd6PouGg/nFASnVqwFYDLeVv49LnjLeF/QcOKTzrXFH/SbrcP74Ws3VuvHT6GWLzyc48MUnadBEmNM0uC9Pl86GvJl4USJEXQkMRWWlra0NBAJsGZ54IcpqmlYUu84YYbDJ2RbKHGQ6/XW1JSQqKe+YBer9fv949YYm8+2mTX46uqagjfWfiSYxiGMXjppZc4ApthpjusPzIMwzBMtqNpmi6ijmILPRRQCvMLADy7+6sAgoFwbd0PXb8d31BhMTo7O1TRvqbn3GHrv/5g/5YtG3u6hK5LXeoA3mnJOfGaPTeROPhNoVjyhNVqnOi5NyATMdfduZ9QLxetPFugLzY29YbPSEgprygnL1tOkvhI3P+EOK3FHbfd8rGF8wBowTa7zWqz2Y4dDx1vCR9/MwzAs2rZp0rUAdcVaCW9Ugu2AkK95+7KrV9J96akSpCNjdNaf1RVtaOjwxCejBpeZI0cWVpaapToPvnkk6SUaZpWU1MzwyRI9BVNGw8N5VFV1fXr1zc1NS1atAhAS0uL3W4vLCxcuHAhBbnU1NSQlGzG5XKRxjd8jfOuXbsm/kqGIBQKmZtRNjQ0cP01wzBZC+uPDDMDYP2RYZhRwG/8DJMRrsggACMlZkOFpbY5FgyGg4Gwp9gZDIZ1EXugIjlTbkOF8tMPf+tYS/j4m+EVn3Qe/mVY6rKnzX7osC0/KlbPzrXY4Cmwq55limOx4izSjocCLWEA2huhcHPBxU8e2fZld1xco6NR4ozU5VvWly8rJ4yzmDsy2T52oXLzFlqurfuhFmxLJBJz5hQcOx6KxeLHWsLf+5cf36m6aQApj4AAoKqquuZuisIYBUkSJAXRrF07TVVIu91uttTRsiFHZnJmQ0ByldPpJC9kVVXVzIijoasIh8NJwS+kPJKN0e/3FxUV3XjjjTQ4EolomrZ9+3ZKkTZ0RhKRjSMML/CZT0fP+KQKgi6Xq6Ojw3jI9dcMw2SEZcuWtbW1jTyOYZjpD+uPDMMwDJPttGmXHGsGNGr8dGX057UIBsOeYucbwWOONYKEvOQdT7XniNy6uv3P7v6z/z7Q6Ijnvn8hvnp2rnte7l0Lc3NsAKC3n9Hbz+QA6gqXusIFoOKx0j0vNmjHQxVP/F15Zdnq4l4X5GXlxFnrjwadoRAoUkXrG5ewuXdNZfnD6FMhLRbLlysefeHFH39w4WLrybeXL18OQF1zN0h5HK3saGbdOjQ29kdgUxx2YyN27Bj7MTNEVVUVpUsbKiRMSlbWQkpZOBwm0x9VH093IbKqqqqpqcno2FhVVUV9Evfv30+XSVdNlkZDI45EIknPl1FA3dDQMKKIbDzvY869GS0tLS3bt28vLCxEtmrcDMPMeIzftAzDzHg4/5phGCDt8OtHHnmkvr5+sifDMIwZTdOe3u1bvCa2ocJiXv9abWFYi3s8zjeCxxaviSdtBdCuyVdrccOt+qVzebPz8i+//6FVipV59j/52LxYVC9YMMi/+pwNnwagOIsABI6Ha1/8CQQ8S27Z/OTvX1ZOnLUMIj7qOgQgFByole2HlbtWFX9166MD5h9sq637ISBUz3Kqs67c+uVxaY6p7NzZL0ES69ZNXyOk3+8/ePCgpmkYNgUlCbLa5efnd3V1TXZoyTATIBHN6/VSMfI0xVxAHYlEIpEI5VbTGkNhnEB3qjnwesoUZzqp2+2ORCJZLnMzDDNT2blzZ2Nj44jD+DMIw8wA2P/IZB2bNm0ylvlthmEYhpo/bqhIfsu+t7LjVLn1f//3uDU/VlScXHw9V1/6m+ZrAu9s+jr2/um1y+9GinPzVubaV+TZKQ57UOIHfg5AaT9jcTjVFUvqViypffG/teMh7Pqv+/4yOY4GfcXXEhDAAxXiTLPSduqtaDRms/X3lFQ9y+qera6t+6EWfPM2x8Jw+1tNzS9PsP5IbkezBDmdjZBNTU2apo1N1Wpvb6cmklTMOwVlvAbk9aNoGr/fP42aQvp8vpKSEgBNTU0dHR1UQ21A9zBJFmxsbOzq6iLFkLyN47/JqqpqmjbFOiCdlM2PDMNkORyVyTAzANYfmazD/O6SZMozNx985JFHuBfh1MP3nGGyik9XRn/8D5C6vGVFgpJn5upL5+p3zJVLAdjlfl2cPq1Z9A8Vm8AfzS0UQgAyoevDO55F+7tK+BKQA+ctlY/9bi3+W2sJFQauGA0oU5ESdMxr13qe3fvS1778+aQBT5T/nl4Xbw62LLg1dkQL1dbWVlZWjvsGmNixA2vXDqjFRp8KuW7d9FIhqSvfaD2MJP8dP3784MGDxsrz5893dnZiqiRIorS0dBo1haSadyPzmm6j0+mk8J9BnwLDq+j1eqnz44Q0TyTH61RC5kev13vhwoUpPjXDMAzDMNcbrD8y2cXwX22ZtyaNrK+vZ2lsCuCbzDBZhUMVi5fPeufs5a6ua1Gb1Z37GCmPZn7zH1YlFnv8hjn00JYrIt3DHdMCW46cDQCv/BLt78DxCdXt0o6H/ueZWY7vDdhTSpIdBQApZbsmpYhd60JLa3v5tpqKzQ+vKV4GQEdMF9EEopu3PBDYevLSOSxe03O4+RcTrD8CWLeut+A6qRZ7uuXSUD++cDg8BlfaihUrVqxYAVPySWdnZygUMmp7p6Y0m1S8hoYGn8+X5RJkSUmJIT7CJPsm3SVDcyRsNls0GjUiraejf5Acsk899VRZWRl1sZyOV8EwzHRnx44d9913X6ZnwTDMVMD6I5NdjNla/9JLL6UpjZnru8El3gC4ooFhpifz5cr5+srbFoTee7vJZrPO1e8oTCyRQpqd4z2dypuXYsVzclfNyo1FJACpQ1Eg5eBORitmK9LW/zj8DsLvqA/+duVjv1P74k+a/j6v5C8v0pY+8RFCABISOB2ABGyzZMWXPrvnOz/a8/wPA0eWlW95MIEo7XJZOfE7FXNffu6c3jNbR1TTtAmuwiaGMUJOk3LskpISctVh9C5IAyP5hKx8Rpo2lWabj0kDjIdpOiVJvRp+MG2lXoputxtAS0uLqqp2uz17ukN6vd59+/Zt3749EokMereNvpbz5s27dOkSrVywYEFBQcE07ZloaNP0D5ASvafptTAMwzAMM11g/ZG5Xnipj6T1QohH+sjIxLIB1h8ZJptRVfVXzQcP7OnPn5kvVzrjX+zbHgLwiVnqrfHfk1JKKUHBcgLlWzb+8ufBVbNzyz8+p6ezPx87Nx/dnejuRF5B/1kssCmwDhAfDV75pfrgb6srXG8cbb1RkwOqsAUACdF37ITFalNUz1LV8/XnvvMjLdjWvLWtvHyDp9h5Nufly6Jt0Ro4gqJduzr344nJ0h/RZ4RcuxY7dw5YP03Ksb1er9fr9fl8HR0dDQ0N4XB4PNqQ0ZYRJhOf2cpHy26329z30FAtjQAcEhzNe6UjjBozj0QidCLSVbdv3/7UU0+N+aImHLvdHolEMPC6kjyPJD6mnwiUPqQLUyvGCT946rnoqXS73evXr0dfivdkn5dhGGacpG83YRgmO2H9kckuzEIYlVQn2RWHUsqGtzFu2rRpGImNdElOVWMYJjsxi3QDlcdeFGm9LfH7EBBCSL1PgJSoq3vFhn6t0LasKP/hzwAQAnkSsZOnlXNn9PYzMNdcD8Urv3ziwTXa8dDpAByqyfzYt10InNbkwpvtF8/HIQApK8ofKg4u3VP3o7q6A46jr95beZlGPlAh2jV56W0bbuwZ550ZAVIhU6Oxx1OOTSZKWnjttXFPcTjIIVhTU6NpWigUmpAi39LSUsqHoYeG8mi32+12u9frLSkp2b9/f0tLi6G7NTQ0mB2USFEq0zmpsWwcpKWlZfv27XReACUlJZmt0V6/fr3P5zPnyZiVx8muWyc34pSJj6qqTpdoIIZhGAPWHxlmusP6I5NFJEmE9AYzjCY4qJ8xleHFR/PRNm3axBLkMPBbPsNkitWq883m9+/60s7UTapn+eFgoG7v/vItGwEIpVcVlLoUl7qEEJ8vLASQ9/ufzrmjiHah0GrrHUViWVH8lZ8h/E4OhhUfiQN+AAsuOXW9HeirvO6jXZMA3j51Lb/QdrWre/bsPAAej+Ofd3+1bu/+oBZG7VyzBPlqbeJgY2Pltq+N+Z6ky4SUY9Ng8xGmqpVkdXU1BaSMrR3koJAgaOhrkUjEMCcanRBJ9aZkFdIrKWslEokY4uNoQ1eS1E86Gs2Ezrtv375xX9wYoSpsKhUH4Pf7qdp6QoKtR8TpdBoNOif1RIb4SFdqlPlz8TXDMAzDMJMN649MFmFWCdORutIpmk4VH5N2Scq0mVQJMsnLCe4+yTBMeuSKW4D3tUCrWrw8aZNavFzUWVJ3EQqCrW+tnpVnW1ZkffgzvStFr3Wxd1lHzoOfgf5Lvf0dIWCyMw6CIm2eubO1k+95AKEkD311j5S6JbcgFo8q0VgcV3ss9rjFloBEefnGurr9QS18c3Nv7bZDFa9C3nRb3phvyOgYvhx7x44hxcRU2TETkEg34QqR0SCSMI5PzQFJlioqKjLkQqNKl/475vmk7kiipNlvmCmMrpRlZWULFy5cuHBhOhorWUTHIx26XC5ymNJNGPTe0i0aZ/W3y+Uiw6k575vFR4ZhMsvatWsbqbaAYZgZDeuPzEwm1SCZGpOd1BcyTQkytZtkmk0kk+bDdQQMw6SDqqpa82EtOIj+CGBF8c3BQDh1PQCrNSf3k0XGQ1IeByCFKC1BQ5MMv02ZNIpIViF12k1KXO6S0e4zwYEtIIFX90gAi+/qPn04Z/6ceTabNRqNIoYcm5JboAMo37Jx29Z/+p89eUB3UbGQEkWqaD88bA73hDNUOfbOnWhsHFCOTTJlpmVHg/Xr12ua1tDQMDU6EemSSTXXk61SkQGwrKzMvNLtdhcWFmakNNvtdkcikREv2eilCCAcDk9Btvj4XwYdHR2gXymaNhm9LBmGYRiGYQZFyfQEGKaf0fofRyQ16jr1sKmi4YjF2ps2bUq1VZJwmepwHJ4sCX7JkmkwDDMUqqqqarEWbNUCralbc+UNOmKDS5C3LLIuLUpdbVRPSykBCNct1LQRUuqElHrfcl+7R2z9+E1KTJwODDhUuybbNbmkeJb3sQjl0eTn5+bn59ls1nhU9nT2/qVRXr5RgfWCtlgI0ZvQbUnsqPmL8dyWsbBjxyCGx0OHsHMnNm3Czp24995eX+SIx5kqKI7GLHUNQ2dn54ScNDVtZlL9iaRvkvT55JNPPvnkky6Xq6Wlxe/3+3y+srKysrIyqkOfvDkY+Hy+dBpcUjQQLSfdnFAotGvXLmPYiIei20sy66COy3QOMuIpdu3aFQqFNm7cOM5DMQzDZAT+wMIw0x32PzLZwvBV0mMgSQocxpxIm5IKsYcaPGKUzagquI3omzTHDzoHOYijaVJgqybDZBB1zd2aFhjUAlm5ZdMbW4/W1e1/tvjPknebmy+EMP+W6F8kC6OErkvFeYtw3YLw24AY8BtFCPqPAPpztQfy6h4ppOVTW3/T3QkAy5cuBmCzWW02a1cXotFYTydyC+ApdnqCzmAg3Pmc3FChOFXltJY42XruS5sf27b1yckKwh4UMkIixeF44cKQsuOg47MPKgQuKCgYeehgUOW1EQBNmlpBQcGnPvUp0tom1dyXVA+etIl6RPr9fjJFGoXSE4jP5zP6IQKgzJ9BR5qrxQd1hpIuSaIhaYt0CYMONo5GFe6D3oRxir90CiN2xufzaZo2ZWXXdB+4ypthGIZhrnPY/8hkCxNufkxieE0waetQCqNZ+Kuvr5cmjDmnmYoz4rmyENYfGSaDGBbI2r2D/DbbVv4YgLq9+3sfk1RoMfpC9ouG5urqvmWp61I4bhEQAkIRyT8CgkRIraPL3COyXZMkPt63tbO7E/FosjjZ54IU8QgAUELOW8257Zp0qAICS5feKqDs3v1PT+/+23HcmzGxYwdee22EGBlSKl97rTfExrx+aqmqqlJV1bCwDTpmPC0UyVxJR/B6vRcvXjQ2LVq0iESxKe7PSHIVnbq0tJRMkaWlpZFIxO/3l5WV1dTUTJQdkiyWfr+/o6ODDJgkAqaaQHft2pX0FAwqqxkJP8bI4Z81VVVJUR1KpBtq/fC+VHpOacJer5fER5Jxh1F7Jwp6UQ3zimUYhiHWTfm7KsMwGYH1R2ZmktqcccRdzGOG0gTN4mPSMc1rRtx9mKkyDMMMReXWr6jFqwatwlaLl68qvi0YDAcDYcheHVD0648SgDC950sJqcO0UupFN8dv//iw5xeBzi5ptfzhE8sAvLpHvrpHnm5WblvTc8uKRDwKm82qKAMEyLi4ptiiEjIe7V1PVdjtgV6P5cKFc5/d/TWPx3VUC2VAgsQQ5djEwoW9W4lMt8avrq4mFXJ4nXFU5kdDITKUx3379lVVVS1ZsiRpJCmAY5z6WCHl0Sy9GVqky+Xq6Ogg3dAIrR7/6TCw/Nm8TPdq3rx5xuBhZFkSLg1XrzHtJBnRUA81TWtqasLQMqUhFyYNCIfDQ70eaH1hYaHxtJJuS7drCtyIRv9QjrhhGGZ41pq/4WMYZubC9ddMtpAqFxoF1OYK5TRLm1NjZ8Y/Q2M+Q5Vy19fXU1Oz0eqJ40mhmfBCdYZhshn1zhItcCy1Crsnehhsf6YAACAASURBVPXRP/i9YOCbdXX7n91NVdhCveN27XhIfr6/oJryr+m//SsVSF0AMn77Td0t7QX5s4afwwmt83iwt+fjzWs+WqzGuzsBiF98PxdAsWepjpguYjpiAHLssEYRi8pLV0902k/kr0QUV7o+tNaWW/Ue2+HDJxXkAPjEJz6mace+VfuNr1V+Y0Ju1CgYphx70yZs2zaIOpmhT0rUCLKmpoaqoc2aDolNLpcrPz8/dUejsBoAtVk0dnG73dR20Kho9vv9VVVVNTU1VImcQeVomFPTJgrJ8fv9NTU169evH3NMjfl66V4hpR48GAwCuHTp0vBqmvlWa5pmaJqGemiOqTH7K8nLOaIn0TzAUB6HKY2vrq6mHpodHR0tLS2ULDTZzkczLD4yDDOBcHQnw0xrWH9ksoJBs1wGHSCESCdpelKruYc5oNFHclK7QLJfkmGuW1RVVdfcpTUfLt+6o7J8E6mQHZ2Xo9EYgD9+7HdfePG/t239p/LyjZ5iZ6LQDqD5eEh1O3tLrQWgA2JgFTaEUISUsC0ruvrDgx9dvGKzWQGkCpFvXOn82MI5P9lzJQbFtcb6qcrfAKDKa5stx2JRFJmzqvjWOK4Zu5zNefny/LbeABshADhUcUYTz+3+P7uf2W9RLIHgSQA64nosx//asRJVm9JekAZkdUxKx75wATt3oq0N27YNWJ/RSjFDUTKrWsZWs//RcJ+RIub1ev1+P9Xk0gCv10uyIx0QQElJSVNT08GDB+12O42ZstztMWCO6qb50+WQl3BUwdlGbTLta24ESZw/fx6AYQI1tD+zvmaspCaVfr/feGrMUqNhqyQt2NhrGIep4ZQMhULm552e00Eja8xQwbUhPU8242kFwDAMMwysPzLMtIb1RyYrSNUfhx9M7z0T4mo0MNyLxDAC4oS87aWfeJMlZPn0GOb6obKyshbQmg/X1tWrweWf/9z90WjMakOODXeXOG15v7u37r/r6vZ7gk6Px3HkjZOBlpDqdvZ3ZhzYolH0dWKhVOpZK5zxk2dJzTSESADRaOxYT4+U8szljtXr8het6VqsxuNRxCIkPloL8/Pbtfjq4k/oiF1WTlxSTgC4LNoGngtCCAihi+hze/b/0aMb7TZbfn5eXFx7bu8+XZfBYPjb3/7mn/7pn2dGggR6+zw++ywuXOhf+dJLWLas/2EWtKnyer1UiJ2Uv2yOTDHCTwaNTi4qKrrxxhsjkUhZWZl5fWpHRcM1OdEXMWGkqpCE+VpIEExVFd1uNwAj0IYcpsbuBw8epPGqqs6ZM+fKlSu7du1Kqrl2Op2GZTIUClVVVZmPQPMxh9XA5GE0y8fDK4N0/H379hnuV1ofiURG7ORozGcKxEdDeaR/wpqmjaiNMgzDMAxzncD6IzNdGSZpesKjtFOPP4ZjJjk66+vrzWk2YwvCZhjm+qSyslJTVe2Npjeag4e143/8hY13l/R+yPcUO3cX/3lt3Q+DgXAwGF6x9HatJVTc4lyzsld6MIqvpQT0AU0hAeS5HfLdXwPo6uoG0Bdkg9Z47F8vX4Y15+l//d2zOS/HhbhKgTMQNltOYX7+gT0JGnk25+Uk2dE4KfWl3FChPKPpMgEANltOj7wkpKBomj3PNhw5Fn72n7995513Vm79ykTftvSgcuxNmwZIkDt3ZmYyQ1NdXV1WVpYqXb3xxhsXLlxAn6q1ZMmSG264AUBVVZXP51uyZAl903by5MnTp08b0lVSgbD5RIbzLpslSAzskGg2EtIVRSKRCxcuUIk6KWJ0mZFIBAA1RjR2cbvdGzdubGpqWr9+Pfkiieeff/7DDz/s6OgA4PV6Sc005F23220WH2nMvn37fD6fYT9Mnbax+1A6naEjk0JaXV1tlIqjr8TbiCxPxefzTUZWeBLmqnO6M5FIhMq9p7LWm2GY6cvatWsbM91nmWGYyYb1RyYrSDU8JhVZv9RH0l6DSpAZ1B/NATUjHmfaWSAZhskeyF50tOXo1as9339x/5snnB6P01PcK2FUlj/8vHxVC7Zpre0WiUBLeM0KF4wSbAn0hV9LKc3Wb4P8/Dzzw7YrVxRFbH7yobnS2dX1ooSMR2G1Kbm2WXabNazp7Zpcos7+7Yqzl9OYvENVjr7R/vk/hLR3QYeEhJRCiIptpa83hY4cbW9ubob8lnpnScaMkPX1yRKkQda0ya+qqqJiYZK3qBr37Nmz77//vtvtXrJkyak+vF6voYKdOnUKQ3flSxKMSHxUVVXTtCzXH4mkvBoMvKKkKBvzMEOaJLGSfIvkoHS73Xa73W63D1rQPaLAV1VVtX37dhI6kzC0XaqRNztVS0tLDU8lpWMbpybpmWrnyaSZ2g/UuFhK6QHgdDqNJqFjawFJImPqy8DseVy/fv3+/fsN5XFavGYYhmEYhpkaWH9kMk+qXJja3tFYY/YMYmptg+Z4mUFPag6oSeeAdFFmC2Q6e014tA53k2SYacrB5ueuxi6t2KAkruRpWlswGEYdPB4nAI/HuXnLA3cGVvzLj1+0XZ6ttYRqX0TlHw3QAno9iUPoj2b2vPdrrbNr9aqiVauLdF13ik2tkX+z2+xGg8j2QEICtxVfS67uTj6dNBpPCgirTaA3/QZS6kJYAKh3Opcvdf7gP36qBY5qgWOVW7+cSQnyK19Ba3LUeDbUXxNGsbBhhCwpKTG0MJ/Pd+rUqSeffLKhoYF0NGr/RxJbmsIQ6WLktsvmRpDjhLyHdHUkzJWWlhpWUHLzhUIhv99P1kizCpmOu3Djxo2GCGgIf3R8o07ZCAKiM5IWmeqpJPbt20cL9BoYVN8kWZBEarM51Cx6juouGU5M41VkXIjhBiU/5pQ1mmQYhmEYZhrB+iOTFZgFu+EFtaSyZQxmG5y88BlzvExSA0rzrNI/aZIFMp3UmkzJhezNZJis4lu133gz8BuHKj71qAJ03Asc2NNjl/M0rQ2AFmxDHRRYBXIv44rzplu1lpB23KmucKFfeRQCkJC6LhVlSN1Q6+jSOruk1fKl//OwgABgteYsmD3HGHBgj96uSYcqHOoIOqYZHVEJnZZ756PrQlFybAKQX/zC74RC7z5d952nd/teeD5z35E888wgEuShQ9kjQRJUW62q6qBxK0mWwNGWxNK+JFpNcXTylDHoRSXdKEORpFs9qrht8ir6fD4S78zVyoPKi6PFbre3tLRgoGxKxkmv13vw4EHjiozzDhOZPSgkPlZVVVFPTKOjpdvtVlW1pKTE5/Ox7MgwzGTDtgmGmdYIKWWm58AwoyZJgkx6GZu9PKOKqUlnx6RTp5LOjuYxw1/LiBMY/z/hEa1PE3UihmEmCk3Tnt7tW7wmtqHCMsyw+XKlM/7Fjs6L//CtF986857NZlVXuCoeK5W6MaSvGBvCkCDlt//N2EzOR2m1bP7T3y8udhr2xqPWv6OFdk2+sifuUDH8TABSPPGzvQDwdqvs+ECs+5RntcfhKXYAoCkJoQghejplLCou/VbDvz0XbNdksbria5V/O4q7M+GkSpA7dmSbBOn3+5NkLCP8ZJhU5TQxh9iM/2jTHUM9nDdv3gsvvDCqfc1dJlVVNTeXHA9GVI5hcjT7NMvKysyl0Lt27aKF9J9KegEYJkcK7SHFEwBlcHO1NcMw46GxsXFneq2W+SMJw0xf2P/IzATSsQ1OFKkGzKStI7aGTGIMFkiGYa5zNE3TRdRRPILkd1Ec+0g5aoNj/rw5b9nPLnUt0o6HtOOhJz5fqrrJpiSFoG8ipa5DiP4vJLSOrkBnF5Vde9av8pjERwC3xf/grZz/PLBHb9d0RVodxfpg5+/l1T0SwFvNeQAUWAFIHfmzcCR4Ohhsf74OHo8L0L+0eQP6CrTPz/nRVXFyQ4XlABIB7bimaRmrwgbwzDN49lmYf4fTZ6RskiBTPXTkepsQP5rZNzdM1Ml1ghG33dDQUFZWNioDI1VDT3ggDFVh+/1+6r2YNCVVVSkzx5i/Ob87HUh9JvHR5XJRrbfxMqDqfs65ZhhmPKzNmt7KDMNMHqw/MtMSoxXjBJKaTz3M2VPzcEZltDQzti6Qxr5jOKOZpKtmGGZacEUGAaRT73xROeYsWPWFR0uD/9+bx0LnvlB51w+eObbn3xoC7rDqdha7XVJCURRd18lSED9x9mif8iitluJVRZv/apDfEscD579fFwdQ7LnjC1vuCed830jKNtOuyXe0eW9rCQBqX2NKT7Gz8yPYbbaTobcCwROganHgK8FnNm/eUKwuOT/v5U7ZJqQQQmyosDyjxTNchQ1g2zYAWS5BJmF04puQozmdzrHV7c5U6CZQOXb6EqTRsnMyGOrg69evp+Joemg8lek39HS5XIWFhUO9otj2yDAMwzBMOrD+yMwEpr4VSGpCzjiPlr4FkvueMAzTpl1yrEnrO5iL4hgAm8126803v/v+Byff6FlVvKTjwuXmY62BlpBEAxkhjTLs5sPHEEvEFXH3qqLV61cbgdoGdXv3AwgGwwpsXy3/oupZBh3h/gP081rt3JDWoyDh8TjLt2yE7DVQ9nT2DlA9S1XPUgAVeEgLnthT96PvPP/qL4/9sqTyXfPBNlRYDuyJfqv2G1+r/MYo79OEsm0bli2DuTps5040NmLHjszNaUhqamowoZY0l8tlxI+w3kSQETIUClFHSLvdTuvJ3ujz+QbNy844o30qqfUnXQibHBmGyThcK8Yw0xfWH5npSpJmN8ywKZjMaBk03XtsFsipITtvI8Ncn9TW1uoiOkzSdBLhnBecBV/82lce+5uap48Ew7pEwnJl63eUn+29VqAvbn69VU/0jpSJ+A1zE+9cFrPz7YGz5wN15z3BfrkhGKS4WyGRuNOzorL8YVqv93Zi6pcg2zX5QfPi9sCHqmcZGR5TZ5Wfn2d+qHqWqs/+ze66/whop1rLc++r6DbcnQ5VOALiSHMrKtO84kmD3I5mCfLQIQDZJkH6fD6yqk2sUdGo253BQdhjgG4LRYTTstHk0e/3T2CTxzHT1NSElMJ5VVVpzsNDnR9VVU2quWYYhmEYhhktrD8yM5wsEc6SJMXUWXEXSIZhRsWIeS8GZIEsKCjoifREo1JYow5VCIE/fGI5JL5c/hdbt37zYwsXftDxdrxH+cbf7SzIn/U/jW+82RaO2j4IBE4CMLTOOz0rVM8y1bNs4Bnk/MSKS5bjEhJAuyZ/WqsIvH2nZ2X5lo2p84lFYbUpqevj4trmLRtWB4rq6vb/bE/kdEB/sLJ/mC6itbW1lZWZ1iCngwRZUlJCLfkmFnMQdigU4iAagiyBxg0pLS0ldyGtpx6RhguyqqrK7/eTIAigo6PDSHEBsG/fvomdm5FBBJN0SNMzwmqGwcgdogpuFh8ZhplU1q5d29jYmOlZMAwzibD+yGQSaqE4/lrmCREZk5o5jv+AQx18ULLfAskwzLTGZrP9yR89vPu7/6roObOity69+Pm8QmHURH/iEwtyL+ScO3fh+Rf+6wuPlq5a6VrhdublI6ccFn2WIq0AzBnZA5CGPikA+dNaRYrE/RX6Iys3po6JRwBASfnzIy6u6YgB8BQ7//KuT/zHc62nm5V2TZILkrpA9uC9Cb0lY4UkyMbGXuURWSdBTl7Nb2lpaWlpqRGgzKCvCttsCDUvU7GzIQeTNdJwktKONIaMkxPrlyShk3RDetaSTj3MvjQlAPv27aNyfja9MgzDMAwzHlh/ZDLJI488Ys6SlnKQ+IKhmHkK3RgskOP3SM6828gwTBLz5UpaWP6pnOWnck/8QtoS8yw2SF1CQEihIwHgr//60W3bnm55s731xOnlS4sA2d2FudZZirT2iYfJGdkY+HtbQPysNleKqw9UCIcqzsqXb48/lDSZ7i4AsNkG/PlhiI8Azua8fFm0FRWjXUu8pc12qFFa71DFkeaTmS/BJtat61Uhs0+CrKmpoVLZyWvVN4YA5esZEm1puaGhwel0pmp/paWlTqczHA5rmlZTU0OtJMcfk11VVUWKp9m7Sq0q/X4/zWTQHUl89Hq9JSUl27dvb2lpYfMjwzAMwzDjhPVHJotIv+g4fdUszWMmxUBnpGo7HQskx1UzDDMq5suVzvgXafmicuzTlZETTTYAObZ+5XBF8U3BQBgC5eUb6uoOtJ04s2qlM55I6AnR3RXPz7eS3iilgJRSQkoYRkg6hjP22Bv24+2aPBW46lAFmRYvizbgod5BpuQZu81ms1mNGZrFx8vKicuiDYBDFacDOKldRW3+pysjtFUX0cm6TWOD1MYkCXLt2oyHYpNalFRvi4n2ryX1E2TSYZingJ4yp9NpPF9GH8n087VT8Xq9JDUCcLvdTz31FK2vqalpaGgwzmWWREl8VFW1qqrK5/MZFeI0mF2QDMNkFjZPMMz0hfVHZlqS9MYz4a0SJ1V/HObgk9oF0rAsjeHquBklw0xHzOIjISDEwNaLUkpLdJ6O83V795dv2eg41PKG1toTifzJFzcqQonGYtFYDsmFioCEkFICUtclAAgBUjEF5usrXq09BoEHKvrdkWdzXr499pBReR0IhN9sO22z9ouPm7dsMIuPZy0/MjbRcU5qXbdpOQ5VOIqVdi2RFS0gzaRKkLScOQmyurra0K1gqqIlJkQ8Ki0tDYVC4XCY9ccJxxCOjYjqcR6QmoHS0cyGyurqaupEWVVVVVNTo2maISiT+Ehl4CRBAohEIpRXM4xrkmEYZjysW7cuzf6PZkPG2ArpGIbJCKw/MhkmyfFH7SCH34WGmY8w/mlMavNHpP1N3dR0geSvDRlmBmD0RhyUVOXRQAgcawlDboCAgICCx//owaNVJwEEA+GT7afiUevxlnBbKOwpdnZ+hK6ubpstTnHVQgjZ9ye+QO8STaJhz1UpEmbxEX0WyLq9+wWUQCBMZzfTvLUNwEp3kdOTO7fkl+hTNYmiYrRrOB2AQ4VDFdgzlhs16SRJkAB27sy4BZIqbWmZVCefz0fio6FIUufBsR2fw2cmG3qyzHbIseH1evft2+fz+VKrub1eL9kqSWr0+XwkMibZLc07kmsyHA6zC5JhmAln7dq1aY7kzzIMM00ZJICSYaaSJLEvnbeTdLKkRzWHrHoPS5r8MAXXo7rMYXJ+br755vFHADEMM2WoqqpIW3tAH3TrfLnSkXh8UPGRVi509ACIXBMAJCQkhMDK5UuDwfDTu/9DF7FVpd1SiQWDYQB5+ZCQ0Wisq6s7Eo0CEH0/AIQCQ048EjhrVF4btGvy6e98Lxg8HQiGVc+yNcXLKssfrnu2eu8/f/25f/76E5s/q65eBuBYy+n6F4KHaudScbeuQ0ohJYqKhUMV7c29joa+GJzsY8eOZMHRHJA95ezbt4/0I1VVaZkeUr2toUuay2+Z7IQEYiMve8yk00qyqqqqurraePEMSnV1tdfr5e6fDMNMPfRp5eabbx50PX+QYZhpAfsfmQyT6vjbtGnTUO8iL/WRtPswxx+DoJnZWuNJskAOeqMo/Oeee+5JvWTjPmeVOMswDABVVQddP1+unK+vXKCvGmbf+XJl8YNHf/4sXviXV56o3AAgB7MUxL7w6Mad3z7e8+vE+s24427lWkd3sDlct3e/x+P0FDt7OkU0GotGY8gXdlt/58he96OEFjyReq7XaueGtB4FV4o9yyq/9DAEFCEAoZPKCKirl6qeZRX4bPORI1rwRDAQtu+5faF61qEK4xSLPWjXEgf2yA0VlvHctElnxw6sXdsvO2Y6jiZVb6qqqtq/f7/Ry48yZIjxGCGZKYAChbIEo6CbLZAMw0wS9JllmA8vjzzyCPeGYpjpCOuPTOapr683p2AnVWHX19cPpYUN9d5TX19vjmcdvoviZFRzj5NhukBOmRpovOULIbLhnjAMY+Yeda1f+xkqeh9SwvVQBddm5usrHeqxA4mY1EWumEcrBRLHWk5e/CByy8r4zZ/UgbwHKsSr6NCa24LBsCfoLN+yMR5BT5fo6uqO2uKQ0mrNsdms6Gu1FAie0EW0qLi3qKJdk+9o89q1hAJreflG1bOMXJaS/JZSUj9a+kWtI7qq+PZVxbfX7d2vBdoSAXE6GH+wwgpAl7KoGJAyEVEO7EkA1qG016xg3To0NmZhIjZx8OBBQ3wkwbG0tJTskNzJMfvx+/1jjqCZWLxer9vtzipJlGGYGQZriwwzU2H9kckKSOEyi2vGshCDNzgb/ouv9C2EI1Zzj5/R+iunpgtk+vNhGCbrEDmKtB7YE//8E54RPY9mFuirLirHbHMCx1pCzz73w21PPAwgPz/ve//+khBYv1lGo/Guru78/LwHKkR7cffBWgSDYYqmybfLnk4ZjcYARGPxq9e6rX1JMrFYHIBDVQAdwFvarLDWeadnZXn5RgC6iOWQWbI3rEYopl/sRv5M+ZaNNx29cDz49unmnAPQN1QoihA6UKSK9sPytxbNBa5mtf6IweJosiAO24w55hhAaWkpu9iyHJfLpWmapmn79u3L9Fx62bhxI4XScBYNwzATy9q1a9OMoGEYZjrC/R+ZrIDExPS1vxFd92l2UTT7LpFGNffYGIOAmH4XyEklU+dlGGZ4KisrV69Z+lbzrCuH1fTFR2K+vvK+xy033/SxQPAE1U3vqXtZitj9FaIgf5bVZolG4xcvdkajcYcqKup6HKolGAxv2/pPwUA4twCF8y3z5xdYLIquy2gsGolEI5Fo8PibDlURACBeq517KnB18Zr4+soeo1VkHNcgASHEQPExjqsJEaXly8qJRWveeaBCFK3RTzeLdk0CUPqckh98cHHRrbkTc/smlaRekDt3DoimyRyUMcJMO0pLSynthyS/bIA6ipJzNtNzYRjm+oJtEwwzrWH9kcki6uvrR1QhSXlM00JoPKS2kmY1jR4miY/Z85aWOv9Bx4zzLNzbkWGmLyXq71lg14Kto91xgb7KoYqo/dfRaOz1wy0AesSHAIqKBYDC/Pz8/FkSsquru6urG8C9lZfvrezQEaur279t6z89V/fjf677Qf4ca26uDYDVarHahS5iAHQpw83yhHbFoYoHKsRlpe2yYuoLKaCIIS3tAM5afkQLRcWQIvGWlmvsKBRZpIr3zl2p3f3MaK83AyQleGaNBFlVVRUKhThzZjricrn8fn+mZ9EPTcbpdE7lSfmlyzDXCWyAYJiZCtdfM9mFobsltWUkRqUPpraVxNDV3MiOzo9mUrtApg6Y2hkxDJNFqKqqqsWaptXura/cMrq/1OfLlQ99/djLf/2x4LGTzz73wyNHz1JutS6lAKzWnHlzC69eu0ZGSJst58Y7UFEnXt3TbYkVNgdaLcJWse3/Aljpduk6IJFI6FJKKfG+tlCK35CUCeCScmKuvhS9VdeQkAIDfgkb5sezOS8bKx2qOB3ASe1qbI/cUNH7h8r9T4ifCfGr5kZVuzvbq7DJ/2iOwG5szIYqbK/XW1VV5fP5QqEQlc3SApdgZz9ZGDntcrmmrPjarJvzy5VhGLZQMMw0hfVHJkuZkFLoJAly+JFTI+eNqsY8qQvkZMwwnWNmjy2UYRgzlVu/Urv7GU3TtECrWrw8/R2d8S8etv75is/+puk7c3/5+nFpiSd0CQhpxE4D+bNnR62xwoRzvvwkAFyF+vCLEB1r/hjnT+Wc0XIAfIgPz785+9KvpT3PAiR++pw8G7joWCNIzQRwWbSdzcHtsYd0EesLq5HAIN8DXRZt5ocPVAgAp5stqDBmBEex0q5FDzY/l+36I1IkyKzJoiEJ8uDBg5qm0RoStljTyXIorzx7UmimGJfLFQ6HKa4d/HJlmLSx2+2cFsUwTPbA9dfMDGfEYu1HHnlESjmp4uOYv6NLmhV/18cwTBLqmrsBUVtXrwVGV4jtSDzuUMWNKy9KXReWxF2fuxqLxoWAEJiPpUX6Q5749ruVHUutj34sx00/9+X/34XKCl3HYjX+6coe+vnSt+OP/dWiGz6Wf1qTOZilixhJhwaXRRsEFPQm1UhIQCZNxmx+NKAq7Ff39A5WFMWhCocq3gz8pra2dlQXmxnWrRvgeTx0aIAjMnN4vd7q6mqSscj8yGpO9kOVzgcPHsz0RDKGUesdCoV27dpF0e2ZnRLDZBy73W6324cZMO3Exx1pfFHHFWAMM31h/ZGZ+ZDCSA7HJGh9pic4JJOUh0Oko2ay4skwWY6qqpVbv0wSZO3eUfw2W6Cvmi9XbqiwWGcnJCSk7LrWndddtDjx0O2Jz87Rl0pdSh1SH7CXO+8xGVc6PxKdH4nuTiQiFiGwaM27ljkfATjV3GM4H82czXlZkVbjoTTpjxZpQ4r5kaBDCVjaNblUnUOF2xsqLA5V/Kp5mqgwSVk0hw5lQyNIn89XVlbm9/tdLteg+cWGy4zJHqjY2XCtXocYjQLcbjel3zQ0NOzatYtfq8zMZkR5cdopjAzDXM9w/TVzvTCpWt7kkdQF0rx+nEdmbZFhZgYkQWrNr2uaVr51R2X5pjRrsefrK3eWH4l0S9ts3Fzgnq+vuEG4kYAO3SiSJtWvt3OuAIBV+Y+3Rf8tGo0nouJaVE/Yum02q+dBy3/9PWYVKICeeqLL4oThf+yj9wQ5mN2e8+9DzdChivAbEgqi4jJg6V1ZrJxplrW1tZWVlelcZoYhK4chO5IFMqO9IKuqqsrKyoZq+0i2sqls7cdMOyiJe4rDZwDQa5IaQZKBNxKJNDQ0NDQ0lJaW8iuWmZFcn/JiOh9SNm3alM0mEoZhBoX9jwyT1WRcNp2Ooi3DXG+oqlq59Suqqo7KCPmPf3NIWBKFC3WrmH01eNdCi1sI9GXFCEUoilCEIoQywNK4QCzPz8+bP79g/vxCu80Wjca7urpvvKNHCEgkF18btOe8aH5otkAqcrg/RaREPKJsqLAYaxyq0EWsB++lc41ZQTbFYfv9/rKyMgxhcjSvHEPWMClB458kk+WQeTYjep/L5XryyScpDZwyuL1er6qqWWx+RQAAIABJREFUXI7NZCHDWxcZhmGuQ9j/yDCTjiHhvfTSS2P4pm4oC+SEwN8cMsyMoXLrVzRN05pf17RA+dYdAFTPcgDmdGwt0KoFW7Vg69Vr3TmzuotUcf8T4vknbEeC7atXOwBAQAjRa3gcifz8WdFojH7yb9DjPUJKpOwqxGCBM4YF8pIySPE1cf8T4vQbyqw5FiBhXu9QxZHmk5gO9kcgu+KwDx48SLLRUOZH9EWdDDomFApRDAhtHbR2e6iDM+PE6XSGQqGamprq6upMzYGcj8iE+dEMNS01QrHJCm28ejM4Meb6IZ1cl+vTujh+1q5d29jYmOlZMAwzKbD+yDCTzjg1vqQg7CmDC7QZZtqhqqqqqpqmaZoGvUcLHAMkaZEmRGfXNWteHMD9TwgACRkz7IiKIpLzqZPTYnoPQsNsNqvNZu3qunajM/5ui3Uw/REALirHgccGHlUauqSAIk2F20bmjJS4djUmlfiBPcJsgSQ0TZsGQdhEdsRh+3w+TdOGqrxOYlAdxxAfWeWZeigDOoOKhs/nI8thlpTn0zQaGhpqa2v37dtXU1PT0NCQDRNjpjusLWY59fX1aX5LyjBMtsH6I8NMA1L1xyno/8j6I8NMU0iFpOWkqOjW1tbua13z5xd2RT+4v0Iho+P8BbOPBMOifAMEyYLolSBJBhSGVbEfQzqkIfn5s6zWeO+aARLkUObHVMSre/S3mvOA3rBsj8cJoOQuHG8Jv92M2ubYEjUvIi5tqLBsqLA82yynk/4IYN06NDb2V15PuQRp1KsOIz6S83EoD6O5xJUdjhnB6XQ2NDT4/X7qfjhl+P1+cj6mKV5PJWSErKmpWb9+vaZp1Asy05NishfWFqcL3N6RYWYkrD8yzDSAorppedOmTeC2jAzDpIcR0qJpWu3ufwbk6lV3HD7S7LhTca1RJPDzWvv5X1/Is855vu7A5i0bYDgTDfExhdvjnz2b858YuN1iUSB0ISB7O0jC8EgOTa+u2a7Jg9+0CFjVkmUAPB6np9gJie4uxKPI24LvfX8/gKAWBgpekzmfUK+MdOSsJCmLxojDNtdiT4Ii6ff7Dx48OKLz0SwvpprIht+aBCXYjHYTMzxGb82mpqap1B+zWXwkKBncbrd7vV6/3x8KhTiO5vqEtcXrCvZJMMx0hPVHhplmTOCXgemImPzdI8PMAL5V+/WAdhwC3tUlPZFuIYSjWEigXZOntKtLflvYoQS18OqAw1PsAAAMUUedAqmUcXH1VlU/01z46p74/U8IKQGk20SyaffNJ/7nPQXyibuXrtyyMXVAjh3lfevr9u4PauFTmi0WjaZz8KwjSYIkzA+N5QkSJUk8okrVNMVHpNgbzbk0hrLT0NDgdDrNKg850YzBgwpARkYNK0RjICMRK01NTVN/0lFBL1ey91ZVVR08eJB7Qc4kjBQX1hYZhmGmO5x/zTAMwzAzmW/Vfv1I8wmHKjZUWD61uUNRFF1Ei1QB4MzruQCKinFv5RUdsefrXqFdJORQfR8JYTI3xsVVHdHFalyX/T0cpZSGa3sotGBb+ZbqE//znlqQv/cOx8o//d2+nXudkfEorLYBu5Rv2VhevlFIqz1n9tvnTo/qPmQLSXHYQ0HuSPq5997eH3OITRoYzjXK6xhqmKEYVlVVVVVVIUXnMtSc0tLScDi8a9euXbt2pWph5vDrofKIjWmEw+FRXQtjjnzx+XxGFMxkU1JSMjUnGg9mOZvkKn6BZT92uz2dhOhIH1MwJSYb2JHGV25cB8Yw0xT2PzLM9Ug6NQtc18AwMwByPjrWiA0VFgl5WW85dnyO404FwKt79PajV4tU4VwjAJRV3PCTPVee39tbhd2P7Ptvip0xgVhcdBkP5y20n9auiQohJQSEoT8KIebrK1Lnph08jGs9lTctUgvzE8s+PuB0AvEhPmx6ip27XH/23Rf2v9l6pra21igwnzakxmGnT5raZR/kXBu+ZnbXrl0AVFWl8lVaGQ6HjagZM0krk/xlFNBsPBzUg0YhKhnx8U13jFtHRr8pa37q9Xop1WpqTjc2SO8m82P6IUvMJJFOHTTYrsgwDHP9wfojw1yPsLbIMNcDmqYdaT5B4iMAEgRjopO2hg8Lx53igYpeWfFG9V1HYE5QC2MvNm/Z0BtEY4RUD+ZlNMTHM1rOGS3n/beu5eXjp8/J+58QUkpBLkhAAI74Y0n77vn772lHT6oFBWphQe/RB3acjEcBILdgkPPGotj8xYde/LvntMZDmilsZ9owqARpFFwnVWebB5iLstNmqFrUUChEHjGv10u2R8IQm9xu98aNG5uamqqqqgwrJYYunaaVpJG53e6WlpakPGI6I4uPY8bwsTY0NEQikSkIoqmpqTGUx2xW9EKhkKqqTU1NmqZxaf8kkaaqCBYWmYkgnY8qnFHDMNMO1h8ZhhkSrm5gmGnN07t9uohtqEh6r5eAbNco57q3zaOUkBLrKq4Ac4JaOLg1vLn8weJi5zApLzFxlRZ+Xpt7RrMAwn2vkiPzTmpXF3tQVCwMOTG/Z+nFKx02mxWAzZZjs1m14AmttV0tKKj8+CIaJR9aD1wzTtfTiVgUObbU0/aS+5NfqDFdi8W0Az+ZfvojUuKwAbS2gj5HGT0izQLlunVj6AJJuiG1wwuHw+Z2jaFQqKGhwe12V1VVJWlY1dXVpDZu3LjR6/XSVq/Xu2/fvrKyMmolOdQZyaNHy2bTXGo5trmamBktFIRttqxOID6fz+/3G08fpaIjW7ODDBm9urp6ymrSr0+mWFVs7JgHYG3hpak8KcMwDDOpsP7IMNcvLC8yzAymdvczuoiS85GQUhqRMKcDEor+QIXStwkAhMC9lVfuaL55354Pn6975UiwvXywQBgAMXFVR5Rsj2c0S5EqXcVWhyratZ5TmuVMUC8qRm8WtsAt3Q/BJqPRGIBoNAZ0H371l4jF1YX5xgEV2BSIGK4CiEcQi8JqE7kFg7guezqRf+BXOaffVwsL1M4u7WjLtKzCBrBjBy5cQGtr78MLF/o3TYT4SJCA6PP5Ojo6DBUSQENDg6qq69evH1TAIrVxbGcknnrqKb/fr2ka1XebcblcScE1zGgxIoDKyspUVa2urp6oIxsSHlUxG88UCdZZ9awZdlpVVauqquhFDo6dyVaaum8oyfswnZHnIrlvRfLORfIAnIt032rvmeSpMVnH2rVrGxsbMz0LhmEmHtYfGeb6ZRj9kQu0GWZao2nar7RGxxrhUHsVRzmwgtrWswh4r3dTn/hI3Ki+u6UYr++5UQucCG4NezxOAB6P0+PptUMeD7z/i6PKGW02AEA4VcuGPh3ToYp31Dmt2kdS4v4nhBC48fJnc2zIsYPqq3s68cK/vHL81Nm+yuteFCEAm1UiJq5S5bXdZgeSP3bGI7Dv+5Wt/T0K1678+KLa96A1HsJ01B8BPPMMNm3qVx43beq1QCZ97hpl28dUqLza5/NFIhEjJWYMopXX6/X7/WmqhyRi+nw+Ojt5J1l5nCgMq+kEdmYk56PxBHV29vZqGCbQPFOQHoq+16Rh1czmIvGZwTt6/ieUrpHHDaSp+4a3Y7ObgHQkyMaO+cbyW5G8Cdcfz3RZASzOj03sYZmppL6+XoihCzQYhslWWH9kmOuREeVF1h8ZZlqjNb+ui6i58pqaPxp/rrcd+03RnQP+ejcXYguB39761sc02fHGGi3YJpATDPaHyeqIxUQOAKdqcRT3S5zEvZVXErWzT2pXfwr8YfnygsjS7ggK+jJOcwtgteYgFq8sWtS/z7Lb6f/jURGJKrGobrfZc215usyJiYEfdN98xxZ+VyjKwMuV09UCCWDdOvz/7L15fFPnne//eY42L/KCHKjZzGYrLCEE6zgJNb0kJW1oPGVm0pZOl0mnjQkibWcmtzM/39/0FiZ0+Y1vb4cuKYhg2le6THOTtndCL4R0Qlp68YTER2IxEJDFZsAQwKvkRUfSeX5/PPLx0dFiSRbGNs/75Veqc/Sco2PLtTkffz7fj/rzlgmRzz8fk8veujW7sY/xqCoksi01bmho2LZtW7KBkgxdzpodwuQh9hRTzbhONHaYmMsaaXISxG5oaFi/fj2A55577uWXX7527RrzzLJnJ8Jbpqatme0RABNMua49PrwdLr+sWK8IgVXG62ke0h4qODw4ffhxWhLkPMsgMz8CuBTMP9SXQQr7D53Fj5b1pVhwPmB681r+QmuI648Tn1dffZVHtTicKQbXHzkcDofDmWow82PCp5aIJd6WIUBW9zDBERrxkW2KjmULVqx7Gus87jaPp40qQjhEDYLQldeybpMpxavPF4eAwrMt8nffvfKlL7Ytrqoa8kebZASY3IePiUUJamX8gQGW0baYLUXWArbYAHNk+FLD7sv5vzuCWM+Dc/bM+jOTuc/k2Weh/XvPl7+M06dHNrPtnEmBtmomC7Zs2bJt27a2tjat3JNXMi2vxNbTfg6acYEqWoPeBHTSTV7ULzUzmeZKgmQKdXV19Z/+9Ce/3z9x3jLtFNHa2tpgMDgObTMWi0V9PDVqVdyYCcCBa5keyMRHAJcVK8LlaUqQFaYBDI5stocK240DFaaBFIesKe4+1AetBJlmCvsPncUXBiwL8i3zCxK/U29ey2fmx/MB05vX8NjMwYTLOBOEUfVH7pbgcCYdXH/kcDhJ4X915HAmI6nzmDLpFlBMh0U9mqjYmjFNWcIeVDuqqh1VBmoeDBBZDnk/MEres1IklWLwyomS/oD805f2r1hu/+ynP2YMwmjBMfel+PWKovQHBmQ5ZDabLGYTa6phGGmhAHOIBMJBGM5cAWFJ7RjEoqJJHMEGMH36SARbJz5mO/bxtmKxWJgMVFVVdX/NQ3kltkEFeSXTOgMDRw79Ib7emklaqk60b9++ieCkmxqo5sSDBw/mRH9kJ/F6vez9YpJfaWnp2M+cPsG8kl5bhWWwt6S7Xd156NAhv98vimIgEAiFQs3NzUhexa6FCYhZS4cTU3O8IRTdIEUzqH+G4s/oQDdmdoAN3p2ZkQR5WbEy8VHdnJN2EHt1/k3VAgng8OD01biZWoKcr7FAAjjUZ1tT3JVCgrw4YHmrs5g9fquz+EsFNxMuY+Kj+vh8IMxdkBwOhzOeCKMv4XA4U5F0tEWuP3I4kxFJknTNMyqU4vFNREGITYNUxcf4IHYpXVo6rD+qFFkLzGaTdWiJkkK2HCYQ6lywsHzZitlHW0/94z/9YPfu/bt3vfE6a54psgKgoAqliqLIoTATH9n5decRYKLBPMOv3za3XSFkKv67hc181DFRxUcMZ7fZAL7SikV5JdMA9Pf39wXDXq83WXeNqhNx8TGH1NXVPffcc3V1dTmcAskcskxHZgJfT09PvKx8+xjKLwEQzC+5MWt5MK+E7WxraxscHPT7/WfOnDEYDM8999xzzz2XjvMxGAxOTA0RQJexqMuYwAyemhtC0UnDLPbfjA7UiI/ogPUarKnXa5kbl7lW7ZCjUmEaWJ0fIwhq5ciEzLMMrSnu0u65qJEj47kwaNFu/mFYi9ShMzye93MjzgRlaxq//vhNCoczGZmK/47ncDgpSSetwBMNHM4UQ9Aod9NmWBKuUYPY0JgfdVjMJoNgoJQqlKYQIX0SFah5xoySpz71yaqVeXPuNbS43zty5OTJ0+coRbW1UFEUqlCmgBoEochawDLX8fgDA/0BGSBEEKbstPnpcXfjY+6cuX3U1taytO/y5cvf/uNb3d3dAGRZXrxi5Z5X/z0+383yvPuG2b59+/bt29UaHM7YYTKcWl09Rmpra0VR3Ldv38svv4xhvbioqOjXv/51Ts6fmt5pFcH8kpFNW0XvtAqv1+v3+3/2s5+dPXu2rq7uzkrYlwvnnCpd2mdKrHClj88ym31kJEGeNMzSyo4ZSZCzEGOWlDBzPCXIClO/ds/hwXtSHzLPMjTPMiIXXgrmH+qblmzxo2V9CzSZ6wsDloQSpG7sI5sFOerFczgcDidXcP2Rw7nr4Noih3M3c2BX5MbNTkCvHWrFxITmR4bZbFpK/oYQQilVqJLMCOlzUwD1G58wmvFw1eMFJRDy+01mIRQavvcjBIQIgiAIgslkjLc9ApDlUGdXryyHin//juXc1SkrPgL6IY+565y5TTAJ8oknnvj3n+2xmgQAeXl5NpttIKL/fmA5WQDeYTAxhglORKylpHw+rNmEnWtra30+X64uZMuWLQ6Hg/XPAKirq/P7/ZcvXx4H1ThvsFe3J5hfUvrIJ2YuXvGlL30JE+ab53LhnLFIkFrZ0WeZnf6B90U6tJnrG0LRDSFd+XImAmJs5joLCVKXub6Snv4IYHX+La0E2R4qHFWCXFPcrZMgLwXzki3W1c5cGLBcHEjwl7bHZg7qJEhtKJszoeCGCQ5n6sH1Rw6Hw+Fw7goIIQd2RXwSXShGFqyk56RoJ3bsGpTSpQvCT8YfbkSh+riMLhcIYSpkRFEUSnVCpE9SBJiadu9/6ef7f/6r/V5paJmjzPmToQUrAZNR8sdODVuyQPda/sAA+wBgNptNbe1TWXwE8Oyzd/oKsoGpkJVzZ8+ePbugoCA/Px/AzaCiWzN79uzFixcDsNvt1dXVLC/MU9gxWEtJ+XxSvgDWaSQr/bG0tPT9999X1d6xs3XrVlEUVb2YvV+qgnz7sAz1zuhotcSpkA99un75n30GcQXr40yfqViVHXvNY7VAqmQqQWo3WRY7zWNnIjALMT9+M5UgVxmvayXIy4r17XB5msfqmq/bQ4XtocS2d5X5lpjE9KE+WwoJ8sM6CXIwsdN/YVFYu8ktkJMarj9yOJMLrj9yOHcpo45N4XNVOJwphk+i59x0oRh5zDlELEEA59wJQtQJk9cmWqjdLKFVIJQQysqyKaVaIVKhFBQDgZDkOS15TlvyTI855UedfQAcHxMUGnH7A6xsW1EURVH8FeV+f3+fv7/P39/Z1dPZ1SPLoWBQNghCXl5e0RtHbtuXZCKhjWAfOnTnriMzamtrCwykwECY+AhgIEJVF2Rzc/P69euvXr2qKAoAr9fr8XhSn/DuzGUTaymsw9lS67QsLJB2u91ut+/fvz+HV7VlyxYMvyPs/NA03txWSrrbS7ratXsURcmfNX/lXz71fnD04bO3D63m2Gcqvlw4J7vzVAav2sIjNsZMB0HqJMgbJINjHbh2RyVI/SDI1BJkRoMg5xcE00xh6wZBpilBvnGB3ziPH48//vidvgQOh5N7+I9RDucuJYW8yP+WyOFMSd54MQLgMecQ+y+B4Zw7+pQqQi6IfEKXvDZQs4VOE2BW9yiQS5UlpXQpoilqCEL0AUAB+sYuhSqG2ctCa52Di1YN9g8MLBKjx1aKhFKAQBAEIkT/ERIMykE5JMshWQ6xZ40GAyEkoihDQ0PKybbUeoPk94trHhnb12YCoG2h+eMf8cc/3rEryZzplph/T/aHKYDm5ubGxkZmnWM1KYzUp2K1NrfxWick9PpF7WZ2FsiqqqrW1tYcWiABNDQ0eL3e7du3q43YOTx5alQjZH+gH0BRcRGAOcuqZzy4tndaxbhdho65/VeKQyMmuzFKkNrNjAZBzlD8uhR2RoMg4yXIDmRWgzMnNoWdvgSZXRfNWAZBJkxhZzEI8o0Lwrkecq5ninvxJw5DQ0nrzhmvJKxu43A4ExuuP3I4dx2jyotcf+RwJjWiKArUfGBXhG1SUIUq+10yQB9zjtyYLaqh59z0nHtE3CsKLrUOjoiPBmo20UJt7JqhIIQ4myTTH9nHOTcVBGz4BlnkiN6qqS5Ln0TzyqxSX4C5HwGAwGShRfeMfFhttKTEWmYrKbIWFP/+CACqJB006bp6Daap0mGqnfk4eSyQjALDyG35QIQe+M93WR1KVVVVpqKVNmDL5Mg7G7kdJwLdI4+tSeWVFDCL4sGDB3N2SQBrM2d1NEyCHOfgfEl3+6UTLUyCNJvMESUCoCtiVCXI8f/2KJFjQr7aRHam6CTILkMG5xnLIEjESZAdsLoxM/3D47toLivW29dFk9EgyAX5MXXnb6XZhZ18EOS5HrLjqIEpj9wCOc7wWxIOZ4rBf4ZyOBwOhzOlEEVRfaxQRVEUn6Scc2OhGFkojsy9mif2EzpigSQEM3ufDMvRTQM1G1GotT3qSFZQ88YuCuCjzugQwHMSXfnwyG2tz610dvXCZHRduQaACKDL5uTF3jUbhl/UbDaZTEaBuSspVRQliRGSOJ3OZNc5mdB2Xk8q/yOA6RZBlSC7urqKp5dDE9rNFFVUulvEx3gLZPn8LE5SVVUlSdK2bdtyckkqW7ZsYRLkHXk7jv7vn73zv5quvXfcZDYBsBZa5ZB8fUi5ULzw5dffGn/DbHGob27/Fe2erLtobGG/LoWd0SDIGTSmzzqjQZC4DRJk+nXYWXTRxA+CTLoyNoUNIGEKG/ESpD+tP2VxCXI84Z4JDmeKwX+AcjicxPD5jxzO5GWVuMYnKRElQiklBOc8CkBZ8lploRi2i5Zzbvr7FymlWBjewPYnsz2qqE8tiHxC95RPoj6J3lf9gUqRYDjW3UfOU0opKFtgstCyIovkD7gDAaSHQAgRCOKMkK6r16ZI+JrxyCMxFsjnn79jV5IVhcaYZOJfPPV01qfyer3aOYP79u1jEeDsL25SkCMLZDAYHH1phmzZsqWhocFisTAVMufnTwZ706+dOX7l8OtFkUGzyRwOh23TbPl5+QaD4YOf3TRz8Yrx7zIqDvVpU9gYQxfNWAZBzlD8YxkECWAWYhTMLCRIXR327euiiR8EOW4p7EWldFHpyO+dcz2ES5AcDoeTHfynJ4dzN5KOtsj1Rw5n8nLjZhcNG37/YrQfxidhoRjRrTEohY9tkhc7Cs9JtOPI3Lze+8wmY0hGattj9FhqBqBOgVR5Yxcl1LBm800AlOL3L1KqGBY5AEBRlNddYVtZocGkhOf2glC3PwAg/MlV6XxGBEQ1QrIbQanPL/n94ryKKWJ+nPywIhoANptt9uzZKx/+oJCfVMVGklGPOr+kdubglJ8LmRMLJIDW1taxX0w8tbW13/72t2tra9lEyPF5O7QydEl3u3LhxFBwqKu7izUaAVj55FMfeOixcbgSHTkcBGmLxEiZmVkgxzYIciYCIq5p93TAOpYuGmTmgsy4iyajQZDazRQpbJ0EmTCF/fgCRSdB8kGQt5tHtH+N43A4UwWuP3I4dxfp5BR4loHDmdS4XK5zl07MXUbOSfScm76xiwIxwWUBZoNSSKhRoco8xxCBoaNlRigUUhQQCP7AwKgvISB6h6adAvnGLipQE0teUxo1PxoE4yIHMQjCOTc6O8JdtwKVNcKnv2FcsrJI8gd25ukT1QaYjTSpaCWQqAsSgOQPwGQSP/O59L4qk4StW0ceT7YWGsQV0SxeUZ1CpWpra/N6valdjay+ZtTWmqnDmC2QjNy20GhpaGhgEyHHx46qvgozOS4qs947eCVvqI9SOjgUlaK04yDHk1xJkLawP76LJv3DxzgIMl6CHLc67PgumvZwKv0RwJribu1m6kGQH46VIJOlsBcWhbWbyYpoKqfF/LbiFsjbzRrtQJIkcKsEhzPp4D86OZy7C64tcjhTG0mS3m45uLAm/Bf/QAgMbBojhmuvAQgwm2ihkZgFIgCYsSQwe/mQp/Xkz/9tv+fYGbPJKMuhoBxK+gLDJ2EPmAXSJ9E3dlGfRBeLRSx5DeD3L9JzErWvLCSEAPj9i0r3ZTOAxzcJAD70T4HKtcXuC9c87raYM9NY6+WSBbqXZkHsnVc7WPJaO+xyijCZW2igKaKx2WyLV6xc+vCHkglVTFFKJlBWVVVpN5kLcupbIAM9MduZF2Ezx2hjYyPr/7lNrF27FsDtdkGyk9fW1iK2lWge7bMZwmaTeXBoMD8vXw7JwfySG7OWB/NKbt/FJCRXXTR3dhDkTAR0ddhjlCCRdhBb10WTziDIuBR2uoMgU6SwdYMg00lhg0uQ4wK3TXA4Uwz+c5PD4XA4nKnDwZYXFSJXOgQAH3GGBWo68590kUgFmASYLXSaadhdSAjC4UhIjjzy9FBFTd/R1lM//9W+n/x8LwB5NP0RgECjFsjLLaVv7KLnWoR7HYWPOnsAUAqfRM9JtLra/tnPri2Rlx3YpZTPNxJD5KObiNqFPVfsDWOwqWl/0+79AAwwm6hVdVZGWboQS2MkSHdfYONZn9QXWGKvmprJ68ncQoPYIprZs2c/8NAqbYQ2IQlT2NkV10x6Aj1aCyTJXH/EsATZ3Ny8fv36nHfRMFgvdkNDwzgUlK9evXr58uW6b5KS7vYrza/nWfIURTGbon+06LVVjLMEmbCLJrtT6buwx3cQpK6LBkAHMjvDnFj9MX0XZHwXTUYpbIw2CFK7mSyFneYgyPgUdjoSZNutSNst/fwTTg7h+iOHM4ng+iOHczcyamCBJxo4nMmIa+cLJ93vV4qEmRDtonmJWKwoiIRgpAVGqr+hCspBgBrNeMw59OhXOucvmHHshPcXv9rf4j41agrbhEIATbv3v/xiq5EWfNSpPOYcxHDy+ve7qADziipHUXDJn/YUnW8xXDtHK2tIpUgopQpVAFSK5NkmWiUaPR7fs5t/dMx9SS8+Mj6xVpUgXVevuTquEbNxdmFB4dws7/MnOpO8hQaxRTSEkKUPfyiZSy5eZEymZLH98XltNotw+/btY7riiUSMBdI6LQsLJAAWWrfb7ZIk5ezK4qitrVUlyNtnhNy/f/+3v/3t5cuX6/ZLb+7vPXFYt/OOSJC6LppcSZDjOQgSt6EO+7JiTXMQZIUx5tfNqIMg1xR36wZBpkhhZ9mFnWgKJIDHFyjazVEHQe4/I+8/I3P9kcPhcBhcf+Rw7ka4vMjhTD0kSXpbOlQpknWbDOrOR519goBIRAkEBmU5rJu2KMvhmXn3LzF87kG58a/u/7ZleldhgbnFfepTMuQFAAAgAElEQVQXv9q/56V///GLryR7LVfTr11Nv3l28w8lz+lK0bCpaUgtvGa1M4SaHMvvB9Dw9R++4zluyifEEFnkAOvDUeuwAWzc+Beb6/+KgLiafs0+JM9p7WuFSf+O7ps7B/31Z7yS379iXqnzb78w66H7Jcmds6/dROaPf8Tzz08uI6RaRMNIUUQT31zMFEmdyMi0rYaGBsQWksRvTgVyYYFkjEMxNDNCsnGQt8MFWVdX19ra2tzcXFw8IhupzUV/94XP+H6zq++yT3vI+EuQORwEqU1hY8yDIO+4BJlmF038IMjDg9NTH6IbBJkihR3fhZ2mBJlsEKROgvR1J9Uff3B4kCmPbbci+8/IyZZxkjHqCEh+O8PhTDqMd/oCOBzOxGLDhg13+hI4HE42SC1HFCJXOgy6/QYzFQyQ5bAsh83mcJG1AECpsqRQrry/cBkAogDAnt0HTh3trBSF8MkCKhtb3KfMZvOXnM8LAhGrY0qumT5IAUe1vfjBlkpxCMPK4zk3Zc7Hh1Y+EAopv/jV61QIr9l885JU6JOgjoYEoCjKdFJdFf4CgDIHmhzPu3a/InlOqednL6og7PacAaAgdO/a4iDpfnBTTwR7eo9NiyDocrmmZgR769YYwZEV0Rw6FNNOM7GZbhEuDUQA2Gy2wcHBxSuqvV5vski1Kl2xnhlRFJlrz+v1so4atpO57dhYw7q6un379o2DvnbnsU6DtQe6uZCZsH79+r179+bwiuLZsmXL17/+9ba2thym5lmsm737jY2NDQ0NsiyrT7EHjY2Nra2tdRUVlvnzg/kjmmOvraKkq90y1JurixmVuf1XLhfOUYc/skGQOl9kOlQGr/owW01edxmLfJit80WmYAb139Dkpm8IRTdokVaUHJVZ8HdoJj92wArMdMQW1KRgrhCA8bo2ef12uBxx0yHjqTANVIT720Mjf6g4PHjP6vxbKQ5ZU9yllR0P9U3TiZIqj5b1XRgYETQvDFgeLUuwbKE1tNBqVJ2P5wOm84GwNpfNYIMgVdsjS2HrRElG1T0G1fnIUthV9+h/QXNG5dVXX02mM3L9kcOZdHD9kcO5u+BDUjicqcrb0iEWcI5/ymBCXpEy6CeyHPIHBpaaP1NGllFCKSgZDkIESQ+AdZuEN3YNnfijP89UCCDQP2g2Gd9pOWkwjAQmmDL4TP36EOnvEeZdwG9U2+M5iUIxRkImyXNWlkMPrJ720OYzAN7aSSprohdGCACU93xitvlhaMpmnBujf/xw7Y76LofIrV7hbEUNAKzbZABCQPTm7RFn98mNMaWlU42tW3HoUAIVcuvWmHT2BKbAQAYiFEB+fv7iFSvfb78AKExSZAuYesiURO2BTHxUI9WiKK5du5aVkKgS5PiUL98p6PWLpHJkpB2xlup7adLGbrd7vd7169eLorhly5YcXWACnnjiicbGxtwqwsuXL9fZHu12u/a7pa+vLzoqtLu9FxV3VoIskfu05TOXC+fofJFpUhm8+q5xsbrZZSzqihTpfJHJmKH470OH1vZ40jDrPnSkL0GyOmxJY3vsgHUWrDMxioCoMlcIXBECWtvjFcU6qv4IYHX+rcOAKkG2hwrbjQMVpqSTQNggyEvBqEvxUjD/UnBwnmUo4eIPl/Vphz/+obNYNxqS8djMwRfbRpLXb17Lf6YqwTTkxxcob1wQtBLkuR6ia6dBrP4IgOuP2ZFCf1QXjNvFcDicMcL1Rw6HkwD+F0UOZ3IhSZJCZCCB+FglGtok+pgTRWV0/uBnp5P7QaFQBTRm+XF3e2WNAOC9ZsVSQCtW9gavzB64GL2Xu3+5HcBXNm2IyocU8lBoKAyDvOTK+bknT7SfkyihpvkL7zn3XhcBDQz4P/TnpQ989kz89ZREllQMfWIwiCCVzWZz/AJViGwzvtRFkt6tVYpEankXU9L/CM0USF3y+vnnb58R0uVyAZBa3tHtF2seApCp1XS6RbgZVJgEabPZAPzL176iXcDkJPW/GNYcRVG0WKI1tSxzrYUFfhsbG4PBoCRJy5cvV/2SU4pAN6zDEqR1GnAxu9PU1dXV1dWxwDJzEebqAnUwgTiHeL1eURS1F/wf//Efqh+W7W9sbFQdlyWJJEjLYG9Jd3tuLywZrItGm7y+XDhnWc/pFIckozJ4VZu87jIUp6k/IokE+WHlbPqvHi9BSpgp4lr6EuQq43VokteXFSvC5bpodkJW59/6txgL5PTPmi6lWL+muPtnN0dS0heD+cn0x/kFwQWDwQvD/dfJLJAAHps5qE1ev3ktX5fLZlROo9rJj77uxPqjzgK5/4z8xOIEv/U4HA7nLoHrjxzOXUc62iLXHzmcyQXTX7STH3W86cpz1n/CZrifgFAFANQJjAA8bp9CZDYVOiQrFhNqPztkNJ97fXv+1VN5M6ZPe6flpNlsevrZbwJYsbxKPfBEaxsFwooFhJqK5I73rxvyqUBNTzjJ3JqR+0aFRJjYOS/0l6WRJYKZAJQi1TysTuFYFzk+2uetv9+bamzdijVrbrcR0uVyDWuOFIBYvUy3QGo5AqC+5R0AYs1DoiiKopjOmQuNIxZIm8327H/77zv+5VsNDQ2HDx9mNsbm5mYMT3tk+5FIc4xHt2b9+vXpXM8kQm+BLJ9Pr1/M+mx2u72tra25uXnbtm231QWZw1A8K89pbm5Wlc3r1693dHQAYF00THzUvly8BBnML+lFxXhKkMWhBC7ITM9jC/ttBn/2KWzFP4P4bwgjQeyThlm6guzUzERgFgLaIPY4SpA3tcMfR01h6yyQh/r0oyFVFuSP6I9IboHMbQr7icVmbf8MT2FnxCOPPHLo0KE7fRUcDieXcP2Rw+FwOJxJzxCS3pqu22RokyIlSpVNuR8ABSWCAIAqI+LdUY8PwLpNAgCDaWT/k1sGz0uhznfn9PqNxcUF77/fbTQaPceirkaTySiKdgqlpLjoSqD1lPsWgHsd+R9xhgAS0zkKAJgf/ssSZQkAqigmM5HlBAOzVLqEUcVHhNK+GZ7E3E4jpCRJP9rZCFATrGL1MrF6mejQi4/Rle5T0emcLUeklnfEmofSsUOyIhpVglzygOPJz3yutraWKUoJvY1j+XSmGjmyQDKYTidJ0u2WIMeOdu7n4cOH1e8Kl8vV3NysitdIVLBT0t0eHCzptVUA6A/0yyHZbDJj2vhJkPGDILOTIOMHQaafwgZwX6TjJGapEuQNoegkMpMgHbgGzIydBVmUvv4IYE5sCvuyYl2VxlG6QZCjprDXFHcf6oNWggQS64/xFsgF+Zb5BfG/qfQp7PN+Y7z+iEQp7ISvy1PYWTNq/wyAT33qUzx/zeFMIrj+yOHcRaTTLcN/i3M4k5GjLWfUAYvxVFdXnnLfQn26Z6tYEQGQXwQAC8XwQrG115XX3iKb82GAAKC6OmqBpFA8njYACkIgZN0moVJMcJ8GwEynldIlcQXciSPY6ZL0M55ypDBCPvJIdirk93f+k9t9CgTrNhk+t+L51ItFR1SaZEKk1HLEpQyJD64e1QipFtEw6p7MvbmemSinHjTQQ6w5s0BCI0FqTYU5hAXhmW6ocyamgKmNujGgXq+XzfrULWbidXNzc4o33TLUW9LV3murKLQWyt0yxt0FObf/yqnSkc6urLtobJE+VX8E4LPMrsTVjCTIt4R71c2xS5A56aK5HSns+RoLJFIW0egskG91Fn+p4GbClQutIa0F8s1r+nZshi6FndACmV0K+3fH+j7+QOKe7ruNdG5MRp0RyeFwJghcf+RwOBwOZ4rzgZpLp9yFe3YfeHrjuuzO8JhzCM6h85LxvGQsUapa3KfYfgJiF/Nk0l3pECrFqKeDxsWiDdRcrCxUNymQV0RCnTQYTKo/jhq+9knUISY2600BJEmSJAk+n3Q11tk6fTqCQVGWxXBYDIeBYV/kmjXpx7GZ7VEhcqVIWGa/jb7EushHhQmRrt2vSO5jkvu4KDqcm7+S+hDVAglgIEIHIrTAkEvlmKW2pyCBntxaIDEsQbJBkDmXIJmtkjkTmT6oSpDxvUOs3lo9VvuYzfRMGMNn/kd2ctaWnhAmQXaYRyb8jb8EqRsEmUUXjS3sr0T2gyDBXJCaQZBZ1GGPXYLUdtHcphR2+kU0OgskUhbRvHkNWaSwExbRZJTC9l4P/u64H1yCzASuP3I4kwWuP3I4dx2j/obmv8I5nEmHADOQ2HgIoFIk7zvu8bjbVrorHY6odZGAxAuFqVkohheKYaC1ZuR1TUZaALB5jknPdq+Y55HankaW6mc8B3ZFAOShfNSVkw5Jklw//CFCIYRCAMTiYgDO2bMBSH19kt8vKYpkMEiRCADnwIAYDkeNkOnFsb/v+oZbOsFsjwnb0tPBuXFD1AgpSa6dL4g1D8cbIaMSKgBgMELDFMtWOpatdNwMKvMKchk/XL16dQo3HHPV5baXedzQWSBhLUW2Rdgqt1WCxHCsvrm5OVlNubZxiJkc1VR16jP/4z/+49mzIz0qqd9Zy1DvlZZ3Zzy4ttAaddKNpwSZqy6asQ+CHGMdNoBZ8MemsDOTIFcZr1+WK9XNy4p1Thp12FmksNMsonm0rA8oTqeIZmFRWNUfkTKFvePoyA+0Ny4Iz66MxC9LM4Wtio8AvO/L3utBe7klfhmHw+FMUrj+yOHcdXB5kcOZehhgBvpTLKjd3N5ab9rT9LrDEa2LBQEoqAIixKwUBLCCmpAM0xiy0QJMyrAkOkQ6gXs8bt/KlZWpj2K0GV8a/fzUnGkj88TH9Z3vSK2tCIXE4mJnpf5rJRYXi8XFmD0bgOvSJcnvd1mtYiTi9PuBYSNkSgmSiY+q7VEljaofPSNGSEkCoOqPLpdrCNdPtLQBoFAEzT81Tx89/Cpwf/UCYPaHHqpJs8RmVJiIlqL5RKuCTTIhMtYCSayldMz6IzQS5N69e8d+toSwmnIM2yFVVq9eHa9LqiNBU7B+/fqioiIAzz33nHZApNfrTWaElN7cP/PK1Q8//XfqnnGWIHPSRTPGQZAJu2jSrMO2WCzBYDC+DrsD1lmwZtRFo0thzzX7Rj0q0xT2nSqiwfAgSHUzzRR2OoMgf3fc/7W7W39cs2ZN6goaPv+Rw5lccP2Rw+GMkM6ASA6HMwERax5qll7HpqQLbHTFl+sdO5tebtq9v37jEwAIIZRSAGR4jKJPoswQRwgAhIPp6o+lypJpypJSuhRADzl9wfhb3YLHnEM/aZE9nhH9MSzTsYxv9EnUUbM468MnIJIkSS+/LF28KC6rEhdViOs+GH2i7QoAHDiiW++cNw+A6/x5aWCgvrh4xAiZPIjtcrkSio/R1zGmG8GOuYyNG5gE2fgv37KUho9KpxUEAax0LLLQaew7TaVp934AHo8XuNTqObxSXLyq5mM5USGXL18eDCbokQBQVVXl9XrVoYRjf61xJsYCaZ0Ga8/YLZAA6urqvF7v+vXrb5MLUiXe1ciKzpllta8vrUjytm3bADz44IN5eXnQvI/sbU0hPV87c5zNglT3jKcEmasumrEPgtR20SDtOmz1/1PxEmRGddi6FDYyGASZQQr7DhbRpJ/C/sHhkSGS+8/If7c6X7fGXm75OKBaIMFT2KPBTRUczuTC8M///M93+ho4HM44weTFFP+vf/XVV0+fPr1s2TL+65zDmVxIknS5w2ebRWyzEoh6NrqiKvyFWbNmtF8/f9Rz/tq1rmqWwo7eHxGHw/5//s/blCg+N/V3K/4rxaffLDx5oPDo3pGP/o4Srzu0UAxrz0xgWBT+9ExlTR6id4l5mJ5P7+kR3gOBoomE93eUnnZ3lc8smznLRkBCg0SJkGmlpQk/nS7h+CB5P9kne2BXpKsDG9Y/M2vWrGRrJheSJLm+972Ori5xWZXzy381q3LuyHNlxSgrxkNLYSuGT69ciNOmzTIYpIEByWjsIEQMh0FIQv1RkqTfvPZzSiKffT7x357zUV6mPJDFxYuOZRfbr548dfZS+6Wqh+iD643rnKaKmr4nHviibmW1o6raUVX3Zw/PnFlGIBx1e1ukt9s7Tj9UM3rJaWokSTp27NiqVQn6dcvKysrKytjwQfZg3759bOcYX3SckIeIOQ/mqE5BgJzojwBWrVrV1dW1d+/eioqKioqK0Q/IERUVFatXr25vb798+fIXv/jFdF76e9/7nt1u/9CHPqS+a2VlZXa7nb2hnZ2dXV1dOnF53759nZ2ddrt9ycIKYygYzC9Rn4qY8sLGvLyhXnXl7ROmS0J9N/NGFLSgwZIXCVqUxFp5MvIVeVCwDApaHxyxRTLIUM+g/n5i6SfRM7DHM2gGZyiCHIDFj5E/SXWg6F50pXn4XCHQR819NHo4ezxqCrvEEOpVTL1K9KhexVwihEoMSSeNEEBbRNMTMc5PksJeUBA82jdirgTBgkT6I4BuWeiWDcOPDdMsyjSz3tsIgBB9/3XltAQDScoKBG0Ku2uAxlsgy6zGzkC4sz+6rLM/8sHKgoTXdjdw6NChS5cunT59OsWNyfPPP3/69GmuaXA4kwJh9CUcDofD4XAmNk6nU6Bmn1t/X2SjKx4K/avqa/tqff0DjvkeT1vT7v0ed1vUgEgBYCAQbjsiXGixGILTasSlNdXLnqn/c9fOrz1T/+c11ctqqpedk4SrLff85OkZh3eO9CHUyN9mtkctpXTpgvCTAjUJGHGOrN58NULln+x5HRg2WCYnRRzYJ1GfRO8Ty3OV3r3jMPFRzM93rl/r/PJfJV1XNQdf/SQq5+h2i2VlTcuWifn5ktksGY0xBdkaDra8qBA5ofORkUUEm9Hn77pv6UIAZiF/ndNUKUb/bXnM3JjskGpHVf3GJ+rr6xzVi49J3h/u+O/qpMjsYCY7bYGyFq1djjnm1C6USUFM5to6jZTPz9WZ6+rq7HZ7Y2MjMxiOJw0NDXv37k3HepliuCd7Z0VR1FXZbN++ne1hvkhWR6M9MJhf0jutQl2fcE5lmni93n379iX73gOgMzxqh0KmT2UwxvDYZSzS9tKkg87weEMo0s6FTAcHrs2KNTy6NY7IUdEZHi8rVq0jMhk6w6PWDhkPK6JRNy8F8y8F85It1gqOFwYsFwcSx5wfmzmo9Ty+eU3vWGQwC6S6ea6HaBPZKiyFrW6yFHb8sntjM9e/O5ZxeTqHw+FMTLj+yOHcXaRjbHzllVfG4Uo4HE5uERATltYpjyrDEqSvqWn/nqbXCYjb0/ave14wF0ZWOOY8U//nL/z4q08/ve7p+nXVjkoA1Y7Kpzeue3rjuh/v/OrT9R+rqV52TiItO5bffLfyQTmpwBSVIDX6Y0jGQ5/vArCn6QAhJCTDYk58Z5h6+OOBXRGBmhucu0b7ekwapJdfRigkFhWNZK5T8LGH4yVIAM4ZMyAIroICAHj+ed2zLpfrpPv9SpGkLpxJZ+ymFlmWb3XekuWIw1ElinajwfSHnTGCQo9wJsXhTIWsrrYfd1/asXO7y+XK6NV1JNSjt2/fzoQhVYK02+3scQrBaMLBpkCqaBtpxgyTICVJWr9+fQ5Pm0MOHjyIlIM7165dC82UT7WXRntIMglyjN8G+/btY5MoU4iYbBCkds/EkSC1oex00EmQHbCORYJ8O1yejgRZYYoZbXx48J4Ui3UzHy8GE8uFiBbRjHBhMOmYxYVFMa7/ZBLk4wsUnQSpc0Qynlgc85s6of5oL7fYPzCyzPu+nOzapjyPJBknwuFwJilcf+RwOBwOZyrwUM2HfBI9sCtioysqI0+lmOX31fr6zfV/tcIx1+Np+4d/2PVj1yun3V2LHFj62ZMrV1ayOhqaqMuaaZHV1VWn3d37dvXvavptihmOpXTpotCn71FWss0hPypWhOetoEePtu3akeU9PxMfv7p5lJ7cSYTrO9+RLl4Ui4vFar2NNCkfexjrHtbvtFicxcUQBJfNprNASpL0dsvBZGMfs8bvD/T5+wCaX4S8IsKUxLPSoE8aMeFeNL6WWoIEoBohW1qaf7Tzm1lfj8ViSda2rGpMdru9TkPWrzX+6GpncmiBBFBXV8cqXMbfBTkqzc3NkiSlfrMOHjwoiuK+YTCsMutS1ToJUpblrojRL+THr0wH1WWZjndybv8VrQTJBkFm+ooAbJEYyazLWKSdCzkqMxS/ToI8aZiVhQSp3eyA9RpG1xAZc4WAToK8kp4FUitBtocK20Op8sg6C+ShvqR6fZoWyIXWkNYCqS3F1qHLXPu6E/9+1EqQbbci+88kkBe5BZKxZs3o0zn4zCgOZxLB9UcO524hnW4ZXiHH4UxenE6nw7HsYktB7zviqIP8RMeyv63fVJBfcLPnBjFEPvjZof/ylCww5THBbKsY6jd+rL7+CUf14hPuq66mX6dYWUqXlkUeADDoBwDBQB2fuxqiA8eOt/3iV6+f9aYqM9Xhk+gLG8M+ia6qWTuVktdSa6tYXOycPTuhqzEpVXP0EmRenmixiBaLpCi6FLYkSQqRKx2j/5Nv1Ah2m/El9nHE9Fxr6dfbPvBNX/m3Wgu/ddT0zaOmbzqedYdJ/xuumG+gHmH0pl3VCHlUOpN1EJtFsHViENOVxhiwnRDcTgskY2K6IA8fPpxaH6yrq5MkyWKxQPNGV1VVJVysSpD9gf7+/n45JK988qnFD2c8fpQJnaIoqs3do4qYuhR2n6lYW42dJrawvzJ4VbvHZ5k9/hKkGCtBSpiZkQSpHft4WbFqq7GTUWEc0G6mTmGvKe7WSZDJVj5a1qeVIN/qTPqOpGmBjE9hJ7RAxqew49fEWyC91xNPqDzbMbC3pfO7r10+2zGQcAGHw+FMHLj+yOFwOBzOFGF1zZMGmCXPqXQWS+5TfYOdS1cLT20PVtwfHhqSI2F6I9wK1omdRIgkIAAZFoyqTriv7tl9IMWrlNKli4KfD8swmIgSISazYdGDijnPcKK1zdX0imt3gmkP8SrYgV0R5nz8ovOTTqcznc9uUiD9/vcseQ0AVRn6oarm6CVLQXAWFwNwFRRgxw41hc3Mj6mT1ynoFI61GV96x/Rf3zH91y5ynH2w5vR482ulSHTW2R7hzEXja+m8UP3GJwiEnTt/mN11MnSDHbW+OWZ+HMvJ42Gy1/hwWy2QGA5i5/ac4wAT/pqbm/fu3YskzkeVffv27fj//vmtPT+QQzIAs8lcWFhYtHxVMK8k4fpkeL1epnc3Nzc3Nzen+a2Vk0GQtrBf13zdZchMx5yh+GcoMWfIdBAkq8PW7slIglxlvK6TIEdNYVeYBjJKYc/X6I8AUlkg82NEvT8kkSDTt0A+viDmF2cyC6SudiahBVJXe302kf64t6Vzb0snUx7PXh2MXzA1SMcekY7NgsPh3HG4/sjhcGLgKQYOZ/IiiqIoipLnVEJdT8e/7nwxTIPip/rCkTAhRBAEQRBuRlqZ9ggAVJ/CZuKjuskkSMlz2uNO2uZBKbXR5fdZPg8olOLy8XyfpCxYkf/sl/8WIOxStVerHUHI4uQvbAyfbzHeJ5a/tOfVD4t/nf5XY+LDzI9iccY2qCg6/bGoCIBosUAQXH4//vhHPPqo9JGPIBwGpVAUKKNZW2NhyqPP8DOdIqxQhVJKSILs/SIHKIkccMUU1PYIZ46ZG0cNYgOor68D6A93/PeMrlOltrZWa3Xcvn379u3bsztVmgSDmRUZj4mcWiC1sXR1j9frnWjm4nS+wkz7U8Pj8VKgWhHDvjeunTl+9Lc/M5vMhdZCs9kMoNdWkakEWVtbK0mS3W5/7rnn0tS1J9QgyLFLkLoumg5kYKKcE9t8nV0KO8Xi+CKaZCvnFwR1KexkK9O0QALIzgKZ2AWZngWScbZjgFsgORzOBIfrjxzO3QXvluFwpjbOzV9hEqTkTuqClNynvvj3XyWGyOrPBy1mk8VsstmK2Ee4+CIhhIAQJjZS1QVJdOIjo7q6isDw7tHEuV2qUGaUm2FcXkZXEAHnjyoA1opPi6LYtOenYs3Dkue05DlVv3lr/eatrt2v/HZXO3M7vrAxfGBX5HyLyUitX93836ZS4QzD5XKNmB+zQ5fCzstTLZAqktGoGCPrNhJQCkoRiUQ/mBwZq0ja6Ar1MVMeO8kxhSraDwoaFR8T2XqYy9JCE0hjF42vHTM3somQPcKZbpJAjqx2VLE6GundpJXHKWhoaBBFsa2tTZ0DqI3HJsvkTiJyaIFkrSmsn4cJc8w6umXLljFeZG5JP4/PVmrfZfYJss9RK0zb7fbqRXNshhg5KVMJctu2bbre7XTI1SDInEuQY6/DzqiLJkcp7DtsgUzmgkzTAplOEc2oFsj1NWUxC6aiBXLUEZDcOcHhTCK4/sjhcKLw5AKHMzUQax4GSLJ08/ebdnxv566BPrpQjKx8tMBqzbdaY3wcvcJ7RCBEIIIgEDWIPRzK1lHtqGIp7Kbd+7X7KaVUoRRUPWq55fNv/7LgokewzbCqHiun09m056fOzV9h1yx5Tp+Wes+3mM63mGodH6kVP/bVzQ0/3fPLiebJyg1dXQBGzI9tV1ItToYutW0wABAtFsk8fGd7XxLRjcmRzBc5jE2J6o+nlaZbOBpRIoqi0FgUtj7OG6tSKZLTUnfi54bj2BeNr10yvSaZGtlHFznTNSxH1m98AsCOXTtG/dQTsnbtWlZEwxKyDQ0Nzc3NAKqqqiZjuFhP7iyQTKerra0tLi5m9kA1UzwZUd9cVX1Wq891sOohu91e0t1uGezVPpW+BMlmZTKtNtMG7ZwMgsSYu2iQqA57PCXIsaewUxfRxFsgLwXzEq6Mt0AmK6J5bGaMunfeb0z26ulYIBGbws7aAnnvrJEvwt3pf+T6I4czieD6I4dzt8C7ZTicu4SotVAUma9QNUJK7lNf2Pw1t+cMoJjy6Ee+PKggFH/4BeNv1cdEIIQQDOuJCV+OpbDdnhE7G7M9DouPTLkknqNtV48V2cpNPTdCOk+TKIpMiGza89OX9t/Gxd8AACAASURBVLzKPpybv+J0Oqem8ghgOHydgxNpLZA2W8xTS5e+feNypSP55EdCIAgAbHTFQ6F/LVMe8PsDnZ2dESVCKSWEEEIMgqB+CCQKRVS6TCJCQtuCnQxh+LrOG187b3xNMjUya2R9fR2B4Nr5wqhniKe2tvbb3/723r179+7dy5yP7L+ZikQTFnr9onYzawukOjZRHWHJ2lTGdnW3Ba1PM9ka1fboHYapz+wHiNp4/txzz2ll6LFIkABUaTvTzyh+EOQd6aJBIglyPOuwdSnsdCyQq/NvaTfbw6mKsNcUx/wh5GLKIhrt5oXB5CnsCW+B3NvSmfC1JjvcJMHhTA24/sjhcDgczhSEBbFVI6TkPvWjpp8oJFQpEoMZC8UIgDBJ7JW4YPiN+piNhiQgFMPet0QQGN2SV1EURVEo6HBYOyo+7tnz+p6m1wFU3A8Fwaw7jqcyvqz8j/EIgmixAHDl5eHmTRiNEAgMBiSMTBMCoDLyVFX4C7Is+/1+WQ6azaZ7I08xtVHQHUIIIUQgxCAIUWFa0RshFzkAwCdFb6T9/oD2IyiP1CwIcZbac4bXLhpfE1b9dplj+rvS22P/YgBoaGhgzSRMvdo3TDJ/3CQoy9ZZIK2l2Z2G2QCZiNbQ0DDRktcM9t5htPeFyaniMHv37j148GBjY6MkSezTTFZKk1CCTOfCRFE8ePAgNNbL9CkO9ekkyF5zVhbIXHTR3ME67LlCYJXxunZPWinstC2QANK0QAJIcwrkHbFAfnzFyDvCLZDJ4DYLDmdSwPVHDucuIp2EAh8QyeFMGZybv+Lc/OX8/MI//Knluy/sDCnB2s8NBYMhULrAEZ19FkJ//IE9wntaCRJaI6RCAfSQ0+zjguE3R03fcjzrkUmP56hvuJKEUFCAEpCjR3179rzu8bQtc9zz2Obwf/mMEcAQrse/6N1O1vpjlb6FhlXQAMDNmyP7hbh/8gmCDQ+otsc+f29QHjKbTUXWArPZpGaxk8HUSUIIpaCUqLfalSIhEArD88oDj5cHHq8inwjKQ+qH3993q/NWn7+baZGG2BIbCkQoAPiFCxGSwJybNayaZvv27V6vt7i4ePr06Wy/2kyiFSV1JdoTDb0FMlv9EQCzBAJobGwc41XdJpg8ykit9FVVVbE/bFgslvXr1zPlUWd4TEgCCXJaKgmSKaFr165l/TOjfw6J0HXR3MFBkGOXIOPrsNPvookfBDlqCltXRHN4cHqKxVlbIJNNgcSdsEDayy3aFPbvjvt1C+4SCySHw5kCJP2jDYfD4XA4nEmKxGh5BwBAC22hYBCP/E14/gO4dFwBDAscsqIAIJTKgmAywKw7Q4/w3gX8ZpqyZGQXQSgcOTHwi0JrvsWU4N8PfuE8jeZxKfNLMuVRQcgu5tVuvsr+6lkpCkel02P81HQ7mekp63NOFNqu6MXENFn3MA4ciT7Oy0OvRkyJDN/NKrFORUJseKAq/AUAff4eWQ6ZzDCbjfnmVGYiHUyTVgCWtifR1iICkDxim2FczrbyLCY11B8IDAKQ5TAQDMpDQbOpuKgkrLkuCihApWjwSUGXy+V0OjP/cuhpbGxsbm4WRVGSJDViXFtb29zcPNGtjskIdI8Mf7ROI+V6UTIj6urq9u3bt23btglogUw/Em6329va2tS3mNke0zy2pLu9FxXB/GjyOphf0ouKku527RrmllW/YcaeVZ/bf0WbvGaDIHUF2elQGbzqw0jyustY5MNsXTQ7NTMU/wzi12qOJw2zPqycTf8MrA67Y9j22AErMFMXzU7GKuP1y3KlunlFsc6NzWXHU2Ec0PZfHx68R5fL1jLPMqj2X18K5l8KDs6zDCVcuaAgqDofLwxYHi1LuAqPzRx8sW1EczzvN2oVSS2LSqlqe2QWSK0pUqXqHoMqOzILpNYUybi33OJ9f8Q87r0etJfHmDTvnVWgOh/PdgwASa5+ErJ169YPf/jDqdd86lOf4v5HDmdSwPVHDueuIJ2xKfw3N4czNXDtfEGS3AAVq5cBKCm27j90wP6g4f4PmQFcPikvrAkPJ18pIQjRAQPR648AeoT3eoT3YnYZgQEEAgMhswmAtrimUiRnWvzkiwQERz1tHo/P42kDsMxxzwcevFwpxiTCWAQ7I8VQkiSp5Qj7vNge9tkBkDynpJYjABFFB4gxJ4rVpEaSZU2rDAWG22ZUCKmkf1MWeQCA3x9g4mNeEYCwOtCxKvz5d8wxtebsmXgPj8DGQYIqlAogIFCITAAiAKAEQilduiAcnSuq/Z4JBAZlOXyr81ahNd9kHlETFIqFooCc+mRZYQiAmzdvQqMiqc+qjydFUw29fpGUQytBwtqD2Hbs9FGVu5xdX05RW3EaGxvr6upSrKyrq8taUE4tQbJ+ntraWuacVS8p9fWM/qJyn3by4+XCObqC7DSxRfq0kx+7jEVdkSJdNDs190U6TmKWToLU+SJT48A1YGZ2EuRcIaDaHi8rVoTLdblsHRWmgYpwvypBtocK240DFabEueM1xd2H+qBKkBeD+cn0x0fL+i4MjLgp/9BZrDNFqiy0hlTb4/mA6XwgnFCCfHyBsuPoiJLo606sPz6x2PyDwyOx7oT6o73cYr8eVCXIs/H64+x8bfJ6b0unzhTJ4XA4EwGuP3I4HA6HM0WQJMm188dMeXRujP7V4QubvwaCdZsM/kA/AEqNlFJoikMopTL6zaQw8UljsVrzA4HBUDhMFXR1+QGYzUYAoZAxFCLM8AiAeR5l0lvrDOqGvaxzml6oz0x//L7rG8dbzhtgYpqj+qmpsKZvJqC4aFiseXhS2iEPHAEeztICqUESBADOoSEAUJtihrGF7rOZasqUBwDIshyUB4fFRwAIk34jjX4n2JQVXcJxpCTqeCXR/6XAG7sUgZpjloCU0qXAb3XHWq35shwOBAYHAkMmc7jAOtL7QelYfbIqzc3Nzc3N6vg/Jhgxxx9bMEYJ6U5BAz1E039NrKU0W/0Rw8rdZLdAMoLBIIC2trZMdeS8wV5VfwQQzC85flG5cvh1AF6vVxRFbT+4NhieNWwQpDZ53WvOxgJpC/srcVWbvPZZZlfi6lgkyBtC0UlkJkHOgr9DM/mxA9ZZsM7EKGZGAKuM1xEu10qQq0Y7RGeBbA8XJNMfAcyPtUAe6tPnslUmiAUy4am0Fkg2BVIrQd47q+DeWYNTePhjOiaJDRs28ClSHM4Eh+uPHA5nhHQGRHI4nImJa+cLTIBz1m8QHVFv4LbvuMI0uPpzwc6u6C0NgSn6v8MQQhXIMkVqCfKNXeyuyRAK5UUiygIxPG9FOCwjKIcARCJCRFHe8RxdVAMA65wmYABIPBgrfd6Sfv7Szr0Kke8Tpz/31w3BoAzA7x+5obVYzGazWVUkXbtfkSRJktyi6HBu/soYX/22Ii5fLnk8mB07rM2XVQS7ag4OxO4Z7o0RIgZQjfg4tKRK+WsYoiUMQ8EAAKNGLYxANkLVH+9PoT+qWXvtC1LWfA48vXGduowAAFkQflJbrc4wm402WxEzQvZ03Sq0FpvMZnbSZM3amXLw4EG73R4vMk5S2XGEQE9uU9iqRXQi4/V6U6uKY/ksLEO9JV3tav9Mf6A/r7zCL+RfO3McgE6ZZd9X2b2QFjYIUpvCZi7ITM9jC/ttBn+MC9JQnJH+COC+SMdbwr3qZqYSpC6FDUDCzI8jrWmqczQWSABv59QCOc8ypE1hp2BBflBbPpO+BRIYTLgsOwvk/jOybi4kAHu5BZrJj6ktkGc7Bs525Gt7aTgcDmciwPVHDucugv9VkMOZqnyh/lOgdFX1Q1pvoGv3K7cip0Axb0XEbDaZzSaL2QQSIoQIgjZHSyiFQkNDtMdECgCo4yC97tA5ibS3WAEIsWLijVa8jZBdtMikZ5EDeXnIsxhf3PlPF42v9QhncvJJfd/1Dbd0AoR+9BlhkeOW/0b01stsNgGQ5RAAWQ4CMJvNACkqsjo3bpDcpyTPKUmSXDtfSMcI6XK5tJvjN0rSZgMg9fWJxZqiA9+V7KdADiP19Ylz5rApkA8Z8prdsio32wQHzFHx0e/3y3LEZIYxSddrmXK/L8lL0EQKIZMgz0n03gcKdYsJUEqXIAmqEbI/0Fdqu2f4qBzAGpAnfp46O3Kbwp74pGOErKqqYkFp5k/MVGVmEmSHuUwOyQBs02x/9pX/13GPZVZBTB62ubmZ9dtkdPJkTJxBkGAuSMMsdfOGUHSDFs1Q0tUxdSlsAO70UthzhcCV2BT2nNEGQa7Ov/Vv2Vogk02BnF8QXDCYjQXyzWv5umpslRxaIO0fMGstkLpndRbIs1cHp4z+uGbNmkOHDt3pq+BwODmA648cDgdIb0Akh8OZmDS6NimQ1zkNDzoGEQYAyX3q4LHfnvEMDARx7ypSZhsJFVaK8En62VJl9H6bshysSAToNpxo8Zy+1lLulcIGmAWgurpqZXVltSPaEkAV7NlzgAAeqQ0ovtgSss3IA/wASpV7c6I/ft/1jaMt7y0S8dFnBACEkPen/e+l5G90y/yBAQCyzHyR1GKxiI5lomMZM0ICSCgm6vp5Yp7SjJK8rVqk0+msP3RI8vtj9EcAB46g6pOZnattxC3lunoVAO67D6dOAcCNTswy+dy00kEqA58uK6hhy2RZDspD2uR1QhJGsBOKj1qunlV0e5hZUiEhAAJN4Io1m40s2r//hX6jyQzg8illwB9qfrel9sGaVJeYhG3btrFvgITmxylDDlPYLILd2NioTRlPNFg7eYo31G6379u3j4mPXq8307eezXlc+ZdPLXjgoYKCgvz8fADuW0HESpD79+9XE/05IVeDIHPSRXMfYiTIk4ZZ96EjawkyoxS2tojm7XD5XHOyv4BEWZ1/U+2/bg8VHgaSFdHoLJAppkBOZAvkxx8o/t4bI5/g7471ffyBmF8fd60F8pVXXiEkccM4h8OZUHD9kcO5K+DdMhzOVOUt6ecnpeuVIqkUSReOtxlfOrgz/23POwqRzQXETGAwxIxfJDCAiZRAZfhzAGzK/bpz/vvO992ebgJSU71MDdLqePrpdYIgAPC42zyeNklqq1pU6XG3VTsWA6+N8ZOSJMktHV8kko8+QwghAiEATCbj8IWPUGSN3lz5AwOyLMuybDZbmBGSSZCunS9og9jaHhs2TVKsXqbG1aEZJRmB/HbLwZU1i//e+c0xfjrJYBFsqahIL0H+6NdYl+UgSKmvDyaT0+nEW2/h5k3n0NDb4TyfW1l376fLCj6oLmNJdmOC2qGYEZDxLTQAUoiPv3+RUsXQ29vvcftUtVplfvhJn/GXIING5EMjRPokes6NS/9ZgFAeiU4LJcgzWwvwk10//skuUpOhHLx+/XpMdeUxSk5T2Ha7va8vY81r3GhoaGhubm5sbERKY6PdbmctNJnqg0x8FEVxrX2mZe6MawMjHrSOgbDOAplbcjUIErnoohm7BBk3CLIoHf0RwCrj9bfD5epmFilsJC/CnjgWyGRXmBMLJNCpbk4lCyT4eEcOZ0ogjL6Ew+FwOBzOROWnrl8DWLcpem/8yq4zzUf/r0LkdZsMFcsIBV23KeZ3faWDGKi5ZcfyB+VGm3K/Tnz0uH07ml6WPKcfrF6+qf4vkomPDGaWrHZU/c1TT6xYXnX+3LWmptf37D4wP/znKY464AohiS2RIUnSD378HVB89BkiEEEYNjWk7kIpshYwLVKWg36/H4Bz4waxehlzOrI1rp0vuHb+WJIksXpp087nnRs3ODdu0IqP7Cjnxg1NO593NgUX1oTc0okvPP2p2zQXT/zoR2EySf5Ed/UsiJ0hzPzo/NrXAODZZ9nOpQvoecmoFR8ByPIQkDh5HdseA5uyQrtJRwtGGwSjwRI+6klgXGIeWwBhDIYxKJO+Nnf48HeK3vpX0+U3jQ8a8h/MK3ROn960aEHTovk7H3nwu9/5e0f1Mkf1UqYau3b+2LXzhdSvzli+fLndbq+qqkpn8WSHXr+IgKZMwzoN1tLsTlVVVdXa2pqTZpXbRG1tbW1trdfrVeuDUpDpN4DX612+fPmWLVtqa2vFeywzNYLjtYGIdCuobhYXF2ddtJ0MNghS3WSDILM4jy3s1xkefZbZWkUyHWYofp3aqJUjR4UNglQ3O2B1Y2Y6B84VAtrM9WXFqh0KmZAKY0zm+vDgPclW6tTGi8nHQS7ID2o3/9BZnGyltnZG9ULG8/iCGEv4GxcS34Draq/3n9HLiwDujZ356L0e1C/QCI5nOwamcCNNPNxsweFMfLj+yOHcLaTTLcP/rsjhTC4aXZugER/fdFnOuAOVIvnybkOlyGQ7GkFML2elSASY82iCmzSP27er6bdHPb75NQOb6p+sqb7fkKRAhrB/PgwrUWEZn//ME5uf+WRN9VKPx/vyiydTX7YASwr98Tf7d0AIf3QTEQToAlWdwokUpzWbTWW2ErPZJMsykyCZw5Fpjq4d32fKo7N+Q3yDdkLWbTKs22RQiPyjnf/yfdc30jkkI0RRFJcvl/r6oqFpLb4rOHAkXQnywBEAUl+f1Ncnzp8f/do+8gimTwdQ8k7QpBS4fvwL7REU1JTI/Ii4QZ9x9tik+qNPoj6JLqwJARDSSNgc3jnrD9/LO3N04MG8wt2LKzfNLt80u1wsjsoNVIHJbHqmfsMz9RtcO57fveN5sXqpJEn1T38xTTl4qo59jEeXuSblC7I7D/uKHTx4MAfXdPvZt28fcyymWJCpSliscSKnkCBXr17Nzp/ZFY+GLnN9ZyXI+yJ6w2NGEqQD13QS5DWMoiQy5sTOfLwyqv5oGqgw9ad5VfMsI/7ES8H8S8G8hMvmFwQXFIzoeto4to6FRTGe/DevJdU0E2audVTdY9BKkAktkPZyi/0DIz+7z8bpj+trYuyaZ68mtmRyOBzOHYHrjxwOh8PhTEokSVKT19CIj49vIgBVfWoK0Xso5tX0ezxtHrePgGg/djX9lhkn120SfMZfAjBSq9pFk4xwECEZZrNRrF6yqf5JsXppq7vj/+4sT7beJykrxaXJnt22bdvVi72LRFJVQxDntutKqT8yiqwFTII8rTSVPCTNrekJks7vfvd/SO5jYvWyeMNjQtqML7EHlSJZt8mwsCbslk58oT4HRkhJklwaYLOJ8+cz6TDB6gNH8PqR0a41qlG6rl6FyeT8n/9z5KkZMwA4h4ZESqUTZyX3KbabFYgnDF/HU6bczyyQqWdr+ST6xi5KqGHdJqFSFI54PAmXscj/ecl49Fv3nj84+GBe4aZZ5Ztm679bKIW57QrR/DNVYdbU+g0Ade18IU0j5N0CS2FrIOXzsztTXV2dJElf//rXJ6wLko2n9A7T1qavV66qqlKl54wkQrvd3tzcrP3ExXtihCdVgkynCSc7SuSYnwOsiyaL89jCfl3musuQ8Xl0EuQNoSgjCXIWYi6gA2kJoPEWSG0iOyFaC2R7qLA9lDRxvKY45v8mY7dALrSGtBbIFFROG/ldxlpoEi7L1ALpfV8e1QKZzuVNcLZu3TrqmnRsFhwO547D9UcOZ+qTTrcMzyxwOJOOg9JuDJsffRL1SsFh8ZExrD9CfwOz+ekNCiJ7ml4HiPqxo+llJj4OGyejJGwL0RKWAcBitgDoEk6sdQ7Orek97r7ok/QlJADYzjwkvZ/0+lopCa1zJr43Sx3BVrlW+mvvB7b1mFo7ybHHNwmLHMRcEE7f9qiDSZCVIlEgs695FrhcLtfOF+qf/qJr54+lliPaj/98/9pQJPJ2Z+ef3n8/wZG+K/jRr5MaIduuMPNjVHxkyWuVF6IindjxPoJBV1OMwz1h+Ho0uTmpheecGwAed47s8bgTd0ecl4x/+l5x67EbYpFVa3jUIVfOKbSOCBYUiFCIjmXO+misvv7pL92mXPxkJD6FnZ0EyWpVWltbDx8+nKtryzkNDQ2iKKpZbN2zbO4nkyAz8sCyvLbO/umIkyA7BhIP5ssJbBCkdk92FkgAlcGrWgmyy1jks8zO9CT3RTq0mzeEohtCuj7KrFPYq4zXdRJk6vU6C2R7ONXEQ50FMtmy7CyQ5wOmZCnsRaVUa4H0dSfVH3USZDz22Aj26BbIKSFBcjicqQHXHzkcDofDmZScbulStcKLkkUhoUUO3ZLo3U6IRO/N5of/8oHQP5XSJc/Uf1xBqGn3frb/T0ff8njaKkVBPWGXcIKZDQWYTcNtJCPnZdIiwZA/an40m41dwgmf8Zddwgk2cfKNnQnu0n1SJEX4+vuub0AIL4oRQKnOApkign1L8HhNPz1i/poqU1JK2ZBKVpWTJp3CsS6iFzqZBHlSup5pEDsaGW45wtLfbPSk+uGs3/DBhx+wr1j8Tn//T2/e/NGFC6zLW8+BI1EVUvdx4IjU11f/3nvS4KC4Zk2CL+wjjwAQw2HRZIKisHadTKkKf143BVLHG7uoT6KLHYXs+4d9Axz1+AgEEuubvNiS/6fvFSezPWoJVs4xxB48IkFu3CBWLwMUqSWxObS1tTXdz20KkSsJkol3zc3N69evZ2UvE43a2totW7aoPd1sHOTY09DMSrllyxbtzlkFBp0E6b4V7BiIJJQ+c4JuECQmmAR50jArfQkyVyns22eBPNQ3LdlKnQXyYhIJUmeBPO9Pq9w1dQuN+jhFC436OL6FBjoL5FSJYKdjlUjHcsHhcO4gXH/kcDhReHKBw5lESJKkBqvfdFnOuPvVILaON115CmRVeWQ7qx1VDzjmezxtHncbgF+8+C6GZSOVLiEq4ggwJ7TFRWTCxMcia6HP+EsW2Was22SgJPKmK+ZO7IArxMLXCfVHSZKa32oVDEKl/snRI9g3De+eMe3xGX/ZRaKjJ1mknOmPj28SFCJLnlPxByYkmcuSSZBHW86kb7tz7fi+a+cLAHXWb1Abb7QLmJq25Z+cf///bKwqLfb09++43J7YCAngwBHdh+vqVdX56HQ6ExyyZg37X2f7VVFRJM8pNYWdEF35jEp8SboKG/tIqOEx58jtuib1T7Qq4vGDrUKIOoqsyWyPjK6vfFJeNBdAQgkSmnKhhEFspg1lJA/dJi1pnNENgsy6i0Ztl56wKWwGM0KyOY9er3f79u3bt2/XapEZfRsw/2O85JpQgvzrr/4Dbtu3Ta4GQQLQDYLMQoKM76K5QTIYJZmrFHbq9eNhgRwcqwUyhy00H38gJg/+u2OpqtK5/5HD4UwcuP7I4dwt8G4ZDmcqwSSwdZsMPomelQZjk9dRHt/EstWoDH+ulC7WPeus/yRFpKlp/9YtP2fJa90CrdJnpIU6CTIik8EAAAwWeJntUfssE0PPtgyqKWyfpPgk5T5x1t87/zn+c3G5XN/97v+gRKEkFK+ipuhcVhDymn56zvC/eshp3VNqdw1r0H7HczTZSdKn0iEoRD7c8ttRV0Ztj+5jYvWy/5+9d49v4r7T/Z/vSBpZtmSDzcUYQjDIBky4SWMSatpcNxBoOG1u3XTb5mxjYpN0d5uz53eye3qatnQvx93X9vJLG+TgtE3aNFvapA0JJKS5FzchHslcDVgyd2xuli+SLxpJ8z1/fOXRaDSSxcXBkHm//Hqhy8xoZiRsz+Pn+TxNG7836tBJwb3gfzdumFVh90pDvzh37v8/0qFvhBzBc+pU7YEDYn+/4HI1vfhixj6fW25JvkTnGcRlT9Pm1t0HM22Wy9A4xKZAEr0hkB1eEGpaqSd+jpCQIH/+g5e9u9qFzOKjXDU9et+N3Y/dB4BwiTmV7FdV7qU/sS/y0p/o7/9EqSJBei9LCvuyGOiuPOFeevqI+gFSWn5tS5CKEXLhwoUskc3Kqa1Wa01NzcKFC9MHRGaCZc91j7cs36TuogHgPR+ZNm9x7hu/UDQp7IseBAk9CfISu2guaBDkRaewx84COcua4gfMYoFUc2TQmsUCqb6bxQKpjmDnaIHMRHYL5LUXwb555G9pBgYGVzU5WcQNDAyubYzhjwYGVx0fiokhZds9lJL4HLf+lcwcQT7WUlj89UUUNF08Wld796amV0+ePuG8kaRltwEgyO1RjG8ctcSZqY0iEiaxKAA47AXH+TZdT+LKOu5nYvxEy0SnEAYQEOMAbhce1izm2fhTUfQClM+PIZ7vFHSTYpQC0LZhI0YGurndiucxHUISazoF7nBLNjlPTXr4WsEpEKeXtLa0ezwefb8hAMDj8YgtO5ntMZe6G0Y3t2tVw2BA5F77QXznwGBrezvHcdVFRQDqp08Ha7gOhRJNNRYLsz1maRJPcMsteO89AEIsVl88ydPX88tfvbJooXP9N1ZrFsw+/LFYXhTkdgNEcaQqnTNzqqlTSP5J+41GmaO8y1WhWpv4vH7f/iOCw1E/vTRdUJarpserZshVM4ZDBBJsDjI0IneQAx3m3/9JuzdtHaiaI0wuFkHFj3fonoQLmv1XWVnZ3t6uiG5XMeFeevqIugKblJbT00egsUaORmVlpd/vb29v37FjR01NDXMFKpHncUVNTc2WLVt0n2pubm5oaFA30mSnoqIik6VRmGQVz0e6VMMfb/js7cfef+0idjhHrhs4qbY9niiYsaBX+1eWXCiOhZw4pbY9BqzTnTilKajJzg3xzn1IJq/Pco6z1KHxRWbCjS5gWudI8roT9jLYpyGcfa3ruPBJLqw4H0/I9hmy/Tou41ozLYMzYwPHo4lpIcdj+TMt+qLb9dbh661DivPxWMQG9OgueWtJ/5HBycrdI0PWWfnaYYuM2faoYns8HLYA+pFn50Sqlh07eoluL3bFJJOSvPafj/vPx9MVybmlVrXs2H46opkLObcsX5EdD50aUieyr0k2b95MtL8jGBgYjDsM/6OBwbXPqPKioT8aGFx9UCg+wUzJawAczCbwI00g2uscl7vC7ZpHTDEA8sioRDVKBBsjgyBjEgkHSSwKs9lcUly0y/6tLJ3UToG0iT0YSV67haVqnSjhFria3gAAIABJREFUEBRFwVVVX/sAx3HUpH9ppzBRXuSMfgVAjAxESE83t/uI6aXsq7BDG3WZ3GF12Dtb/pxpAVEUxZadbM5j7uIjRnLfToF8c7N5yf0kxMen8SZxaEgcGqoNBGoDAc/Zs+LQECwW4Y476v/xH7PZHtWomkOFoqL69Y8551y/e6//mcZtLH2vkCl8zVCKsBnbGxPi48p6bXKf4XKr9Ufs8h1GNCY4dJyPctX06H03yVUzYhKJSTDzMPOqz3PbYf0dausQ9gSECYWid5fH48my5xqyZGavBQskdOuwL9IFCYANgmTF0Bs2bBjndkgNrKh669atLJo9alw6u59RmGRVuyAtk6fPWHHXZdlPXS7jIMj0OuyLGAQ5haZs4YIGQV5cCnu5+bT67slRU9gXa4E8FsnLtGSOLTR3TEvZ4Ftd+rHu3Fto1Hd1p0CO2kKT8uzV739kGOMdDQyudgz/o4GBgYGBwdXKG41xSuRM5kcAK+tIY0v02abXXe6/011AIn0gWFXHyZTKlLINEUDxEUhSVJJilNJoNAaAUqY0UY4jB+hzo+4hAffbDdK549QtLFUnrz0bf8pis8wh6Nm0WSYSIVlCZxRAcXwhpXKMDMqIAujhDozy6gn/I81S3HxxyJBEUdSV/zwbfwZQwXUByiPSSm8+9yA32E8DYsQtLPpm/fcvdXcV3ntP+M53BEFYv/7rrT7/jh17ysunnzuXcMaxt1xwVQGor70vwyZIQJS3N1IAFYJ5ZZ3OEgFRdrlnAVAKjs6d6zt24Pgyh93lsMuUKiYVpjwqKw6HAMDmuIC/jtfbCjyA2LITKjtqc3Ozrt+NDQoE4Pf7NVbHNWvWXBsjIBn09FFSCtiTwVJSWo5wDz19NPeNsHmIGFFsKysrRVFkH3tNSct4hlkjGxoaIpHI1q1bmcKo64hkh5ld01dckMFgEEDJnPl98aGinuNjtPPMAqkkr9kgSE00O0eckVMBTFcnrwPW6ZpodnamyKEb0KlOXu8zld0mH8plXZbCVlsggWludI264nWfiAXyaMR2vXVYd0mNBfLd7sJbS/SHLeZogVSTPYKttkDqLlM5lVcskLoR7P94JXn4W1q6NaHsaxLDUWFgMM4x9EcDg08FuXTLGAMiDQyuOsw0HwhnMj8y1tZNeq2x79lNbzy8blV6BHuX95izmiOEmAhRLJAUicTzOewqDt/NluT5lMmA3WR3r2UfZADgCEnPPRGQO+vI0y3R4/ux4lbXCuHzylNMfBRcCzRlLNmzU7Pj95fIi2JcQnzMESWCTaF/CadG9O5/e9fLFIWHxJRLx1nVwwCUEZlONxcQ9fXHH3u+HUVouevGC3I+Qq/0ZlWd6Q3EveKeTELnRSOKYn//IICC/PwzZ4KuxfMAWCyJ3wlFX1sc0Q8fbVnqnr1i6WeZHMno+9j1/q7j+7znCDX9VZ3sFCjSPlEypaD4y/uBXd7/KxOJo/xyV3X3+TAXk+vKpiX0YAoQRCtnRNfeZB6RhodDBIDNceEBumA/QqFRzxITH2tqapqbmxVlTUPuEeytW7eO87B2ugQJ+0RSitwlSDYPEapZkGvWrNm6dasoihs2bLiKJEiMJMebm5u3bdu2d+/e9vZ2v9+vUSH9fn9hYeHtt9+efVNl+eauwbgsy7yF53k+Ar4PM8dUgtw/Ifl/kA2C1Pgic0QjQQbNjgAuWIKcQkJq2+M+U5mmIDsTF5fCXm4+fUJyKndPZtUfNRyPFhw3D2aSIGelRrCPRYYySZDl+RHF+Xhk0HprBhFvtiOmbp45HLZo5kIyVpbLT7cm/9K2/Qin6aVhqPVHALoR7LuXFP7n9vPK3ewRbAMDA4PxgKE/GhgYGBgYXK0cEoec1aPoNdOqTy4Qy31e/1Kv0+2uSBeMFDhWGg3ITEMCCCE8b+F5s0Z8BHDa3MERQgE6YpzkUuVDeSTPPXnKZLXzURTFD8X3lrtu1IiPAOYKeQfFgfQiHQBLo/+HgwUEMokm7IwE5bF7Wi0XMBDNb36uWF5cIi9Jf8qzaTMryKaQAaoW3QD4WvwAPC3RuYLtOqHPKRA0YphqFQdRFFtbDs6ujt3+yFC3vEv3hXTRmB8VnG4uIMaf2tjw3LOXzdPBBm5aeX7RQqcgVCxcUBGTErZX9i5//Wv/7d9f+CcAXvFgq/dw5fxpJbYZAEQfO9Vk6eKqmx47SAhHKY1TqqjP7A3f3ijTuOm6BXLRlJjTbVrmusEZu6ex6WXx9Hn2AWNxeMk5Y+DO5QghzsNklWMRxCSYeZKSvM4NwWEXU/VHQRBEUdSoS+3t7YIgsPhwuvdNSV6zG9m1RSZl5j5V8EpBTx+FvVc9C/JCJch01qxZU1FRsXXr1m9961v/+q//euk7+UnCCmowIkSy0qHKykr2djN5mi2QhbJ8U9vZQCRmKyhI+OwitqLIUJF1uG+Mdjt9EKSmIDt3Ll2CvJRBkGUIKfojgE44RtUfcYEWyBW2878Z8T9iNAuk+m4WC2S5LaJOXh8d1J8COdsenW03Jy2QIbOu/ghgzoTkFMhMFsiKSSaNBVK3lEZtgTyUrj9OtyVHQHYOAlex//E73/nObbfdln2Z+++/3/A/GhiMcwz90cDgGieXn8TGT2sDg6uO5dW3v/+X1y2WXMQaUrP+2N5a/tmm1wngco+imMg0KT5yhNjt+nOsgtyehFo5YpxUpCg54XGjhBBnNXeiJcXc8dTGBplElz76UXe8UqPQxYhOYG0CrSqP3cPBYqb5ADhYEhLkhRAQ6TzBFiS7g6bdANSvK3r3i759om8/0xxdrsrF7uvSt+Dz+n0+v0/0HxL5E4LNKfS0tmhHxf3M82OZSE63ib1QkNtdEXsol91LNz8yWN1NQJSy193kiGg2eyYXQxQF14KvP/SF/lCfhUeeAwCNhDgCiyRFAUhS9K/WAcBsF3mzUTp44FhpedeZQ9bP3LQEQP26B0Kh8NHIC4O2gxRQx/YppR1e2iHS+Tfm3VE/cn0uA4C4wyc4EoIFRwiqyq333moFwuEhSYpGIxwgW6wkb8T8OByiAKxWHgDaOrIfl1DoQGdXLJ788Dz55JNr1671+/1MH2xvb2eqotVqRYZeGiV8rdxIlyCZaQ6qPHL2HRsXpNXRXLoEyQ5869atV50LUkHRGTds2KDuT1+xYsWo67JVhDtWz12ZnFHQVzyzKHh8jCTIwmj/5eqiAVAc71ensINmRzDuuKAumik0dBYpFsgxTWFfqAVypkUVwc5qgbw+NwvkrPxI+ZDKApm5hUbNpbfQqMkUwVaTHsGeW5YPdCt3PyURbAMDg/GM0T9jYHCNY2iLBgbXKtEIpYjr9larICxz/d/qpgBoanpdGcmXDnMyUkqZD5IQKOXX2eEIYeZHmVJZZtughBCOcACiKofLjz3flonEgswB0/N+83OSJIVCYSkqAZjjJoSa2GxBhkZ8BMBRC5AsYZ5AU4yKunR4KYAYSVyCBkzPd3O72G3Pps2eps1MfKyvva++9r5lLv1Ddrkratetrq1dLbiq/GKMnC+PSim6qiiKMo2ou4CCZLffPPqIzEzmRwY7Vx+2vD3qdrLjycvzTC4Gz9fXPlC/7gGe5618XlRKjFzMd5gd9vyS4qKS4qIzE/9ACCGEOAXu0U2mOQI5fVQifETJy1utvGN4vkwpIcTEcQSEeR8JQYcXBKZZQso1fGPTyym7UlVO770VACgKCmwF+TZCQAiX9ksp4flsfThqBIejdcfOc5HEO8LKmhUB0e/3L1y4cMuWLU888URNTY0iRyqwu0rcGEB7e7t6HCQrMGG2x3SlUk36xq884V56+kjKI/aJpHTWpWySnStRFL/1rW9dynauOE8++WRNTc3kyZMnT57MPh6jriKKYmVl5VQrKQqmOKD7imeO2W5e5i4ajeExYE2ZCzkqU+SQxvCoHgqZHTe6ylQ/ETph78IorTJILaI5IdtPZC2iWWE7r757PJaxhebmwpSapqMR/T+2aTgyaD2aoYjm8rbQrJ6X8g1QV4K8e0mh+m57WgvNNVZ7nctFjdFRY2AwnjH0RwMDAwMDg6uP+vp6AhOArMMfiTLwcVr1ydvqwzJiPp8/kwSpER8B6qDlMrSWigyvREwcRwihidsmJj4C4JC4iGLxZEWhk6l8jvoOcb+QpGFZ1hmAVR6/tzx2D0eT4iMADhYOI2Fwiony/Ow7Rik6vCDUpExvxIgE6dm0WfTtAyhTHpVnTUhe9cUiGA4lv6oqK2rXrXa5Ko52nOdM8o8931WWFEVRJpLTnfKbFZMgFblTl0zmR4Xs8z1zQVy6VJxYKLgWNH3/75TBlA6Hg+dNUQmxCMw0mVgMWfczQZl93VVvWlVnkon0VNPP2QI8zzsiCdmXuWUpBSF48xna4aXzhSLdHa6fPi1x697bQEEpKAUoeKuluLiQ5y0xiYa7EZMogKiknTeaC4Nxei4is6ZmTfIaAEteP/HEEwsXLkxft7KyUj0UUleL3LJlCyszYYld3RC3UnEzvtCVIJ1LL7oUGwA7A3v37mXt2Je6h1eOJ0bIRXxsbm5WFrMO91mHUgyPfRPHUILUZK5ZF83FberSJcgb4p1qCfIs5xjTLuzruLDa8/hhrDT78jMtA8rt7EXY16uKsI9l1h81nTNHhjIWYasz1+pxkFnI3kKj3M7SQqPcTm/Bnjs9eVDGLEgDA4MrjqE/Ghh8Khi1WyaXghoDA4OrCqJpm3EK5BdP/4vLVeHz+R9d/xOfNyU+zELTI8ojAEygVUWx+RIdiNOcJEiMFNHQkR4bAAGR3lj9WXabKXSr6kwUVKYy80iG8w6cm/RKzfLFHOU7vHSukBcQaUCk5fF7J8jzOcqbUaB5FTPNZ7MgAUzIqj9SCpYITn/Ks+m3H/p2Cq6qpqef1Ex7jEW44RCGQ1y4mwyHSUxK+Qp3k6/+9dp7H1rovFFubdmvhDeHcQp6WmGQ7FY7Li8Cp5uTieTxeC56C55zZ8Dz9V9apXk8z2oHEBvt7XUKxClwMpEank00cfO8ZVrvPWrBusNLAyK9wTX15kd647LMctnJTURj7F9aVS7LlI5M8FQ+b3a7zW7PBzAcIpEBCoDJ6xfKYJyWzFs8b/FS9YNr1qzZu3fvtm3bmEzG6keYVqgskK4nMtmR2R4FQVAKTNizWSZIjtNcdroECZDS8ksxQirnraGhYcOGDQ0NDVe1EJkLNTU1K1asKCws9Pv9W7du3fHrjUNdxyQp8V8oYisaawlSfZd10VzcpopjIU3mOmi6sE1NoRdpgWQpbOVujhbIGamZ6+wS5EVbIN/vn5hpyXJV5vpIBv8jgNmOmPpuJglS0zmz/cjol+SXEMFOsqWlG1ctN99885XeBQMDg0vF0B8NDD7tGAFtA4OrlNIpMwi1UP2xUVrxEUCxvBjAY7V/s772AQq5qWnbo+t/osSlFSFJoSg2l92IcQPpLshM0eyRILaOn/HDlredApGpzF6UjDjs+sz7JizzsWVmCcOEmt722CbI802UtyAferMeExIkAKA8fq/unjBYInhlfcrZCIj0oDc8uzq29NGd3dwe9VOh8OBAWIpJXEyiPG/heUtxcaHyxR6JSvGZy3rvfITIiDy1sYGtyKydmXaDhc11n8oSvmawzQ7jdPbFMuHZ+FOYTfVfuiv9KZ7nrbwtJpFQeBRfzKo6zilw+7xn32l9FQBgsg9X2YfnK+IjM5nOqD5PVBp0XJaLz949HEl+eOgXbwVRKY+qE8bzZiZBylEzQByO0SUJXWw2218/8hhnK1ALgsypx5xrW7ZsqampKSwsZPKiZvWamhpBEDQCJUvpIi3ZrUYT2R6P6EmQl5jFVqyg/f39zc3NDQ0Na9eu3bBhw9VuisxCTU2N1WptH+HlH35vYGCgp6dnIDwwEB4ImWyRvKKxe3WNBHmiYMZFS5DOyCm1BBk0OwLW6bmvPkUOaZqvLyiFrb57ERbI7BFsjL0F8t1u/dM+2x5NsUCGMnYtqCPYmSyQlz2CrWuB/ONHZ/740ZmGlzoOnsy1W3x8MqrZwsDA4Ipj6I8GBtc4o8qLhv5oYHCVsmDBAgABHXMfpys+VsS+wm4LrqqfP72h2nWDy1Vhz5vYIVLF/KhQJM+fIM8nBCxFHSUDMTKQukFtiDUg0jca5Tca5T89Q998hr7uiT3zd9F4xKS0EquETqKMjGQEuT2VgjUgyk6BzKmmHCzPbtpuRgHNXDSTGAQJTJDnZ5oCub2Rdoh0rmBTlMGASN9ojL/+NAXFnY9AprTd9Hwb/aUkRSUpGgoPSlKU5y1sGKLdbtPU77BHiosLB2wHCSF31hEZke/95CuZdlJNjuMgdXEKpFXcfxEriqIoil5h0VzhBqfuAg6HneetyrH7zb/OtKlVdRyA5555j60FQqf13TMhXrW9kW5vpB0t3Mp6OIXEO2viOGaG5XmLieMAiP0hVJWPPKxfw87zZt5iicfjvHnENDRa+YwuJSUlTILMJAg+8cQTTz75JAtTq8c1tre39/f3s6dYIFfJXDOYCpm+WbXWmb07+woT7qWBVoRTPF+XJYu9Zs2axx9//PHHH2dzIZkpcm0aGzZsuNRDGDcIgsA+Hk7zUJ41T4pKUlQaGBg4Zy/9895DYzQGlHXRqB+56BQ29CTISxkEeUEpbEElQXbC7sW0LAszxsgCOcuaMrTx0i2QarJEsJ0TU366ZSnCVm5fXARb0zmjkSAbXuo4dCp86FQYwMGTKT/lxyfGZYuBwVWN0X9tYGBgYGBwVSIIwl8+fqvDC6eglg453YuYdLsim3i4sWnzX3zn3nyGrqxLWa88/kXN3yjjkECSgwKL5UXACwACIj0hTjgkDimGRJerAoDP56cyiBxr+Pd/m1E29Vywl8J8ZKd5kwgAMqKzq+NOd7KtZZYweNCLNxrlVXXcDnmiz9su+va7XRnj1RwsJpofxyAIymP3tFq0bbD+FtohUiqb7qiPvNEYt9KJbCeLywcJF72zjmMaGKW017JXtPxT5ZlvM23MylvY8EEC6AqgQW4PAEJIhcB1eOWA2P/tDf+QaT9TViS7u7ldJfISz6akTeOMKXFJqZ5QqcMFVn4zfub5sYzh+/92dnLk2vAw8vLUyzgcjlAoLEkRSYpGLTFkvqxeVWd6o1HybNr85b++A8C+A/79B/IO+8zzBH6WMKyxfzKZ0W633XTjwt0794ihsHDv7UhWB+kfY0GBDQOQojFJknieR9vhHI+UAPkmMhhPbDs/P/8LX3v44O5WxeGo6OBqampqmE1vzZo16o5sqCqS1TzxxBPqZm0FRZFUD5FUw+ZCPv744zkezphCTx8lpYA9RWchpeUI91xKLzaDaZHqRyoqKlhvOABRFNUjFK9SWBhf4Q5hUedgfMeJ3mBPEMDAwEDcMam9fZu6J/0yqtKsi0ZtezxRMEMjSuaOpg47YJ2+LHYw99VviHe+w81V7l5KF/YoVWrAdVz4JBdWnI8nZPvyrMvnWIR9vXVYU4QN9KQvBqDcFlHLjkcH9Yuw75g29Iw/KTu+1WXT9NIwWAuNIjsGesaqBRvA3LJ8RXY8dGpI7YicO93OxEcAh06FgamjvsSV5Xe/+132mVGGQGlgMJ4x9EcDAwPAmP9oYHAVIggCYTUxFEi4F/XFR2fsqyUZ4tLVrhuaWz4GZLX5cQLVV/3ikGJUsqDARHgAxfKil545dkgc4hBjIxRr161mSzZt2uZ2zfV6/VbeYuUtveEBwVVFCMzWxPWVz+c/3oLjLXgL0bmCLUJ6VtVxFV6zX4wF3ORzS+844H3J0/RSXe29QlYJEjQ/TgYBTKBVvSQpQbLaGcimKeWyp9bKIR+ICa6qc+f6jhw55qzmKqtH5FVCKEApPVv8h6k994DSUHiQWSBHYuxUo0J2c3vBdDRCV9WTn9XSI4ePx2VZ39Sn4o3G+LGWzRz+wCQ4dtImx6u9voMAPC1RALOqh51uLj3KbclhRFo6Mo3Mro4FHJuD5nkVPV8EgOGIRn8E4HDYJYmPRCJxOS5TSkCI3qE4BYJG9JKDknTrb367bfdev4zoPMFxW32/7rEz1VtwzW/MbW/ZJ9lq5aVoLBQKlZSUjLZGAjEUEpYumWzlzkVkJkHabDabzbb0ps8IgnvRrBkNDQ0rVqxIX/GJJ57QTC08f/68x+MRW3amLywIbhBzVVVVW1tbJjlJd/jjOIxm09NHYe8lpeUpj9onklJcugTJUJ8i9WlpaGhgWrAoigsXLly9evXVLkcCKMs39Rw9hKLJvIWXotK0+YvLyv6pd9efm5ub2Vt/eV2x1w2cVCevWRfNxUmQxbFQsSmkkSA17TTZuSHeqU5e7zOVaXLZmShDqFP1bc2LaZpcdjozVPojgA9jpepqbA0rbOd/E02ODz4ey9fVHwHMUumPAI5F8q63Dusslh8pH0pKkEeG9PVHALPtUcX5eDhsAXT0Rw1ZItg/2ZFcfdtBSRPKBnD3ksL/3J70e7afjlSWZvw70qHOQSD5rfULN01teClpLD14MjxvxkXOvjAwMDAYFUN/NDC49slFWzT0RwODq5Hlws3N3j8BoBSEXLD4CED0tRVPtXZ4BwNiYs7gBDp/VuyLWV40igEC4vMFftq0j4NFcFUpsiMAn9ff6uto9XXQEX2tvvZeQkgoNCBFowDy7NTMrowompq2AfCJfsDhaYneXj8caDG/5cn78tPzUXuvp+mlxqaXvK6qutp7Mu0MRy0ctUdJWG2BDIh0u4fSuMkEa98xCwfU1q52uSsAPN30onxSWlWX/P2HKYuEkJC1zTLFcv3glyIjWewRI6RWhWT+R+Wus5oEWuLRIQyczUeGuvCASN/y8Bzy3a4KE6yCq0pdehMhPT6v3+fzA/C1+Dtawv7q2F11muDeBbdgezwemUhOtwmgwbwDO6cdcPZ+sUReqrswz/M8z5tkE6WUgoImNEh1TJ5SzHGT/R/3/H8tPyEElERvqxue4x6mlOgKls7Y37AbwgqXuMOnOhAdm8+IjM7xPMfzFkmKhkKhXMKcnlNdAISVdwFQS5DFxcVsgXMRWWNYU/PEE0+wwYUAHPb87vNnxZZ+AIJrgeBawOrCmV+VdQ1JUnTK5KRzUF14nal5hrn/xl0vTbiXBlpJ6awUIySTIMO9CPeOxWuuWbOmoqKCWU0rKysjkUhDQwNLuCsa8VUqR9at/MzT2/4sFSdCwbRo8uHuMMbsfb9u4OT+CcnvIayLRl2QnTvOyKkAkv3XQbMjGHdo2mmyMEUOTSEhJXl9lnOcpQ51LjsT6RbIMtinIdsIwnQL5AzZfh2XcRWNBRKpoWwFjQXyaMSmqz9qODJoLbfpS5CzHTF18vpw2KIeCqmwslx+ujVpe+/o1bdAVkwyjep8rJzKK87HQ2n649rqkv94Jam9HuoczGSBPHhyYNzqj9/5znduu+227Mvcf//9hv/RwGA8Y+iPBgbXMrn8DDZ+ThsYXMUQM4DDPjLbxSqnU1Qg9czHTPRx7T3dg4SatjfGE/qjPG+U1wTxNL30UWsLCOa7C2sfToqPz256w+vzE0BwVT3y9XsAcFzCZlhQkG+RpIHBoeEwMUskzyGDoHbdaqZENTVt8/n873os11eYOv20senlutp76mvvFX37RV8bmuB2zc9khORgsVB7lISZBXJ7Iw20UBo32fL5+JDF5apQy6O7vMec1TrDr9lpC3K7kY8K/itsGKIyC5ItwlTI7kRdDFVEtJV1JCDS6xfHuzoG2kVaKWjNKe96Cv1ijMmg1e4FSoZdwULt1e4FTCH1ef1v7v6vgIi3KD9LiLA3JSDSmupl2d+XTDgFAnmkjnzCH4JRfzFXXSIv0V24iqvdyf0PVh/ESszj6Q1HXIyf0F9WQVbVmQDTiGUyRamESnwcOUiz6GvTVI0nYFIuHclsAw57fig8qNQKj47FosSrJ1u5wTg9F0k2IA3G6bHB+GQrl2/S13BramqW3yQcOHDIZOKWLp73949p/9fUr3uA3RC9+//yUWvr7oO/+MWzd39+1aTJ05UtZKpbYQLluJ0LqZPFtk8k9on09JExkiAVPa6yspI5Q9euXSsIAotmA2CTN8fipS8vGzZsiEQie/fuFQTh9ttvBzDYecReXFpQUBCVogBu/FJtmdRtHe4box1gLkjlLrNAXrQE+bE5+Z3/E0thu9HVieTIgk44suuPAJabT5+QktNsT2bVHzUWyB1Dk1ZkkCBnpUawj0WGdCXIW0v6jwxOVu5mskDOtkdn281JC2TIrKs/Asglgq3WH8cigq3mqohgGxgYXL0Y/TMGBtcyhrZoYHBtU19fz1G+w0tZ47BMZXlELcpFfATQJvY5Be6v6iiA7Y10Ap0/Qc6Yd2al1k///DcftbY4BW5VnenW+l429tHn9f980598Pn+1q6qu9l6N+AiAEPC8ZeLEQp63xCQ6HFLizwBQW7u6tna1y1XR6ZfnlE//y0e7G5teFlzz62vvc7kqWnxtjU0vNTa9nPEwqNksF7y9MW9jrcnfQidOyp80tSA+ZP3Kg6u/8tcp3kyZpFyY0eQuJAhyu/3mXzvs+Q57fsKFFx6UJOXSkbDwtQanQM518AD+5En5y25ApJ5ai1+MuVwVT2/8B6YwpsPBwlHeBB6Ay12xso44BXLQO7DdQ19vjOpVDOWE2LIzPccd5PcHuWyN28V0MUc4jnAmTmmRSbKyjgMwIj4CAFuGtV3TkY+fM/Y36pGjdbX3MP1R81oxMhjDYIwMxskgJTG1gmnlLQCiUf2L9uQx9ofEUEi4YYH6wXwTmWzV/oqr+CK1WxDFhx6+v73j4GduWvKLZ/4lXXxUI7gX/P1jX/nvX11r4sjrr7/5l+YPoPLrjU+FcVTo6aPpvdiktPxSerGzwxrJ1TeYt5Q90jDCGL36ZWHDhg2iKEYiEda3w3b4gy2/P/vx2wAK7AXsq6945th3sFAqAAAgAElEQVTtw2XvolHfvaAubAAX3YVdphIccyyi0RRhZ+/C1hRhZ1pMozYezVyEfXlbaNTkUkEDYNtBHXlx1BZsNZoKmi/clCI4/vGjM9n388piWCsMDK5qDP+jgYGBgYHBVQxHrAFRcrq5OQJh7dIyUBxfVCGPLj4yPYhSOsdN5rpth8Sh4OKFs7K2APh8gVZfh1PgWBsyADPNf7rpRZ+vg9ke62rvoRRKeleBSVQA7HZbOIxnn3vFZKG7dmnbjfNttn2HDprMePcDUfS11dXeW1d7T4tvn8/X3uJrEx9tw0isu672HlCIvgPe1gNiaxuAeDwWi1pkLkrAzZo696vfXGO2cFEpZo6AJb5ZwNnpTuxYJlUvyO0GvsLzFp639IdDESkSkSIOu93KW2SZBvk9avOjmjvryJuN8e2NhJX5jGSuLUr6GwBHte7IxOOwcNQCgjgkACvryBw3OrxyR4up/2yco3x9fX22N0aPaAYnEWvirog9pPtssbw4aEoIlATaYHVc1rpv2DIyZEqpTOkEacFU09L0viPBVSX62jxNv6+vvS9GBgHIiCqbACCTaAwDAJgOa+Z5AKb2Y9AdRTmCGApjJHythkmQahckgHMRWeOCFEXxqY0NMpFmC9H7ayshIxdu/uyyJYvm/vy5P+7Z5w+FB7/4xS/u2LEj08LjbfKjPuFeevoIsU/4JLPYDKWvhoWy2W1mhGxoaMgSnB8PsL3V6M598aEIkv/N+ybOLOo5PkY7cBm7aDSDIINmRwAXMAjyolPYbnQB0y6oiGaMLJDXX5QF8t3uwltLdDynObbQaCLY249wK8t1vg1d9gj2lpZudS+2OoJ9DTBqR42BgcGVwtAfDQyufWbMmKH+S2D6j2Tjh7SBwdXLY/XffGpjQ8AbdQomQohDqsofnOuIVIV4ZXyhPpIU/XDnHhnSnY9whJDb1g8GHs5/tul14C6X25m+PDM//nn3W1BJeAB+8PP/6/fFql1VLCLNxEcQvYGABI1NL3tb2zCi3lWnpnFFX9vg0FCepSAaixYX2yLD8caml5imudQ9e6l3js/n52Bp8bUBaHm0TdEA3UvnHzh0pK8vZDJxkQiq7x1yLZLQg6gUBxCVEvojI90SqJYS2XN+868rYl+JYcDqiJkiGAojIg3ylsIR5VErPs5xIyDGO7xkjkD8O6mtkH7uQe5MyywO59TiI1hnTmbMtIAbUS6cAnEK+JkYP3vYJMdzE8YywXGIp1y7ZpEgWTQ7YHo+/Sll5CWFDKRYcjjCUUILI1VTe74IIMwP8byF55O/Z9bV3oMmtPjaFvs+TpyQdPcpACQU2DiRLDzHJptmOizPqS4xFBKuv1632zrfRK7PN2lsj+cistodycTHVXUmp0ACeD7I7c4ky2ooKir6719d27r74K9e3LZ3T2um8PXVRLiXhns/4Sy2GqbiKW0tfr+/ubl53JZl33777aIobt26Nd30WtRzvA8zI7YidjdiK+rDGEqQl7GLRpPCvtBBkJoU9lnimIKc1r2IIprrxmAK5M2FPc+fS9oes0yBLM9XtdAMWm/NUJSVYwuNOoKdicsewdYwb0bB1dWCrUZ9jfPhhx9ewT0xMDAYFUN/NDC49vnRj370ox/9SPep5cuXf8I7Y2BgcHkRBKGqunifePoNxL/8iKuCe0jipQiNSJLEUsNMglS0yFB4EAB7Ki7LYPlZEFD+lvXB9zYWP9v0equv4uF1q1JehgLAxmdf3N963ikk25kDIt0vBj/juqm+9l7KRlBSgGhHAQJg3jeMuBfdS+e7l84HUYtL5GHcJROpadM2AF7RH5GipVNLmO1RcFXJiLJJjl+nfwVgKIyYhN+//DZGjJyVVWX7D7QvvJWrqCYh7LdMMRfLi0zB8pgUGwrBNlJlkj3MzJ7t5nbPwhdZWNtshUWCJMkhhO35+vE9p0C2N1JCyJ2P4Gkxvn+HfGbP1J5z51yuCrX4aIK++VENBwvAKSrnnY+QNxvjc5fkUsRyYQTJ7m5ul+4gyEwSZCJeTUARR6qQWkwXF8uLS7glIT4sScNseiZGPn6Mqvmzd/pafT6/y1XBtpOdvNeakfhA6ZBIXl8/s/4/f5hlI+pGGgabDjnZyjV46hTxkT2V5Zyo8ZufA3B+Umve7fT6DtosvlkxZ6a/QyswqatpKir0o/fjDd1ebFJajnDP5erFzoJyxpTztmPHjvGpP9bU1LDy9Pb29jVr1mhKZop6jp+1LVTuRmxFkaGiMR0EeTm7aFTJ66CpMHf9EcAUOcUCuQ85dWFfRBHNcvNpxEoVCfLDWOl1fCDTwhdtgQR6dBcrt0XUyeujg5fUQuOcmNQfc49gX0QL9tzptuQIyNQW7Hkz7K/sTMau//jRGU0oe5xw8803v//++w888ICRsDYwuEoxffe7373S+2BgYDBWPPDAA9kXOHnyJIAFCxYYFkgDg6uXFcLd/lPvBkS6aOqqsrIpJpPJarXm5+fH47LJZJKkaDwuS1J0aCgyNBSJx+V4XOZ53mQyHzh45MTpEzeuNQGQqVw8DYUzwhYUtHmDp7t6AEwrSzQIm2nBLt/h17Y1z6mmSvIagG9L3vmuyLK1pknTbDZ5KsDiuEwwSl5HeZp+v2Xr+wDqa++9e83Ngmt+WdlkAKAgIwvGMcT0Ppe7wuWu+PzdN3We7D16rCtOpeW3l378l2Onu4Jbt+7cuvWjrq6gKPp/+dy2t97+uPP0+a6u84LrhrJpU1rbWjkTvvy9xHXaEDkT5PZMtM60REtiUVmOY/ce/6kzncvWJvaf6H2NQEvjNcp9sxU0jqgkm0zm09a3dN+FlldpcRmcAgl24rTfNDg0vNBVtu6heznVn3p5Wqi7roYhcnaYnAEIpXTiNNLThY7dkbOdfbouvyy0d719UAwnjlepkSEq0Zcgk9aWT0ttmKqZFClTucNLO7woKTM7heTHoJgurog9lE9LAVitfH5+/sjHzyxJEvvIxeNyzPlO97mh/d7zXV3BTKMw1ZgPnSRn+wFtlp+x5Xywk9K1j9SXlY0yaa7ATKIyoirhOUrxi2cad/t2OQWifB4YQW63DVPZsWjo5nadMm0PmJ4fImcGcZq5QZ1uruVVGh4cuGvl2okTE87BrVu3VlZW+v3+7u7umpqaEydOfP7znx/1eMcL0jCkYQKAV43A422Ez0s8O5awrnCFEydOvPjiiy+++KLf7//oo4+am5tZR/Z4YObMmcePHz9x4oTf7w8GgwBKSpKCjjkaUSyQACK2ooLQ2bHbmbx4pJ9Pfnvp5wunDJ+7iO3YZGmIsw5xCd2K3S6O59yFTUMDxDpAEqsPEGu53J3LimUIt0NtIyRloxXRADipmvzYT/ksFsg+2dIn8yO3+YVWfS14lnV492Dyjz29cfMsPQvkBEu8N2bujY58cycpQyEVJvJyj8T1SEnpcLYjlr5YcR5aTie/CwWHiXOizp/JgoM0OJh4vCSf0yiSjO5wrHsg6Y6cm6o/TnJY/nIoqUp3h2JzpydbaM73R7tD0shT0oqq4vTtX3Hef//9Y8eOtbVpRwlrMK5rDAzGLYb/0cDAwMDA4Krn9upH/OJPRd9+wZ0s4nA4sk3lV/CL8dkuAOAI7xRis4VT2Di9Rdzv8/lbfRWPrFtLqMVE+NbWgEwkpzt5zfOWx3rQO+AUSGn18QB+7cTflMiLmGaneNbUtsf62nupKrxMCChNyGIU0TinzYutW7f6XfGd3/56x5/f9S9eUrG0Utizzx/n+86bfHs/kAm4mhtdriULPrdCANDw7PcBKKUoCgHzr5xFX7X2O6NSNB5V1M6MkETKmPZyBybI85MSJI+ohEhUP0CnroghBGYLIab41BsPH7W8PIlLVPrkYn5M2xMC0FX1pp+ti3/Y8rYgCFkkSJHRslN5JBQe4O00LscJISAgdFTHYQol8pISeYnf/FyQJFXIDi+gOs8J26OeiDny8Ut+CIPmvNvqQ8RT6BP9TZu2qXvJLwixP+Tp7ILFIixclKMmqynF3t/q3eV7B0TnAwMgYHpec0Td3K4gt1t9HpSmHULIyjrT9sZYV+eJtrY2xbh3dYx9zES497XfvrDg9jXlNyxNPjj2WWzmIlQkyIqKCtaR7ff7lYKaxx9/vLS0FMCKFSvGjzWSFXn7/X62zwCsw33WoT61BHm1DIJ0Rk4FMF09CPKCUthTaOgskhLePlNOFkgAF2qBvI4Ln0xNYWdJ9Fx2C6SaI4PWcpu+BVLNOI9gf+GmqQ0vJU/4wZPheTNy+hViHGK4Iw0Mxi2G/9HA4Frme9/7Xi6Lffe7312wYMHoyxkYGIxXysrKOjtPit7dnV3n1BJkdgT3gldee4siPsdNOEI4QgAiE2lmdahoesSCgv3e7m1bd762tbmr6/zZ2P7g2eFV9Qm9pr1F3vma5BQSXSsAekx7bZhqo4nQFgE8TS8x26NKfNSDkBgXArSDGPv5A5HyN4W7SW8XDrR279nfvvK2z6669ZY//q51aCgyt6rUYSvs7DpvNpk7u869uvV9p8BpvGyMbrLHFCnm45P3tXV0nj1VXEaKyzJe6SkKaXn8XiYBsp3hzMwCSbsLPkh347W8ip5Tpgc3AIDvdTrYT+cIZNlaMsyd6+UODHPnJ8rzczQ/Aghye4bIGZlSSikhhCNccRnxe2NmFOjKbaIobnnl5S1bXunsPAlAcC1Yu+aW+nUPlF8//SOf2NOFOW4AoARMhcRIL7kNpaNmjUvkJUPcaRtKh8gZSmmHF72dpmVrCVJtj7nAAt3lQqS/07bfe37r1p3TppVMK8swOw0w//6j9FminlNdW7q7mfhY/7//d44vDcDCEZ4jLIj93uuvnT5zaGWdqbhMf7rkEHdaOTPd3C7meVQvwPRHjnAAistITxf8+89DtoRCoZqampkzZ544cYItOXPmTJvNxjSp9vb2559/PhgMauK64w2Wgz4ofnSTewlRj4MEiH0i4fPGToIsKSmpHIHZCdkjy5cvX758eUlJidlsPnfu3K5du5qbm/1+/8033zxGe5KdhoaGH/zgB8q7zPa2vb2dEKK8uXnDfTFzXtySx+7GLXkxc17emKWwi6L9EZM1YkpY3tjtootKYYMgaE5+vwqaC6dH9dW6dAqopLFAFkAqoDpamIYyhMOwhkb+TtMJx1wER13rslsgSUJ2TJDJAlmeH2ntL1CvpmuBnO2IeYNJE2KPxOlaIAlJJq97hkn1NJ2flSX53M7jyXWDgzTdAjm31PphR1Je7A7HNBZIEBzqTGig3aFozbwi9ZNqCyRAxqH+yPyPuSxpSBwGBuMTnV/TDQwMPm0YIQUDg2uA+vXfEARB9O33bNqc+1oJGYUDCKWAaWSo351LvvQ/Hv77hx9evcQ1h4K2+NraW8Nz3CQuy+zrmNcGJIQttiUAAfMLAfML7H6Lr030tTHlMZv4CMhk5HpJnYKmOGJ6iYlDf/UIWXQbNxCWfvnrV/7xn38sDRFH/oTOo0O793Ts3R/wNG3+0U+fL7BMRKoPceQAIVO5s+j35ye98pkbFwEIeDPuidqemdylxMEhzwELD/twVfqKaoqmEAAr6wgLOlOKHrS1Wv61m9uTfUXNbiviI0Y6c/qoL33JH3u+/dTGhmbvnwRXVdPG7zVt/F79ugeYBi24F5jAE0JMHMcRQgihQJwgy3uhS0XsoYrYQ8V0MYAOkZZXSxgRHy9oOwq31vffVj8gI9rUtI2N+0yHazuheUTsD40Uzsys/8f/eUHiI0NpntnX+o5TIOys6p4L1s8DwG9+TreKh+M4qFyQK+s4SqRTp06xsYDq1mZ1NQ2reL4qWLhwIZDoxUY41QJmn0hKZ8E+4ZPfq8rKymXLlrHK7MrKSsUU+cnDYuCCICjv9Zo1ax5//HHNoE+N4TFiK4rkpSg+lxeN4ZENgryI7RTHQhrDo3oo5KhoDI9nSa7ja8tS+2q8mJZ9+eu4cBbBUYPG8LhjaJLuYtdbh6+3Jl2Kai1Sg1pwVI+D1KCe+ageB6lmzoSU70Pbj+hfoetmrjVUTs1mtJ9blq++u6UlYzp+fNZh33LLLVd6FwwMDC4JI39tYHDNYqQPDAw+bdSv/4Zn409FUaxd/5362gdGNUL2h4I3LJ65V+wYkdlkCm5yfFkRrSiOL6IULpfT5XKSWtLqC/ys6UVmRQOwvVHu8A4oCg6DghKQILcnyC0slhd5fQcACK75btf8TIIXAeIkGidp1hiCVsu/JG4SvOeZ0O4dLsy3UGDJwsqFN1RUu6skKQaAt5iff3FrNBrds9d/vMVxtCUaqB5WT6hkL80R0mveW7yMcE08oGM/SS4OAJhAVSIjGSmDITDzmNZ3jz+vTeOaC4h0drXEKlk6Wrg5graumoAEzL8KyouL5UUl8qLMOwAA58kuJmypfX9OgbS1pMhAoii+3fLMPu8ZZzVxuk3L3EPpR7bUPccrHgi4iVMg7DhkSmVZVpTN3KmIPfSHjT1UPlrpNl+K+KgcjrMp+q7HJoptvvWJRhp1IptrSyopnlNdAMRQCBaLsHRJ/be+fdGvy0qxNQ9mqrgBoM5cayAg7NNFRtZeJixU1Ch2o6am5lvf+lYkEsmli0a3TPlKsXfv3sStK92LrYvf72fn80oVZNfU1GzZskW5q47ba7togsf7imcqd/uKZxYFj49pF82JghnK3RMFMxb0jjIsT5dLTWGnFtGcpY4p8ujrphfRuLOvAMwYgyLsWaoINoBjkTzdIuxbS/qPDE5W7r7bXXhriY7bNMcWGnUEO0sLzagR7LmlViV5PWoEW9NCo4lgj8MWmivldzYwMLhcGPqjgcE1i6E/Ghh8Cqlf/w3x42ZPY5OnabPgW1C/LmMJVX8oKEnxPDoRBAGRMiVxgjyvPH6PLMuKXsh8Xj6fnxDcNRK+PixyQ+E4gO2NSWFRCWIHzC/8eeO7u1uP3yBMdrvmZ9tdAgqdK7Ej5pfZja6WGVsaz3OIC66q2trVrPPaYc/neYskxSQpJknRL917J0Bt67Bnn9/n8/ta/M3ypKnVR50CGYkwJ9ydQW7PQnfZbvE46nSkN6oSH8tj92j2kz1ptgJhFEpVIWvykp6dBE7vdyqmH1IKGZQjRKlzySRBSlI0IkXpBEoYqbKYTCSPx1NfXw9AFMWnNjbIRHIKJDHEUE/j/Wbtow+t/8c3GqVvCGYAhBATSZyWOI1r6mWyI3r3H9h13p5XtMw9+xLFR4Vb6/uvE+kJ0SaKbRwsj67/SaIaGzCJHQBa+sNgp9FiEZYuEVbedaElPOl4PB6ZSHPcKSqkRoLMRWAlhNBE6TsAzBFIe8sh5VlFFFu9enVDQwOAKVOmlFcUtB848+HO9z/c+b6y5HULzOi9/vz586dOnRon+uOaNWs08yuvbC92Jp544onxMAKypqamublZfcbU76N1uE8jQQ7bxrAL+zIOgiyO9yv6I4CAdfqy2MEc170h3rkPZYoEuc9Udpt8KPsqjDKEOlVDY72Y5kZXluU1UyBPZtcfzYPHc5gCySyQigR5NGLT1R8BlOcni7CPDFpv1RsmMdsenW03KxLk4ZB51BZsAB29RGOKRG4t2JWlVuxOSr2v7uq/e0mKB1bdgg3gUOeg2hQ5d7p9fDofL5Tf/e53RrrLwGAcYsx/NDC4Zvnd7343akMcw/g+YGBwLVE2fWbZ9Bmgkujbu2Xre2XTppSVTdEsI0nS4NAQgM/cXPHaa38JeON3fr5qWvxzpfHPKjIWIYQbGRTo8/lPnu4sLiMfv0rf8lhjw+aCvPz+LmtfZ/JL3ELELaZQp/3j1wcPH+xzCuSO+sgQOVuc2e4XI4MyohrvWS934DT3AYAd/1b44UtBIpPa9WvXrLkJAAFiEiQpmm/LM5k4nrfE47IsywBshZhWVuJyV3R1Bff4TnaI5HxndLY7pe0ZoBLp7/DSYBfUzk2kJq+nyZ/Lo5OhgSQ0KhqHbWB+0P6B8sz2RkpoYvjj9kYa7JKr7ybFZQnzoiJBcoRgpJXbRkvzqdZXEgoPsoLyoP0DjnAa8dEpcB+/Ks8sq2AC3D9/+x9kIq2qMykjL4fImRnyyvSTXDRd2uXrUB+y2lZ5nbwqfZV0RO9+T9PmWCwew9DDq/9XLqukc8q0Pf3B4jJSLkSEtfK5ruGi6VKbt6ez61zX8TOnJOmkFK0qmVhQMffBv/16/d//vfC5m0etus4FURRPdAYUMV0NOy9q8TG9BDy5MPOQ0oTz97AXvV2mM11BjUI6c+bM872B/r4QIPd0D7mFedPLJj355Nc+//nlp0/3TC+b1L6nOxTqHY4MlM4oyOMnKCXaV5ZgMNjd3Z0yqjJLL/aVcEH6/f7m5uYHH3zwk39pDStWrHjxxRcrKyu/9rWvLV++PH24pzkWuRoHQdpkyUYj6kGQF9SFDQJFfwQwQKxT6OjrOiCpp0CGwF/QFMh+yhcSqSjdUw8AKDJFL2IKZF/cMsEcnWDWm9sIHBlKJq8nWuITLDq2xMNhi9KC3SOZ3CU6kyKL8xAcJj3DKs/75WjBLrGb0luwu0Ox7pCigRJ1CzaAQ6cGEtsZly3Yzz33XI5LGvqjgcE4xPA/Ghh82jF+PBsYXHuwomSPxyO27PQ0bUYTBNcCwbVASWQPR8IAbHYAqK+9b2PT71/bOPSN2vlKnpRwKeLXgQPH5aH8dzwWAERGtbtCECqqb0rGSH1ev8/nB+AT/ZG4iZhirFM7yO35mN/jjP2Nrgop65ofTS8FRPrWU2bz4IDgsP9t498BSfuhRUJUQig84LAXANRut0WGTQODQ8MhLs8hA6hdt5rtjE/0v09Nt9SnKCNOAUe9tkPiEIskq55JXNGVx+9lddX6jFwPFsuLgtwejJgf76yXk/45ijlunfRcXJaZ8McREjD/CrGvlsiLmOERgCRFAfA8b7VaR01G/9jzbSY+alTUbm4Xa0156ukXAOzakzAckZi9/c8yOT+NTjridBOnQDhCZMA+PF+SJZ4fvZhb9O0HyF13ff7tt7Z7Nm3O4qu9aBIuzrrkR+KNxvjelr7nnnzysr8Wg6R5RilQIi+uiCedjyXyEk3ztQZFo19Vj6drtXrBBx//1y8bXyXg3K55LlfFkiWz1XU6D399FYCvP3wXKH322TdaW/0f7Hir69z0zyy7yGbwMSdTFrsUn7ALkml8W7duZfnrhoYG9czNcUhRz/E+zFTqsCO2osjQGLogrxs4uX9CcogEGwRZeOESZHEsVGwKXVwKe4ocmkIuJoXtRlcnkj9cxtQCeTyaP9Oi0wetMTxmskDOyo+UD6kskEP6Ldh3TBt6xp+MYL/VZbtjmn4RtsKYRrDVaCLY82bYX9mZ7NrSjWAfPNF/4HjoizUXMBLUwMDAgGHojwYGBgYGBtcm9fX1oiCIoii27BR9baJvPxMi47IcjUY4DiYLAPh8/vnzrjvQ2u31+V0uZ6phED6vf5fv6OCAVO2uMlnwSN3q4RAXlWRHatDM5a5wuSsANG3a9rFvT7lA5riJTCkBCCEB8wvOGDQSZIzoXPWx5PXpN4vMgwN1ZaVCoV1z8ZTnAEJgyWuet4BSsxXmGIlKcv7mDzkOXNvJm4CbgEaZ+/jPYYmjSjCccUdd5JCINxrjLJKsZgKtyiY+EoDCzCMqYVrv/cHivQFRDoi0QjA70wc+kpTblIKM1JXEKQVwiHuuLHSfI5LQCHjeCsDhsAMopouzCF6iKHrFPZrhm4w/i++d/LitdddBpoUK7qQAEYlEdu/1kw7H0ZboW0ClYLutvg9AKBRiLcMZX867X/TtF337heqbHnzwwbffejPLwpeXgEhvqB5b9026BDlBXhynMKlObbG8OGi6gKC6wlMbv79LbCfgamvXsP8dcjypFyjBbVAK4OGHV7W2OltbAz6fP8/y7sQJs8rLy/W2euXRyWIzCTLc+0kaISsrK/1+P1Mem5ubr9QgyNzJG+pT9EcAfcUzp3TuzbL8JXIZB0F+bJ6n3A2aCi9gCiQNnUXSAnmWOKYgp3U1UyDLYJ+GbKHg3KdAzrQMzoyppkDG9PVHAOoI9rGI7VhkKFMKW+HIoLXcpi9BzrZHM5XPKKwsl59uTfoZxy6Cvba65D9eySmCfehUGEjqj39oPgXg4Il+AH9oxhWRIG+++eb3339/9OUMDAzGJYb+aGBwzWLMfzQwMGBGSNTXA/B4PADElp1SNBKPy3wiC4hZ1cMSQjLyfv7s627h75BokgFAnm56cZf3GIDlQvV999xu4QEgKsmWzIY5ifTJRLqr3iyPzMYjCcefjgSZTi9p2/FvhQdbBwSHXSi0y1Uj18+pJTBRCZIU43lLHNE4Gcw/cSLeetLkP6k2DtZNLxUPBo69bwm4oxqp7oFH5m1+5uAbjbK6qUZn7KMebAQkgIrY137W+AtCTXfWacVHfQgxEY4iOTFwMP9QCV3KNEc12QWvpzY2gIy4BVW843G0i2c4BJnsuL72PvWzkhQdlgYlSf7Nb7cRE3aJ/vZafm3tUNkshELh9H1geDZtZs5HofomNndSENyfTOkwqzIvwtKxfiG1BDkn9rWJ8hIKqCVIZinVbcFWExBTZkg+/PDXAOpyVapLdVKgqcoCIS53pctdiaZtPp8/TgPAHVdQgtTMf9QS7qWnj2glyE+8kUY9p/Ltt98eb/oj2zcljm0d7rNqJMiJMzUF2ZeRyzkIMpZigQxgujNyKpcVL5cFshOO7PrjRVsgj0cLjpsHdSXImwt7nj+XHDWQyQKpaaHJZIFUt9AcDlsOh2OjttAEenT0R6RaIDNROZXP7nxMaaE5NaTWH+fNKFCPgDx4MjxvRvIHBBMfR24YFkgDA4MLw9AfDQwMDAwMPhUw/Qj19Q89fD/HS/WblN8BTAACbuktD57d9MbD61YB8Hr9O1u9Pp/fWc053eTLi+7pDmaLCqry10fmLCOUUo4QJhhSSlk4We9fTegAACAASURBVCNBsvB1TGJfBEBn0Uv+XbRt3yAH1E0vzfRaTAGkkGVE49wgt/+E+aWPzOy1RmLQzH5YV1ba2Hm6e/t0p9Cp3sKdSx4IuF70if43ACZBzol9qZDqtxKnMCJWte4+1Hagg6P8fXWzJ1BzL0kYi+a44f/I9OYz8qr6FMWTEFBKQUCQjN+GrG2SOQB5ieZFdDO/TI/bv38/QDXio1+U3/mhiWBQWHFDtWvhMpeOyMvzFp4v6g+Hvvyl1QAWLfA//8K215qCJxdve/D+VQ5o9UfF9giQ+vWPJWcaEjN7dtR29Usk4JU5yic+tGMMez9mx742ceS9SJcgs6ewAQS8MmBiJ+qpjd8HqGJ7TGxTZXikaeJjMpRdu3qpz/9004tHulqvoP5YWVnZ3t7e3t5eUVGRPtAQ0JMgAVJafqVKsUVRXLt2rVqCXLFixSepSLLTpT5XGv0RVyKFfaJghiJBXnQKO70LGzoKmz43xDvf4eYqd69qCyTQo7tYji00QFLNzNRCo+YKRrAPnhxQJMiDJwcU/XH+TIeiPwL4Q/OpcZvCNkwYBgbjk1EGDBkYGFzzGPMfDQw+bbDSZM2DToFcXz0o+toeW//U7377waamV30+v1PgVtVxToEEzC9YeT6adhXTtGmbp+n369f/kC3/wQd7wMUAyJTGR0q0WU0ws0MGzC+wsYkAYhGEu8lwmDDxkectA3kHzvxpAheldWUq8TF9RB9g5iFJsRgZBIX5pY8ST5GRBSioDCrD7bALDvue/efVPd0TaBWAR2sfdLkqAqL8dC1n+uhvJ8oXoKb9+sVtv/zVlhZf2zLXojuXPKB2TXZ4c98MAGTqNkkvX2Z63OTJxTJJsXO+7om980MTF6XuBbNq1612ueZkeblCu6PQbrfwZMH8ioZ/+YclCytbW9v/5z//5P0/f8wWEL37PZs2167/jqdps+hrEwSh6dlfqAtV6uvrAeJp2ix691/YoV4IbzTGAyJdWj1v9EUvHHY4bzSmXLcX08WTUoVgmupQzLHyWxCEDz7+r11iu8tVqRYfoeiPivSoiuirG4EAzHJFZ7tw5PCxd/7yci4vOhasWbOGCWd+vz/jQuFeGmhFOEWUIaXlpHTWGO9dksrKSlYvXllZWVlZ2ayioaFh7dq1n8xubNmypaampqampn2EwsJCpIqPDI3hUd2LPRZoDI/qRPYFURxPUS0D1gtQnW6IJ//8c5Zz7DPl1CKlmfnYqcpx63IdF1YLjkojjS4zzUnB8Xi04Hg0X3exmwtTPtvv9+t3Q91aknJy3u0u1F1MLThmymKvLE9x028/onOpnh7BTl+mMrVz5tVdWtF5bXWKSrqlpVt9d96M5IjMQ6fCB08mTuy86wrnXZc8OrUWaWBgYJALhv5oYPBpx9AfDQw+VbAUttOt8wvAXXWWO+olGVHvvl0xDKyqMynxZEU0HB5xrvi8/vXrf+jz+fd4T7ld89yueU9v/IfPfW4RCO6qNxFCmOzIYPKKTCkAJkGGw0PD4YTsWFxcWFxcaLfbtj9D2/YlktfsVWL3LU8mrxmquGzoPMh/faRxkoHVdrMxlhSPTCuFFD/akjSeTByZ8Pho7YM3LRXMKPA0/b6p6XUTHb2Gxef1NzVt273XP3vOtNraVUq0dmn0/0ygVQGRBkQ6fXZ+h1cnNHehOONfS3+w41ibRnw88YF1WV5BXVnpw/9r9E4YGRLHS3kOauFh4fHlL636yoOrCcGmn7/81a//syI7JgLX6x+rX/+N9I3Ur38MiUaaMYGdRo7y36z//lhsXxAELvW9ZoXXhECTaY+nSpDFdHGWzTLBtLm5+ReeLQA0sWtZlqEe+KgIjkTH4hSkB25/mMx24Yi/88iRI7kd1lgxShCbjYNMlSBhn/iJSZBMJ62srKyoqFizZs3jjz/++OOPM9WPCc1MnfwEYKIne90tW7ZYrVa2e+lLFgWPA5AkaSA80NPT897R7h/96EejnueL5rJIkMWxkHrsY9DsUOyQozJFDqkz1+pS7OwIKgmyE3YvpmVffoZKfzwh209kliA1hsfjMX39EcD11mRRjOKFTKdclblWvJAaNJ0zb3Xpb003c61Bt/ZaQ+XUUX6iqTPXGtSBawAHTw4ot+fPTHn7PnkJ8pZbbvmEX9HAwOAyYuSvDQwMDAwMPkUM4zSAdP8jwymQg/PJ0QP9cwRS7qKUJp1Zpye8PLX3C5IUA7DpNy/s39XFwVJbu1pt8vL5As5qDgBHEiloxfmouCAJcIj71VzpSZ632O0pF2AF3UVcNFw3J2F+1A5/VCCwORDqBsdxsgxQsDGTrOaFwXaAElAKwWEXB4Y3f19+4NucpmGmdt3qVu/hXb4joq+NNskyoi5Xhca2ljg01qnt88uIWvOsEycWaBYrj93z755DBHL+lAEcR0CkmU5yjmjGDgZE6qyccbg9KSX4Rfn4B5Zleba66aVy1YwYACBOJDMt0NkcEMNAnCScMnmJS0h643InyOpf/T/23j+ujevO9/6emZFGAoEBgW2EjcEGbHAc2zA4uLix86NNGqdOmqTZdffpdrtxYjmb7tPc3fv47rNtfvXJ7vXeZ5vu3rspbkh3u7ttepO0aclC0m5+OTX1D0bCPwK2EbYxGAnbIEASEhpp5tw/jhiNRhLIGLDjnPdLr5c1ozNnjkYYmA+fz/f707bS5UuLS1aBmtNPDykqKori1TbCnr6vjkqvQwGAb+yZR+daTX3BJ+IQ7J5amBITFhECFoPWGCkDsFNqYWX0Gy7uJynfAknHm6Dkh//8twqG+79ePMaczlNi/k2Msb7aowad+dEL3SPQDQDlG9E5Z+T6prAhlYMvGTzUdx2bYqfU+ADgmXnrnJ6SdevWhcNhmEqCQ/pLd+FER2jJqGlpKQCYTeaVGxuGTh13uVyZXOpZoCsEeS0pbG0jml6+ZFP0dIbH6hrRfMLatKbIdBRDQJfCrpt2/HImcEizOUMVSMNEJlUgyzQRbAA44MvXmSIJ5eawVnbsC86+C01FfrwE5LxGsFeXmOMlIBMj2JC+C82a5blrlvtV2fFUv1/riFwAtm7dupCno1Aocwv1P1IoNyePPnoV94QUCuWzQxguTfNqr4j7T0kV9Yj0jCYxagVjYl3kjcYTJ11/+f/+/8ePnRVqa3TiI0yVdNSCEGIZhoiPQGpBYgwAl/LfyrHoZTJifky9MqSJV09hMHCms4OIiVkdY81uNEIPAsQgtLukGCLRkKfgN/txcoeZTRs2PvHYQ0JtjcN52uE809zc9uSef2h+pU37eHLPPzQ3t4nO7gqBzVsRmpBGhVp9m+zmV9o4yLrHjirqGITZDIPY06d6rcoG4oJ8d7/MYOPwxaiCJNW7OvZzKxPBdTkW0Gq1qYjCRBiNquKjFo6HutrK9bdW9l+81N/Xm2G9RfuepwCQ6Oya8xQ2SV7XCbfeKXx9bmfWQtrakAh2AV5v1SSvEQLdHb/WBVmgrE/pgiQfkN1ul0Ko9FY5Z21vH/frPu7XY0ySQKM2mFcn1eiPXuh24V+Q5ytr4TpaIEmIGAAqKzOoiwqAh/rwUOI6F9AFmRLiRlww7rvvPq2HsaqqKlkYbZ3igx//g9lkLrGVFBQUmM3mhj98fF7XNlcpbF3bmcxT2MkWyAxdkLbEYpEzWiCXZ2yB3GIe1m6ms0Cu4CczsUCWZYUTLJCh1BbIlTlR9fm5gCGlFqnzP85fBFvnf9RFsB9sWKLd/NXh+G8OWgvk6QHfDZvCpiUgKZQbEKo/UigUCoVCidEn8gqKrKoDhGAqxByLUV+BY56I419+/qbMBFcJ6JEnypJ9gsn6I4FBiNGILAxiDAYOALRSj+g8hSIz5c5SeUGIyEgkSH2xyKmz1+daguPBcx2c05FQzI7BBgAADE889tArL3/n1ZefqxKMFQIrOru1j9J6X2m9b3fz5LbdY4uKABTuttpaFuLpNuKOrBS4CgFVCGi1YO4VsbbopNZJelVYlQ0TR+8g2d61a9fClHf1d39jOXZhVM2qKzXL1UMiEM/KRWFCa3tMCdczYM/P3wTIfa7vtddey3Bh9j1/RiTIWbypdJDk9S11S+Ypea1it9tvEZaS06nmRxU2vQRpTWoWBDHx0bC5/q6mpiYDD8vXRQFg3Oe7EDh6PPhvByb/epw9cwV3AUwVB4CpLwhi2Z0SIrXiI+GuxxCwkeuiP5KyjyTanOkxgbEbRIIkPXMWLHlNaGxs3Lt3r9pzRic+tra2kpA1z/ONjY0tLS1fqCoGgFAo5B31hqXwLffvnNflXfcUts7weBlldCCxQKqb7qROWTo2c0PazRmqQBri3ypVL2QyZXxCbvpC2DT9GiB9BFvXc+acP3US8bpEsFUvZPzVkvjV03bE1lWBPNWfUUOhhYfqjxTKDQjVHymUzzS0+COF8lmDhyXpXnp3v3zaMUEUNLIHIYZBiGUYBjEIoX9+/XWMIl/cjb74BBplTl3VedFUh18mwWAW33A4T6HEttfRRzanmiityIiY2GQKVnDCIAwALFYUFGlqTtB3ENEfVfskhv/nT//qTrtvd3N4d/Ok+rhnd8wQCgBnRXzLpnwA4HA2j/NZMDa/0tbc3BaF0B32mA3kbnsYYZbIW9Nck+nrCar87Ecijwu2CA+Q96JgpacjSryi5HLpzI8GiN1IR2BCRtIM4uObh8z/cdjouijkWFgZD3QemmawFkEQhPrbRGdX0ytz04umV8TERXhX/RPXPtuM3CU8DgDv7pdTSorJEqTaFaIy+g3tB0c+5Y1Cld1un4QhhFDprVEACE+G1cdRb/OpyM+PMi/6uJ7L0ROXIsdj4iNCiGG86FQv/sUR/D2d+EhYWQvnB7rn6E1fBbMsR5hOgrTkzcmqMkSV/1544YWFPC+RIEHjHiW0trb29PQQ2fHFF18kY2xZbHEWazabAcBoMJqLV4RNi+ZvbSSFrW6SFPYs5tE1ovGyVzGJzgKZYSOaBbNAHgwVphyms0D2pbFAzmEXmor8+A+OaSLY6vNpItjq83QRbO2mToLUdqEBALULDXx6LJAUCuVGg+qPFAqFQqF8hjDB0nQvne1AFUJcaAON3RAhOOeAsyJeVR/rXTPGnBpDVyGLTFWBVCfVNpTRnjEzk2AqWQ8RiyEi/a+xKkFiiIWUi0qRgqSXXn2Z7GfAwGADIFDtkxgDxrgi+nWUuCodPI7VyRKd3fY9f9/pPLuhruzJ5oQ13WNHagqb+Nt0/kfS82TGN9r0yusAIAh1giB0fXISKYZeUbko5qvJax0GTfFHZVrlkekeML7wBtMdc0UJuRYh13Kmf+hb998Pzz8/48IAwG63C/UNorO7qfl1ss7pmeb9vrtfJuLjt/bs1bbbnj8EQfim/REOZ6dbuU6CxACyJoWt7ifL/vaevwGATrG7sp7lTXrrk8HASWHJN+476m0+FvjX09H/3R559gj+Hnm48C9Iwcc5gfjsXnrppdbW1rma8+pILUGWL7AECQDbt28XRXGBU9ikCzZMRa1hSovcu3cvkR21CIU8APDG2BfMeEHpvEqQi6QEkWjcOCv98doskLNoRJNsgfRM64KcbwvkhbA5nQVyrrrQLGQEO8ECOZiwtjXLLFoLpLYLja7m4wJbIGkJSArl0wvVHykUCoVCocC7+2WM5FUJ5f3j8kuviN/ZHwXi7COtXTCc536pkyA31d7aKyqQBElwQ6zSHQbAq6Q/SnEaANUROV1BQwRRiUybeBZQYsfHEq7xl4VcCwJm0WJUITBdjuHmV9oYMHA4Sz0/M2XPBAz58roC5VYiQZIY9YdNeft3mfbvMr38JyZlMuv4UU9T85vf+ou/a2p+EwDZd/3Bt3btui3y/dsi3y/AsfqAySlsnbSaHPtNRnR0ic4uQRCE+oaml38wPj6GMT7nQK7fBbRdwgksNhpwNgMzd/Fmuge4Nw9xbx7W7beXLIWIXFhihY8+gjvumHEeALDb7fY9fybUbZi1EbJXxP/r8WiviG8Rlv7k1TcWRnwk3Cl8/Tbhc2TlKQekkyCtyoYCvF41bH5rT4KuxPO8wRi3NRkMHMcZSMEBQiQSNRhm6EGhUr4RAcAHH3yQ4XgSPQaAnp6eWUuQ6oHpWrvMQLIECbDwEiS5Dvv27VtICVLtgt3Y2EgskCTJTkTJZOoKeYZhpEisF/ah0+eIWXI+1pZsgZxdCnvWVSABYDFOEKoytEDWaRphA4AbZhAu58MCqd2cQwtkOrQSZCYWyHTMGMHWkhzB1logzwwGtBZIrQRJLZAUCiVDqP5Iodyc0KInFAolJUTfIZ03tBAxTtuyWau9uBxRAHy3PayApLXxnVFePxV5DZMONUrsfik5dEy21QPzlGqZ0d7n6Hp+JLcA0RORADAYNSoPhkTdEwFgULBeDL13NwMAR50nGGyI2RKnzoUQQoghXXJGD9ce/OGy/bv4D5ty+ztye0VZqK2p3VBTt6Fmk1Cz/taqI2JXYCIkRaIAoG3DUhn9RmX0G0SIfHT3mjV1lrMd3G/2Y107mgr5j1PGfrU0vfJ6U/PrAAwgrumH/yQ6jn2uYQPDMONXMEr8/Q0BY8DZHGQqPjLdF1XbI7l26vUWci3nvROwbRs8++yMU8UOEQT7k98WBCFzI6QKsT0CwFft6/ba92d+4Fxh3/OUIAiis2vXnmdTiqe6X5TxlOr9/g/N7+6Xz3UYNtfflayZRqSIwcCRh9mcZTAYzOYssnm1K1xZC8DOrFaokOgx0Q1nIUES155axPCqjk0gMIZ7OyGQ0Cl44SVIch0OHjy4YGckRSf37t1LemHDVJI9XTFKWxa7dlmR2WRmWdZsMpdvuC17bYP2U5hblk9cnJMU9vVoRHOdLZArrt4CmQ5dF5qUY+4pT/jhlVKCnJMI9o76hLbXui40a5YlXDqtBfIrjQkf+g1YBZLeClEoNyBX/WsQhUKhUCiUTy+CIDDYCEmNYs6IoYr6BBFQ+2qvCCsFeaUQBYAImghNIECKJEUBwA+dbji2mFtXxK7bsLHiqPNEryOq1TEBgCSvVf0xH1crEJFB0rRw0d1cIQamM4iR0VIkzNeUo+7zyXls0o0GMGCEAUD0BVSB8t7d7Lv7pVea337isYcgoflwTPj80au/FJ3dAFBfuw6DvOvx+8irIT9EJQCMeN4IAJ909R4/2QMAovMT0dklONfaH39UnYpkje/Z0DV44q1e8dJZB5xzyvfuZiED8VF0dDU1k9i1MIkuHep4r0bIu2vDQ0Ld2snm4YMHTuXJ8u5V8Rw9AwZIpTyy2Kgr/si9eShBeUzykAIAIHitqmrntm3TrDAZ+56nRFEUOw6Lorhrz7NC7VoAEGrXCnVrtcMK8Pqf/cgJUyI1g4119Wvmu9vM9Nj3PNXU1CR2HGlqfl33IQIAQsBi0N7ZH3V2dTq7RGdXY90dwqYtyeKjiedhUW4oFIpI5H9ZEAA4LsEROU/vRYVIh0TDUh2RGdLT07Nu3bqTJ09e+zLwUB9aCmDJV/egpeV46DwExq598hlRtdcFjmALgvD++++LokjWQC6+z5fWHSYU8p5ggbppveu+z6+r+n3br8j6r0kFTsUiyafVHMeNuVpFMkMKov4C1q8mr71cjlfO0eayp+EW2f0Bs1rdvIxyFsPMB9aBxw3xjmduyCnWKJLJLGcCqu1xQLEsUyxaU6SWUi6olR0Phgp1pkjC1tzRf70Stz32hc06UySh3BxWk9fng3y5mS9LUiRXWiIA8ane85h1oWzCqjysyo69oyi5KU1yBPu+NfofBFVLeTgev7xvH/N9eYNecV5ty1Kdj2fcQYAERXJ1iUVtPnNmMACaEtJrlueqtsfTA77TAzm6XDaFQqHooPojhfKZ5vXXr8KoQqFQbg5q6gs+EYdgd3xPr0gsdarhIsGB2CvGG0tHJYiGI5EIIEC80QAARqPBaOSi0OeBPrkuil81AGC9GzGRPKUaAKIwgQDSWfbQw18wYCmCJlK+GpEAMRhAIavUdpuJCWpTO4grU/QHAMfMjxUCgv1TYxJrMorO7qbmNwFAqK2x73oEAMIoZuAi4iPLMvmLYgXaNt926+bbblWPEp2fNL2ChdpbtIqb6OySpOj2u3f2j334iXjpI5xfX7vBujGt+EgC16KzCwDZ9/zZQfHXDvFERT3atnt0ERYhutaECwsL8qNXAhBzbk5nFGXAIENcfyTOx5Qj1csg5FhEX+D3v//9zp1X3Y1XEARBEJqamgBA7DhC3j40A9EiCYecJxSEAeCWuiU8sm0R7l/IwHU67Ha7KAg68VQVIlUJ8kfNrwOAw9kFgOoFwb7nqXQTmnjexPMAMO7zhSfDABCJRAGA5LIjkag5dXwzBeecAHKmYe2UuFyuzDWsysq4xDPL8HUiKSVICIziob5rn1wH8XuqzWdU/2BLS8ucnysd5FwvvPDC3r1729rawuHw9u3bycLa29unSWE7huMqVYjPJfLlVX12GUJS2KoESVLYuu7YmVARHjzKrVE3vWxuhvojACxW/Krt8TKTcxnnaE2R6RDAI041n3GDxQaWaSTIzdzQgFShbh6KLl1u7E05stQQLI1OqBJkfyQbUumPALCCD12YSl5fCJsBRpPHlGWFQeMgPB9KoT8CwEpLRHU+ngsYAFLoj1qmiWCrzsd0FsiqJUbV+ZjOAvk/fh1PJLR0jGhNkQ82LNn3i/h1/tXhSw82xCTIrzSW/O3P4+L1qX7/wuiP27ZtO3DgwAKciEKhzDlUf6RQKBQK5bPFItgI8E6viFWXYq9DUZByz+5Y2FQXf+51YAC42z4ZMwAC8EaDxZJCQTEauZX10V4RraqLR7l1Drs8XKM+j6AJA45JkEJtjfjh0aZBj70kdofJgJHDWIGIghLcmpN+AACGRZKk4Ooy6D4bO4v2RFphEWPAoCioaZdxRf1EZR1XITCHOjqe+NOHtO+0qflNYnu073pEqI0t0oCzI2giGoaoBJwB5eWk6A4h1NY0v/xMU/OborNLdHarHrqmV14n1Rt37twJsJOY7Fyi+DMQdfZAklkWnST/iwRBsO956gPx3xziiQoBEdekFx13cT+xP/6NP/qmY4vFgjIoocOAkcURYoFMdj5OXZwEDVPItcBgilGZY7fbyT8AQLRILZvr746PuZGIi6c4KooOAKwKkQAgOrswAAYEAOs21q3eeFt9ZrLpotzccfDxPB8Oh3meN/H8ZDjsG/eFQkGzOWvm4wHOd2IAuPPOO7U7e3p6XC5XOmNja2urVka8Kqqqqlwu15yYH1WSJUiw5KOlMB8SJEzJjuTi9PT0XBeB+5lnngGAgwcPtre3b9++vaqqqrW19f3330+nP9qyWHcW6wnKABAKhbwTkY1f+WN2oJuokHMiBGtZPnFxIHuZVoL0GWbpgtRaIHuhRJfLTofOAvkJa7tTOTPjUaQRjXsqeS1C8ZfBNc14rQUSAA5Fl+py2Sqzs0Ae8OVvzU0hQZZnJVgg77AmD4G7i0M/csX/rnAuYEguCnlPufJyZ9zheHYstQVSKzu6huXkopCrl/Ja2bFnKKzrSwOJFshkbjQLJO0/Q6F8eqH6I4VyE/Loo4/OPIhCoXxWsdvthx57/9390lNCyl8D9MJWr6gAjhkAOSPmeJxtSGvfqqhjznUwZx1KReJdfzx8rVQDxOozAoACEVV/BH0uFaspbGUqMB4NQ0QCAGAYkAF8pYW5ALEyjyjWSUa/JoQcgcDSimXLl1udHa4LHZElK3iACdF5apOwFlLZHjXXwshgiQRps/i0pcEAwL7rEdHZ/T+bf9Le+bvJ5mETLiTio+qSs9vtYLdrFC4Qnd3QHC9QJQgCIE7V5v656U0AIOIjgUiQRC9UME7xTpMgFsh04iO5bhlMM0tuQJ1xetQF65RTob4BACrX11asj3VoCso4KOMsNuHabRRqHGKnbs5FublAQtkAMJXO9o37IhGf2WzOvBGNFpfLRboqa+1+ardlMmb79u3pij8SgXJ6Y93c2u4WRoIk4ilMtZyuqqqqqqoiEt51RI1RT78SoZAXh8OeoBwMBgGguHp9QA42NvIkPD7nEuScpLArwoO9UKKVIGHm4ocxbpHd2uYzn7C2W2T3jEfZwO/WVH70XI0FckCxbE4zUmeBnIZMLJB3WH3ng0Xq5ocjubq+NIQEC6SfS9mU5moj2Cn1x6qlfNVQWJUgz6TUH0vM2gj2GbdZ2xd7zbJsVX+EJAvkW+2gSpBvtQ/+1R/SCDaFQkkL1R8pFAqFQvnMsbF+rUPsfHe/rJW3AACASRajMODl62QiPppyMABScCRdfcYKAQ0Ii7pFLwDcs1s/WR6uIeFrFRlJgIGDbAAQbEvEC4MwlbAjd1oMGBhsiKIgkSCJAdNsAY6HyAhEI0p41XKjawAxabvWNA16wMAtX2597PF7NzoqXm1+Z+jCJOIn3/3t74W6GgahZNtj/L1jHAqgaAQMHKttd5OSciH6ZIPybhPjEE8ZeHaTcBfRrbRkKMn9oOm7kCg+ErzoOCKJdYwx0jtVk2HAaHjzA5RSfCTtd2gnwlSk/JiCMr4SjhcWuBJWinhGK0GaYCkA9IpKhTDdZVULREajkRn1x3NOKF+u/7IkEDNde3u7qjkSxY1oi+l6WM9Ne5mrBw/1gWUMLS2P75oHCVJ9s0SCnMOZZw2pp5mbm1tUVDT9SFsW13XxymR4Mjs7GwAmC0s+bnlT1ZfnluQU9iwtkLJP1R8BoJfP1AK5WPEvRledwtZZIK+qCiRkbIHsj2T3c8FSQwo/YJlGf4Rrs0CuzIkuWARba4FMGcFebcsCTW78zGAoUX+0nL44obVAnr6YrbamqS7N0Ta/fqt9UNea5jry6KOP0kpTFMoNBf2tk0L57PLVr371ei+BQqFcH75tf+6WuiW9Ik7sVZ3aCSdLAACmnJj4OKPmdYd9DGE2aXIA1fyomx9J6rbIxgAAIABJREFUCilTuLIEiFyYBIezGDBM+iEigcGIuCn3hiIDXlPGMMw0qxL9fgzw2OP3AkBtXcX39m8trfdFQuj0+dOio7up+c32zvZKgUsWHyfDknd0XJIiDMMQF9v0eJkTCsZfeAJWCSgSYoT6htllP0VRJMlrXRufOAgAACsYJzXe0fOL95nugeTdsbj6vDkfb0qyWFTEJ/zmPBFNuP52u50BvldMLQFoMfG82WyORKKhUNrMIwC8/yoG2VBeXp7yVW2TZbXttZr2VdU3rQynqnLpWmPPU9vlGIExPHQ+YY8lH1VsnPOm2FrBrrGxcYH7z6js3bu3paWlpaXlxRdf3Lt37969e6cfb8tifQO9RoPRaDQCgHVV9Z++8NJ8iI8EXc3HceNsbGsFUb+27KOXy9HKkdOzGCeojZdRho2w40dl0gg7XdsZHaWGYEIj7Gjq8ggr+EldI+yUw8rNCUbQvqDebwixLjRx3vOkmErXBfs351Pcuet6zrSdTiEv6gyPbx9LITRrBcfkLLZqeCRoG2GvWZ6rzVxrtUgKhULRQfVHCoVCoVA+i9TXfx4A3t0f10pSSni9IlYUQCzmjHHxMYqmE00A4It2BQDOOhJ2JpsfVYi30b7rEWFFiej3i74ULhglbIhKyGBEphwMANEwAIDBwJlqV0NNaoFGwfiHg26MwWTNefWVd8njkPPI3fbJLV8PI07+x+Z/+fjwkQqBeeiJUu2BGGOff2JiIoQxMCxgBY94x/2BoCSliMgBgCRFuvG/DKNjGGOE0Ko6BEyk9eA/Nk1xVSHQ//nDfZDK/EjgC4KiL0B8i1jBSooO1hq6zyerjGqtzGS9uWlwCAypz0sBgCwWaQ2POkckAGwUanpFpVecrv8SQU1kl8sPVKKHtQ+y/5wTzjmhvNKWUn9ct24dAIiiqCqPWj+jVkMkkWRCVVXV008/TUYSCVI7UmuNnC/ZK1mCJB1p5k2C3LJlS7qqizcgQ4f/88KJjonABMErc2FTipqzc4VWgiSNaGYxic7w6GUz1TEXK36t4fEyk6PaIaeBWCDVTTfMcMgyjf44oFi0dkgdpVz851p/JLs/klqCLOMTjIoXwqYUY7LC5Zq2M+dDKfRHSJQgVS+kjuTMdTLJmetkqpbEZcp0XWi0my0dI7oBq0vil+7MYOD0xfiFrS5N+BTear+2KsIZQEtAUiifUtjnnnvueq+BQqHMMW+88UZ3d/eMw9auXUstkBTKZ5Zy2/q84tAxxxmvB5tw4WXPxKYdKf4q+dNno1IQgmNM3Y6IVqDESEkXwQaAAhvyubNcDmnUA6vqEAAgBCYo0vsfp+bDSObADACQnyuKn4jjvh0Pf0EdJUmRUEiKRGRZVhQZIiEkhVAkjAAQy7KRSNRo5NCpvthUgDEGjDHGWPQH3h72VleWLl+1ggHO6ezxeLynHcHOlmwFIiWr4Uo/LiiNrL+DM5dcMuOlZmUxBghLEZ9vQlEUjmMLCgrM5iyO4yRJkmVFkiKhUJg8UR+BQHAEHb+S9REAIEAYcIENRj1w9thkULrU1+t2uy+KYkdLy6/d7ouiwzm9KVIUxaNi+6r6tBlexzsKTBpsnKHERILYEM3PlatWsGzSLegv3ocrY5AoQE7VykydvBb9gQFJ+tE//8s0K/yMk82hiAKRKU0ggsHIIMNU3YIGYduvW95yidKmHdPVOCqLPpCnrKnm/qCMuysbLTbjwiwoMqPFZigyQ9EytHUZ2vpx28XLg6GNaz+fn5+vPZaohJWVlVu2bCktLT1//vzBgwc3b04obXf48GHyRBCEkydPWq1WqzVBXEAIjYyMjIyMuFyuw4cPHz582Ov1kpqJDQ0NutnmGGkSpEkEAMa44QtZ8sn+uTqJ1WrdvHnz4cOH29vbXS7Xp0WtMJlMo6OjpiWlBs6Qm5sbmAiYzGbT5Pg8nY5XwmGWD7MxdSzM8osnr8xinhDDhxhe+7xAzqgX9mLsP88W6vbMeBTSyI5+MOaClAMpBDXCIiT5sNGHjeqx6RyRi9jIybBGB0eQMoKdx0XHZG5c05W+jE/xdYs0suNYhMs3yHmGJGc0QlrZMZ9X8o36P10gFE9ej06i+uLUcqSavPYGsTWLsWbpv7+vXsofOht/OyOB6OqkKpAj/uiIPzL1PNK4JkH7XrPM0n5KGzZHagS7cBE/PC4N+2KS67Av/PlbZqg2cI0cOHDgwoULMw6jdzoUyo0G1R8plJuQDPvP0J/KFMpnnPKSjf3u7lMd3vBo9mQ0UGBDBbYER9y7+xWvWymuVILjSNiRYP3DoCBgEaS1XawUokSC9LpjEmRNdLf2eIAEYYwDM8a4eGmhp7ffPTTsPjdQ31hL9L5QMCwrWFEU3mjgOHbRIovZzCuywrJsNCrLshKyZBnG/KzXp2A8VdcQAULP9fUjI/fwN3bs2H67UFu9Y/vtRcVZDHC24sVnj08OX+AKCy0jlyaBwRUCCxiMvgpJikxOShhjs9mckxMz8rAsm5WVlZWVJcsKy7KSFJFlRX0Yjcazef+kvhGEEEKoUmBGh8DTq/zZrv/L/vijbs9lW3HRhwd+39d3/s033/z4wEf9/QOiKIqiqJMjW1pa+j1nvvZ8WvWq7kvM0TeAwSDkWoiBcXznvWRJvK5C5S8+UBcFWtsjk7bnTNPgUHXF8sa77013dgoAIARBOa4CBGWcZ4jf7S+yTR4Tu71uXCHo/3eURR8oiz64VN5iwoUmXIgh9oU6NW38U3m1ue2E82Ll6mW33rJJOwMRHxsbG0mYt7S01GQytbe3p9Mfv/71r7e3tyOEXC6Xy+Ui0ezDhw8TRXJkJG5xIs+JbDf7S5Mh0iQExpDRpJMgkdEEgbE5PM/mzZu9Xu/JkydLS0tLS0tnPuB6U1pa2rBhnWwwyQaT3++PRqOGnLwoZ5o/CRIB+DTJ6zDLL5pNFUi/ToIsiaToH52SbJBU2+ME4icQP6MEmQNSAHg/qIY+ZJu2CiQAXJyyPfqwMRdJi1BqvXJcMYwrxqnnxkVMZBGbwvOONMnrcdmQx0XyuKhuTJ5B7vRla4/ROiIJ+UZlVGJGpfg3ipU5+nkKTNAxFP/24p1EFfl6CdKaxRzpTzgwpSNyJBAdmYjJlFYLm6w/AoIz7ri7c8QfXV2SYAId9kVG/NLUq1JhrrEwN3a5qktzD34S/9CHx6Xq0nlsREP1RwrlUwrVHymUm5Dnn38+k2H0pzKFQmkQ7rzkvtzfPyArEUBYV3Dwnf3RlYJcsxXOiUxocPEj679TIn9BfRQr23jIL1DWjjGnUk6uQISDbJdDEt/GJYtLq2wb9CM0Z2OwiUiHQuMGj+OUOODJs+blLcqRZcVgNCzKzTabeZ43qE1gDAaDkTdkZ5k5lsUgR6NRg2sAAAAhxCAGof3uITdWdv/5Hwm1MdNlFE0stS2qravYuLHivu23XRoav3BuRMYyZiJmCzLZLrFSgUEqNBqN+fn5pASbDp438jyfpYHjuPOmfw+zl8lpGQZNAQDgckSjaOKY47x4UHSf7ecxNrLsbdUr85YWRCPBzs4Tnt7elp//vOWtt9w9PWA222y29zt+lM6LqnL0l+xyg0HItQAArF1hWFcFMZdomNgzEQDLsvCxU8EYA3GExi74NA1nRF9A9AdCJst99903zdkpBgYZGaSVICMKZHOxr+Zy2/p+95ku0VNgY4igT9yOZdEHTTjB6qV+rcQnwhgAOjt721qP1Kwt3yR8UTu+p6fn8OHDgiD89V//NdmzY8cOUtzQ6/Wq+euenh6Xy9XY2PhP//RPpaWl/f39x44dI25HYnIEALJJxhPPI0LIarXOX7XBFCRJkGA0z7kEWVVV5fV6W1pa+vv7t2zZMoczzx+2LO799sOywURqQcoGExcJc9GMe0tfDckWSJMc5pWrPxcCLxfXmzK3QGZjiciOZHMC8eWKPvmb6mwJFsgA8NNIkJlbIEsNwQwtkMeDCYnjlBbIsSg3Fon9JWkswm1clGKqcwGDqj+OSmydNcWV906i0cnYt5cCEyTrjwDgDWJvEKvPG0pTpBOQJnk9MiEXWlirJeEPXYU5hllbIAFAZ4EsWsQXLkodPL92MtQfu7u7qdZBodxQUP2RQrkJyVB/7Orqmu+VUCiUGx+hfpPbfbH/4vnRIVn4MlJNWL0i7nUoVhu7+ct8Z4t55dI1tXUVumPNeLEZioqV2824KFmFLLAh4oIcuYhdzvClobHausr4ywnio4HBBkAwEQxJkaicm31I7DrZ1Ts8PNqw6VZzFq9xiQGAap9ECCGWZRljBBdZ8CUf6/UBAqd/omXYK06GhC21O7bfTo6QQZLRZPxwDLW1FczyM6c7x0I+JjicVX17FAGy4o0AiOdTiI/J+PxjlxTHcNYBhCAuOmrefviw4USnd+j8RSE728bzOwqte4qXblqzsnbnfWtWl3/hroblrIFzX7FxnHihTzx40H20o/Pc0DTha8KxjyPucewOhYVcC7p9I7d0MW80cCwLAMSeSbRI05FP4pcaTWd7JLQMeweikTu+eA+pLUiZBgOjT2FrJcgGYdvbLW19HQZ8sea+Dd8kbscZZpyq4/nqq++2tR2RsbymqlabvCa+RQBoampSd7pcLrfbDQBEWyRPSGOZ0tJSIrdt2bJl586dO3fudLlcJ0+ebGxsHBiItyQipR6tVivpnX1tV+XqWUAJ8tixY6+99trOnTvncOZ5YseOHROBiRW31mdb4ga6+bNALor4rpg0aVkEs7BAmhVJZ4E047BZSRuLTgCBtvLjLCyQfjCuBu/0h8ytBVIbwU5ngSzPCmstkGNRLtkCuTIn6vDGRbpRiUm2QOoi2AVmKEiqOVlZyGotkN4gTrZAWi2cNoINADNaIAtzDYU5CVJmYa7xzGCs+cz0FsjTA/75S2FnqD8CANU6KJQbCqo/Uig3IRnqj/S/P4VCIQj1mz45ccY77ha+TG5yEEJw9G086oY/ep4DgCueyTOOYHGxtdhWkHIGMxTxYM3Da7zsCYxkjOQI8sloUkaTK+r9F04whVllPWcuDg15nU5XbW0lAAACtXvzpJ+JROWJiZAsK85jZ/7tZ20cyy4uzD93YbDtNwdtxUW24iKtdobVHDGAjCUZhRkO0K3LpZzcH38otgx7PVgR1lbs/lZca5CwDyFSHjLe+nmitLXABgBo4FRkuDdrxe1DQeTJCq4OhUKyLEtSJJ0QKUnSRNA/gk4M5f1Cq41qS2Qe/svs7nMSUmB3SfEDRVYhN8dGWo4U5bPrKrLMJllW8lcUb1xh+9zl8RKjUfQH3GNjqwzmMWP4lq3T6Y91X2L8juKTnpGlFSXL7r+T7GRZljcaeKMhy2wiD/idg6xNr96momlwSPQFiivKv/30X8wwlAIAANkcGo9oLJCJhSAf3PHQxcHTTueZ1tbDxcXWYps1zTQAAMQC6XT2trUd7ex0LSu1SpOc1qxHnI+NjY1f+9rXtDnirVu3EmHR7XaPjIwghNTktao/6gZv2bLltddeU3cS5fEaLsM1ExgDaRJZNDUujWZUUDy35SCJBDkyMvKpcEG6XK6eE522VVU5RUvJHtlgmtcUts4COesU9qBRq7OjWVsgs0HKxjNolyix+cwCWyDL+MmrtUDmG+Rk/REAtBHslBZIXQQbYGYLpDWLmTGCPTIhf65C32NHZ4EEQLoIdmGuUZvCPjM4saUm/ltB0SL+9ED8Q5+/FPa2bdt+8pOfZDKS3uxQKDcUVH+kUG42Hn300UyazwD9kUyhUDRkZ2d3iIe9HnlVHZCw7sUji694AiQIjIA5K6JjznPb778t3QxmXGTGRSacjyEygS5qX6reGhl0yf2uiSuXxy5dGmttPeLxeJ1OFwAUWa3BcaQoWJaVn/3vd0929X580BmJyl/fed/OR+8pXlJ07PgZR+cpj2e4rrYaAQCaMooRTQ2DjMIYKQDgdLjecZ4SPSM1uRZDec5/3btHXUAET2CQVbmTGBX7DG+F0XCBDVUIyOuG8yck75BS1jBqhiXZUCxJEVmWZVkmFkvdm50I+iUp0l+4P1Hai/UH7xXxG3/JXvFGhBzL82WlNt6YYI20P0L+JabFkCVLLsgtv3hlR6F1MBzu9k9MjrIlwObUxJbbK+KjbyuXOsrb9gfFFpY8Br1+A2KjpcU11atiaWs9GBflqm15pkf0BVqGvatXFj/zdz/IZDyFoEthB2WslSA31X8+v1g65jjT6ez1eLwAMI0K+WrzO21tRwYuXsrN5053efx+v1qHkTgf161b98wzz6QsYrh161ay/9ixY4IguN3ulpaWdCrbvn37iP+xqqpqZGTk+uuPMNWRxpLQZmfOO9KoLsgbvxbk1q1b+/v7P255o2h5mVaCzPZfnqcz6iyQs05hL2QjmgWzQK7jU8u+Ogvk+uwUC56rLjTaCPZ8d6HRWiBH/JFkCyQAqBZIABj2RaZpRDN/KWyqP1Ion0ao/kih3Gxk2Pwa6I9kCoWiwWaz9XjeP+MIWEuYAhsqHnv49Z84V9XjlbUAAPk2WGSL9jn4Ic9ocgpbixkvLVDWZ+ElXuaEdr8M4cETZsxIZYK0uDjrpNPj9lxxiufb3jn82/cPv/fB0fc+PHLp8sjomG9yUqpdv/orO7aZzXzp8iU77r/d4xkWnd1vt33c0vax2z0MGGy2mB0SY9j/6ptOp6u5uc3pdA16LpVtCkaWBvtOhZYVl9iKiwBAASkKk6rnUbUojrGnwygWFltZi0Y9cNYBBTZkKOteyW4n/kRJikiSxLEsy8XrZPn8Y5IUuZT/S4lL0Sv2rAjvf59lIni3bemOogIAAKxpLVJTDjUr1cEsyxIJEi0uMLj663IsNqPROR44fQbyVuACG/qwKbejBfvc5iueYF3tGltx0TPPfOP++z83fMUXBbb3/EW358qa1eXxmo9aigrw8DC6MrNnqmXYOxCJ1A4MrTt7FrZtm3E8haBLYUNSL5oVJbc88MDD/e6uTofL6expbT1MlHdSiKD5lTan09Xc3NraetjtuVJXVyOFuWyz9fLlywBAelKTjjGNjY133XXXNKoZcTvu3LmTmBynWbPqf2xoaLj//vuvv/hISNMUe26z2C6Xa2RkpL29vbS0dGBg4EZWIUlz8/ffe29x1TqY+q89rxZIkxzWNqKZXQr7WhrR6CyQmaSwF8YCOa4YMrFAjslcsgUyzyBrLZCz7kJTkY8XrAvN1VogR/yS1gKJEGgtkABoniyQGeqP3d3dtNg9hXLjQPVHCuVmI0P98atf/Sr9eUyhULSYoLij4zAg+Usbv2kz3Par1t/m25QKgcEYA0CBDfwec5djZJoUtooZL83CSxBACF0ie/JtymRQGT5rzi9R7todzrNFzjsMwYlwXp5l/fqVxbaC4uICjmMvj17aICz78yf+WCulCbXVNluRomCPZ9jtueI4duo/2j5+u/XjltaP3247MOgZcnuuVAm8pWRc2CETw6bLEY2iYENtHQCEsQ+AmB7jJsQx5tQl7ne6ZZ91AAdZKwU5hC5blVuJP5FIkLIs8zwPAJPSRCgUDllODWd9nPK9u76fc8Ub2W1bGusPQ0BTuueU+VGFZVlZViZzskz+IAyP2YxGG290jgfOHWHFd7lRN6qrXbN9e8Oux++rratUC2jW1lXeced69+D4iZMuW/Fia8EiSZKicoQ3JtxMoppVM0qQTYNDYihUXLDo25euQF8flJVBWdk04ylasjm9BKktBEm4rX5rSclyBFBUzHU6ez2e4dbWQ62thzyeYY9neENdWWnJmgce+OqDD/zBPffcc9ddd6n56JGREZKn/trXvtbY2DhXaybzu1wubdea60+qpthzWw5STWG3t7eHw+GtW7fOybTzRGlpaUEWPzgyFuV4RVZu+kY0i7H/ahvRXK0F8qJiUfXHBbNA9oX4T1cXGjJoDi2Q85TCzlB/pM02KZQbCqo/Uig3Gxnqj/TnMYVC0WGz2S54Tp7pCIy7jULd2l+1/ragBFcKLIMY8igXpI4WOOY8N6MLEpKMkOdE7sgbpvxCs7s30ncCTnygKEj68ycf/ZNv3kNktdq6ypNnPnEPXVm/Y8xcchkAzHhJfG3FRfV1NTvuv/3ObfWD7itLlxYsteUXWQv4FeeFHdEv2pVyIVwhINJuuMCGvB7ocly57JnYUFeqYBlIr5qp5tSA4RL3u0mkMeYgyC9Gox5wOSSvB0rqLxMJkmVZYoQMS+FgKMhxhnA4NMZ1u3N/kbKi4sG/ye0+HRRyLDHnI8RC4uT8OvOjCm80hEKToZXFxrEJZmSsxGQsNhodY/5VBvPDT9y3/f6GdLldHGU6j7mOn+wZGRnfuLFCkuSoHEXAsCyr1tdENavSBbFJ7FoMhUoLLN87fS6298AB+JM/mf7DpWjRSZC6QpAEm80m1G+6rf7OBx54WPe4rf5OoX6TzWZTBxNfXmlpaV5eXmVlZWlp6dx2Tdm5c2d/f//AwEBDQ4PVOl1hyutAOgkSYE6y2FVVVVarFSF08uTJGz+IXVpaWl+54pMrQYyx0WgEgLB50bymsLUSpM+Yu3gyhcV7eha4Ec1VWSCXM4EuWePUu2YLJAK4EI5/raa0QH4au9BcowWyujR3AVLYfX19mbSgofc7FMoNBdUfKZSbDao/UiiUWdMg3Dk0OCA6T9qKFx91duaX6Bsx59nksyIa8owNeUYBIEMj5Nv7vUffljGGuq/4A55FMgqFxtEdj4dvE9aaYTEZ6XS4/qP10Kp6vGkHE0KXvMzJELpcoNyqm9BoNNxSs2pt9ap1ayvK6+Tiz58imiMk9n6pEJDXAycdQ9vvb3A6etvajh5z9jU3t7W2Hm1tPdradujg215HC+d3W3ocoQoBIQCMoUJAox4428Fs2oFC6FIILlnxegBgeQmxclQCWYlEIspY7u9SJq97RXz010p9tmV3ydKEF3CsVTfcXgtF+ckHRtEEmZ9hkKFnADDYjEZPROoOTNR+rmaaooErSpY/eP+dAxcvdR4//Zv/PGQrtloL8sOSxLEcy7Jqfx9UVABba3VGyKbBIdLwurh8xfce+CocOBCf98IFmsK+KnS9aHQp7KuFhKm3bNly1113kSdzsUYAgH379iGEnnrqqYGBAaLE3XD6I6SRIOeuHCQpeXn48OH29naXy8Vx3A2uQh74bRvKX2I2xy7IvKawEYA2hX3jN6JJtkDmgpQDaQ/RRrCv3QKZx0UzsUBqI9jpLJDaCHa+UUnWH+evC82cWyBhQVLYGbbApvc7FMoNBdUfKZSbjUcffTSTYfTnMYVCSQ3iRLEDAJYXLzvu7CdxZpUCGxJ2KONuvssx0unsnTGL7XT0/v0L74+60bpa251PX+z+yHjlYnRiFJWul9feGVnM3prNxEyOra1HBoYGNn2ZUfXEELo0yL5nxku0RkgA4Iw4KkejUTyao9cBtRJkrwN7B9FlT7Ct7cglz6jHM1JfW1NSXPTCd3dvv3+Tx+O1FRd1OYbH3bzYwvjdlrK6SWJp7HUoXg9UCCjEXDLLi01QEEWTDAdYhmgEDy36ZcCU+m88ru/nXvFGvlxYYNN1zVb1x0fu0h2iQERCPgwymT+cm8OO+lmvDzGoPje3ZXikU+zZ/pXUwVsWjCyYAGCTsPb8YO/Q0MiJk+eGvd51NZUYFN7I6wyaqGYVbK2FrbVHj5/6tXfMMTp+y+K8xes2fveZ56CsDC5cgL6+2FCawr56dL1oklPY1519+/a1t7e3t7cDQFVV1fbt229E8ZGQ3BR7rstBbt682Wq1HjhwgJSDvJElyIYN697+zw+LlpeRzQVOYc/CAgkL24jGBoEe0H4lo+togczjInlcknVR04UGAGbsQjMqsQvZhQbmyAJZmGsszI397FuAFDbVHymUTyNUf6RQbjaef/75TIbRn8cUCiUlNpvN7RkSHZ2jY75QxG+1MbWLHyqTv7JU+bz62Fx7W3GxVXSePuY829Z6dMgz2uns1SayX33l3U5n76vN73Q6e2WQNn/jyso7hzgjdH9gGHUzVZtxwx+GOI4Zkk6UGe4CDIDheOeFgaGL99r1Zg2tEVLGEkZyFE0ABjkCE+ZTEqdvbqBKkArGZx3yOddwY8OG57+7e8f224XaaqG2WoGIjMIk8b39/obiYisCtssx7HibWWSLVNajjrex1cZWCAAAXvakSSngsRUQcDyMKKdGsj8GgJTh67Z/Ueqz48nrOER/XLtSF76OookoCqmbHA+KxGIMxrMXGYQAwB2W3KFJj9evln3UwmEzgtjlst7WbbQNcsj8idPz3nsd7/z20IV+N1Zg2bLF6vj/9cPXj4pdTa/+QrwyesE3McmEhiH6d//9pdjL27YlSJA0hX2V6HrRpExhX0deeOGFI0eObN++HSHU0NCgNte+cZEmwTs0r+UgrVbr5s2bSYXNOTSZzgc/f+21xVXrIlKEpLAB4Ma3QM5VI5oZLZAAcONYIAHgU9eFJkML5Ig/qpMg1yyztJ8aVTfPDE4sZAo7Q/2xu7ubyh0Uyo1D0jcaCoXy2eD111+/3kugUCg3KHa7vQlA7DjCylljR2vy1q9JHlNbV9lU91+aX2mTYVJ0dgOAc49LN6amLn8Uuzb/4SQAGIzIlIPHhhjOiKvqeBMvh6Uww8Fp+Wdr2K8BwGGno6I+dWTVy5zo5WBl9NEITAAGhIA1Yk5CigIY66RAjAEAAwZYVQcAsLZ6lX3XwxjiN2kKimgPIEKk0+Fqbm77z/3hCw5ThRDs7cD37EZkprOG1zdK3yGDJ3NOpbtov9mPmQiuK7Lo9mMMQPTK6vL4GiASQSlMN1FZjlaUWFCsV7e9pHjXaT8aTTGSBSMDCWm4ynpUWe9b3oF7HaGzh8xHxa5jx3t+9M+/VAdEpCgAFC+3eCcur9/MnPgAba5L7L+xdSt89FF884474NlnaRA7c4p45kIwbmtdQD3SAAAgAElEQVS6ElZWZKW481949u3bJ4pi1RTXezlXAR7qQ0sBtEZISz6qyMdD5+ewKU04PC9ewjnEc/r4hRMdxdXrIQDZluywedE4lC4a7Z+Pc+VGfLkRn88QkyB9hlyfITd3NhKkz8vFKzP28iUV4cFMDrxFdn/ArFY3L6OcxTCDBbIOPG6I/5HGDTnF6S2Qm7mhASn+17KLiiWtBZIL9kfipRsPhgq3mFOoqGV8SLVAXgibL4RDK5KrQJrD54Mx6e18kC8382VJEqSWcwEDQCh5/6o8rFaBTEdlIataINUnOr68IffvfxN/L2eGwlVJFsjVtqzVttAZd8wpecYdBNA7ph+4bcmvj1xSN391+NKDDfG8QnVpzumB+FfOW+2Df/WH89ILm0KhfFqYfW0aCoVCoVAoNyt2u92+588kKep0urCSOuQFALsev2/34w/996b777ZLywUfeZTW++6w+x571XvL108S8dGUA6YcfE7kQj5UtlGuEFCOJRsAKVHwZx8f5U5MvxgMeIQ55jL8u3Ynb0m9KoyxgjHGGCFUUc/0D3gAEAIGqb/zpDqutq7yv/5o+ap65YxjYuJylnpeMnqMOUW2x7luhADjmKqoJc+VCwAJPa81IECq+TGd+DjpRwBgtoBSswyDgkEBACEnx9mlt3iwYORw/K54hDnhZY6T55X16Et29t5vhRlzEPigKZthLD7yWL998lv/Lj3yt94n/pGzVSIGGwAl/h162za92vj88wmKJGUmiviEX62vhPUJyoXnhRdeaG9vJ4Hr672W2YCH+vDQed1OtLQcLHkpx18Vra2tPT091z7PAsAOdJdkG6SINDo6CgBh8yIAaG1tfemll1pbW1tbW+fwXMsnLmo3x42z0YwKov6CaFw39HI5Wjlyem6R3erzy0zOJ6xtmsEEbebaDRYPpP5WTNAKjgOKZUBJPbjUECw1xEscarVILTq1sU8Tx1bRqY3aOLbK3cUJguN7nhTzaA2PZ8dQSi3yvjUJBUDaTqd2d1YtiQ/ruST1DKXQQ1eXJKyhpUPfkXzNMsvqkvjVOzMYOH0xfm3XLM9dszzhi+et9ow06Ex49tln52oqCoWyYFD/I4VyU5Fh8UcKhUKZEUEQ/uK//LeXX/7H5lffeeyxe2Odo1ORh9fcveGhutpTXuhCCBACSYqOjUxiQAYjmHJi90v/8T9MfBauaYjdz+RYsv2BiZAfe7NPFjD6PjMqcREQdecxaxYpcTPm8tBD3fyLKRfFxFaLZYi7HREwAFh0djudeqsmANQ92U08j70dE9nG/Hf3j5PNxHdaM4a6AZJ9l3DcHdqUk+omNuZljJNSfASAiIQNRuA0d44YlJRyqVZ8BADSYVxLhYAqHMy5DvTYn/yB3PBq8gy9DgWAtdvt+hfIHZ1WcyQ1PagLMjOyWJTFxgtBBmUclHEWe91S2KrzsbIyRYT/U0NgDA+dR0vLtfvQ0nIIjOKhvmuZmIiPoiju27dv79691zLVvNLS0gIA7qAcGhjzjnrJzo/6Rnp6egRBCIfDJ0+e7OnpmUOVeU4skBXhwaNc/Du2l83VKpLTsFjxL0Z+tRf2ZSYHUtv44lxfC+SKTCyQWQkWyDtSFV9daYmoVSBTsiov4SdC7yjS7SFoLZDpmCsL5Jpl2WcG41fv9MUJbSOarzSWvNUOqgvy9IDv9ECOTpSkUCifHaj/kUKhUCgUSmoEQdhYX9npdDmdvRhjRVGwglPaIfPwmnylOhKJBgIhvz8UCIQwYHMOVsXH95pMAIAYVCHEtBjeaDQauagEl6MnermfJs+JAaviI2GMPQUAWGMpKx5/SGtFJM5EhOKSn6KpAtbU/OauJ7/X3Pxup/Nsp/MsCzx5dDrPOp29+3eZ9u8yAUBFPQpIo+OX46fOw9XkSXn0oTxcczWXkICgJiadhNFoyhGTfgCIiY/Rh+O1+epyLBCJNr/SRjZZMBrwdL4elXt3MwqSDnYeKMDrdS+9u18+18Ftrtc3w4mRnLl+/nnIrLIwBW4kC6TabaaysvLTFbtOQWAM93ZCIPG/jyUfLS27FiMkuSxVVVXt7e379u27xjXON7Ys9lLPSaPBCAATgYni6vVNP3/rmWeeefHFF/fu3SsIQk9Pz1wZIXUWyIHsZbObR2eB7OVLMjxQ13bmBrFApmNrbsJXZkoL5B3WBAH3w5EUGpy25uO5gCGlFqkVHNNlsbU1H13Dcjotcp4skL86fEk74CuNCR/6W+2D2lD2AkDNGRTKjQPVHymUzyK08wyFQsmQb+35Lgblx6++0+nsRYCIJqgKkdpHrly1CZ7JU6olKYI4xZyDVSvfe02mcyJr4FFlfUI5vFxLDgAK+cHLnCBxY4JGeUzUOhM9h6YcnBOuXjbxcOyoKfERodhWrxibU3R273ryBdHZLdTW1NfW7N718Csvf2f3rofI45WXv7Nr15eE2hoGDP0dufzESlmCnNxYCrs8+rD2pOXRh/LkGoAUEexkyBhmatkKRKYbDcDxerMkCXSP4XOBERQYQeMj0VFvcMQ77g8E/YGYJ0UNX+uoEJhOx9nK6De0EmSviHtFvFGoSmF+VHn2WdBF2z76iEqQmXMjSJBaQe1TLz5OgYf6UkmQs89iE1so8Qze+FUgAeA/X/k+AEiSJEUkE29yB2NyVWNj4zPPPNPY2HijSZAV4UGdBJnhgYsV/2IlfqDqhZyGOvBoN90w3SGbuSHt5sU0+iMAlHLxVtH9kez+SFbKYSv4eHr6Qir9ESCh7YzqhdSy0pLwM+KcP0VU8Z7yhO8nvzmf4nZe13NmmiqQ2s0zKfVHW9ZqW/wtn3EHVTukyoMNS6ZJYUOSBHmqPyMbLIVCufmg+iOFQqFQKJTpeHLP0wCos/MsYhiGYREgVYjUPsj+EnMtIGCYeI74nMidE1kGjMS2o4MUggz5gaiNU3UPk5THKZIz4LlSdbn8cKqxGAA21q1san6zqflNALDvesS+65Hdux4Saqu146IQrK2r3PX4fS//8P+ura10dQ9zKOvSGeNv9uM8pSZPqdYtZyV+KCecmQsyMXytpOmyCgARCVJdHgAAbGAj7OiVwl9bC/KsBYuMRoPRaJCkSFgKD3tHT8qvzqiEFiga/dGhMNi4pf6hGY7Zti21BEnLQWYASWGrmySFvZALUMXHp59++umnn17IU8836cpBoqVls5iNBJaJYMfzc9aZd54gn2kBG52YmDDxJqvV6gnK4nBcMyIS6lxl7UkjGnWTpLBnMU+BnGB2m1cLpKCRIOerCmQ0tf6os0Ae8OUnjyk3Jwh8fTNJkOmy2Ckz1zp0Fsh0wzKxQO6oT8hcJ1sgAWDNsoSqIKcvJphGdYUgTw/45qQQ5NatW2ceRKFQbiSo/kihUCgUCmU6BEGoFzY5na4n9/zA6XAhhiFCpO5B9lvR2luzvh6VIOQHAHivyfReE4+A+/PHdqWcnDcaeaMxKqGK9dm94gz3VOXRhxBCCJLKMirV6wLf0ZgfAQB+sx8Dho5D5zucXUJtTfPLzwi1NUBawSSi7Yi96/H7du26b2NDcVAKeM9njx5dByTNTQ6aWmBp6KGlYw9Pn8We6nwdP50MafVHzWEJW6IvgEFBCI1zn7i4fweAHEtWjiUrv8BstsQkSwUrSioNsqIOAUDTK69blQ1kz7v75V4Rbxa2CoIw80qIBKnNYlMJMmOuowWyvb394MGDMGXrI81JPi1dVjIiMIaHzqfOYmcMuSykeUtPT09jY+ONXP9Ry8F//6Hn1PGsrJgK5plqud7e3i6K4vbt2+fQ7rpISpAOF7gRTbIFckYXZDEEtClsEYqnGbzwFsiyrHCCBTKDLjQpJcg57EKTiQUSALQWSJhtClsnQS5wCptCodwIUP2RQrmpeOONN673EigUyk2Ifc9Te3bvxqA0N7eqtQjTsZi99dasPz7Xwe3/0+xzIlshMD9o+qZQtzbd+BxLdo4lO4xGGGz4zf6ZbR2ISXGvFZWg6vJ3SDKagDFgmTUZTbt2fWnXri9pCkEmKJhR0EfJausq79ttXilEvcOBA8d+qzkxAIpZMzFATri6PPpQGuslYBwzPybLnemIv3PNEQ5/AADu3c0AgJc5TiRIAFAgwvFgygHOAAiRrt96EVIttQkABXg9ER/rhFvte57KcEkpJEi4hqbYn7E6ktdLgty3bx9peO1yuYi41tPT43Kl6Ln0KSYwliaLnWk5SHJZVCH+UxG+Vos8mibHzea4vEUskG1tbVVVVXObtU+2QM46ha3d9LKZ6pjaRtgAcBnNLFzaIME16ZhWgtRZINMNy9ACWcYnSIcpLZBaUkawQWeBTBXBXpWHtRbI3tGMqkCmW0aGFshMUtjazeQUdnVpwsc3h72wKRTKpwWqP1IoFAqFQpkZYVPjj1/9aW1dtcN5+sk9P2h+pc3pSK1oNL/S1vLjgSM/tUYltGgxun3jF4n/bmPdqnQOR95o/HP7H02/gESzIQKAaBhpthkAWIkfKpcfzsM1vSI+K+KCJfz9u/Nq6yplJEXQhLYXjSoLas2PhDF0aozpvmc3WiWgLnHk5ebXEl5OvNHLU6o3Rr6Th2vW28yiX3OvhQEQMOgqf9FKapat7tYhT0W5C1A1cX1inMIISRLfoqPr/R+az3VwdcKtW4QHrm5JcM0daYhr8o47PmvGyeubwu6Zgmx+uvtfp2HW5SDVComiKDY2NpIn87PGOeaZZ54BAMY3XJwVl5Y8QdkdlHme7+npeemll+b2jMsnLuokyNnNM/tGNNdmgXRPG8HWWSAPRZdmsiRtR2wtK/jJGS2QmXSh0TJ9O2xCui40c2uBzCSF/cBtCRLk9ClsWCgJkpozKJQbB/a555673mugUChzxvOZ3RA+99xza9em9SJRKBRKOjbVf76kZEWHeMjjGe509ra2HvZ4vE6nS300N7d6PCMez6hQt9ZiXnxlcKLLccntuSLUrT3mOD8w1L9ph16Sy1Oq10QfN0HhJY//hNM96kFa455KsXK7CRdp90QmkSJDdh4CgFAAG4zA8WDCRQjgoxbPlYtSzpJIw07fJDOcr1RDTGpUGDBOiXwoioLavjeEU4b9AIAQrKxFox447fCXFC8ptmluvRBEJVCiIIWAzwIAKFTWnzjvc/cNlhh5G2+MJa8ZjdGyKB9qVspoMuVVDU+AHAGGAwMPAMC9eQhdid2j7ncPrS1ll38xtsgQulQS/QJCSJ3KhIuG2I9JyJuokDAV+u4Vca8D+8cih4+ecHuu3CZ87qk9/81mm7mGWgq2bYOyMjhwIL6nrw8uXNDrkjqITHngAPT1xfaUlc1wyM1FNofGI3HNMSjjPMO8/+1/5xT9/f0DAwPr1q3Ly8vbvHnzzEd+GgmMgTSJLAlGM2TJR0YTBMbSHVRVVbV582ar1YoQOnbsGNm5c+fO+V3qHLFz584tW7bYsrie8YS/nZTmmki7c6vVarVa0xw9GxCAT5O8DrP8oshVJ2cLZH+I4UNMzPEXYviSyHAmBy7G/vNsoW7P9IegxOYzAeC1iqQOHzb6sFF9vpb1phxWagieDMd17XHFUGrQGwDJqbWyYx4XyeOiujFjUW4sEnM1jkW4jYv086zMiTq8cWvkqMRo+2ITKvJxx1D8m4l3EmlD2fH9QewNYvV5Q2lqNXMkEB2ZiBkkRybkQgtrtaTwXRbmGs644wLriD+6uiQrcYBx2BcZ8UtTA6RhX2TNsrgEXF2aOzwuDfvCALBmea6uL83VcuDAgQsXLmQykioeFMoNAtUfKZSbigz1x9dff32+V0KhUG5WbDbbAw88/MADD3s8lxfbzE7HaY9nWH1sqhNKlq383vde3FT/+a1b71hWsgKwJDpPuj1XFuVazvZdGPHIFUL8rilPqS6THyTPa+sqL3o8XY5hq40psCVIkHlKdbFyO3mOFQwAgEGWkKIAb0aAQAoBywLHAwD8a1NHl2O4qNj86AthAJhEV8xQRLRLjGQGWAQsSWFHUYI7AwA6Df+fbk+vQw4yns21m7Q7ZQkUBQAAy8DzRg5nC7U1LW9/CAquy8kBDIAQo22VU5QPNSsBKRj0IbhJPxOZBABgudj6me6LRH/cPzjkliSTEK3UCLIl0bujKIhRfJ5i5XYiQZITYgwIEEJwtAV7L7JY5gCQfc9TOx54MMXHmTllZZlKkERzfP75uOyoneSzpD8CgJFBWttjRIFsLtNI/jWyZcuW0tLSX/7yl1ar9aZpgZ0CaRKkSQQARo3dzGieXoIEAHJZiBDpcrlee+21T4sESfBHlMCUuh2I4JpVZaOeiwMDAwihuf24eSUcZvkwG1PEwixvksO8cvWJdQReLq5jhhi+QM6oD/IE4icQrz7PBikbT1dLNwekAPB+iKmKfjCuhtSqIgAsZwJdcoG66cNGbShby7hiGFeMU8+N6/jx5DF5XHRM5sbluMxXxuv/7FSeFe70xR2UY1FOWxSSMCoxo1LM4ppvVJL1RwDwTqLRydg3kwITpNQfKwvZI/3xY71BrGuNTVi9lD90NqjbkzysMMcw4o+O+GPC94g/UphrKMxJ0DTXLLPoJMjCXGNhbtyJSSTIz68r/PwtCX9QnAXbtm37yU9+kslIqnhQKDcINH9Nodw80HwBhUJZSOx2+7f2fPfHr/5U+7A/+W27/f+w9+7xTV13uvdvbd18kW1sYwIGjIktQQAHsLdJUrsD1ClJIXE6mRdmej+dkGJoplOS6fGcMjXBnfQcnzktTW8xifOmSS95B2bmTJzITTKhgRnUQNhWAHOLZDDYYBuMhS3JF932ev9Y8tbW1m1LtiXZXt+PP/1oS0tbS3KKvR8/z++pE9awLFu357ssy3Kmi0ePnXK7PW63/1qo2PPngvhIeHB9BYPVne0Y+TtfAAAwAD8Bqdv2uJHHDb42GtFll6nd8ompU5PGrH/SH8zsUvzrEHOJ3PaCNHDtX6b8N8k9JRWohEWXOHvIqZcqNbhd4HH6fpu6Pz/vtM3O2exS8TEMHie2D4LXBQghlVrhdgEAMBd7mIs3yALO7uBViAx/FLfg+CZQipCMocQY8xhjwBgDy7Itr74mq3AmKiEbaYRgtThnPcei1hFIbgq7qqqKTAxM2CsmhwjjIGVAWrABgPgHxZBhmlOzyamGnR+gELXfcVZXV5eVlU3Hay0duSE+jG8KZNxFNGu8veIUtpwi7OmYAlmdHmDYPDE2P9xKgZARbAAIFhwliAXHcBFsOS00EO8UyLfPhLa4xtGF/dapW5IFki4aCoUyd6D6I4Uye6D6I4VCSU3qdj9Tt/vbLMt6neouE/r3F0cHrUOLxx/L4VcIazCPMY/XrS+pXH//1dPKdw/xYglyuffPEQPiL68bAAPmweP0y3KmdktLS5vT5cpYNCQJcYslSAEFDhiPNYQuBm9+y7cQDy4XCrC6uF2gUjNpWQAADsc4ADS3/As3POxVMO0OhxzxcdyOxhwIMGDAarWSQQoA8DhBEB8P3ezHgGueDbhczOPXMgzjm1mJ/cLrPP4+IkH6ZkECxhhf4bDuvmUxtM3IIVwjzbe/LauXZv/+qdzMDCGJXdgwMTFQmHg4i8H913B/V8BdsUiQer1eUBsbGxtra2tra2uNRmNTU9O+fftSU4WsCJQgzw7zHR0d0zTrc0okyLiLaCSZ66gS5DRNgRS30IRjY3aADh6yhWZ5uqgFe1RzLaiIRlxBAwAf9IXQMeNooYGIUyAlEmTIZSBDgpR0YQOApAs78ezYsSO5G6BQKASqP1IoFAqFQpl2WJat2/3MP//zYd39+d3nVHCxJh+txhjzXp7ned7LY4wxxoDhqace3VC+7upp5S+e9lzhAADl8PfhQMVm3I48LlBqABCMTVxjvv6btpaWNo/XzStGcxaE2EOX4l8hsN9FCZmCBBlsfhSqXEpY1P5x157dP9+z++ctr7S9fIh4IXkASNfCuQ7LX9cd4EwXP/PgurLSona7o/lmn/S1L3YBgBJnCvt3u7BK7RvUqNWma7XpAOBx+fRHzubg7I77l2VKVFSd56u+Fh3hbuz7mue9b7nHL0G+/zJGWL2tJkqrT5wES5AXQ0i3PrGSkmwJklggDSIS+eoJxTEUWoKUUYpNLJAnTpyAiTqavXv37t27V6/Xd3R0NDU1TcuGJ0dhhkJcRDO/ZBUATFPXeXAXdnxdNPEV0Szg7ZIimqhPmZYibKU/pNztzux2hy7CXhZYhB1McaD/sWssRNg5oAV7Ei00uvkKmRZISeY6nAVyRWGGnC5ssQT56U1H0iVICoWSClD9kUKZc2zfvj3ZW6BQKHOXxz77jBq0XecmwmW+4pQA/vqpLd966kkGq9895H3vEF7p+WsFqAWvn8eFPC5QqiFTq9ZmZgDAyROW377ZduaspZRV5N87plTDI7tCX4l1Kf9NCQHRMAZUADDEXAppfgQABcMghJDCs2zposryVZ+Yrpw5c6V+389b2463vNL26zfafvtmm9PlKlpaWPf0Xz73/HfYZYs5u52zhZ1r5nFiIj4SiPIIAGq1UtP6EQBwNseh3n5ehR78PwFemzx+LQDwQn5ceIsT2ex52OeCJPXfRfeppyZ2HZL9+yFcj9mmTbBpE3z4YQiZcq6S3BR2Q0NDVVVVQUFBQUGB0JI8a4XI0BJk9FJsAJCMTZTk1lPTAlmY4e8JSU9Pf7Tue+Le86lFYoEcVsejP5Y6b0okSJlPTAULZJFqVGyB7PaE1h+Lo7VgQ2AEuyvI/wiBEWwII0E+sjzgLxnvdYW+tJdYIMNJkPqFGokF0jyJLuwvPhjQhT1NEuTGjRun/JwUCmX6oP0zFMrs4ciRIxdDOlACWb16NZUgKRRKsujt7eU6PrzZY73dP1xerkMIMUTgEwEYFi3Ke/zxqht9vWZu/B2D8Va/zWS6sr7iXgBwjSLeCxnp6Somo+W1fz/bYX73/ZM3bt4ecdq/8r+c//kbJUb8htrQ+uM4upOOF2Zg0XURZhic1qs4Oo5ui1cS8yPZWQmLTr/Nlxbd+/WvbHv085/p7x/s7R/o6uq3Wu3dN3pzi0fsQ+7V+pVsxWoAgNwcjuvghm2FanWhRnRVeecuqaBxDPMAkDkPxhygUjNp6UoECgDQdN5U/NdZzuZ4ua8fA675Hi8p4bnf/XcAwIPbXz6DRP8LAABpuCAdCv7DcHGwF6y9+C+e/Ms4vkdy2boVRkdDOB8rK+F73/MfCv0ARJecqySlC1ugeoKamhpSje31ei9dunRyAqvVOns6akgjTVApNrk/3JPMZrPVavV6vTU1NUVFRUaj0WKxWK1WnU6HEBocHASA6urqad98jGSpGHERTc6CQq0SPnjnrWn6hkqKaOLrwo6viCYTuyRFNMv5ELJX4OtMfRF2tydDTgvN2VH/6w55lVFbaHJV3nmqAFkwV82LW2ggSJEkiFto7o6jykUh/rCRn8GIi7AhSJEUkFlEAzK6sAFgfrb605sjojXSLprJI7MCm177UCgpAtUfKZTZg8zhJvRnMIVCSRbNv/ppa2sr8mqW6XIuXui+1T+MAC0qzA+9GsOGijWFiwoAmHbT5f6+QcM7p995+1R/n/X8xSuvvfHO223/2ds3cOuWVZOJh4bsmVmqwT7+bi+UVoIktjwBQoCszLkl3i3kmMeYCI1XVG8ChLhsYxifQnT6bX5h/qI1q0o8Hr5sdekXtjx0e2Cwt28AA1/9Jf7qGZyzeLy6fCMAFBYuKCwqJBJkr9PFZk9chRbkwqp7HY5xrxena4FRks5uzGjcXuTEwDP/ee7ls5db71h5Jar577zkLZR6vkZk0wD9EcBXvyNa+9uXT19sH1q4TD3m4G/1WafRAgkAlZXw3/4btLXBqOiS9eJFaGsD8oPm2DF/ZfbcK7+WkMQubAliIbKoqOiee+7p6OiYbRKktR+p08Sl2JElyDfeeGNwcLCoqGjjxo1FRUXd3d09PT2Dg4MIIZ1OZ7FYioqKUlB/BIDCDKV52J/VLSsrG7nZ1dHRcfLkyYceemhqXyvHbZt8F3Y67xpjNGOM7yRjjCYdO9P5SJXWPlBA8noEaSSmSAmSIuwscEXQH2UWYRepRjucfi/tMK8qUknTxwAgbsEe9qrWZobY55BHOeSesK+iEKU0Vx0qQX+861JU5If4nBEKSF7npUNeWoh3ByLbo3UU52cw+Rmh//4x6PAMjvhWDo5452sV+Vpl8DI5XdhEbRRLkABo5ZJIRtRYofojhTKzoPlrCoVCoVAo0w7HcTuf+ibXfoYtX93y0oH9z/33tRXL2k2ftrS0BVdLI1+tNQCG8orSp57e8suXnlm8dL5jZMThGDl34bJapWbLV7Hlq77+5W1NLzzzPw985++e+yvMR/mtBk2odBblb0EkPhLeOwTvHcKHvgzk6+WvwCtfheYv881f5o/9CI3ZgVFAmhYDwioNZMzjd+3ZunPnVgZUHzRr1OnoIjcknIqtWN3y+v8mQeydl82+LPbFLpfL7XJ5VWpQamDcDgCgVAMAMBd7znzv5af/7QPO7tDPzxzXSK/D8/i1+fz95DYJjEuZeB+mdovJZFnBpv/FD1w8cgMO4ZeZeg4fhoKCgHsGBoD8SUwQHymhUtgJHgQZTH19fX19fUNDQ319Pcllk2j2wYMHk7uxKSG4FDtCEJtor5oJz7LT6QRRNTakpPlRQDwFsm/Uu3VPfX19PUxP71COK8DwGHcKW3wos4gmeApk1EGQ4imQvaDti5jCDik4BhMQwXZnhlxTHDgC8rozjCg4QcgI9sOLAk4yyRYamVMgH18X8L14+2xYhVdeF7Y2FQZB0opOCiVFoP5HCmX2cODAATnLnn/++dXhhnZRKBTKNPDT5h+89dZbAHjPzi/VPraZ3PlgeeXiRQvdaPiMqauvz2oyWcor/LWtCCGMMQB8YupsM3z8assfhmxDK8sK7iu5r//W3cWLCtjyVUDwrAcAACAASURBVLXbNhYvKxx3jXk9sHhp/uCAraO9F7zqvCXeUP5Hn6aJAdLxPbmeson7EGe61FxvsnWi4auoQpteqFI9lqd9etG8QqUS8ahQpbpw3a32MDd7bvcN2O8v02nSgVEAACxalL/tsQffMfzJ5eQ9Hk/x4mWFhf7iG/bhzxQWLxGMkJzd4RwbLShZmjkPAMDjAt4Ll8yWtt8ePfOH9rcHrbwKrS5iPvuzMVMb09nutfb5XJx5/Fqd56v+twEKLwo0cE2ksFteaTMYTvHgXl87mleIrH34Mne39okvTsG3MCrbt0uz2KOj8PrrkJEBAwO+e+a8/xGCUthuDGoGqZjkuCDFFBUVCXZIpVLZ29trtVoBYHBwMD8/jEN5RuAYCnZBInUaOIYkC/V6vdVqPXPmzJe+9CUA+PGPfwwAX//61wHg5MmTy5cv/9rXvpbAfcdGYYZSnMJ2uPHDZSXd3d1nzpyZcgukhndOSQo7PgvkAmzvUsyX3BNhvcQCCYAiWCAB4MZE+YwNq7ORKweF3lK3xy875jDuHIVbsmCe0iO2QAJAHBFsABBHsHPVfMgI9pWh6BFsgkwL5HytQtx/PejwTCaFvXKJ9o7NPWj3nbB6Ve4URrBl+h8BgIoeFEoqEMJNTaFQZjc0gEChUBLJH7nftHPnSivRo7v45V43iPxebMVqtmJ1Mz580tTOgMK02wIA5eV+FdJksgAAD24eXH+xq/ixtd+yOxxe3nu6/SJnusiWrwKAlSuXrb6vZNwOTz396NChK2f/y9F5Ggf1zyAA5L8mw8QMiQDg0D+9xp29zABTnq3ZuThH/Jzy7LTy7DQAgMU5xpvj513us8az/9xzq3xHtbDJIXSppm7svUO4pOQeznTBNwJS9AZbXv/fza8c5k5w2OU5/YcT+NjpClYHAG4nOtdhRl4vjI5jFaNbj5du8RDBcc8r+P1DSgvn+QXHb/9WyQNrvwqBKLDaG3hVbDJZyJeOVS5lR8LEz6eZPXsAAI4d8wuOENiLTbuwAQCgQMOIbY8jHiw2RSYXYpoDAKPR2NTURGpMZnooG/dfQwsBxOMgtbmgHQqWILdt22Y2m5uamoTPQYA0Yqcm5Jv1nYZ/hAWlwp3cHafNZpum793SkRs9mUuE/uv4irBLnTc/Vq4UDjs1izd4Lst54gLeLtgebzNZENbJ56MQ7EL5TC9oC0G7KIwEuZRxfCQ6vMFrw0WwizwjgvOx25MRMoIt5rozHeBu8P3LM5yC87FrTFMcFMG+N8sjNM9cdagAQjRrP7Kc/9Unfm/je12MpJeGENxCE24KpH6hRt/vFCRIUkSjDyVBrijMWFE4JvRff9o72npa6osEgJVLMj+96VixWLtySebU5q83bdp0nLrsKZSZA9UfKZRZAk0WUCiU1OT1l1oBwaO7FABgZc7m8+skC+qe3lEHO7j2C5zpwkemUx+bzgkP5Rdk9HTZlq7Gf/kDRS6f5fY60rLgG197tL295NKn3ZzpEgB8zF0gTklA4HF7eRx8MYrE8xERQD4uQwjaTZeaf/ZbcHvYrKxvLcl3w0jQE32M2+H+tLTP5OW9NjjY3tNv+tn/La9es/PprUPoUpfyX0tZdKUdOk/fGu73eUnIe3Ghu2faJ3wZGUo+jRlxOGHEY7rUnr0A37iAshfgotXokV0IfKKsf5NbdvEry/PeOTT81qHB3vJ/IWFz4VElZHrBrz+2vNJmMll4cK9g0zfX2QKGQSaYPXtgzx7YsSNAgqQEQlLYwiBIksIu0KTWTKSqqqrW1lYAqK2tNRgMQgZ5hhIsQaKFy3F/V0gXpM1mE26TGzqdLpwumQqcOHECAH7W+A/r//zri+5bCwB5uXkXrGN33NHCyZMgx2UTy449mUsk7dhyKHXe7NQsFg47NYslueyQrPH2/pFZIRyeVxSu8fZGWC9RG3shK5z+CABLGUfPhAWyh9eG844WKUf9+qM7s1s5GixBbsy++8aA33h73Ja7MTuEBCnQNarZHGQ1vlfrBvCf5IO+dEkom1AyDwtTIMXjICXo5isEC6TljjeCBPn4uuwfv3dHOHz7rP25MBbI2sr8f3rL/94/7R39tDd9RWGAC5JojlOrPBJo/zWFMrOg+WsKZZZw4MABOeXXQAMIFAolgTS99K1bfbZHdylIlfMYujXG9AdLkABQWLiArVj95489Iv56ZPPnrIN28+W+U2+719yzWWiqyc/NL1+n2/7k1trHNvf13xmw9dy963C7vTzPZ2dpeewd7BP6WxAChCY0SASQx9+/2Pt5znTp0M9+B25PXeGi2oJ8BApAPA5jpCFZaW1mRmWOtlCtRjxuv9r7qfWTeRs+IQtKWWTthd6usba2j/7vO++3f3Kxt+/WrT5bRbm+cNH8hoavP/bYQ4WL5mvS1HetdvBonMNpoHAvXw+P1oW9UMxZPF5ZC7be9PPtt9pNl1oNx3v7BgTX5ystb5tMlpYWg8Fw6mbfLR2rXvu4vbzWiZD/hJ3t+G6v4otP/EVc37pJEJzFJhQXQ3FxojeTkqRsCjuYoqKi1tZWksWe6UFsSSl2yDoai8WSl5dXXV395ptv5ufnEwkyPz+fRLPffPNNks5OKRBCRqOxrKzs7PH/0H32EQAYGx/zeDwAsGXD2ml60eAU9pQU0Sx234n8FEKsRdjiCLYd1NngyoLQwWqZLTQ5Cre4hQYQRG2hmaf0RI1gD3mUwS004gj2JFtodPMVp7o9kntCrAOASaSwP+0dq1qZE7RmKmuvxbz++utylq1evZqOn6JQkg7VHymUWcKRI0eo/kihUFKKP3K/ef/t06Us2lDr93aNoVvpcE8GXijzJGzFasWST83c+Cemq3191vIKHaME7AW3C3u8bo0mja1YvWh+oekit7IK7l22dKBvzMO78pbge8sRIk02gSz2PpyO79n/P14Et6dlpb5wom4CsArAi1GI2NqYA6vVKrVajRAUatRstrZ3fOzcFdu8ZZjoqsR/edXEjzm8Go16fbnuB//w1W3bHigv15WX6wADxnjRorzy8tJtjz+w7bEH+vvu3uy7lbcYl1QwABC0Rz/L2fElixZm45LCRQWc6WJv30Cr4Xir4Xhv352+Puv68uXqJdcraj0Vtc7cRYggPLezHVt74c+f2CHzo55KKithdBQGBgJ6sY8fpxKkgKQLGyBpXdiRKSoqIhIkQmimB7HBNR61EdtisSiVyo0bN1oslo6Ojvz8fEF1RQgNDg6moP5IZnfW1NR0d3crMrMVmT5bYn5hUQbilZ7YNEH55LhtA2n+4imbOnvBeOzGZwRWpd9HOcZo8ryR5jkSJFMgoxZhF4LDDGL1PNIUSBtW27BauL1aYQ25bJhXDfPqidvqMs1w8BrkS14DyGvBzlV5g/VHQEiIYANArobPVUt/TuWlgXXcPwUSAEpzQ0+BtI5i6ygWbkeYApmvVcbXhQ1hBkFOEzL1R6ATqCiUFIDqjxTKLEGm/rh9+3b605dCoSSG53/wjxh5v3wg6HIFQUgLZEgsytcViz9la3lbb3pHe1+b4XRfn1WphoUL8t0uXqlUKRSKwsIF3X3XLrQPaAuH1z/uvHUu79aN0bxCyF0EACCW5Ij58dD3f95rHa4rXETERwwYYwCMFVs3K77wOcUDLPlCebl859VxO/BepGCUarVKOJMHRj8ZcmbeVC3d4rsOzF2EuLexQomaf/V35eU6DAHXfkL1NjlDeUWpoc1o7fWyjwfcHxLtYvsX136X9O2Qr62PsVsfY7c99kBFxYrq9RszlgyOowEAwBgY5L+SJP7H5OiPAFBZCdu3Q1ubVIK8fp220ACAikFuHgQTZIpbIIkEefLkSavVOrNVyFB1NGIJksiORUVFvb29PT09er2e6I/EC3ny5Mnu7u6ULcKurq4+9u//nFZ8X2ZmplarVavVzvScTPvt6XvFNK/TJuq/jqOIJlkWyBUQWlUkCC00ABCuhaZINSq2QA7zqmAL5Dyl5+yoPwQ/5FUGWyARQNeY740MuZXrc6QnyVXzYgskAEymhSYmCyQCEFsgASCcBXLF4gyxBDlodydMgpTvf6RXQBRK0kmtWTMUCoVCoVBmB83NzTxykbGPEqzorEUp64JhkDljRWfJ7c11tofrXDy4OdPFlpa2vd978bdvth1qOdL8yuHmVw6n4fn5+dmdHO4+lVtZsRp7FVfaASHAGHt5nseYxziPv7/U85VDLf/GXb/JZmWx2VnkfsxjVLoUbatGuiIk+tWI0ZWon9nldmG1WqnNTGcmNEIeuUk1zYVrng9/xAAAxoAASljEMAxiGMQwDKMQfyFG+hvXhvK1gIBBCCGEMWCMcOirxRDKpDcwObjc8+R69z9ku1ZJlnVy+KGKKjmf8zRy+DAUFATcc+wYHDgAx44lZz+phGTmo7iUJtWoqqqqr6+vqqoym82klGbmgvuvgSNgDB9auBy0PiFJp9MBwNGjR41GIwBYLBbJ053O6bITTgnV1dWf/NsbbpffiTacWzR9L5fttmWLBEebKjuOLhrJzEfxRMgISGY+nlcURl5fAX3iw3ZYFG7lUsYhzlyLtUgJRaqwU4MFlmn8wWTBCylG0jnz4WCUD1DshRQj6Zx5ryvsZb5YcCRTIMOt1C/U6O/x56bNt1xvnwmrL0tqZz7tHRV6aaYVOgKSQplBUP8jhTJL2LFDlsOF/vWPQqEkhp+/1FRSyYuT12LkpLAHmTOdijfE9+QVIraWZ2v5gb7xewozz3J9PTduDQwM9fYN9PYNLCxYnqnJ6bE4um/0FyzIunFl5G4/lLIIIV8+et5w1Scf3Xr3rQ/Byx8oLsITgh/SF6Ft1SjfN68KiSQ/jEFRkKu42qtQKBDymdPcyAEA5dlpfS5vR687pwjnFSIECABfbVfc6rOXV+ggCPJyYjWR++T83T6kY4mCiREKoTUSPXSJd4v4Ti+SOmgAIMNxn9JZoEnTjKFbANDJ4auccukSPcuyET7kRBA8DvLaNZrFJkhS2G4+RVPYAFBUVFRdXW2xWI4fP06MkBaLZaZ6IYNdkADgGDIYDCdPngSA3t7ebdu2IYQkxTtWq7WjoyNFIthGo/HNN99ECBUV+RXGoqKii6bTdxxjOfcUKhQKAPCq0qbVAilJYQOCWC2QACCxQKZjZzofej6jmOmzQN7gtXIi2ADQ7fFNbxzm1TmMO0fhliwo1oyLLZDzlO55Sql7MWoE+94sT7vVbzy862JCWiDFEeypskCuWKiRmcIGeYMgp5zjx49fv3496jJ6BUShpALU/0ihUCgUCiUJWJmzkRdIxEcxj+5SbK6zlX5mXJnmqdv97ZZXX2t59bWGhgM/+p//tGHDBq/X039zJHd+RudpfKUdIwQMA8Wuv8jF952/2Aluz67FvssyxABiAOmC/UEIAcI8AIB6VYnmic0T0iDyIL+hozxLw7jRlXbfE0pZhgfXwIC0UTck5RWlzMT1rcgFKdlDbL+nZTnv03m+8YD7J3l4bWc7D4CSLz4S9uyBDz+Uxq4PHIADB5Kzn5SBdGELh6NeLBkKmWo0NDS0trZWVVVpNBqz2Xzw4EGDwRDVEWkwGAwGw8GDB1PHOyl1QWpzr42DsD29Xq/X61O29dtoNDY2NjY1NRmNxqNHjwYv6L8U8K/rtFogAUBigezJXBLrGSQWSKtClolSMvNxCi2QDyn7xYcfeUL/qaxINSq2QHZ7QseNxRbIa6EskMvT/YJj16jm2miIjLMuJ7o/WjLzMUIR9taVfldjZAskBGWuP+0PawFeUZghab5uPR1FFE4YR44cSfYWKBQK1R8plDkG/dMfhUJJACR8XVoR6dcMIVgdEjkB7Ud3KXjk5jhOfGfd7me+853ntFlpHq8LexXvNeNODs/Dq/IV92VpM9WOMYRgQ3YWAmJ5AvSFagihPwLvu9ZDDMMgfRGj960RJjkCAElhX/9PX/ELCWhfutQddeeE+9isTm7iZRBJiwsSJBJeKI+X1WDrdoFmws+l83zjHm+VCrSpoj8S9u+XSpAkiz23kaSwRzwprT8S6uvrX3jhhdbWVpZlzWazQYQkoE00SuHO4DhzEpFIkAuW6zb/1TcBYO/evampPBqNxtra2tra2qamJpvNJphPjUYj0SKFlX2Xz2Z5/ZqXMz3HmTaNNrSlIzcmn8LO8/jFRKsyy6rMirCYsIC3L+D9z7rNRH+KuHamF8IGqwFAHMHuCR/BFtPtzoy6Rk4EWxgHKWaZaE24CHbJPFwyz/8PSOfdsPqjbr5C7HlsuxzJbRprClssQX7aO5o6EiSFQkk6VH+kUOYWVH+kUCgJo5SNkiSNIDJGVifFcKdPSe5hWfbpnd8eGVJ43IC9iv9oVh59KU3BZwCv5C50slmia1RdUbD4iDHmeQyAA6prSpdG2AMToT4mPH+27vMMVr97iPeV1fjPwYhVTjlIGm6bXznMmS6wlQ/EsavpZf9+2L8/4J5jx2Dz5jk+DlJigUzlQZASiB2yvr6+oKAgOzubaJEWi0UQIg0GQ2qJ4IHg/mvCbZVKXbxmHZEgUxNidSTGTIJer3c6nUR8bGtrI8tIPU7O3YA/hIynT28MNscVIEgNqyc7BXKaLJCFELB+8hbI6vSAtpxudwgL5MbsgHmj151pwWvEmeuuUP7He7UBye4P+kLomBBogYzgf4SgzHVkCfLxddkSCdIc3gWZ4EGQm2ihGYUyc6D6I4UyG6CZAgqFklJwp09FFR8jMMickbmylEVukZ9FgGXZ11uO3P/ZXFB4C+bnmUxXdn276f/7l/cly1CpVHzkeUzKsAEQwyC/ADkhU0q6X0gE+91DAYJRyyttwVvySYoic1t5RenaiqJOju/keACMQLBARnHAKUAtucfjAgDIytICANd+gTNdYCvW1dXVRT5Pcti0KYQRcm430hRomJmVwpZA2mmEaLYgRIrFR71en5q+QtzfRW6o1Wq1WlW8Zh1aWBxuMWmnaWxsTMzeJBCvt9heqtPpOjo6AECv13d0dBALZFVVFQAYDAbN2LCw0pmek/pFNAmwQC4CR3wWyAhMSQR7c36AgBsygi2WICNYIMWHkVtoJEU04VYSJCnst8/aw62EIAmy9fTg9EmQtH+GQplBUP2RQpkNUP2RQqGkFCE1QflEHQ0pk+/X/b/6ZeytXsf4uMvr5d965xjvdH8lJ8fpcgNCgP2qIvE88jw/YXtEDBOkn37hM8EvUZ6d5jsBYAvHM6AGwGPMQIjdIETWidlS50VY8d4hUegaSfXHPP7+mN41Z7oAAOyG6pielVDCSZBzGEntzIxIYYdEECJJX3ZDQwPHcXq9nih3qYhjSJAgXaQ2Wpsr1GFLIN5DjuNIDlqwHCaG1tZWovAaDAZhP0IKW6/Xk9rupqYm0lSec7dbIkFO6/aWjtwQH6bsFEiJBbIvvAS5JDCCLTOFHZWQEWyQWCBDRbBDds4EI5Ygp9ACKUlhA0CEFPaKwgypC/LmWLjFCYNeLlEoSYfqjxQKhUKhUGYtDQ0Nf/u3zykUCgYhhmEwxi6X2+EYvXt32LPlQZ73yY4TnkcAgADbYwzgK+0Yg3fdJm0H1zfEXJY8HHzOTuXvhpjLNbvHAUCQIAm8SILMj6Y/epz+4Y++5DXLpnLo1UdwFnsOS5AzrogmKsQUCQD19fXEDnnw4EHSV5PsrQXhGCKDIHNzc3NzcwEALVwebi2RIInq19zcnLA9CpBPNfhj1Ol0HMeRLLbRaCQ7TBPpjzD9RTSTlyAnb4GMSpAFMuxLSPyPN8Loj0VKv7Mv3AhISQQ7KpOJYD+yPMCPH0GCDLZARnZBxpTClnTRpMIgSKo/UihJh+qPFMocgg5/pFAoKYXO842Y7o8PlmXfeOO3GzZs4HkeANQqpVqlVKlUXq8XwC87ki5shgn/q5GuCAAYCJ16A4BODgOAC93F4LmmfOua8i3JAoQYAMA8IEBXlf9sY66qsHZlRcbKCm0nh8nT41A+xxwAAFlZWl/ymmXrdj8T81mSwqZNAS7IY8fmeApbfDiDpkBGpqqqSjDukb4aQYgkJHuDAMF12AARUthiCbKpqWm69yZB3DMDAMJODAYDibcTUyQxnGrGhyUWyGktopl8CnvyFsjbTJacIhqBybfQFKkCksUnxuZHfdHjttzgOyUR7JBIJMhwyGyhgcAibJCRwn58XcB35O2z9siDICV12BQKZY5D9UcKhUKhUCizn7rdz6xeXQYAp212l9vtdruJIZHIjkjeL0Q8xhDGlEbUw5JKv2Y0xFyWuCARQgjQbU/HKdxoR9cU2Hfh93Cdk6SwiQtSHMGOWn49bgcAyM7KaX7lcHPLYQDEVj4o682kCJIg9vHjSdtJCjBbJUiCeEZkVVVVQUFBQUEBsUYme2sAwRKkNjeCBAkTwp/RaEzwOEjSQiNGqBcXhmwKoiQEWSCnu4hGYoGcZBFNnFMgUZSnVECf+FB+C014CXIk5P1ixCMg5fDhYIiPThzBDjcCEoJaaOSnsKNaIAHg8bUBH++n4fVHAFix2GfSDE5kTyF0BCSFMlOg+iOFMhuggQIKhZJSrKqcT/S4COThSMpa5EcFOjnMBJWxhKOhoUGRlnbJ6UReHiFEND4sUnhQtN+L0BeqJPe03BwGgJIKuNIOCCtKKgIeDXZBDivNF5y/dzikk/i/3cIQF+Qvn+ajfnQCJHl98dLVPX/7AnE+trz62gxIXksQXzoeO0ZT2MLhLEhhh6ReBJlUmEISpBht7s3hEXHfixhB9eM4TuJJnFbIPE2hySfc9gSCLZDTncKepAUyz2MPSGFPjwWyUPaQYrEFcjIR7GKR/ihnBGRIZEawJS00U2uBlAyCNN9yRR0ESb4in5ZCocwFqP5IoVAoFAplismBtTBhCQxH5JC1/Aj2A5Wflb8x8HoVPK8C4LFXrZowfWAAoZ86IgiBEqRpMl6Fr7RDJ4dLKvng1u8h5vI15VvEC3lG3XRN+ZY2KwsA7A6pX+bhOueWXRhhxfuH8PsvYzICMnL5zJgDfvtm2xu/awNAdbuenjGxawk0hS1CYoGcuUU0MqmvrxdC2amgQgpdNAS3JjNcSFzofikrK0vQ5kQYDAahZDzq4uAimmlNYU/eApnn9etZVmVWp2Zx1KfEaoEUt9BEjmCLmUwEe5lmXHx43ZkW+bVCjoCEuCLYkf2PEIcFchKDIJMItWtQKEmH6o8UCoVCoVCmmLq6OgDobA+bHi31fj3qSaJaIN895GWwKia7H5uVxTmdWRgjzPC8rxMGYyI+yp28KB4BabKNL1nKdHJ4ZUXmI7sQhFJdiQQpGCE1arVarXa53MESpJ5Vf7uFWclqO08xv3ra++4h/sjLZs50MXgPLx9qe+kXbd/7/otnz11hWbZu97fZDVJv5kxCksKewxZIAJBYIGdZCjsYIZQtqJDJFCInumgIi/WrN//VNwWrowSz2cyy7AsvvFBVlbj/95E+HyI+ms1m0vNDNhDBC5nEFLZNlR1rEY3UAikjgg1BFsjIixcF+h8TH8G+FsoCKWcEpJgIEWz5LTQQuwUSAFYsDJBH3z4bQwUQhUKZsyiTvQEKhZI4Dh8+nOwtUCiUuQKD1QChbRp5eG0+vy7qGXSeb1iUr1vR2YirUGxx495eUKubbbbtpOV2IoXN8xCheEYAd3YDAAMqHtwwEb6+dN2ToVUsY0cFBbOkMsp5srKy7Ha7y+UatA5ptRkadcC138N1zvMf8fO1i66eHuyBS0R/ZMtXkUc500Wex06XCwDuL1uTM28+UXtnPBs3BtgeDxyQtmPPGQo0zICTF5LXszKCHQypdSb1zTAhpZEeFWGUYWLA/dfQQgBtLgC43a7iNeuK16wTq6J79+6FiQbqmpqaRO4NAMj0TKPRyLJsQ0ODcGdjYyPZUsiPi6SwnROyozM9ZxiKcu52T9MmSRGNkLyONYINAHlem1h2tCqzxIpkSBbwdvDb+OC8onCNtzfC+kJwyHQ+LmUcgux4g9dKerEJRcpRIXnd7c6E9DuRz3ndmQ4QpRT7w8HsYEXy4UVjL1v8suNVhyqcI7JkHhZkx867SBLKlrB1pbrtsovcttzxtl12SURJCfqFGn2/03zLJdzz9hmbpJ0mYWzatOn43J4dTKHMFKj+SKFQKBQKZepZX7m6nfukswIHR5LlZ6vz+LVWRWj9kRRGV7GxTZ2ve/DB5vZ2zulc5RzfwPMqAIZheB4DYJ4HhHyOyLBYugGAwSpAYLKNtw+PO3mcPg9KWF/ymhTIlLIK8ZOKPU8AwBDzqbiOJisry+lyOex2h2PUpXZnaf0jwzo5rFapVt9XWvf09wGg+RX/n45uD1jtjlEvOEtX5/2vhl/H9N5THeJ/FJyPRIucqxJkphKJZccBJy/JZc9WiApJIFqk2Wy2WCwAkEghEjuGkDbX5XK5XO709LQHah65dv6MeAHxHgLA0aNHE2l+JIg/JYGGhoba2lqLxWIwGMQDIgVy7nYPQ5FYgnSO5WjGh4PONDXkuGxi2bEnc4kklx2ZPI89T2EXJEirIjuq/ggAC3i74Hy8zWRBRBtfIdgF/bEXtIWgXSRjKGQPr30o1P1FqlEQFcx0uzMkoWwA2Jh9942B0BMbBZZnOMMlrwXu1boF5+NVu1JOIltOBFs3XyE4H+VYIB9fl/32GZsgQZIUtn5hlM1PB7R/hkKZKcyJX2UolNnNjh07kr0FCoVCkfLduucZrH73kPQaRk7yWiCfXxcuhd3ZzjNYHXPX8/79bGkp8Pyv7w6N/MsHxPzIMCR8jTHGPB/eIWLxe4WUkHF60Il54LXwyC5EktcEhBWlrO/3q2LPE+tc9fP4lfP4lcWeJ4gQKaBRq/Pz80kWe9A6ZHeMkEQ2ya3XPe37t73u6R3C7e6eviyt9u+/1zDbxEcCHQQ5wRwpoolMfX09yWVrNBph1mGC0tmOIXDcHRkZ8CTYZQAAIABJREFUSUvT5OXm6dayX372+4LOePDgwaitL0mBTNIEACGdLVmQyBQ2sUAKh/FZIIXbcouwcYBGGTmFLVEbeyHs4jgi2N2e6BMPj9tyIy+IKkRCLBHs97qiXPiLp0ACgGCHjIDE8Pj2WXuEQZCpAB0BSaEkF+p/pFAoFAqFMi38ze76F5t/+O4h76O7fFc1MpPXYkKmsN895O3kcEXlyji6ntmf/KTu859v1mp/c3eo7sKVtDWlAMAwCGPwFWJHM0I6HGOv3h44Ozaet4DZ3uwVYtfEkllS6QVQAUCx54l5/ErxE+fxK4s9IGnEJkZIl9PpcrkAYNA65Hanu91+2yNnugAA5FVYlmUrH5x5Ddfy2b8/QHM8fjxAkZxLFGiY66N++X7AyS/LUERYP1sRvH5Go7Gtra2jowMAyNzDefPmTZ8j8p1Xf7m4vKr8zzaTw3vXrN/ymQ1kM7W1teRG4p2PkampqdFofIoVsY4aDAaSFickOIU9eQskiPQ3ORbIBbx9ARJZIFHWAoj0FHEEuxe0FeFXyolgiwkXwV6mGQtXfk3YnG/rGi2IfPL4IthRicMCCQCPr80SD3/8NEkWSJkcOXJk+/btyd4FhTJ3ofojhTJXoD9uKRRKgmFZdk3FPee5W0IKW37yWowkhU1kvjUV93y37odxbmzfPvYnPzk9Pt7c8i/f+Uk9wyAAQAghBDwPABhjwBgTyY88ijEe7+j0OMZcLvfZ8fGzY+NLdGhbU8Dl2XuHMMKKL9SpiNsx5EuHlCA1ajUZAWm3OwCgy4TStIxQO8OyLCAly7KzWXYUs38/TWETyCBI4XDupLBDQuYektuNjY3nzp2z2+3x6Y8k0202m0PmlGEiXu1SZ9xX+WB6mk8t6rS5N8zXAEBra2u8b2J6EX9EtbW1EGoWZCJT2MFTIG2qbLEpMip5HlEEW5kFMVrrokawK6CvF3TCYd/kItjV6Xd+7/ZP0ggZwS4W6Y9xj4AE2RHs0ly//nhlCF0ZijIFUqw/AkDUKZAQNAjSfMuVxEGQFAolxZm7v8RQKBQKhUKZbup3vyyksGNKXovJ59eJn0viyTWV34p/W5s21T37bKXXe25s/Jc/fOn02U+FRxgGMQwDvjpsMheS53neeeHK6Dmzy+X+nW3ot0NDfBav/3+k4iMAPLJbEZyzlhBBnczK0t76NINRMBvu39Ly6mvkq273M3V1dXNFfASawvZDU9jhaGho+N3vfgcAByeQ+UQhxy3OKUvWCI8uzsnM4ANknU579EF7KQJxaArvV/xQIlPYEsPjsDo2WarUeVN82KlZHPUpks6ZqEXYhSLBMQER7GWa8cj7AYDlGVMWYZaojZ13ZU2BFA4td7wyB0Hq7/HLlGQQZIw7nSx0BCSFMiOg/kcKhUKhUCjTCElhH2vOfeCp2JLXYkhqu1Pxhi95za6frB63aVMdAPzkJyd6b595/d/bK1bVfeVx4UHieRSC1QCg/PC4WTVGCq/1Fcyf/X3gRR2HOzm8gs14eN3jksx1SObxK+fxAXU0olN5GdDMkkrruCGGR0F2PHBgzqawJUU0Ix4sViSTS1NTU3V19YkTJ0LWoSSA+vr6EydOAIDRaBRLkILpj3gbidtRp9PBRGk1AJSVlWVnZ5OubTFms9lsNtfX1wtGwk672zrhQrU6eauGz1PPAANHVVUV+XyE9yg4PRPfhT1VFkiZBLTQRItgi5naCLYcjttyN2ZHskB2jWo254e4/94sj9//6FCBuPsmEHEEW04We+tK9Ysn/Gez3PFK5kKGZMVCTUAX9ln7cymcwqZQKMmC6o8UyoyHjlKmUCipDMuyVRWf57j2ndz+up072IrV8Z2n67Tqo09KO02XK9j7v1v3fNz74TiO4zjfQUHBPbdu3R1FxlPnuHNm9n49W6Zn718RsP7dE9yHp3nkbreN8ir88LNMKQsYGJ7nMQaE4L1DuJPDDFY/vVOW+Ego9jxxTQkSCfLdZncnx1exn4v73c0eNm4MsD0eODA3U9jEAilIkMQCmUQJ0mg0NjU1iQ8BYN++fS+88ELiNyPEjY1GIxEiCU6n0+l0kkmRABBcw7Jt2zaLxRIsPgKAxWIpKysTD3YszVJ97PSbuYQUdupDPh9hbqY4b55zt/t2epmw0pmeEy0HHD9LR25cmLdKOBxWx6g/em3iCLbVmyWnCFtgmiLYcpjWEZD3at0A/pN80Jf+8KLQEuQjy/lffeIXEKNGsCEwhU0skFElSEkKGwBSM4VNL5oolORC9UcKhUKhUCjTS93uZziOa37pl80th1nTaqHNWT7NrxzmTBcAUFXlF+LzBnIcx73/PkckCbcbANjsbAAYVqsBY6XTPTbuOvuns3/iLqjVKvZ+n3+Ka78I405QKXnwLHsYC0U6CBBCqJPjr5jgCocVOG3Xzifn8brQrx2GYs8TZ9R+/bGT4zs5fg1bONfNjwRieBQPgty4cW66IFOqiIbIfHq9XqfTEZuhwWDo6OhoampyOp0cxxHbXYJ3JZ57KNDY2MhxHBETq6urxbKpxWLZtm0beQuCOikkslmWbWpqEr+L0mxVp82fvO60u0uzwpYOpxrkw2lqaiKNNMI3LsfaPZxXJCwbzk1RC2Sex56nEE2BlNFCs8bb+0fG/2ek84pCSShbQmALTdYUjoCcEuSMgIyM2ALZeTe6/hifBfLxddlvn7GJB0GaU7uLhkKhJB6qP1Ioc4XDhw8newsUCmXuwrJsy6uvNf/qp1z7mZ27YzBCcu0XONMFznSBrVjHbqiOL3bd/KMfcR0d4HYTzbHuma+Cbon/YR43//4dz9Ub7Tdv8R5PjlIJat8lE/vQegCoe3pHcAf3+y/jztMYAO5js597ai/ExTpX/Rm1Txbp5LwAUMM+Fd+pZiGbNsHx4wEpbIA5K0GmVBGN2WwWwrzkBvES6vV6o9HY2NjY0NCQxO0RJHsgpTH79u1zOp0AQMyAAGCxWIQuGrKSqKji5+apmTwNI05hh58TmNLo9XrhbQansKeviGbpyI2ezCWCBBmrBVKMzBYacQR7qnhI2d/jKo3pKXFX0CzPcHaNRlHu5Eewxcisw47DAglJTWFv2rTp+PHjiXktCoUSN4rnn38+2XugUCiT4oBgD4kI/T87hUJJOmzlg4WLl3Dcac50obdvgDNdAIDCwgUhFxPPY6vhWG/fHZZl6/Z8p7CwMNZX5Diu9de/5kwmVqutnT+/tqCA3bElQHwEAITYNfoNn60o6LkFw45rI6MZ1mG7Svncd7/BVqwmOqmVOTuGbpHl7x7ydrbjTg4jrAZ3Wuni+8orYnM+iknD84eYT0nyuoJd/2Ttl+M+1Sxk0yZ4/XX/IUJzU39UMcjNg3vCtOTGoGaQiklCCru6urqoqMhoNFqtVkHJ0uv1Dz300EMPPaTX6/Pz848fP26xWE6ePIkQKioqinzCBJOWltba2jo4OGixWPLz8wcHB0+ePDk4OAgA+fn5Op3OYrGwLLtv3z7pMxGyiiTgMS/O0yTNhRoH1dXV58+f93q94kbstPHhkax7hENnek6m/fY0bQAB2CbKZ5wKjVOhyZFvgfTab6rnC4djjCbPGy2CjfzNMyNIs5wfjLw3oXnGDuoVYA238oI3T7idjVw5yBW8ZphXDfMTZSwIgvXHeUrP2VG/Nro2M8R7QQBdYz7lbsitXJ8jPQkA5Kr5dqtf3avID6vLlubi0/3+v1hYx1FpbvQItnUUW0d9yyx3vA8WRfda5muV87UKsQQ56PCsSIgEWVxc/Lr4h0V46AURhZJEqP+RQpnZ7NgRc4yRQqFQkojPCNnczJ0+BQCc6QK0AFse4IUkuiSpf2FZlq18MD7bI8dxzT/+MbE91i1eDKVLoHSJVHwkMAh4qKrb8cDh9186dcY0ZHMP2f7ya3+3+c82kMfH0cgw4+3kfBdjDFZXVdbU1dX9/KUfmjhzyyuw8+mtcewQAObxK42/au80Xalg109mruWsZf/+gBQ2wNwcBJk6RTRVVVUsy3IcRwLLe/cGmH8FU6HZbDYajeIil1SgqqqKGCFra2sNBoNerxcX0VgslnBPnIkWSDIWkwTJjUZjR0eHWHwkJCyFne22iVPYsSJuoZFjgVzA20GkD0eOYEsC1xFGQCasgqY4wwkiyfTaqKY4VCm2OIIdYQQkBEawZSK2QAJA22XX1pXqCOsJkkGQ5luuVBsEeeTIke3btyd7FxTKHIX6HymUmc2RI0cuXrwoZyX9PzuFQkkdWJatfeKLtU98sbevv7BwIdd+rrdvQPhiWbZwcVHtE1+s272HrdwQh+0RROJj3eLFtQUFAAAbVoUWHwUwMAAPWG4sUSoxw9zyeHtu3bl129rbN3C7b2Sw17u6skBX+Nkna7/07d3fJZLoA5Ubu3svfNJuNhhOLlqUv6gwVFNpeEztFoPh1DlTz7rKVdXsY/G901lOcTFcvw7XrvkOr12D4mIoLk7ijpJC6lggAWDjxo0Wi6W3txcA8vPz8/MD/rPPz88njkir1dra2mqxWJRKZaoZIcl+zpw58+STT+r1epvNdunSpcHBQZZlw4bHZ5oF8plnnunp6XnzzTe7u7u7u7t7enrIt0a8RulxepRpXlUaOfSq0pRup9IjI+EcOxILZJrXqeFlvxACq9KvYaVjZzofwnsoZgRpRpBGuB3ZAukAjR0EcQ0VhtEfb/BaG/Yty0GukPpjtydD8D8O8+oyTYhI+5BXOez16YbzlJ5izXiINR7lkHvCKoRgeSj98apDddfl+48wV83fm+UJuW0AQMifvL47jvLSIS8t3Fof+RmM2AJpHcVyLJAAsGKh5qMrfsPm4Ih3vlaRr51225NM/yMAUP2RQkkW1P9IocwJ6A9aCoWSmkxf1wr3/vtEfCQzH+HRB6OIjwgBA7C6BFaXsBeuAMDZ8XHw8C2/eS3yC/3N7h9wHxt/dehXLS2GcpNevhGy5ZU2k8kMAOtY/d/U/UDms+YixPAoHgQpb/CI77mzJbItKaJJogUSJqYr1tbWWiyWYFcdgXS8WCyWpqamSLpeMpBU1pCe6MhWzWALZCekYhENKd4htyVN38LUTjGSLuzhvKIFvR3TsTGJBTKmKZBxtNAswPbb02lSTWQFTTjkj4CUdM7IaaGBeC2QAPD42qy3z/q/QZ/SIhoKhQIAAMmcXU2hUCgUCoUyHTQ3N3MmE5ud7RMfZYIQIASrSwCA1WhYtRqczuYf/Sjq89gNVXt2713FLjCZzHt2/7TllbbI61teaSPi49qKZbt3/+3f7KbiYzQ2boznWZs2zRrxkSCunRn1YnEiO1nodJGGn+r1+m3btm3bto3juH379jU2NiZsY7EiJycuURvFdsgUoba2luM40jOzbds24fMnGrFQ9i0hxxqQuR7OTYRZNdYsdp7XL1YKQmQEFvABAuV5RSR3eSH4Fwtd2ME8pOyP+roSut0ZwXcWa/xCodBFEwf3at3RF00gFhzlt9CIa2fEWmRk9As1+nv8SiVJYct8btxsjO/HBIVCSSBUf6RQKBQKhTKr4DiOO37cN/OREG7sYzAMgjW+htO67Gw2PZ3r6BDMRBFgWfa53T+urKzCwJtMlj27f0qESEGLNLVbWl5pI/ebTOZ20+VK9oHv7PnH+EZbzjniUxJn3eVohgKJPY8DSdW/mpqaYGLgY2SIHOZ0OjmOS2UJUg6l2YESpCvlJMi9e/cKmqPBYDh48KDBYCAPhRtwSbqwhUNneo4zLWc69rZ05Ib4sCdT3j/LAAAgMTx2ahaHWykgkSAjEDwCUs6zhFmQEopUI8Ltbk8I/XFZqMC1hOXp/sB11C5swgd9kaTMR5YH/LcqX4IUH7ZdjhJ7F3h8XbZEgpT5RAqFMouh+WsKZWZz5MgRAMAYk9vkUPwQhUKhzDU4jgO3m10gqtUujeEqFzCGHVvg8PsAUFdYuLOri3v/fZkqYV1dXV1dHcdxHMe5+Bvt7ZcBoH33ZfGaDZWfZVmWyo4xs38/XLgAAwP+e4IVSSGjDbPQ/EiQFNEMOHmxKTJhNDU1CaleOZDkr06nMxgMtbW1AMCybE1NTUq108ghKIXtzVOnrp/DbDaTaLnZbC4rK+vo6IAUSGELzseYLZCiFho5iCPYt5ksiOjeKwSH4HzshaxUq6AJh7iCJiriFhr5EWxxCttyx2u545WIkuFYsVAjlh0TXEQjnj21fft2cohQ0mZWUCgUoPojhTKbEH64itmxYwcVIikUypyCmB9jS14LYNH1WFoapKWx2dlcR2zX4VRenC4OH4bNm/2HFy7A4cP+Q8lQyFlak00skIIEmdwItqT8OipCOzYQnzLHAUBZWdnWrVuJTAbyctDJJU+jEE+BtGr41JQgScG3uIWcqMYh9UdIVBf20pEbF+atEg57MpdITJEyiaMF+zaTJd8ROVV0uzMh/U7w/cs0Y5NJXock8gjIuNm6Uv3iCf9p5euPwV3Y5ukfBLl9+/bD4p8LQdDLIgoliaTiD0sKhRITcrplIv8kplAolNmNy+3iw4J5XqTghBRz3O7m5uZEbZYSEfGPvIEBeOYZ3+1jx6Tmx9lLpjLAwpOUFHZ9fX18TxQmEpKYsF6v7+joOHHiRNMEqR/QJhZI4dDqlDsULzEIQx6Dpz2S75oQx5aQsBS2/NoZCaXOm+LDWKdA3kaR1sscASkmXP66OpTgOEmuhYlgP7woBsGxNDfmEZAEyRRI+YMgJYZHcSkNhUKZg1D9kUKhUCgUyuyhubkZ3G42y3edabNb7wwOKFcWCwsYBjEMgxACIF8YAPM87zM+iv2POTkA4B8iSUkF9uyBggL/4YULvhvHj/vv3LRptpofCZIpkKnQQhMfer1ep9Pp9fqBgQGj0UjGRHIcV1tb29jYGFO+O8HkafxyjNXJp9QUSPGQR7PZzLKs2FLKsmy4FhoAkBgexXbIKSTH5dcfbarsmFLY4imQVkVsJvfbTCT9UeYIyDgqaOJmeYZoBOTYFIyAlASu3+uSKwVIaq/l648A8PjagI/d3B/Nthov+2X8sy/HtEGhUKYPqj9SKDOYHTt2RF1DUwYUCmUOwmZnu1yuO4MDLpdXpQaEADG+LwJCiGHIFwOAAABjnudFIkJamvhs3J/+lNA3QImAxNG/Y4fU/DjrameCkcx8TLwFcqpcihI7JLmh1+ttNhvxQqamCpmyFsiysjLxYVVVVUNDg/gep9MZuTIoAV3Y2W6b2AI5rI5zJqAc/+Mab6/8ExaKJMhekDVoMpwFUsy0VmDDJFqwY0IsQcZkgRS6sPX3qJ97ZP50568pFEoqQ/VHCoVCoVAosw2bfchmHwaA9CxIyyICY1jEKiQfJoEN7hgu8CjTjtgCOTAgNT/O6vC1gMQCmUgXZFNTE8dx4cYITp5tEwgqZKx1NwkgJgtkwjav0Wgi2BuNRmNHR4dOp4t0hkSlsAViskDGEcEWc15RGNP6kIg7Z25MZwX2dBNrBFucwpZfhA0AKxZqHl+blZjyGTnGCzkGDgqFMh3Q/hkKZfZDswYUCmVOwfO8y+VSqpFKA0o1AABvucLoSsijGDAKpUcyDMIYMGCMYfzi1fSc6b3kFhBaOMTQBpsoSIpoxObHWZ28FlOgYa6P+i1IIx4sViSnlerq6gQIaiSODaTRHsDpdKZUNY2kcyZkEbbRaDx69CjHcZIQ9PTR0NBQW1trMBjIbE2j0Wg0GiUvHdn/CEFd2OPpOZrx4Qjr40DSQjOszpY/FFLcgm1VZIsT2SFZwNsjJ68FCsEuqsDWVsjc0LSxPN3ZNTH2sWtUszk/9LJ7szxCBXbUCppHlvO/+sQvI14ZktWCTRAXYUOMRTQyX4JCocxuqP+RQpnx0G4ZCoVCAQCO45qbmz84+i4GDIA8Lhizg30QHIPI60Y4wJwU+nILIcQwDCA0eqnL5Qo0d6hUU7/bl36x86lvNr/0C+70Se70SfDawWsnt5tf+uXOp77Z3NwcLE1SfIT809rccD4KJMsCWVVVVVZWJp4zOH2QRDZMqJApRWAEW+p/JLZNsu1E/jlBmPBIDKpHjx4VHiJCZLj+GTEJsECKBceYRkCKkVVBg0UVNLGMgJSDnPx13BRnyBqVGFP+GgIj2J1347dAxjQFMjFsjDZ8g3oyKJTkQv2PFMpshg5/pFAoc4TGxsbz58+pM7zA8OBRXPCMr8vwDXBEoCBzHYkEiRBgFNoC6cN8HRByOsfVat+4K85mYx9+eAp32/zSLziuHQCz5asBoO7pgCwY136BM10AAO70yVOn/2ttpe67dc9P4avPEvbsgWPHYGAg4M45Y34kJNEC2dHREdVGN4Xo9Xqz2VxbW8uyrGSgYRIpzVJ97PQrRJ12d2mW7w8VgvIIAK2trZN8oaamJpDdOV5TU8NxnNlsJrM1DQZDY2NjrB9azt3uYShypvtkx+G8ogW9HbFuOzISC6RNJdcCmee1xRS7XsDbQeTSO68olDkUsg+0IRXJh5T9Pa5S+RuYraSg/hgVqj9SKMmF6o8UygwmqrxI9UcKhTLr4TjuX9te6rlq1WR5S1hUUoH+eBCf9zgfzPLpjwwg5R8/htUlGAMAxhgA+4togmGu3FCrVS6X2263Z2VlNd+8GXZpXLttfumXRHmUyI4CbMVqtmI1AHDtF1589VA798lPm3/w3bofTuE2ZgmbNoH4x9ycvLAs0DBC+QyxQCZMgkwkZBykwWDgOK6xsVGj0VRXV8eXaCZaHsiW8yKTp2EE56PVyZPOEpJ6FtbU1tbW19fHtFuj0XjixAmn0xmH61MwOVosFmKEJB8akSCrqqoGJKp9GNLGhgX9EQCGc4sk7diTJ9ttE5yP8iPYeR47iOK8nZrFkqGQwcQSwXaIIthZcTgig+l2Z0L6nchrrjvTJjMR8l6tW4hgf9CX/vCiSBHs0lwsTH6MaQQkAGxdqX7xhP/kbZddkmrsVGDHjh00HEahpCZUf6RQKBQKhTJTefPNNy/ebL1xfaT0AVRSgUoqEELwx8A1PLgBACGEEAAgnscAmOd5NHFXAOZusPRkaTPsjlGXy+VLYatUdXV1k99tc3Mzd/oUAK7buYMojJFhK1Y/86Dy3UPedu7cN57a/je76+lQyAAkFsgjR2DPnqRuKAlkKFCGAgnJ6wEnvyxD1kS2yUDEtenrnwnHtm3bdDodiQ8bjcasrCy73V5WVtbR0QEAROMj8mJ1dfWJEyfEN2w2G1kmUFtbW1ZWlp2dLRYiifAnX5rM0yjEyWuri790+iNB4hQsok1NTTFJkOIzkLcsKbaOTH19vTB3kuM4vV4vSJDV1dXk5FG/faSIRpAgnek5zrGpHwQpEFMEWzwCMjWpTr/ze3dm5DXLNGNC8/U1Z3pI/XF5hn8E5IeD2Zvz5U7JjIBk4ON7XcwjyyO1J0kQT4GciRZIoP4MCiV5UP2RQpnZyMkR0L8BUiiUWUljY6P56idI4S2pRI/uQjwPCAFCULwRmz4YN2VpyrPThMX4DyfQF6pB6JnxAQwTKEFaukkyW6NWuVxup9PJ2Wxsefnkd8txHHf6FFu+KpztMRiL8nUAeHSXorMCv3vI9fOXml5/lV41BSIpojlwYK5FsAEgU4nEkx8HnHyBZhonvBuNxqampkSGr8UIpTQEg8HgdDrJPYJmB6K+aeGG+Ik6nY4Eui0WC3k7RHBsbGwkfsN9+/Zt3bqVyIXCnQRJmDpPzQRaIL3kwwlW9+RLkI2NjQBACmTE7zS4SSYcVVVVVVVVZH1tba3EBUkeIh9C5PNILJBTXkQzJRFsqzILZI1J9HGbyYJJi2ZLGYcw+fEjz8KHlP2TPWNiKZmHY3U+CsTdQkOhUChUf6RQKBQKhTLz4DjO0nWm9AG+hEU6NqBepqQCrh3HJrtTrD+CpRtKu0FXBD4vpGCE9EuQ2HACWXqAQQCgVqvUatWrt2+DSsVu2TL5DZPYtXzxUUwpix4FxbuHXDSIHYKCAr8F8tixOag/SiyQ091CE05fSwribQi3ibAYdYeCImk0Gmtra8UnsVgsYjUzMlx7+7zFy/Jy88bGxzp670IoayG5p6mpKer8SiJ3isVHs9kspzEmGCJW1tfXnzhxguiwRIKsqamx2WzknJElyARYIBMTwV7j7f0js0LOmae8AhshhHGCiqHkM5kINmmhEVsgU0d/3L9//+c+97nIa7Zv3079jxRKsqD6I4UyU9mxI/pFLP35SqFQZisv/vJHwHhKKpCO9V87kTh1KYuubMSmD8ZbAHYuzgEADxpV4gzc2Y0AiAQJAAzjkyAxBoQQNndjS7e4l+bXdwbPjo2t1Okmn3pufukXJHYd9xlKWVTajtq5cyRTOcn9zCqoBTLhFkiz2Zwi+mNIJB7JyJDJkkSyFCyBJPVMREzyELEQAsC+ffuEHDfJRHd0dHzzH1+8OdYLAGq16pt/fwCcQyFfCAA4jhPbGEncGyaGUZLWmmDxcTKtO4IXkiiqHMfV1NS88MIL+/btIw3mkT+rnLvdt9P90e8pt0CKSYUIdkwDH+Voi4kRHx9eNPayxTf/8apDBRBp/iMERbAnwwyNYFMolKQwjb+aUCgUCoVCoUwHL/yf54DxbNmFdJUIADAGPCE+Eh7ZhUrXI5Nt3GQTTdSydOPObrD4KxTI/EeMMW+56nn3fS8z6mZGPGjEg0ZO2e+cGR91A+Tce+8kd8txnLH9P5ZWDnkffPWU6tlTqmdJsDoqVnRWfPjoLgUA/PwlubasOYRYcDx2DI4dS9pOkgSxQAqH02qBJEqZoMfNDoijU6zECR5PcoM8qtfrSdxbuO10Ordt25argtzc3Nzc3MxMbe7S5eFehZzw6NGjAGA0GhsbG5uamkhZTW1tLampgUBBkLgUJ1/5XVVVJQy1JBvYunWrRqMxGAxRzZWaMb/g6EzPcablRFgcK0tHbogPY5IgBWIVIs8rCqOuCTEdOIhT5DZAAAAgAElEQVTI2mKRakS4fWJsvpyNJYs4WmjEh22XXVO6nckix34hx8ZBoVCmHOp/pFAoFAqFMpPgOO7S+a7SB1ApER8BQl4DLt3iNZ9HLTeHdwKw2T5jCLL0gGXicldXhBDyXOoaP9/Jd15JE13AmmzjJruTV/HeDPwRd7QOJlU+8/OXmgD51EOCFZ09pXo2D68FAJ3nG/JP9eguxbuHXM3NzVPShzN72LQJjh/3y47Hj8OmTUncTlIo0DDXR/1GpOmzQFZVVbEsazAYkjUCMilE9lRixxDS5vqPtfPAEcICSc7DcRyJe5NzElHSYDBoNBpiUTSbzcJrkTmV8ic/RkA4A8dxwjBKYTpkBEPrdFsg44tglzpvfqxcKf9VxBXYCoUiwghIUoFNtMV2WFQBffJfJSaKRf0z153pAHen6sxXHap7te7Ia8QjIDvvolgdkbOghYZCoSQe6n+kUGY2Ubtl5BTUUCgUygziF7/8MVJ4Htk14U4Jc9FUyqKaZzGvwi03h1+5aUXAIGCAxKv/8Cf4gxH/7Pf4Z79XfnASOns8Lr/7o+XmcMvNYW5srHgjrPwMCnf+mChlQ7hLrOisFZ2V6YUUn+ej00enYE+zjI0b/bfnpAUSACQWyOlzQWo0Gph1FshJ4RgCh188Qtp5UZ9BIt7imZXZ2T4NzmAwCJ8t8V0ePXpUKNKZDMQCWVZWVl1dTe4hwxxIyttsNh88ePDgwYPB31mJBXLyOwlHfP5HAOjULAYAjUZD/uOMjNebEnpZyMJrCcvT/d06QhF2SMSC41X7tHuMJDMfU0eC3Cj+WUChUFIMqj9SKLMWOvyRQqHMPjiO84KrhPVl44j5MVRODgEgHat4+FmkW8+028aab/ZxNnvIc6rVSgAYt4PJNt5yc9hkG1+9TPnwswxxLDKgDvksmfy0+XkeuUorwv7GRbyQg8wZmScMKWVSYNOmAM/jgQNJ20nykBgeRzzTpT/W19cTC+Q0nX8mgsWGR7EXMhAiOFZVVWk0GjJ+kaDX64nC2NraWlVVJY5F63Q6juPa2tomv8mqqqrW1tYXXnhB8EI2NDS0trayLEskSDLRUiyAEnLudosPh3OLJr8ZAUkEO5hwqmKeR/pPOknEhzzJAuxfLBghU5/ijFi6vRNIyuqPUYlq3aBQKNMH1R8plJlKVHmR6o8UCmX2wXEcMO4t35rQ4DBAwORHBIAQMAgQaZIpZdHm7+NV67O58bHm3r7mm33NN6VhOrVa9Zuhodfv2IjtsXQ9euifPILMp5ic/uiEWyBDNOxUvBF8JwloSyitYABwc3PzZHY1O5HUzsxJCTJhFsiampppOvNMJTBwjRYWR1jrdDqFEhsC8TmSQZBOp1MQBGFiHKQcW1/cNDQ0kDi24MEMZsotkOHeUU/mEsk9EVRF+SzgQ//9KT4eUvYLt3t47RSeOWE8spwXbsc6/5EgliBTTX+kF0EUSmpC9UcKhUKhUCgzB34cIKThkdyNxAXWArV/X1z3na+y61Zy42Pc+NjOy+adly2HbvYfutn/9OXOpy93nht3fjwyVrqeefhZtOl/YKFVoJPDbOUDk9nvxdN3ZDoWg4PYeXwo/ZFFPIoy2GvuIrZAzskIdsIskKS1mRKAKIIdwQJJRkAG379t27a9e/eSR2tqaqqqqsQpbDI1srGxcao37UNcUAMTvTdiptwCKZYUZc58lJDn9T9rCruwxQMfe2FGaouJ4f9n797Do7jve/F/Zq9IK4mrAIG5LGiXmxWDNLJjr2IJcIODYqVOA03rk9YJOIjEbUP79Oj5nTxFRa3P76ff7/QhPYltqYYkbnt6kdOmxl4MSZAF0dqJNVrAMhftCq1AIEACBKvrXuf3x1eaHc3uzs7uzt4/r4cnz2h3djQSYLJvfS6CEsi0glUaCKUn3D+DUAaTMtsR5z8ihLLJx92W9TNxHkUB5Wf9FAVkVWnB9KZ52uBaRQoA1Gzh/CetO5/U7ITNV7ofXel+VOhf5wMfAGwDAICRkUfXB2+t+qKrlKb8LAsALLDXQkQESbXYv/WB4qJgCzYS09g4J3Y8ckRYFJkD8pUUV/ZISiD5RZEyyqn9M1Kwdwao0shbaEgLts1ms9lswVtfuB3Z/PJA8q02m83c6pgE3D4AQH9//6pVq3bt2nX7doilK9qpR1zloytvvnzrUuaQPgJykXcMoqkK5a+g+Uy54nHfULT3hviCW7DTOZFECKUDzB8RynKYPyKEshG12P8EAKgflS5mnygsyB8bn3S7PYsXhe4K/K3mL7njZZWwrBJYYADYBexm8uDob+ljx4avdU8baIqaGSvJ9nWzAJDaTdMG7x//Vv3nKbyBzNPYGOi87uiA6upc24VdrFWMuPxcBDni8q/Jx1AgWcZHucpHqmABG2YLtsFgILWN/FXXfAzDlJWV8Z8yGo12u91ms8XfiSyCxI6FhYWFhSHKCefx8kcAcM2TbRH2qomblxZsjvMifdqVpa5bstxPDrr2MOoV2BC0BTsd8sfGxsYdO3aIn7Nnzx6sf0QoJbD/GqGMJOVfTfyXFSGUfRSgUfsWPj56pNT7Uqn3pULXzFtWrUYNAGPjk1Fd7SF1mfxa+FSPF2ZeS/G6uxVsXMMfZVHq+6NU30JGESyiOXs2ZXeSOjrVnILHEZc/3JnxwP3XEYi2YB86dIh0W4c7RzAgEgBqa2tNJlNvb69sdxjm3sI9pZ1+xJ8COZ2wRdjBIyDDCV5Bg6TjB459o7jZDCGUcJg/IpSRMFtECOUmJWh07vXBj2s0agBwuz1ut6TZiIIxkQ+py4ITTrf6+xj26cp4l2xsq9zSx0gqKgk57REAFvu38iNIiVfLadXVgeOOjhwcBJmvpASLaGT/FKQFGCNIAfbOwJyPCxZEewVu97TRaAzuzh4ZGRkbGyObsmXX3NwMAAaDQeL5smyh4cQ2AjIqGboCO1Ok1QoaKW+U9u7dm4Q7QQjxYf6IEEIIoWxQWJAPAK6g/PG+4tOIrz3dyrLgB2BZYP2s/1o3e41hFawm/ubrebAcpIWGi/1bRZ7idmH3dftlubFshiWQySqBtNvtibhsZuNtoaGizx9hNnkMDh9hdk32mTNnSFYoi+bm5u9///t1dXUWi8VoNIqP9RRsoXHNky2CnO8O5I9RjICMZgWNvCuwVynGueOPvctlvHIG2b0x9S0CCKEMgvkjQhmsra1N/AQc/ogQyj5KhSJkkaNGo9Zo1G63R9CF/UBC/kjsOkBmP8K1bgCK+pODMix5IEFhX3eE9IeLF8MxeP+YHGD9oyT8tTMdHYGJkDkjCSWQNE3Lfs2U4299kUH4FuxwSPIoEgIaDAan02mxWL7//e/Hd3MAAE1NTRaLxeVyiYSeAglqwY5xBTb2XyOEUObA/BGh7IQN2gihrETTFecv9gKA2+0FAI1Gxc8iCwvySQQpsQub08ewWyqWkOPTrew1hq2gPydXvKJgNRFDQy5eFFHq+yNynfi7wnMCvwQy91qwIfElkFqtNvv6r+Pf7hJ/C7Y4EhQajcbgAZHRslgsDMPUzophoXniWrBjGwHZp10p/dNlYgv2wKSs+bgc+DtnTl51p/BOONX8ERyhRCzgQAglCOaPCGWkiPEi5o8IoexEqRQKxcUeOz9h5B9zi2iijSCnFcMwGz4+tqb4e/V/I9MdA6mjPNUadjZWxOJHYrF/6y9aFNh8LRW/BBIASyAnfay8VZBkBCQKIe4WbCm4H5BYLJa6urqmpqbYrhNt7Ji4Fuwk4LdgD1Nh88cVEOit7oaSxN3PGu0Ud3zWGbpaVp8fyMQdU2mXP6YtfCuEUBrC/BEhhBBCGaO+vh6AunS53+32jI9PFRTkwdyZjxqNmgyCHBufJI3YDxQXxa95upWlWGV+EZxuZfu62EVLCj5neE7Ge6Zp+nF6eR/DhquClFL8CAAtb7WpoUCWrvBcIejCzr0qyGLtnP+rP+GVM388fvw44AqaiKJvwZZIq9U2NzdbLJbOzk4AYBgm2r005IWxfOrEb8GWPgISEesKvdxx/7g6hXeSJrBWA6E0hPkjQplKymxHnP+IEMo+NF1xscdGSiDdbi9pwebPfCQRJDcLkhWNXEgsuHzNvE/b2b4uduESnV6//g/+4A/kveeG+lYIUwLJ320tgum+xFgv0TSdlUP3EgUX0QAkrgRy3759gCtoQkl0CzbZkW2xWCwWy5kzZ6qqqsjjzc3NdXV1dXV1JJeMeB2ycCbOm5GxBXvVxM0YXlXqusUdR1xBk8XWFURX8o8QQsmH+SNC2QzzR4RQ9qk/+CoA9X/+7QMAyu32FBTkBc985CLI+9RFP+v3s6yfZdmgJJJloY8B1qsc7JvYWKHzeqhH97wydl7z/Vn9XylYjSCCXMQ+IbL2msN0X2o51gZA1R98NRH3ls34g8CwBFLuEkiTySTj1bJKUlqwjUajy+UymUwnTpwA3mhIi8Vy8uTJBH1SSO8W7PSJIFerJiOfhBKghv9jpzDwLRJCKYH5I0KZB/sFEEI5rv7gdymK+pd//4B0YWs0KpjbhU0UFuS7Cu0UBSzLsizrZ1mffyaL9LOs3z8z7bEwb/7GZxReakqlgcR1N9M0/XTlzj6G/dErXtKIvYh9QkrndctbbbPh43cTdG/ZDEsgE1YCyRXZYQt2BHK3YHMbY/gPksroaLfTSFl4HVIStmDHtoLmgTJdGrdXqwP54w2PLubrOHg7Z7YvDrsl/Fe387jjHK+FjLh/BiGUKpg/IpR5pOSPmFEihLIYaUO+2GP/l38/RSofVSqloAubUCgUFEUpFEBRM78AWPLrWjd7jWE30LqX3xgDgD5Zd16HVF9f/836r5EqyFOtvkX+CGtnmO5L+w82krbrY8d/gp3XMRKUQOaeYq2CH0HKtQi7oaGhoaHBZrNhC3awJGzBNhqNBoOhp6enrq7u+9//PllHTrJgkio2NzeLXEH82ajIuwU7oZayvP0zabD/+rorEBpWF42KnImihW+XEEpDmD8ihBBCKPPUH3wVQDEbQXq9Xi8XQfIbsR8oLgKwAIH8kfz6xT+wv/gHlgKldv70qVYfCR8T1HnNt4P+xtvH33mcXj7QpWs48POWt9pa3moTnMN0XyKPk7JHuvLz2HYdF0EvXk5GkDoVxf9QrgiS9F9j/WNoiW/BNhqNhw4dAoCenp6qqqqysjIuCzYajU5n2Fo5iHt9uaAFO1Pw918jWezeqOGO7fdCzDhOZ5g/IpRkqlTfAEIoRhEHl+BkE4RQdjt2/Mctb/6IYZgLn9pe+vqXnigzUBTldrndbg+Z/3hf8Wnwq/oY9lo39DHsxoqC+yMTn7YDADxOL09C+MhpqG9laIbp+g3DdAOw+w82AgBdvgUAGOslAACgAICu/DwunJFHTU0gdjx7VphI5oB8JZWvpLjOaxm30DQ0NDQ3N9tstvg3mWSzgoUAAzJez2w28z80mUwmk6mzs9NiscTcUh2PRwtXy5JIznc7uc3XuAI7I5y86k71LSCEMgbmjwhlKowXEUKo/uCrzCeWltZj//Lvpy5dvvaHv/88C6BSKtxuz9jYxN0CK6uak7OcbmX7GJZilUuL53uphyM3QMFq/vhg3Q76G0m+cy5YZBiGYZjA45Wf5z+L5FFdnZtlj3w6FcWPHUdcfsFqmtiQEki73Y75owB7Z4Aq5U1+LFgA4w/luji/5pSmaZfLVVdXxz/BYDCYzWaLxRJuR1BTU1Oc96CdeiR75zV//iPKOIYlylTfwozq6uqzotN+29raKIoSOQEhlAiYPyKUeSI2C+zduzc5d4IQQilHP2k69qSp5c0fMUz3xZ4fPlFmBGA3b1q3rtL7UN0DfrjWzV7rBgC4xrAUqJfr2Zu93uF7o/dGNKbKnfX19Sm+f4wak6CmBo4cmTnu6IDGxpTeTWokqASSW0GTkrK7dDc+yi2foQoWsNHnj+EKS2tra81mM1l7DQB1dXVGo5GEkuQlRqPRbDZ3dnaGzB+bmpoYhpHxt8yVNx8SML3QqS6SkkiWum59otpIjh+oCsEl/51kpWsPszyAe+edd7BcA6G0gvMfEUIIIZTx6g++Slc+RVd+/mKP/WJP37+2nW76yw9av61q+bbql62qvt8q+j7WFKgXTTm9S9SarQb1n9X/1dvH30l5+IiSh99zzWWROSahUyAFHcFIKKYt2Ha7PeQ3lr/zh1QyGgwGwVNGo9HlChHFWSwWEj7GWbKaoBGQ/MDxkSaxLdjhVtBUwG3ueAgKYrt459SS2F7IN8Bbfi2uf1zNHT9XMhXtJ9qlj/G/BvyZj+lT/0hErNjA+Y8IJRnWPyKUtfAnfgihnDITJtbXA0BLSwv/KZqm6b/8S4B7AACnnNDYCFhymGuwBTtUCeSkj+Wvxo4BmTxImn9xCqSALC3Y/JXWfGVlZTBbyUgKHu12u2AXEMMwTU1Nhw8f5j/Y3NxMzo/2TsTJNQIy0Zb6x7jYcZgqXArJ2EizWj0R2wsdU4H8UZ+f7oWd6ZY/IoTSDeaPCGUkKdki5o8IoZwlLGwUBE+5t34EYQs2UaxVXJ8M1CtNeOPNHwmyhQYAzGaz0WjEXuyAmFqwzWYzCXO5lmr+t5Q829DQwLVR88NErhCSvIQ/XhYAyG8Td06cEjECMndcd81L4Wc/7Qj0Qa5fEOM0hrRdPlNTUyM+/xEA9uzZg/WPCCUZ9l8jlGHwX0qEEIoa/30Iho85C1uwAQCAHzhO+lhZurBJFSQXlh09ejT+ayLy/STzYcmx2Ww+evQoCR87Ozu5ykdyPgkiuQ/5L+dLRPGjjFZN3OSOY1uB/UAVuqs63Qy48rjjNdqoO6bTTVoVP1ZXV6f6FhBCIWD+iFCGkZI/YkaJEEJz8Osf8W1JzsLfegAAKNYqBBGkLJdtaGg4ceLEiRMnyDhIQSNwzppT8Ch5BCT33TMajQzDlJWVkamONpvNZDKRb7LFYgkuNeV/SNqxtVqpAwQz2iJvoI36gTKxUyNRNsE3TQglE+aPCCGEEMpq/PCxpgbrH3MX/7c+t2dBJmgRDdHQ0ACzPcIyXjZTzW24ppavlfIiUp9I/resrKynpyfkaeJt1KQc0mKxkB3licAf+IiN2Cn0q9uBUsp1BR4pL+Evvy5dGOMPIdJ5+Qxg0QZC6QfzR4QyUsTZjjj8ESGEZkQaAoVySHFx4Hjv3tTdR4qRRTTch2QRjYzX5zZi41JsAIDx0dheZ7PZbDbb7t27BT3UFouF7LyO2EZNyiHJzEeiqqqKXDb4c5Hfr3RIjfkrsAd1j6XwTnJEzPMf+dIwf0QIpRvMHxHKSBgvIoSQVLld6YbCGhmB7dth+3Y4cgSOHMm1PyfF2jnvAmQvgTSZTDRNk1mQ6RBppQtpLdiksNFkMpHvJNkhQ76NVVVVzc3NTqdT4pIfQUZpMpm4bm4+kjzi71SO4C+fiVnaLp8hIo6AxDdTCCUf7r9GKMNEbBPYm8MFHQghJCRYM9LRMbP7GLuwc1NbG2zfLnyQJI8dHXDkSOAPRg4syC7WKvix44jLLwgl40G6sElSZrfb03nhSaKxdwaoUqmTHwmj0Wi32y0WS0NDA+meNhgMdru9rKyM1JYaDIZw31KbzcaPF6VEivxxk9H+TvFXYD9auJrfkZ3jbnh03PFq1WRsF3FMBsZ3bl/sFDkzZjEXP6Z583VEmD8ilHxY/4gQQgih7BUyaiT1big38Vuwg5GEuqMjF0ojE92FDQANDQ1FRUVYVccncQQk58yZM/xYkDRTcx+GbHK32WzFs0gRJf/Z3bt3Z9/vyCJfIJtLw/3Xq9Ux5o9pix8+QhrnjxHLMnD+I0LJhPkjQgghhLJaY2OIFJIETFmaKyHZkCwyewkW0Ux4Zc4fYbYQMvsCr+hEOQKSP4fR5XLB7CzIoqIisvaaOzNc03QDDymZ5Ag+BF6ambm/Tfz918kx6C/gjp9W3UnyZ49T/MtnBMWPaZs/IoTSCuaPCGUeKf0CbW1tSbgThBDKDDU1WAiJZgj+ffzww5k/G+Fa8rO6Wz+4BFLeQZCc4IGDuSvSCEgufOQHheQbSLLI4MmPR48e5aogzWazYF+NQMh12IKCSlwclATXXYGl1dVFMS4pIvrH1dzxcyVTUb02tv5rQf1jGqrJ3v9uI5S5MH9EKJNgjwBCCMUOCyERwW/BfvXVmXi6sRE+/FD4xyOrw0eiWKsQRJCyf4qysjIAyOVIi70zMOfjggURX3LixAlSOtrT0wMANpuNLKIRzGfkly6SHdYAcPjw4XCXtVgs/HXYHG7jjW1WxDsk+AMfuUGQcVo1cZM7dqqLZLkm4vCLH2Mj2Dyze6MmzgsmQsT9M4AjIBFKOswfEcokUvJHzCgRQigsLIREAsPDgWPBqEeRosjsIujClr0EsqioqLi4mEvHchSvBZuSkD8SJCsk4SAABBc21tbWchGk3W632WyCaY8CJ0+eNBqNhw4dEjxORkxaLJaysjLx8kmU6fpGA3/fY14+w8mCzmt864RQ0uD+a4QQQgjlmMZGqK6Gs2fnhE2hVmO3tLQEv7q+vj7hd4gSir8Fe2Rk5iA4fMyBFdgE6cLmKh/JIhp+UWScSCLW1NTEMAyEah9GfDabjUsAnU4nSQbJOmxSnyj4BpJ0kitaDB7vKBG5rFar3blzJ8MwZrM5s36nFnnHuM0zfdqVpa5bqb2f+H14X1Lt569u50U+SVYZtPlaYukGFkIilByYPyKUeSL+G4n/iCKEUARcaZug8/rIETh7tmXZMqbrtwAAwAIAXb6FPMlYLwHA/q7fAgBd+RQGkRmsuDiQPL7xBoyM5Gz4SBRrFdcnA5nCiMu/Jl/mWOHw4cNNTU1OpzPyqdmIHX9IcZMfCxYCDIQ702g0kjmPAKDVarn+a9LGHvJ8o9Fos9lOnDgRsrea09TURK4GoVJgMneS7KspKyvj7iEi7dQjrvP60cLV/I5sJBd9vqTfjnUFnojnxLl8RtB8neb5I0IorWD+iFDmwXgRIYTkEVQIyahUZ9jzn3X5texCuuJxunwLXbGF/wqm+xJJIZmu37T4p+knq7BXMeN1dASySMjF8JEo1ir4ndcjLn+xVuZJTVqtNrh8L1eMP5zzYcEC4SOzyKhHckxCW5fLRWLBpqYmkc9gsVhEmq/r6upgdl4kKZbkjkl8CQAmk6mzs/PMmTM9PT2CQZMoKp1TS7jj1eqJFN6JwGnHnL/UMfRfZ1DxY3V19dmzZ0VO2LNnDzZfI5RMOP8Roayyd+/eVN8CQghlFN5EyB+s0f79qrzPBv2lFdSxI9+t37NLED4CAF2xpf6VvfWv7KXLtzDdF1refL3lzR+l4LZRnPhbsDF8BIBQu7Bl30VD0rHcnQIpYQQk+ebwY8TDhw+/9tprnZ2ddXV1DMOIpLednZ0in/zEiRM0TZP8l0yN5Fq2uW0zVVVVFosleMtN8hV5AnWyg7rHUngnCXLdNU+uS/GXX68r9Ep/YQzho7zFj+9dSHE1NJZ0IJRkWP+IUCbBn9EhhFCcGIZhun7zCfMx+ZCCmbdPBU+ueHBvDAB2fZsyVFBwO8J16l/ZS2ohGYZpefNH9QdfTeRdowTgt2BzJKxMzWI6FcXPHCe8ck6BJKJq7M1BBoOBSwNJ5SPXMW00Gg0GA5cMHj16FHj7Z8j2GDIjMtzFDx8+XFdXRyLO2tpag8FAjrlCSO61/E+EEmHAFRjauEY7FfIcx6SWO96+WFJUF7H/Os7l14Lix3jyR9sdl+2u++9O3zMu07ywNYFbzvfu3dvG/4FTEHx7hVDSYP6IEEIIoZzAfGJ5o/UNCpQALAWK8nJjebmhvMIAAH/x528+uDe8nqa++G0KAGZ6UOdpxS4HQFdsoSu2tLzVhhFkRgrOH0PuRs8lwYtoZO/CLioqslgsudmCHXEEJIkUCVKHSI6NRqPgO8ZllHa7nQSF5ITm5uYTJ06I3ENDQwOZEck1wnMX565J1t1g/pgRolo+Iwgfd+mj23QvKH7cvVET1csFeu/M/ByCpJB/sWuJ+PkIoSyA+SNCGUZKp4D4T/kQQigHvf7G/7R2X6VAUV5u2P/Kbv5T1m77o+nh0krF8wcULMuyAAXTm+4rlTrKL6VBrv6Vvc3H/8bS/UsjM38H/Y0E3T+S3+uvB7ZgA8CWLTkePhJkCiQ/gpT3+qTDlxs+mFtER0Dyt1dzu8L52SKf3W4nJ4/wMnR+7WQ4JpPpxIkTFovlzJkzZrM5ONmkaZrLPXMzJgaAbijhjlfAePAJH3uXc8erFCFOiN/AZIQfgAWLWPzYNxrIH6Ntvrbf88k4+ZEUP3IfGpfFFWUihDIFzn9ECCGEUDZjPrF8a99L1u4r5eWGN978niB8BICzF34BAKUVFABQFKWgKLVaBRRMjE+OjT2KeH276u2a+lEA+EnLzxJw+yiRNm8OHF+6JFyGnqt0qjlFUvylNPEzmUw0TZP4LBeFGQFpNpvNZjNpTucmMJJwUDwEtNls3DzNqCLdw4cPk3GQwY+LLLFBSeOYCuSPEpdfJxQ/fAT5ih+JBPVfN0oY5osjIBFKJswfEcoYUnbL4AQThBDiYxjmjdY3SLd1cPIIfv+xt8yXuu+V0opSOpC5KBWKRYuKNBq12+25f/+eyPXtqrcfUBcB4PkDSgBobjkg/9eAEmfp0jkfim5KzR2JXkSzc+dObvNJTpvtxTabzTabjabp1157jSSPtbPEL2CxWGiajvbTWiyW5ubmpqYmrTaQcPF/O0wmk8lkSu3v0Xx3YNyhUy1nOLWUHZPxajG7zpv/uDbM/Ecpolo+w++/Ll0YxV/qrC9+xDdQCCUH5o8IIYQQylpvvvm/KVDs318b3HN97K2TPz7+y19/dF4zD1iW/aDFR36davFd6X4EAAUFeXkFShZYZ5gqSC58BIBSmiqlqctdDxL9FSE5NTbOKYHs6MASSEIw81H2EsiysrLcLOrr484AACAASURBVIFk7wwEP0gWvxw+fJh7JGIlI7cfhmGY4KCwqamprq4u5AtJ+Gg0GhmGsVgs3OOC346GhgaapklVZoQvKTH4+6/ltdQfyB+HFYUJ+ixRWaOdluU64v3Xpx1z/lJH1X+dicWPHCnZIuaPCCUH5o8IZZiIbQLYR4AQQsQPWv4agN2/v5YsmSGOvXXyOwf/9xtvnLj02fXOj3ryNAXsxPxBpqjYX1Hsrxhkim4wRT9vvbv/4N+2HPvZxc+uqjXgdrun3ROCi99XXODCR6K0QuGn3C0tLUn40pBsXn99zthHLIGcldAIsqioCOsfAYBavpYEfFVVVQDQ1NQEAAaDIcLLgjbSmGcBb3Yk2TPDR8JHAKitrT106BA/5SRXq6ura25uJrkkqY7M2RGQcbrh0XHHVXliRfTh8Jdf6/NC919HtXyGL9rwMbuLHxFCSYP7ZxDKMBgvIoSQFC0tLd3M+W0V67nw0dptv2B1nLf2LStedHNo2O32fL7ycZ/fd/BVYWnkees1ilUz1suM9Wp5eenvf/VL42NTikK1RhN4p/RAMSd8BIBSmoJWeATnE/2lIZlVVwfKHjs6oLoaF9FAqF3Ykz6W35cdD7KFRpZLZZ7xUa7zGgBI5zWXFdbW1kY1xpGczC+BJB3cNpvN6XRaLBay0IYgwzf562X48eKhQ4eOHj1Kfl+4V+XopqA0s1bC/MeIy2cEy6+ly+jix+rq6rOiP1Xas2cPFj8ilDSYPyKUPfCfT4QQIhiG+ZhpBwDTd26CGwDg+FunrFab2+1hVdOD90ZNT5nq93/NOf7I7RZWdZVXGCrLtyjZ/K7uTa0//g+rtQ/8p37/a89Pu6a4/JHfec0304Jdn9ivDsmspgbOng1EkGfPYv5I6FQUf/LjhFe2/JHEW2azOcfL69waHQDs3LmTG/sY1csPHTrEHZMmbovFYjQaSQVlT0/P7t3CobeHDx+uq6sL950nwSX/QwwfE+GsMxBAr4lj+KN0gvBxl15qOXNCix9feCL1/e9Y2IFQMmH+iFDGiBgvYv6IEEIEwzB+cD1frwaADy7801BXsdVqy8ub52bHQeF9/oDypc99DQDcbr86TCUHRVFP0lvois2tx/6DOX/Zet7+0te/VPVMBYkgQ4aPKINhCWQowSWQIy6/oC87ZmTXsyyXyizsnQGqdCZ+8njcZWVl5Di2KJa//5qULpLrkHmO/OJHDk3TTqfYdEWy/1r8nARxOBwOh2Nw8DoA+KnAnzSG9RtK10+7vHq9Xq/XJ//GBAb9BdzxY4pxwbM3PPlxXn+A13wtQvrymb7RQP6YJpMfjcs0xuWSvsz47d27t62tLTmfCyEkAuc/IoQQQijbfMy0l9KKUloBAJesw7+1nl+9qsQ5dX/9k75X31LxV12LU1BU/f6vHvjW7wEFb//7z1wuNwDYVW+LvMRPuUWeRWmqpganQIZUrFUkaBc2joCcmBh3uz1f+trXyUKY2C5CwkcSYkqsoNRqtVK+8z09PbHdUmwcDsfbb//k3LmOoVs3lAqqsnzz/m997fUfHn79h4cryzdXlm/u7+8funXj3LmOjyznknljEa0Kzh+9gfxxtVo4O1gKxxRv+KOE5muQ0H8dA3mLH9+74OQXP25IVvgoBdZwIJQcWP+IUCaR0iOAP99DCCHOr1pUV5nx0kqqr8vGUt7nD0j6fz4qCKwOAAoWfN66XeM83er70b/93f/1SqP4axUsTtPPTFgCGUaCurBzfASkW6Nzuz2LFi283jsEMRU/2mw2UuRoNBpdLlfIwZF1dXUmk4nUM3LIdz7kYEeDwWCz2cirQNomHFl8ZDln77umVFDlWzfte/lF8qBHMVPc9/I3v6b2e/bBi9YLV85fuGq9cMXed6129xeXFK9Mzu2lJ37xY0T8/uuomq/5H8ZT/CgIH5NZ/IgQSh9Y/4gQQgihrNLS0uIHVymt7GP8vV1TpTSlZPNZyrvrgPD/9lCh/o+QkhcgsuD/RNMwqvi0lKZKacXl8/eY7kvYfJ2dsAQyDNKFzX0oVwkkNwIy/ktlIo/HDQBTU1PDd4fjGYJJpj0Gh48Gg4FMb7RYLGSttsSrkUuRaJjkmxHNH73BHbvy5ku+d4DZssf+/v7K8s2v/+B/cOEjv/lawc78eSPp5L6XX1QqqFOnfpm4QsghCLRXr4Ax2a9/3RXj3mq+/rHAj9PEix9PO2J5yy8ofownfBSMfYQkFj82Nkb4kSHgCEiEkgjrHxHKDHv37o14DvYOIIQQp5RWnG7xsZQvv4j6tH2ilKb4bdd21T8bvP9No1G73K55Ya7AAtun+j/kmALYdUDRx/h/eOzH3/l82E/ax7CP0wvDPo3SHJZAhlGsVVyfDCQRIy7/mvy4OjGR2+3Jy5s3NTVtLK/Mvy0p5hMQXw7Df1YwZ5NswTabzXa7PTj6JC8klY+JXj7jcDjOnesQlD0SbPgqmfKtm8p/sOn4T39uvXCl19b3zW9+K6pP+plyBXe81B85WywBYXs1f/hj/KqLRoMfdPDmP+rz5ByTKn34o6DzOp7ma+HO6ycKsfgRodyE9Y8IIYQQykKnWjx2xlNKUz1nFACw6wAFwLLAvfUKHHvnvrlTgBoAWGA/0fz3B4pPuccpgF0HlH7K/UGrWKWJlloh8ixKa1gCGZ5g7cyIS2oLpwiapuO/SCZi7wxwxzqdnGGWgNlsttlsIbdg0zRts9nCDYJMzuZrEj6SksZoX0tepVYpkj8O8iYvfwwe/ggANzyBCR6rVZNxfrq1YeY/Sl8+w2++Ll0oKX88edUt1+THdOi8llKiIaXUAyEUJ8wfEcoq2EGAEEIE6weYiR2BV/k4J4IsKJgHAF5eW5iS1ShAA8D2qf45+JrkOv1dod+JnWr1AUAV/WVZ7h+lRnV14LijI1AOmfMS0YVNFqHk4BYa8iWzLKvRqAEAChYk7hPRNB1yC/bhw4dBcod1InxkOUfCx/KtmxyTug/vLeP/6hhZEvEK5Vs3lW/d1N/ff2/kVhJuODar1fHmj1KI9F/zw0eQXP8oV/FjcPj4wtaiaC9yous++RXbPSCE0gfmjwhlEtwtgxBCEQ0PD/t9/v5uKKWp060sS/nWV/CfZ1lgF/nLyAcajcrjDpRAkuLH+4qL/MpHvlKaYilfyKf6GFbBanK2pCtLYAlkeLKXQAr2ouQOu90+dmdwenrmvztUYvJHknJqtaFrzZqbmyGmvTfBHi1czR1rpx5JeUl7e3t/fz8JEB2Tug9HljkmdPxfAxO6f3SsPjscIYUkhZPmk79wOBzxfAnJdNYZYUbHh/cDCV245dfSl8/0jQbyR4nh48mrc2Y1xhw+yjX2sXdokvz6/94d7B2KOs+t5v9UKRSs3kAoaTB/RChL4PBHhBACAIZhei6d97qBnxLyJz8CAAC7wL+JHGk1GpgtgSTFjyywDxQ9IS9OAayvoGC21JGPPPInB3M0T8kqWAIZXiK6sFNYgpcSpCf6/r37kODma/KNTcOQ1+FwDA5eB4B9L79IwsdwZ16fyP9Hx+qBiXyRq5F1NLeHBuW6vW4oketSEa3RTsX2QunLZwT1j1LIUvxou+N67+Kc8ZqxjX1MQtkj5o8IJQ3mjwhlhojxIuaPCCEEAJ3M+yqt3+elgIVdB6hrXYqg8BEAwE/NvGHTaNSkBNI1plCBjgUWgA1X/AgApXSI/+/Ux7B9DFtBfw6LH7MBlkCGJ3sXdq79leH3m+t0s1MCC1KwtIpsuE7J/nGHw0E6rwFgYDJyAtsxUvzhvWWOSV3IZ0kRpb3v2t1rV2S+UYAVQctnIrrhEUtLU2uXPvIPDOQqfhSEjzGPfeQXPG5Ykb9hRYzfXnyjhFA6wPwRIYQQQlniBy1/3c2cNzwFhYsjZCJ+8HipmXc1hQU6jUblcbMutxt4O6+lO9XqU7Ca79X/TSw3jdIQlkCGJ28JJBkBGd8dZQyz2Ww2m0nkestq0Wg00l8l+82cOHGioaHBZrMlP4IcHLxOQkMAcEyEThUFHBO6gcmCcBEkKYEclpY/DisKueOlbOT918H4+6+fVt0RPHvDGwjIVqsngl9+3ZUnfn3+8utwJC6fOe2I+s2+LMWP711w8j+MbewjBBU/blgZ4VsnAis5EEoHmD8ilDGkdAdgBwFCKGcxDHOeuQwAz/6RZ8HKmfdjFKiCz1zAboa5ESTpwh4fnxwfj64bro9hf/SKV8FqsPM6q2AJpCgZI8iqqqq4byfDkIGMwtQ1zAhI0qxtMBgScScmk6msrCwRV04Ex4Tuw5GwVZAAsLQwkJQt8jnDnTbnJf5Y8kcZVReNip+wfXGIL0Qw/FG8/5ojZfijLMWPsuycIeQqfkQIpQnMHxHKKpg/IoRyVifzvh9cz9erXe5psuOaZUEBYm+f/BDows4rULDAut0ej8fLshHep81jlwDAqVYfqXz844N1udZGmv2wBDI8GbuwQ65mzmJlZWUWi8VoNB46dAjGA9lT8Aoam8129OjRRBeHFhUVJXkFeXt7u1JBbdu6EQA+vBd28mM44YZFlm/dZOu5xH24yJviYDGhYhv+WLow8l/S+IsfZQwf5Sp+bGxsjHgOvoFCKDkwf0QoA+zduzfiOdg1gBDKZS0tLeeZy6W0gsxnzCtiAYBlYQ091ccI33TpvV/ljr3UJABFAaXU+goXg0pD+fx+P8v6w0SQ5Grjw9ofveLtY9jH6eVvH39nB/2NRH1hKFWwBFJUIhbRZDcS8/X09ICErdP8nuva2lqj0Sjl+oJOapvNFjHebWhooGk6+S3YpPk6NiKpZf+pf435sslx3TVP/AT+8us4CTbPRKx/5IePEFPxo1wLr2F253XgOlj8iFBWwPwRIYQQQtmAFD+OjY0DsAolAMC17pm3W/wIkjRfcyiWooACoJSsBgDmFfpVagAAlmW5IJKUQ7Is62fZPsbPelW3b0xo2UV/Vv9XDfWtSfryUPIJSiDRXLJEkGQLSi6MgCTbqMvKykKHibMraEiMyH1DjEaj0WiUMgLSbrfzv43kfCnLrw8fPgwpWkQTG8eELjiC3PfyiyqZ3tcOQWC8YwXcFjz7sXe5+MtveAId4qtVk4JnB3jDHyMuv9bnu0I+LnH4Y99oIH+U0nwdZ/GjXAuvid5bc745dZWLY7sOR0qhhpSCD4RQPDB/RAghhFDG+5hp52+mfu7gFEvBNSt88dsUxSqvdYd+lZLVqGDmvSJ3QClBoQCKAooClmVJ7EiySJZlrzEsRQFd+fljx3+CPddZTlACeeRIyu4kLcnShU0K9Eg2l91INWJPTw83zJG9MyA4geSMWq2W/LfFaDSSSknpLdKCGJHEu9nHMaETGQSZNKsUEbZjr1YL80fZifRfC+ofxdnv+QT5Y1S3IXP4GFT8GNt1EELpBvNHhDJGW1ub+Ak4uwQhhDgKVkmRzmpQ8esfF/oDfX9c5kioWR13AskfFYo5v0hBpempL9bX1yfpy0CphSWQonSqOQHHhDfGKZA5JWT948TEuNlsLioqamhoKCoqYhiGCx/DvUQc6do+efJkvLebSGvzI+R3IgYmC/gfWi9IWn79mXIFd5zy5TMh8Zdf6/NC1D/+6rakMYiC8HGXPkJ5cpzN17135tyqcZkmnvCRP/lxw4r8+Isfq/n/JUcIpQ7mjwhlAxz+iBDKZS0tLX5wldJz3i+trZzqY9hr3exzB9wUqzzdygLAAnbzgtn8kaSNfArQqFndAn/YwWS/aGVZnwrDxxyCJZCigksgcRCkCLJ5Zs5D46Nut3t0dNTt9vzhn/8PhmGam5vJafwZkaT4MVwJpMimGjJuMqJUbcHW50/odROxvdYxMec/4OcvXPX6YWHp43LcVwJd5/VfR1x+vTZM/zVHpPgxzubriOfzybhzBoI6r2NeOxOViEUeCCFZqCKfghBKtYjxIuaPCCHE77/2uik97RnoyrvW7d91gLrePa+XmVhfAb+zLRA+KkATfBEFaFQsLGA3P6QuC5461cICwKTTF/wqlM2qqwOVjx0dIGGVak4p1ipGXH6u8zqGFmyapp1Op9z3lV64aYzNzc0AYLPZSBC5ZWftgpVryTm3h24bjUaDwRCu2tFut5vNZv46Gv6kSOD1awNAe3u7zWYrKSlpaWnhXyT4xydJ7tHW6/VDt24c/+nP9738YpyX+vDesu1L7pJjFigAWFgab5B6GwoinxRe59SSeF4uZfkMf/ijXE5enbM0ZvfGEP84hiPYORNn+Hii637i1s6888472CuGUGph/ogQQgih7FFYWDB9b8rrhnW011E51cdoAGBX/ZRtv/KXLYo9b2wCABWbD6CGoNFYZOc1xaqWeCseqq8ABJIUexd7jWGLlxUY1mxM3heD0kFNDZw9G4ggjxzBCFJAp6L4seOIyy9YTSNOq9XabLaIK6Ezms1mo2naZDLRNM0wDE3TLperp6dny86Zr1qjUa9du3ZryYKQLzcajSIjIBsaGs6cOeN0Ojdv3tze3j44eB0AFBQsXjR/2+dKwTcGADDqZC5cBoD9ZzsAgH62CihVWVkZyUNJ7hnzV+fKm88dzx+9IX6yXq8/d66D+3D7kruOiXWxfV7HhG77bNxnvXB52YaZ8HGRN/bG6iEo5I5XQIj28EF/IKB8THT+42q1sLQz4vJrvnDLZ/ieKwm7wYbff126MIrN11EVPwaPfYx54TWECh/j77zmi5g/Yj0HQomG+SNCmUHKz+vwZ3oIIUT4PBTrZ3fWT/36zQW9zOT6CvhiPXumRXv82KkD+75KsWoA1s+yQM2+Q2N5b88oWOz/3Kj/ifuKiySCtHexv2hlWZ9ywDb+xeeWpuILQimFJZCiSBc2vwRy0sfy+7LFVVVVZeuaFD6tNpDLkAgSAM7/+sPtX/+mRqPW6Qp0ugK273y4l5NFPRaLhezq4bZdm0ymzs5OhmHKVizvPH2aoqBig95bmF/2uKGyYsv8+bPJ4M9+CdNexjnGjI0DAHPmQ1al+s2ZX61cuXLr1q0xzJeMh6F0vfXClX0wU/+o100ImqmjRYY/Oj2KuIoPoxdx/4xAVMuvQ5JY/HjaMecHAOL914Lix6jyR8HYRxl3zoAcO68RQukG5z8ilD0wf0QIIQCYpw28x1tZOcICnG5lS2lqbeVUt9V+4LvN1gtXgAKgAICd+UUBUEBRQCmAogAoKPW+RAEFQJ1unQkfp6e8Kg3gzutchFMgIxEUPEa1iIYka4LFzVnGaDRaLJampiayWMZoNJIDjXuShI9SLlJVVSV4pKGhoaGhQfnw/iKt5s7I/coVS1//h6aX//QbL3199+ceN1BAOR85Xa5AQkQXFdavLPn2iuWtxtIDxUuUftYzPOx09Mn5pUow7fL6/Ozxn/6cfMj1UMfs+E9/7vPDuuf/IO5bS7GIy2f6xwLFQyLDH/mkDH/kGJYopeePwWMf5do5A3KHjzX8/4CHgW+jEEoCzB8RSndSegGwXwAhhDgarYZlYXqcAoB1tHcd7WYB3tyv/J0nfn/f/l0ssC3H/uMfjv8n2XDN/yXoyFb85uXX9/v6utjlepVK51GqwedWYP6Yo3ARdiSCRTRRDYJM1f6TpCFDG0nmaDAYamtrDx06VFtbW1tbOyd8LAjdf82VOgIAGRBJ2qW1Wm3LXxy6Yrv2lE73rd997ptHXgUAtVqVl5cHAH7WP+1yPXrkdD4KjNf0syzLshRFVRYVHttooIsKeu39/9TScq+7O4Ff/1w7duwgJZDc0upvremP+WokxzTs/KqUk4cVgfbqpaz8+69veAKFnKtVkyJnRhRx+YwI6c3X9nu+2Jqv5R37KNg5U1e5WMaxj4D7rxFKG5g/IpTuMFtECCFxJBM81TJTDKLVaJQqhc9DeV0UAOysn9pZP0GB6vixD85b+15/89Vt5YYu66VXvvO3rcf+s/XYfwquxlivkMff/IefsdO66XGVduFkicEHLHzhua1J/tJQusASyEiKtQp+BBnVIuyioqJwww2zBpc5Bq/A5g6poPzx6NGjR48eBYCGhgbSpU4KRe12+9LihS1/97+6Bm7QhQX7vvOHFV/Zwb1KrVYBgNs985/EaZdrcs1ycsySWROzEycOrCg5sLJE4fWe/vhj5vRJ+b7cCEpWrOKXQALA9uKoqyD1ugkSYm7eZFi2flO0L1/qjzp/5A9/jGi1Wpg/8pdfrw3qv+Yvnwk3/JHff72u0BvyHH74CJHqHwXhYxTFj4kc+yhv+MiR8pZq7969ifjUCCEC5z8ihBBCKLPRNK0ALUCgGU2XX+h0Ppoepwq0LJAqyON3mDeesHbbrQft+/Z/aVv5ugvW/i7rZQqA+c5lAKDLNwMAY70MAD6f3+f3u1yu0s2LSmuHV2zw/eOfFswroqroL6foS0RpQDAFsroaJPT05ZSYF9GQEZBHjx7lb3BGJJMtKysrKioCgM7OTgAg8SV7b5gdm6gsKiwvXmL86k7/xrXkJU7nGKl/zMvLm5qaSbjUatX4muV5wFJAURQFAOxsFSQFQBcW0BsNrUO3uwZu9Pzkx9/85reS8KXp9XoAsHSe5RZh6/Mn9Gv6f3w9il00a/PH/9dPf+7zs+W0Sa4e8iHe/usVIAwob/Lyx+Dhjzc8UaRma7TT0d6bYPhjuP7rvtFA/hgxfOTnj9K9d2HOwvp4Oq8TvXMGIZRWsP4RoczQ1tYmfgJOLUEI5bJt9OY+JlBvpdVo1BoVAEyNBd6J0d+5WHVwyAfu48c+OH7sAxb85eXr9+1/flv5+m3l633g+uyKfV6eemx8wuvzKtW+zds9LxwefmyDor9LAwBFqjXYfJ3TBCWQZ8+m7E7SFVlEw30ovQXbZDI1NDQk5qYyks1mM5vNpNTxtdde439zDAbDf/38Zw/HJiqLCutXlhi/utNdumpqaoqkjXl5eR6Pl6SQpAqSPKhWq/x+1uefW5TK27t1YEVJ/dJitdv9keVcEr5AANDr9evWrbNeuMKvgvzWmn69Trg2moIQf5AU1y3tbf/s87PPPluToDssCbX/WsQNbyB/DF5+HT+Jwx8F9Y8iBOHj7o0aKa8KHvsYc+e1IHwEgA0r88KdjBDKAlj/iBBCCKGMNw+WA0Af4y+lZ362uqBo4YOH93xu8LpApZ15+/r81pcee2W4x3pXyWq7rVcpUFqtdv51/OB5qnrVmKJ/fQWU0pTb7fW4/Tc/0/p9ih/+8IdJ/qJQ2sESyEhiLoE0mUwmk8lisWD9IwkfISiWtVgsRqNRrVY77ww/WVhwYOVy2Lye2rIeXG6FQuFyuT2eQL2ex+P1eLww24udl5fn37BW2TvAzmaOFACpheTQhQWVY2Ndn10uWbGK1Ccm2jOmZwHAeuGK9XtX9r38YvnWTQCwfcnd7UvgV/dKrk+ELSe8+cEbd69afX521ao15FYfqAKDHUtdtxJ/71E761zIHYdcfs1fPrN9sTP4BCkE4eMuvdgYhBgmPwrGPgKAjOGj7GMf+aqrq8+K/tCora1N8DcCISQ7zB8RSncRh5XgpBKEEKJp+mOmvY/xcPkjACxasGRkZGR6nFK7lavyK9b59gBQz5bDs+UzJ5yznmHOX3FTgflruw5QAA6yiWZ8fMrt9l6/qBw4r9y4ZX1yvyCUlmpq4I03YGRk5sM33ph5EM0iJZBcBBnVFpqGhoa6ujqz2ZxTESQ7/pAqmE2mChYCDNjt9rKystdee41/WlNTEwDU1taeb/tXhc9fUVjAskB97Xfmz70aWTUz7XJxzddkFw0AKBQKiqLIAMjg8JE4sKKEuWrvPH1aX18v61cZ1jOmZ6dd3sHB68d/+vPzW6+SXmwAqF56DwCuT+QPTOQrIRCiXb98YdTG3L3as3mTYeHiFVHlpPzlM7Hhz398LET/tQ5iNTAZuX9ZyvDHqJqv+R9KLH7svTNnMOULT8T4LU1y+Mh55513sGMMoRTC/BEhhBBCGY+m6afpHRbmg1MtnufrA2/S8vN1C/zGxdSWZZ7PsWTJNc+z5TufLd/5kLo8qrjyUHGFe9zt9rrdHrfbq1QpOv9JqwBN7c6Xkva1oLS2ZUugBHJkBI4cgSNHoKYGayE5xVrF9clAtCG9BBIAaJp2Op1ms5lseU7MDcaovb193uSkfXBQoQ38F2b90uXT+fl6vT72gsHxhxMT43O2YIdCdmd/ZDnnGL5PFxZUFBY4f+cpxSMnABTNDxSgFc0vcrlc066ZkIhrwQYA34a1iqsOKlKJ14GVJa23bl9sP/3Ejl0xfkVR2rFjh8PhuD00SAohSRXkH31rLwCs0U2u0U2q/R6Y3XNtvXDF52cNpevLaVO0n2iY4i2/jn75jEDw/Ee+qrx7UV3NMRXIH8Mtn+ET6b+WKP7ix5jHPqYqfAQJ+SOu/UQooTB/RCgDPP300xHPwZ/mIYRyXH19/aOWi58xQ/wu7JV55Ws8dSzrZ4EFFoAFSiF8972A3bzAt/mh/7JD9Z8wW/bIAqhUio6fqCgFVVFZhpMf0Qx+CzanowM6OmYmQjY2Jv2e0k7MJZA7d+5sbm4uKyuz2+1pkj+2t7cP9vYqtGqFSgkAn//85/jPMj02eACDvb3nAFZt2BBtEElarb/5t3+vVrs1mggFaJs3b+48ffrJooJvryjxGde4S1eByzV/vrD7VavVLl1aDADDwyP8x/0b18K7kW+JLizoLipgLtuL9MbkdGEDAPm+Tbu887SqLutlpYLq/tOmbds2k2cvnL8EAD4/CwCG0vWJaw/vhpJEXJYQX34d0a9uSxqMyO+/Ll0YxeZrKRcXFj/G1HmdwvARIZRymD8ilAE+/vhj/o+r9+zZE5w2Yv6IEEI76X2Xmf/3VIvr1WNaAFjr/coC/0aggAKF3+8HimKBZf0sBRQAABXoQGRZdr5/01bf9+96P73k/heVWuFx+25cVN38TENXbvte/V+n7mtCaaamBo4cCf0UhQQW+gAAIABJREFUySU7OmYKIXM4iIy5BNJkMp04ccJisTQ3NwNAahuxHQ7HuVOnlD5fpU4HAOWl+ie/UEGe8tlu+HuvA8DLS5ZZJybO+wAArJcvD/b2OjZs2LFjh8RPYbfbAUCjUXPho9lsttlsgh94WCwWALj56QWF11tRWEgBKBQKtVrl8Xi12tAFaC6XC3jN14R/o15x1RHxrg6sKGGcUruwHy1czR1rpx5FPF8E+b49Y3r2VEfnuFp3dfZiK1auhtmMMp7rR2VF0PKZj73LuePg4sfOqSXSLx68/Nohof+aE6748bRjzt8ykf7rk1fnzHCUkj8K1s7E1nndOzSZqvCxpqaGzH/kVzi+8847WPCIUDJh/ohQWgv5jyL+Y4kQQiFxXdiWNx777n5exzTLKgBYsnmBIpWQACywrPDt2VJV2VLl/z3s67lqv3fuHz9SgLaK/nLyvgCUHfhBZK72ZcdcAgkAJpOJNGIn4L6k+uj99/sHBpQA+5YtK9fpAAAeTnre+3XwmeU6HTlh28TE8bt3hy5ftt67Vy5hNjeJGo1Go44NxElbdtbabDZBqmgymdauXesYuv1kUQFdWAAAzi8+JX7x6WlhwhWVAytLWoZH2tvbpWepMtpS+3Wneqa2rsjjXDVxU/x8/vKZdBC8/Pq6a570l4dcPsMf/iiF9OGPUsJHWTqve4cmT3Td5z+yYUV+0iofq6urAd9DIZRqUqexIIRSAv+NRAihqNTX11fQ23q6bx9766S1e3a39UzwCApS9QgUBRRpx+b/mnlKoXj/7aG2Y5+p2YI/qf/v2HmNhIqLA8dbtkBjY9iEsaNjZkBk7hEUPI64xPbwBtu5c6fNZpP1jqRyOBxvv/lm/8BAuU73+rp1M+EjgGLDGvULX1C/8IVwL+TOvzw8/PabbzocYpWGNpst5Be4YP4CAKiqqhI8vnDhQoXP/+2S5QDgNa7h1lu7XKFnBbpcbv7wx2jRhQWUxztPmxmlKg+UgUbgRd6wgx35+2eWsvHOf4zKAK/5Onj5tZTlM3zPlYRu35bYfC3YPCOp+PHinG/XBjnCx7rKxXWVi6O9ThLgYk+EEicz/lFBCCGEEJLoe/V/3QItn3T92mq1lVuN+/d/KfAcRVGKmVgk5BIGa7fdarVbrbYnKtY88+TvYviIIhgehpoaqKmBxsaZEZCC6ZDkqZwUZwkkACR/FzaZ9qj0+QJljwAAoH7hC4oNM43G2g0v+XtvhKyFBIB9y5aRQshzp06F68UmlY8AQGZcOgYGlurV4itoSsadN2f/q+X3z4S58+cXheu/hqDm62jRRQWf9Fx+xvRsPBdJWyH3zwyB2G8Bf/l1MP7y69WqSZEzg0VcPiNl+CM/fATR+kdB8WPE/PG9C3PqMWMofkxt5SNCKH1g/SNC2QCHPyKEEF99ff13Dh7aTC9lrJePHTtptfZJedWxt04eO2ZmrJe30sY//c7fYviIQtuyJfTjGD7OFWcJJE3TSS6BdDgcJHzklz3C3PCRUGxYrdiwJtx1SCFk5bx5g729Iasgua+LVEE+HH3odntGR0dHR0cHBgYAoLOzU/ASZuh2ZVEBC8CyrLuuhjwoPvwxfhQF4lWcWawCbos8+7Tqjsizq9XC/DHO5TN84YY/9o0G8kfpzddSCDqvY1g7Exw+pmflI0Io0bD+ESGEEEJZiKZpmqZbWlo++fhDq9UOP4bybYbyCmN5hUFw5rG3TgKA1WoDABb83z34F5g8IjGk1JEYmV0xfOSIMHwU6cvOGfGUQO7cuZNhGDIhMQG3FsJoVxepfOQ/GBw+zj5e5QEgW2hC2lZQYJ2YOHfqlP7gQcFTtbW1ZPMMsWDhAo1G7XZ7NBq1sbzyw3/7iaD/uqWlBTwemDePoiiWZb1eD1k+E/LzulyuR49kGJ15YEUJc9XucDiSufUlcfjN17K74YmilC/O5TPhCOofwxFsntm9McLWdUHxYwyd1+kTPlZXV5MVNAihVMH8EaG0hvMfEUIoHvV379JDDxiV6jdL8rqZK8z5K4pjqvLymTiDZI5+8FKg2EZvVFPF9RL2vSIkhOFjGDEvwobZFmy73Z6c/PGj99/vHx7mlskQ4cLH2WerXOHzx3Kd7rxOZ52Y+Oj995/58pw1VkajUfBFedQa0n89OjoKAM3NzQ0NDeQ7QLAsvFKyjKIAgCLJo1YbOjl69MipVqtUqujWlWS9YYo3/DFU8/XteJqvvYH8MdHLZ0IOfxSEj7v0kmqNJW2eiW/tzImu+/yF11j5iFCOw/wRIYQQQtmM9nppr7f+5jTU1LTMrWyqrCyG2UrJFN0dykzFxYHKx+3bhc9i+MgjKIGc9LH5SkmFWgBgMpksFksSRkA6HA774GClTscvflRsWCMSPhLqF74QbhAkAOxbtgzu3rUODJREqiLUaDQTE+Pch0aj8eTJkyR/bGpqYhimWK0GAL+fhc3ryDnz588Pvg7pvFap1PEsn+HQRQW/GQwbsCYOt/xaIv7+60W+GGs/hyBwkRUwLnj2Ji9/XKUQPisuzuUzUjZfS2y+tt/zRbX5Os7ixwwNH7H4A6HEwfwRIYQQQtmLX5XW2IjFjSixcnvgY0iCEsgJbxT5Y1VVlcViScx9zXH70iWlz7etYE6Nm/oF4RLqYIoNqxW2NSJd2PuWLbP294fswiZsNpvdbt++3+B2e/Ly5gF4yIP88JF/vs/rW7q0OOSlAGB6elqtVoULHz1fqdFejW6eo2JKnlGSMVs1cTOq80X2X6eniMtn+scCv5vhhj9KFO3mmXiKHwXhIwBsWBnXQiSEUBbA/TMIZYO2trZU3wJCCKWfI0cCx1iPhhINw8cw+IEjKYGU+EJuC3ZCbmsWKX4UdF6LrJcRUBoj1EjuW7ZM6fO1t7cLHjebzUePHiW7sN1uDwBMTU0DwNrHtwKAxWKpq6tjGIbr1KYAKACfL+zykEePHrlcbuy8Tj7x5df85TMJwu+/Ll0oafN1RPEUPwaHj3WVi1O+8LoG/28AQqmG+SNC6Qvr/xFCCKF09J3vCB/B8DE8wczHCW8Ui2jKysrkvh0hh8MRW/EjIb4LGwBIrDlvck4cQ2JHo9FIussHPrvAPaV/fBt3bDQaDYbAyiyKogDAGWq9DAkf8/LyZOm85rDqyCMCMwJ//8xSNkSN5BBv/uMKEJ7An//4mGj/dfDya77qolHBI/zlM/q8UPWPvP7rdYUhlg6ddsz5+xWu/1oQPkbcPBNz8WPv0GQaho8AUF1dnepbQCjXYf6IUPrC/BEhhOIyt/k6ZbeBso+gjqaxEf+AiROUQEp/YVFRkc1mS8AdBSy4dw9mU0JCevEjEbEEslynsw8Och+S8BEADAYDfxGNjncPhMFg4G/KBgDttZvTLtfw8AgZ9Ui4XK5EhI+Mc/wx/XoZL5gmQu6f4SsJmv/IJ5j/KL78OqrlM2uD+q8Fwx8j9l+LD3/kjhM6+bH31pwZlxtW5KdD+BgVfAuGUIJg/ogQQgihbITN1yhp8A9YJIISyBGXpP28ydFz/3753OAvYp4oELEEUqC2tpaUPZIWbPKgTqfTaAIlaaTw026319bWrlmzBtTK1qE7AAAURSY8PnrkdD5yulwul8slPvYxoVx5gTU480dvJP8G+MtnUkJ8+XW8y2ckDH9MRPN1zMWPGbpzRgDzR4QSBPNHhDLenj17Un0LCCGU3rDrCsmuOOwOEBRSbCWQDQ0NAJC4EkiHI8Q+lohrr4OJR5bbCgoEIyAFVY0LFi4AAP4KbK1Wy/Wef/WrX/X7Z75jFEBeXh4pdZx2uR49cj565HS53CC31qHbrFolvrY7HTxQBpZlx7x85jYUiDz7sXd5bJeNKOLymYj44SPI1Hwdc/GjoPM6Q8NHhFDiYP6IEEIIoazT0TGn+RrL05Dsli4NHPOLbVEYOtWcoCSqLmxBWicjMvxx37JlcV5HPLIsD2qs5hJVo9FoNBrXLlng8bjJFhqyf0ar1fb09HDnb126hBmbSSfV73YAQF7enK0mgg9lwbKQ/PxxUPcYd1zkCTHpMgafKVdwxyGbr4cgUES5Iprma5i7fCZYnMtnIg5/7BsN/LWSq/maL9riR/6HabjwGkdAIpRaKajSRwhJhMX/CCEkVUfHnJDx7NnAMYaPKBGw/jFK+UoqX0lxseOEl+VXRIooKyvjzzpMtGiHP8aAhI/c8hkAsFk/eax65lijCURO3An3Fi6hbg/P3OFVB3ylBgDUalVeXp7HEyKWih/jHN9kWJeIK2exqrx7Is/GsHyGL+LwRxHSm69td1z85mvpxY/C8DEDxz4ihBIN6x8RQgghlPmOHIHt2+HIkZmyR37xI9Y7oETAhTPxkV7/mIQVNHzRDn/kqF/4gsQzjUbjoUOHuGwRAMxmMyl+1Ol0arXGaDRaLBYA4KZD6vV6v0rVOnSbfKi4OgCzNY+JmPxIai2d6ih2p6BgcS6f+dXtQP1gPMMfT16d054v3nzde2fObUgsfsyyzmssAUEoQTB/RAghhFCG49LGjo6ZIJIP6x9RovHzbhRebFtoqqqqEnM76cJsNgOARqNeuHChRqPRaDQGg4E8xW3H1uv1m/SrGec4SQaVvQMxfCLSuC1F663bfpVqx44dMXyWTDTEm/+4AoQN2oP+wLNPq+7wn+qcWiJyWfHlMx/eL4L4SBz+yBex+VqweUbKbfQOTQqKHzM6fEQIJQ7mjwhlvLa2tlTfAkIIpRS/21qguBizIYTSRwxbaEwmEyRsBY1er/cplcfv3o3/UiIjIK0TwrXIfLW1tUaj0e32cPtnNjz7RZI88r/qxcZNLED32BgAKK46SAlkIpAqy6pduxJ0fXnx91+Xum6FPGdYEThnKRthR02J6PxHEcHLr6ULuXyGP/wxJNmHPwo2z7ywVVJC2ntrTrSazuFjDf48EqGUwvwRoTSFlf8IISRVdXXYIseREThyZOYXQvLCt7LRi3kLTYJW0CRnv8r58XGfUilSTlhbW/vw1gBpwSYMBgNZTcM9otfry0qWMc5xkg+q3/0wEbfKjI0zzvEnVpak/+br2ITcPyOCX/yYQs+VCMsnIaj+MSRB87V4/hhD8eOJrvuCzut0HvuI+2cQSi3MHxFKU5g/IoSQVDU10NgIH34INTWweXOIE8g6bIwgUeLgny5pyBYa7sMJbxRbsBOkbPFi8frEpOFvniHbafgzIgHgid/b88TKEq4LW3o/tXStt26zAI+/+HuyXzltdUOJyLM3efmj+PLr1apJwbP85dfRLp/hD3+UYpc+8jSDqIofJW6eyaaxj3z4RgyhRMD8ESGEEELZorERli4N+ywWPiCUZiTWP5aVlSXuHh4uWQK8FmnPe7+W/VNYJyYMq1aJn6Nfu1ani1xqp9ta7lepEtSFTSorn3/6aRmvGS2nOtDzu2ripvjJ/OZrWayItfkaAFarhfmjdMHLZ/hCLp857ZD0Rl568zWfcZlGyuYZ4c7rldFlpukM80eEEgHzR4Qy2549e1J9CwghlE740x4bG+d0yGK3LJIXrsCOSQxbaLRaYRRiNpvNZrMsQyHJCMjz47EHT+JIsjmdL09TKreIhuvClh5BKq46RJ4lndcbDOuWVFTEf5/J8UAZCCsXeUM3Vn+mXMEdR9t8HY+zzoXccQzLZyIOf+QLN/xRevO17Y6L33wtpfgxeOd1OndeI4TSgSrVN4AQQgghJBN+D2xNzcyvxkZcQYMSrqMD40jp8pWU9MmPMJs/2mw2siqaY7PZyFxIQZ9yVPR6/e1Vq6wDA9smJsp1usgviNLxu3fFhz9Gi961G+AkY+8HuF1RWFjeO+DfuDbOa7YO3Wac416tlt61W457zB78+Y+Pze2/5i+/ln35DF/Mwx/5xIsfe+/MuQcpxY8ZtHaGr7q6+qzIzjqEUCJh/ogQQgihbIeVjwilE50qkD9KDCJtNpvNZqNpeufOnWQjtsVi6ezsdLlcDMOQbS0x30/Jli32wcHz4+Mkf/T33hBZZh0Vsln72eefl+VqHBJBdtn7Gec4PTZ24KrD85XtsaWQzNh4663bALDBsC43w8chCCSMFXBb5Mzg+Y8x4w9/DCbX8EfpzdfRbp4JLn6MfJcIoZyH+SNCaQrHjiCEUNQEzdcIJVpNDVbXxoC/ggYARlx+QVN2OFz4CAAmk4kc19XV2e32ePJHrgQS7t7dt2yZ571faze8FPPVOMfv3rVOTKxbuzYRu6TpXbsXGx0TF6zMrdsAtyv++b3yyjLPV2rCnR+yTZuUPfpVqi9VVmZQ23XSxLP8Wnz5DN/2xU6RZ2Me/ii9+VqweeaFrRF6w2Hu5MdsWjvDwTdiCCUCzn9ECCGEUFYQNF8jlGS4AjsagghSXFVVFQAYjcaTJ08GP0vTdPyDIJ/58pc3L11qnZgg4xr9vTfivCC5lE+pfObLX5ZyPntnIPBBwcKw5/Ho9frHX/y9DYZ1Xc7x1lu332r/SGQjtrJ3gP8hMzb+ylU74xx/vGTZN+rrMzR85O+fKXXdCnnOsCJwzlI2uvmP8Sy/FjEgWvwYrXDDH/nkLX6MZ+3M1ZvjV28matYqQijNYf0jQpmtra0t1beAEEIIIRSdqFqwSZ2jwWAQzH+U18LKSt+pU8fv3i1fty6GEkhBZHl+fNynVMreeR2MFEI6rUzX7bvMf/2Cbv+IXVD0xIs7y7du4p/m27DW2tVDFmczznEA8KtUVbt2SanNdDgcDodjnlZl77vGf3zVqjVTuouVL/43ub6WQd1j3HGRR6wqMDbB+2e6oYQ7lnH5NX/5TDDHVCB/DDn8kb98JuLwx9KFof/68JuvRdjmTn6MuHkmzrUz7/72LjnY+FjstaUIoQyF+SNCCCGEsgI2X6Pkw+1GsYqhBdtoNIbMH3fu3MkwzNGjR4PP5++lIctqRCZF6vV6x4YNg7293+3v37ds2VOxToG0TkyQnTOrNmxIROd1ML1eD3p9kcMx2tX1yYMHMDnd/ff/dDx/XnllWeCuLlwBAHZyGgA+V7Ls/sLFUlbitLe337jZx1IelnIrQPNkOc1/1nrhCguDJ/+fCz6WKv/dbyydH91GlIx2wyM1dAtefi0u4uZrweYZKfWPuzeGrWrkb54xLtNE3DwjWDsTVfHjf/1mJnx897d3r96c+N3PL5P+Wrk0NjbKuAwKIRQVzB8RSkd79+5N9S0ghFBGweZrlHK4AjtK0W7BDlf8aDKZGhoa3n333cWLFwOAxWIhj5OVNeTYaDTyj8N9ih07djj0+nOnTh2/e/f8sZ/V7/+a9AjS896vYXbmI6l8TE74yNHr9Xq9vhwAANrb2wHgzkhgKfOKlasBQHry4nA4hiZ+fWNobN2TXgBYX6H82sbXBOfsgxeZT+3nz18+f/7yxXf/cWq9/hnTszJ8JdLwm68TRGT59Q1vIH+Mdvk1f/mMPk9Y/9g/FniHHnL4Y99oIH8MFz4Khj+K4DdfRxRP8eN//eZu761M6rx+55139uzZk+q7QCirYP6IEEIIoexSXZ3qO0AIRUdKEFlbW2uz2Zqamg4fPix4ittFA7N7sauqqkwmU3Nzc1VVVXNzMwkfBRWRIen1ev3Bgx+9/751YODbf//2gRd2VH7JFPHe/L03SNkjAGxeurQ81T9IjrPCq7Pr3d7efgqglFbsOqAAgAXeMpgOcea2bVu2bdsCAD/+8TsXzl+y91179tma5ASvD5SBNSmLvKEHO36mXCF+Ef7ya3FRLb/mL59ZK1r/uDZU/7W8RIY/CpqvI26eERQ/Sl87c/XmuCB8TEnxY1Qwf0RIdpg/IpTB8B9FhBACAOjomNMDi/WPKJlwBXasirWK65OBEXWTPjbiUhqj0cgwjPg5/CwSAM6cOUNeKNJ5HeyZL3+5xOE4d+pU63vt3f2D1IKCijIj/bkQL2c+tXX32HwDt62zPdflmdzd6XA4bt371Nbbb6AV6yuoUnrmd2SBt0z8hd/61p6fHvdbL1w5d67D4XCkYYtr8PBHgQq4zf8wnuXXfGu0c4LbD+8HMr6Iwx/XFXqDT4h2+KNI/ihovg53WuD8ucWPEc/ncGMfia88le7hI0IoETB/RAghhFCGO3s2cIzhI0qhI0ewBTsq/BbsCW+E/JFMeKRpWuQcwmKxnDlzhiSVpOZRevLIIYWQ7e3tv73aq9Cqu6yXKbWKLptzHabHBgB+r8/v8qzavJl0QEf7iUIrWADjD+W5VDRI+MiVPXIi5o8AsO/lF7dd2Hj+wtUu6+X29vY0jCCjIn35dVXePf5T4stnxAmGPwb3X0sZ/ijYPCNW/xhN87Vg7bX04kdu7CPxlaeWpXb5THV19Vn+/21ACCUL5o8IIYQQynD86jNsvkYoM4m0YDc3N5MDMupR/DSXy8UwjNFolNJtHdGOHTtgxw4AaG9vnzc5+ZvffMp/1rBq1XR+vmyx4/goFMxEV1TBAjbp+WNn17sxh49E+dZNZO92l/Wyw+FI8gTMaN2W3Hwds+DlM/zhj8FkGf4osfgx6ubrmIofBZ3XG1YW4OZrhHIW5o8IpaN33nkn1beAEEIZQtD6ivWPKMn4K7BxBU2Uom3BrqqqAoDm5mZBCmmxWI4fP37v3kwZWmwFj+JINd8z8l40nTgcDvvVm6WVwvARoskfiW1bN1ovXBm9PxRt/uhUByKwVRM3o3ptSMMKsR01QxB4dgVEMd6xc2pJ7PfEs32xU5brxCaq5uuYix+v3pyznCf9xz5y8O0YQrLD/BEhhBBCmQybrxHKZFJasLm0sbm5mTRWCyLI48ePq9VqWQoec9bQxK9Zyr2+IkS5XLT5Y/nWTee3XrVeuPLQ6UpcFzZ//3Wp61bE8x/3DUV1fZHl13zBy69Fls8MiBY/QgKGP+7eGDZYjKr5mi/mndcbVmLlI0I5TfjTLYRQBmlra0v1LSCEUKph8zVKOX7wfeRIym4jBzidTtJbbbFYSLd1U1NTXV3dvXv3nnrqKQwfY9be3t574X4preAWznCiDR+JfS+/WL510+DgdYfDIccNplhUy6/5BMtnHFOB/DHk8hm+4P7r0445b95D9l+fvCopVYyq+bp3aHJO8/XKPJGTOcGd1xlU/IgQSgTMHxFC6P9n7+6DozrzfLE/LQk3ICHAIEBCSGpAjWRbYwzyxnbj6ZbsilPWtcZ4RqrNZuuWd5y7M3FuKnHdP1SVVKESN1sV/eUklUzWu9dZz+7erUTaa2w87V2nBmjZats7CMyMbCS1gJZkvQAyFggJaCOp88eBc54+fc5znvPSfV76+6mtrSP16aPHGMzoq98LALiWbO016h/BFgi+TSgtkQIvxghIQXl5OSGEzhmFOPKtt95y+KhBh5ucGcke+yiou/cnau9aK5J66XzpNdmrTx1sKC7yOTl/nKXmP1aRjO3Y7OXX9PIZmcnUesPn+e2clOspDn+kqQ1/pFm1+XpsRqriPFC1kbP+UdZ53VCt+ouWZ92YkgFgE+SPAI7T2dlp9xEAAFwCKyzBCejgWzaQFLTIGq7nU/IYiyb0XEejUULIkSNH4vE4yYwjwVp6ix8n1v+D+H+PPvPVim+59NE72m/LDfbwR5nKzPmP7OXXNNny6wmq+Zq9fCawQaP+MZts+bUi2fJrNfzN17LiR05YOwMA2ZA/AgAAgGvRWQ8qGsBGiCBNYO+cUdPb2yu0YCcSCatPVFhOnz6d9v2w77DCvwVG8aPMpP/vJ9b/w82SYfr/9javXByetPSwD9DDH9Vc90n37Fi7zbjTFnVZ/df08EdNLwUUknpZ+Kg2/PGjCxl7bzSar2cyUlTOzTMf/ss1+kOXdl6jKATAWsgfAQAAwJ3oQXvovAbnQFmuTrpasEOhUCKRoNdbj4+P5+pk+ZVeuil9ULY1z189e/IjZ/g49cjf/WHjv7tZ8vubJcPZr6Z9P5w+fZrnOd+WVovX5fc1FkN/XyxFZo+uGMkW54jBcryp+6zuY3r5jMyZG9KZNYc/vlgpr52UDX9UROePjOZrmnbzNT35ka/z+oMvM8LHn/xnrgwfAcBy2H8N4FYdHR12HwEAAAAIIYSEwyh7NCy7BbvCrxq1CG3X9fX1Hmy7pvPHPJqcGdn/tPwXfMtKE0/z9R82/jvGqy/9oujSEKuh3kazRKqOrCLyDmvG8uupFSmDy15+TQuXL/Cfhx7+qIln+CMD3Xx9YBdrJffJszfoD3mKH13ReR0OhwfwgyKAvEP9IwAAALgTmq/BOdB/bQ5/C3YoFCIeqnl0pi0rTZrFjzdLhif9f8/1uPX25KpWMbz82jDF5TN6hz+q1T/Kmq+DzPzRQPGjbO2MSzuvASAXkD8COE5/f7/dRwAAcDw0X4PT0L8P6d+fYDWhBdvuU3gZT+f1zZLhmyW/53rc+ltmD2QIvX/midXZPHzFgUWpa97y5TM0nuGPPP3X7OZr2dqZA7u1KzSzix813wIAhQP5IwAAAAAA2IluuNYcAXnkyJEcH6eg8YSPwqoZ3iferDV1ICU8+2fYZqn5j1UkY4LkFyu7xOvs4sep+6XidU2Jwe3e7OUz2cMfrSp+JHqar+nNMweqNvLUP9LFjwd2l7m9+BFFIQDWQv4I4FaY/wgABQ3N1+A09O9DtGCbw44ghRZssMqBvU3ilMa6e3/CM/aRM3y8NGRqTCGn/akZk0+ozJr/yKlmHW/+OHGHlfRpbr6+tCDlj2rDH2X1j4qMN1/rL35sqC5l3AwABQj5I4BbIX8EgMKF5msAz6FHQC6vaOdWaMG2yr3UinDBGT5OrP8HzidfPpdOExIIBIwfzii6+Tpv6OXXdZn918m7VPN1dvHjbWkrrOLwR71ebtDYak20mq9lm2cMFD86cO2MqBs/tgSwA/JHAGfp7Oy0+wgAAK4SDtt9AoCHKiqka4yAzDHvr6Ap25KfryPkg5//ah9P+KhXUfoRzvxxcV25eL35h0XGnTyu+6T8cccDnR2FAAAgAElEQVTabdmrc4QVjTGWXw/e3S5es5df1/rv8ZyTE91/vX+rQjr/8egP2Z/Mxt98TeMLH1H8CAAakD8CAACAq8RiGc2tqH8E55Btwe7pQQrJr7RESlg0R0B61tKCeOnLY/5YvLrFv7bN8idfGlrb9yMjOVT5fbP5I9sskdLJKmbzNf/y68nUesPnofuv925akb0qG/6o1n8tUhv+mLiaUXdpdfO1a4ofdUFpCICFkD8CAACAqwwMSNcIH8FR3nwz40MhK29peRBEYigkE91/rampiatSLxqNok2bR/3+fecvjJy/MGLhMz95Zy1NyMqNGgufKbjk3y1eP7oir220ywTVfM1eft2yjZWuZvdf6x3+qJY/jlH5o7XN17LiRwAARcgfAVwJwx8BoHDRIQ6ar8Fp6BZskRBE9vRIWSQooSPI+dQa406/X7l0KxqN0teJRIL+DKiprNqzupb+6sKoVQ+8NJS+NLRW37S1tbXVqmfmB918nc2S5dcyv53Tri5kk22eYSy/NkDv5EdCiNvXXgNAjiB/BAAAAPeQVZCh/hFcRyyKRBZpgt/vVyxsTCQSb7/9tvCSeAOqIDUFAgGhBPLd905Y8kBh88yectt+RETvn3lidZb/jdNU/shuvpYtv6aXz8icuVGu9pKM4vIZzeGPPMWPJHP44ysHWUfS1XwtK348sNsdnddh/PwSIO+QPwI4S39/v91HAABwMDRfg8P19WV8yP5dKmSR6MtWwjMCUpYzJhKJYDBICIlGo2+//TYhpLm5uaurS6iCFHNJUPRc6MePNdYb7sL2Uf+6Pnln7dLQ2oEDe/k3X9PLZ/Jglto/c5jMWf78cPmC2kvZy6/Z9A5/VPPRBd6Rmvqbr1H8CABcSuw+AAAAAAA3NF+Du3R3k+5uEos9iM6zo8bubiTpogp/0eSdVe37CDly5Mji4mI0Go1Go8FgUGiyDgaDQsLY1dU1ODh45MiRUChECDl58mRvb288Hhduzuk/gqtt3Va1upb46sLooYONhh8idF7vb9p65Mmf8L/r1iNS/pjr5TOG0cuvLUQvn8lm1fBHGnv4I03v5Ee3FD/yQ2kIgIWQPwK4EuY/AkAhkq29RmoDzlRRQebnH1x3dpK+vge/XbNLHRE+Mt1ZTastpQmFQkK2KASLoVAolUoNDQ3JXhXE4/F4PC5cizWSkC0QCCSTybPnL56/MPLG60fVUsgtK003S4YVXxIqH8naupx2Xn9fIvVWP7qqEFbSzdc5UrMuo+hvYHGreM1ePsP2YqX8vZo+Hv2B/lB1+fW1HxQ/n01n8zWKHwGAF/JHAFdC/ggAhYhuvgZwF2H/DA3ho5KNxT6x83p5RTV/FHV1ddEf9vb2ym4QAkohc0wkEuPj407OH9NLN31lD5Ossq2ETOT5AK2trclk8tNPY+++d+Krg6NvvH40+54tKwrLxy8NpT95Z5UQsr9p657yMH/ntUmK+6+v+6T8ccea/IY5wqrRo/fPVDPnPxrDXn6dTdZ/zca5eYYx/FFX87Wrix8jkcgA/kcFQH4hfwRwEFT4AwCw0LVj3d22HQOAra+PtLQ8uBYKIRE+5gsdR/b29gpFkcFgsK2tjRBSX19v39H4LN20+wQkEAgEAoHP45+evzBy/n9QLoSsu/cnE+v/Qfzwk3fWLp9dSxNS37T1x0++ntfj6jdLpHSyirASRvb+GUuwm69lXgqwlsIz0MMfLW2+dnHxI/bPAOQf8kcAB0H+CACgio5vENyAi/zqV0T29zvCx9wTyx7b2trEgkcnVz46zXOhH1dW7REKId8lJ4QIUiyH3LLSNPe7ut9fuEIIuTy0lk776vNb9miLqful4vWRDd/RL9HLr+sy+6/Zy6+v3Ja+H1dcfq2JHv74cgNvtqhGV/O1e4sfdens7OyTLRYDAEOQPwIAAAAAWIoeAYnwUY/SEqn/mmcFtpqurq729nah7BGMEQohT58+vd5fcvb8RUIIvRo7Tch9XwkhpKoxSO5t/vGTf2Tma9H7rzf/wOpQpoc/OlOt/57aS3qXX3+SLBKvDW++JpnDHw/sUh1Gqbf5mv7QXcWPAGAL5I8A7oPhjwBQiNB8DS4SichjRwHCRy2aAx85iQtnwKTW1lZCyHOhHyeTyWQyKX7+B3/ZoY43hGv/3VtkYcqqr8jef/19sZRUKg5/JJn7Z3akle9R9MXKLvFa1nw9dV+jGdkW9PIZ1c0zVzNCz6B6/phR/Kin+drDxY8AYCHkjwAAAOB4aL4Gd3nzTYX8EeFjDhw/fnxoaKirq0tceB2PxwcHB5E/Wk4ohxQ/vLW1Rl8tn02y98/MUvtnDpM5zudMrUh5nGz59WRqPeON9PLrwAb5rxk9/9HA8mseY1T+yBj+SIePRGfztUuFw2GsoAHIpyLtWwAgXzD/EQAAwCMqKjI+RPjIjS6BnE+xFm709vYODQ0JF+Lmazp8jEajOTsmWIZuvnajCWr4Y62flSHW6ey/ppdf79+q0H9ND380aWwm4+Ts+scPvrxGf4jmawDggfwRAAAAHA/N1+Bqjz+O8DEXjhw5wvlJtyrbYvcJ8uHWI1L+yG6+5kE3XzucruXXmvMf1ZbPcA5/pGk2X2fc7PXmaxSIAFgF+SOA+2D+IwAUFjRfgxu9+aZ0/c039p3Dy8Se6+bmZjF2FD7p4lXXSwvipc/B+WNqw2bxerN1wx81ae6fue6jhj9mNV/PEVZY9u2a9Gq1fP6jtPy6piSjVZmBXn6dvXyGvfyaLn5UxFP8aHD4I7P5enR6iW6+bqguZdwMACBC/gjgPsgfAaBwhcN2nwCAD7JyK/CswA4Gg0IXtqi5uTmRSASDQey/9rb9qRm9b5klUjpZRVgTDGX7Z2g163jzRzMuLUj5o2LxI50/qi2fMTj8UWPzdcbmmYZqt9Y/RvBfaYD8Qv4I4BSo7QcAUBCLZTRf47sFcBH6tytdxgtMFX7d36EEg8FTp06JHx47dkyIIBOJhKVHg5yg5z9u/sFs/3X+TVLzH+uY8x8dix7+qNl87YHNM4IwfqIJkF/IHwGcAvkjAAAhhMRiGUkNvZsS4SMAqJCVQB47dqypqWl8fNyu84Ax5uc/2qvWf4//Znr+495NK7JXrem/5hv+KKt/ZCjMzTOdnZ12HwHAC5A/AgAAgJMMDJBYjLS0kJ4eefEjShXAXbAryQo8LdiKhoeHrT0JuAK9f2ZHWj7/keGLlV3itaz5evDudvG6Zt0y4Za8I0V+gQ2s5dfZ8x9pLwVYi+CJ+vIZGmP4I6396W08t5EC2DwDANZC/gjgMhj+CAAeJwaOskJIgvpHcDM6SQctG4ulyq/lFVb+2NTUpPZSV1dXIpGIRqPu6sJOL92UPijbat9BWG5trRGv/XdvmXnUt6XV/Ddf8u8Wrx9d0c4Ws/fPzFL7Zw6TOf4vrWYytZ7zzrqs/TNm8BQ/fnSBq5j05Nkb/F8Xm2cAwDDkjwAAAOAY7Bl5mKAHroPQPMf8ftWSrlAo1NXV5ff7XdaFTeePBcaNzdcT1PDHWj3DH387J70xu/jxk6T0fbrh5TM0xvIZGnv4o6z52r2bZ0QYAQmQT8gfAZwC8x8BAEh3N4lEVCMbsS8bQSS4EX7f5oCQP9bX1yu+GgqF0IUNBYse/sjAP/yRhuZrANAL+SMAAAA4SXc36e4mZ86Qxx5TvgF9rABeV1oi9V9rzn9MJBLBYDDHJ4JcoZdf59ocYUVm365ZHKiduSH9owUsbb4m+usfXznI9evMHv7omc3XeqFMBMASyB8BAADAkXbssPsEAKbRK2gQnXOj5z8a1tvb297ebv45NivbYvcJFKQ2bBav15ub/0jbszxt8glfF1eJ10rDH6XVNFWEFaU9W3KV/nDqvjTosKbESLVgNv7l1/u3akTwivlj4ipX4sk//HF0OuNXrEA2XwOAhZA/ArhMX1+f3UcAAMgLOqw5c+ZBa7YAa4UBgBKNRtVecmVp5NKCeOlzZP5I89+zLH/U9H2JFCDuT83k7evSatZl5I+T1PzHOj3zH2ns5dfZ8x8/HtVurB6j8kdLhj+OTkuLvz3TfB3BiF6APEL+COAIqOoHAMhAT8oTvj2IRB70ZeO7BXAX+ncsSiC50SWQ86k1tdu6uroIIW1tbbLPHz9+PB6PB4PBtra27FfBjNT6zdo38cln83Ue1Prv5f+L8jRfM/APf/Rk8zX2zwDkE/JHAEdA/ggAwAvFj+BeAwN2n8DL4vG4eJ1KpYTw0cbzeNU9qvnab675+tYjUv5o7/LrL1Z2Wf7M5B1pOXtgQ0Y3NL38OhvdfG0YvXzmwC7VNfE09vBHWgE2X+ObNQDzkD8CAACA89BlYggcwdVQX5Mvg4OD4nV5eXkikUgkEjaeB6x1yb9bvH50RT7bkccstX+miqg+YU9RRqHf1H3VruTJ1HrOL12nvn8mu/n60oKUP2Y3XxsQVMkf+Yc/fvDlNfPHcDXkjwDmIX8EcJOOjg67jwAAkHvZzdcA7oX+69yLRqOKcx6j0agbI8j00k3pg7Kt9h3Efa4XSQMid6RZGWUlc/8MbWpFyh9r1i3TL01Qwx9rjQ5/NIBefv1yg8Jsx48uSMWklgx/zLjTK8MfASDPkD8CAAAAAOQSYvS8WFxUaOBlrKZxLjp/dB4Ll1/T8x/NL7+Wyd5/XWh8Po0+bmPDHxuqSxl3ug5GQALkDfJHAEdAST8AgATN1+BhdHkvWGp4eFi8FvbSCFxaBSlx8ArsfC6/dpczN6RoNaDefK2IPf+RLn5kS6d19G4zhj/Kmq8bqlH/CABGlNh9AAAAAPC0np4HeaJQAqaZJ6L5GgAsJYSPig3azrW0IHZe+8q2pB1TEWnj8uvvS6Te6kdX7VxWY96VpXXi9d5NK4w7XwrIl7/T+aPa8mue5TP08Ec0X2tCsQiAecgfAQAAIJfEYkbhQlcWia4o8Ibubkx+zLW2tjZZkWNzc/PQ0NBbb71l15E8ySHLr43tn2H4dk2K1aqLeEdDWiJ7/4y11JbP8KObrwEADEP+COAmfX19dh8BAEAPtVbT7CwyHCaRCInFMmIa1D+C98RimCqQB729vUNDQ21tbXYfBPLn6+Iq8Tp7+OMc4S3cy9p/LY07PLLhO/qlSWr/TLh8gfP5uZa4ytXuTQ9/PLB7g9pto9MZvxqvPrOT8czRbxcb9ugrawWAwoH8EcB+qOcHAM/iqfkSs0hZWInwEbxEiNcFsRh+e2uq8BdN3nnQZ3pnVccYO0JIPB6Px+PBYNBlPdeU9NUJ3/6Hm6/LthIyYedpHOCSf7fJJ8wSqX27inv5df59ktTY0KA5/3GMyh/Vll/LNs8w+q9Hp6WV35rN1yfiM4TMCBHk0ZDZf2X50d3d3draavcpAAoC9s8A2A/5IwB4kyx8jET0ZS5ovgavGhiw+wSe0tTURB7uuY7H4+3t7b29vXYfyrNytPx68w86+q8tb77OheQdqes5sEHf/hnRvi0ayfvLDcrxoqaxmbviNXv4o4Hm69FvF0e/dfeATkX4lg3AJOSPAAAAkBt0yBKJkO5u0t1NzpwhZ86Q7m7tOBIFYuAlyNNzTGi1/tWvfmX3QXLCt6vO7iMosHD5td75j+5Sl7n/+rdzUrNzroc/WovdfH0iPpO3k9gC+SOAScgfAVyjo6PD7iMAAHCTTXKUDbyj40jFLBLhI3gM/Vsau2hyo62tbcuWLa5uu86w5JR5grmgd/k1CDSbr0nm8utXDir/OnMOf/zgy2t6TifBFEgAyIb5jwAAAJADsuJHBjF8FDJKYQokisXAe+gRkGCd8vLy+fl5QgidPGavwwbzbm2tEa/zvPz6+xJpeuOjq8r3Xy+S7tmRtqZHe+o+qzc5Fy7f9DFepfPH+u3FlnxFdv+1dJvW8Ee657qxZhPjTqcJh8MDGIsBkHvIHwHsh2J+APAgOmfRFSZiNTAUgp4e/FbPNY9UQQqwgobCM/8xe/81wxcru8Rr+fLrFSmbq1m3TPLrpcCa3rfwLL+WLZ9h3UkNf2yoLmXcKWu+Rv0jAGRD/zUAAABYjd5krXftDIBXoao3NxYXvTk6MH11wu4j5JDh5TOGzRKpfK+KuGCDjTFcy6+5l8/QGqo16h+lOz0aPqJkBMAk5I8AAABgNTSZAmTDCMjcGB4eNvmERCIRjUbRr63JwuXXNM3+a7r52hKVRPdO52wDi1vF61r/XcadMleW1hn+ornov1aja/ije5uvASBv0H8N4Bp9fX12HwEAgIMsWEGTKYAIIyBzRsgQKysr5+bm2tradDVfj4+PJxIJ4QlvvfVW7g6p29ICKXsQcvl21TmqItLM8utvS6t13f99sVRPx9N87SIvVmYEl58kpfKgfVvS7Pcazh/5+69F7OGPaL4GAB6ofwQAAABL8W+eAShk9JgCULKxWFrEMZ9SHoR3/Phx8jB8bG5uLi8vb25ujkaj0WiU50uIlY/Nzc2hUIgQwvlGsArP8hkeXxdXide6hj/mwpkbUgAX2Kg9kNFCPMuvae1Pb7P2AG4MH7vxg1KAvED9I4DNOjs7CSHV1dXPPvsswWARAPAAurwL/5seAHJpaGgoGAwmEolQKNTV1SV8sr29nf0uIWSsr68XKh8JIS+88EIoFNJ8I6ECyra2NlNHdxsLl1+DK9DLZ159ZifjTrr52ns6OjoIIV988cX09HR/f7/wIQAYgPwRwBGeffbZ7Pbq/v5+IY5EKAkAriHbPAMAtO5uKaCPxRDQWyiVSsXjcaGGsaurq7e3l6hEhGLBo5AkdnV1Ce8ihDQ1NaVSKTGdFJu4ZdMhm5qahoeHE4lEMBikb7Nceumm72H/tZdWYNPLZ/YsT2veT89/fHTVy1EX28ejUm2jYvP1Rxe0f3FOnr3B87VGpw2OyDwa2m3sjU4gZIsdHR3ZIWNnZ6fwrRnyRwDDkD8COILi32TiX34+nw9/1QGAE8ViZGDgQZ4SiWRkKwTbfgEgt+LxOCFESAaHhoYIIUKSKNRCZkeQQrc1IaS5ufnYsWPCDWL4SAh5+eWXhU/SNwtCodCRI0cGBwfFKst4PP7xxx+Pj4/nLn8kSzdz9WT70OGjAcbmP54jleJ1VdbymW/XpOGG1UUWrKZhMLN8Rhe15dc0xvLr0ell6TY9wx9dDdP2AXIK+SOAIyBeBABXEsNHgaz4EfWPANnoFTQ9PSiBNK+5ufmFF17o7e194YUXxE8qRpDRaLSpqekv/uIvhA/FJJF+18mTJ4XreDw+ODgou40OK0Oh0ODgYDwez1sjtr0raKxafn3rESl/tGr4o4X25Dp/vC19A7637L7s1cs3pZmnLwWUZ546mRuHPwrC4fAAPb06S0dHBzrSAExC/gjgdPirDgCcS9ZMisARAPIoFAqJYx/F3JB+tbm5eWhoSGiUFsokxfCR8+Hih8ePHxdKLAV013ZuUSuwncPM8mu96OZrhutF0m070p7akc2PXj6jhnP5NT38saG6lHGnt4c/ilAsAmAe9l8D2EwzXkT+CACORmeO2DwDoIn+o0H/kQFD6OLEeDwudk8Ljh07dvLkyVAoVF5eTpQySk7xeFxYdCOSfaE8cV4QaYDe/uvvi6X7OZuvbd9/7QQWLr9uqGb1X9NcPfyR4PsygBxD/SMAAABYDYWQAJxaWkgkQsJh/KkxT8gE29vbZcWJ2X3WsnexbxBiTdmqmUQi0d7enocSyPTVCd9++2NHevm1hXiWzzjWZGqDeB0uX8jDVxz/blW8Vtw/Y5UPvrzGeSc9/FGz+frEZ5Mjkzcba7c01m5uqNli/Hw5g/UyADmF+kcA+/H8PYe/CwHAidSqt7B5BoChoiLjw1iM9PSQlhbS05MxRBV0am5uFi4++OADnvrE3t7e9vb2VCrFuEcMH9va2ug9M8KH8Xg8h8tnlPh21eXzyynymxj++G1ptYUnKWTZ+WPiKut3soCz+ZrGXj6jy8jkTeH/v//p5InPJq16LAC4BeofAdwB+SMAOAi99jobNs8AGCP8mRIXyqMoUqdjx4699dZbly9fHhsbGxsbyy6EFAm7ZYTk0e/3K97Q29vb3NwsvFpfXy+7QejCzv58TjhyBKR5nMtn6PmPj67me9Tg1H1p9OGRDd9xvit5R/pN1bItT2ceo/JHteXXYzN3xWvG8mt+9PDHxhquSZ0Pbq7drH1THnV3d7e2trLvwQoaAJOQPwLYqbOzU/Me/D0HAA7S06Mxsa6iAsWPABr6+khLi8Y9sdiDukghgsRAVT5vv/12e3u7UK4YjUaFDPGFF14IhULZ0yGFDDEejx8/fvzYsWPi5+Px+KlTpwghwsIZ4TbFL5fn4kcb0cuvbaQ2//Hr4ir2G2eJVMR3mMxZeSadriytE69frLxLv0Qvv7YX5/IZ2eYZdv+1rODRmf3XAJBTyB8BAACAm+a6jPl5VGwB6CP8kVH7wyV+HhEkHyFqbGtra2trq6+vHx8f7+3tPXny5ODgIKESw7a2NuGivr5eSCqFDxcXF4eHh8XyxvHx8TwVOarLGAFZtpWQCTtPQ8jmhSnD76WXz2z+ISeFge5dPnNpQcof921Jy16lhz/mE2P5zMiU9EutOfyR1ljr0PCRp+yjs7Ozr68vD4cB8B7MfwQAAACjhFbrM2cyPomVvgCa6BGQ33xDurvJmTOku1s5vo9EED7yE5bJRKNRQohQCEkeLplpbm5OUIT7xSrI+fn5eDyeSqXaHsoe++gIZQ7NbvTi6b+mm68LnCXLZ+j5j2rLr+nlM5YPfxQ4rfkaAPID9Y8A9tP8GRqGPwKA48gCkUhEih0HBlACCWCEYiEkwkf9xBJI4UMhXmxvb6fvGR8fp2shhZvFtzgONQLSV7YlvXSTfbsz0ctneIc/FktVdWrN1yBIXPtBvH7loI5qRMP4hz+6ovk6HA4PDAwwbsD8RwCTUP8I4Gj4Sw4AHISxmRczHwF0oX/0OD//4EIY+EhD+GgIXQJJCGlra3vrrbeEbJExzBHACXy+XE2BNLD8mkHX8EeaY5uvNaEiBMAk5I8AdtKMF5E/AoA7iAWPqHwEMAbho6WEVmv6M0LyKJQ6inGkW2QUPOZ9F/atrTXitf/uLcPPoYc/Wut6kTvatBWXrcuk0/LJj1bhXH7NuXxG1/BHFzVf45svgNxB/zUAAABYQTYFEgDYKiqkysfOTulaoDYLEvgcO3asvb09Go3SOaO7MscMsobrsi3yz7jNnuVpntsMzH98YnVW/3Es4Pf7U6kU+55UKkWIdgRpQOKqxpc2hrF8ht/oVMbvVWc2X4v6+/vZdY4IKAEMQ/4IYDOeSn5U+wOA46AsC8BCCB+V3FmVCsFKS3Q3pTY3Ny8u5mTDsj3cMwIymUzOffNNaeruH+ZvSJ/1kR1P/dHt+77Gtv/K2GP3p2asOZ+6PUVL2Z8UGqI1yxI1w0eT6P0zLzc8Int1jMofgzvlr/IbnVb4FVC+k3v448ikVDPr3uZrADAP+SOACyB/BAAA8Jq+PtLSovB5hI9KNhbrzh/9fn8ikXBxzaMLff6b31yenvatrAj/tv6onK6e8509+zkh5NzX/5IuKbkW2Nva2mrLIWl+v/+ze9vZ9+SuIVrm8k3pN/lLgTXLn0/Pfzywe4PiPaPTy9Q9vMWP7P5ruvnaySKRCHv/DMEKGgBzkD8C2Kazs1PzHvwNBwAOIlvLCwCWQ/honSNHjsTjcbtPYZn00k2fOPmxbCshE3aeJst358798xdf+B5mjr+oqpTf4fP9OakcWrx97vaSj5Chixe/vrVQevBQIBBQe6aB5msBTyu0IJVKra6uat/nOYz5jzxOxKVaVHb4KGu+Pvp8rZmvm1NhbNIDyDHkjwAAAAAAdqBHQBKEjxYLhUKEENkISBfLbLj27apLX52w6ShyX5/4T7+fmfMR8ovdlc2bHhTNrTVkBItrviJCyFOEPEVIyegVQtJDM3PpmeiN+r3NL72s+Njvi6VgqyKturv56+Iq2Wdy3Qpt2JWldXYfQQO9fMYSrmu+5in+6Ozs7Ovry8NhADwG+SMAAAAAgN0efxzhI2igRkDmU2qDtLB488IU/dJ3587909mzRSsrzeVlv6iqXGsIrBFy/yeR7IfcL5Kit3VrP/756MSh2O/Oj1waGr+ybqm//FAzoxCSEMJZpbhj7bb2Tfa5clv67ntv2X3+N9LDHxUlrv0gXh/YpbDi5uTZG9mfZHv1mZ163wIAwID8EcBmmj89w/BHAHAcpCQAlqBHQFZU2HoUb2pqanJsKZxZDmjB/vw3v7kyMVFEyC92Vx56ukkteSSErPrk33WuNdT9qKHuR4Sku/+Pobnrq7/9LXnxRXYE6RYTd6zfcE3nj/Xbi9k3B5XyR5rJ5muSuXzmaGg34056+GNj7WbGna6A+Y8AZhTZfQAAAAAAgIKH+ao5UF5enkgk7D6FZeQN12V2drN+d+7c5elpHyF/3VD/5J++cv8nEbXwUaYoc53Ln/X82zfe/C+L16+bm/02JwfNu+RdKf4LbHRT/P3Bl9dy+vyGGqf3X2uOgERdCIAZyB8BbKP50zOeBTUAAHmCcAQgF+hqYvwpA01LC+Klz2j+6PdbUKB3dWqiaGXlF7sr7/+kZa2hzsyjDh1sPHSw8cqVK5/HP6U/T++f2Z+ayXqfp9DLr52AsfyaXj7DduKzSfHaFcMfBahwBMgR5I8AAADAYWDA7hMAeB3+lFmtq6vL7iPklrEk0XxP+tAnH/9+Zu5wTVXT//zf8YSPaz4pXPORtewb3nj9KCFk/NLlZDJp8mwudWlB+iXatyXNuDPbRxekbujgzkcU7xmblRb4tD+9TefpVLGXX+vyfuzyX7x39v3Y5fdjl0cmvrfqsQZo5o8IKAGMQf4IYCeeGn7U+QMAAHhWd7fdJ3CoO6v6IhiGaDRq1aNsl6a3YJdttWW6ZTKZHElOHa6p+rOef2vg7Xx/rdkAACAASURBVEVphfyREPLG60eLi3y56MI+RyrF6ypi8X5nL6GXXzdUl5p/ID38Ufvmie+F/29v+AgAuYP8EcDpkD8CgONoDUgCACPQf01ZXpHyx43FplpT8zMC0pKmZm1LGYGOb1ddPr5opsXzQz4fefLoC9Y+VujCHr90+fTp04SQS35pq8mjK47eap0H9P6ZlxuUKxwZ6OJHTg3Vqv3X9PKZxppNarfJHH2+lvHq+7HL9IeNdY9yPtZaEY71evjWDMAw5I8A9sBsRwBwMey/BrAQRkDm0qZNm/74j/+YfY+fYvgL5a8UkRoBaYvf37x56LmnDh1stPzJQgnker98WTaYNDZzV7w2v/yaxui/poc/6mJX+Eg49s8AgBnIHwGcC7NFAAAACgtGQFoqHo/fvn27srKSfVuKkp+DWaZsa56/4OnTp4seWffUwQb+t6z6pDxRtvw6m1ACafBwhSpx7QfzD6GXX1uyfIamuXzGUT3XPN+CoZQEwADkjwAAAMABZVkAOYKKm5wZHBy0+wjWS1+dyPjY6BZsTre21ojX/ru3hOLEXBQ/ioqLfM7fQjOZWi9e1/rvMu7Ms1cOWrYQRhN7+Qz/8EdZ+PhaZJ/xMwGAgyF/BLBTX18f+wZMGAEAAPA49F/nQDweb29vj8fjbW1tdp8lB6gWbF+O80eZ8UuXcxo+Couwk8nk9yXSYMFHVxfV32GPidQGA++6srROvN67aYXzXfTwR2Po+Y8Hdhs5uUns4Y8jE9LvZxubrwEg15A/AgAAAADYChFkFnr/dWmJ7v0zp06dIoS0tbUFg0ErjwV28OT+mb1l9+kPL9+UfpO/FMhYEU7nj/Xbi01+XbX5j5zLrzmXz4xO6dh87SiaIyA1y0cAQA3yRwB7aA4WwVQRAHAoLJ8ByCmMgMyid/91PB4fGhoKBoNeDR/T9BbsvI+A1GvNJ/3r85E1xp2CQwcbv/1Wx+qS60VSCvbE6qyus7FN3Zeiupp1yxY+2UKJq9YPLWUsv864Tb3/emTylnita/hjY50jfj9jCj9ALmC5GAAAAOgUiyGFBLBSOIyyRwv19vYGg0Fvdl4LljKKy3y76uRDIZ2qKL1GCFn3YUzx1fs/ieTzMJqmVqxcFZ0jY1T+GNz5SPYNJ8/e0HzI6PSS5j0ks/jRKu/HMtYNOaT/ur+/nz0FCwElgAHIHwFsg9mOAOAaPT3SdSxGYjHS00MiERIOI4gEsEAkIv0pi8VId7etp3G95ubmoaEhL+ePhJClBedXPtJKRq+UjCaL0mtFo6q7ZdY5L4L0GLXm69FpqbqTsfx6ZEpqhOdfPtNYu5nzeA4JHwEgR9B/DeBomDACAM4lpJDC/wGASRgBaZ1jx44RQqLRqN0HyRenBpHrPoyt+zC2/oNTpf/LX/s/OFU8eoURPhJCikaT6z6Mnb8wsmcPa10JOJxs+GNDDav/Wrb82nYRjp+qoogEwBjUPwLYABX7AOAyYjVWdiwifEbsyEbdFoB5AwMFXllML58xxvMlkOmrE779VOxYtkXWlG2jdR/GpJzR59M1vJMdUBYmev/Myw0KHdZ5w7l8hn/4oyx8fC2yz8TprKG5fwYADEP9I4ANePJHZJQA4Czd3aS7m5w5oxqLCH3ZLS2kpwfVWwC64ZteyvKKlD/qXT4jEEogPW5pQbz0lWms+LBK/f595y+MKL607sOYv/dv/L1/o5Yh8vyLfGd2jhASCASMH9GF6OXXeiWu/SBev3JQoSd6bPaOeN3+9DbFh9DLr199ZifP12X3X3MamZB+D7uu+RrLQgH0Qv4IAAAAeggpZHc3K4js6SEtLXk9FYDbof8a3OBeaoUQ8u57J+hPCsmjVaWLaz/cX204In746Mptxs3ecGlByh/3bTFb/Jsj/Mtn6OGPLoVCEIBcQP4IYBvN2Y6YLQIAzhWJaAeRAACQM2m64TpfIyBbW1tX16SArGh0wsLkkRAytLj05JY81XLmSPKOX7xu2Wb9wmhd6OJHNR98eY3nUfzLZ2hHn2eN8nTa8EcAyCnkjwAAAGCCGERGIhlBJEJJAL3oPzVY62QFj6+gyRz46NtVl58vK7Rgn78wUjQ6se7DMxY++Z3ZuTQhN7Yq9wi73ZWldQbeRQ9/zJa4mmK/fWzmrnittvyaxlh+zUm2fIafE4Y/CjRHQGJBKIAxyB8BbKBZ0o95IgDgPt3dGU2jGGYHAJBr1AjIHFl/V9olktqwmRBSWbVndS391YXR4rEJC7/Q0O2locWlhvq9ra2tFj7WOa7clla/7i27z/kuOn+s314se3WMyh+DO3O7moaz/5p/+cz7sctmzwQAroL8EQAAAKwgm1iH+kcAvej18RgBCc7gv3dL9plAICCUQP7V+a8t/ELvzMytlZRsCzZa+EzgQS+f4XQ0tNvaMzhw+YxmOQhmRALohfwRAAAADBH2zIgGBqRrhI8AYMKdVWnCYIXf4DcsTU1NFh3HudJXJ6QP8jUCkhDyXOjHjzXWD81dH7qtO7pSJKy9bgzUFNrm61yj5z8e2L1B83615dcFtXwGAHIE+SOAPXh2y2C2CAA42sAAicVISwvp6SE9PWi+BrAAtmCDGWX529yydVtVOk3emZkz/yih8/pA/d7ml142/zRQwzP/UU2ul884Z/gjISTC8TNUrAkFMAD5I0C+oVYfADxCDEdiMTRfA1iPrikG/crLeVMSd6NGQPrymD8GAoHdwWCakH8zOm6mCvKd2bl3ZuZWS4oLufP68k2feP1SYI3/jYlrP4jXB3b5Za/qXX6dz+UzTt58rbl/BgCMQf4IkG88+SMySgBwOvZyXqEoEtVbAHrRIyDBnFRKYzUwmNTa2hpqa0sT8s7MnNBAnS2d8UHGR0O3l96ZnRtaXHqicufzL/0XdOf19yWbxOtHV3k7fz2J3j/zcgNrw0wwO3/UufyawfLlMyMTUm7uwOGPnPAtG4AuyB8BAABAv+5uEomw6hyF6ZAtLfk7EoDHIME3p0DyR7tGQAoCgcB//9OfPrm7cmhxSVchpFD2eHZx6UD93id/2sEY+/joym21l8AWli+fcSaUjABYDvkjgD00h4ZgqggAOF13N+nuJmfOEMZ/r9CIDaBXwY+AnE9J/acbi32MO9mGh4etOI7b5KAF239XKmq7tbVG9uqNysonjv60o6FBLIRUq4UkD2sehbLHJ3dXhtraTM58/Lq4SrzesYakUjd6+XVDdanJp9HLZxprN7PupPqvG+vynZsDgC1K7D4AQIFCvAgA3jE/L11XVGR8CABmDAwgxDcmHo8TQurr6+0+SF4sLYiVj76yLeklGxYQP/Lii3/64ouf/+Y3v5ue9q2sDC2OE0Kay8vSREqQzy3eJoSkCUmXlOx+7LEnWlvzf04v+eiC1BMd3KnQmq13+XVDtfL8xxPxGeke7uUzDTW8UbgD+6/D4fAAcwJvX1+fz2f8pyMAhQn5I0C+aRbqd3Z25uckAADWoEu03nzzQVwiDIjEEHcAvcLhwix7tNbg4CAhZHx8PBgM2n2WAvLcv/pXzxGSTCYXzp4tLvb9bv5Gmopo9j/1o3uplVbEjtzo4Y8mKc5/HJ02vjhI4Wncy2fej1228OsCgFsgfwQAAAAT1DZfY40GgDGRiLTfKRbDHyVjurq6ent74/F4W1ub3WfJufTSTZ84+bFsKyETdp6GkEAgIMxzfJKQb7Y8Jn7+8ZsX7TuU/a4srROvX6yUNsPQy69l6Pyxfnux5UcanV4Wr80vv+ZfPkNzYPGjqLOzs6+vj3ED5j8C6IL5jwAAAGAC3aCERlEAS+CPknWi0ajdR8g9WcN1DkZAQu5cWpDyx31b0ow7dTl59oZ4beHy6wJZPgMAuYD8EcAGPMMf2T9tAwBwCrr+Ed3WAJYTayELxp1VKYIpLTE+Ya2rqysUCiUSicKIIBfESx/yR/tM3PHn7Wslrv2Qt6/Fw9jymdci+3J4plzCNH8AvZA/AuQVqvQBwFNkyQiKtgDAUmb2XxNCurq6mpubrToMgKbkXSl/DGxM5e3rvnKQdy0MjWf5teXLZ+jw0bG6MfgCIAeQPwLkFU/+iIwSAFyDLn5E+AhgFfpbX+yiMcfv9wslkG+//fbbb79t93FyJWPntTgL0iKbF6bE69QGVl0bWMvM/hmrll9zOvHZJOedIxNSra6Thz9ywjduAPyQPwIAAIAhsuJHFAsA5EghRZB087WFEolELh7rIBgB6Wy/nZMSwL1l9+mXGPtnaC83PEJ/mLiqo7gyD8uvafzLZxwOhSMA1kL+CGADzXEhmCcCAE4Xi6H4ESCHKiqk654e0tJCenoKIYhcXpHyR5PN14Kuri7xOhgMmn+gc2EEZB5NpqQ8sc5/l3GnLi8F1jjvHKPyx+DORxh3quFcfk0vn2ms2WTgC8nQ/deNdRbX6gKAkyF/BLAB4kUAcD3Z2msUPwLkWixWUEGk5d566622tja7TwHaLvmlDcuPrty28SScav337D6CnFXLr+nwkTDnP9LLZ44+X8v5fCf3X4e1VurhGzoAvZA/AuSVZok+avgBwAVkxY9Yew1gub4+1ZfoILLwtmMDF6tHQAKnZB73X5vEs3xmZErKfxnh4+jUTbWXZN6PXea80/mQPwLohfwRwFmQPwKAC9CRRySC5msAewg/CUAQyRSPx4nnO68JIYSkr07YfQTI0LJtUfOeT5Kq349/PPqDeF2/vVj2auKa9Kqx5dc0k8tnRiZvidf8wx+dXPwo6uzsZN+A790A+CF/BAAAAD2wdgYgP+gRkI89xsr6xSDS/ej9M6UlFsx/HBwcJIQUYue1pSMg/XelgOnW1hoLnwyifVssW76kufz6gy+v8TxH1n9tHj38EQAKDfJHgHzjqdXvY3RdAQDYCGtnAGwxP0+6u0l3NzlzRjmIjETImTM2HCyXLNk/U1icvYJmcZ3ZMj33urK0Trx+sdLsvpqPLuiIBTXnPzKWz9COhnarvUQPf2ys3cx5sNci+zjvBABvQP4IAAAA3LB2BiBv1PL97D93+MPIVAjN145Vfl9Kym494pH8cWBRGq9Za93ya5nx71bF6+z+a5Gx5dc8TsRnDLyroUY1+HZX8WM3x39UMQISQBfkj6Csv7/f95Dm2AvgxPMriRkiAOBcWDsDkE9vvildz88/uBD6rGVlyAgf1S0uWtxA6hpYQZN3E/qXz1y+yVXky8gfs9HLr9XwLJ+hMZbPnPhsUrxmD38cmZDqc10x/JETvn0D4IT8ERT09/cjcwQAADmsnQHIM3oEJHm4+ZrmrfCRHv4IBmAFjb2Sd6X8MbAxpfftLwXWOO+kl8+waTZfE9PLZ7yNJ1tE/gjAqcTuA4ATGftvKB1ZYnwhAwr1AcCVsHYGwF6dnVIVpMBb4SMhZHlFyh+tGv44PDxcuP3XZVvI0k3t27xulhjM16buS4WBRzZ8Z/gA9PBHTuzl1zQDy6/p5TOM4Y/08pnGmk1qt9HDH9no/uvGOtTnAhQc5I8g19nZKcsfOcNE+l0+X8b/ZKQTt46OjgIP4DT/8Qv81wcAnAhrZwBs5/XwEayxtCB2XvvKtqQtyh83L0xd39AkXKc2bCYL7Nvz53qRlIs9sTqref9hMpfL4yi7clv6pntv2f1cfzl6+bVhss3XjP5r2tHna9Vekg1/dEX/dTgcHqDHXmfp6OhA8SMAP+SPkCE7fOTEfhf9ana4ibhNhL/AAMChsHYGwBZ9faSlReHz3d34MQCAJb5dkwoAny25ms8v/UnSyDA0evm15vKZ9qe3ZX+SHv6oZmTqtnjNOfxR44FeHP6Ib2MBdEH+CBLD4SMxEZz19/cXzn+4NX+VkD8CgBNh7QyAoyB81KOrq6u3tzeRSAgfBoPBtrY2e4+UP2VbCZmw+xAeNJnaIF7XWbT/et+WjOGn9PJrXfQWP776zE5jXygbe/mMe2l+u4rv4AA4IX+EB8yEj46SvTkHwygBAEzB2hkAG1VUZHReI3zUKRQKdXV1DQ4OxuPxQggf01cnfPsxWS9/av33xOsktf86sEH3/hk1LzdoFDnSxmakPFRx+czotHbxI8nqvzbPvcMfC6pcBiCnkD8CIYT09/fT4SM9yYLzv7b024WWalkOqBZussPB/ofos2lOkJR9LUf9ncFzEuecFgAAa2cAHOTxxxE+GhAKhUKh0PHjx4eGhjyfP8rlZgVNav1m/71blj/WUabua2+OZqjTv/+aE738+sAuP+NORaPTy9Lb1ZfP0I6Gdqu9RC+fYQx/lPFM/zUA6GJk5AR4TH9/v8nV1bK8T4jP+jKlKUJAqRkjdnZ2ZldlCqfNLnLkP57zIX8EAAfB2hkAe9H/w6yiwr5zuN6xY8cIIdFo1O6D5N6SNGjPV2ZZS6z/rhQ43tuw2arHOtbUipQ/1qxbZtypid5/vXfTinh9+abyknd6+TVbMCt/pPuvD+zeQAzhLH4cneKNtt+PXTZ2Ent1c/zMFd+4AfBD/ljossNHA2u8ZPWJmvd3dHSIuaTaPex+cNmxNY9nIILs7Oz0UfS+XfGBmve4LioFAI+TdV6j+BHAXvTPA7zozqo0Aq/Cb/33KaFQSBwECfm3uI5rh7K1zpFK8bqKyFuPv1jZJV7vKeJqTDZJbf/1S4E1xc/Xby+mP0xcZZVVyoY/KvZf08tnGqpLFZ/DuXxmZFKKpPmHP3qy+BHfxAHwQP5Y6OhQTLMgMW/o8FFWOymeUFeqiL8SAAB0w9oZAIegS4+9HkFaKx6Pt7e3t7e3Hz9+PB6Pd3V1EULefvvtAkohy2wetLdnedreA1huMrVe8fNnbkg5XYBqvqaLH80bo/LH7OXXmsMfZRqqufqvzaOHP7oOzzeS+GYTgAfyx4ImCx8N72nRW//I/0ChHpN+if6M4n/o1T7pkL8VHJLwAgBoGxiQrrF2BsAh6D+YoOXUqVOEkGAwODQ01NvbG4/HQ6EQIWR8fNzuo+VQ+uqE3Ufwsglq+XUtx/LrK7eljQt08aNa8zUxsfxa0wdfXuO5je6/bqzZpHYbPfyxsZa3Jf+1yD7OOwHAY5A/Fi66xpARPmrmZYrDH00eTHyU4tPEo+qKFM3kjxaGhpqPQkAJAI7Q04PiRwCnwB9Ao4aGhoSd12+99VYwGBQiyELYgp3BuhGQTnO9SDUac75LC1L+uG9LWu02fcuv9Qx/VFs+Ixv+yOi/zritRvW3mUuHP3LC924A/JA/FihG+CgbU6grf7T2v7+Mp4kv5W4KZP7rJR1SoQkAQEjW2hkUPwLYCP3XRjU1NYnXbW1twWCQEFJfX2/fifIlByto1lP7Z1LO2D9z3SfljzvWbjPudBF28SP/8mvN4Y9qOIc/nvhsUvNR2Vw3/DGs9eMf5I8A/JA/FiLZahfH/kfT/MFkT7A34NP86sgfAcAp6LUzhGDtDID98DMAQ4aHh+kPxUJIu87jav57t7Rv8pCp+9JulpqSO4w7Bck7UhoY2KA8/5Fn+TWdP7KXz8iWX588e0PzkLRXn9mp634G/uUzLoVv0wAsgfyx4MjKALMHLBp4oHgtPKrzIZ/PJ16bfDIn2ReS/dM5ZwokAIBzydbOIHwEcBqPlkDSy6+t0tzcXECrZkC/b9ekHuRnS66q3VazTjt/pNVtVN5SrXf5tQx7+QxNsfjRwPDHo6HdarfRwx/Z6OUzLh3+iDoSAEsgfyws/f39dEJnbfgofOjz+fofIg8jP+HzsrpLvQ9XfElzZ46jSiB5frUdW44KAIUCa2cAHM6jK2iWV6T8cWOx6moOXY4dO0YIiUajljwN3GiWSAnjYTJn/oGTKY25ijS15de5WD5DD3/UpDb88UR8xsCXPvp8rdpLrt58DQDWQv5YQAyEj3qXz7DTPeEAmrWQ9HoZxQfSC2rYjyJZS2w480fZbYY3gxuA/BEA7CQrfsTWCwCHwB9Go7q6uhKJBCJIy6XWO2IEpL3C5QvsG9SWXxtbPsM//LH96W3Zn6SHPzZUl2bfIGPJ8MeRCemXyHXDHwkhEY6fwuLbNwBOyB8LhSx8VFstTXJfISg7iSJ6vYzsZtnmHJ6vKLuNpxnc8l8EYx3oAAD5Rk9+RPEjgHNgBY0JoVCo0Lqw01cnpA/Ktlr1WD+1guae+gqaZDJ5mjIS/Y/ziT9YdQYavf/6idVZC588eHe7rvvP3JCiuoBK8zUP/uJHvcMfR6czNs80VHMtv+bh7eGPmvtnAIAf8sdCIQsfrSroy87phIenH1KsstSMIOl3Cb3bIjp8ZOeP4qvGSiDzz7EHA4BCgbUzAOA5p06disfjhJBCiyDz7/Tp05/HP/31r//m009jszNT4v/dvfKH5D//x9/9713T/9/fnz592u5j6lazblm8Hli0Jsw1sHzmowu8yaDi8MfRaemfQq35WhY+MoY/8vPA8EfC920ayk0ANJVo3wLul5/wseOh7E+SrKXbQm81I0Ds6+tjzItUax5Xu7+jo4N+qbOzM58t1QAA7oPKRwCniURQ+WhAKvWgGG18fBybr3MkmUx++mmsuMhHCHn60GOEkKcONhw62Ci8uuor+b/f+0+EkK++GiYk/etf/82ePbWtra15ONgcUQ7aBF+s7BKv9xQtMe5UVOu/q3kPPf/xxUrl+zmXz9DYy2cMG5m6LV4zmq9J5vKZxlrVStj3Y5ctORgAeAPyR++jpyjqDR91DYhkPzk7T2Tnj8Jb6FU24lc0EB0KMaj4HF2VhhZO9NC7LQcAIK/CYSndiMVIOIwUEsChenpQocxpeHhYuKivr7f3JF51fih+cWS8uMj3xutHxcxR5vU/+xkh5PU/I78//83vL3xz/sLI+aH41m1VgUAgp2ebJVKDdhXRnTDyS96RuqEDGzT6rxnLZxjo4Y/Z6OUzlgx/ZBidyth83VDD1X/txuGPnGSVLgCgBvmj98kiP5/PR7JyLjEXk9WNazY468rLZBEkz3+m9X4J9qP4SyDxVwgAFKJIhAwMSBFkTw/yRwDwhra2tkIufvTtqsuYCGkRsezx0MHGN14/yvOWp556rPlgkLxHzl8YWV1LJJNJw4WQXxdXGXsjj6n7UkJ3ZMN34jXP8uu6h/Mf1ZZfM5bP0P3XsuUztFcOZhQnam6+NjD8sbFmk+I9hJCRSWkMKHv4ozeWX4fD4YGBAcYNqCAB4IT5jwWqP1P2dEUBowPaEjkdk6HWCS7Ic8Ko+eUwMQQAHEFWUSWbCAkANkLBo1HBYLAQw8cljdXMBqyn9s8M/vNHQvj4xutHOcNHkfCW4iLf7MzU5/FPzR9sx9pt7ZusZnj5tQHs4Y9jM1Jnt1XDH9n91wa4d/ijAOUpAOYhfwQWYVGMmE6af2BOpy5mz6OU3WBgETYAQMHBml0A58OfTT7C5pm2tja7D+IR/nsP8seZkT/Mj114+tBj/+f/+j+q9VyzHTrYKLw3cTn5T7HP6Ze+L5Eq7/anZswcmO3bNSmJq6bmP07dV4jwGPQuv1brv/54VOqwli2foWH4oy0080cElACakD96n+JaGIew9j/Tmk+ztwSS51+BM/81AUBh6e7OiCDpEsieHtLSkvcDAQAY8e677/b29hZi5WPu/f7Dvy32Eb1lj9neeP1oQ9MT0xOXksmkJQeTmaX2zxwmc4w76f0zUytS/qi2/Jpn+QwPzuUz/MMfD+xW6BCnhz+++sxOxYfI6h/VnPhskv4Qwx8BgB/yR+8TFrb09fWlKcL+aFuiSXsjNgMlkPnclI38EQAcIRyWrmOxB//X0/Og5ApN2QB2QXkyt97e3k8++YQQcvu2DZ253jbxT+8V+8jPf/4zS54Wbt6/mi4avcYVflmILn7MEcXl18aWz9DYwx+z+68/+PKa3i9xNLSb57ZCGP5ICIlwzMLGN3EAPLB/pkCpxY50k7V4g5eKyXkWYVvel41GbwBwGdkiml/9iszPS69iNTaAEwwM4I8hW21t7fbt2+PxeDQaLcAW7PTSTV/Zw3q9sq2ETFjy2JmRP4z94eunnnrsqaceJ6usojxOhw42VhyYnRw5d2r17guhZ/jfeL1IatPekdadMk9T+SNd/GiAruXXnMtn6P7rxFXWMzWHP9LUhj+eiPP2udPN1/xcPfwxTP9QFgBMQP4ILGqlf8LWGvO1k7n7SRHjyboWYeslbuyhD/DFF19ovtFLIS8AeEE4LOWPdPgIADai/2ACU1dXl3Bx/PjxxcV819Y5wpKRnIgtmUz+4bOBIp/v5z/viF3f5kunfeRBgla3cSmwcZn9djWPtf+biyfJlcTZvVU7A4GAgSco7p+ZIwYrHHmWX9ep9F+Ly69/O6e9KZtGh48kM38co/JHA8Mf6eZrHozhj6NTGb+pjj5fq3anx4Y/Er5v1vbs2fPss8/K3iL0HebwZADugfwRjOjo6KBXY6fTafb9tNwFbZxP5imBzNthAACcq6JCIXmMRLCEF8A2kQgGIOjl9/sTiUQB1j/mQjKZvLta0viTP38vuYcQQtJEzB+Ty6VnCCGEBEqXW7brbvitOHBofuzc6OScsfxR0SyRCiSriKkKx2y1/nvCxQRV/KiGXn6t1n+tVvyoSXP4I41n+GNjzSbFewghI5PSAnR28zWtcIY/Tk9PZ38PKFTt2HIeAKdB/giq+P9DyV9C6JBUjr8EUu/fFoymddkX1VzPDQBgG3HUI62igrz5Jvo9AZwiFsMPAyDP7vi3EjJbceAw457kcmlyeS8hJFC6TAjhzCIrDhyuOHB+OnGWkOcsOaomq5ZfJ+9Szdccy69pBpbPHNjFijuNDX+UbZ5h1D/yN197ZvgjA/2dnWK7m/DNHb7FAxAhfwSJLDLLxX8rZV8in6tdaLkrgVTsSX/uuee++OILxhRI/LUEAE4h7JlRhC5sACeIRNCCDXaZGx+uOPA0583JZaGLeWftxjt7yh5UC675fMXMvqlkMkmeaDBzSANysfxa7/IZWf+1ro72YAAAIABJREFUSDb8MZiZP548e0PzJCK14Y8jU1L3OiN8lGE0X8vCR1cPfxSEw+GBgQG6/0+RsPc1b6cCcB3svwaJrhiOjsyEcZA8z2cXAOYTYxG25UWamvMfHVIWCgCgYWDA7hMAAAW92Nyi0ajdR7DD0oJ46dtVZ/JhyWRyNa37m8fkcmlsvuJvkzUD17ez76w4cGg1XZRMJnke+3VxlXitOPyREDJLzX+sIhn35GH5tSLG8hnayw3SkEf+4Y+Ky2fo4Y8N1aXZN/A78dkk550jE9JvPC81X+NbNgCTkD+CQbL8jjN/ZDzBJL2VlbJCRfx1AgBACCGRiNRhHYkQVGcDgPsFg0HMfzRPSAYb2//c2NsnlzcOXN+enUKe+e7BREKhrXthXU7iqsrM+Y85Wn7dsu1BIzO9fIYe/qjm41GDm8TZwx9HpzP+0RqqlVNXzuGPNP7hjwUF31ECsCF/BIOy8ztGRXr2q+Z3Z2d/Cb1vYZRAAgAULmGiXHc36e7O6LnG5hkAJ8AfQ51SKX0j+SB3Jpc3Ti5vFAPHbBUHDt+4PCx++OiKcmFjTtHLr2tKpHSPZ/m1Jkb/tUi2fIYx/JEOH4lS/ePotNQ/rtZ8fSI+Q3/IOfyxsXaz2m0ks//aA83XAGAV5I+gjCcc7Ovry44gRbLPyMJHJ4zG4CmBzGeTuBN+TQAACCHkzJkHa3bpMXPhsG3nAQBFGATJAfmj0ySXS+kI8uGYyAeKfczxkNzOkUrx2vDy65p1dxQ/Ly6/PnNDSuvMLJ8xNvxxbEaKQRWbr/VihI+y5uuGGtX6x/djl82fxGkiWL4HYAXsnwGJgfxLiOfo5E689vmUf77nkPBRkL0IO/sGk18CdfgA4EqxWEa0QfdlAwAAmCDsyP557ZXsl4oJ10pok+j5j8+WXNW8fzK1Xtfz9S6foRkb/qiIZ/ijbPk1D/7ma88MfwzjR7AAVkD9I5gihIn8IV1+wkdd58n1FEjkjwDgSvSqGXReAzgK/cMAlEAyxePx4eFh7fvAPoHSZfrDFb748XqRNKZwR9qyNu3Bu9J4Snr59QTVfM2z/FqR2vIZteJHTZYMf6QdDe1We4luvmajm68b67Yy7vQkTPQCYED+CBbo6+vTTCGF5DF34aPhmM/AIh0AAI9D5zWAW2ArPeTXd2ND0gdc9Xwa6jZKMdn82Lltexv1PkFx/zW9/FrGwuXX9PKZwIYHtYp6l8/Q+aO9wx/VjE5lhI9Hn69Vu1PWfO2Z+kcAsAT6r8EaYiFhf39/doTnnIbrbMLJbY8d8zloEgBAAzqvAcATQqFQU1MTRkBaorW19fJ7fzs/dn57Q7P5p4llj4GNyxOly8nl0osn/9r8YxUdJnP0hxYuv6bVac1/5Oy/VmPj8MeRyVvidQE2XwOAVZA/gsUsX2ydB2r5o+v+QQAALNDTk/EhOq8BnKa7G23X4GqB0uWW7dfED1u2XyNk50VCin1rTf/5a98z3pljPMuvw+ULwgW9fIZGD39Uo7Z8hq5//OiCNJkxD8MfG2s2Kd6jC9187THhcHgA9eYA5qD/GiC3mantlZUAADrI1s4gfARwOASRkEfVdfvnx86Zfw7dcy1o2X5tfuxcZX2T+YcTQubUm6/5qS2/VqS2/Frv8hlZ/zUDe/jjB19eoz9UHP4o2zzDrH+U+q8bazer3pYZPr4W2ad2JwAUJuSP4BEdDxETi7wBAAodXfyIzmsAx8KfTW7l5eWEkEQiYfdBvMC/di9NyMjJvzLzkJaKa4GNy7JPvvveifXFqxtTCzxP+Lq4SrxWGf4olfJVEXnWqbb8euq+chfzwKKOJSpqxY9qy2c+HpUmPDKGP8poDn/MeFVl+OPIlPRLxwgfT3w2SX/YUKPafz0yIf3rK9jma5SeADAgfwSP6HsonU5r353FjW3jAAAWQ+c1gFt88410LfuTC5lSqVQikQgGg3YfxAtaW1uDwf3zo+cMV0GGd3yXHT6evzBy/sLIjx7b39raavqMxk2tSCkevfyaRi+/Vlw+c+W2NN+MZ/kMp1cOZuSDmsMf6eZrC7GHP3q4+RoALIH8EeCB7Pwxn4mkk1f0AEBBQOc1gEvFYvKd9UAZGhpC+GihF0LPFPnSIx/qLoGsLb3zrwNTtaUKTc1fXRglhGzdVkUI+b5EKl3cn+LazqzLFyu7LH8mMbF8hh7+SKOHP5r06jM7FT9P918fDe1Weztn87UMmq8BIBvyR4AHOjo60g/R3dxmoAIfAFwDndcALvLmmxkfChFkSwtqISEPjvz0XxOdXdjhHd+Fd3yn+NK77504f2Fk7969gUDAmvMRMkvNf5Qtv6bJll/zLJ+pe1j/aNXyGdrLDcpLZrKXz9D91+1Pb5O9Khv+qOhEnCvbHZ26SX/IaL5+P3aZ54Hu1Y2fywKYhvwRQIHQym3+OcgfAcAdZJlFOGzTOQCAj9pPCGKxBykkgkhKfX293UfwlO0HnqhqfIqzCztQutxScU2x7JE87Lzeu3fvc6EfW31MU9SWz9T672V/0vDyGXr4owxj+OPJszfUXsqmNvyRxtw8c0u8Zjdf09jDH//9f/j8H0+N/eOpMc6nuQ6+AQRQg/wRAACgsMk6r1H8COB2wh9qtwWRpSVSRnNn1cg4bzXov7bcM6/9sc+XHvnwry6e/OvsVwOly8L//bz2Sst2hW0zgnffO/HueydW19KVVXt0ffXrRVKP9o60fP8Me/k1vXyGprZ8ZjK1nv9gepfP0Bibr2XDH2mGhz/Kll+roZuvNe6khj821qlu7BFix5HkjZHkjX//Hz7nfLi7IH8EUFOifQsA5BhW3wCAnQYGpOtIBJMfAdyhooLMzz+4jkSU5z8Kn4zFSCRCwmGH/2hhY7FyjZgZ8Xjc8meC/+6t1IbNf3T0T29duvDtxX9Jn1l86mDDoYON/E84f2Hkqwuj5y+MrK6lf/zjiJnO6+z91+zl17SM5dcqy2cmqObrvC2fYQ9/lC2/lhmdzvhHVhz+KAsfGcMfM257vlbtJVnzNefy68aAvHMcALwN+SMAAEABk62tQOc1gBt98w05c4bEYmRggBVEOjt/zIVTp07ZfQTP2t34o92NPypafff8hYvnL4x8dXD0jdeP8rzx/IWRd987QQhxYNu1MbqWz+zfKtU/0stn+Ic/0rKHP45OS+GpWvP1yJQU2jKar098Nsn40mrY4eNIUkfzuNOEw+EB+ke2AKAT8keAHEL5PQA4GjqvAdzr8cflUaPwR7i7W2EddkGWNvf29s7MzLS1tdl9EC978qWf7akYWLgxe/7CCHmPEELUaiG/+uri7y9cJIRc+Oob82WPxtDLr2XLZ9TQy2dEE1TxI02x/1o2/FHsv1bbfE2sG/5oIfbwR7r5muFiZvj4sxcOmDoTALgN8kcAAIBChc5rAPfq7pZCRrERm2QVNZPC/dO9uLgYDocrKyvtPoh9ylTH8FkoEAgEAoGbi6mz5y8SobyRnJBFkOcujBJCVtKEEFJbXdPa2pq789DLr6uIvDtbDb38+sgG5VXd4fIF4SJ5l2q+1lo+ozb8kc4fczT8saG6NPsGktl/3VizSfEekjn8sbF2s+ptmeHja5F9andevCL9wnq4+RoFKABqkD8CAAAUJHReA3hPdvjY3e2iuuaNxT5x88x8aq3Cb2pV5vDw8OOPP27FubwgfXUip88XI8XTp0+v95cIWaRoV+OTt+/7ttc3VQR/9PjNi0oP4PV1cZV4nT38UaaSOf9RkyXLZ/RKXNXo5ubXUK3Qfy0b/qjWfy1rvm6oUa1/HJlYEK893HwNAOYhfwSwX19fn91HAIDCg85rAC9RHP7oqvARvEEIImWDHb/Z8phNx8lAL7+upvqvB+9uF68tXz4j678WqdU/jlH5Y/bwR3r5zIHd8t7wD768Rr1qavgjDc3XAGAJUz9UBAAG1N4DgHP19GR8WJC9mQCeIqt8FHquCzt8bG5uvn2bt/0WnOCSX1rE/OiKkX935whvuz3n/EdNmstnaC8F1hQ/z+i/ZlDsv9Ykq39UQzdf8/N283U3/scSgDnIHwFyBfkjADiUbO0M/vc0gMcgfCSEEJJKpTZtUp1t531lrJq1QlCV2XxNFz+aoWv5zCdJ5W+3Px6VNszIwkd6+cyBXRlfi14+ozn8kcfR0G7Fz49OZYSPR5+vVXvC+7HLnF+roJqv8W0ggCLkjwAAAAWGLn5E5zWAxxTqthmQ8dH549KC+o2FYprKH2XFj/TymZoSqcGZXn5tbPkMjV4+wym4Sznr5PHqMzuzP3kiPsPz3pHJW+I1u/maxhj+WGjN18gfARRh/iOAzTo6Ouw+AgAUEnReA3gYyh4p5eVcs+3AXa4XSTWtO9LW99fXrLujfVMWvctn6OGPNPbyGXr4Y7bRaX3Fj5zDH9no4Y+Ndar71j3QfA0A5qH+EQAAoGCg8xrAw9wfPtILr8VF2IYtLnLNuQP3yt5/PUukIsfDZI7nIVP3lacoDiwqp2lJpf5rnuUz+7cq/5Z+uUFaMsNePkNrf1qe4o1OS5tz1JbPGBj+2Fi7We02WfM1o/7RM83X4XDY7iMAuBjyR4BcQeE9ADgOOq8BvMr94SNATqktv55akfJHevk1jV5+TWvZpiPjFvuv1Yof2djFjwaoDX888dkk/WFDDVf/NZqvAUAT8kcAAIDCIOu8xs/wAbwE4WOW4eHhuTmuCjhvKpPK99JLRnYZe5jh5ddqy2cU0ctn6OGPdP7Iv3xmbEbKQDWXzzRUl2bfwDn8kcYe/kg3XzMUYPM1ylAAFCF/BAAAKACyzmsUPwJAASjo/JFW8PkjY/k1z/KZuof1j2rLZ+j5j4rLZwwws3ymoVpj2Tdj+CPdfM0gCx9fi+xTvdMrzdcAYBLyRwCbYf8MAOTDwIB0jfW4AOAG5kdA1tfXW3ISsNDiOuNrT74urhKvs4c/niOV4nUVyahwZCy/pqktn6n139N1TmP4l88c2L1B9uoHX17LxZGOPl+r9tLIhLRUHc3XAMAD+SNATvBX3SN/BICc6+nJKH5E5zUAONXGYmlfx/KK2fwxGAyafAJYovy+NCfx1iMu2Es+mVqv+Hnl5TMqy6/p5TM0uv/a2PIZxf5r6VWO5TONNZsU75ENf2QozObrbvz4FsAE5I8AOYGpHwDgIOi8BoACE4/H7T6CnXy76uw+gjuoLb+eoJqvNZfPqC2/pr0UWDN4REIIISfPmm1hlm2+ZvRfi9jDH2mM5uuChW8GAbIhfwQAAPA02doZ/OgewDPwswR1g4ODhJBoNGr3QRxgaUH7nkLFs/zaWozl1/TyGQbN5TOvPrMz+4aRKald3fzwx/djl3luI5nDHx/bu53zXR6A/BEgG/JHAACAgoHwEQAKSSKRsPsINqGWXwPJ3D9TbXT59ZkbUmxHL59RxNN8LVt+TXvlYEZESA9/zDY6bfCfiI0x/JHGGP74j6fG6A8fc3//NQCYgfwRwE4Y/ggAOSdrvgYAgEKSvjph9xEsc71Imlq4Iy3fP8OJsX9GRC+/DpdrFJDS8x/3bloRLi4tSPnjvi3ak0zZy2do7U/LU7zRaalyk2f4oxpjwx8b67jCbg8MfxSEMUQbwCjkjwAAAN6F8BEAXKXCL317Ymb/9eLiIinU/TPuHf74fYkUL+5PzbBvzt5/PUuk6O0wmbPwYPzU5j9qYiyfYRc/GnA0tFvzHsbwR1nzNaP+sWCbrwFAEfJHgJzAyA8AcISBAbtPAABgg+Hh4WAw2NbWZvdB7Ibhj0xT90vF65oSi2M+RWrLrxnGZqQFOJrDHxuqS7Nv4Cl+JNzDH2lovlaDbwYBsiF/BAAAKAzoGAKAQlK44SOGPxpSs85I/vjbuQ2Kn6fnP/Isv+ZcPqOpoVqh/5pz+QyNMfyRbr7m5JnmawAwA/kjgJ0w/xEAcgv91wBQeHp7e+0+glPkYvjj+ru3LH9mTtHLZ3hMptYrfj55xy9et2xTqCjUbL5mLL+myZbPsH3w5TX+mxk4hz/KwsfXIvtU70TzNQBkQv4IYCfkjwCQQz090jXCRwBwofmUduFYtlQqVZiTHwkhpEx1bJ9V/Pek/DG1YXOuv5x501T+yLN8ZoJaPlPrv8u4U43J5dcy/PMfeZbPNNZsUryHxhj+ODIhdfQXZvN1BP+DCsAo5I8A1uvs7LT7CABQkHp6HvwfXfYIAIWA/nmDy20sVs5uOMXj8aGhIasO4zo+On8spOGP50ileF1FtENGQsjgXQuK8ujl16J8Lr/Wi7P/Wg2ar/n3X2MEJIBMid0HAAAAAOsIyWMsJg8jurvtOA0AQL6dOnXK7iPYCsMfDalZt8y+YYJqvlbzYqWRYknCXH6t/V6t5TMn4tImcUb4SC+fYQx/pHE2Xxes/v5+9LoB0FD/CAAA4BWMskcURQJAISnQ5TOZzde5GP5YsJJ3pfwxsJG3XFHGWP81P8XlMzxGp7g2X78fu8xz28XM8PFnLxwwciYA8BzUPwLYBj8QA4D8icUeFEVGIiQcxjhIAHCFO6vavasyfr92nZpXFWzztbUmqfmPdcz5j4rN1yRz/uP+rcq/hznzR/7hj2aMTEozPRnDH2mM4Y8Xr3wn3eat5msAMAP1jwAAAF5x5gzp7iaRCCtejMUQPgKAk1X4TX2HkkoZrE3zAjRfK6H3X1dz7J+h1frvMV69cluq5lFbfs0z/5FhbEYKQA9UbZS9Ojqt/Y9DL585Gtpt5jCcwx8933zNPwISAGiofwSwHoYNA4BtxPAR3dYAUKgKdPk1mq850Puvp+5L0xKPbPhO6XanG52WxlaqLb/mYeHwRzRfA4Aa1D8CAAB4Dh0+RiLkzBkpl0TxIwB4WsHWP+at+Tq1fnPuHu5YSWr/TGCDkd9j9PBHmcS1H8TrA7usHCBAFz+q3qN/+COar3mgJAVABvWPALbB/EcAyJWBAflnhP3X2IINAG6wsdgnTn6cT63p6sj2+/3Dw8OFuH8mX83X9zZI+aP/7i3GnV5Vx9w/80lS+u1KN19zLp8JWpo/jkzdFq/Vll8bGP7I+opeb74GAMNQ/whgG+SPAJAPmFIE4FX4063k2LFjdh/BBr5ddfSHBdh8PUuk7uPDZM7wcwYWpRi3lrl8hmTun9m7acXwF2Wg988c2L1B/uqMvnGWZtDDHxvruMJurzZfR9BKAmAI8kcAi3V2dtp9BAAoeLL+awDwJPzpVheNRu0+gn2w+doOavtnLJS9f4b26jM7sz/J039ND39srFVurpdtnlHrv/7HU2OaX84DsH8GwBjkjwAAAN7S0yNdI54AgMLT1NRk9xHyjmq+Ti9xjfMDfmduKHcuuwvP8uuGGuX+65EJKdRmDH+kFfjwRwEKUwBoyB8BAAAAAMBBSkt84rU4CJKf32/lBD3nkzVfE9fmj4+uSMMKL/m1wzJbBJjDHw1IXLVzY9KJzybFa2uHPz62d7vJpwGAxyB/BLAHhj8CQK7QzddYOAMALrSx2Kd9k7qhoSGrTuIO9OYZNF/zmbrP6mXOBbX9M2NU/hjc+Qj9lpNnpTgvu/n6gy+vsb/iifiMgXMqovuvX4vsU7xH1nz9GOofASAT8kcAAAAAAABXkm+ecW3xY55NrUhxXs26ZfF6MiXteKnT2j9jGGP/tTEHdpexb1Bbfs3j/dhlvW/xfPM1RkACGID8EcBi/f39dh8BAAoYhj8CFKZYLKP2ueDV19fbfQQ7LC24t/nagWr99+w+Qs7xLJ+hMYY/ovkaANiQPwIAAHgUfjgP4Hn0jxnoHz+4H92CPZ9a439jb28vISQYDFp/Jgcq25L/zTOpDVJKtXlhKg9f0V0u35R+6+7fqnt6qYXo5deNNZs071dbPsMDzdeKUJgCQCux+wAABQrzHwEgJ2IxQshfrl9PCBn6u1+Tv/u17PXm5sPEV/LLX/4y/0cDAOuFwxlljz09BT71NR6Px+NxQkg0Gm1ra7P7ODnnK6MCIxQ/Os++LXbmjzTF/uvRKa7fMDzDH2meb74GAGOQPwLYA/kjAFgvFhsqKfnLLZtJcRHZsL750GOEkOZDjzcffnzo3DdD578hD9cy/Ndn/+WX/81/29zcbPOBAcAkof5RrHwUssgCjiBDodDJkyd7e3vj8bj388fM4scCV0WWZsmDGYjnSOVhMmfvefglrv0gXh/YldfV7SOTt8RrteXXdPjIelSBNV9HIpGBgQG7TwHgMsgfAazU2dlp9xEAoHD9Zf//O7RlM1lLN1dt/+X/9EuyRWqRaz78ePPhx4XroXPf/Oqv/p//6397u3HjxrKnDtNPQF0kgPtEImRgQKqCjMVIOIzxr4Ugo/iRkPTVCZsOUqB+Oydtqtlbdt+SZwYz88ex2TvidfvT8qLCsZkl8frVZ3ZacoBsIxPSRnW14Y8XqfCRFEbzNfbPABiA/BEAAP5/9u48PIrrTBv+fap6lbpaYhNajMQiCSRWqUteccAmsR0ySV4vEGeZGScWqO3YHjvJN7kmMwnj8STfeBJnG2xaGDvjN46dwdjJTMbEduwAMZhF1RKrhBYEEkiIRQKpWktXd9d5/6hWq7UL0K7nd3ElperT1afb2FB3P+c8ZMJTFMXzwk+gBWTJIUsO+f41sPWsoVBVHwBN88+bm/jjHz392+dfKT7boO/687ysBQmzphvVkflFB2XXcgg2WZapOpKQCWPTpm6rsPfsmQT5Y6yJtYXCa1cjB6RLj+JH35X+hxIyskqrL0eOafF1D+vXr9++fftYz4KQcYHyR0IIIWRiC4ePgYAsOdzJiViQggU3wWaLDNA0ze/3a5oGwGIxA7BazN+8ebmiM0/9+dry6rX33unesN7z8nYAivcwgP1FH+XkLX7a/c9j85YIIddq06ZJ3H/m+vzsZz8zDp555pkbns64Q8WPZGC/21cXOe5z80d0b359/51pfY8Z2vprQggZFOWPhIwB2vyREHKDPB5P5NhX4kUg4E5KkqXY8ClrVPjo96s+HwCLxSw5YqIvIjulbU4p/2SF55evbXvt390bwjtI/M/hX5YUX/UqJc9v2bgmbyMVQhIyAaxe3W0XyCm8BeSU0KPtdcPpMZwLmTr6az4TvfnjQ2sWjtZ0CCETDOWPhBBCyMRgZI5K0UEAAAeAQNBis/gbm2XJkSvF6gAAYcFNkaeoqmqUPUqOGKPysTd3cpKn/rzn37e5/z4fQKXptdl5Z+7LE99D6Lhy4bj3OZe87Gn3cyP61gghw2zSNcJuC/GhV0Tu27cvMzOzoqJiRKc0hsaw7bXfFjf4oFFxUZASdHWsZzGBDaX59Tu7Tw06ZsdH5cMxnYln1apV1IKGkGtC+SMhw+mtt94a6ykQQiYnz5bNiuIFuJy7GJGu1r//0LPjvTzJsTE5MTJSzUyzmkRomqqqAEyiKIiCXwv4tfDu+L2rIGXVp5yoULwn4m5RmtgR4/x9BWKVi1d5da9y9HlPwRp5AxVCEjJh7N6N3buxevWETiFjxK4tIFuD15A/Gp555pmKiorKysoRmNqY6lH8OIrhI4AOe1f+aG1vHmDkSEjQ1YuCZBxfZFICKH+8fkNpfh2tv+Yz3cbQ5o+EkP5R/kgIIYSMa8qhfZ7CbUbyGFkiHX6o4gxCuiw5hM4zgfQ5Gudaezv8fgZwzoOhEEKh6Gc1NjUDcAaCIucCYwDcKUn5Jyte2vJ/C27t1sEzXWbpslEI2QC8TPkjIRPMpEghb0RmZmZmZuZYz2KY9dj5cTSLH0fa9FBLkykcLzaZJPjHYA5p1vYaf7ixdY3flmbtGINJTChl3Ztfkx6oPIWQCGHwIYQQQggZI54tmz2FLwPcnb++R/gIQDlRITsdsuSInDELzCGKFiZA1xkgiIIoCDOmx0V+GQuxLRZzSNfBua7rHByALDkQCFYpfTSZva9ATJfZcaXh557vj+ibJYSMiN27cdddk6w7zdQ1qdteTw+OXj3jSntXy+baQGyfY850BpF9mi8FI8fVvr53OJnoopvPZM2d1ntAaffwkTZ/JIQMgPJHQsbA9u3bx3oKhJAJIP/RbyiKIucu3rblWdm1uMejLxb+FoGgLElg3dYkWgVBMokWQdB1PRTUg6FQY9NVTQsA4JybzKbYWHtsjM12qo4xBoDrXNd1d0qSEOBVXr3PmRgRZElRmaIoI/NeCSHDavXqnmcohZwUqO11f1w4Hzmuh2OAkcNlviMw+KBxLLr59VD0uf66tLorxp1qi69X9/7PLCFkQJQ/EjJsqLqeEDKMPFs2A3rvNdcGVW0OBDQAslPq8+mSKEqiyMAtoghA9bWqvladcxi/DIwzAWAAoOucc7DL8/osgQSQ7hJ0FvioaOswvDdCyEjbtAmbNk30FHKWtetWJbIR5JQ2qYsfyfA6ebYlcnz/HSkDD77/zrTeJ6Obzwxl88epZtWqVWM9BUImGMofCRk2lD8SQoaLoihG5WPv8FHTtMbGRk0LHDt0XJYkAGCsRwmkwSIIFkEIhELGgmtNC1y52qIFgmCMMRbuoA0wFo4gZclRfeTsBx7xQ4+1dwqZLrN0mR33XqBV2IRMDMa2jwOkkLt3j/6kyI2g4kcS8fsDFyLHC1NGo96zT9GbP2bPnzlW0xjn1q/v44tkQqYgyh8JIYSQccez5UUA/VQ+tgDcYjF3ixz7yh8BSKJoYUzzBywWk8NhZ4DP19be3sHe+TO6PztcCMkwPU076fW97+Efeqw9rta5CvskrcImZDyaNauPk6tXo88incm+cjAjI2OspzACJmzx45zWc5HjFrNzDGdyVh/xqG5BfNcXeKeuXlvT9nElevPHPvXY/DF7iq2/JoRcK+p/TchoW7du3VhPgRAyrnm2bDYazvR+qEVt5uCSI9Zi6fUnOGNdC6ujWBnTdF3Tgg6HPcYRavV1+APt5oBmRs/Bxk1SU43lngLtlFc/qfiCv5CaW3yuz4qRfSGbL6KLjtc+AAAgAElEQVTV59+5cyf1wiZkAti9G3v29FHnODE7YreFeIw41DRnEra9Tpwb/eNYFT/67XGRY1t785jM4VrNEXyR2PGc7pgj+EbtpauusOg4cvz43cc11zT+gdULep+cyps/EkKuA+WPhBBCyPii/GWvbLPJp+vRveeMpmmappktEKwaeF/5Y18sgmDhXPMH/BYmWP0mDUENpvKzHGC9VkEIAgLMf9pruncjfx96laLykPi7f2OSU4os8pZicPp0Zf6jX5dlF5hJlmXKIgkZj559dhIkjzEii+z82BocUv64b9++EZ7UGBl/xY/WjtHOH5eE6v8shDssXxQkhG7oaqnm1kjn673tM6M7Yk8pWWnxvU8OWvyI7ouvp6ZVq1bt2bNnrGdByIRB+SMhw4b2fySE3DiPx4NAQJ41E6WnsAN46DPGeU3TWtQWADaJ6QgGWZu8MlfZdQhIGvSakig2BgJ+zW+zwi4Bbx4wznO9VwTJkC6zSiU4z8vu2chOufBBYcjuZCtvW/HFz68yWwSbpHeo+NVrO21Wu6IoAfj2F310W94at9s9vJ8DIeSG3HVXHyf73Aty0tm7d+9YT2H4jZPixynrrhktp9vC+xucbrPeNaylfpmzLRUXNOP4D4dbPr9iLNenR5Sd6cq4h9J85qE1C0dyOoSQyYD2fySEEELGk8oKRLpal57Cjj8Zpzv87QC3dza71hEMIdDzuYxB6PdPdkEXAc7BBbHrZPSKbUX1ZXzKcW8BA/CnQgFAZp74xDYTxOBfDu43WxDQdLURTMDXvrz2qw+vfb7w/nvc+vy8wD7lj89v2UibQhIyfq1ejV27pkL4OGmNv+JH0kO1zzzWU+jyu311keNFc0Yk0NzxUflIXHZSoiIVQgyUPxJCCCHjiFJfH+5qbSg9hdJTADQtYLbAZAmvPeScr1gxH2aTp+58t+ebRPTFIghaILxQzXTyXHivRwbwcASptPgAaOwKgHsLGIPwwVaucw7gvgJRZ9qW7S/aHQCgdUCA0Gw53iQcSZeZ0ZTmuPfCLzzPUWtsQsYjows2mbB6Fj/6ro7RROC3xQ0+aOwko2tjR+8QFgf0aa61PXJc47cPPHi+o+uLwGp1Iq0sLKsZ5HdR9PrrrLnTBhgJ2vyREDI0lD8SMtq2b98+1lMghEwoO/6kaRqi2sVwrnOu5+amc3Ovu53S0+h9slO7CvOOA4jeK5KFL+xVfbqZGcWP6TLTWcCEGM455zxdZumycMLbePR4pTQDZgt06FfFI03siHGN+wpEI4X0KkcpgiRkHKGyx8mhR/Hj2OWPHVHNZ6wTpPkMgNtMDZHjQftfp1k7Rng6ALDzpDYKrzJE99+ZNvCAPtdfR2/+mD1/5jDPiRAyGU2kb2kIGc+orp4QMnLY2x/injybxABwXeecg4ExlnvLQmXvCU/deXdKVKHHmXrMTUKg27b8kig2Bjl697xm4BxFzT5F9WXnxAItxvl0mVUUddy9ERxgwH0FwmZF92x7++biZQyC11upMz/Qba3ZUleyxX7q4CdHf47vP+1+biQ+B0LIUGVnY926qZk8rly50mhBU1FRMQm6YI+f4kdygzJmipWXb6xjzsizWq1+v/+d3acGHlbavfNM9lStf9y0adPdd9891rMgZMKg+kdChgflj4SQkSOWn7FUneWcc13n4MwgsPwNa+XkWYqqKi1q1+iy09zc9ypsAEJp555QnZWPYCisb9BNbOX3WqJHMginvJx37hA5K5UFO0xepaq4uNLlypBzszfmf9Hz0nc8W74j52bLudknvJfQ5jQJFuXA8TfffHN4PwFCyOAWL+46TkiYHOFjrKmr4XWkEfbA7rjjDgAVFRXvvvvuu+++W1FRMVKTGx3jpvjxRrSYr2cLwiaTNPigKaO8vm0UXsXv9/c402fxY2l1V69wWnw9FHSrSAio/pEQQgiZEBzvHQg6eCjrJgbGGEPnLfnyh+5Qfvl7RfWFW9YYzCaYQ9ElkJquA7D/74HeV95a3wCzGJfdDnSllvcWsBeVwCkvW+BClcI/9FgFmG/Jy9B1PPnNh4KsDUC4NpLjkb9ZG9DwtYcFBmHzb39RVtz4xz/tOF6554c/8IzER0EIGZ88Hk+zhqPF3VpRLcuV4yxwu93Xd80YkQ0+qC/vvvsugIqKioldBemIj/5p4hY/Nlu68kdnoGWAkdODaiR2bBKd04NqjwEJunpRCA84LiYvCdVf96xW2i+/EYg1jmsDsbBfHmDwvBj/6Tarcbyr0XnXjIHexXBZmBwTiR3L69oXJscMy2V/93FN5DgrLX6AkWS4vPXWW+vWrRvrWRAyxih/JGRU0R88hJDrJpSd07PnMMaiV1HnujKKVy5Wdh3x1CF6FTaPsbLmrloJP+fgvHdz7MK6BkX1zZgWGzdLBNp7PgzsKYyv8oYEIDc34yvr1wY1tLS0G9cJBsDAQiEuCEZAwBnTv/D1pNXuKx9sDZ5S6r/2yP0WMWZuWvoPfvDssH0KhJBxRlGUjz5Ryg4f1DlMjN/qWqwGzfXtNuPRYkUB8PGBfJOAJx93y7I8ytObwOEjwLrnjxO0+HGqSZ/GT10N5+aRg4kluvlM3wNo80dCyLWj/JEQQggZR+TkJKWmFn017hRL63j2OT1rTo/z+RvWvnKlTTlcmX9SdScnRW7ueYyFtUXtcM/AxK7kUlF93haf1+dblBPbOqO5vEhY0+O6HPUnLKH20LKlGSuWZS7JytCDEAToQWaymMFhNiEQCAiCwDkXGAvpuiCwFmspY+zeAlbl4h8UhrRQe2Prqa999ctLly6Oi5953TVQhJDx6flfesoOHxTAXTmLl+cszslZDOD1M2lda4a/iEsnlYvlSkvlwc0vvbgsx/WtJ58Y2Sk9/7xx8Mwzz0zs4kf0Wnw91vxR/WfirtSO4Uz6lAy1HuH2MvVwuKIemiP4Ip1n9gcTozvS9JZmbY90vt7TMm2V89o++QXxQ9ooYKJ4YPWCHmd2fFQe/eOU3fzRsGrVqj179oz1LAiZGCh/JGR40KYehJDhkbEQNd1u6oyuMYwDDKYdB7Tvz0GvcopH//4h/vLOkr0nPPXn5eq4AuNs1CpsTddNtq6nFdY1FLX4QiJbkhO78nst7xf2MZF2HzKDtuqOjmMfHzn28REwcJPJaJwtJ83OffDTsiubAaqvDUAgEGACGqa9LTDBGJOZxzLzhPcK9eqijqR5DqVY4UwvObE7ZVZ2QkICBZGETHSKovxl/4Hyw0p08gigpjW2x8hZi+RZi+RLJ2VT7d7jJcrffP0bT33z8ZEuhHzmmWcwwYsfJ83i61GTBN9YT2EgaxdZfrE3vM5g/DeiGSLa/JEQMnSUPxJCCCHjiCzLyp7d0S2tOdejB5je/iT40G2dP3VFivkb1h7JXeItLleKTyqP/6ucm+3KzZJzs1ibX/MHwBiHXiTiSF0DAEX1Zc2Kr0u+sPJ7wd5z2PUjofK4EBfkZ3xttzglALLkkJ2S0qIqqg+AUlun/Oy1rWbTxie+KudmMcZCrK3Vp+k617nOEM4gdc7v2cje54Gqgy1Ws91sMWkqTquVp09XfvLJXlEQb7n1NuD6N4YjhIwVRVF++eJLJqbn5Cx+5Bvrox/6+FLfizFnLZKxSE7Hz6uOHd780otPPP7N0V+LPbHQ4uspYmGiteJCeLFC5GAMDbr4+qE1C40SyLLuXbDJAKhUhRBQ/kgIIYSMK8YNuaKqxhJsDoCDMYCDczAGobSOlZ7Vs29COH1kAEw8RoA5L3dpXu7Swm3vKMWlxq9CQM7NDvgDIc6PlVYA0EN+punOZe2Ha/0ZCT3bZFcp/OpvZ52quXKzFJs70yE7pXA1ozE3p9TZ5SbJU3deUdWtP3utOC3F/aO/CzHNJsFnKmUA51yPtM0G7i0QTilBQRR+8q/fMZvNABRv6dETleA4ePATXWi76D+49g5KIgiZSIzw8ZFvrI+UPRp6Fz/2sOL+jSvzdh8pOUER5ODG2eLrSa82EJNqvrYe059Oat9aaTaOq33mPrdRHlRmohVHerbZGVFlNV1Z9v13pvV89EzXb7Y+m18DeGjNwpGYGCFkcqP8kZBRtX379rGeAiFkvHN/+zuef/v/jRJII8djDDxqOymx9JyRP3JwBlh4txqZgvwHCvAAgMJt73Dox8sqL126GpvQcVNeCMAdX+0Iajj4lu1yLVvg6raQ+/1CfqbILsCfe9fyhx9ea/uf/YLVCgClp/uYZEpSOIWsqct/5Hv599+R839uj2SVxmwZY4wxAPe6xfcLtbfe+XDjNx4E+OpPuVZ/yuVrbW+xnNj2m99WKo0/P/ovct7yp93PDddn2IPH4wEPKoq390Oy7AIzUQ0mmQxWrcLu3aPwOj/9j819ho9DUdMac2fmzcuBkpIT7/3lwFDyxxiRtYXC/wW85NdnWXs10pqUxt/i6+ZpqZFja3vzGM5kGKWaW2sjLbCDA+WP8+xd/a9Pt1nvGnDZ8YL4rhY0758W7p2nDzSaEEKmBsofCRkGVFFPCBlGsizLOSuUksNKiyNX6iwmYsY2kAAglNaZdxwIPHSrCIuJ91ttVJD/gFJcphSfvH3VgpzHDxknAxqqi0ynDomCwDJkgYMDvErhs2dNry3S5NyM3NyM3NwMtQnaF+60OSQAyKpG2en+UkilxeGpP7/td/s+N7cyKQ8AjBQyHEECADJkdsor7C8qknOz5dxsAFu27WBNLYdKT3IwIcR0HUXvH/tO8cPOm7J/8IMfDMvHaPBs2awoXqOQVM5dbPyv7FoMwPPydgCKogDILzooyy4571aqxiIT2OrVeHbEe80rinK42JuXu7jP8LG/xdc9xnwtZ/GRnMUlJcrzv/R896nhT/8n9raPAGjxdf8SuHoRRiU+LgoS+t9H8Twcw7gj5NwYP4Z1tXHl5VDGzJ6rEMiEs2nTprvvvnusZ0HIxED5IyHDgPJHQsjwcv/j9/O//LCn/vzGpETZ6UBnCSTXwQTAiCB5rADLwNcp3PY2gJtzlkt6R5NwFIDZgtqjJj3I1j4pAmBglQoParhQ33rrLdn5G9ZGUk6Gzvui7PnIno+sarz9594vITslN+CpP/+/P2vY8Eb4ZGcEyXXAWMF9X4GwWdF+9tKv71ySpZSegiAgEJQTZ/LmFuMpQQ2HL3U0Xir5+vr1os3mfuqpG4wClbff9ux4C+DySjmSOUZzbwhvWqd4TyjFJxRFURSvLLvcj41sc15CJrTNL71oYrzHno/XqqY19pFvrMer270lBxVFHt7c3+/3D+PVxgwtvu5Hgq6i/9QuGb6oFthSJH+8zdRwVks3js/qjtv6fnbY3Kj+1zV+OzBsn3/GTDHSeWYo+eMX8mb8+L/DJZnl9W3AaDR7id7/sXfza3Ld3nrrrXXr1o31LAgZS1Nj/QIhhBAy0bi//R2YzV7VZ7R8AcLJY2Qhtvj2voGvULjtHQ7k5i7IdWVmBL+WHvwqgA89ttqjot0hpsvhpWGnvBBCMRaTpSD//4ADQLsKACZLSEfURvjZ8/H9fGTP6/1CslNyJyexgL73R87IScaMzLRrJ8gE0WTWReXkaXnFIvddt3g+k/eog+WnxBm/3PPiNmfO/utpcctNItraPC+84PnRj67tI4vi+eFznjffQCDgdi1zb1jfO3zsNn/XYveG9e789XJutqIoni2bjaJIQkgPHo9HQL/h46CbP/awPGexAP7RJ8P8r9tk+Pd3/C2+nlLSrB3X98Rqn/n6npg5u+vbxD8cbhnKUxbd1PWvW3ldzzLPk2e7LnL/HSnXNysyvKhghRDKHwkhhJDxSJZleemyg22thXUNhXUN4bPGKmyAQehzQbRBKS7b8Pi/FhWXunIz8jesNU5O15eZ9m+oLXImpvOQ35Qe/GsAVQo/fyTOYjE/tmGdwO0ijwlpYlCD2cIEazDAWgNo7ZZCPrgGD/axzkh2SrLkOFnSWqXwHg9x8CqFH9g0o1lz3OJavPErf+W+eblccS5UVd5jpMmCW2bZvhbv/OlNSbLdrhQX53/5y9caJSiKkv/lh5WSw7IkbVuUKT/1tSE+0Ugh5dzFiqJ4trw4GSIMQobbJwcP5eT0vfL6mhjLtI1LlR0+OBxTm1TG5+Jrvz0uchx3pXYMZzKuzHcEIsfV6ugtLlx0k+P6nniydqDfToM2vyaEkOtG668JGT1Uck8IuSbu731vz9988WbnLKXhCuoaXJJDdjqMVdiccYEx9vYu/uBdPZ5l9L/mQH7+fbmujM7TrMRb+cq2PzIwHjQBmKEvm6H9+Hd//OeOxta8O12unCzOuQBzu6+dgdmkcIyoM02HJvKACZ2lFtnz+9wOsiAlUTlZ9eefmtPfCIZfkgFAlaLvejFGEPzyssxHli/iFWdx7mKAtfb5lk0WmCxM07RHZsXLkuSpq3vx3//dMXv24qwFivdIeFAgiED4fk9euky+557oxZueF15AIOBOTups1X1t3He4lHbN4z3qeeEn7m9/h7aDJCSawHp+wTAM1wRXFGW4/l3bt28fgM997nPDcrVxgRZfjxvzYrpa0OxqdN41Y0iFiuNNWU1X76CstPiejw6h+TXpYdWqVXv27BnrWRAyAVD+SMgwoHJ6QsgIsZgtLUsuL7VKRTWqovq8qsMlOVwOBzjXAa6HIgsZlOIyb3GZkTy6cjMe3XBf9HW2vbyzuLhSR+DTbv97hdyKWACebTukanYpxL+5cb3OOQBfazsAm6NnxBBiWgha146TD64BPuojgkxOLKxveL+Q31sQWdzNd70Yc/OKxbkzHMsrT3b8z7mgxuzT4xnQoQJAUOvWg/s3Lc1smlTU3ILmFh0cVpMQ0tWG8wcazrcFQwA+tXwRgFubVEX1KaqqFHuVYi/MZnnpMvf3vuf59rcQ0LrCx+xr2biq9BRKq1F6Sgbcs2Z56s8rb75B+SOZqHbvxqZNw3tJY/H18hsufoz2yDfWlzy5aRjzx7179w7LdcZY1OaP42Txtd8WN/igieOs7pgj+ACkmtq6+l8HYmG/PCzXv3ee/lJJeG/HSCNsQgiZ4ih/JGTY9ChvpFCSEDJcbv1J20wFf/oPHOpoNbaDdEkOcOitKq5cFQVBKS5FeGV2j7JHFHsrt23bCSA3N+MeN28SjqAQcm62UlyqFJeG2jtucUp4+yM8cJemBQKBgMnCTNa+S5wCrLWrELKvCFJ2OgrrEdsYB4SrQi7+l4WFsPxM1fImm3GGc6762jQtYLS5sVjCu2W9Fgp8fP4iFwRLU4sgCACsZhN0PXNa7LkLjbMs5hrdD7NJOVEZCunFZpOcnLAtJQmAp+48AKXYu/nJxw/VNdwe5+yqfHzoM0P9iEtPYcefot6IJKs+pabG88Pn3P/4/aFehJAp4MYXX/e2/5Di7r8JdqyJtYXC/1GKHAysoqJiArfAHpeLrzuiFl9b25sHGDnKLgpSgq5GfkyGGtV/xuGKGjlH8J3Vww+di+SP5ja0D/ISe1qmrXIOTxVqj/4zw3JNMj71vjGke0NCKH8kZNhs3769v4fmzJlz7ty50ZwMIWRyyM6bflxpQAHSZZb+GgD+XmEovlIqqm8FR7ChI3SpiQE3zUnw+Vpf+GnXHfy2l3cCKC6uBMChP57/sJybXYnX3yvUAcQ5HZ5tOzQtYAmF7398vvZAIKDrPLLyuk8hpoEjHEFmzetdAilLjkPHW1cCAHb9SKg6E8x1mnKd4fBRDwkAR/oc55IF4qJwK5vf/mHXXu+JFrU1VopljMm52czY5jIUwul65ex5ALUdfiYK9pDernORsflJs7y15z1JIZcgusMpJIrqLwiiAF3v/OwGKX7UNM3vD29taTtSLnY2yjEadrtTkjx1UI6fGMbKLEJIRE1rbFpsK4CcnMVFxWUDjIwRr6F8bN++fZmZmRM4fOyx+ePUW3yd7q87ZFpkHDeZJPTVzDxBVy8K4e+ZLjIpAV35Y6Th9Q1Ki2qBPbD5UjDSdqbaZ8aAceagDa/HXPT+j1lzpw0wkvRw2223ffLJJ/09yhiVwRJC+SMhw2TgvR1vu+22t956i/Z/JIRcqzjkAH98rzB0X0H4puW+AhFouxUAwBF4zxOyIr5CucjAHn/sF9HP5dBzcueZIbnzHzLOZAS/BpQgZPpo9yEA6QtSa49XFqQk6sdPBe5yMcbYEDZ3CzGNc5gRi+z5APD2n43zDIyDA2AB3ehCU3Fcl532/JQ4AEENHSoDuMVitoXDRw7gn376Wm3dBbPFfNstywRBcOc/GP47ems7giH8/A0sTAfgqW8AoKg+iEKa2Xz6bIMuCPvqLxQxKKr0WEryxuTEXEfs1voGxdfqaWpyT+931ypN0/x+v6Z1NdVxfnBArKgFws3FjaXoYMwlORRVVd7/I+WPhIyoYdxWcunSpX5/X5EVISNjviMADCmpHMDnVzhfeD+89LvigtbfsPL6toXJMTf4WkNH+z9ek5tuummsp0DIeEf5IyE3aui19JQ/EkKuldvt3v/oR0Cgz0cZ2GfdJp23/NXfZl3au7Ts5Blj5TJjkHOz5dzsHuP3HzxaVaRLtpnLlmS48x/ybNtRw8F1DsDx3v6OL9yq93vX043ONPBYAMieH8kfjX4zLsmhqL5TXlgaRSHAcxOsADpUIahxAFarRVw4V1w0F+DKscoPDxw+f6np5rwlck72rbcsFaKrA7pXCriTEwEoqs9T31ArhLJmTiu7fEUwidaQrrSoHlvTxmnxsuS4eWG6p75BuXDZA7gf6mM9Z4t6VdMCDIKx7ltyxACA2RR+OcY4eLgOknOXI9YlOagEkpCRYBQ/GgL6sBWFHTt2bEIXPwLjcfNHdG9+fR1azM7I8ZzWibokaJ69q//M6TbrXTOG+sRTV9mC+OsM2Rcmx5TXtxnH5XXto5k/kiHatGnT3XffPfCYdevW0fprQoTBhxBCBjSUP0vozxtCyHXLyVtcpfD3CvvdKEpggsVsWb504cPr7l3/4Ge++vBnv/Klz+bmZOmcG1ma6mtTfW2NTc0HleO8I3bl7Tm5OVlbtu04XlYNhJM+c+VZa/VZdLaFGZSOzqgye17UaZbndHKzCKDiuJ7rtOU6bUb4aLGYLRaz3x9gmakA2/rmu5t//d+V1edyly98omD9bT3CRwCBYO8XlSWHOzlRttnKLl8BY2lmsyYKaTZb0cVLxraYANzJibLkUC5cVn7/YfRzNU273HhJ0wJmC+JmmCRHTDh8fLvbLpYMTGBMYIwJDIwVJCVyLbBz584hfSiEjLnVq8d6BkOSFtsWOS4pOXHnrcOW799xxx0VFRXDdbWxN27yx2hxV2rHegrDKdXcFYXvbZ9pHMy1di2jjizEnhtzDaW10YFj1ZVxtPa2rKbrN1VWWrdY+Z3dp7oeouLHEUC3hGSKo/yREEIIGdeedv/zEtfsKoUbi5r7JIjCjBkzLBarxWIJBIKaFrjS1HylqbnpSnNj01VNC/j92utv7jxyrHLOnMSPdh8qfOVtxVt66WITjO0OwxHkNdSkhCIlmQ+u6fEQA2u96BACDEBQQ1DjokkEoGlBi9lkXbyg+HjFwSPluSsWff2vv/DNgvUA62NfJLMJADJTe5wOR5CSA5xXaxpCeoJTAtjWCxcjY4xiSc/vPoicaVGvtqjNAOwO2CQMhRFEGp+MeOWix+MZ0tMImbxkWQ5y9p+v9rvbdXRJ48BSY8L5Y0nJiWGYGSH98CIpcnyT0LU1ZKQRTX/SrB3X94qRvSD7E70F5M6TQ1t0MGIWpcYPPogMDZWkEDIoyh8JGR60tpoQMnLW5G0EUOXV+xswXV8OQJIckiTNmDHDbrfrnBu/wDjn+tHjlYePldttlouXmly5Gbm5C17yPPmpVUujcz+h9JzzgwOBod0NiYi6xYoqgTS6UbddtDMIG1NmdqgMgCgImhY0m00xsXbGmOeNdwH89Zc+e0v2AtbuF/qsCzHyx4ye+aPBnZzoTk406Tx1Wpxy8XL2zGk8pG+9cDES0LpTkhAIev7hBXSuuTZbIM2AyQoAIUS9yV4tdKIJjOU5HZV1F5SigxRBkilOluW+/229RmmxbZGk8kjJCR3MPUD3azIO+G03tPh6lCX304JmjjA8rWl6m+/o2iOlWh2G/c0qGmgPU0LIJET5IyHDY9D8kQJKQsh1k2XZJecMsAp7hr4i+sfY2Ni4uDiLVWAMohknqyp/81/vQgitX7fmpZeefHTDffkb1kYGKy2qsfaZc5gqzjre2x8cwo2PAEvXD1nzejza3tIGGA1nYBZFzR+wiIIj1s4Az0u/5W0df/3ltRYmWAWBBUNo66PMRDeJ3CT2lz8CkCWHLDlqfa2pNmvZleY0m1W52lLUuQpbdkqyJCk1dX/Ze9AIH3uUPQbZUAu1AGYShdQ5iUrRQUVRhvwsQiahrBW33HjFYqT40aDzcbQ0dew5xmM9WkfU5o/W9uYxnMkkljm760/V8jHKH6n59cihO0FCQPkjIaOAKu0JITfuafc/u+RlVQrfvCHYYyH2dL6893iLxRLnnCEI7D9f2/nKr3ZqgcDnvj5jSVZGMKryL3/DWphNkZ0TATAGS+U58zv7r21yRiNsAICiqvLiBQgEc2Jj/JqfCQgEQxbGJIC1+xVfq1JeLdtsq/cclk7XhZ8TDIeqvLNmU9d1cM7tVm4S8bmV/b2sOzkRgWBNIGCswubA1suNkRpRd0oSgKN/Ke4dPnZ5+6NB35xxHWOCyqG9g44nZBJbc7usY6Al2HfOujzoRSLFj//56vaSkhO333LzsM1v4mPR+aPvythNZFxbEqqPHF8UhranxrVLi9oCck9LOIybF7UF5K5GZ8/nRLl3XteShVNXJ17ITvs/XpNVq1YNPIDyR0JA+SMhN27QeJHyR0LIsHja/dzX3Q8J3PJeYSi6EDIj+Ld9jle8J15/870jxyqnJ1iCvO1/X7n0+tYFjgEAACAASURBVBs7D+6v7NFhRlFVAGCAkWoymMrPWf7lGv/DFd2FZlocwAKBoCiaRAjg3MIYwFgwtPXSZa4FC5ITGYB396Kys4lBIBjulmP8YgyMCYLAYu3Imtd7F8gId3IiC+l2QVAam2TJwUMhRfVFemfLklRy8rTJ0t+zr0HCrOly7uL93r0/93x/GC5HyCjYvXvYLynL8rIcV0nJieuugowElMZF5i+RafE1GVuppq6C3NpA7BjOhEx0dFdIyMAofySEEEImjLvlv37tlbeWyIlGIeR7haHdnj5WSHle3u55ebtn23aluExta+axjQENoSCKiktff3Pn09/5xZbNO7cW7tz28k7bjDjOcai5hXeWVBrZHddh+Ze3hNKzfU5D4L0ivax5MDZ/NJtcuVl6SAfnoWAoGAxZBMEqMACepiZwXpCcCCAcEL4bLifkWsCIHRljgiAYHajDV46x4cE1/UWQxipsH4CQHmcSEdK9arcdvlgwePR4Ze8ndtsCclCBYAe7vOax9vl5Qa9ylFZhk4lhz56RuOq3nnxigBLIgVvQ3Dnrco+dH+/71K3DP0Uy3PxR669tk2X9daQFTaq5beCRg5ovBSPHg/afGVu/+7gmcpyV1m2xf3Tza3J9KF4kZGCUPxIyDIZSUU9V94SQ4fJdd+Hfub+/RE6sLjJXKsH8xzblP7bJyByNY6W4VCkulfNufeqpp2MlW9v5eLsEbm2dd3vz7OWXp6e1FXlLDxwoPXCwtKPdHxKFwvoGowM11wGACYCxHeSOA6Yd+/tLIbvJnq/Exyod7fLKXDk3S+P8qF9jHBZBkMTOv2xMcyIQlKXuXUd3dq5oZkxgfTXCZgwmExYvGODFRV3XOG8OhgCwtCS9M0w1lk4XF/eRPwLQEejzfA+euvPcLM7Kq2xiR9JdAoCPlJeH8kRCJqsnHv/mAI2w02L7TnOi284YK6+X5bhkWR726WVmZg77NUmEtWO854/J6Cryr0e3P3GiW9CcG6wF9tBF958Z1NpFXV/gVV7ue0/naF/ImxE5Lq+/0ah0iGjxNSFkJAxDfy5CyFBQ/kgIGUayLMuyDDcURYkux5Pzbu16FADwpPvvf/azn2SsZFVeLoi47eEOoMMmYW/hrFOHAxzmOQtT60vPbK0/X5CSxHVurH4OL8dmEErPCaXngAN69k169k169hwAZvSxQs1TVokYW0H+AwC4maHXXZWxRLrn2YparDUKHwfcHmtJOsrP9Nmr2p2cmF9e5dd1b0eHLDmUslMb0+f3HtabzrShfQ3LOfR0mQFIl1m6lx1XGob0PEImKVmWV+S6SkoUvLr9kW+s7/FoakxbTWtMj5PRlY9G+LgkR/7Wk08M+9z8fmocPO60mAfaJ3HYJfXT/3r0LYjnkZ0f3z8tRO8IOaJOnm0ZnRciEatXr94zWMn5unXrqECSTHGUPxJyQ9av7/nXbkIIGU3RUWN/A0SxK2djDEZ14G2PNCYUCWdPdJwpCiTFS0VX1VyHKjsdRuxoDON6+BgIB5F69jkGETDhwTXRr+LZtgNAQf6DAJTiMqdT8rdf+XVz82PTo2ooQtd762WEoQ9+GviwzwgSgN1mhd7H9WVJKirue02ZwC39XS0KV1Tf8hWJQDhzTHcJVUrI4/HQpnVkKvvWk088/0uPt+RgyZObHvnG+pycxZGH0mJbP740M3pwJHwsKTlhVE2OUPiISZA/Orq21OANZ8ZuHl2ap/W7A+9Qr2Dpyh+dgQkTjc21ttf47cZxjd8OXAEwz+4/3WY1Tp5us941o9+nX6vPr3C+8H54d9SKC9eyQwjAGDt5zrfopvA3fGW1XRWgi+YMNfyNbn5NrtWg/Wci3nrrLapKIVMW5Y+EjDj6posQMrYsZisQrjxiIngQHSqkGfqCPKQu76hbHvzzNptNtBbWN4Alyg4H18EEMAGcAxwckYYuEErPMTCAoXQbAGTPQ9Y8zyfFSnGpnJst52YB+PefvzIjfqbGOQBj50cAnqZGCEIf9Y8Adu7FF1cP9AYioWn2Apw8A533eFyWHAdb29BXAeVFLeALaq/+w6+8l5sB8FAIoRCAOQvnCDAn1HVVMkb1uY7gHBzA1Zl1gGicSpcZCtGMkoEmTMgU8N2n3Ioib37pxf98dfuRnMXRhZB3zrpsRJC9yx51sKwVt3zrSYrvJyTruNz88aIgJejq4OP6l2pujXSe2ds+c6X9MoA0a0fvkXNj/Gjs4wrzHYHIzo8fnrd/Oqm9j0HXxWq19vfQwhRHeZ0PAOf85LnWSP544x5YPdCeJ6Q/Q7npo/yRTGWUPxIyDOhPEULIOBdZ3Wyxo70ZTEC7CpNVD2hIWRw0mXl8eltzlWNrfUOx5NiYlNjZgxocAAfnkUJIhqicTzlwVPEeV642y7nZxsrrDY//q3Oa9araGG82H+3oUNrbZbs9Ml6WHNdZA2lEkFnzkDUfpdXgPSNIABDF6J88deeVtjYeY3PA7L1wRV6Qql9tCTU2g7Hi9vaaI9UAKgCnyaQ57ADyz9TIC1JR2yBLDtkpGe+7sK5BNzNj28eIdJmVFjWB8hMyDq1aNRJtr/sjy/J/vvqrn/7HZm+Jt+TJTUYVZHKWy55+K4A7Z11uqji0q+QEACN5XJYjf+q2W0diz8eIY8eO0f6PU0GCrl4UJOP4IpMScEP541hhTKi8HMqYKQ4wZsKX9BJCSCfKHwkZBoPmjxRQEkLGkCy79il/Mo7NFgRtgC4GtZDJCmkGOlSWuiJYe9i04bULh7+TotT4ilqqCpITZcnBhPBekFwPF0ICPBJleurOK6oKs0lembvxGw9wjq2vvBPSdc7a40NmVQ+JQI/8sW8VtYO/B+M1OZA1D2WnAfSIIDm4q7NIRFF9W+vOA5Dt9o6OwKMzpjviHb5GVQtxOCQAj8THQ2C/UVUITGnxod2/5tO3NqutytEKAEpTkyzCHetQWnyK6svOcaTLPXcT09m1LY4jZJSsXo1nnx3l1/zWk08YG9F+fEABECwqB94AsF8MmRjXwQDcmieDmUZ614Lnn39+RK9PRsf0oNpkCmeLVdaUdH/dtV4hGb5I5xkvklw4bxzfZmo4q6Ubx2d1x23DMdv+WK3W9GlaZP/HyAGAjJmi0XmGc33Q/HHURHrO0ELsEUL7PxJC+SMhhBAy2TETgKQMVCsiALuEtmYdQIcK8wzYJD5fDtUcNn3osa/5cZ3Ta/n4p3Fbzzd4VQcAl9OR53RE1mIDONTS4vX5lBYfY5BXLHKtucVbXFb46jvHjle2d2gpSQlsejCuKvZ449Vkk6i0d3iamtzTB+ukWV6DnIVDei9Z8/DA3Xjnz32WQCqqb9nMaUb46J4+XbbbGwMBnfOmxhZwbhEEqyBYBAFmE2Js7ngnOFccqqe+4aM/7pWXZGx7/tsAPL/5g3K0Iv9Sk5yWrJtZ0j0q+lzaTQjpZGxEa6SLHo8n+qHR3Cn1u9/97he+8IVRe7kpwm+PixzHXRnC10WTmtVqNb6E432W4Ufx+/0L4kdlTteirOZq5Pj+O9OiH4pac02Lr6/HqlWrBm5BQ/UohFD+SMgNGfRbLGpQQwgZc7Is7y/6qOmcBoSqFdN8OWi28aAKxoxV2Mi8LVh7RKwuMlW7TPNlbd5vLn1UaC/6C+M6FNVXWAfZ6WBgAIpaVJhNIV1PnBZ3ukUtqj5XVH0OjLe1+U2imLtiEROgHK02twcYY6l2W6rFrLS2GVWQSkuLp75hY3JiH1M8eXrw/JGxcBFm1jwAEFhkI0jj/y4FAgA+uXD5rthYI/FUQyEAgZDOAIsgSKJoJI/dPhzJsW1huqe+QTlemf/Uj9z5D7q/+nllaflLv/nfg3UXFjljexc/wuhdQwjpC7VmIhOOKIosyAaNFAH4/f659o5IC5pdjc67ZkyYjjpkFAy6vSOVQJKpTBh8CCGEEEImMlmWBVhSFzOAVSsmAGYrzFZwHUENHSraVXza7QfDn7faqxUTwNYUtP/Nby797ZuXHMvbWkx8V5tvV1vrrrbWmKSZMTPjf/XrHz37s+9sfPT+pUsW6FznnAuCYDKJy5Zm1LeUQwwBSGKCovrk+DgASnvXTvxGJeENdMIGADxwd1dnbkBRffZ4CXZbSGCLrZYe5ZZWQZBEMRw+mk347O347O146mE89TDW3oGMVADu5ER3ciICQc+2twEsW5Lx4399So53Vjb6Cr/Cq5TBb0oJIYSMN5ENQwYWCoWGEj4OILrhTKQRzY2oaOja9nFhckzk+H+K+mp/Q8YNihcJGQDlj4TcqKHU0lO9PSFkbN2Sd2d1kclYgm1EkHYJZhs4h8kkBjW0q1j9qB/AmWKzIDChU8E/Zf36//7D3/3dg3d+aunqT+W0tbe3tbfnP/7c40//2+tv/lEpLtO0gCgKVqtpQ8Fnly9NP13WygAmQOXhjNGdkqS0d3iarixKma2oXbWE3W71KmoRCA7+NiLNb7LmIWuekT8eUn0AWi5frW5uYWA/SEjovDbXdN0sCJIoWgQBAGJs+MKnkJFqZI4AkJGKz63E2pUAZMlhRJAvvfimGgqBYaO8qCA5UQiwy7+NvYHPnhBCJqrmaamR4+tuft1idkaO57Seu9E5DdgSuochpopGw2tDpBE2gDRrV6q4p2XaEF+0P++fHuTWO3N2V2V9eQO1nSGETDaUPxIyGih/JISMLbfbDbCGSgFgH3rCd252CTFOBIMhQWBBDUmZwbTloeoi89b8WCOjnBXKWxD8CmPMlZvx6KP3PfLop1/c8kTk15atT2579Zn4FK2tzb98WUZOTnr0Ky6OjYEoKKpPlhzulCQ5Nqbo9DkeFTv2vCl858/X9pay5gHgjHlVX0hgK+OcAL4ZF7nL5WpIB2CLFL/E2JAxpyt5jJaZGokgXZLDe7zyjcLtNgmCANnpkCXHsZq2j3/kiAyvUnh23mA7WhIy5kaxETYhwyjSfAZAn81nJlBL6AXxfQSg0Q1njEY0ZBJYvXr1oGPolpBMcZQ/EnL9aG9HQsgE8uRj3xW4OSFVAPChJ7wHosmCuBkW0cQ4B2PC7V/23/FVP+f4cIv1I49jur7EGMYEZuz/yLsvnGZgl2tEwdaWknfxknYSgB59JyWGb7FkyeGek7I4xh4SWGF9Q+TxbhfTh7YmOzyRcAkkByI1lYyxSK9tv841XbcY3WaA8Mrr9Dn9XjYzFWtX6kBBciKAwxVnfvzCm1s/ObahtFJpVrWQfrio+aUvhd4rDP3XcyEAccgZ0mwJIYSQ7saq4fXJ2quDDyLXa9WqVWM9BULGO8ofCRlZtAkIIWSckGU5Jy/rUi2SMli1IkYiSABxjnin5LCYzQDmLA3+3U/SF+fOPlNk+Z77T9te3hkexNAVQXIAeOXl97a9/Mc5S0IAkm89dy72nYrZP3RKEhAeINusiurzdAaO/zQ3ddHsmYrqU1Rf5O8fXZUhFbVo6xjaWwmXNAaCwcK687ooPJ44u/u14AuFAEiiYJzlMVZ89va+ix8jMlNZRqqi+oKc+zu02qOnvfWXZbtNtttusdtlu1022Ws/ZFcPM72RoalpaFMlZEw9++xYz2AMfO5znxvrKUwe0c2viWGevav6MtKIZkIoq+laQZ+VNv6ac08KQ7n1oxIWMmVR/2tCCCFkqnja/dzXH/1qQ6WPgVcr+NBjmy8HM2ULAKvFYrVYLBZzauCLs03Llj6KwzlnXn7l98XFVY8/9gsAubkZ6Iz4SoorOy/JNB0LbmaMgXPsKYxnCEE3pSTGKOd8Ly9Kh+2qcvGysQobwN874x690FhY35C3MJ0BkeXY4UDxD3/Bl+4Z/G0wgENtbStKmq6ovlsSZsqSwxu1s6Sx8loKV18ybhK5ztnA4SMAoPDMWaXuvBmQY2IWWy13O7rWXKshXdP1r1niXrvcXKFpuw4d2vXgg4uXL09ISDAGUM9fMh7t3o1Nm8Z6EmSSiLtSO9ZTGCW1gZhUc1t/j86N8YN6wBBCyLWj/JGQG7V9+/aBB9BOH4SQ8eObjz3zH1ue15lmVEFWK2KNLN5XAADxela8sMhpygTABOTIc1+Sny72Vh0pPhOCv0gp45xzgAHZyxOLDlRnLkpKiEspPn4EAOeoLuYV3o4Vy7OLjx2tD15lMCstPpfZpJhNkfwRwDcTE7ZcuuSpb3gsORGdESQ3VmToOto6EGPrb/IGTQv4/ZoWCL7+5k5ut26cFg9AUX2uWdPRGRRaRNEihFNNZjHhcysHvqZytNyz7W0EgrLkcDudfp37QiE1pEtiuFJTEoWfX7lyLBRkoRDAJFF0SQ5Un9KbLharPgD5RQdl2QVmoiCSjKWXXup55tlnKYKcxIxOLBNoP8RxK9XcGuk8UxscKH/sz3xHINL5+sPz9uiO2IQY1q1bR2vjyFRG+SMhhBAyhciy/ORj331xy88aKn0JqbhYq1cpfJ+eZuXx+RvWAuDgvHtvGB3BkuJqCPpyV5KfXS31NnXYTy9ZzWqU5pqqZmYOD6706joCM+7wpgZjzpRpZjPzqr6ClESvyJTa8576ho3JiQBkyTGr1ae0dURCSR5+FbCKWlZajeWZMPf79xPV16ZpAQBvvLlTCAQ3TpvGO8snWUtro1MEYBIEqTN8BDg3m1g/VzN4fvMH5eCxcPiYnAi11SowXwgBXVfBNZ2f8Ptfa/WxkJ4nOYy3YMw8kDGnY37KlzLSKk6dO3K0XPnLxwA8leXy7SvlBx+8xn8yhNyw3bvR+852KpVA7tu3b6yncD0i3ZyvI0Yc0eTRbxuGxdfRza9JRMZMMdJ5ZudJbe0iy8DjyYSwatWqPXv2DDCAqlLIFEf5IyHXb9Dvr2h3D0LIOCTL8q9e+Y1ny+Z93j+J3LpgTsZxby1HffFjlQByczMia6KLiysB6Ajo0D5dEFrgOsMYyjaIVUro3gJ2z8aOvf/Fj34QrhA8XWRakBdMl9m+10QAC+bFKBU+V4uvwOnA7JnKhcu8vqEgOZEDcwOh2mDQU99g5H2ssxENB4IVNR3zU6w2q6V7FaSmBfxawEgeT5RVv/b6HxAMySZznuTgQGF9A8CzLBZj2gLgiezPKAjwqTh0BIeOuL/6+d6fhnK0XDl4TLbZ5FnhVFETBNWvGR+CpvPt8fb9FRf9ur44NsZY+m1sYYl4qWDtnVbOtVBwyaK5t529iAXzPXXnlZpapf4tubzc/b3vDfc/OkIG1Lv40bB7N4bQmHUS2Lt3L4CKiorMzMxRfukbqUMct9WLHVGbP1rbmwcYOYBmS1f+6Ay03OicbtgcwXdWD9fj7w8m3mZqGGDwXGt7jT/c1qzGbweuXOvL3TtPf6kk3G3m1NWBvwvD51c4X3j/snFccUGLnF+YYi+vD9djlte3ATOudRqEEDIeUP5ICCGETEXux56QlVs9W16sPXtegDl1TiqA6rOnvcXlIV3nnIdYa8YtABcWuNgCFwDGAM7xmQL9T4XiKa++wIWVX2JH/wQAp7ycMx1gVQpXO5qhm05evGo2WwrrG2RnustkMiLIwvoGl+SAKMZwpE6LU64055dXuZMTZclhrMIWK89q9+haewfaOyzWcD2IETsafvNffzxyrAJAzryUxwJdHbRDgpDniHn1StNRMDDGLCYA8tJMADCLyieHEQjmHzwGs0nOzYoOIpX//QsCwUj4qKptWiAAwMrY722m/a2tbacumxksoljb4U+YNR1piRAE5Wg5VFX5h58CWL4kffHi9Ds1zQy4U5KUFoei+pRir+fb33K/8NMR/sdISKcnnsClS10/ZmejtDR8vGfPFMkfDe++++7o548jkiE64uGjhsVjKc3ad1e0eTH+SOeZXY3Ou2aMbK66MDkG17Ll5MmzXfO5/46UEZgRGcj69esH3p6LlmCTKYvyR0JuCFXRE0ImLlmWt73yK4/HoxQdrD3bAHATbHLu4ouXmiprygWB3bMhXNvIGIOxzpnzBS52StZPFQkvKaF7NgqCAACnvACwwGUc8CX3tJ/4yJKdhpNVKKxrKEhJlAFYzAfqLiiqL09yyPFO5UrzmmlxH7Wo0YWQENi0XUrrfbcD4Dy8sttsNgE4WX6m8NW3AbiWL7o5e4G8bCF27kVFbWF9g6L64hhet4vHLnMWCMh35MhLM8LhIxhibchfp2z+rVJaBUDZV5J/8Jg7/0F52ULPi28qZ88b66m1QNDf3qEFQxaBWcFeddoOnKoVdX6r5ADgTk4Mf2qP3I8YG3RdKS5TSsoAKCWlh49X2dLn3gYwQHZKslPy1EGpqfH88Dn3P35/VP5hkqntpZdw4kTXj7Nm4cUXcddd4R9378aqVVMhgmxsbATwzDPPjPVEboDvChzTjEPmiOeUP5LhU1bT9dspK406mxNCRhvlj4SMuEEb1BBCyBhyu91wuwF4PB7jTEKi1OEPnr1Y/sFWfp9bZMb+igwAdOic83s2sg+gVyumD7YGk9JiTymt82UOsHSZVXoDALv9y/7g1fgjStuKpDjlvM/V4pOdjo2xsc446bwoFDWrAS1gZrgaDG1Ln+9pa1XqL+SXVwGQnQ5XvMPliIERPjK29ZW3ASjFpcYU5Nxs91f+CoEggADnJapPUX3Zs6aXNl31VtfLkqPg3pvZZ2/vensCg8kEQH7iYfmHrwBQWhye+vOeV97OSk0uq6k3ok+1tV3TAuDcIgjlfr/Hp/ILoVsiqWj01YyF4YzJdpvccBWAEit56s+/evTk0ZsS3baY8KeakuSpg1JyWHn7bdoLkoy4HtU0xl88Vq/G7t3hM1OjBHLGDFqXOpz8Ueuvbde7/pqMT4tS48d6CpPQ6tWrB97/EdSChkxtlD8Scp1ob0dCyCTTo3Hzzz3f9ypHTylIl7tOCkzgjHPOH/zb7EsLlh0uV/bvrbI5oHXogAjglCLMl4MAbsprPHnQcbit2ViFDSS6HI6HZ8/a2nTV1+G/Y3q8Ggopqm9LfUNBcmLu7ASv6vP6/Uprm6Ic49+sRGdXGYOcm238r5ybjWYfAE3X1XtuLXz/Y10UDl9svMMpGWWMPH1Ov+/wHx/FD1+RndI2p+SpO19UVdvOEGcStUBQ0wIWxqyC8GrQr6gtCOkFyYmy5OgWPmbPx7pPA/Bs24ErLcqRcoQi67+RwLGrqkaxmN2Js2WnBMCdkpR/UvXseGsb5Y9kRPX4C0lkZcamTV3545QpgSQjxNpB+eOEl5VGmePIWrVq1VhPgZBxjfJHQkYQfbtFCJm4nnY/9/X8r71XqKZ72X0FYuQ8A2OMJQiuua5Fea4lQuB3ytFirT3U4+nViimkh0QRcVmB5jJzYX2Dy+EoSEksmBGvNDYdbVa3LUz/Sf15RfW5VF+kozSAwvY2ln6Tccw5XDlZcm4WY4wxBsCofATg5/zXv93pF4VAh/+u+LjI+miePqdbaGi3dpvWA3fjnT8DcKck5TpiC+sbms1m1dcGzsPh4+UrstOxMSkRgIDOVjMApjsvHj5R/t9/Ejk36VwQmGyPgd6VPyrt7Q5B6NACP689t3bWjK/MTgDgTk7y1J+njSDJCNq9u9u2j7Nm4fHHu36ceiWQZLyJ7n8dp419/5mp7P4708Z6CiRs0D0iCZmUKH8khBBCSN9+te11z5bN+4t2b1YC9xWI6TIDMJ0vn64vnyGsgAQATz/xNz/85aXzzVXgPZ9usiDbNf2E0sRitIWz45Vyn3Kyyp2SuDExYWvDRU99w2pJOulr21rfUCw5IgHiY7GxuD2XZ82L7P/IABaphgwEAfzlcNmv3ng3GAw5Y+1LzZaCSPiYkdpzEj1mlTUPWfNQdppzLksOr+RQLl4OzojfaLa9euWK4vfLTsfG5KTCuvOM64raGnleQnvHOU2zAststmVW63K73WI2mTLT7IvnI2ueMUbZ+bHy0YGDbe07LzWebWv/7rw02SnJqk+pr1cURZZlEDLsnn2224+zZvU8E7F7NzZtGoUZkcnBbxv+/QHHQ//rCaSiwZ+ZaB18HBlnqACFkP4IYz0BQia2Qb+5ogY1hJAJzf3YE08WPCNwy3uFofcKQ9P58ozg387QV0SP+cenvt3aaAJQWdQzg7zLfXX5GsZDYvmFq622kG5ihfUNxapvFhMU1eepb3AnzZbjnYrqyy+vClca6hw7PoqEjwIYi1qK7Q+F/uP1//nVG+8GAkG9vcPf2FyQnBh5VWOcjgFlzUNnLGm03j7c4ntbbVGCAQCyJG09V+dtURW1VbbbZLvNnThbjo25GAjcHmN/ZNq0R6dNW2GzWbLnxfzDN6wPrtEXzYu8urz2TvcL/9/Ln14p2+3l7R35peVKi+pOSUIgoCjKNX3shAxJ76ixtBS7d3f7NfB4QvrREbX5o5U2fxwtmbMtkePyhhFoqk4IIWOH8kdCCCGEDES++Y7XXnnrDtdnzhZNe35Ddf5jmzwvb1e8J6LHZC+5iXd2wY4QuLlK4Xd+mSXON8/Nik24yRZ0aAvWSIc6Wi+wkBoKBQW25f+xd+fxTV1n/vg/50q6kndjAiFACGDZMRAWS9dkafo1JWlxQpcZWpKmaSdNMVhkkpnMtNPMNzP5pkl+0xnaSZtOFuTEtNOFZJqk6XQySUyGLExDSdCRDDbYxhZmSTCExZtsS7pXuuf3x5VlecELtvH2vF9+tfLV1dWxMDH6+HnO03hGRPWSK2YCcDeeMT4ghPTybkmLSvHkkYH7qp9+7iXX937sq6xbOH9OpkmygbnmzenxlOtvHvzrMUogY1eFkpYKLdKYZEVU/3JmhvuTRiN5LJs315WVBUl69syn+9s7rrNaN6alL5NlVdeTN96a8rXPxzNRXUBPyF3NSxdtmjHjm+npuhDuTxrdH58CgPojQ325CRmivvHiUB4y1eXm5o73EsiI+K3z4rezIoFLu8hcdD+wEakjXdPQLE6LxG83tFsGPjnniu5dTerP997AhExeg24BSW3XZDqj/mtCLtGgSbmT3QAAIABJREFUpfU0oIYQMpW4tt7PDZ6PuK+a+w6jLPF+Bt2UWHq4WIkc9+hHvbAr+Noj6m530sk/dabNQOGWlsItOOqFr1zYGjNmCsbPNwPYMneOr7OTB9oR1YuP+HHErzRdgNkkmASA+6qFEKqqSQxSUK2uP5YMdn16qpKeKgQgoMd/p8oAkTi8pk9beE9KWmqSJFWfb55tNv9XcwsAV9YMJSkJgEdV/9Te4bDZVlitBclJAKxMkr96C5bGKihjM7oBALroKtRcsiht460rf/v2SpvtP9raeKA9yWzijadH9vIT0h9jP8dhpYqPPTaFu7DD4UlfLybOHGf2GbFPUmcAx8dzNSP2ccr8cXneq9B++Z90caoGJA3x5MT8kRBCpgnKHwkhhBAyJIqiKIoClwuA2+3uddc7fMchz6mrckQDNwFYrETeTTjhVlew5ZztTIP29vP6ui0s24lsJwMu/Omf0wPnox91dPBQiGkRZ1rqOU1LEzgc0fbvr4pIEiSm6yItPeX8+eYkm1WWLbDKuQtSTld9WjJvDgDGYjlgYurYI4Hs9RmAJYtQ3RD/LMgw22w+p2lKUpIrK/bOnweDPzt/wcKYIynp/6Qkx07dsBZLFukARN+LQhgHGdiSRWkmU0DX/yIzs+LMmVYtYrxivSaMEzIia9ZgzZoeLdVr1sSyxfffx549PU5OHIRN+SMZgnBC/7VtNPqvp+3mj9mZ4mhL7MfFrmPSukWD7BFCpoBBx8vQHpFkeqL8kZBLR3s7EkKmrX6jtGrPtqZPwoC+22271RXKU1JqeNu6ktj7rq89oj67iQGxkA4AwD7zcOBKjveekdo71JlZmftb2wFIAAOkqC5HdQFcuXh+oL0zIz0VgOJYWlK8YfO3/1FJS2OQAKF37RQp0FWRCAgRf4r+LFkUzV1gOnICAA+0y1H9Uz2yOrk7fHQ3NVWGwxbG7p0xIxY+ms36n61B7jXxesoel2fxFXSlkF9dK7/6jiqEKyvL3dR0FaMdb8hlZESTiaZu5pioqqqK+q/HgjVE+z8SQggZKfrXMCFji/b4IIRME4qi5BfkqSEWVWPRXIhdMLaAjJ+ztCDjqFcc9QohIASMITM5Civ5ZWTp58XihTozCWYSTNeh69B1YZJYWvLZc03BYEhxLC0p/mpJ8YbEJxXoarBmABCIdu+iNZQKEwG82dTcFo2uTk5yZWUZB91NTX8KBtujuhKvfEyyBaJRLRJJfKzEIDEmSUwySTEmSTLFtqyMChHWdSHEcqtVSUr6RFUPHz7c++kJGV3TI2QkhJBJjUpYyLRF9Y+EXAqqmSeEkL4edD2xbfsWz/tnGjym3bDd6gqVeWy7SoVdiSWSVyvNNdz09vPR+543jjBhZJBCfH4zgNabgKNeEZ9jMyO8UrZYXMVfS3yW0rLXYMyNie/AyJhxGU2Idl1PlSQAEBDdk7N7d0tbzGYdEIBZCAtjxoaPAHgwyMNhCMiM/eXMLACqxdzW1p628VbL0mwgYRo3Y/3WWEqSBF23sNh9QV3/TmZmSNd9p2kLSELI5NA6Y8F4L2FEvLgqfnvueOwFSaatRx99dO3ateO9CkImKKp/JORSDCV/pIySEDIN3VKwJSXVemW2aPCYGrh57dZ2SVh2lcZKIO0KW1wQAfD284IxMCYkKZbjMQbGGGMsRzHd5jLd5jIVf/OOb965/o4NX2hvD6qq1uuJlPQ03aiiRKyOEoAOaEJ06LokSTDSyc5Qf8uMnV/aeKY+GHIkJXXnj51BVddNjClJNgABxlo7Q/EHSIOFj+i617R0cYokWRiLCtEWja6wWi1C9No0k5BRMA1GWg/L+vXrx3sJI9beHL/J5iwcv3XEWEew+WObJT1+++qOT0ZjOYRMETSqlExDlD8SQgghZNQoinJjwS2NtWYtzOr2mRcrEXuByc9FvAu7qMSc50xJPBIPHyXGJBarG8zSV8w1r05JSQagqlp7e7Cpqa29PdjeHtS0CIzMUfTei1GWzQxQhbigaRoDAF0AWo++6Xj4KABvW2ClzfbtzEzjiPtCEw+HMkxmE+DKygroIqxqDLAyZl2WLcXzxoHDR8S2t7QxlipJRiHkcpuNMYampkt6UQmZ1jqjg0yxJ4SQCYXKUAjpF/VfE3LpBt3bkXb3IIQMHeecez5UxZkD3mN9781X8ixs1qQYoOxyuRRF2fbjfzrhE+VP224tOef3zNxVqgKwKxIDW6iEjnDTrtIogK7W7O62ZkO2ejcA2WKWM9M7OoKhsGo2M6MKMqobA6i7xAdgM0i1J6Sli62yJRDoaI9GZSYJiFQtIln6+QePN9CjKY8HgzwUUtLTEI3yjk5VF6quA2BA2sbPd583aPgYPw2QgFRJUoXo0PWVViuvqhr8gWSy4ZxzziEinHsTjysF1+Mik5rIsHREuv+6J5su+rdv27Ztl2U5ZEI4K6XFb88WgXFcyUTz+72n4rfzrk4f4ExCCLnMKH8khBBCxhnn/LntP2UwGama05EHoHjz7QB83nqfrx6Aj9cBdfs9f8xX8m4suE1RlPFd88AURXnlt7//64e/cfSjwAlf6tLC4JE/yrtKo0e9oqiE2RUGl9jlNu0qjR71Yl2JlBg+CsCu3W3cZgyB9qCmaQB0HbJsAZCZkRaJ6qWnTm+ZO4fBmHUNCEAg5cRpafV1AGbOzAy0d6phFUBzKIywajzWoGqRFFU18sdvZWQYB3kwCAYlLdV96rSSZAsDTAgAaVJCs8gQw8cEEiAzpjIW1fVoNMo5n+B/dmTo3G4393wEwPibqziWJd7LPR9Goe7zvJNfkHez8pUx/3PvNfCakBEIJ2XEb2c0n7ycT91k7g4Ws6JtQ3nIbJ3yRzKBFBYW7tmzZ4ATXn75ZTbMf0sQMjVQ/kjIpRi0qJ6q7gkhQ/T09icO8DoGyeHIcThyHM6cxHsdzviR240s0sfrKnhtvpL3wNZHxmXBQ/ezH7740ksv/ecbL1XvkeZcbZ11VfJhfr4csDtjEeRxnlLLOwDd7pSMQkgBZEVXZOkrAKiq1tEZBGCRJQaTceTXL715sKoOXWNnYpWPsekyTJJ6bCwjW+VwWBWARYhwWE38574JzNsWMDZ5jBFA11gbTSAcjTJAZkxmDEsXxc4Z+huG+o/jNxmQKkkrrNaDra3DzR/dbncIZyo99YkHnc5lJpauFNxAUeZ44Zzz/R9w7wEjc1QcyxTnsr6n/deBf6vwHfXyygpPbX5B3oOuJy77SgkZNx+nzI/fTteGlCT2khWZxMFiQ7tlcWrvnYsJIWQ6o/yRkDFB+SMhZFB8/97nSp9jkByOXKPacWBGFunz5hgp5JPbv1tYcNcET6Duuuuuu+666yn3Dyr3N7Sc0ubNWuT/6GM/j9i9UlGJtNpx7RulnRWeBj9X7V5pXYlk1+7O0ldomqaqEVXVjOkymqrLsunff/36gco6xpCTfXVrawdv+KREJOwKJwAI/dDR5s8lviDCYmWAiIRhAZMkSdV1I0OMit47ysWar4Fowr29ix8viVGdeVNy8q9bWw8fPjyUh7jd7v2ePwJgkNBVEhvn89YA2M/3AVhd8FlFUSb4t8EU01X2KBTHMtfmgQYILFEyriww+Z3C79W8vHLb9i23FGyhP6yxk5ubO95LmArCtozBTyL9WZyqNbTHau0bAmbKH6ezO+64Y+CtuujdIpmGKH8k5BLR3o6EkJGIlz0WF6/vVfM4MCOFfLas+SA/Uen90Y3K2om/wdyDrh9whX+0/22v9zAi1jnZrP5D0eCRTHrDiuU5/+f6m5pDp6o8J9z7LZL4w4rl1QC+ddftZplV1x3xfFR/4GC9ADQ1AkCSWG3diY6OYKbFwtvblbTU7lRQQACpb+8NfvFGQJgsMMsCAAOLhJnEWJokQZJUXQ8LIfs/BqAJGKGku7UlvtqoEEY9ZVrPaspLzh/R1YXNgLONjQOfGU+ljcyxb0ksAOB2AGUvvAnA49lrdOVP/HrYqcG9/RnOOQBX8R391jwmyonc85Hlb+0KsyumckQP8U+r+bYbC24Ztb+zjz02OteZEtraLqXCbgIS7S0sdUbsk9QZwPHLvIBQQvP1SIZfE0IIIYkofyRkDA06oIYQMj0Z4eMQyx77apFqP3PfJ1dylLvD+/i7Cp8E5W/xGj2jcTVt0YVz585fOXuGt6JG6AKS0HWmqeHcnLncWw0mKioPS6bYY5cXXBWQjtmdbLVjVU7km6Gweu99/6BFxPONZwry7N3PwcAAuf4TpEEICBELHwUERPcOk7IkyfUn9a4wMaLrEhAVAINr7hwAuhBG7ignBo7DDR/f/KDXgdLm5gggBtwC8t+e+8eD3hNDTKW7dgidTPWwk50RPg5a9tivopJYIeQ+zztUsjoWqqqqpkj9Y3vL4OeQyWPdIv25itjPs6MttOsfAYCNGzdS/SOZhih/JGTY6KcFIWQk+P69lxw+Hjf/oUWqNW7bFen+MuszxeGn3T/6Zdmk+W1H3+TlKfcjXl5pEiL3Zpbt9Cd702q9bYsVKbZNJACcEJAAZIe+0dbRoWmRzd+647mfv2gRltJTZ0rmzen1FOZX96kbrgfAmMSMTR9Zz27r+tg4hagQNklSdV3veQXRK3ysPoZli4fxRdb1P67BApglqd/8sWsG0VCb8eOMetiyF+DjdYf5T1cXfHbi18NOUsac60sLHw1GIeQzXH16+7Zf7qB/S4y+nJxh1JKTi0kcPmO7vPWPicNnJrLPzWw71jnLuH2s0/q5meO7HDKxPProo2vXrh3vVRAyEUmDn0II6Wko+SNllISQi3mm9Bkdka+VLI4niUPRItUekLf1fUiRy6IjvM29dVTXeFk96Hrir12PXJOX2sAt72xPSg1euyAnud6jl5dGy0t1AQghhBApwbzmloCqahazae2agpsL82bOSOFt7bytvdcFTdWnbGyGjc2wINkskvp5yrqTSNj/UZak+IaP7sYz6SbTwVCo90OGVf9o5JvJtsRj3lDIkZQkhOB9xmK63W4jfCwuXn9pJbHFm28vLl7vdOTt9/zx6e005GRMuLc/C+CSw8e4ohKTztSn3KPdL19YOMoXnFT27t0L2v9xDFhDl54/tlnS47ev7vhkKA9pMnU/ZFIPnxmu+vPR8V4CGQd33DHSHyiETC5U/0gIIYRcPtvcW6Oss8hlOW7+AwDgD5l6XqZ+baaed7GHtEi1LdKRi4WVdkWyK9Ih3jjcwcoThNvtjupNXu9hBlO4HYsWXenxVQsBIOWqJWr9h8LviQDIW5V147UrFjotVtny81/9AcAh36eBcEuSSS49dUZJj3VhM7DYJOzfvSe++jkJFgCysMiWDlWNwGQC+umMNkodhcnkbjwD4EwkkiFJh8LhG5O6ssthNczVnYzXV/aiAytstgqtx0QCzvk+/u5K5/y/LL57OE/TW2xU+gvw8tpJ+s0wkbm3PwMIV/EovFe0K8zuZV5eOcp/TGvWjNqlJqEPPuj995pcGho+08s11uCJcOxnwYmw7Rprn99OXaqcK0zx2LH+fDTnCtPA55PJhYpRCOmL8kdCLtGgezvSgBpCSC9ut/sQbzQSw/jBFqm2RaoF/gDAyCITH9IVUw6kyGUxurAfcH1/EqVOnPM/7f/PCu9RCWZj1kq89O/l3+7540cfHqvSklIx85poZnpGQ4VoqHjrxd+Wxx+uOK47e66ppr4WMBXX+F3z5hSkp3UnhdXHsGQhli6KfZo4SabuJAAeaLd11TlaJbYpK+vBxkYAhzs6LYxpQhwMhWL5I2NoOIVl2UP9wuLhY2f321R3czOAlTabLxiMRqN/8a27AYRV7crcUMvHyYB0YH9jiedfo0K7oWBl35kzQgj0GdhtrI31LMws3nz7h/fxydWSP/FxzvfxPTc6Vg86cGaIikpMz/AIdWGPrilb/JiaeTl3hJwUw2fOSoO0aTciNX57LkatjvJ4OGkU80dCCJluKH8khBBCLpN9/F0ARS7LxU7oyiKHrchlKXeHP+D/PVnyR2MCDwDFsbRvx/EddxbecWdh2Qtv7vcdvHBSbReWVStyly1dvGJ5bnpauizL8TMf/6H70866juPMfeqMN9Dumjc3fherOS668kdZtqhhLRCNpu3aB8DdeIYH2oMQVmBHc/ODV8yEEI6kJB5oT5IkAOkmEw+FeDCoGBHkkRO49iRyFwz+hfVX/MiDQR4KKTZbvs3mCwYhhMksqWpkZlb6p3X6kiXzZs3KACCACl+9z1fn89WJsuhK54KS73wVsbHeXV9UV8AaOyiEEF0HGWs1HTlu/oPxzbDNvfUh1/bBF0yG4B3+gs7UW7YGERm1a9oV5ueq2+0e0X6d778/agua5KbM8OuY9mZ0jcBmqZliEk6kSWy+HnVnWXf+OFsfJF68Cr336CBkrBUWFu7ps9dKopdffpkNd64dIZMf5Y+EDNug5fRUb08I6cvtdusIJ1Y+jiKjprKCV4/FxUcX53yf5y1jAk/fQr9ExZtvdxjDnX3+iqraispa8dKbK5fnSpIkW2TuO9x1YnpWNiznhKc96KmpK0hPjaWQCSWQsmyGEKoQ/Mw53niGB9qV2Vf86cIFNdqdJ2lCAAjqOgBVCADulpaypP62j7yYupN9m7sB8FAIgJIcuxRjzLEyD8DBqrrkVPnYxydmzVphhLBCFwJix45yABXe+vu8P9206YtORw4AJvV4o2JkjkIX6Moiz2qVderL6WkZvVryjakpfVdFY2qGrtrTZC9gTexgvfmXOZF74se59zD3HcaZc/xkY99HKatXKo5luKH/axolkGO04ClmllU60RlrU+2M9lcIPJWGX4+3xOEzI9Eqd+eP6doESoc/1rtLI+dLFE0SQsjlQ/kjIaOP8kdCyMUMUPw4Kib+xn/bt/8bIIY45Tm2pyFwQN5W7tYAVB3mrWfFrNmzlIIbkDBNm3P++psvnTh00tPW7mmrU9JTAeS/vW/ZgjkVB4/4DtRC4GBVnRSJMlVT0tNcM7NgknZ/3HgwFHr6QtM30tMdNltVNBLSIrIkAVhgMZ/UIu7mZldWFmDsGnnzICWQiZWPWixacjc3G8WPSlLSBS1ihIj3b41tI/hi5ffLS6MfVnC1rO2GfKfDaQewaVMRAF++vbTsVffP/yP/QPbFtoY0QkkGdl5U1orfRFS0Bpps1tQil/xv3wn95N/+P7NIkeXYt5ziiPUOG9FtsecjAErB9aAsckCcc52pRmt/PILk3sPuZ38Dk2S09iur8gC47v4SAF55hFfV8co6zqv4/oO6W77mxmBRST87u9kVts/zDr34o4WGX4+6jOb+t7IdO4nzr7OiY55aXj3x8scvrUp/ctd543bdp+r4LoaM0CuvvDLwflz0npFMN5Q/EkIIIZfDPv7uGBU/GoxdICd4/vj09icAUVy8foCyx76MTTDj0W25W2vggXjyaIh/+sADDySrgY+aOwDsq6jW/6pWACaTCcD8WTOPHj3xdwvmK+lpAJSF8z86e34+WEUwuEyWC5KSqmXT7jPnMsxmVddnm82zTWYeCrmbmlzJcwGg/uIt2H0rH7UIEjqvXTOzVF0AOBAKpZtjUZTfvNOusPsVc3mp7uN1B7zHXdiQ77QzCRC4Or/zzh83/+nFpArf0S1b/9lV/LWLvWgN5lfOSfuTrAgGoKlRTW1rZ9LN35Q++LU1IyV12RJ735HNscI9gHs+BNg2VNyibJ7I3znjyKgetTtjf3mb2MF/ferx2sogLGZlRa5r9cruU+tPAlCSkpTVK7F6JQD323sFony3f6/fdOWdEbsyZt1203v4DA2/Hi0TavjMtJp/PYr+/DPzgHnjvQoCDCF/JGS6ofyRkEsxlJ8l9POGEHL5teLgeC/hovj+vbG262GGj732xIzP2+l3xMrTTz89wNWK7/q6u/G0C1DS05SW9usXL6j6+LSqqpXhcEFSkstsPZyWEgireRYrD4bK5s0tPtXIQyH3qdOua+aj/iTe+ADrb+590X7brrWIUfmIrs7rsBDGuBvTlTN7nVtUIvmdrLxUdZe9VoINDqe9yVR53LrTHMFN3wguXGn931/h+bI/uJ3fQ8/e02apupnVXGAVxqdJadDCCLULIaLZCtu7k7UFL7g2P9z3dVCcy+KjVLbteOIQP1Pt2ZZfkPeg64kBXr3pyfg7ZUSHfi7eecYqSZriXFqyejl760O89acBHusCi7Cwnm7zHQ9V/UT4C5FYCGl3SqOwBSSh4dejZxSHzyTu/5ihTqD+66kqb37KeC+BDM/GjRup/pFMN2NYiEHIlDT0nxOUPxJC4ro2f+ynB3MU2RWpml8Y06cYiedKn0PCkOuhuNhAniKXRUf4KfcPhrsG13e/B4uFB9p5WwCAa8WSsB5NM5kOhkL/3tIC4KZZM+ekpRhBIYCyeXOV5GQeDBYf8fNAO+pP4qkXUXey++OND/qGj7ylNd527cqaoXRtIlkZDmtCLFuy2Pi0SaqMP8SusPtfMOtMLS17DUCTVAUgKQ1mGXOXhRfm6xHW+WzZTjDEP1qkmmOm37dItTrT4texWJE2E2YZmha5ZlV00Bek3vzLNa7mohKTzlQvr9zmLhnuSzp9/PHHme88Y5UkS3He3HubPlHL34qwjqE8sHheRvG8DEljJ3ez937YfXw0yyGn/SCaKVb82GPgTNcgmslrQu3/OJUcOdXdP543P3WAM8ll9uijj473EgiZiCh/JGR4hpI/0u+yCCH9GtP+6wnuKfcPGKTi4vVDf0iLVGt0XvcVn7fT72SVASiKohSu4aGQu/G0+9RpVB91/dU9bQwyY75QyN3cfJcmGprbZElShXA3NQFwzbrCddUcWMzuxjPuxjMA8OYH3R99pl27G8+4z5yNt10b4aOqC1XXD4ZCKuB0LEHP8DHOyAGfLvtF/F6LFQA++xdBu8IqfEd93vrYi8Nqjpt/LzEWlTr7XscILucvUyMi7H6hnypRwwXpQBOLFffd/4LZrrBD/Mw9mzYO91WdDt5zp9fUagUL5z87Pzm/KxuKQh00gpSKPic/ULL6ji+6v3SjI91WX6EnRpCSGNsNYaeJtra2urq6N954Y7wXMnrGaeD1aA2fGdPh14RMJfS2kUwr0/eNECGEEDJhZep5CyNfWaU+ZHwsjHwlU88b70WNyAHPkWXOWUPvvB4gfDQYJZAf8P8e7kpcLpfru99TrlnAAwH3qdPYW/HZz90QNUk2SfIEg8WNjc45s1bNykqVJE8wxINBRCLKjIyyB76pXJfDQ6HiI34jiOSB7sITHmg3DhYf8fNAwCh7dM3Mip8QiEZ/3doaBWyyWYnlj1V912ZXmF1hlb5TDTy2Q45ZhlmGpuo33d0JwF32KoDjpt8fN/9+4C8zKQ2LCyIQOHuu6WLn+E2/Svy0qMQUC0C3b6MIMi4DKyMq6j4MKVdf+R2994Z0g0SQt90k5SwCIOVkm2/7/JbCfEe67cihqJ8LAH4ujLE2ZISqqqpA82dG20iGz0zY4deEXE5UtkJIL5Q/EnIpqLeaEDJ2Fka+0itwNOLIhZGvjOOqRsLtdkdZ55WrTx6Qt/Xdz7EXo+d64PDRYJRAXsJ6FEVxPflTJX8VDwTcH/oA3PLlW9qi0XybTQC+02db2jrCJkkTwt3UDACqBv/Hrr+8S7l+uXJzPg+FeChkpI3Gh7vxjHFQuS5HuerKeNmjIRDVD4ZClaFQqiTdVFhgHOy3/lFArCthAN7d3t1JZxQzqmp0XQnTmfbTHc+2SDXGXVGoOi46INVsxYKVkcP1/b9E9eZf9j1oV5gRQb7DXxjkRZxOnAtyWBSrWs71e+9FI8jbbkLOgsSE0Xzb512bvippbPdPdAB+rw4aPj5KcnNzp1gL9uU37sNn/NbuqSk0fIYQQqYemj9DyKUYNH+kgJIQ0pef6wO3YGfqeZn6tRcrdczU81apeYPmdxNQCGfQ1X7etaXjH/qNU1ukI8P66nRc+shv1z88wjl3P/kk91UDAoxFgLvT06tVdb8emZua3NgS0IVwNzW5rpyN+o9hP+m6+0sAcPeXALh3vp54NWV5rrI8F9UNeO3dxONG5/Vv2toigCqbjebrixMA1pWw/3FLu922W12xbSjNVkRUMTuvfZEiH+Ln1wizMYcmyi4aPgKwyGAmgOlPlT33YPF9iXfFO6/7sivM7mWH+Jmn3I/QOBoArS3n646fWgk40m0XOycKFQxm0XP+Q05sWjoDE12Tg6Sc7M0F177gOfLeD4Heg4jIRSWbWGc09hqeC+uzrL3/Q0rFjyM3isNnxtpZKS1++7po4ziuhJCLKSws3LNnzwAnvPzyy4xRCTyZXih/JGR4Bi2Spyp6QkhfLpdrX/G7fq4Nlj9eNHyMWxj5Sot0bb/lgX6uX6dMxEijglf3/cKHUuE4MGMQ9iXnjwAURSl76SUAbrf78KGqg6caJYa70zM+bWpq7AwtT089FujwBENKW7uSnAT/x/FECUAsi4wTAkLgtfcSj6m6MDqvI0KAMefNqxwOOy5a/KgbN+wK28U0C9KAWP5okRFKOEEXsSBGSFrf6yQyWyBJ8HrqX0p78647bwfAvYe573CrdCTEYtNpEicyx4+UI+rllSN5bacGznn9oZrlOu6ZPUhpWBSqxOTu/RxvuynhTsaAeAR5/b13eo/8iB8Khiyi8KZbxmLZ0xAVP04oifs/Xt3xyTiuhBBCyMRB+SMho4zyR0LIpRn6Jo+Zet7CSP/5XQZWjva6JrqP+F4XRtrBavTAur/3PX78eAHw4MyZv82wfVh3wmI2BcLqcxcurA6HXADsJxMjyG79hY+BqO7p7Px1a6sOhIVY48z7zuZbI+gEcEE6GE+j4pdI/MSusHqPVpjwZZllRFQsViIN3PT288Lokh7KlyaZACmy508fHmrwfXpSQywI04FYAZHbo0URzi4QdqcUn8hsd0p+Hn1wByQOAAAgAElEQVSHv0D5I0JhR1ampuKi1Y9ddKgSuvLH3t8nsSoX48/dtemrm5/cmSl6J7/kEmzbtm28lzAGUjO7b7c3X57nTBw+Y5vY9Y8DOw2aBE0mildeeWXgrjh650imFdr/kRBCCLkcblTW+rl+sXsz9bxhTZgxdoRMPFLu1iRYp1taZFckHeHRupry9a/DYjmoqmnp6fcuvEZOSVIj0bVXZNkkaX97x6bqI/y3u/oOvIZRjfjae6g5ZhxQdRGI6juam3/d2grG0izmtCTryluWCwgjZ9RZBLHb8Y9+xKfQxF29PAKAMcYYdDZI8SOABm7KvV7KVlh7qO3kyU+vticvuHrOluIvPrf9r42P4uLbFcdSwaJ+ru9yi/fcsaolYxLOIX7G7XYP+fWbgviePQBumDETQGiw/eii8b04exQ/xjGAMUgMzJRjX3XV7LZwdKSbP65ZM6KHk4mKJeaPl0XrjB6JuTV06fnjxynzR7ycEWlEd3f2XLQPcOZQnAh3b+ZbmH6ZsmAyZVC8SEgiyh8JGbah7O1I+z8SQvpV7u4nM+obJg5Fv4+abvnj6FIURSks5G1tPz93LunUhQVpKSaTxFvasq+YETFJYSGe+6TRXfa7HhGkEKhuwO/eTQwfP+jo+KvTpyvD4RVJSYuSbO1CzL92vsNpR6z8rf+0MVG2EwxSYv5otgIwSiCj9TwKYIDJM70wBknCFdcwv/+TuuNHfr1zl89bb9zlcOYUb779L1+Q1pWw7AL9sPfCbrdsTGc2+rJDODXEZ5mqlPR0WZZl2aSpiAz2kkdYB3Ku7r9IthvTdZiy0m2SieaMjwpqvh5do7j5Iw2/JoQQEkf5IyHDMPRfYVH+SAjpxeVySbD2WwKZqV97adeMV036ue7ner6ydERLJIDL5VIcDt7W9vixY8c+vbBYlmGSai402622m+fMspmkD1pav/PkLzY98E/bn32Rv/UBfvcuXntPPXw0EI0+feHCU+fPlzQ2GmWPKWbT4XD4pKYFtcjHRz6OP4WAWBT584GXEe+DjrPIw/5adrttAMt2Yl0JEyyaOZt9oUSyX6+3tDc9+9zv3WWv9nrGdSXMrrBab8cutygvjRoHKzyTbNjRKHK73dA0JS0NQHpaFoDgUEby2q8e+H4hBCC23PIZxhjljyPX1kYJ1yhIbL4eL03m7rpFe3i6/+aDTHZrhlCfTm8YyXRD+z8SMgxDyR+pzJ4QcjE3Kmv38rfK3VqRyxI/ONzO614WRr5yQK41mq9vVr44GsucTPxc/4yydnSv6Xr4YfcPf/iBx2MB/iZrZlpasluW+KG6k+dCC66ZNyc1+XDtUYuq7a2s219Zl/hADZAYmy/LNrMJYCfDIWV21kpZYzCXnWre8UL5ps1FxpkCIlMsbWHVw10b6/rNscY6hviQeJSZpi/KLTiRW4BneAQMe/fUNZ78+dkzAckk6V17G+YqtlkLmjJm60c9UjmiAHSmTvMpNEp6rCc9NS25PdAZCsCWdtGTzUWfH6z40cgfYVm6aPTWOL3EB2EbqqqqqP5xdGU099llYjgSh89kqKOfDicOvyZkwiosLBzimYPuEUnIlEH1j4QQQshl4nK5rlPmGrWK8YOXXPwYt/e5+QAecH1/woZES5WZA+x9eTFGg/kAY3ku4ZpD5Hr4YYvF4khKUjUt0NZesvVO5TP5MJtPnrswe9aMz31W+c2LP7r5lhtS586Ofyxace2D37v3poz0BclJJ8Phk9GI8lnHvVeYHOm2/HQzAN8HhxKfYlFkQ6a4aL3qrlIRn3ZtMCrvJJiPcQtD7+rIfjVwk73rO8KusCrvaQB+LqRosq7KqckpZz8NrFyR41iVpziWGh9+Hm09kXHckyQ0a9V7ut0pwZjBQgCbnGJ0YQ+6EeTFCCF0XQBgTAKgXH2Vsb8kGdQsK71nGUO9Nn8cRWPRf32WdeePs/VL/dtIyGVBxSuEJKL6R0KGjX5DRQi5ZA+5tt9TfEe5O3x/mRUjLn4E4PPWH/aeu65g7oQNHxGbyt04xJP77muZqecBsSMtUi0Qm/3t51EJ1pFO8OiP2+026fqNs2bJjKnhcPiQf8vX1zuW5fiq/dxXDYbi+6sBKPk9AkT3z3+HUAgCymcdzmV2R5IpUh5ru3ak27zB7q0/jQBxUWTDMRNapOruw90EgFtdoV4LS01NAvR8R3aWLp2XfAN8CUbzNev5m+aXH04/eypkMVnynTnLl+UUXG9XgwxAUmpsf0kAPm/9vor9bazhKIf/vSsi6qchnBnSqzYNpKdltQWaVDWqXUBSGsw9m+LN9msHKH7U9fjWnyw2DDs9FWfOj+Fyp42cnJzxXsLUMcLNHxOLHwkhhJBElD8SMmyD5o8UUBJCBvCA6/s/cz9hdGGPvPixrOwNAf0h1/ZRWdsYURRlH3+3V+N5vwaodjQY965S81qk2jTdC3wymgvtKdZ4m5ammcwAlOW5yvLcLXfezqvqvIfqmdnEfT0aqJXlOc7lOcqKWCuoXn+0+660VF/b+cQWbAAQWBTZcMwCSZibpR7VkX4ubnIU2COzm6SqJqkSQESFRZZ2lQoAN+avzo7kZEpL/Oad/a68gZuN4sd1JczPxVEvjvxRZmBNZ6LOVcu+ddftxmlqJ4xu4GAAFlUCdFsaHM6cGddXtTBW7oafnzGZTHvfO/jg6Ge8k1V6WlZboFVV1WAAFrlHL7bJbu/3IUIYLdciNrp8SNWrZCCdUZFsYgC2bdsGmj8zYombP9pGlj+2yt3547CKH/3WefHbWZFxqGo8qaXEb9+cRL8YIJfDxo0bqfiRTCuUPxIyDIP+hKAfIYSQQSmK4lTyvbyi3K39/XcuvfjR5603wsf7tv7NKC5vLBi1mYO2Sw8aPiZq8JiqvKdvLBjlzR8NfM+e+K5/ANjRU8i7Jv6psiK3YFUugJKvFwEQOgAwhl5d0ZHy3fHbBWmZz6PnG9quLexytG9KsPjNO42cMU5HJEtfkaWvAO5ukiorsNMoZpSExeHMATBTX4kI4gFlot1uK8CKSkzvuTPqeDhJTjWbgmaTafO9f3bD9cuNc1RVU9WIqmqMQQBqSJck1n4BAJqvrGZAkYvVe/B2adSWin/61+/+w/eeHOarOGWlp2WE1A41HFJVHQEAMFuR9OV1fYsfE5JHAEySenyL8KMnlSFvENa/w4e7b7//PoYw7mDySjax+M6PHZFY/hgOhyl8HKGwrcfkGWto1IZfEzLNFRYW7hlwkw2qWSHTDeWPhIwmyh8JIUPxoOsHT7l/4OUV93meKi5eb8RJw1L2wps+X52AvrrgsxO58zouseqz3xOGFT4CKCt7g0Eai+brvoJV9SnrbzISRiNthOhOG5kEoUMIJNa1JRY/9ocZ/2MWyRIsAOyRu5uk5UaYWF6qS0J2OHIYJEAIiBmRFWtTVjDGfuP5l5XOeMjFZuors/QVTdLyxELI3W4bgBVrUVpsk6CnJKWGgtpN168oKd6QuAJZtsiyBUhSVS2sqqoaMVkA3dRirhICABiDXWHZTvb286KW1//fxzf98//bAYBzzjmHiHDuTbygojjBzJfnT+Ry4m1tiWG0wSan2OQUoxASgKYiKXuhsbdjgvinl6Xscc+eqZ0/9otzTvnjCIUSih9H2HxNCOlr0PEy9P6RTB+UPxJCCCHj4EHXDzjnz23/aVnZGw5fbvHm24f4QJ+33uer9/nqliqzCwvumhThIxKqPv1ctyu9R0kMO3x84U0Al7HwU6jVR63XZXd/LsDQu+BR6GBdX5nub7jYtRiYEUzFw0eDUe3IfY4Gz69WOa/pSqWNkwWAHWVvmZFyY/7qxIuxrkJIAH7zTqPzev6CrCPvCAlYs2bl++9XFjiW9QofE8myRZI10Q5NFUAkmFnHjNSzKz37whb2NtDgabnnnrsByWI2G+tRHMsSr2OMqSn2fARAKbh+CgSRLpereM8eHgj0zR8N6Wmx4Ea7xQmwhMDRwAD0qnmMc+98HV2lwaPj/fcB4NFHR+2CE97evXsBrF+/frwXMrklNl+PXOL+j1d3jOH+GJdmX2RO/PbVUvs4roRMHzTempA4yh8JGZ6h/PygnzGEkKFQFOXnO3Y+vf0Jzqt9W+scjlyHI2eAWsh48iig5yt5D2x95HKuduQedP0gcfZO3HDDR5+33uerW6XkXrbsNayG9f/abbFCyslmEkQUYBACELHA0SiBBGJ1kZG3/icxf5REPyWfEiyJ4WNcadnvzEi5r/iu7kMCACoq/D5f/QrnvD7fIQzATH2lgPA8V1nl/TRVtp07oTscOZs2F/3ihd0MzOlYMvAXqDPNlgZTWITa0Wyq6r50V83eF7ZgO9d0JpQV+QA23fMVqzVJluVe1+Hew9x3uFU6ss+z+3zb4bqqpsRzlILrAUy6XJK3tWHevIHPsSxdBKB3ID2oqD7K38Pvvx/rwp6KKeQsq3SiM2rcNhqx33nnnXFd0RSU0XxyJA8fyfCZJnP3XqpZ0dGfmk0IIWTcUf5IyOij/JEQMnQPbH2Ec/7M9ie9vlqfrw5lcDhyARgVkUbmCMDnqwMgoK8oyLlZ+eJkKXvs5QHX9592/6hXF/Zww0dj18sxjV+VwkK+e3ev1ClSvtsMSDnZsUI3BiTUPDLGjM3+ouX/06v4kQkLDyQW2jCw/kPJ0rLXABQXd8+oEboQEBU+/44dbwlEXcVfu8iS2Y4X3qr2NWuqDhEucC7dtLloxwtvV/jqFcdSZcD8MSpUMAhdmCzi7MzfA2CAJMUqOWMbGAJfKGFvl0Z0S+vmb/yFqmphVZNlS7wA0LBiec6ihXMaM5qDOHeEn5Bk+coFyVdfEWuP5Z4PAdzjeSe/IO9B1xMDLGniML4T+m3B7lZ0wyVcmVfWKcuXX/rKBjClU8hE1Hw9cq0zLjqx/VKudqnDZ3oZeP7MWak7qZwtxmFSDSFDtGbNmoH3fwSNoCHTDOWPhAzVHXfcMd5LIIRMTYqi/PuOl4xt9TpEvZfXAvBurY2foENfVXCtDXMmXe1YL4qi3Kis3cfffaY4XOSy2BVpYeQrQ3+4setlFJH7t3537BYZ1zd1MiJIlp0N1l3zaPyvJDGtpiF0yC/8DYkzkQFIwsLbLgiLadPmIgaGPp3XhtKy17ivOrEGVgghIBhYRYUfYFuK/6zfdfq89WVlb+rQHI7sKNOqvKfzHXaf1+/z1Q3ceW3QoRkpJ4A2Sw0TEAK6EBJjetf8FMZYboHU4NMPeo7XKseXLrta06KqqrYFmmzWVKPIMRAIqKoasFa322qKSkxHFeH3Rvz801mzsm7OL1ScywA8VfZcq3TEyyvv2bTxnq1fXqt8ayh/EONIURQ+YAs2AOTMH+5l3Ttfhy6UL3xhRIsb2FRPIY0SyJycYW+eSy5mMm7+OFvvJ39sRGr8thOnL+NyCOmhcMgTxqhHm0wTlD8SMpro91eEkEumKMokrWocFpfLpXDlafePyt3hZc6Zf7NpSMWP8d7zVUrujQW3jfULNcDGf5Hy3RF1t2ndrfLSbCYBXfskBl5+W61uMJlZJAIEYLbCLANG8zUDD7TDYoqozGIc7Bk+cl+N11djhI+bNhcZxZVCCCGEz+c/UOH3+eqdjmvznYt7LabrZakX0O8r/obXV3PAe8jhyHE6c36y49kIOgftvI5CjUIFwMBazbVAbIqOEEIXMEJJiUnGwaIS6RmuflDxv9etusNqAYOkqlFVbbOYLZFIBIAsWz6d8ZoEBsCuMLvCygEvr6nwHn0A31Gcy9a7UpqYye8U5aXqL9yvVip1E7wQUlEUowTSDbj67cIefvEjrzzCK+uUZUtH+dt41iwsWxbbBTLOSCEffXRqjKZJHIH9vx95AEzZ+sfUGfGbor1l7J4ncfNH24jzx8T+6wx1GPWPic3XpF/Xzk0+0thp3D7S2Hnt3OTxXQ8ZuqG8PaT8kUwTlD8SMjz0s4EQQkZIUZRflr28zb211tNyH3/K4Rho/E7irpcrCnIecF2+XS8vtvGfWUbov3a3v/o/SWnMLCMUgBYWkgWAFI0IxqCp0FRhlllSGkx6stF8vXz1daEAojJLTe3xvtEoewQQCx9hTNkWAmJHWXlFRb0QyMmZH7sLQNf4HaMxXyC6yrHwgeJ7AWwv+63Tca3xYtby9sUFkczVPkQGiiB1oaFrPHOzVJN4l4BgrCt67GJXpAOe4/gOICAn6yZZCncITdMYY7JsOZP5Wq8JLEUlkt/JykvVDyr2KM5lTewgALvC7lfM5aVRL6+8p3jjA66HJnLy7nK53H4/P36cp6X1UwV5KcWP/w1duL7/f0dnfYmMUsdeESSAxx7Dnj0oLJwaKaRBVVUjfKyrq8vNzX3jjTeMG1NwHM2Y5Y+9mq+toRHlj702fxxW/3WTqfuxAzdfEwBHTgUpfySETEaUPxIyPIPmjxRQEkLIUDzk2s6Vro0vt9YBSJzA0xWx1emIMEiXf9dL13e/637ySfepU/1WvZmt0FQWDIi0mcxshaZCkmCbGRuOEVERDZs0VQ8FTCqCpY1nYDHde8/tQkBT0dIUTE2FLFuM3R65r1oAxcVFxhceL3usqPBXVNRn5808XHmqzn/svq0/iz+7QBTASucCs0iORbcCpWWvRRFyOGLtqDpTAalJqvSbkaUvz9JX9P0qokKNQo1v9djCqo0bXSWQYBcZqFJR4c/PtxurhZCsssViMcuyRYhe8SMEkK0wu1fy8pp/KXv8c1u77yoqiRVCvsNfmMj5IwDl61/nTz7ZTz3s8Isfjc5r1wN/PTormzUL5871OPLoo3j0UTz2WP+FkHv2TJl27PPnLxg36uvr6+vrp2z4OJYSix9H3nw9Wps/EjKt0P6PZFqh/JEQQggh4yNx48v9nj96fbVeXy3KYvfq0JcUZGZg5bh0piuKoixfzn0+npaWK1tUVbMl3GuWYZGZpopQALY+jYNmGWY5KgIsoopft5zTdV0zyb/45ZsAJCbpQhysqgMQjeoArr/+2uLi2wWE0EXZjrcAVPjqAejQljuvumnrsSWeqxs9sxKv73DkOBw5idmgDi2E8zrT2A2vtET+/NXnjwGwOxmAJqmySarM0qvskbt7rVNDR3zC9THza31fBGP3ycQjRgu2z+fPz7dDQGgWIGqRzbLFAqDJVMl6XwEA1pVIAGo8rfM80dwCU2zNQl/sRLYThzyn/+Gs65/+n7vvAiaIWBf2nj298+hhFj+6d77OvTXK0mWj9v08ezaqq4d68uTfCzLFHOu/DgaDeSvzF82MBV51dXXjuq5JKWzrMTxq5M3XhJC+CgsLBx5BQ5UrZFqh/JGQoRr0d1M0oIYQQi6BES9OwNE6rocfLr7rLvepUz+dPx/QImpsS0eDLU0gwDRVmFVmlhFRezyWgSWlMV9bsDIcyprN5q2cU7G/WtchokwACxdcdbLxEz0Km83q89Xfd193bWNE11YWXNnGjtsV2JVjAJYoabevSuhPN0Zv9y40RIXvmL1AAnDM/PvzJh2AXekOA41CyHgEqUNVRQcDY6z/CkfG0KeWMcauSF5PTfGm28KdUkSNyrLFarUIHX7Lzn6u03Uj2wk/V094U7KdwcQTvrCFvQ34eeNffOtuWZaVgusn5kaoLpfL3dTEq6qKa2pc8+Yp6emwDyN85JVH3Dv/G1pUWbrM9fDDo7aswsJ+6hz37OmnBXtKbAGZbIp9Q3V2xjbCM9quAUyl4kc2Z2H3J+3NY/QsoZ7FjyNsvsYINn8ko6L2k/a8+amDn0fGw6DbO1IJJJkmKH8khBBCCOmf0YX9q+bmO1OSIuEe+SMSurBNZgaIUIDZ0rpDO19bqOxUq5DFRrcAjt20FfnaP6JrR8u58zMBnDvXev586/mmC6FQdPEqljEb60okoZ8Q6A4GZ+j9beDIuoJI4zPRe5o2AAG961QAaJIq98uVM/Rl2ZGvq6IDAJNid7VINfHm6+5nYBBCoL+AUocW1VhEhSxbUlOTADAJTaZK9FhUD3aFHfWyI7wj8jwzyiFZ19eYo4ijPLpghT4/eele/tZe/pZTWTEB59K4Hn6Yc2505SuBgGvIzdfuna/zyjroQvnMja6t94/mmtaswWOPdX/at+0aU6HsMZExgiYUCsmyXHuhLV75aNzIycmZshNpRlti8/XIjWTzR/ScP5MVHeixZyWaVNPt2nmpR061G7drP+mg/HHCovEyhBgofyRkGIbyk4N+uhBCyJQRb7zlbW3fnpVxQ1piEzbMMpLSEAywaERAIKLCqJFkYGWn2nxtId0ibvnbWCK3KLLBeJTDGdvjEojNmQHg+ssfnTupOm8zMTA9obgxUyzN7Dd/TNBrmja6Oru7iK7/EwCapKqoOZK4HgC9Js8MyowUTYWAMMmxLS/95p3xokzjf/umkOtKGIAGj8xc0cTjdoXZC6QGj7Z2S1L+fV1zaTZtvGfrl9cq3xrWwsaaoihlL73k/uEPuc9XXPZbZUWu6+4vDXC+e+frALi3Rll8jfLlDWNb13nuXO/wcc2aKTZzpl/r16+vr6+3Wq1VVVWYwhOxR1Wv5uuM5pMjvOBobf7IGBt4/sxZ1p0/ztZpUg0hhEwm0ngvgJCphvJHQgiZSlwul+u7342aTP9+rrX0WO8WRbOMzJmyLJsACIFImPnawvfVnPW1hez5rOTFWBP0osiGTLE08YFCCCN8NJqgt2zaYBYp5aXRt9xRDNj+3L+Ek9vbOzVNG+DcVqmmVao5IP9TS1fs2Lf4cVARFRYZJmtUZa06+nk6kXBD9DgeOcpFr3OKSiSdqR7fAQBFJaaiEpPO1F+4X33KffnGnQ+d6+GHXX//99Ci/MCR4oeeLH7oSffO142oEbFW69eN4/zAEe6tUW7+rOvxH17upnKj7HEqho8XLlwAoKpq3sr83NxcI3A0wkcyRKFRnTwzivrOsJrCbs/rrqivPx8d4Ewyea0Zwn+E6c0jmT6o/pGQIaG9HQkhZNpSFOVXr776dyVf/+hs8EB1yJlhA1A8L/YGXoKcnpryJ/XC/pY2AJWhsG4ViwrF50piJYCZ+pLE8FEIARGrRmRgRhO005EDfOm9P+09wj9+G8h2ItvZo2qyH10t2FJX83U0qre3h1RVA+SLPirBMdPvMqWlAz1Ff/xcX70qO/FIhHVekA52rQm9CiETZTvh51G/V7IrrO+9h3nTGjAAdoXdr8QKIZ9yPzIBe7EVRSn7zU5jdBKaz/ADRwAUHzjSfUZUV27+7PjsZTmlyx5nWaX6UMi4LctyfM/H5cuXW61WzvlUaMFOnRG/KdpbxuIZRrf5GiPb/DGx+ZqQKaawsHC8l0DIBEL5IyGjhnYOJoSQKezOzd/7yc/+WdYEDwYljd3XFgLgTE+WRIgHAkIAFnNYVYPm6MpbVeefae3tZgCybJkhLQEgdIGuJmgDY+g1/uVYTVvWFanHePgo17IVbLx3WT+dKqz3JosSLAKI6rqmaaqqybJ52WfkxirzrtLIupL+x8vEtbDqFinPiEd7VUEaez/2GoHt5wKAiALo3g3zmPm1hLCxn2AxnkjaFbarVKTpiwROxJ6l60uxK9JRT49HFZWYyhH18sp3+a8nWiO2YSKOyplauz329fjjj99617eN2xaLJXNBdsvJowCqqqoeeughznl9ff2kzx8TjUH+OOrN1x+n9JjFNOzNH03d2eXAzdeETGF33HHHyy+/PN6rIGRsUf5ICCGEEDI4RVFWf2ZphadmcYFudzK/VwcQEEmpkZzrNBXA9cp1Fov56bJfHvlABNvZzd8MA8jQl6Rb83QkbsgIJgFAYq63Y8dbPl99RNdWfy0MwP/elX7+6RtqMEl6U1G694vsjUESFnfZaxCQk8TJg+aUEpPVZrYreLvnMw4gQ88ztphsRl6zqaZVqgESu7+FSFiq3yskId/zrds1FWZr34t1p5DsIhtB2hV2wHP8poTDsWjSyY56RHmpXlRiit9VVGJ6hkd+4X51bdlEzB8noikdPgLgnM9fujJvZT4AWZZDwQ4AOTk5dXV127ZtM26P8xInvDFtvh7J5o+j4jSm+wyW3+89Fb/955+ZN44rIXFUpEKIgfJHQoZh0N9K0f4dhBAyhT3oeuIpPOLllUAsJssSC7I+/TyAmVmxt/QPFN/z7v53Dx7wv3jAtGHrVctXfWPgaxrjsH2++uy8mVVVDXbFDMDvPRdsFwf3nwZOHzhQjzI4HDkAijffbjyq7IU3Afh89YBkBHg260xNOnuySsopAIBcxXaEdwxW/8iy9OssIsX45Ao4r9CcRkVmrXhR10VHklERaQzJYUYK2XfcTc/CSZEYPg5dtsIYmBCRXseLSkzlpdFt7pKHXKXDvOS09P77U7XzGsDjjz8ev52SkgLAljEDQHwXyCmAzVk41k8xoZqvR10juru556J9HFdyyXKvlOs+VY3brx9o+9Kq9IHP76X248Q/AsofJ4GNGzdSQEmmCcofCSGEEEKG6mblKwC8vLIcUbtTKszLBZCWmhw/QXEsvTZ34b90/Nhf3fx6adsZR3m+w+5w2ntdh4H5vH4jeRSIrnQugJosWz4pL40UlUgAbGniiyWmPzwdQDKWLcnm3moAfGuPFunlzqss0RnLrrWvuC7XbMVfff+fj3ojRv4YZZ2SsFy8BTsWJjKYpMTNIhkAqKo2p32DWWY2c6yI8pj5NQC1vL3B07ja0WMet3FXT0b1JENC8SOL9WWL+PN0l0oidofONIDpQmeMxSsu7Qqze9khfsbtdrtcrv6+lunNSBvjk6/37Jmq+ePevXs55wD+81c7nnD/QpaHtMnp5NbePOqXbJ2xIPHTcW++niayM8XRlth/03Ydk9YtGmp9OpkCCgsL9+zZM8AJVL9Cpg/KHwkZkkF/K0UDagghZDowtvxzb39mL/8fP4+cW1q/6Z5lstyjJDAtNflv7v2rn2wvs1psHu2RtvAAACAASURBVG+1z1e/o6uAMc7nqwdgJI+r81c6nDmhADr+41gNv+B3xt6mzi1ozLspw8/12QUNJVt7xIi6DgBZzLYwUhQJs2jIrKmRglUr93Ne7kaRi60rYXv0rEP802xnbAZ3goR0L3J3369RVSMAzHL3O2RjRs2PS38mwfy1kkVIbNkUfVqsY0d7NJjj4hGkcYHuodhCCCEYYxKLbX5pdGG3oqLv05BYw3U8f3z//anXgr1379533nmHc24UOdbV1SWGj/EtIMlwTZDm68T5M/bwqQHOBHBW6j55tqDNIgkhZDLpu6s5IYQQQggZiGvr/X/temRhXurBqvqd//Em91X3OiE9NfVvtxY3HP8kKnUiuW1BQYD7qhM/VjjnORw527f/rav4a8b2jrY0bNlwnyTk8tKocZEGbv6cq5UJ065S4ec9GpqNLuk5zRsAmK1CSBqA73z79rz8rKM8dvK8grMAjnp7La07fMzSV/T90trbg6qqmWXWa3tHo+P7FlfwmOl3n6S8BiASBoAZ+pK+F7kYBobYh/FpN79XMGEyqjUZgxBCF3p8XI9dYdWepqE/0bSTWPP42GPjtoyxEQ8f169fv379+tzc3FDr6BcGThRjPPw6sfnaNhr54zg2X8/WKX8kk8agpSrUgk2mA8ofCRmqG2+8cbyXQAghZKLgng+P13ZcuUhwX4277NXi+x53l73qLnvVuFeWLbLFfM+dX12Qm6x2Cr9HX1sS3Px8aMvzoc3Ph77vXuwq/lp8M8c4i8zuuXMDgNazAkADNwNYu7XdiCB3lfaYnZ2hLYmoiKgMiI2C0VTcvLSICYuROdoVdq0zxc8TH8gSaxL7Fj+qqqaqmkU22dJ6tAcam1TaFZNRShmwVgesNZoKCGSKJYuiXx3WS2eCLf7U8eZrP9dj62MQAgwQQuh6dwSpM9VovyX9KCzsvh2vhZwStm3bxjk3kkfjSPyGwdgCcmoa7fyxV/O1NTTS/HHSNV9/rHdPp7nRfGYcV0IIIdMQ9V8TMlT79u1jrPtt28aNG/vu1jHogBpCCCFTwz6+x17Aiko6/Vyc8+TYxBXcdxhA8X2xERkC0HVdVbHshlk1vua3SyP2AqwrYULH3LYNCTMSutnSsGJ5zspa+8FKvxZiIgoAi5UItrZ/4pl5hHcCiPdTX2FeCrBQQJhlZksTDFJEFatW2h0HVno9HMC6EnarK6iXmut5JNsJuyIlho99ix9VVWtvDwIwyT2GwPi89WVlb+rQ1ro6RFdg2G6rmRGMVT5m6kvy9X88Zn6t5yCa/vm5/hnHyix9xWp1hd+8E0CTVGlEjNkFOhD7SStELIjUdd0kmYwWbM65oiiDPsV0tGZNj7LHKTSFpq2tre94mZaTR+csn4LfCZdh+EzcBGm+9ltpQAqZ4tasWWPs/5hY4fjKK69QwSOZhih/JGRw/RbM048NQgiZtjjnOlON6j27wuyKP0ukbNT//JjHYqSQAELhUFNzy4nG4zUHz627j53gKbW8w8/FkvyZuRtgDqNXg7MhKZV9e+Nd/85ePFTtb+CmYABJaVisROxKE7bPPMI7/BxHvbhzy7JMfUkkFZqKiIpQgJltuhZiAO69Z736m+bDnpPPcm1dCVvsjPo9pl2l0aNeUVSSmD8uT3xeo+0agMkkma3R+PGyF970+ep1aLe6wgnlk4wBERURtfurWBTZ0CItaZZqBkghy0t7lFUaVZB+M373/MeSaF2x6irg4/i93RGk0I29IEOgeqWLW7NmSk6hqaqqQp+ax16m5haQoz18JmzLmODN11kR6qcmU1BhYSHonSMhACh/JIQQQggZrg/4fwMoKjHFjzSxg02mg1nXr9xYsHKmvgrAhQsXzLJeXVfvLnt1V6lmVzrtCmvwmOs9kb/jP2OAU8lxOHKMzR8NRptzRMPhg+fb22RrhtrgMS8uiDCY01KSb3UFF3L2tlvy8+jvRWO6/mbx/8/encc3dd754v88R5sXeWEHA2axbGPMZum4CSUpZGlxk2nS0IZJm7Zpg8EiSye9s3Dnd29K0k5nynQ6TSYLcjBp07TNlGxtZ0JM2jRwiychOpLZvIBlA2YJJMF4kRcdSef5/XHkY1mWd3kT3/fwaoV8dPTYfpWBj7/L1jt0BnQBARkAdHrml7kxgT+4+f6qlXV7Xt739u5A5qrAfd+++fjJuirpajlgsTG1fFKrf5RlvywH1LbroBIIBIIBH/Sm0GG08DFiiQ3nAO+VPwJIV/LSlTxg0xndGwL014STfb90AjeWFG8Kf6b5Q6tHOmNbuUbMX3QR59E93ZJzeCRe70IqX3LC9ZHSZXD/z+li53cAiIU3qIuARvE9jDs7d8blFpodO3bs2rXrrbfeioggu1quxXPn9RjoCgsfcV02X4+D2+d1vlAXWkfW4DUAnbG6c+78xFOXOtTHpy51ADNidWcyeWzevJl66Uh8o/yREEIIIWR4Kp1V0ZY+h1LIJuFYduABo9Hok7ustuwXbP/4XNmvK6V6AA8Vf5WDv/zrt1uv+T84Uu1216Gs1x0U+AHMmJPc1tGiBHD4V6bM1UHwYJPcBmDuMv23nsLBX+hPSV3g1eoS7QJrNg/im/d/MSAr4OzFn+8XBFZ57LQRZiS0Xjya9vqJGqs1e/7M1PoPL3gkv8UlfH3rGi12VN9Xb2SmlACAtqsIyDh+sq6sbD+AbFF/i72974rrjNav6HQ6vxxAGxL69JIvCWwyIhR2NAnHm4QTTcJxj8Q9kmK1LVLgF9CzMdzlruHAiuVZqXJOOw+VT77zAj/rTAQgwAB8KlqX+33QCXqDwSC5qyTnB5LzA4CJhTfY7faRfAvjUngJ5JNPxkcEuW7dupUrV/p8vok+yLgYy+Uz4cWPk6T5Gr2XX08PUoLZr9yMJODqRJ+CEEJGhfJHQmKm7zhIQggh8SqiHjBcEztWp3/Jn+yfLd/d1YaEFDxcfL/bVVda9ruysv1Wa3Z+XnazUn/q2LW0TJY2u9d9Nm5jHFjYfvcrL37o/KBB0Ckf/GfShm8HOjt8Or3gk/0A1n7dj693XqoynjmG6UKO5K5iYK5j1UEZAFMULugwOyPx3JmrX36IAZ0fO+dJrmoBBu43zshIrP+w85+P1K9e+TqAVSuybTaL3gi9iasFj0E/Ko/VMYALUcoeVSm+5RzckBQQZJ0sB6P2kqvd0wCmK6umK6uA+ys/fMPIq28sEBXmF3gofywte0NyV9us2TZbtl/m05S8GnfbGUnf6PpUtGYDCG3p4WhrgsmYmJISWh/h2LMPQIX09pEtf3l4+/eoFhIA1q+Ps+UzKpPJ1Dd/DB8BGZ+FkDHNH30JvYof0641jv6eMd98PWj/9UldhvY4PpZfZ8/U1X0amnexv1a+Y5lxYs9DCCFjivJHQgghhJAYa2LHYEIwLZjZGeo1ttqyS21//+97n5WkagABmXGdPnVW8AvbegI+zrnCeYpveaI3x/6N/ErpCWMCGiRl0Uq2cJU+EAwAMCVzvZEzhpzPdeZ8DsCxtTxZB6PX2+mT5ZQZ+PDZVScqLypJTYnJugOlwY0l7LPbz3wWDJAPlCoAAt45AJyuKgAnqk7/+rc9x+6uvjSfPfPxPX+nGyBjRWjpdhByqPs7PIIML29UaTmj1ZatvgsAyV0juaut1uwtW4u62gBg3/Pnjh5rBRSrNbt46x3du6/R6QUAk6nnH+f2rZsBpBx7v7zU+8zuHxcU5j1m/+Hg35j4Fr6FJo5asIdS/JiQNq2rJcYDE8ebOX3s7t0V6+JHar4elo1LlOcrQ/M66psH+nOVxKX169erK2gIuc4JE30AQqYAmhZMCCFkBLwJNVXp/9Qs1GjP3FOSUVLWdZu9c1Z2u0/2Nzj1B0oV3o0xMAaTSTd9emrt6bM6U2DxaqYE2Xs/1ze4GTjjHL521uVlnIMrAIcAow5GAEajAYC5fdUjW+8vtK5qOmcIBII8qDtQyg+UcgAMKCoRHtnywH/89O//49/+7m8e+rqQ2IGk1szCNu3XrSVdW1/o2vjl7GSz0ePi/X1eC9tDa9n0JhiM8Mvo9KIrohop7NVqzmizLtuytUh9RoG/tOyN0rLXOXiBNQtAQgp+89vyo8fqCq3L7cX3btt6d+S7cvh8clubV/t1wfeBRWSP7NEvLQy4pOPfKf6GJEkj/FbFjfC1M+EbsacydQVNX+GBY0La9PE6zlhh4fljzJfPxHrzTLgRh4/hy6+nxPKZc76EcXiX3Lk9P8w5fUUeza1qz1MuTAiZRCh/JIQQQggZE4wxAA3C69ozSwKbAFhEtvlxIf9zSJ9l8Eh8d4nS4OaCAMbAGMsOfAuAy10DoKhE+KtHdUyH81U6o0nHGBN0CPpZ+zUhIDPGjQaerN7ZaNQDmMFXgmHLlqJtWzatXjuT6YLzMpMbnPrntgY9Ep+urJ4eXAnOARTaltsKcuVOrr5LUYnwhW0sywYAN6+5dbU10yMpEeuqVdriGlVCChLNAOCX0dWGgA8AdOqpuiNIdcLjGuti9bduV922h36sVj4+v/u76gaevXvKj52oE63LS4o3idY8PU/S86TQTTgCMgQdk2UfoKi/ZNl3TXcsqAQVrnxhGysq0QXQdlj6/ai/aWQyys7OHvwi0o+WaZnhvx395plWQ2rMm68nrUWmnh0yZ32J4/COOXP7zLPox7IFydrjUxe9oScX9nxrahqnQKpLNFTyQuIe5Y+EEEIIIWOCgTHGOEcDe0N7cknwK+l8OYCiEl3T1fZp8wNQeqoUpysr1Mu6WGjVgEVk2aKu8Zj+L7/Wf3JGl5ZmTjGbAeZrZ95ritfb6ZMD6pW3mf91tn4VV8AEWK2Wv/mO/caCz1w55w/IOgT15Y7gO88ZHWWvS+4axhhj7LtbthWszvE4lbcdwdPOoOzzt7d3zu/8EgffvuW+ggJLfxFkLxx6I1Kmw2BkWiGkX/ajO35UO6+t1iyrLbtsz/6yPfvLyvZzBLYUF2nlkOroSbFgecmWntXYAgwGJY3B0OUVAHAFep2uq8vn88k+n8w5V99ALR1dauVZNrikY085Hh/dN22KC++5jotZkLt27QKQk5PT90NdLU3a43gYAWkeq08h5ptnWoyp4b+l5uuJsmyBeSiX1TY2v/mXc+qv2sYY7zUihJCho/mPhMTMvn37JvoIhBBCJheBCUEenPXpJswIPZOu5KUreWf0aGbVRSVCeSkg+LNWmD1Sh0fiX93Wmr0aACpdDZbC0M+Ji0oEAHUSGiRdgxgoKtHPnJ7e5u3wybJP9styIFm/cq5xdc+Sag4mgCt4cMsX1hQsraz0uJx13taO948cB+B0VTnKULA6N6goAtKmz0g9/b637sNg5urgTd/0z05eqd7jhgLxhPsjj9ReDlhsTJsFaQnc70Wn+i5Az2bsBDPXy+j0wi8jIHcCqKqp/8XL/xUIBjMyZgJ4aPvTABT4c8XETduWLA3kBxFqLSwrKwdQsmVT37loSpcxIHcyCJxzfyAgCAIAo0FvMBrak2oFCJxzAJzzL2xj77wA15EqSZSu63U08bUFe8eOHXfddVfUD0UMfIyHEZDd+OWzsbrVWG+eGU34SMuvx0fNuZaacz2x47LMMZw0SgghA6D8kZBBbN68eaKPQAghZHJZK66vkP6IkiFdLDABgLoIW7MksKlZyEu31aCkqs4VqJe8MzOVq2dNfyi99pH1DQBqrKYpKhEsNnbaJddLunIEsmyBbGtCUlICgIW+u2cJK9QyQDCAgwOMgQkAh9Vqqaz0CDokp+pNiZg/c9Enn15LMSc53dUAuKL+n0HhwcbjumP7Mqat8VhtFgZmtVqet35v94v/WSl5PBIsLqGoRFCbr4NBBUCnF4kp4WeE3oQUEwB0tSkvvVxeefSU7A9wBK58cuXKJ1cWF3YhlKXKTFmsR7KeJyuQHWVvyuzad7bcBvSkmUAo32xv72CMKZwzxoxGQ4o5Sf3gVeF46FrGoLa6c55l4/VS4OVX/72V335r4YND+vaQya2iomKAj3a1XNMqHxPSpk/d/JHNXdzzm5gOfxzrzTOxar6eEvMf+3O2w7Q4KbQlaanZ3+ANLeD600eJt8/r7P915Hqxc+fOW2+9daJPQcjEo/yREEIIIWSYmB6AR+IDb4gOXcuY0WiQZb/e12tJtFoIaVl93xnrm7+G5JEECH5DQtDprgKgKFxdh61dv9SGJVbDAR6sl/QNEm+wBddYF621fmaafjkA8FBkyQSo22kYw96ycgCV7jp/0O9XOtfYchP4tMf/cYt2T6+3c+9Lv6usOqYwljKTn5YC9dLbe8tgtWYDeHBL0fYH73Ov8byw9w2PU36b8xWrrk5fGoob+vvM3a66srL9AFauyDpWc3JpYaCoJAgg6tgft9tzxO22FAoLCq8h0OtDHGhta1c/f5PJqCWPqibhePgxOADGsguFepfS4PQ9/2+/e7+waoY5cmigKIrxXxq5c2dP/ePU34J9+PDhiT7C1DbWm2dGXP8YXvw4FS1J8p3pCP2BfqazJ38kZDQ2b95MHXUkjlH+SAghhBAyPHa7/f0t73pcfouoG/Ti6Xx1akr61aufdnq5Qe5VBanKDnzjie984w/W5/a9UNfVGdBBsFqz33+/BuiIqIIEsHGbrt7FPS6lQRIuSC3/jT9arWcBWK3ZBQUWDl7WnTkC4BxgQZt1mdWaXemud7nqgI+lh6oBiNblAIKKAmBRxuJmnL56gU1b0JpimjFn2lyXu5ZB53bXqW+qR2LKzATPkfbGD1v242lbQV5QCX79r4u0XbDqAEcA6n8q8N9m7xRtMhwLK6X6iA5u9VNWH0juagBFJUITjnsYsgP3a9e0trYHAsGIskdNk3As/LfdKSQvsrPnXP6l+cm1NXVBf32SIV205gOQ3FUAJOcRAGLhDXEeRMZRC7bP54s6/FHV1dIUVv84lUdAhg1/5N6YTeibzJtnmnQ995nSxY+EEEKGiPJHQmLj3nvvnegjEEIIGT8CjB5JHkoLdnbgAQApKaltba1+mSOsEVsHo757gfVdqx9et/t4Wdl/d7KPnR9W+/2BeoljG1OXaCOsI9siClk2hm2ofH6FX9fkcp0C4HKfAhBUFPWy2XltTRcEf7PZaNRbrRarLdtqy96CIjUoZBDU/msAfr8/GFQy89L9s5uaLwmtaF8wLcVmXVZgtVS6PQBO1tR98klLixcL85nZN2vWrGnuo7WKolQeO8UA1l3UqMAPIEdMkNm1jSUMYOB4uPj+58p+fcx53iPJagd3xBeni11VmMyhB3BNON4krJqurJJl2evt5ByMsRRzktFoiHjV1e7ix3Ac2teH1Tu7vlAivPOCssI6x14cmqMiuarUFPJ9558qpLdtYsFj9icG//6RCSVJ0oD5Y1yMgDT3nscXu/yRNs9MHlnpvL459If5gTPCxiUKgDuWGZ8+HGrQrvs0OPAdcjOSTl3qUB//wXn1rsIZA19PCCGTDeWPhBBCCCHD9vD27z2ze1d5qb+oZKASyOl8tfrAaDTOmDGzta1Zlv3+q0g09+rFVs1QVu14cBWA7zgfDwSDRqDeBUt3lR5jDFxts+aMMYEJD5fcBwDFvW4iuaqeKXvxymldlsiAjnNSUlnZ2yh7W22pLt56h9WWDWALisr27AfwwQc1AdYhpAXuftR3xiVcrU1zuqp0MLrddepLVuRlfzKzpSvh3Plq1qL7+MLFj1evzL7a1HL+8oU2b+fCfJY2CwC+sE39p3WXIIT+jd3MqoFNDxff7y6oc5S97pHkcqCoRJiurNZOq63ZUV/j0f9qvvfeRG8uAwO4OTmxb/iIsObr/jAIjCkWUXBJNZLrpGhbAUC05Yu2fAApx94vL4VLqtzlKNlhLx34VlNSfLVgZ2dH9tGHi4MRkCw8f4zd8MeIzTMxab6O1eYZMnSnL/ty5vb5/xbR1F7wDnEjNhl/69evP3To0ESfgpAJRvkjIYN49dVXJ/oIhBBCJh1RFAsKl7mk4x7bQFMgw7M2AKkp6bLP1+pt7fTCICPNnNz3JY6y13Qw/OPffuOZshcb3IGcwtDNFc7VEj+BCVpRZJSD2fJfsv30qbLnXVIN44ZF8zKYgNS5sst9iiPo3l6nXcmhAJi/KOXSx96zlQITjGvv68pcfWltMQ69mADgiLNdQCj+Y9AvzJjpabgwf+E0p7taEJiisIRE3afngpv/rwCAMcbVcJQj4nRWW/YLtv/9fNkrR53nnpXkFbbGNOU10bpc6q7BBOdK6L95Y9Jv5/m/kurLNxoNJpOxv08zHO/93xtL2HOSv94lFJUIz0rKM2U/fxQPqskjgKvCUYvIHhH15aXBk9LlB7bc++j2HXHYix3egn3wIDZsmMCzjNiuXbsADFD/SAYQsXlm9M3XEZtnFrZfGM3dwuc/WnwXR3OroVsoeM8roYTu/cDctfrL4/O+w5Uzx3j6iqw+PjVg/pg733zqold9XHuhnfJHQshkRvkjIYQQQshIPGb/4QNb7i0vlR8Ro/+FajpfPUNZE/Gk0WSaaZrV2tbslwNXm1rU+j6T0aA+kNzVkrtatOaLtnyhzAgE1BU0od0yjAksyhaXKGcrfkgqqHKU7Tt3/rJOJ+ACVq9cdqru3PLcJRz49Grz1U+bp09PvXDpkysXu5KMs/XzL5+RdJmr9fPzgl1tfN39XYkpgL1LvZueJ+tgXOP/tttVd+joH7keTZ+2pxinNbd26XU4UMqL7AIDYwxKd5t434D0oeKvuQvqjrrPuqRaoFpyV7e1dZjM/PNboa3ZUWs8P0p7nbWwxclr+/vsIoY/AugJIXs/VVSiKy+VD1ce0vJH7bVFJTqPjZeXys/s3vXS3rj+WeOhQ1M0fxyKeBgBOTbDH8Obr2NiwosfPxZ6IsvZnEZGkjhEhS8kvg3pr7CEEEIIIaSvR7fvAFBeGn1uV0TxY7jUlPSUlFSj0SjLfln2t3k7rja1tHk7nn/hVdkfAJhjz74Or9/jVA6UKmrDdUT4qHV290e05ZftfvK72++/QVy1Kj/HdbS6rbX9A+fJI86T9Q0XWlq9585fnjNn2qJFs55+Zvu6nDsCfuGMpL9YpTMYWUBG21UEZADQ82QBxsWBewBYbdnf2/JQbubyWRnGWVl+Jigz02Y3OPXlDuW0M6hwziBA3XsTjod+WW3Z9uKvlj3/eNnz389cOM8fCABgYIwxQRAEQWCMqTWeH6W/Xqf/1RC+A9FyxzBZIrOIQqWrXnJVqc80sZ7s0iKyohKdwuRdjiEM8pxawnuutULIqaa1tXXQ4sep2HDdy9gMf4zYPJN2rXGUNxy74seRma1Q/kgIIVMM1T8SEhv79u2b6CMQQggZb6Io2sRVLul4OYIRgyCjFj+GMxqNRqMRgCzLPp8M8L0vvSnLfkEQ1MbkWzasv+L70ONqPuPWDdDiPcgJbfmiLb+tzeuTv/jKa/uPHq3LLGz76rdXzLn2ZQAGIxJSoIPxa5uLsi2Z/757b+Mx/Rl34HPf6VICrLMNDMxoDCzTfyVdl6fdc8uWLwJfdLnrfnP2z02fdrJEv+eIrl4K1ruU7imQUBQwFpYOMgBQu7k5eGnZ643nPzIY9IxxQWChq7o37DAGxvhVVjlNyJup2Ab47Hj3vXn/OeTGEuE5Sf6fI5W5OYvkNE/ERy0is7jYSenyn6WXbxW/OcSv6tQwxbdgV1RUnDhx4s477xzWq9Izs5ob68foSGNhrIY/xnrzTLjRFz/GwfLrJYm+Mx2htugzHaZbJs0ymLzMlNrzoW9Q7flWYP7EnocQQjRU/0jIQKgGnhBCyMAes//QJq5qcOrLS4MeqScFG6D4MYLRaDx1+tz3/uHfTlY13HTz+l++/OuyvT8v2/tz+/ZH7rzpuwI3eVzK6M95/ETd0aN1+bZZRSU6r6nm6sz/Nhp1frXO0ScAEK3L/9f2Ldkr0xqP6f/fzxMaj+m5AkEQ0oLLZrB8JYw65tFqtfzbv217Yc/flHz7vlnT5izOM9dL/J0XeL1LixPR6QVY93IZQOCG0rI3tj70T5K7WrQuv+VzIoDyUgUA51xRh0eG8eh/c1r/0qCfWn/hY9g7o91QL8tdl+QjfS9Wg+OXdv9haF9IMk4OHz6MoQ1/nPIlkLEW880zrYbU8ObrNDkON89kGtq1x4c7Zw56/eIkX9Tnb5/XqT1u8EZZnzWAgVdg585P1B5ri7D7WrYwNeKZe25epD2uORezBn8yLDun2k+ACBkLVP9IyEAofySEEDKox+w/fAqPu6TjHilocbGiEt2gxY/hHHv2Se4qgNm3PxyxCEXbchOlvnLI+abq+Mk6Bf45hWfVUK5Zf0KYJsy59mVZltu9st+gALAW5FkLnviPvS9IkqfxuH9xgf7L38pZYfp6ZGTXneqp7eCVbk9ra3tzqzJvkblB6qx3BcF5lsgAdGXVrVqZXVVTd7KmjkFwu+vUO20v/qpoXQ7gyEPHwAOcc865uvM64q2ahOOfCB/OUNYIiNxF01/x44FSLnCDxaZoh7WIQq2z1fytpDZTNZQoYzTVMZFPOZ54zP7EsL6qk1rEFuz16+N4CqRm6o2AHIPhjzHfPNNi7DX5MQb1j6Puv44b2TN1WuxY92kwe6YOQO5ck7Z/RnuQm5EEXJ2QQ5LxtHnzZuqrI/GK8kdCCCGEkNF6zP5DSZLedb5wUrpSjuDNBdOzCwZ/leSqcpTtAyDa1tgfeqy/Oz/leLxvBDn0fFNyVb1/5KjTVZ1zc5dF7LnDp6j0J/tn+77MGHyyH4B8rRXAg3/9DWveqf9X82ZtZZvjf10FnrFaswusFqvNor22bE85gEp3HQAF/kyxvahExxgAdqBUCHgTPUe6wHDmyO8D/tBLdDpdamriDTfk3bf588fc5xxlr3FgwdwMj3T689sEAFD7sPusz76qO5HKsw0cWgRpCXzTo39ZfRy1+JFDIt6x8wAAIABJREFU6duxvvvlF9duF9QqyyAPCoLAupNUi8hQikpnFexD/KJOEeEt2PG7haa5sX7uyqm5wXxshj+O6eaZmBu35dcjsz712i8/CRUenvMlAuNRbJsz14RjU7ItnRBCBkD5IyGEEEJIDIiiKIqiY/ez7zsPnXdKv4EkWvPVTdYRVzr27AMgudWNKFHKHiPcJN4NQI0gLTbBIrJBl8+Ev5fkrpL9ATnQZbGFiv44uKIoAJoNJzAdC9s3p5iTZNkfSiFlf35e1rQbFi8qrKp3tZ6TEiV3tdNdpSvrqUAMQlaCLCtrLmadWWpFlk3HOTgHY/jCNsaY70Apb3DqFdZxx8M6j4sDOOtMaO/0/vmg8+DBowwCB8CRkGAAwBjjkYWPPZpZNbDJz9p13C/AIMA4Q1nF/d/wGH7Fou2f8Uh8mZgA9HRHFpUIz0qyjzVBXczNwBUoihIRQXokeYhf1SljipdADqX5uq+EtGlTpSN7LIY/TvLNM9ctyzRe3xz600Z7MHrLFiSfuuhVH5+66AXmxOrOhBASc5Q/EhID995770QfgRBCyKRg3/6IKN0oSZLkPCK5qyV3FcogWkMRZHfmCICJogimt9sHr7hTk82nHI9XOms9kmxxsa9vG/wkkqtKclepnd3f/e5jz+ze5XH5LaJO4Yoa9jHGBMbaTFWXDW+kBL5hNBqMxrBpZUKhV6zJsnFs62IM77zAgS7tg1lWgYO/80JD1kyWZev5t7R6Z875pm8tv5ZTsPfXvy0vlS2isLFEQEko3btR/hGANm+HT/bV1tXteen1A6V+bXHNAIJMDkLWcb8eydODKy24/5ruxFXhaPg1avN1gHVGnXLOwQHOAAjgCtTF4uqHLDbBIwUdDsdQviNTyZQtgWxtHUaTb1fLNa3zOiFt+lTJH8dCzDfPhBc/jr7zGoDHdD1uRMlK7/dHLKOxbIH590eujMWdScytX7/+0KFDE30KQiYS5Y+EDITmPxJCCBkuNS6E3Q7A4XD0+lDhjT0XDNNj9h9KYqjF+y2lPYHvi1pcid7JoyiK9u2PqM97JEXZxtTQjUFL3tAkHLsqrJqhrAq/ibHVYk7MazNVMwbOEZ4PqhkjgFxb8imp/R1gY4mgFTAyMA4uCELBqtz/WPH43t++fMx59jlJLirRWUSmja3kigKg8Mbs4yfWvC99WG/DEHd8qymkIBimK6um8bxM9lfNQs01oaaZVXsk7pF4diHfWNIrfPRIXODGLnZVG13JADBwzhUo6ixItQU7Dk3ZEsgTJ06MrP5xKon18MeYb54Z6+LHKbr8ejI4dakjNyMp6oeWLUzVVmC/WXHxnnXXY+BLCJmEKH8khBBCCBkrsS2mC7V4OxyS8wjwcURxpUpr6wYE+/aHtKAza9HKunOSGj4KLDLpaxKOa/mjLPvbvB0AFuO+y6Y3mthxBUp4e7SaXAqMfd7u+/h/J9VLHe8wbrGxpTaguwQSUIKKEgwqD3z166fXXHD84pflpTJKsa4g4V28dv99d8h+v94EAAXWrP+R3O+UBvrLH9P58sinOBT4wTrUODFdyUtX8oBNrg/363l1ls0XtvgaANQG8Cwbwtu11a8B55wzrnVht+BY1DNMbVO2BHJkpswKmjEY/hjzzTMxL3683jR4DUvN/gEuiNg/oz2fM8eobZ75r6OtX1qTCiA3I0nbfH3qYmd/+ePAahubl2WmD34dmSBU/kLiGOWPhBBCCCFTid1uh90uSZIkSeABSXKFf1QtsYyWewZ5UP/HF5Qie5SYr0k4BnxDfaxOgUwxJxmMOkvg/iZh5Sc41iQcB8AYU8NH9Rblpcq1qx0LZ2U1OM97JNkiCkUlAhhTuKIoCAQDOoHp9Ia1N6xee8NP1amXR5zH/f7AEedJMLDuDdpdbTwpzXCgNLCxhAGhOZKaaUpe1K+DwvxGnhZgHQr8AMr27He763LEBIsYZYwjh2LpW3LKAA5FUXRCaC2PKS6np61f36sEcufOiTzMcNx5551DvHIqrqAZi+GPsd08E7F2Jk2OTf4Yvvx6enAKZ5pLknxnOkzq4/eupt4yI/S5LDX7G7yhWRYNbfpB88cxPaQqb1F6zblQwF1zroXyR0LIhKD8kZAYoPmPhBBCxtmwmrgdu59tPHducb7J42r3SCxqpeFV4fgMZVWbt0OW/UajwWjUq6ulja3Zs+QlCaYcX0odExiU0PU17pYG53k9jD968iHJXfNu5e+qpE+flRSLKGTZcM+yTX4jAjKHIre3t9fUnlVfpdPpgkFFpze1tH264pbQrRT4L7lm1kvX3mH4/NZeZ0vny9Mj8kceyg0FbgCg50kAjrgr3W6PRdTdYm/mYCyi/lFSVosLgMjW0e4ubHCESiATMHeIX9KpZMMGvPYaqqoGv3LSqKiomOgjTD0Rzdej3zzTYuxV/DgW9Y+Tp/86U9/R6E9WHzf6k5H46cSehxBC4g/lj4T0a+jV75Q/EkIImbQkSZIkl7qM+5naF8tL5UfEKH8DbBKOp3TlqeFjijmJQwHg9XbKcsBoNCxOXgtlrRo+KgoH8O6Hr+vRdP9ff7GpqXXp4vlLFz/8ctf+yqpjDU40OPEenrZaswN+cAXHT9QJgk6N+8TCG+12u8PheN/5p6KSUDf0M1uDMzM/SWxP8zjbOUeWDdmFoQCxv+JHMOiCSeqOmdKyNyR3NYANazam8xMCF64J1dqF6vBHP7z93QccnPN6V/SPx4mPP57oEwzP4cOHJ/oIYy98+OPls6O/X1dMN8+0GlIj6h/jW6ahA53RP7TI1HnOl6g+PtQ6bX3qCItVs9J7VmAfOCNsXKIMfD2JMzt37rz11lsn+hSETCTKHwnpF03fIIQQEgcOS7/3o01dVlNQmeVy15SXKkUlkeuhswPfaJM7AJiMBnVOoiz71fAxxdxrypggMEfZa67K6kLr8nUbLNpQxe2PfBH4IoB/3/uszK59Chd0aDzJWzuQkpL887JXBjhk6myuQ6fcOs3zYWu9FKx3ocjOlgS/Eln8qJ2BGwBIrprSva8DsFqzt2wtAoBANoClgc0tQn2TcLxJOFZeGtQj4XtbHjrL32xmNRH3Yd2n97gUgRvjbfl1VA8/jOeem+hDDKK1tXW4y2fCV2CnZ2Y1N9aPwblihs1dHPN7xrb5Orz4EbHbPBO+/Hr8ix8XCN7zill9fF4xrx3ntx97tRe8yxaYJ/oUZLReffVVqm4hcSnyr56EEEIIISRuSJJU6axdWhgI3rj3qnD0seKHVthmeyTFI/GIK9u8HT7ZpzcqglH2s3af3OX1dgGICB8BSO5qyV0tWpcXb/1i1De9xd68sYSpv7Y+I6zYwAK8/ZVXIvPHiDMsEtvbfa2zlihZK5PrJf7e7vTXSs9E3rr7FXvLykv3vuHY+zoHthQXhcLHbkEmz1BWWgJfr3z+BhOfZrPmAVgcuCfqaRkD57zvFyRuVVfjllvw5JMTfY6BnDhxIjs7e6JPMV5iMfwx5s3Xk23zzEldhvZ4tjLC4HKh0E8d9KSxvzbK+FptEU3u/ETtSW0RTe78nsCx9kI7gLzMngmb2iJsMoVQEQyJV1T/SAghhBAStw5L/60wuahED8Cj+2WTcGxTSWb11ubyUtniErQqyOnKap/sA5CQgiBkAD5ZAGA2J0bc0FH2mtrsbF2Tp145qCwb6iXsf+e1r33ta+ozdrv9fee7HpdiEXt2LywVA+c/Yzjt7MKiji4vO1nRZUyodm+vA2C19kRRbndd6CfoHCtXZG1/5I6ob8rBJXeN5K62WnO/s+V29ck1/v/vrD5KFWS9iwNYW3jbUD6dOHHwYGgXzeRbh71r1y4Aw61/nGLMMV7SHdvm6/PJC8J/G6vix+vE0pRAz/4ZrwH99XV3C1+BrfnSmtSfHoicQZmbkQRcHfQAyxamAheHfF5CCBknlD8SMlpUHk8IIWTSqnRWhe9iaWLHAHzBzhul9GqpuRyw2HrW0RiMocu62hCQefgWGgamlj2qlY82a55tTZ4fQ4o5sgtZvQv1kt/hcGgNzgaYgciyr/X2Txifc0rqKLybnfhzx7RMlja7M0VZKrmqw64SRGu21Zq9akV2pxddbUhIQV8B1lFa9joH18JH1eLAPWd0ANAi9KSQ75RyAabrovk6wpNP4tAhrF8/qVJIn88X5+FjbzEZ/hjD5uuIyY+xLX6Mm+XXAG6Z0XqmY5b6+EyH6ZYZoeeXmv1A5E9uJlbeorSw/dfN99y8aGLPQwi5PlH+SEi/qPSdEEJIHOi77doiMovYLjhmVTtbPJJscQlb7s8BoO/OH/0yAG5MkQPgAjcIMDjKXlfLHkXr8pLiTQC4AoEbFOYfyhk2lrADwPvOd7WMTyy8oUJ6GyWRVy4ovHpaMp/4c3DxsuSzte1ps9lnt5/5LAAwBhZUlPzm/6sFjgaZ+WWu90Fv6nUTt6vuqPssB39wSxEA1nvg0GL/PQCYcM8Z3ZsA3nR8xHjbAw/dNZRPJA6phZCTKYWUJGkE+WNzY/3claGN8NogyMkp5sMfY9t8HTH5MU0eq5Rw8iy/jnvLMtOBcxN9CoL169cfOnRook9ByISh/JEQQgghJD45HA6FyRabLupHN9ibF0j8gjSr2tny/SNvr1pZZzDBas222rIBGIxwu+rc7jqEWp6xyjZ/bcFnCq0rQ6+PTDWHgkuSJIqhkEjghvLSQFGJziIyjxQ65FIxgO3eP+82n61tn5eZ3OCUn5P8G0sEi8g4kOJb7peR0H27BDP3N6HTi5Sw/LFsz363uw5gVqvFarVEnkABAMYAYLH/Hrfb45EuJCek3Sp+cwSfz5Q0axby83HwYK8ntRRy586JOVW3iooKAHfeeefEHmP8xGL4Y8w3X2uPU/2tMax/DC9+nEIWh+2/PudL7Fu4PUQblyjPV4b+oNMWYY/GqUsduRlJyxYkn7oYmmt56qIXmDP6O5OJRUUwJF5R/kgIIYQQEs/61j+Gf8giNneVBqvf63QdrdYb4HbX8RfA1WpDBgV+ADligsyu3VDSlsqFOn40OxCK6nRKEtN1RkyB7GoDn8Y477XOhTF8YRvbLcla/mi328EDFdIfPTbOIABKg6RfKgYALBUDS/c2v+dIa3DKzORDl+FAabDeha8Vr5nbsUmGrG2hAUOiGVoXthqYut11q2zzCwtWWW0WNW2MggGA2+15ce/bPtmfe8N1tjF2507s3Iknn4yeQm7YMIEp5OHDhyfqrcdPrIc/xrb5Ovy3sS1+bNL13HyMih9t+OgSQuNiL8FsG85rMw3tjf5k9fHhzpk3JYbGLy4ydcXyiCNy+rIvZ64JQG5GkrZ55tTFztyMpGULzL8/cmVCT0cIIUNC+68JGS2a/0gIIWRKKyrRmcxBy2e77GVyZmEbzM1tHS2LPtOaWdh6m72zpKxL3WcNoJlVNwknPjTu8Oh/rb5Wz5N1MAII+NDVJnivsoDMOOesNy2NPPzBAYfDoT4WC28UuNHjUopKdABrkHr9XPwWe8ut2zsUnyHoZzNmpDY49T/e2vDyK2/96pX9XV6AgXPOFS4YFL2B//yl/buf3b9nz37JXW0RdX+9LU8LHxlTo9TIEHbvnvIX977tD/oVXWcaVo/dl3fy2rkT770X5fmDBydwO3ZFRcWIhz92tfQUpqVnZsXoRGNr9MMfx675OrbFj5PQeSWWP3g429FThr3U3DOY4k8fDTIL8o5lRu1x+CKanDk9z5+67BvWYZYt7Pk+vllBu2gIIZMC1T8SEt3Q694pfySEEDL1hQLCohLhuWK28hZFDRz70yQcv2o6bvHfP5Ov0fPkTi+X5QDAjUYDAJ3Q5yfcjAHIEnn9h6xCevv94j8/av8HURQLCpe5pOPlCKot2FoJpCpLVJY8H3h7dyBJl3TxrDJruvH9D44bDPrv/d3TVjFU4lTprgMQCPoDfqSkmpLmdd5i75rmz+ecA5yp8aN6BDCucICrZY8AFq3mPtZ64ZhZawm/vqgN131NXP2j2nydnZ096JVTV8yHP45d83VcWih4tdjxgmJeKHhHc7clSb4z3bHjmU7T4qThpYRjofaCd9mCQXLV2sbmZZnp43MeEm7Dhg00/5Fczyh/JCQ6mrtBCCEkDgjc4JGUAVqwhyu8kNBj+PXVwPGM1k2yHFCXZav543RlVZNwPMprGWMC32g3lDt8Tzt+aBMLHrP/8CnH4y7peFGJ3iP5/+QwbSsLhL/EZDTeusUnyxc/8218dKrtknNOzQcdHR3+01c+TJ/DdDohsxAAsmywiOxPDnZaEkqLTaJ1PyCUbLmHMaY1a7vctZK7Vn2gILjAem1WXuDwrxKNgin+88e+Ax/7Nl9jIpNH1bvvvgvgOlp+HYvhjzFsvj6fvCD8twvbL8Tqzqrw+Y8WHxXlxUzufLM2ArL2QnvU/DFvUXrYCuwWyh8nxPr164d45auvvko1LiT+UP5ICCGEEBKf7Hb7+853PS7FIkZfQTNKnPOrwjE50b8Y95nNg/QYqq8AmEUUHikzlTv8LqnygeLNRbfdo8eZ8tK22ZnCx43BPzkSbreHpq0ZuBlAqjmlxdvsl5WFqwJfWLPh7Jqk0rLXr13yf/3JyCrL2+2diyV+2TnT7apngN39rwBE63IA6vJuDq7upSmwWgoKLHv3lhtR+7D9b2L5RZkSbrklypM7d07s/uuKioqRbb6eYmI6/DG2zdfh4rvzeqJkpXNt88yBM8LGJf1NqO3XXYUzfvL77vmPlzqAGbE8H5k0KH8kcYnyR0IIIYSQeOaROEoGuSa3MKlWakPJoJPBe4ofOefqnMf2hBqzrlf4aAnc79EjogSSo9dGmiK7wSMp5Q5f+btvFt12z5WWapd0XG9Eg1PXIOqXigEBPbPPEoxJftmbHbx/OlZNt6EEX9m99z8PlPK+TeKfX/OVtFV5/EFe6fZUVnoABOEDUGDN4oDVarHZ1HiL79nzdqW7zlqYF//FjwB27uypdvzkk8iPTnTZo0otfhzN5uuulqaEtFC6pz2YzEY//DGGzdethtTw5uvYbp7BqJdfz+ZtHyN0h4+FFAQHvjzGFoWtwD7UOm19agwKV/tT92kwe6YOwJfWpP70QGgHzukr8oAvipSXmVJ7PvQdrD3fCsyP7SEJIWQEKH8kZFToB1OEEEIms7WFt1VIbw96mZ4nAm0eiVtEZilkdVKUaC+cGj4CEBgD4NH/2hK4P/yCiAiSg6N3/gjAIgpFdkO5w3el5dRj9h86dj/7vnTI7+v64/Omzz+EHLEnfzQZjSkm2yy2iitgDFabpaAyq1KqV9uu1WvSlbwlwa9oB7Pasm1iqJKOK5yrsyCF0MUuqa7SXZe/Zv6j2x8f9IsTzzZswPr1E1v2qPrBD34w+uLH8P0zk1PMhz/GsPl6rDfPjHL59WylDWNSxj3mGrwGoHPga7Jn6rTNM1r+OBrLFqYC/Xa415xrvufmRaN8C0IIGS7af01IdDT/kRBCSBwQRVHgxvLSQYqFdmx5XOBGj4sD4Bi8JVCNEoXu1S7TlZV9r7EE7o8IJT0StxT2+sunRRQsouCSKp9yPGHf/sij23fk5CwNyOyPzyX811OBNm97m7cdQLqSl6f/a/WNOQdX8FDx1wRuOFDKD5RyaOGjEgof1aXbADjniqJEho+u03v3vh1UAp9b+9VBP9N4ppY9ToLwEYDP58vJyRlN8ePUM+rhjy3TMsN/O8rm67jcPPMRhrHh+qbET7XHjf7kobzklhk9Ke2ZsP3Xt88bJHCMlT84rwL48o1ztGe0QZARKHCcJIY+ApKQ+EP5IyGEEEJI3FJ3THsk7pEiyw810/lqAAKMHkkBYLExAGquF0FdPqN0d16znvxxVfQ7K6s+I++apuQDoQP0DTeL7AYAlVK1JEmiKP7w+0///WM758yb1Xhc//PvGuqciq51Yab/rlD7Ngtln1xBSfFX9DzJI/H3HOlNH67syRm18DE8juwOH8v27N9b9nYg6H/k4b+9Ljqvo9qwAe+9Nxl6rlUVFRUnTpyI+W2nRAt2rIyy+XqsN89g1P3XQ5eBngDuEiLfdK3+svZYW4Q9bizTev5c1QZBDtF/HQ1lnbkZScN9X60Xm0wVVApD4hLlj4QQQggh8ewm8W4AHle/VY3ZgQcA3GAtAFBeqlhExnjU7r9QRWF45/WgFPgX+r+UpuTVu8C4Tk0bIxTZDQp8h6X/Vn8riuK///OL33top16X+D+/STzyqxkv7j0gCDpB0LGw/dsFBZbdz/3tzJkpp6SuvWVvu92e0Ec5uNJT9igIghpHul11D21/2u2uS5tpePSRv7t+w0dg8iSPAHbt2jX6yY+a8BbshLTpo79hjIUtnxn98McYNl+HG4fNM9ft8uus9H5/DqTRGrEB5MwxDnDlwJYt7ClorWkcdsM7IYTEHM1/JGRUaP4jIYSQSU4UxXW2z1dIfyxHsKgkMlhUix8B2Ldubtl76qT0sccWGgEZPl1Ro3VeqwWJDKy/4kcACvx+3g7g2pGVZ51nwKKvUFC7sLUSSO3YL5Xte8rxhMtZC8C9/TQAqzVH22NT6a4DEORB2RdkOnlP2R9eZIYCazaALVuK1CySMVa2Zz8At7sOQCDo50FdzmLrdR0+TjKtra0nTpyI/7XXsRbbzddjunlmimr0J2UaOvo+f86XCMR40ugdy4xPHx5Vy3bufLPWef27D66Ed2Rr8hal15xrVh+/+Zdz1JFNCBlnlD8SMiqUPxJCCJn87Nsf6XJccUnHPTbeN1LU3LZm00mXw+PiFhs8Tt2B0mDExRxQix/BePczPDP4VzLr6f3U81BvoAJ/ELJahFhZWQ+wjfZ+O28sos4j+cLzR9Vj9idghyRJkiS14NiH0gkAflkOKkEA83ME20Z4XADQWN2RkMqdUo1OENRoUjsGg25+Zvrp6o9TzGbxxhvsdvvQvmxkPKSmxuHYwahiu3wmhpuvI5qvx6L+0WOaGvuXMw3t2uTHxkBP/rg+9dovP0kc9OVnO0yLk3x9n2/wGpaa/erjrHSudV4fOCNsXDL4vN0IufMTT10KHezUpQ5gxnDvQCbQhg0bDh06NNGnIGRiUP5ISBSbN2+e6CMQQgghsXSTeHels7a8VLa4WHgVpNp8rRJt+bbKPJdUAwhLC4P1EjtQGr4IO/QgvPE6nS+PeKMAC6sYUgBg79633e66XDHRIva7BsciCgBacCzqR0VRjMglJUl6ZveuT875PC5mscFiYxB0FuWBGcoayVUluau0Kz/+pKnx/EcfNbbfsn6d+Jmbrt/Kxw0bcPDgRB8iih07dlRUVOzatQsxasGeGka9fCaGwosfx6H5egTLryezJUk+bfPMmc6e/HGp2d/gDY2baGjTa/njUGgrsHPnmk5fCZWNaw9yM5KAq8M6ZO35VmBqRMBxb+j7Z1599VWqdCFxhuY/EkIIIYTEP1EUH92+wyau8ki8vDSoboPRmq81jxU/ZLPmeSQl26bPFvVhi2tCwx/DL07ny5cENvX3jlzhHLzS7XG76xQEbtkefSurxiIK1dJQ/1EtiuJLmStsKQkNR4R3SvXPl+grd699tfQ0ANGWL1rz1cskd1Xj+Y8AJhbeaH/oses3fJzc1q1bt27dutOnT0/0QaaS8OGPCaOof4xYe329NV+P/wqa/qiBo0obAZkz19TP5QNRG7HvWUeB49RGK2hI/KH6R0IIIYSQ64JaRejY/ez7zoMeyW9xsZ0PPtD3spsK1le66stL5VmZPYuwLSLrXj3dU/84TcmL+kacc3BondcKArdv9w/xx959W7D7dfDgYwAAR0IC1t0ouasBFG9/IvwSsfBGANRwPfnt2LHjrrvueuutt0ZZAtnV0qStvZ50+6/Dl894m2N4Y1PXyPPHFmOv4scxqn8ct+XXQ7FQ8Gqx4wXFvFAY5EcjqkWmznO+UAv2odZp61MnSwXrqUsduRlJX75xzq7XB/lE7rl5kTb/seZcM81/JISMM8ofCRk5KoknhBAy5di3PyJKNz6ze9dZp6HYuVMtFbRv7Rk8ItryX7L99P/8yz81nruSnhG8dkl3oJTXu5SI3TVLgl9Jj5Y/qmWPACrdnr173+ZQVtrm3b7G1qycahZqBzhYkd3wbHGUEZDRPflkz2d04434v5NooTMZmZUrV/p8UWbnDUv4/utJbXT5Y8u0TO3xKIc/RtQ/joOxXn6dgbZLCMWLl2C2Dee1mfqOnvmP/mQkfhrr02HjEuX5ytCfpdogyCE6fdmnVkTmZiT1jIC82JmbkRTbQxJCyFig/JEQQggh5PoiiuJLe191OBzgAUlyAbx4+87wnmX1wYyZqVcvdAaD/hxrskdqL4ey1IosGwCk8+V9w8fwskd15iMHthZ/yWrLhoJ0ZRlwd7NQ2ywMEkQOyaQcZThlPPkkdk66xDY1NbWioiJeR0DGdvnMGFnYfmGijzCQ2Urbx0KojvKkLmNF8FLUy+ZhSPWMUWUaOjCqNdQ9lqYEeuY/eg0Y7L7hK7C1/msAOXOM2uTHU93546BqL3iXLTAvW5haez5U0PpmxUXqyJ4k1q9fTytoyPWJ8kdCoqBxG4QQQuKe1pXscDjCn1d7ltVmbUmSDku/r3TWzl1irHPKHieyRHZfSX742EceqneE+l8v7i1XBz6usS22F3/V7arb+6/7hGvt0qVPQtcnJXCYAIVDyRUTfexakd0wvKOHFT8CmIRRGhmBm266qaKiYqJPMS5GvXwmVsMfIzZfj5Hw5ddxtnwGwJLEsP0zHaZbupdRLzX7gcFXZsdQ7nyzOvkRQO2F9mULooy2zFuUrrVgv/mXc9SCPZnRP0hJ/KH8kRBCCCHkujbAeMTQyEg4wAMB30GdkXuOKD+RzgNPW63ZAB7cUgTA7fZUVnoq3XUAFAQA3F0y59I7ysMP/Cv8gdCtUlLEFLOYmoLlS5xL5rrcNRyKJNVCDSMQAAAgAElEQVQAZoczsLiwC4AA07BXxGzYMLLPmkw269atAzD6EZDXm9EMfww3Dpuvp7TFYfMfz/kSgVCIvDjJN8xl1MhK51rn9YEzwsYlSt9rtBXYhBASNyh/JIQQQgghA+kOKB/5wQ9+cD4gTc9szpyd5XRXA1D/k4EBWGmb1yacsYg6AJdfCbjPnRdTUpAA+/x5ETcUrXmiNdS+7Sh7TUHA7Twt+/1BBAbPHw8e7NV8TcWPcednP/vZnXfemZOTM9EHianYLZ8JH/44SuM//HF8ZMCrjYB0YZ4NH4V/dK3+8nnZoj4+r5jX9n5tpqFdGwF5uHPmTd0jIBeZuoZ7jKVmv9aC/aePEm+fN0gLdvZMndZ5PXD+eFfhjJ/8vnv+46UOYEZ/V2pqz7cC1H9NCJlIlD8SMnL79u2b6CMQQggh4+f73//+A8WbZ2T4b7ZfujnKxy8Ahr/8KLG20gt8JKak9E0eAfC8xeG/tRd/VYH/Q/fxsqffgJ87fvRD+/95fKBDhI/NouLHodu5c/IPzVRb/kVRfOuttwDEWwSpid3y61Eunwk3yYc/ThVnO0yLk0a7Rincl9ak/vRAKAPVBkFGtWxBstZ/feqiF5hzz7r5//KfVNY66WzYsIHmP5LrkzDRByBk0tm8efPgFxFCCCHXK48UpVtQff6DvzXVVnrFlBR7xryo4SOWL8HyJRHPCTAUrMjfs3SJmGqWKo8Wf+ubkiRFf28qfoxrt9122x/+8Ifvf//7K1eurKurm+jjTFLhwx9HY3yGP05+55UocxIHdc6XoD1eEhY4nukc0n6Y2FJ3YUcd+Biu9nxr+MBHbRAkGWfr168f4pU0ApLEGap/JIQQQgghQ7VWvLVCetsjKRYx8sfY7/5UEfwdYoo5evIIYPkS/pVbon7EL3MjYJ+fUXrxI6mt7Sf/8s/5q9c01tSEXyOuXIn6+p5ZlVT8GHfUEZCI3S7shLRpXS2jXfYyer2WX496+Uy4tGuNMbnPmA5/bNKnaI8tvosjvs+K4KU/C7nq44+FFAQHvnwgCwWvFjteUMwLhSGtzF4UNgLyrC9xWB3Z4SuwNy5Rnq8M9VZrgyDRp/866n1Od6/Azs1IUmNHAKcuduZmJEW9PnwFdk1j27KF8dlxH69effXVe++9d6JPQUjMUP0jIYQQQggZKlEUBZjKHf6I5z/4W5PgZyUZc0cQPsqyX5b9oSmSihJUeJLCzx49KiYmhv+SXC6pqak4NdWRkiLp9RhyCQmZcnbs2AFA7cIervDAMSFteszONDmM0fDHNDmuunQz0LNlWxsEOf4GHfgYob+BjzlzjNrjU5eH2txde2FIoSohhIwbyh8JGSH6YRQhhJDrkCiKa8VbAYRHkNdem33iXIeYYhZTzQCL+sL+wkcAXm8n5/ggOaG4+pTU5r0hMdGamPiT2bPvN5vt8+drv8rmz7enpoqJiZJO50hNla4Oc+ks0Uz6QZAARFE8ffr0RJ9iUhvN8MeIzTNxtvx6HkYevWkLZwBoi2gGdsuMnq/emY5h91+Hl0COjFYImTu/J2ytvdA+6Avf/Ms5AG8crH/jYP2PfuH80S+cozwJIYQMgPJHQgghhBAyDHa7fYWY4ZEUbRDkvtcvAyiZP5eNKHwE8MoLv31ROgHAPn2affr0R2fMMAqC7PfLcti+ha4u0WSyp6baU1MBOF55xfHP/xyzz4pMMrfddhsAiiDHSIuxJ3+Ms/BxuEY2/3EEtF3YALLSufbYc61XC7b2eH9tlG0z2gqauwoH33kN4J51PTuv1UbsvEXpEdfUnG2qOds0lLuRWBn6CEhC4gnlj4REokG/hBBCyMBuE7doXdh/+VGi4OclGXP7vTrazhmV2nn9Sumrx07WiynJZfMzxMREgAMwMQbOfZ3dDYwtPaVeYlpa2fLlYmqq5HYXf+tbsfu0yOSycuXKt95662c/+9mUTyHN07SHfHTLr8OXz8Rq+OMU9bGQMvhF/VirvzyCV61P7Wnt1wZB9nU2rARyqbmnTryhbYSrF760ZvChjVoJ5ChREEkIGTuUPxJCCCGEkOERRfFR+z8IMP32B3KNu6278xpRmq8HHPvo9Xb+xrHv6Mk6McVcsjAj/KNGQUjd/HnD3ev9t9lQdCPu+hzys0IfM5kAqE3Z6OgYoypISZIcvY3Fu5D+rFu37kc/+tGOHTtEUYyrXdijyx9jZdyGP3pM8we/aMhmKz2DHT9mQ80fXehnKO0QNPqj73WJMCErsMN3zpy62AngyzfOCXsm1IQevnPmzYqLeYt6Imx1BXbe4p4xqTVnJ35fE9FQWQyJM7T/mhBCCCGEDJs6CPLd9w6kgm3rv/iR5y2O+rzX2ynL/mMn6o6eOlOYYi6Z3/sOeYux6VYDoOMAYwDAOfKzUFXf9uof4ffD7weQy1hBcrLkdkuSJIpiTD4vh8MBHpAkl3r88A8VO48AEAtvAGC326O8eJLbsGFKTH4Mt27dul27dgEY/S5s0p9x67+eHmgb/KIYyYB36JtnzvdegZ1paNcmPzYGkjINsSkt7E9/8x/DV2DnzDFqndf/dbR1KBWRAGoveJctiPwiLMtMB871XNM4KQJxQsj1gPJHQkZo3759E30EQgghZCLZ7fYjf35XTEkCBwcYi1L82LfzWi17BKA3slMH/sICQVtK738hb7oVed2vYgDnivah/CzUnpGrz2hP3JecLLW2/sePf/zZ228fZSbocDjed75rQDIA0ZoPwL51s/ZRyVUluasASM4PABQ7j9i3Pxyr0JMMYMeOHbt27Tp9+nROTs5En2VEzJHj9kYsVsuvI5bPXJ8WCl5t8uOF3vnjEJ3zJSwydQ18zdKUgDb2scFrAEIDJTYuUZ6vjLLt+o5lxqcPD29rdoTc+Wat8rH2Qnvf/BFA3qJ0tfIRQM25XluMas42AVl9X0IIIaNH+SMhvWzevHnwiwghhBACAODgYGpKCM45ZwAgdAeREcWPauwoy34AiWbdz3/5h8pzl8N6twH0Dh/DdWebyV+9HT/+hfpYUZRgUPnOrJk//+TT4wffG3EmKEnSu84XTrquWArZzQXirQVf6nuNaMsXbfnqY8eefZK7yrH7OVG02bc/Mty3I8Oybt06tQV7iuaPLDx/9MasuXU0y69p+cyILTJ1apMfz/oStfxxSaJP23x9psN0S/dumKVmP9DvpMhRuqtwxk9+H6rNPHWpA4i+kSYvM0XdPIPQCprIjvhNG7LeOBh6MEZHJRF27tx56623TvQpCBlvNP+REEIIIYSMxKOPPqoLcjHFzBiYEKpVBOeKoiic+7MXejPner2dXm9nU1NrU1Orum1Gb+TmGVxnCrgPnwTQq/O6T/gY9a+qCV/eoD4IBIKc83y9wZqc3Ob3A9yx+1nH7meH9Vk85Xjimd27TrquWERWVKJL/sx7g77EvnWzvXizaF0uSZLj+ackSRrWO04KTz450ScYBpNpnAbqEQIgU9/TcK01Yg9scdj8xxEYtAU7d27P/wS0Ruyoli3oObBaCBk+/1HVdwTkpg1ZFD5OTlQcQ+IJ5Y+EEEIIIWQkAmgHoFUvMgZBYGAMjIHzrqUZauAoy36jUa83sgQzN8/gCWFLI8TwzuvsTCxfGvWNOAAwgAmCIAiCwaBPMSelmJNmTE8zGg1GoyGoKFzhc+fMyFw4T5Kk4i3fGWIm+JTjcZdUubTQX1SiKyoJtUPW6V8a9IWiLd++dbNozZdcRx27n5uSEWScam6s1x4npE0b4Eoy5czmYftnBtx/bcNH2uOogyAXhDVca43YqtEPfOxvBfafPuqphcxK7xkv67nWkz9mz+zpy9byx5y5g0fwf3BeBRC14TrcmxUXl2XGbCYAIYQMHeWPhIzEvffeO9FHIIQQQibYpx9HNpNycIFBYEwQhJTPrJwxPV39lZjCElIUfdi/oMv27Gf+XpMfmaWf2XYslGwKQvc/0bN7rlSDyMeWLjIyVlff2Hj+o9mzpgF8KJngU44nXNJxtezRIvb8+7+JHRvCZw+EFUJSBDl2KioqKioqTp8+PdEHmXi+xJ6ytYRR9F+P5/zHJn1PSjg9ONpe7/D916M09IGP4Suw16f2/KGnNWKrxnMF9unLofcKX4Ed1e8+uIJoJZDh3vzLuQE+SgghsUL5IyGEEEIIGbb+4jYODvC+a2ei6qmd/OJNyM4E59Gv6+fpcILArJkZojXv40+asi2ZnXL7M7t3DXC9JEkuqVINH/t+dCglkCrRli9a8wEufXh4iC8hw7Ju3bp169YBmKoRpLmnBpN7Y7Zr2NQ18vwx3ML2CzG5z1CM5/7rCC7MG9b1mYZ27XFjYJCMb2Qs03r+XOuv/zpczhyj9vjU5YHavXPnD774O28RlUBOsPXr10/0EQgZb5Q/EtLLq6++OtFHIIQQQqYASZI4gn1XXkNdRZPXq5hR4MYo143GFz8b8YSYklJ34bK9+Ks267LTnrNMCCpM3uUo6e8G7zpfAGCxxeAvw2oEKbmODnf05Hibsv/cvemmmwDU1dVN9EFGLXb5IxlUBoax0jqiBXuIDrUOr8Ff24WN3v3X4aL2X/cnd35PDeapS1HaxtURkHmZPVWo2i4ajbYLmxBCxhTlj4QQQgghJMaC+RnhvxVg0GHACDK7n+ZrALxn+fWgFPgf3Pr54uIv6vSYl5l0Urr8Z+nlvpc5dj+rLpwJb7sON/QWbNVt2zuzRf370qFJ3YW9YcNEn2CE1PrH7OzsiT7IRPIlpA1+0RCMZ/P1WDupyxj8ov6Ft2Bf6D9/jFhBs8jUGfWyJYlh/ddh8x9vnxf9+ghaCWR4/jioqP3XX75xTsQzffuv77l50dDfhUwgKo4h8YTyR0IIIYQQMnJSa2SRkbJ8Qd/L9Dy5bwSpbsf2ejsVhSuKogBK9DfpkxJ6zve9iAN+5gUw7YYTSwsDHzW2L5y38KXdf4g8sCS9Lx36/9l78/io6rvt//qe2TMzWRGyQCB7CHtycAsWxCrurRt3W1u1Ambo9nS57/J7vO/q7dOni7U+2t4qEwhtra20uNUqFLVFVBAlJwtbdhKSkJAgScjMJJnMcr6/P87kzJktmYRASPy+X/PyNTnbfGeECXPNdX2uSMlrmSgj2I3qFz/V/LCXHJnL94rEdUB4M5qzGOPi4MGDAHJzc6d6IVOJUzH8UXcBwx/7tX4pKtZ9oQMZLz3Rj4BMhf/IsBU0o7DKcG5cx2NCFdiRKmiUjKsCO6wFsu508Ft0qAWyro1ZIBkMxkWH6Y8MxkTYtWvXVC+BwWAwGIwpxmAmFLTCHm3IUZYgy7bv+XD/Ea9XdDldLqdLnZ2udDmKFCL1CZHSfwkJCSo2BumPVLDbC1ctAtCifv08qVlXQgC0d3SIxPWs9b+VhwqCIBLXpCSvG9Uvyk5JyU1ZVV53WVsgZfbvxxNPTPUiouXAgWk7W9PEpuxNGSkXP38dVEETiUgV2JEYVwW20gJZ3+HzWipHQNadHkCgBbK2zY7AEZC1rZMzTpTBYDBGgemPDIaf9evXT/USGAwGg8GYNnBUK6rC/2My0sDH6orW3//qjaoDJ3Re6gX+YrMlaTQnYrTbXt69befb23bu3vby7tKdu0t37haONYh0pHmGgEIMrKEJUCTLbT6j03mu9jypke6vKyHgvLOvSKgqP6E8+FD5vwBESl7L5HgeHGVvD1ct2R6VG28uUYnEdVnrj8oI9v792L9/qhYyLoaHh6ep+ZEo9UdHcF884wI5y5nHPmiEMyEWyGvUXVGee2BolnxfWYEdhLIC+/2e8eXco6mgUfJW9fTzrjKUPP7441O9BAbjUsP0RwaDwWAwGAzGuLFYLAC42W4hnP+RgyZ0o7XsVetv/1ReVVek1/8hPwdAh9u9saPDunu/cLBKOFCFI4042lhxsKriYNW2Ha8/suXp0p27heO+1mNfszaAxrbAC9MKu4NqVPeWZLSoXpO3SobE7q5+lzs4qzim+Dg6PVx1k+qPEXeLzgu5+MXl8ccDJMgnnpgWEuR4JV1nv18hik/PmuzlTG+m+/zHxd7O6A9WVtB0YhxiJQIrsC8S6zLCD5yIVEGjrMCWCVtBkz/XP7MyUgXNwvn+RD+roLmcYRYZxoyB6Y8MBoPBYDAYjIlQwCcM9kPUkNKOsW1E1qd+J7x/uEinL0lNLklJ3tbRCeCMx7NCr+f1+rK87LK8bEtqsiU1WbrP6/V8YnxFZc22l96y/mm3JDz6JUgFFFSwOyhEpfgokVUEwnndw9RqtfqWYbUC9ELC16OLj9k8OVRxcMIXvxQEtWBf9insJ598EsBtt9021QuZYoYV8x/j+tpGOTJ65g2cnpTrzAwOeZIncFY0FdiZZo98X1mBHcS4KmjkEZBBFTSSBJk/N9jsGVRBU9duy08PGA7ARkAyGIyLDdMfGYxxc9999031EhgMBoPBmHp0JFWtRcFio2B3hLbQKLGWvVpeVVdkMpWkJu/t7XuotuGwzcHr9b+aM+ersbH3x8W73J6gUyypyZYYoyUhgedUFQerSl/4q3C0AYC3scm7933lkaUdXaKGrP2hGyFk8wQEqQuM/fAHpUXiHtP/mEiXRdo1mvNxhMs9gh2U+7u8JciDBw9O0/A14yKhrKCZxArsINLV/i6XC6zAVs5/DCKaCpo9dT6p8Y7l4b2rY46A/Nsn3WAjIBkMxlTD9EcGg8FgMBgMxkRYxd/OUe1AUr+oIaWdfgskQYB5Z+euvQf3lxs4rmJw8Dv1TQ0DgyrgoYSEbyYk6DmOErhA7QODPeft9sEh+0DAB3vebLKkJvNmk3C8sbTsdUmC9GBQLqsRbPZyuz1nsRhJUszmSe9ZZ035+NpsE8Xw+uOYpdg3l6gAelnrjwDWrAkeBHkZS5BLliyZ6iUwLl/ONdfuC0S5twhn5PvjrcBO14Tpkh6dKCuwR7FAykRlgewad+O2TGgFNuPSszrIjc5gzHTUU70ABuMy4pVXXpnqJTAYDAaDMW3geb5gZeJxoetL18/e+253aUdXSVpwgHHnrr3V7x9WAU5RNHDcgCheExPz7aREAACBRi3qtQAGBob0d13vFUVtQaYIoKGN4zjs8bUeW1KTBbvD2tll3fbqxhRjYazeQwbU1Ahga2enqBGvf3SMpbpd4eeshSXb+0CSuDz646clkgVSHv64f3+wKfKy4dixY8z/yFByrrm2o+XkgrNtjT3dGq876JuHF+vrlyQlnZ81KyMjIyMjY/RLzeUccvN1u2i6JvKRbe4YWZFcoBuSm69bhw1A+EaaU4M6WZHMNLll2bHZrg7riIymgiZ3jlZOXtd3DUul2HlpBnnyY33nIJAUdFZ9hwOYc1dx2i/+ElF2rG09f9d188dcAIPBYEwY5n9kMBgMBoPBYEyQG/hNAN483JG/whSawhYqa959a/+5fsfVRqMlNXnI670yxuATHzVqxOgRoyccIbeuMt13o6YgU784W+q6Rk46zZmHnHT5UpIREh5v1flhAF64PrWfs3acETXiF39IZDtkKOtKCMdx0euPnwvxUWKapLCZ/5Gh5OO33z6152Uc//jU2dO8Qb/MZH4+M1O+bZgzZ6VeX3P2bGdNzYd793789tvKcyuQEnS1UfLXCKygafP4M87zdRE7ppQV2C1DukiHyUSqoLk13181o6ygCUvYEZBfvnrO6Ge9cbCDCY7TAmaRYcwYmP+RwWAwGAwGgzFBeJ4v4pdWCEcHkvpFDVfa2VVhN1kKsgBYn/pdeVUdB5SkJl9pNlnbOwDwBgMAqNWI0UuiIbmlWKkzchyhIiilVKT0lms5uera7SlSqXm9XrA70dZPVai0DVMNWbAa2TzxldOE8E4pBTDocHvdRKqgOXHihCe4DdtPIl12geLj3lIvoOF5/kIuMjXs34/9+8NMh5xqmP8RwLDeXz6jG5r4nL5249zJWM4E6VWbEz32sY+LQEtLy4d796q83iuNxkWmuOWmkUJn6vcSFhqNhUbjBgDAju7uylOn3Ft/lHflup6im6J5iHbRNLoiOSk0OzRA+AmSkWg855US2XnJOtn/KN8BkJca47dAdgwFKZIA/vZJ95evnpM/L3aU5PUbH7UyRZLBYFw8mP7IYIwb1j/DYDAYDIbM9y0/fdJaclzoWnoH1VYYhVaHteL44Tf/yXm9vNlUkprMAdbOLmFgkDfoeYNBKT7ilmuV4qME4QgRqQiAwnnDldzej7UA3B7i9pQkJIh9fZ/YhiihV2fMvureO7xX/x4AAaj0HwBAk0DbhYSaQ06NSkOBVVfmAnAOfnbkWCMo5byG5x9CwdWGeXy/cmrkJDofp6X+KCElslevDhgQOXWw8msJp6L8erKIdV+KCYCJHnuv2icU9qpiR9cf9+3bpx8cbGxvD901W60+43RqAH5x7iNfvNZD/DE+Wt+K+lOhp2yYM2fFwEBZd/fJQ7tNZ1rUt5eEfdB5igj26aj1x/mKCPYHtoTVseEj2DJfTBna1hh+7GNWPJWT1++0cLIjMmeWSnY+yvpjbrIOR/yvYcNIBDsseWmm+o6IT6eu3QakLZwfX9vKmq8ZDMalgOmPDIaP6J3tTH9kMBgMBkPJDfymmvInj+5z3VwykP+u+dTJfuLxPpKazJt9n+oFm5036C2JiVCrYdCBRBQfRyAcKCUA6PDgkBbERekwpQAWarXC0NCceOO3f74FQI/nG03qlwAQEAoK4JVH47vbhjVab9HyRQA2PPAlChAQSfB0udwv7dwN4MjhhppDuroC/e1bbJg88bFJoEV8zoVfZyqRjJAffHD5GCF3796dk5PDXJAzlZaWlv3vvcd5vSqvF8BKoxHAhjm++PCO7u52p7N7aOjK1NlXfWktvySXEKIhipELufPIHcVifZv7rY+CrlxoNP5PZnZZd/eRUzUD2/6/gRu/XpQxdiZaJl09KDdft7mNMIxdY5VhGJabr1sGddcHT2L00ezQjFKKPToTGwEpETQCsq7dtnB+nKw/shGQl5jHH3987dq1U70KBuPSweY/Mhg+2GQNBoPBYDAmBs/z3928haPavaVeOAbP2Ry82SSLj1ZFNXZ04qPPHEkA7aIsl1fso9QuipIEuUSvLzTFnBvySAcmiUvlruqPdtIXHozp7fLyRQW//fV/bN50z//69leMJoPJaDCbY8ymGLMpJikx7nubv/LwA1/65jfuLFxecLre8+7PMgYOXx+l+BipF1uGoxo9ify8phH79+P666d8KOSqVasANDQ0NDY2Rn+Ws79Xvq+PS5j8ZTEmj4/ffvvDvXs1LtdKvX7DnDnSDEdZfAQASs95PFelzfnOTyz8klwAlFLQ4LGJXF665o7rQq+vgvjAnNQH5qQaXUO6EwfHtbbJrcBWCo7N9vHZgCY2AjJ/rtG/ZcQImT8vVt5Y22bPT49XnvjGR63jWhjj0rB+/fqpXgKDMQkw/yODwWAwGAzG5xRBEARBQGOD0NmJGIO8nV95FQCLxRL9pXief3HHK09aS47v61FRlKQmU8DXC0NFAJbERBj0AEDGEh8BEAJKAXBA7Pobba/8U01InFoFoMftASVwe4TKGr6wAECO5+uNamz7z9Pnup0qFb75jTuvK1aIiaFjIQkxGQ3XXbv8uuLlz23dVXmkvr6240BOx2OPjv18k8TlTao/Rto7jYc/XnEFdu3CE0/4G7ElpjqOXVxcDCA3N3dcEWxn/xhh2EuHya9+0q5TU7eOyxF5nuNKozFAcFRQOTBQNTDA6/WWu28CfF9eiBSgABXBBXRPcXnpGlwX6oIEsMxoXmY0HzlVs+/t4bW336LcdY26q92VLd2/qBXYkViXIb5QpZLuKyuwb83X/ubAGGMiRx8BmT/X9Oan3fIBdacd+XNNoRdhEWwGg3FpYPojg8FgMBgMxucOq9UqfLAfbp8fh5+fhsx58l6h/BMMDm3853vQaC0/+lH0glpco1EtnnskNRkjqgABBPsALymPapVv2+jio8SIBKkCAaWcSiXveWhW0g9On5b1R6Gy5rX3TnWftfHLlpdsuEerVQxZ84mPAe3YUlKbAhzIdzd/5T3hrYNH32/4tP7//NwajQQZiSaBNgm0mF89LfVHiccfx+rV+OCDABVyquPYPM/bbJdiUiHjUvLx2283trervN5ChfioueM6Ls//5iDWt/3uuZcAlBQXoSBD3s4RUIBSQKQgFGQMCVIF0QvugTmpf+zurGhvbWlpycjIQHSkawb8EWyPX38cvQLbH8EeGlt/jBJ5BOQdy2OffmfsJLiEcgRk3emB/LmmhelmuYJmZAQki2AzGIxLAdMfGYzxwYY/MhgMBmNaIwiCsPPPQmsbbzZDr+fNJj7WjHtvREFWwGG//ZNwolGw262//AU/f77l6f8X1ZVbW3mz+cq4WFEMTkdCrQYAQnDLteNaMFfXouU4l9drp5xZ5Z8dJHx6FBvvFSprnnnhJaJyZ18l3lQypHX7xUeHYwgULrcn9JparYZSqtVqBgx1sdd+mKPlTgqehlP1Gzc/XrZ1jMRxIl3WS46Ebm+qEDmq5VdePa5nd9mxZo3P6hhqhNy/H++/f+lXpNONY2AfY1rw8dtvN586tdJoXGEyFRqNALi8+arcdKX4CGD7vz6GVyxJno2FwXIhAQiRjZCUYmTIKxnVBWkyHxmwnzlxYhT98ZAn+Rp1V6S9kWgd1o+iSEooK2hGqcAes4ImiLeqbXcsj0XUIyDz58UCHfKPde22/PR4wB+7Zi3Yl5LVq1d/8MEHU70KBuMSweY/Mhg+2PxHBoPBYMx4rD/7qfWXv5DER0taiiUtJaz4CID/3tctN64qy8/lzWahtXXjvfcIr702+sWFnS8DsKSliDQk88xxMOgAgCAq86OS2hazitNynEuhafJmM9weAM+X7SQqN1F5b7aQ86TmM1W5y+Xu7bX39tpdLo/L7dFqNVqtJikxTrpJPzJKNtEAACAASURBVLpcbrfb0+WpqOdepBTZPLnZoiIqj2mWx7p91/iWBwDYW+ptLlevWJk/jc2PEk88geuvDxYfAaxZM1X+R2Z+nGG0tLQ0nzol2R5l8VFzx6og8VE42iDUt/Bm08r4OLI4+A1KglM6mykopZIUGWkW5DKjebnR1Hzq1L59+5Tbo+y8lo2QEvN1fgHx1LAh5HAAkI2Qo5MVHzonYjRy52hDNwaNgJSIZgQkgIXz48FgMBgXGaY/MhgMBoPBYMx8BEGw/uiHQlU1bzZbUlMsaSm+HQVZoeLjyK5MAJa0FEtqCgDrzpetP/vpaA/R2cmbzfKPkjIQbIMcr/gYyIA34HrP7ijVaTVE5V1n8ekQn3mOOxxOAFqtxmSKSUqMk2pn5FPkFhqzKWYwph6ASEWR0myeZK/kzp2zffxJlVBxYlyrkpLXK/jc71tGe30ud0ZXHh9/fKpGQDJmGB/u3QtFvbUkPgYdQykVjjXA7bGkJvs2EYJwyBKkbz+V2mnA5aVzeT4Tnxb+8pZvzEkDoB+MtlhmVRSd10FcnxSVYv7PM+ElSyVKw2OkCpqgEZDy/b+X9wAIGvhYdzpYaZWz2DJsFuRlCDPKMGYGTH9kMBgMBoPBmPkIO1+WwtE+z6NEQRbuvTHiOSPSJB9r9hkhq6qtP/95+OsLgjxNUiJALZCnN2bPw4TQEQJgWBQBSHqi1ysePtTkcNqyV5JsnlAKUUS/pqY74XVJXtQpB0GG0BrzV7vuhIrjCCGUUq8ornuEIwQu79D/lP1ulBNzPA8qf2wSaFOFqKamVSvvnthTuyz47DOmPDIuBtnD/qhvr9pcuWuXyusdTXykoCIFRcXhY7xZoZ0REvSmErAHoHREixwxQqpyw3/bUWg0Nra3R1pwuximoWWyUFZgK8lO8PsflRU0YQPXAKTAdZTkpfmfUd3pAQB3FacFHRMUuK5rYxIkg8GYfJj+yGCMDzb/kcFgMBjTDuvPfiqLjwE7CjLHOFNxgCUthTebhcqKsEFs4d13pWPCXISb0D84A/OIWo4AUPsabCDY7Q7idrk8ROVdV0KoVCgDEAK7rqZR/dLo125U/6mX881w5AjhCAdApGJWEdHo4XK7ni17IZo17i317i31nio3fnvzD6Zf8nr9+oi7mPLIuAg0791Zc/ZsodEoxa4BBEmEcoA6vNmRi6A/jtwRKTjiN0KS3HmyBVKJF0Tl9Soj2NEPfDwwNEu+v0CRv26NkL8G8H7P2FphlPnrPXWusNvfqvZ5GPPS/MuQZ0EqkSPYSt442IHACHZta38062EwGIxxwfRHBgMYj6ed6Y8MBoPBmF4IguCLXQeLj5GT1xGOkexI1p0vh3mUY8fk+4QQKJLXfJxZsI986L2A/LWW49weLwEEm10UKYW4dJURgCQ+EuK7AejljvZwRyNdRyk+jiwYkhEyqwgg3pg4UlVxcpQUdiJd1iTQvaXeJoEWFS2aluLj/v347LPwuy4z5fGY4o8WY/rS13Rs6PhhKJLXAAJmPlLftw4cQenLu+H2BPgfJcZKYVOAwG+EJNlzpe0qxSiIh+aE+5okMumagbDbR6/ADrs90+yvw2p2RDRov9Pi/5AeyQIZ/QjIL189R/mjFMFWjoAMZaoi2PsCaWlpmZJlXEoen6K5ugzGlMD0RwYDGNEf586de9999zGFkcFgMBgzCevTv8aIdBjAKMnrCPCxZmnCo/VHPwzZSeXhj7JCIN1xp10BwC9Bjova4M+fFDhwrneYiovXkKZqZ1YRCRIfKSiAJvVLYSXIUPFRhiMkm+cAzMsyisQlVEbUH18vbdtb6m0u1xQX3fj9zT+ffuIjgLCNq2vW4P33Lx/l8UJw9vfJ9+PTx9LZPzfEuaaszKev6bja6354TrK8JagiRvqbqxQYo9cfoUhhS0gSpCqc/xFAodHY2tSk3KKsoDnkSQ45Y2xah/VjHhMpf43xV9AoUY6AVCKNgES4CPbCdP+sXmkE5BRGsPft23fktVf+uGN7Z0eb8vbhh/tfslqFd/YE9QV9fpA+mc6dOxdsBCRjRqCe6gUwGJcR11xzza5dwa2Xr7zyivR2z970GQwGgzHtsFqtcLt5s9k/81FiTOejzL034v+clH+ypKVYOyC0tgqCMJruRggoJQAFFhWvqG5oFeyOMGrCaFAgjP5IVCpJgbAp3HuBogSlAAHp5Y4miUuVO3q4o5HERwmOkCyeNH3qvCKTHBQOWTb5E8pCxQlJkZT+q0OiZfO3p6XyCOCJJ4KnPU5dvfWY8DwvCAKA2267barXMu2Jdfv1R5tmHDMEL4REj71XbY519PcAy0xmUF+PitL8KJXGINKIx4Y2yEltQvwqowISPLPBd6C4IJk71aWSHxXwggPAecPXuYSSrh6Um6/b3EYoGmnm64bk5PWpYYPsiMwwDMvN1y2DuuuTwl+52aEZRZGUuDVf+5sDvqC3soLmjuWxT78TphsnLzUmbPI6iPx5sYB/NGdduy1/XuzC+fGy87G2tT8//aKXYre0tBx45x3O4zkD8MvyEB+74aG75L07/vCGqqpWaGwGILidSbkLMzIyLvaSpgrJARPWCrN+/XrpAylzyTCmO0x/ZDD8hH1Pl38NkMjfuDIYDAaDcXkifLA/TPL6wuDNJsFuF975x5jqGwU4YOWy/BO584UTJwW7g29siyqCLesLIfrjrsGBI07nsFaMm8191uq96REu0u/nXu5Ioxo5nq/LW5rGmgsJn/xBY2NjznED//aNfzebjEE7+ZVXA7BYLGM/i8uTIPHxiisQ8uXrZcUNN9wAwGabMuMeY1LoPlXPm8zh9ymS1wAAEkGGHB+SIsnlz/c0nVar1UD4IPOYpGsGMTT2YUoWxAyjJ/yuTJNbTl4329Wy/pidQOXmGWUFTRCN57xhE9lvVdtCS2nqOweBJAD5c43y5Mf6DgcwB0D+vFi5/Lq2zT56IvtiILyzp+5UG+fxlKSlLPv6HWL+gqADNjx0lyYhoaSupbTzjNDYLLa09WSk8+tuvcTrvDSEmmAYjJkH0x8ZDD9jfqfEvnRiMBgMxjRCMj9CHy4VOK7wdUEWavwWSD7WzNsdwvGI8WQAUqm0NIvNzHGLildUN5wSHI5o7YKS/BgiPh5xOsvt9lSdev5qse2ECPhj10Hnj1ggjwA+/bFR/aexHnPEf0XQfHwgOUOtGViQPt9vFJ3GmqPM/v0B4uNlbHuUKS4uBvDkk08y/+P0pa/pmNrrBvQi4SQnorIZJrhzJvRv9J4DyP3ayN7w/kd5j0j94yClO8NDQzAYoPbPWxRDHmMu55Cbr9tF0zWRn0ubOyZdM7bBcLyMkr/OmaWSnY9K/TF3jjY0eX3nyqSn3gxeXv5c05ufdss//u2T7uChkO02IG3h/DiF//F8UCJ7EpFtjytjTSVZKe4vXR8qPu74wxs4b6s60QSN2uXxOAk0aq66/XR12TaOEICo1CoAOdlZzmFPRkbGDLZG7tq1i/lgGDMDNv+RwQCiyFaz8DWDwWAwpilhzI/Rh69Hwe2WUrESfNpcwW6XfyTwyQlS6cOqZQuX52aU2xzWdw9Ge/3aFrwePPPr6PCwV8U1qz39Z6ntLCFUE/lDme/D/Jiy48jRVHZhcRyyeXKmxXPqdLNFQbQrv2zZvx9PPBGw5bIXHyUkCZIxTcke7uhrOg7goeRUeaPcfE1HxET/X+Wwf6sb2sZ8oLBvBrpFWQA8Ho+ygqZqwDEvL095mHL+YyjKCpo2j7/jZXWsf8xoUAW2soImmgrsIEaxQIZlXCMgJe4qTlP+WNduCwpcv/FR67jWECWy+FiSllKSmiLmZwSJj5XVtd8peazqw/Kqo/Xpc+cMiaJKr4uNM+l12qtXLi7ZcPezT/37s7/64fIlOSuW5TY3N0uTIj8++OHFWO0lYPXq1VO9BAbjEsH8jwxGVDD9kcFgMBjTDuHjg3InzOTCm03v951//bW/Wrc+L22xOwZMFIdtdt5skhLRHCEipQBcItVypOT73yj9zUvlxxv5o/X80rzRri5SgIaaH3f09R0dHjanXmEb6ombLbadECnEd0rpupLwH9QpKAGR89eJ4tKwwx99tsfA2XFZRWgqh848xmi26BEEQRAEiE6hIswa+KJl4PQ8z1/cgZJBnTPTRHxkfB7g/OZHAoBfkiscqLJ2dllSR6pglBbIMMMeIyJd2Ot2cyNG8CMD9siH+2gXTaMrkhPmiylD2xpH8tcODRTR7qx4fwS7qY+EdUROeARklBFs5QjIi4StpUESH6WJwO4vrVHu/d2zL1YerQfAm81IjBU+6zEYdPyKAsuGe6QDRFAAbsfQN75yCwDN/Xccr2upqq6r+qD85LGaVevWTVMj5JjjHdmnUcYMgOmPDAaDwWAwGDMUtxuqCY48C6AgU85fWzvOCAMD0Gpi4s1dXd1X8kvko8r3Haqw2XmTUZIdCccRjqOiOExFLVRaj/eam4qr609Zy17jr1piuf+O0R6xtiVIf/yfnt4jTmfibDKvIL6qokdNDQbzABlDgqAJ4hJASoEjSVzSKy7tDSzFpvLkuRGaBLqiaEE239LEo+nTSYgKWa1WofxT36MBfOEiAHKzjXX7LgBCRTUAofwTgPB8Eb/y6osiRCqT148/Po16rg8ejNo2y7gs0YkuWcv3EJWaKrpfwv0t5pfmQRPyQXX3Ady2ChiX/AjUtGgJcSki20ccdpdKE6pSzVNEsE9PSH/8wJagdEROFsoKmlEYawRkQAS77rQjf26AI/LSRLA/PvhhS00jH2uSxEcx3/9/obK69ndbd8Lt4c1m3mwSOAitHfzyfH7tVfyKAvkwDkQE1aq4JI3G7vW63O68rHmFGu2xptOlHWc+3r27JydzOs6IZPUyjM8DTH9kMHxE847PfiswGAwG4/NIQRbwnmCzW7u64RX5eSmYn1ywKHvR4pykWbPko4QPDhOFMkBFUZrO6BJFO2BWqfiluZu/e//hf30iVNRYAX5JbhgjJKV4/V9K8VEYGrL29rkoNaq59Vbst/YAqBec2SuJXpx1XOiO5H8EMN97p+K6NNtzf5MakgQZqjwCaBIoADvX7HNNqaJtyA2LIAjWrc8DNEhzVKLc6NMiBUEQKni+yLL5Oxfy6KOxZs00Eh8BHDhwAEBDQ0Nubu5Ur2Vq0A/1DxvipPvDhjhMvsY1RYTKiCPhaz4vQzjeGLCrsS2gCDtqtBzn8npF5wD0fj/4uFxyUVZgK4myAvufZwxfTAmjLUZZQRPNCMj6zsG81BgAeWkm2QJZd3ogf67pruK0X/zF3+w0EsH2x67f+Kh1EiXIlpaWk8dqrow1laT6poLI5kdZfLSkpgCwdp+F18vPT7P8x8MY6UaXkV8as0rlIsTu9aK2uchk3J6fIzXVnGjb/uCmTZO17MuB++67j/kfGTMANv+RwRiHm53pjwwGg8GYCRRkju/4V9+z9vZaO85I4qPl0U2W++9YsSRYCeJnzxLsjgq7g5P/iUkpKNWo1C5Ke9xul9PFFxZ86z8e5vMyyqvqrH9+2/rnt4IuQv+2XxYfhaEha2+vtbfPC4CQrOUmAE5yzu0SKfECcHJnR1l1hvceAG4E5BCzPfcnikvDio8ATlaAUFVWEQBkFYFIHT4TwvrCs9atzwHUsnG9ZdP6sOJjENJhlo3r+cICQRCsLzyrnLB5oSjNj9ONLVu28Dy/e/fuhoaGqV7L1KBz9l+My7Yb516My0aPJCyFn+IabwIg2ANNiHsORDMIMgit4gGODNiPDNhJ3hj+YtkIKTGBwpkFivmPQcid10GsyxDDbgeg7LxWRrCVKIVISXCUqO8Io2/KQqSy9rq2zQ5g4Xz/FMjJzWL3NNRyHk/RyFQQpflRFh/5WLO1qxteryU1ZcPSfLtj0D4wZB8cuQ0MIrAfXctxSRqN/H5ekprCx5rUw8PCO3smceUXlTXT6tsgBuNCYPojg8GmaTAYDAbjc8Z4+meEihPWjw4L3ed4s8myconl0YimEsu1RVBx1s4u6UduxKXi9nrUKhUIsbtcdvsAAMu/P7S5ZD2fnyFU123c8vTGLU9b//yW9fmd+PVL5HiTtbfX2tu7saPT2tsnDDl5s/GqOLOGQ8pNvqltbpcIinUlJKsIhKreKQ2jJGZ474kXFwIQifSZ3Pd5VYQ73Xt7PF0Y9ik0CZQSMZsnAKT/OtEV/Wvle8UEYeOGbwoV1XzhorKtT/BFi8Z1Ol+0yLJpPV+4SKiotm593rr1ufEuIDxBwx+nG4899ti4JMjzbf7Gdn1cwkVb11g4/E5FkrxgypahINZtG/ugyUZH/dKYSII/gYaVHy333wGNWn4/8bPnABrG0YtCa1sAaAnxeDwYCV/HZCw+g+A+lmvU0f5lb3PHhN0e1ggpcWrECxk90VTQhAauQ5FnQQZ1XocizYJcOD8uYGPbpEmQtS1tcvJaye+efdEvPvb2Uq/4SEpyocnozExzudzS91ig1OVyu9yenvO2nr5+hytAw9USDiNdRpIEWXeq7VxFxWSt/KISff8M+9DKmO4w/ZHBiAr2ds9gMBiMmUPNybGPGcH62xeFsz282WRJTeYfvkve7hJFbdBwyXtvtFxxBQBZMiAAB8S++4nH49FqNFqt1uV29/T12weGli7OsXzv65ZH1vNFi/iEOOHTY0LtyY1NzRs7OoUhpyQ7FsWZtxfkgOMEu2PhCrMkCN5copKtLtk8WcjHNQlUyk3LxNMCSXyUcGMAAAHxkEEPGQSQ4bk7nhYgEEnHXFfi+5FSZPGkSjgR/WsFwLr1OaXtcVznKgkwQm59bjKNkACmZ93qY489BqCxsXHMIxmXGwvnzwXwh67OcZ1l2XgPFO8nft76KLSfCmEtzTX+SbKE0pe6OyTzozFjcSfG180VTQV2EMoK7JYhv/6YafbI95sdGuUpys6Zpj6//hiN/xHAW9U+cfnOlRHy3gr+9kk3IrRgB1ogJ8d7u2/fPqX5ESPh68rq2sqj9bzZzMead3afLe8+x5tNvNkEQnTLcpPiY83GGOmWFB9rNhq0GrVWq3FR2uPxDIs+xyjX6HPFShJkkdlM3J5/lJdPysovDdF82GQfSBnTHaY/Mhg+WLaawWAwGJ8XapqjPND6v5+mLs8jqcmPpCbbb76mx+ORbnZRFCnABf9Lki8u5OPjBLtDmZrUEKLlOJfLpTMYtHoDANewyz4w2NNny8uad//dN97/H9985pktW29ZvS0/x3dbmFMyL9WSlizYHILdsXx+wnWP+i+YeIXfZHS95XyQBTKeFmR47lauSrJAinCL8FtmMjx3SwFtiXdKaZNA84qMksrpL6uIvuYCeNb6k0PC/hxePQHbYyiSETKHVx+seO+A8OYFXi0gfz2d436f2wj2tCYjI8Oj8gttIuG8UcSo+aV5/OKcoPcTH6/vw+v7glRI6S8rp3ANUsUBR5zO6gHHvNlzr1j7lWjWfMiTPPZBEyJS/noUlPpjELlztGOe/vfyHulOXlqw9xDhIthKJjeCHcb8uHUnAEtairW9453z/QBK0lI4juMI0Wo0QQdrNRqfHBljACEOr9fu8amxyt9GvNlUkpbCeTwfv/32JC6ewWBcIEx/ZDB8jKk/MoGSwWAwGNMLfslSwR78YTJKhIoTj/3kmfJTHZIVxZubjoJMrVYj3VyUchxxuT09587ZA6UBS8ocZQobABrazCoVALvN9ue/7HnljX2v7Nzz8su7X355t8vjdYG6KNX842NVY7skHxDOPw+uwu6goAlf6VU+hIcEjDO7ySLKEmSo+AhARbUAvAj+zB8vLlzh/q94WiA5KAlVfdEScGUSfi5dePYJL1UIRzNXetZY+hrVL/Zw1dGfG4lG9YtrLH3ZPKkQjj5r/cmFX3C6U1xcPNVLmFHYNGOndyeLufMzqx2+tyMRRKxvFevHliAt3/5qmBS22wMAtS1hVUgfNS30tYBdR4eHPSp118pbRnm4CXReA5iv879vfGAbd9g/yAIZDXvqgjtnJCKNgJTJn2uU78sjIJVIEeygzpk3PhpH4D0Sp1tO8rHB4mNlda1UeG1t73i/36YSqSUthYvijVerVSfFm7WEuKjY43b7fncAGLFA8mYTH2s6efr0ha/8coB9DmXMDJj+yGAwKzuDwWAwZiiJidCorR1nxnue9Vdl1t++2NZ8GoAlNZkjRCO7TowxZmNMQrzZaIzR6jRaQlzDTnt/v8vlAoB7bwQgp7Al15Jgd1if3/njHz314x8+Wb7vE+H9T4RDR44cOnLk0JEt//7Ulh88+crTLx6vrpPUPnk0nGBzlHZ0CXZHzgoieRJl4q4IsChm8ySX1zcJ9H1rfFjxUQ0jABXCf8jv+3TJ2fJMQlU3WcKVP0SnQPbg0O+tr8IXD0cvOdKk+uOnmh9eiArZqH6xlxyRrilJkBNPYc8U8+OqVasA7N69e6oXMgXohvwx2P6EcXdAy8wbmBpFxmGMBSBLkNFj2XgPNOqN9U1+F6THn1/2qZA/2+F5bZ/rxElvbYukPFKFLikMDe04f75ieDgmb7kxY/GFP5couT7JP2qzJXD+o9IC2WxXy/eVFTRB8x8jWSAjjYDMS/P7xOURkPlzAxTAsBHsNw52ILCFZlIg7jCx8ar9hwFAFAW7Y9GcWYRgZWyUuXgCwMxxZo7DiPXV93op5EtCsG/fvgtZ9qVhzBGQTH9kzAyY/shgjM369ROf38RgMBgMxlRhsVjC62eR5z8KFSc2Pvhjobom3WhUi3RzajIBQIC718rHSJW1Wq3abIoxq1RaQlwul91mk42QfEIcbzIKg4PWzq5HT56ydpwRjjWs1Ot5vaEkNXl7bnZZXnZZXrYlNZnX6Xi1Rmg5bT3due20fzZcaUdXaWdXud2evQLXPxq8yDlXzIIyIg180TJUUJTYJHi/tfk3lRX++YCy+AiAg1YyQiop276nrGzPsYozWStFWeWU2g4IIU0CvYa/IdJrFXCdrb/HiPiopEn1x0b1i9FcIQhZfJTILuIA/Kt82wQuBUz78hmZ4uJinudZBHs6MjtroUelUY6AdL/1kXRHHHXKAb80T5IgrZ1d1s4ueMJPPxw6cXLg1X+Jb39IAx2Rpb29pX19wtCQJj7+39ZeLW/vDOmfGZ1VhnPy/Ta3cZQjpxZ5BGSQ/1GWIMeMYEsoW2hqW89PYguNEtV5R6pKJdgdvMHQdt7GK6ZDYmFG5PP8aAmJOXkagF+4HfndUJKaQtwevU4d/szLjzE9Mcw0w5juMP2RwWAwGAwGY8bCr14j2O1RWiCtvyqzPr0Dbs8NCfFtNrtcAoCFmcrDfE4TyamoUZtVKrNKBUpdziF7f79Urm2Zl3ZDXGymTnvG5Vqm12+Ij7ekJm9OTebNJt9HQ7eHV2sssXGWxMSytDTeYBDsjkfqGnd2fybZHpfPT1i7JYz4mO194Ibld3PQvruNKiRIstZiW2txiHCXle0p274HgIYaZfFRglNYICsrGsu276msbFxUNOsGy9C6Er9QK122SaCg9OzZs2O+bvuEl45XdGfzwT5NiV5yZLwSZJD4CEC6+PGKbpbC1unG3SPMuBxYuCDNsPhKAH/o6pQrsGlDe/BxNIwYyS/NK/vto9IsyI0nW4ShoaAD7F7RJYpatVqr9otNwtBQaW+v4HRmarVUrZbMs6MzV5G/bhfHJ1COyfs94Y2Ko+Sv32nxf1q/Nd//9UlQBY00AjJ0XoRSgqzvCH7RoIhgL0z3C39SBDs/PcD/eOEtNFQTxr/58enOUy43AN4QsTp8TAwnO3wPEbKLjzWdPFYz4StfYpi8yJjxMP2RwQCi87Qz3zuDwWAwph0WiwUajWC3C7bA2OOr7wUdaf1VmXCigTeby/Jz+z1eeEVLajIQkGUDIMryo7RZowag5bgkjUYqmRmanwzA2nHmXz19zc7hQoPha7GxuTqdfWDIk5lGbl3Fff9r+N5X8aOv484v+NeZmLghPl6kdM9nvUdtjvwVppW/7guV87K9DySJy+VqF0oBSgg4AgIgmyeWMlcOr66orP/25v/ZVvZ3a9mrytMlC2TZ9j2S7VGorMnmVddublE+kKR+EJCTFZQCza21Vqt19BdZmbwOSy85En0WO1R8lJBS2FXldRfahf344xd0+lRz8ODB3NzcqV7FzKHdOPfSPFCix55581cz58yrdtjlFLb7rY88Yac3hsPy7a/yq1aAEGtvn7W319rrGwvrEqlLFLVqldnsk9tKe3sl22O507nCaIzTajUcl5Extp9uYvMflRXYrcMBOpqyAlvJF1PCqIESygrsUQhtwZa+kFGOgFQi+x+/fPUc5fa60w6E+B9DI9gX3kKTnZ8n2IJfXhOFGrAkJgpDQ/B6Q9tpIhPwKpGRTZK6QcOp2AwGY8qZNm5kBuMiEf0XTUx/ZDAYDMZ0xPKjf7f+8heC3cFHnqslVJwQqmt4s9mSlgIAs+Ig6ZWSyjgSvqYjH/k4uWJW4//HpFmlsgODC5Jf7OgU+u28wSDdDg0MCE6nmi+AzYbDR3D4CAACWL52G/4zY+jVf3lqml2imKvVPjVnzkv9/UddTg+CP6Ym0mU5ngflH1cUZVVU1AJEpFQVqJDe88j888sLKyprhcoaABu/9X/4wgLf06ysASDCQ+HN5fXzeFs271SeKyevOUIIIRxVq4j60/IPBmjj6pVf5Xk+9KV71vrfGFV8lGlS/bGXO6J8FqFEEh8lsou4JsF1QHgz7EpGQzn/cZpTXFx88OBBALfddlv0Z+njEpz9fWMf9/kg1m27lM0zSjQPbfH8+gd/6OoszMpRUy8Ad90p9cIMKo+K8H0DEH7wqmXlMqH5jGCzCfYBABs7OgEs0+u9lGo0apXDIdgd0hUoUGg0rjCbC43Gbzc35yxYIF0hFQ45eV2BlCKMezyuRJs7Jl0zOLFzJ0zOLJUsOzae88oTVzYhPAAAIABJREFUIe9YHvv0O+dCj79zZdJTb/oXWd85KDki89JMsvOx7vSANBQyf16s5HyUueu6+UrZsa7tfJApclw4hz1BW37/+HM2j/cqg4E3GCRP6yi/pEaHjOiR4Yb4TgPWrFnzwVhTMu677z5mkGRMd5j/kfF5h72PMxgMBmNmw/M8v2J5cAq75qRyCqTw6l4AsvdEaO303Q9UAQKtjyMESpBHjjcK/XYAvMEgDA5u7OjYYes/MjxccbCKHG2UbhUHq4SDVRu//8uN3//lH1zOqivitGq1SqWiHDZnxxXF6euPe5sEv4ElSHwEoKezADRXEACiwuqS7bk/23M/X7iwZOPd21/4r5KN90jiI6WgAF9YULSi4Osbrywpc6212LL54H8JS1fiCGkSaJMgLufTX9j6fb6woEY4+8LWZ8IaD6vKT0RKXocyehZ7dPERIynsqvK6aB4rPNO5fEZiy5YtS5YsieZIpeCoj0u8aCtiREuixw4g9csPA/h9t+/tiDa2D7z6XrR+tT0HeLPJkpZalp9jSUvhY82ZWu2ng4OVw8NVLpfgdFIVt8Jkejg5+fmsrA3JyYVG447ubq9K5YwJUwY9XtI1A/L9Ns+FXlBZQfPPM37XZHaC/7UIqqCJEnkEJC4sgo1gC+QFRbAzMjJEtbq0M0Dw1QAPxUfQNMc0xrpHBM3GNkxzXWPM/hkZ9tGVMa1h/kcGY2zYGz2DwWAwpjWW//yJ9Wc/FaqqrR3wORwB1DRLsxqt23cJrR282Sx5TwSbHV4RGCV5HaI/uv3Glvp/HASQo9VK6Ug+bQ4SYi3f+VrAKQ1twl/3+tqxD1ZVaNQ1KbMf1hpt9n6nHYVmXaXN+c//J2a/rEI48REAX7joUOWn72xzfWubilIqArPosmzP/SGHLeQLF4JKwqLPIkMIej3pTeqXCAgFpI2U+sVHAE0VFMA1K64CsHHTrZUVOWVlu1/Y+sy3Nv8gyHsoEle0JdkAgF5ypIerThKXB23v4apHFx+Vj2i1Wi0WS7QP+cQT0S+PMblQx3liSvD9YEoATk3KZYcNcZi2bs6E7CXerMVVJ4/voHSFyVRoNA7Xtw28+p7x3ht9vupIFsjdB5Q/8WaTYHc0u92rluU/8q2vyttdv/6TfL9yYKByYCBnwYJr167FJEEIGT3e2zqsn69zjnLA6Ewsf507RxspeR3Kl6+e8+Rrfo953WlH/lxT/rxYoEPe+MbBjqBe7NrW83ddNz/KhwglIyPjo8ARkBXtZ5bp9f6fNWrBZp+wBVJJ6CjMGcMrr7zCMnmM6cu0/p6AwZg02Ps4g8FgMGY2/LpbZBekbxZkzUnUnBQqTggHBH/yGpBkQUtqsqyqUVBZfPQnr2UU/kfrn9861NbporTR5eL1+rIbii3/VaIUH0WRiiIVs+Yu/vLa+wwx9xlivhYbu0ylPtza8bvOzqNOJ4DCWP3GtDjOTQ78PDbb+0DYwDJftOiawqsAvLuNEkJMzoWJZ+9wudyhR0KeE0YASdMgSBKXJorLABAQgMjiIyGEELK3VGwSxEVFSYVFOdKphUU5L2z9PgH3wtZnlFeWRkNK5dTR06T6Y9AsyB6uukn1x2jOlYLeToVMMDZRO2sYk49j0lqD4/raJu1SLr8/7lIGsbOHfX9uZ91rScpaXO507uju3tHdrTMYXCeaB159z1szYnkLleB2H5BsbhKC3bGxvkmwO/jFOSXf+oq83d3Q7iZ+kUsyP157++1jrk2n00nVRsoRkIc8yaFHhhUf5+v81sJTihGQ1yf5X+qWwYlUJ0WqoBkFpRCZl+ZfjDwCEoEt2HWnfb7O0BbsIMHxjY9ao1lAJOZmZAk2h98CKYoqjrhEEVL/DPX99vHz+r7RLid979UYUmEUSNjem8sTZnlhzHiY/shgAFHoj0ygZDAYDMa0hud5y3/+hF+xXHAOWTvP+LLYNc1C5Qm4PWGm/ktCHQBF7DqM+BjI0Y+r1ZRqCbHEx1uKi3DPDbKJSRRF0SuOTFiEdlFm7H1fjFmUtdJg+JrZvFSn+9Th+ENf/687ewAUxuqLYmNqjw+2lEdshrVsWr+4aHaTIA4dvj7P+wAAh2PI4QjX6iA9AUqheE45nq8nisuk5VAKQsARIievFxXN+sGG7wRdZuPG2wg4aeCjRD+tBBBl+FpJkATZy0XlfJQYdwR7+meug9DpdA0NDbt3757qhUxXYt0BY/6mZBbkrHstK267y6tSVQ4MyBLk4Cvv0df2oaYFI6ZlAGhoCxIfrZ1d1s4uaNQlln9Tio9B7Dh7FsCXrr1WuVE58FEeBAlgeHh4eDh8V8xFItPst40HVWBPwAJ5x/Lw/xOV+WsAfy/vCT0m+gj2BbJ27drFBTmCzSHYfSqk7H8cZ/81BUb0xya//hgqbQg2R3Z+3oQXfFnBPo0yZgBMf2QwGAwGg8H4vGD5z59YfvQf/PIlkhHS+t6B8g/L5eT1CKEffQnHcaMl2jRqAI8++pshj3eFwVCWksIXLcI9ayWxj1IqekVQgEgyHziAAzQFmYZ7bzCruCSN+luJid9MiFcBLS73D2s/U0FrSUuB2yNUnhjl6WzZ8BMdTXx5e4VWq4lL0mi0KpfL3dtrU6qQfq8S8Qc6pW2GwVyRipRSQghHfE9QSl4XFeaHPlxhUU4Or6kQquRBkDVCmJLuKFFqjlEmrxkSjz32GM/zDQ0NDQ0NU72W6YpSguzXXjr9URoBKRGTU/Tg5s2ZCxaUO53/q63tzzZb+dCQ43gTfX0f/b876E/L8OuX8OzL2OMTHwW7w9rZJdset//mf/NLg5vQPQ0+NapyYKDS4chcsCB+2bLJWny62u8fbHMbL/BqyvmP0SN3ziBcBbZMpBGQMuNpwY6Tt9S2nq9ruyBLb2xGrqhWV9h9fwyu1htAYPd6AfCLcwS7PeDoUUZAuoPbbEKRJM7Q3pvLkzFHQDL9kTEDYPoj4/POmEb39evXX5qVMBgMBoNxCeB53vJf/81/8UbB6RScTq8oUkpFxY1SQKNW5uDGtD0CsD6/s6v3/DK9/rtJiSAECzMAgBBRFKnom7rIhR2UePdaAFqOfCHGWJqScpXB0O/x/qzps8p+JwA0j5Gts2xcD8Ba9ipHtTqzR2+iAGQV0uEYcg37PuRLDy1t7O3t7+ntNzjy0gf/TbI9SsdIyevCwpwvrLgh6IHOc3XV2iev3+wA8D/WX435glw8pLi3FP0eNzOlCFuSID9vFkjdkL8ApD8hfQpXMolce/vtX7j5ZrdWW+nx/Mlm+15X13M9PaW9vQDooBMer+R23FjfZO3sEpzOUWyP7oZ2d307ACnWHWXyOnouvPD6VHQR7IlV0OTOGTudPYEIdlDn9YW30GQtKRBsjhMDgwC0HAf4ItgYdkkjIKO60GBUEzZFtXrt5I3+vBxgGW3GtIbpjwwGg8FgMBifOywWS9nOv6QvLFCJtCjWDDmHTGlJajJEMWAO12v/Gv1qwpE6ob5lqU63ISEBABZmoCCDArLtkSORK1okpRIAgZaQawwGLSEer9d6ujNdpxc6u0d/aL5oEV+4WKis2Vb2ZmVFo1oHUxJVa6laS10u9/Cwe2BgqO+8re+8rbfP1ttrc7ncLpdbo1WptaLJZEjT8jner0uXksc+fmvj14Ie5TxXd0r9pnT/ZotGxPAE5T8F0gBK3306DotWNk/CeVQ/d9xwww0ApoEE6fA3xZDkBVO3jgAu0ghIaYTiKCR6/Y/bq/bZrjMyMr75yCMPbt5snjcvyWT6dGjo46Ghhzs7N3Z2bmhqFgYHBaeTn5fCF68o2XBPWNuj9PYy9NbHAH7X3VU5MODWar9w882T9bzGZIFi/mPrcECUOCPGH+tuGYpKfxwlfx2l/1E5AvLOlUnKXUoJ0r8xQgRbSmEHtmBf6EjTa4u/kJeTedblFil1iaKZ4wDYvV7L+SFQWAMLssONgKTRmB8Fu0OwOdJyg/+oXOYw4wtjZsP0RwaDudkZDAaD8Tll9uzZhODKWDMXyHivI7z5PtyepXKT6cIM+KdGhvvnJiHgOP9t/Y3yHt5guNJg6HS7tYQ0DQ4CECpGi2ADsGxazxcuFipry8r+UbZ9DwC9GXoz1FoKQikgij5FUrqZkqAze/VmwulcABLFpd3l85/b5JGcj0FjH58v+/MzO563lr261+qWbk2CF4ATXfCVX0+ERLpMWYGt1CIvCjNuBCSA4uLi4uJiNghyYgSNgAzLmGJiKGOOUFTmr0P58pe/fNvDDy/MytJwHEdIocn0fFbWc/MXPDcvfdPdN5Xcf3uo8igh1rcOvf1xtcP+w5P1Rxz2zAULvvnIIxkZGWEPvhhMrPBaGcH+55mIAxCVFkil/ojoRkAiMIJd3+GTSoMi2H/7pBtA/rxYpQWyts2OkBaaC4xgA+DX3Zo5N9UFvNDbO0ypVqVyiaLd67XcVAyN2jee2LeCcBHsCOZHWbUV7I7SjjMzz/zIYEx3mP7IYETFrl27pnoJDAaDwWBcIvi8jIA5XDWRh3AB1rJXhbYzvNkkNwkAECl8Ax8BMfQWZO7JWwCzf5iaJSFhpcHgEEUKaF1jjID0nbJpvWXjeoBWVjZKEqRnGG4XtFqNVscRDnozkW/+RcIjwl1a9vrfS3s5qn1g0yrZ+Vi2fc+3Nv928+ZnT1R81ii4Z3kLpVtbuamt3ASXof5I24VYIINKvZPE5eOyQIpkIpPjZh5btmyRBkE+88wzTIUckyA9USlBthvnhh5/CfpYmnRpoRuvvf324ttuK5g9W6qmqRwYAOB+66PhX/9ZrG8T64N7wN1vHfj0L3vLPvz0j92dbpXGfOcjFxK7vkbdJd9vF4OLudI1A/L9A0OzJvwoY6K0QDb1BdjHJzACUkmkCHZYQltoJquO5qZ77lOpVCpCXKIoVYC5RHH5kFv67RM5hT2a+VGuSquw26lGvWrduklZ6qVhTRTfEjHTDGO6o57qBTAYUwmzuDMYDAaDEYZBpzSHy99LU9OMgsywxwoHKvlYkyUluafP90mVFmSMVE5DDDraFx2mopcCgNypnZOO2hYM+Iw5vF4vOJ1XqFRdHk9jU2s0S+aLFu0o+r+/3PHfglBTUdK4dEnO0sU5q67lbXabJtxUtMqKxsrKxsrKBgKusDB3w6ab5e3WsldF4lrEJ5nF7MLCnMKiHMV5t5Zt3+N106ojjeWHDxl1Cf1n+8JcPYS9pV4tjWsQJEGHK8WjAIoK81QwWDatB5DjebBR/aKyiEakAS8eIURKsTcJFxa+3r9/JtkhdTpdcXExgIMHDwK47bbb5F3n204mL+Gl+/q4hClZ3uQS19d21rBEuj9siENUf/T8XOJ+50gkeuxy8joSGRkZGRkZ5/ftK6+vrxwY2AEUGo0AVvxlb6HRiLd8h+3o7gYgCZQuleaKjEXGL1sAwF0/ysVT4ZCbryuQomzEnu7kztEqk9cyd65MeurNMLHr/LlGOXld3+EA5gC4qzjtF3/xa5dvHOy4qzhNaqEJMkJe6Grnz68+deobGo3L46GUEqD/WOOm9TcJdS3WzjMWwPcLqLbFP6bD7R1z8mNp5xnB5sjPybyUBtgLZ8z+GZlXXnmFCZGMaQrTHxmMMWBTfhkMBoPxecNStHTjZ+9bO8+Uyfrja/vC6o/Wslfh9vBX+NUEetdaGqiPEQJfdzYZ6cOmlALCsYaKY42QZrf1O9ydZ0DpMq1uhV6fp9Pxen250wmg69Rp6/Zdkkg3JgVFiUcONXmd7srq+uMnml/+6zuLF2VxHC35lk+WktyRlZUNAER4AHypZM4ty33i4wtlL1dXtIrEta6EZPN9K9y3hj7Exk23elx0yI6df3238kjtQJOhSXBFasFuEui7VnDQcogBRL6wQLm3srIRQPnmYxTeKwuXWzY9WCOW9WuPUxpGYZQ2EkIaBZGjWovFEs0LEoYPPphJ+uOWLVukOwcPHnzyyScbGhpuu+223Mt46JtOp7tMdEAlkzgCclz0qs2I/GKsXbsWa9fu27dPPzhY3t4OQNIiZbwqFYCcBQucMTFYt/lir3Z05uuG5MmPH9gSVsf65OEMw3DLSO1My6Du+qTwp49CUAVNziyVbHuMcgRkEH8v75GGQubPNb35qX/G7t8+6ZZC2fnzYmXno0R+enxQEc2F44yJAVDj9RaaTB6Px+VyUa938ETTIxvu3rbjdWvnGd7usKSlBOqPAdZvEcDN13KNbRgxP5Z2dlXYHR6djl8X5t17ZsD0R8b0hemPDAazsjMYDAaDEYxl8/3W375o7ThjSUvxbQprgeyzAeDNJqm7hgJuSuV/X27buRsqThBOwO1BjC+d7RpymryiwysCkIyJvNkEUaweHAJQPeR88fz55Xp9DMeJlBIAFO9/eBgAX7iIL1oUacFCxQmh8sShylatRvvd723hed5qtYJ6PjpwkFPRqs21yoOXFKXYuZZsXpXNc0BnNZ60fbryz9vKvcSZvZKsKxljQpFaSwD60De+tGxp1u9fenufVdPOq6+3BKcd91lNDcKwGprCwpwVhdmFRdkEJKgDXLJhAiivPDq8vXfFwsKEq70OfS0AWbYFQCmoZBylFIDX6xUEgef50df5uaK4uPjvf//7nXfeKQWxL1MJ0pQw3HVqsi42rI/TOSdeRjxv4PSJ+IKxj5tssoc7Dqvzoz9eGuF3LdDS0tLSEjALQrJJSvdDa0ouExbEDKMn/K5Ms6fZoZHuNzs0gL/EZl2G+EKVKuxZoSMg5S13LI99+p1zYc/KS40J2zyTl2aSLZAyC9PNsv5Y124DwsTkL5yMjIz2+vod3d2FmZlqtVqtVgNwNbQtBHnk4bsr/3FAaO+0doCPM/re6YaccviaAr6vaQjorcVkz8Fyu6O0s4sAeTmZ01d8ZMYXxsyG6Y8Mxtj6IxMoGQwGgzEj4Xle+Od7ASKjvKtoEb8oR6iuFWwmfwguRH8UTjTxZjModbk9BPBQKoIKxxoqa5qET46CgLo8vNkkJsYvvPW6ZYtzXi7dVX680UlpoV4P4BvxcVqNRqvT6jTqR/odhJDS3l4AgtNJKdVzHAFcXm8qpxYqa4TKEygDX7gICi3Sun0XgJEZkeQafo1ls69ARnIIHqr4MJN332zRBC78NBCw5XBVlZc415WQSE7GsCxftvCphVk7X91TLTQOl3pvLvGpAE0C/adVy0HkCwvkZHeo+AigsMiX7y7bvqeysvFoZceiulnFm4MPIwS+CnFCTgqeWEOSdetzPM/LT3YMVq/G/v3RP6/py5YtW1599dXKysrLR3+kXadI9qSlv3VD/cOGOOm+03BB+mMQ7ca58wZOT9bVoqdXbR69lEZGqTZeMtpF0zwuWJ6bLDJNbiBi7YySk+eJciJkkAUySJGUeavaJpfS5KUZZP2xvnMQ8Pkww0aw8+fFAh3ydaQIdvTPK0oyMjJa8vI6a2p2dHdvmOMrw9HqDZ7mzoUE/JaHYf2rUNciVB7jd2gsX7uNuj2+l0B+JQgIIcKQ85MkU3Vzi6jirrv5lukVux4X9913HxMoGdMapj8yGAwGg8FgfE7heR4aTaS9lh9v2vjgj/0p7JoW4F+45wb5AKGyBoD0WdDu8H2y/d2hqsrjTXB7isymIrOJN5sG1l2NnPlVxxpeeer3R9rPXBtrLtLpVi7L8+ZnkJFJkSIhpKYZtS2WOp+zxdrXd3hoyEVpllbb5nSqgPSFC2dfkSgIFb6HLvN/DON5HkQ94UjyP63qOsGRzQeLj+e5mngxjEHMaaeSkhhrjjvX89kDX7uV4/YI5TVNRa5snvyj1N0kiDoYH95wS2FhtnKKI4lkrKTYuOlW30jKikZua/YVKxvDKqF7S0UQLF2cC0AQhI0bvmnZ/O2xjZBr1uCJJ8Y4ZkYglWJLLkjlLEhGWGLdtilJXitHQPaqYqPUHy8Z8ziH3DxzOlB/XGU497LbV5bV5jbCEN5sOClkxVM5ed3UF6A/jkKkEZB5qTFQ+DDrOwelUuxoItgXzwK5du3aynPnKs+eXTEwII34BKBWq9F61vaz333z7uuXzkupOnO2/JMj5RUnAPBLcouW5PBL8gC67eXdAIRjDRQYHnalJiXccu9XLsYiLxmrV6/+4IMPRjmAeWIY0x2mPzI+14z5DRIrqGEwGAzGzIZPTRVaW4FA/2PNSeBGAJbvPRiQwg6UIIXKGrg9lswUu32AUEqBv4iequNNcHseSU3mzSZv9jwxJ928KPPDypoXf/8G3B4+1vRIagp3azGy5qmkQDEZyRUXZJCCDPraPlLXAhBLQkKBTvf78+dPezxzNZozbndbbe1s9ZKyHb+f3FegSRAl8XFdSbDe18fVhtUfJcxmf3VsYWFOZWVjd3nqx280nj9D05d5H7N8FxgxLQJUCqiLVNpCODlZDcBni5S8kGXb91RWNC5BTjbfFPZxOaqVpmEKFSd+s6P0+a3PXLXyunFor/v34/HHoz14esLzvM0WvvyXoSTO5dcfp2oE5GQxW7Sf5Xya5nFV6mJv5yVewALF/MfWYQMi1AO93xN7fVL4P5zNDk2mKapq+4mNgFRGsOs7hiT9EREi2EEtNHXttvx5F+VPSOH69ce2bpVS2Mrter2e7jlUCBQCK2LjqxwObkGqUFkjVNaUKk9PTKg9c9ZJaX7RVRdjeQwGYxIZY7oNg8FgMBgMBmMGc8Lltnu8321osnacsXacEWwBRiS+aBG/ihecQxvrGny7alrw2r+Ux7hc7mGXu9rp/HF/X1VPX5Fevy0vmzebvDnznDdf25+Zuq/8+Itlr/J6fUlqcklKMrmlGDnpchCZSP8eJSMS3d1raX4GCEDICr3+13PmrNTrO93uBxITeYNBqKy0/vzn43qCK/iCJiG4hVtmgedLZw/PB5BdxEkqIKWgFKIIUYTbCUeP/+a0E6edAnC7oNX6/hWt1WrdLiz9/9l787i4rvv8/zl3FmaAGRBYi4WEQBoECGsbLoljJZW81JaVJmm8qHHd1N/EyFwpS/Or07pft4nqOF+1aaomcRrpKhonTZw0qbzFTi3LrmNL9SaJw0iyLJAAAVrQarEvwyz3/P64w507+wADCDjv17zimTtnztwBMmIenufz3FSyalXJ8cNXLzaSYie7/WGlkzQIgkAEol4EQVALrDUhkjGmFx81qjdtcDpLjtddfEOODGY2U9ZMldWVS7Tvzld3G4uq+t+v/QOldERflunNdVjwki4sg6HAtRbEHjV2X5gQdi5rwRg3TJG8QOh5k3ZhTxUWZcTtZS7OjPsDqRccW3pT9QbFC1wD0ALXidHPgixbkBU6rhMi9YJjw9lx9Kj+0fr1AYPhKy0tapV5NM6srIfnzv3SYOAnNxboLw/bc93tl/oIWVxePm1i10ntLzyCzZm6cP2RM9PhPnYOh8PhzDQopbIsy9/8ZvUDDwxevJglCH0+f213D+3ukc9fqK4/JZ9rl//FpS6WNm2Uvv4QTEb5wkW5/SIQKUH29g186PH8emiQeP2PzJ9XM3+eetyzuMDLFDMRTu59m/gCVXbbx3JsQukisrQQGO7CHkZQDxAAUMqLgJAqJ82aBUJ+8dFHUkGBaLfT48dHpLVZMA9AtASZq5St8j723K4Wt7vJIQoOkYBBUYL6IyGEENJvacjLs2dnZ5rNJrPZ5Pcyv5f0XQNTQILdObDbcgB4B4TPPFi86OM9mdmGP/mqKTvbahCiZzgOC5GqCqnWgMeaNlm9aUNF5Q2n6GAzDUtcNtcxgZk/uXqt/qCjUlCI953aF1L/mnAmk+wxlQhHDHwcsqRZgpwYrrfA9fXJXcWhd62ICuwIElggf3809P1VO681NAmybEG2/vjvDl5GFBF12OmluLhYlSCfvnz56csxnj0m6uKAwbCwtFQtKeJwONc5XH/kcJKzZ8+eyT4FDofD4XDSg7xtm7x9O33jDdrWJlqtot0ul5T867x5P5w3z1VQIFqtotVKe/uo+0T1Q39L1ZFblRXS1x8SV5WHjJDDEqSiMIWxE3k2VXwUbdnqp+T+u25GSWG+yfTrnz7rbr8k2m2i3QYQ3L1Gdy5hn6jJ8C+mpHyxooTpbjW5uQDktjbRZoPPJ2/fnvrrlSRJQEYzDX0+V5XHIv/nAHhJF4D1NYLCmMIYAEKIQRBU26LaP202G7OzrdnZVlWLBCAIhA2PdfR6vb0ZDedtz13MeR4AMQRe28UAtBrjCoLDWxPVCBm9oIs0zK1qY8R/ui70u/q+XYpqfowoAVfHVh6hjT+Uv5XoCzF7dpKv1DTi+PHj6hVPdygDm1u4ZJJOB+gLnQYZm/4IIENngfSM2QKZ4w3pShMZwdZLkM0Z4zJbcHqjt0BG6I9L55rjPUrLXAM41R6q2y4tyNYdD1ogIzpnXny3XX/z5NmuF98+8+LbZ0Z23nEoLi5+aPPmxUVF7v7+r1xs/7nVkPHNB/UX02c+pV0+qCj6udXg7u9fNmfOH61fP6PER26d4Uxp+PxHzsyFz3bkcDgczoyCUkp/+1va1iba7eKcOaI9pDWYTSav19sLSHl5wcVer3ztI3n70+KqZdLfVouVFWJlhbx7Dz10VL56FRcuiu0Xr3h9foLtiu+jM1fVqhkADPA6FmQsLTIbBHqyhZ5qEW224PjIu28JOyGBIEp9IwSMwX/v7eYX31RvKIBotbo9HtrfL+blSQUFcnu7vG2b9PjjKb7wT4i3vUtf3Sf7vvDI8lylNFcp0+46WnfGIZKAogAghAgkkckIgNlknJVr7+8f9Pp8165ds9ls7d6DF3OeJ4QwhrtqyI660CvqIvW5LPb4SFV+ZAoYGBTdOEigi9S3Gl9YIhJHndBEfQzC+hpBTV7fVDnnGw9v0VY2GX+hXllfY9gH/5Hak1SkybtoAGzciC1bsG5d8pVTkzVr1rz77ru8fyYVoiPYk9KCzQHQ0mcCBuPdG1GBnSIxu2iwUmzdAAAgAElEQVSi0bdgAzh5vk81RcZsoTl5tuuF/w3Jjp//1KKRnlU8bvmTP7mxtfWdt/5AW85u+rt/E5cvBVC5fKm4Yql7yFN3vBEAPd4IQPEHCpYtc04v5XHr1q0zSkvlzEC4/5HDSQSfr8HhcDic6YEsy/L27ar4qAaZAcCxAOtvxvqbbX92l33jnSgv8ipBW59oNruWLBZtNnq0XjNCSps2ulzbxE+K4qpl1DN41u8b8gcud/aItmwtdg3AQgSzQGA0yK7n4POLWk9LSWHkaUXpfQQAgbG8eEhhXkUxDy+Q8vMByOfOiXb7SFPYkiTdJM5vqTV0HFqmFx/ddU2MMfUDvUCEpOIjAHV1dnaWLTuTQTlFfn4x53ntgYTAIZK22si5jXF2YmodtprF1u7oFBrUBXfVCA5RUCPYzXUMQJVzVbzt1BQ2rT2YwlMDV6/iiSeCF85UI70jIDFJEWw902YEZDz0hTOtAxn6u+64Ma7gCEAvODZ3xn2DivA/JhgBWVoQencKHwEZFsE+eT44h7G8MOxbo2qRZYVhHt50WSBViouLv/jl6vnFS4qXLDl8pOHwkYadv3zp4W9+f+cvX1JvFufNvnHBoi9+uXomS3XcRsOZonD/I4fD4XA4HM40R5Zl+sYbkbbH9TejJFQ3YWTIKi/21p8ebGiznjoDAD6/VHAj7cmWL1yUn/qF9PWH1OSvWr6M+tPf+b7LUDy75dwlp64JWigpxIY1IARWC3x+0aYmr6PMj/ERAAXoCwQAwGjQPJKi1UoHB2lPj1RQUN3QQGlqXj8AwO3iw421T7ndTc7KEu2g290EYEmlOnqSRRbBRDEcuQZjimBSmud9V1VrGRhjISk1gGDXRKvxhWI/oiyQqtYYfFFEAFPAGFOz3q2G57uC+mNwjcBM//Wk7+pZVuksv231Z+Kdm0Mkjjryfu0BCV+NvWLLlki1cf/+4P+uW4e1a6exHXKaETECcuxMSgu2Y6j9sLEs+bpxYD56LyD4lnUB2ZWTchJjZkOZ+UfvJNIuNX5/tEdTJEvnZwLXtLterr2mDYXUt2Cfau8D5gIoW2gvW9irWSAbzvaqpTTli3IbznQFD57pSqMFUkXVFm9Z80fp3XZKwO0vnGkM9z9yZjpJZzvyKRscDofDmdJQSumBA2G2R0SKjwAIAREEc8USUl7UGwh4FQU+PwDRbpPm3wifnz63L2zf+parPl/LpavicPIa2m+WhMCaIT/9fJj5cSQQAnPFYgWwWTKCt4ez4bR3eGxcc3PqG4qiWFV1C3XXu3bv1Q5+2NDIiM8hqtKfVkcdIk9ZqYmSOociOgwf0IzHEcO+mRSm+98g6iZMYeHiIwCsrxH8bKj1KMm2zLKwG+Tde9SLakct8T+kX+yoFAAmy3LsZ04gL+7fjyeewK23cjvkOMH6ukI3smeld/PuWVG24hEyWS3YeiZyBOSN6Eu+aKoxuhGQev705rn6myfPx/gqaUJkhOCYXgskJwH8kylnSsP1Rw6Hw+FwOJzpjLx9O3w+0aaL0UWJjyqEQBAEc4XDdO/tvYFAbyD4gVa020SbjZ4JlWLjuf9B/Wlbfi58AS15HdTiNqyB0QCjUXts8CHR4WvEFfAIYKlYIgAwGRHhS/T5AIh2O21vj/nYeEiS5BSXud2Nrt173XVN7rqmq1e7w08hhgRJQMAIYwADCARB6DQcbzb9Sjt9dWBlvJfSanyhi9Tr949+CvXlHR/61RX/ce2Y1+vv7u776FoXGBZWBLwDoO4PtYvs2lO9eau8+7/27QpoHdkOkSjEB+Yf0ZcljP37gyrkFBcih4aGli5dOtlnoUOvP6YDfQVNWuAt2NcJb1wMm97gmBV6u4iuwE5QQaMnwQhIfQQb4S00WgQ7XgtN+aJQClvzQnLGyNq1axMv4PojZ0rD89ecmUtSczt3v3M4HA5nqiNv2wafT52ZGDwUR3zUEASScZPD99IBr9d77VqXOcMM4MuzbwBATzSqzjta9wE6es4PDnzClq3llkMfjk1GAPRdd5joOQbIsLYnWq20v187PqIINoCvbf6WLMuHa992uxt9fq960s2UOUTt3EMp7DxlZYn/LxRVMwRAIBABgCY+Dp8bEO6OBKDAJ8CkXu8UGnIDy2KKmyodwgcdxuNX+j/I8JrNZmNf36DX6x+OZ5Oi1ezsEfMz8rf1D5FdzwGg7hMMtrZa3xvAHZJXLcKmtXVxX//s2bh6NXh961YAOHAgmMLWo+Wyt26doqHsoaGhyT6FhGTnplGRHLLmoDP5ssRMSgR7enNmyLIow6PdLM4c0iY/vnXNrp8IuTjb19JnirnJKApnVD6zyr79tY9i3vXZqvzvvxSSHU9dGIjpiNQi2AhvodEoX5Sjlx1ffPtM2lPYHA5nmsH9jxxOXLj+yOFwOJwpDaWUHj+uJq+DhxwLEouPKoTA9md3mS0Wc0aG1+vzen29fQNLiRDweH/4L7tl1x564cp7/f2mYFsMoP1OWVKo+QC9Pr/P5+/tG1AvisIUJaxoJfRksRBAAPT2xx5wJhUUwOdLvYIm9EBJ2rL5/ysonKUYBxdWEMIMp8P1OlUlzFNWLvE9qImPhBBVfGwy/oqBIZaSqL0yAWY/GVDgU+CDKi8KH8QTHwE0Cr/qED4AEGC+jo5er9dvMpnMJmPeLHv+rByz2SgIkb+xS9X3SdX3uXZ8u7p6g+hcJsD0ppz1lmwHEEBKdbfYsQPr1mHrVrz11hQVGRNw/Pjx5IsmmL6QRkiycxMsTIWczrNj3CGCSYlg5wVCTzo9KmgWZYTer9qGUumhShvR/kd9BPv3R8O+v3rB8VR76JzjRbD1LTQnz/VoLTR6CyQnjSStl+GfUjlTFK4/cmY03MHO4XA4nGkMpTQyee1IWVYoWWCz2Ww2W35+fn5+vtlsrrLbnVlZgsFgzbRJj37zlttuh8+vr70OPumJZvmHz1R/+e8VfyAQCMDrC14YA2NMYUpAURQlhhAZjoEAgM/vB5B08YgQRbF76CMC3P/3MaVPNku5aYn3z4NpaUIEQSBhImlURlt3ZzNlhVU9APxkwE8GvKTbTwaajM+oCmMEHcIHB41/o74+oxk+L2NAVqY1K8uSnW1Vw92JqaqsqN60YcfOv3I6S5qov/k9y/wbb4i7evbs2MejE3/r1k11XbKkpCT5ounCkGVKtmBH5K+nhwQ5rkREsDeUxR3ymDqpRLDVzhmNhrPBb1z5otAPXsOZrpNneQqbw+EkguuPHE4SkhbUcDgcDodzfaLWzoSS16mZH2OiapFfKy42AxUVFVrqWZXitM/E8uEP5F176LGTosUqEGIRBJvBoF6Ek60CAdQLA1OYoigxn0vDLAjqmmj9kfaMXiuhlNpnqa5GlIs52vxEALnKsmL/vYsCnwUIIUQQBCFcArwmHI25pzoF8rVdcXXSZuOvIyTIZuMzTcZnhuPbQUHWaBDMGcZUlMcIqjdtqK7eYDKYLrR3yDv/Pfain/wkxkG1fEaP6oucsnzve98DoM5/9HR3aMctOWkufhk96aig0Y+A9FjToD/meEP/n+ox2Scmha2XIDsMPPcdA30Eu7lzBO8LpfMytOsRIyC1zuvEaHXYCJcgtSx2hAWy4Uyax5JyYsINNJypC9cfOTOUpLZ2DofD4XCmNDGyyambH1XW3xx9TLTb6YEDEQcJQHv7qk820ctXRavFVbZUKrjxFruNejywZgQvRgMAARBUwyABGBRFSWxt1D5tR4iVtLcXJpMkSSN7RQCAvXt/33rCs0QkhMBLOgVmem0Xy2XLctmy4sA9uawcQEAYILEkwFlKRYKdGUCY4XYpdmZclSDVyyHz31xT5cjhJ7FkM0JgMAia+EgwMg3SWVnyg3/9q5XLl1JKqx/+UpJwujoIMrpqZoqLjxF4usc8GTFNsEttk30KSYjwP3abuRo4QSy2hTqj4g2CjIe+gmbvyTCRcalOf0zMy7XXtOvxItjxW2i4BTKdbJ1Gb78cTjRcf+Rw4sIna3A4HA5n6hIjfJ1WTpw4gWH1TG6/ILdfBCDNvkEquBEA7r4Fq5YCgNEQvBABw9IaUX8HVY2QjMW2Qb7wJgCw0G+rjDE6ODj2V3T8RMiHeFcNKRNtZ2vtnYeWF/vv0Y7HU/4YiX2yhOD1n7LTtayoalCrmjGyTDPLMbMcI8tU62iajL9qMj7TZHwm7LEJfx9vpsoycQTuti8+8GmpeqMPvT/e+b0YEqQ+gv3EE5HlM1u3TgPx8borvx4fLDr/41A6/I8IlyAnyP84GSMgLyIUMZ6PvugFnzBe0q6fU7KjF6SXxdm+cdo5xRGQEcSMYCMqhR08WBg2ApJbICcMbqbhTEW4/sjhcDgcDoczbQmFr4FRh6/DNrTZAHznO9+5cuGCeuSn7Rdob79otbgK5ouZmQBw9y0oKRSXL4XJKF8Y/iS/952g/jjsKxS0yYnR5SwNrep/2bBeCaB2cBAADAYAtKdHXL58FOcvy3KGFdAFnBeKnQp8bneTflmApNbiMkwzZacpW7w8c9j8yMwsR6vAFmAyskwCY8ziGhW/lwAIwKsOjtRLoDlKXDXNyLL0N31emM3m4irfnZKiEO8f6O5EJx0tPk7lgY8ao2glmiD0FTTzisa4WYYnTOjpnlU4xg0BLOw/r785AS00ESMgJ4YLGJPQWWgKSXLvDMYftxqOvvBaK8JOBces0JtGxPzHsVBaEKrHiRgBqUcfwY7ZQgMgPILNLZBpgJtgONMVrj9yZjR8tiOHw+FwOCNCtNvh8xnb2hAIwGSkvX2q+Cjl5QVX3L0GJYUAxBWlkQ9ujCztJcMSZMwUtldRhOFlAOoGBwFIBQXB4Y/aM44Nh0iWiha3u8m1e6920MBiFzvMUspjHj9dBxYwdPf0ABBgNiIreo2JZcU8ruL3AoAxA2pxtpd0+Uj/vl2KwMyic1kqL8Q/pP6XNBt+6RCJQyQf0kvfk2uSP1LNXE8L8fHdd9/FjCmf0Y+ATBcTb4HU05xRkHzRDEM//zEaff46ugI7wQjICP+jXoKMiGD/7uBl9Uq8FprPf2pR2HFugeRwOHHg+iOHkwg+35fD4XA404RYwxxHR6/f39zVVZGdTYB/P38BQEh8/OwfqeKjivjx5bS3L2SBbDoLAOHtKpoEGRZsbmgdUhgAbRYaHRykHo9os9GeHrm9fdTDH996601iCESMdrxV6nKIBre7yV3XFOdxQXKV8lwWqQa+toudrjV6+pUV64cACDBFyJe5Snmx/57Vvn8Qvd+52fuvJf6/iNhBE2FNuscp8AYwpBBfqvqjFwAuzXpevbm+xqBKkGF+wGiRcRqJjwD+8Ic/YLh8ZtozHhFsfQsNpq8Fctqg1x+jiRgB2XhpSH9TL0Geag+bWquPYOuJ2UKDKAtkojPmJGPt2rWJF3ADDWfqwvVHzgwlqa2d+945HA6Hw4nmN5cumQhZnZn57eJis99vBKS84TLf8mKUF+sXSw9+Ztgj2QcATWejLZDQksZaCruhFQ2tXsYA2ITgL6s/7eoCYw/OmkV7ewFIjz46uvNnCAAoq7Loa68BLBQ7/RhwufbqXZDRCCysHaKZsp9sUlpqjbNn2yxZQmudyYgsvfioKo/FgXt1qiXJV1aV+P8iX1kR2ogg4CMGY9hzvSFbWqjBIZIm46+uhXdnR+Mfgs8LT3ZzBzmmHXRUCgD+UPvT0LotW8IeNr3aZt59911K6XUrPrI+nS6TlgrscYhgR7TQTLwFcmaiHwH5xkVrgpWJI9gRFTQIHwF5Klx/1BMRwS5bEHJq6yPY8VpoIiyQL759JsFJcjicGQvXHzmc2HD9kcPhcDjTgGBUGUDz+YQLU+W97m4T8In8fNrT06ewFRaLaB3+tKyKj0qYridV36tKkMHbe98BgKhqaUGfwlabZ3TInZ0AHsrN/Y+PPqI9PaLTKYri6M6fQQHgJ5Hzzhwi2ewKqC7ILZt/dNQd+/OzAJNWU/PaLvbaLkaY4Y8l/5WPOuYVm1upqbU2KFDGUh41SL6yyuH/oiZBqtZFfRFPCzW2UMMSka2vETqEY83GZ5qMv0rwutQdzmeH+WKCKey6yz+U/zHGYyoqppP4COCdd94B8OlPf3qyTyQOfen3hY1HBHuCp0A6htq16xNWQTO10Eewmzsj3zwTWyAT8Nmq/Hh3lS0I8z9qEWxwC+REwb0ynGkJ1x85MxeereZwOBzONEYURZhMqlsQSJv+eKMgABDtdtrba2Tsi7m5vYFh2Szc/Bg8jRWlYmlxWAr7h/8JxJAgVfzPvwlgSGFeRTESAi15bbH4GTsyMACTSXr88TG+isVOAHhtV+RgtVul7tukPgZFdj2nXqi7Xnc/E2B6eve+t+Tcn2xSmikrrcy6Uwq+fFNOjwFmdc/4yqMGISAO/xfVLLanV2AMBp23soUaAbK0MuRd6hCOxZMgPb3weXFl1kskqrhbTWEfqT0RvP3EE6H79F3Y04gf/OAHjY2NMe+y5KTBdZg2snOTr0lGRAR7yJKGFLbd1zOJUyCntARZlBFKMZ8ZSmRjnDASjICM4OXaa2EPjBPB1rfQQCdBli8K+9njFsgxwuVFzrSE648cTiK4RsnhcDicKcqoHYIh9h2MPlbv8TizsgDA5yOEmAyCV1GGFIZ7bhteEinqSV95QLypJFKCbIz8dEoI+p/7n8ETpwH0BQIAcgRB7uyUu7rUu5/p7vYLwqiT1ypqJ/WSSkKYISKCrfIx58qf7fiO6FxG3fXUXS+7nqve8p1hOfL5TVu+W+duaqSeZZV5SyrJbY8MLhHJ6ToQZrjnS0sfefheE8uu2+FMqDzqXzHJU1YWD35xjnGF/o7h5DUcYpieGFOCHE5en+rNqEcsHJWCQryyLKdwSlObxx577OWXXxZF8ZVXXmlsbGxsbHzllVc83aHWaUtOejqLRo++Ajsd+mNEBNszNadA6kdAdhimcOJ7UYZn4p80cQVNxAjICCJaaPTEi2CXLbTrLZBaC01ZYS63QE4Y/CMqZ4rC9UfOTCT1PyjxN3cOh8PhTF3EtWtpT08ogt00EgtkrMVfO3VK8y3S/n7RYlH8AQDeiPpqJa4EWX2qOZjF/v3beP5N1LcGL8+/SZ50eU+0gDHVUHliaEju7KQeT4nZXGgy0cFBqyA4VqwYo646Z06w2vWPaxTEskA6/A8CTKq+z7Xj264d3xady9T6FwX+AIZWO5c4nUse2734VqlrvUQAvCazZsoWrh68KePBysqSlZWF1F2feIikDgJGZpMVN2U8uNzyoHpIG/t4d40p+gEdwrGII2ryut8StzlHFTG7cSTyjmQtB1OUb3/726oEqaqQbW2tk31G40vGOLTQTK4FctJ53z9Pu75Q6EuwcmJwzAq9TUXPfxxR/vr3R8OU5dKCkEkzagRk3Ai2nvAIdtiP38mzXIIcDVun11gMDkcP1x85M5FU9EdueudwOBzOVCcygj02aE/PFa/XBHytuFhuD45ssxsMRBC8iqKEha9j+Aqlrzwgbf4zmIzyhUvyhUu0rx/1LXj+D8FLfQsAMyFexryK8uuenl90dR0aHJxjMDR5vWd9vjlms5eQDRs2jPFV3HLLLYSZXv8pK6kiJaKxmTKdBEnUNDTTnb9UfZ9Ufd8j1Z99eNNd1Zs2qBdtBOTpOnaassU3ZdY8fB8AQohUfd+qyiLqrt+y+UdJ27QZY2xYup1jXGH7cFPtjuWq+FhSaYz3KM0C6fX6rnV0+7zIMFu7jMcTPJFDJPW1HZFHp0vndTTf/va3X3755TVr1jz22GOdnV39/f2TfUZB0l5Bg/AINoC0RLAxsRbIvEDouaZ0/joxxZmh+pe3roVJuottfu16S1/kHx708x+TEsMCqaugiSDC/xghQcaLYMdroYmyQKZ/OClHz8aNGyf7FDickcH1Rw6Hw+FwOJzpiSiK4vLltKcnKBfGylPHJWox7e2FwSAIod8ea2bNAsAUxWQQwkQ7xLBAAhBXlLqeely8qYR6PPLlK9UXL8qdnWq3DAC5s/M/urq+efnyNy9fPjQwkCEIfuBKICDabNLChYWZmTCZxh4qf+CBBxQlOLHxzhpFTWGrQewl/gfyQp3U4a8GPoRTHLgXwOs/ZUwxnHL3v/yzC253s3qXVH3fI9WfYwgkbtPWxEfVUfr00/uedr1aX9dZUZl/d40pInmtR7VA9vYN9PYNALDbcmy22DJB2EsgXkpp0mXTiccee2zNmjWiWOn1eq8XCXI8Kmg83XoLZLoi2BEWyHFFn7+emej7r0dB4gi2nugRkHoJ8lT7oP6ueBFsJGqhCf34NZzp4hbIUcOtMJxpCdcfOTOXPXv2JF/E4XA4HM5URnr8cbGoKJTCfjU1CTIqfC23t9Oenjl5eWQ4f63qc0Q1LQYUACxMgmQxJUioRsjqe8U1q0WLhXo81OOpvnix+uLFWo+n1uMpMBp7FCVDEJZlZFRaLK6KCqmwULTbaU+PuHz5iF57TCileXMtp4cnP94pKYQZXtvFLtUW3qCs1p19EsNRS61xV7WFMEPJx5X5DnK4tv5nT7+qqY3OypKdO/96RWVBnfvkls0/cu3eG+GFZEpQfDxypPlp176nn953xN1UUZm3rqb3NimJFpPrX36to9vr9ZnN5vz8fLPZDCCPrUzwkPU1BvW1Y//+xJtPP268cb7FYpnss4gNmVeU9j3TFcFGuAWyx2SfsBR2c0ZB8kUzmOgIdmI+syrVb1zqEex4LTTcAsnhcBIQN9nB4XD48EcOh8PhTAPEL3yBbt9Oe3tFux3N59F0HiUJo5RN5yPMj6p8KRYVweGgBw7I7e2BQNBiQwCbIHiHbzIGRrS/bzMogBDjo7J401LRYETrJe1Ib0DxKsoz3d10cHCWwSDl5ZWazdpYyaB/My8N5SGU0ottg9Zsw2u7lLtqiEMkkJQ35ez/3tV9yflCTfU9qWzi2r3X7W4CcKekOETyk03MH/CUVcx1u5tcu/c6nSXOyhIAUvV97tVNu1y/q3OfdLub4ILTWQKddKtu4ld8jMFkG/yE1McYAoqiirwEmtirarsMAGPM6/MBsNlsqvLISQohxOv1ZmVlJV86AfR1pit5rZHTefaKNaTOD1lyInppRodqgdRkx26zffwckXn+3mmcvB47S3KZJjs2d5IEiezE/kcAjZeG9KU0n63K//5LA/EWlxZka87HU+19QHB+btlCe9nCXk12bDjbq3dEajSc6SpflFNWmIaqpRnF2rVrDxw4kGDBnj17Qv88cDhTB+5/5MxEkhraueOdw+FwONMGURTVIhrVw4jmZC00UeKj3N4Ok0n8whckSVIP+rxeMPbT4ei0zWrx1p8GAUjQ+Dj84ZiBRX1OZkyfbvYqTBUfTYagVDnHYBCtoVYETf3Unn2MWGzMUUW02PUfr75v586/djpLqLt+05bv7nK9AIAg9kc7d13Tls0/crubKipvqHF5HCJRx0eWrgk0nGq1WjPq3Cddrr2q51G1Q+7a+Tebqj9jtWbYZyvvHTp2uLb+cG09rTtR6z6xRFRsi64FDH2Lbx545CmjQARCCCFEjWYrTAkowYuiGiYZI4QUDT6o2R418pRE/kcADpEcqn07dHv6Dn+MJi8vD4DXG5k8nXzSJ0SORwQbk2SB5EJk9AjIxGwoS/KnCP0IyFOXhhKsfLn2mv6mPoIN4OT5UApbb4E8ea5H0yI//6lF+odwCySHw9Hg/kcOJwZcf+RwOBzOdEKSJBmgBw7Qnh6xt1cC4FgQwwXZdD5CnQxKliaT9Oij6uxFsaCgtrX1X+bM+dvLoSye2ef3CQIYCAEjQdWRERCAqKlsvQtyWHv0KmyIMa+iADAKgoXhqMdTmpFxxucD4FUUs9EIde6kySR+4Qtp/IIsqUQTxf/Ixvt3/l/1yMOb1q+uW+Jy7aPuerqlXu28Vsuvqbu+1v2hAp9qV1TgK6oavKWmF4AqYpZWZt3+iGdHbaC8fFH1pg2u3Xv9pL+u7iSAOvdJuIafdRBrPl5ZtIplr3lDO5M3ZMtHZ0NtMwIRAKjip8IU/TkTQghIHlsZc9pjvrKqQzjWQSLbsfUouP4EuAnE5/ONoCd43GCX2ogjzf7HCIasOehMz1YTZoF0DLUfNpaNx85ThcXZPk12bOk1jmUiZNNHgRGVYpfOz4xIXmuULch+6VDorf7k+X4tlF220A60a3fpLZDli3IbzgQnPzac6YpQJDkp8uyzzyZO4/FPrJwpB9cfOTMUnq3mcDgczoxCkiQqivS3v6VtbfKBQ6K7Xtx4Z9iK5jDxUWutEZ1O6fHHQ8scDtbScmxwUJ3eqB02tbQrZcWMgRCAqFFhBI2OhEFhqrMPClPAAPR/2Kymto2CYGTMBBwcHARwxuuFFiszGlUBVHQ6x948E8FdNYa35EzX7r3Vm4Kd2s7Kkh2VJappkbrrtf9VCWCoVLQOkY67agiG3ZGq+fH2Go86zPHq1S4AwQ2rYzypogQA1CKoP74hW9S265htM0EtUkceW1nifyjeK8pTVnYYEumPUJIEM6clszOEMwPBF27JGV/hbxSQeUXsUtvY94mIYHfPKszpPDv2bSPoMdnPZS1Y2J/MQz1mOow2XkqjxzErlL+OOf+x5AaDlryO1h9L52VozTMxKmgKrJr+eOrCAJAffm/sCDaAsoV2zfZ48lwPEBzc+flPLdL0RwAvvn2GS5CjIKn+yOFMObj+yOHEhb/jczgcDmc6IYqiKIqyLKtGSPzg56LdDkAqCLU9qJpjsKxGZ3vUb/Le669/MDRkEcLVsQ9Pkz/5FFMYYwCBADCBqKqcanhkLNRP460/rdS3EsBISDYh/Yz1Korb4wFwe1bWHwYGfnzt2p/n5Pyys/NIf3+kADo2JEl6t/rV5jplfY3hnGhw0ya9BAmgetMGAzMbETkrsMn4qw7hGIOgvp5myk7XAcCdNYxfXWIAACAASURBVEwgZN8uBqDl9MWf7X79y5vuREIc/gebjb9uocYWalgisrtrUs1aJg5ZJ7VAmvxWpMsXN9XIyMhg0aMAJotxGAEJIGOwO43lMxoL+8+fy1qgWSDHL4KtHwHZYbCPVH+cw3qvYNoGtxMMfEyFpfMycCz09YwYAVk6PxMIxa5PXRjQl2L/6c1zv/d8KHZ98nyfZoH8/JqCf/ptyA/74rvtn18T/NeEWyDHm/vvv5/7HzlTDj7/kTPjSP2dmuuPHA6Hw5l+SJIkPfqoeMcdYlERHRykPT3VDQ3ahQ4O0sFB0ekU77jD9ZvfRLsORVEcIuQDj+eK3w9AHh4BCb+fNJ4hAgmOgATAIKgYBBCiv5gFIUcQcg0GMyH9iqL2zBz3eAyEPJCTA+Cq3/9MV5cqPop3JpHzRorAgqPQbpN6HaLR7W7asvlH+n7qaPERQJ6yAsG5kOS1Xey1XayZsiUiWyqaAFVyNd9y88o698ktm5+KaLuO3qqFGluoESBLKzMSrNTjCPxlvrIqxcXRNFMmmnU10GvXjnqrqUhWVpbX653eIyAtuhGQQ9acIcu4TIEEcC4rYYHVJDFHCelrV4RpK0SOmsQjIPWC46n2wch7C0IzH06e79ffFbN2BlFTIF98+8xITnams24mzeflzCi4/5Ez40hFf+R/TeJwOBzONEY1QqrXZVmOd1c8bGbzYsZavN4Ss5l6PHRwUMzMBIA9/0M2/jEpLVIUBQwMjA3HrgX9/EeF4bk/eBjzMuZjDICZkF93dxNCpNxcACszMt4eGLCYTLek1fmosbqqoo4eQQ0A3Cb1eHcF2motLtdep7uketMGTZ2MIF9ZAd9fvHrsmdN1ijrzcZHYFxQfgWaqVFYurnn4nkp3+S7X8y7Xq9WA2oIdzdO7971/JAMgd9eYYiavo8ljK1MRH0v8Dx0y/XUqG86o/hkAVqvVYrH09/cnXzr+jNMIyAxPt94C6bGmpwUbUVMg1SKatA+CzAv0hPyPRhsStaRMSW7N72kdmK1ebx3IuDU/8fJEnO6KrMDeUGb+0TtB3TBpBXZioiPYYfeGR7DLC236CPbJczY+BXLsrE3570M8o82ZWnD9kcPhcDgcDmfmMrpSab/RCK83RxAAyF1drsxh78zxZixdJAiCWtYMNhy71olsQ8++MRAIAGAAIcRGyM+6uqjHs8piKc3IuBYIBIAMQfj63/1d2mc+qlgwD8C+XYH1NQYA62sMzZXes9Tqpk1bNj8lrq4AUFN9LwEIIQAUxgDscj0P4PARq5/0lVZm3iENASYGEEDt0bawfACis1zc8Q+btnw3pgR5xN3sPtJ8xN3krHTMrTqbovg4IudjHlsZHcHetysAQMxJfzh3CkFISl/tiSddIyAjSGMLDYAcb48+eT0eRTR5/l7o3MAzbQTkYps/1D/TZwIiTYhLckMjIJs7I/XHERE9AvKzVfnffyl2BQ0SRrATttDk8CmQYyFF0wzXHzlTCJ6/5sxQ+Ds1h8PhcDijZg5jotlMBwcLjcYAY3JHR/COhlbUt0BRCCCotke1rIUFL/3P/k//idMEUACbLWuWIBz1eGo9HsbYA3a7lzEDIQwwmkzjJD4CkCTpJnGeWl2tHnGI5Dapp7Cqt2LlfOqup0fqN33lSdn1/M7dz+3c/dymrzy56StPUnc9ddeLq5Z97eEv/f2XvpunrFCVAAbs2xUQmLmm+h7tKVT58qi7Vf+8rt17n3761cO19bMXCWs2n0uv81EjXkGNwMxh+uMTT6S+5/QgLy8PQGNj42SfCACgb1wGcUZ0znTPKkzXzqoFUrupWiDTtbmGXnDsMIzXoMnrk7EUXqvoO2f2noxUGD+zagRfz5drr0UcSTGCrXkhAZQV5pYvytVu6rXI0MG2jhf2n/5//1Gb+rlxOJypC/c/cmYoSfVHLlByOBwOZ6azf3+MlO7+/RgYgNUq2e1yTw8dGrIKwuHBQXR0SHl5APDCmygvxj23qcuDf+smAKDUt6KhjQAmoyHbajEBtYODdR4PgIdmzbIZDEOMeRXFKAgGU6qVLKPjdnHTh/TJ5jrFIYY+sT/84P2WvlLrl/Afv9wLQBnOfzqdSwA4nSWamZEx31L/Fw+Z/4YA+3YpAB76s/s6OnrMZhOA7Gyr6Cyvcy475D52aXvbHPsCt1vVvMgqcen77x21zvEAYe208UhceJ3gUREWyGbKKqvKcHmkO00TMg1kIMAAWCwWU/68xsbGpUuXTvZJ6cieBbSlazN9BDu9FsiF/edP5C7Tbo6HBZIzYfz+aE+EIlk6P1NrwU5MRAQ7YQtNIgvkC/tPN7R1aNfvWbdk5K9j5rJnz57r1tPN4cSD64+cGQef7cjhcDic6xCq8s7bMITFU8SbPw5iHF1Keqw88QSeeALr1mHt2pAQeeCAdr9kt9OhIer1fuD1Hh4YrB28sDlvlmi1oqE1qELq6H32Da+igBCzyWSzZQKQ285RjwdAldX6R1lZvYGAV1HMZvOxoSHxjjvG9ZWJolgprqijH+xDMIWdPVRu6Ss1mWE0o7p6AxJ+rFPgE2DOU1Yedh9tpopzdWlV5TLGlKEhHyHo6PABuP+eO951v3v6lOd0oMtsNn6s6lPqbM0A+VYd/UCdPpmY0YmPiJoCGYyHowBbJezfHzy6fz+2bh3F5lOa/Px8AE1NTZOuP0aOgMzORV8Md9gosIS3YA9Z0jYFEkDEFMhzWQsW9p9P1+aYASMgx4JjVih/rV0ZEUvnmqOT1xqlBVZNf4weAZkggg2gbKFdPwUSCOqPZYW55Yu6U5kC2dDWAXD9McTatWsP6P615XCmB1x/5HAi2bhx42SfAofD4XBmCpRS+vrr9PhxMAVGIwCxaLhbNjcLAD18GED1+++KpeXinXeOXyo5Ei2fqypWmv64f7+Yl0eHgsKAmJMj5uTI7e3v9fYoPv9PrnU4rdb/k5ubcaLF3NDqVZhqaQSgNl/bsjPNJiPt7aNd3dTjES0WMTNzRUaGJj5+GBhTc0LqfEN68ofyt+roB82VzCGSuZ1/ajTDon6gTvbRPkC8YOg+7Nz3dJ3AzN+ofkQ97vX6+/sHAwHFYBD6rafurBFe3+Vfc/OdevnYggLgA236ZDxGLT5qD9cskM11isDMwXNYty4kQT7xxAyUIOfOnVM/2ecQpK9TK78m2bksTfrj+LXQAFjYf/5c1gK9BJmunVWm2QjIM0OWRRme0T22pc8UkchOOvCx5AaD1jwzigqa0vmZQCh2ferCgL4UG0BpQfap9qAEefJ8v15/1LfQADh5rieVKZDlRbM0/yO4BTIWScc7cmMNZ2rB5z9yOBwOh8PhTA7ytm3y9u3U7RatVjEzy1W82FW8WFKMwUvHkNQx5FqwSCRG0WCibre8fbu8bdtknrEqSg4MAKCMYe5c5OQAkAoKfvmNL31yrXhjju3Q4ODXL17c0dHxw4+u9SqKlzEQYs4w27Iz82fZf3b1I/nCJfnCJdo/IFosUn5+qdncGwh4GTNbLLacnGODgzCZJsbv+UnxcwLM+3YF3vn3YasmSS4+quxy/U52PZfBZn21+i+1g2azcdYsm8ViZox1mY6XVAmOKuH92j/oHyhJ0k2Vc/XTJ6MZo/ioZ9+uQDNlq6sqgrf1taqaEDmTCEyUwD0ystNZh20ZDAmOQ9acIUs6e4dyvGGZ63NZC+KtHB1TfQTkooxQb0zbkHVEj9ULji29I/YJ6ec/xkQfuI5phNQLjqfaIwtw9GhCpErZQrt+CmTD2dA3McEUyPKivPKivNBdOi2So8LlRc40g+uPnJlIKrMd+fxHDofD4YwflFL5m99UlUepoEC9xFus3usqLxetVup2Vz/wAKV0vM5MzVx/9ath4pTmktu/H4Do90NRNAtkkH0HpQc/s+1fHv3GVx74+IrSD5nyodf72JUrzw4OPDs48Ovu7i0tbdWnmqnHQwcGxOysh/PzH8zN1WyPNrvdZrON14uKgyiKX5MeW1P5xx+6L//N4z9qaGxK5VHuuibX7r1ud5PoXFZTfa/oLI9YkJ1tzc7O7M2oVxQFgEK8Ed+v26seEZi5uU6JuX8axUdV5bypcu43pH8MHooY6DkzJMgsY0hULlhckmDlRDIendcqqgVSu+mxplN/nJgimplA20BG8kXxSRrBjq6giaDxUqJ8e/QsyD+9ea7+5snzfYiD3gsJoHxR2E/gi2+f0a5HGB5f2H86wSlxIuAfVzlTDq4/cmYWqf8Rib+hczgcDmeckGVZ3r6dtrWJdrtUUCDaU/30HpQpfb7xNULu348TJ0I3dclr9b+i3w+ADkQ1FTSdByCuKJW+8sDuHz3+iLSxcs1qtqJEvVSuWV25ZvUjD9/749tuuT8re6nR6GVMsz2azWYAtKeH9vSIeo/eOCOKood8NOsGs9frc7n2unbvTbzetXuvy7WXuutLRGNN9T3R4qOK2WwUCAGw2AkAEfqjKIqrq8qaKdu3K9KL5wj8ZVrER3UTVeK8veqRsPv0EuTMmC+WaQgpNVlZWY2Nja+88sr1UoQ9DJlXlMbdJtIC2W1Op/6YFwhtrs2CnDYUZ4Ykv9bBEeuP+gh2c2cM/TGpBXLpXLN2/VSU/vjZqnwkJEELttY5o/Liu+3a9cRF2BEWSO6CVFkXXf7G4Ux9+PxHzsyCm9g5HA6HM7nIskwPHBCtVnHOnNSVRw3RbpcA2ttL3W552zbp8cfTfH7RhrirV4ODAvXNM0uWyGfPyu3tYbbNfQeBm1GyAAAh+NjKso+tLFMU9QMzA+Ctb/HVtw7Ut6hqY7ThUW5vn7Dwtcqb9Jk6eoQFhLmlyuzZFkrr3ZubADidJQCqN20AoIqSbncTAAW+UtG6UOxziF7Edxc1G39NCCHAkkoGFiNn/Q3pye/tfORDelmdPqkedAT+Ml9Zla6XpiavK8UVkTNDt26dyS00Vqv1W9/9pyf/4f8CmPQWGv0IyPQyrlMgVQukfgpkjyltXdgRIyA5k8jLtdcSKJIRLdiI30KDhFMg71m35P/9R0hzbGjr1CuSM5a1Kf8dLumMSA7n+oH7HzmcSLhGyeFwOJxxglKqio8jsj1GoLkmqds9jkFsjRMnsH8/br1VL02K//ZvotOp2hXDFu87qLogNQSBCAIRBEE4fcHy1lHb5e78/HybzRZbfASkRx8dp9cRk1/IvwcgCMiZg1ulrtulwcKqnorKG6i7nrrrpc3/Km3+V/V6ReUNhVW9d0hDt0rdmmKYGIEQQrBEJAcPxbAZRqSw0ys+0roTzZTdJM77hvRkjLv1zhqtaGhao7dAFpWWAygpmfwgdljnTLqFyHG1QEbUXqfZAqkbAdmcEXcwBScavf8xZgVN6byQuJt0BGQ0iSPY5YVh7+r6FHaEBTICboGMRyofS/lHV84UguuPnJkI/xsRh8PhcCYF+tvfwucTI6Q3xwKsvzl0SQ3VeChv3572k0zOunUApMcfh8mkioZh7DuIV3UqZNN5NJ3Hqwex72CCLYPJa6dz4gq+gR/K/6hgaL1kYiT4Qd0hkrtqyC2bW2tcnhqXp8Y1JLm86mXN5jPrawRNecxTViTYuUP4AAADU9tsAogxZ00UxU9U3d5Sa9ovzzIcfDi94qPs2iMw8+3iptgrZnYLTV0dxfVgfgQQ3nmd3gj2uE6BBBAxBTLtRTQzkDtuDFW+tPSZohc4ZoXM1DHnPybPX89LYi4tLQh15kSPgETCCHaCFhqET4FsONN18mzohz9iCmRDW2fik+RwOFMUrj9yZiJJ9UcuUHI4HA4n7cjbtqkzH0POR1V5vPtmlCwIXb52X4obBmdBfvOb43XG8RhWr6RHH40tQTafx76D+PFz+PFz2HcQ+w6i+XzkmnCCyeu0x8kTPKMs19EjDlFwiAl+H2YMsVuq85TlifdnYAAjwV2YLMvRayRJ+kTV7U00ILv2yLv3pHrqCZF375FdewDytc2PxRVzZ2QLjUZlpQjgepn/2DeOUst4WyAjJMg0bq4x/UZAjgX9/MdUiGmB1PP7o5Gp+Qj/Y0wJMnRve2QFjd4CefJcTwILZMOZsIEA3AI5CvbsSc+/GhzOhMH1R87MghvUORwOhzMpUErp8eNqdDp4yLEgqDxG87X74EhuJlKlTNrWlrYUdkQUd906vPUW1q2LlKuGb4qiKC5fTnt6YkiQKUN7eqobGmAyTXDy+n36JoD1kgkAYQlMQzEkyDxlRWL/oyo+qtcJQcAnqE8XjSRJ0uavAIS6T8i799C6EzGXpQKtO1G9eSt1nxBF0fX0z5M4SWdYC42+AnsgwJYvX97UlFLd+XgzrhHs8bZARhTRpMsC6Rga/fuJxhVhhgqXSSPY+gqamOglyFPtgxH3RkSwf3fwsv6m3v+IEVogwyVIboEcwQhIDmeqwPVHDieMjRs3TvYpcDgcDmcaIj/1VGTyOrHCeHdKQezxTWGrH362bg1eVMUqXIuUHn9cdDrp4GB1Q0PkLMgUkNvbg87HRx+dyOS1qtgmdD7qidQfHf4HE6z2kwH9Q5opu7E0oGAopgUSQFAurFxF3Sdk1yglSM32KNVskjZ/NfkD9LUzM8D/qJ//CMBut183/sewCDay487IGx3jaoFUi2i0m+NkgUx9BOQcJaR2XSHTX3+MGcEeETFHQOpJGsGORi9B6v2PSG6BDOnvDW0dL+w/nfjcOCrcXsOZQnD9kcPhcDgcDmf88fnCktfr4zgf9aQ2C1Ldc1yKaPRS47p12LoVb70VXZcsPf64FsRO3Qip2h7VmY+u3/xmIsVHAJRSBUMOMWgUclQJzTRRsFGzQOYpKz7m/V68ZQp8XtKjwK8deW0XA5AzhwDw4FKCp5C2fEPa/FWAqFnsFOPYtO6EvHtPmO3xY2tSeSAwE1toNB577LHJPgUdugg2Sbf+GGGB7M4rTO/+42SB1FfQzFhijoDUR7CbO5OMgIzpf/zMqiQycYLO62iiI9ifXxOmF0dIkAkskOVFeREp7NRPYxrDzTGc6QTXHzkzDj7bkcPhcDgTjCzLkebHpOKjuiYFCVKdApl+/TEic50QURRdv/mNZoRMLESq9wZtj3/3dxM581GjG8eg8z8q8AFIKEEyBiVPWZFg7KOfDPhJZFYRAGGG9ZLJIQpHaH3iswoKiFU3U3c9dZ+o3ry1evPWmKFsVaCs3rxVdu2h7nqASJu/mpLtcQajt0BeHVIm8UwSke4INsItkAC6Z6VTgoy2QKbdBTmdRkAWW0NVVK0DMapgFmf7tOstvcZRPEXSCpoIGi/FaMfS83LttYgjiSPYCLdARkSwU7dAAuAWSA5nmjGaNzUOZ4qSujudT/PlcDgcTjrp6MCwURFI1dgIACUL0LwgaXkLAHrgACRplKenoc/hRvkckyI9/jillL7+Oj1+HD5fdU9P6CWrJ6kGtE0mAKLTKd555wTbHjXq6TV9+PpuyfKTh32n6xRH/NPJZcvsbEnMsY8KfArx6W2PGs2UlVSN7O/9kiRBkqhK7SFVi4QrYhUBIFaugmARRXGUX8atW0Pf8f37sXbtiETnacArr7zy6U9/erLPAuxSG3HoZJfs3MhQ9thQLZBDw8Mfh6w5SOtsvYX950/kLtNudpvtekVydDiG2g8by7SbHUbb9HBEFmUOIVLNG1+aPgpEK5JL55q15PWpS0PRpdil8zMTN8+UFmRHOx81ygttmu3x5LkeIMwRWb4op+FM8Ce84UxX+aKcssKgIllelFde1Kk5HxvaOoCwauwZxbp16w4kG857//338/w1ZwrB9UfODIK/O3M4HA5nUlCbZ0K3UzE/ajiS64+i3U4HYzjvJh5NC1NnHdLwz06i04m8vNHrZWkiple0tMp6kvYtqYRDjBFpLA7cm6ssA+AnA0YWKmdQjZMRtsdW4/PqFTV8zaAABodoaKZDsixLqcnEwa+SJGH4ixnj3rGzbl1IgjxwYKbpj9cRfZ2a85Fk57K06o8ALDr9EUD3rMKczrNp3N/u69Fsj6oFcuwSZJ6/V3M+dhjs00N/HDuOWUwb+xhv/mPJDQYteR1Tf0xKaYFV0x9PXRgAIhPZZQuyNP3xVHsfEOaILFtoB0IW+BffbdeHsssKc4Ez2s2GM92a/gigvGiWPnn9wv7T96yboRJk6v0zzz77LE/4caYEXH/kcMLgGiWHw+FwxpcUiq3DSMECKdpsdHAwdW0rOWPWoYJnkq7zSSvq8Mf1Upjlp0j0nqR4bReL0B815VFFgd9LegQYBWaK53lUaaasmbIS0XSXZMAIum5ikLZvazRr14ZZIEduep1CZBnJQCAYsdeuXI9kzwLa0rvlBFggz2Ut0CTIc1kLKrqSTBvgjA79/MdRUzovQ/M/xqygKZ2fCZ1R89SFAX0pNoCyBdkvHQrFrn938HJEKLtsoT2hBTJXb4H8/KcWhe7iFsiRw/VHzlSB64+cGQd/d+ZwOBzOZDJS/RHJLZCi3Y6Ui184MXGIQpmY3Vg79JZs+3zNfADF/nvjLVbgV0hc5VHltV2MMMOSWG7KCUBNb0Px0Lpj+uNi1cehFzTXrcOBAyEJ8oknprEEGVGBfV0x3hFsjL8FMsfbo5/8eC5rwcL+5IMjEpAX6An5H402JJlSCABzWO8VBB9yRbAhRvnKuFOUMXhmyKpePzNkRUKht20goygz7IUttvm12pmWPhMwVmN7zAqapfMycCzkJ21MFsE+1T4YoT9iJBFsACfP9eiHQn7+U4s0/RHAi2+fCZcguQUyBDfHcKYTXH/kzDiS6o9coORwOBzO9UXKUyDHxAxrQI7mDslvYDlN1Ne5aoWzsmTU+3SRejV5XVpldYhJZMoUiYhgx8tfU0pp7UFK6zBc2C06K8IW1B4EUF17SBQrxaqbJzcIP7mUrVytDPZP9lnEZjwi2NEWyKHBnAxPd+JHpY5aRKNPYY9xwzx/L3SaWCojIOcovRhx1DjNLMrwJF5QnDmkNc+0Dkbpj9k+wJr6073WKtxVHFmmtKHM/KN3kgiXSUdA6hldBLtsYa8mQTac7dXrj+AWyDTB5z9yphZcf+RwOBwOh8O57klhCiRn7Cys6jlFTS7XK9X49KglyNd2sWbKysTsO6QxiY+yLIP5D9P3CQyqnqjA7ycDAN6nbwJYLS6zYJ5mZpR3/ruqPKqao7RpY+xtd+9B0CBZJ4qVUkQLDUZTPTRVyDSEIthlK531B9+e3PMJQzcCcjwi2AByOs9esYYK3D3WdOqPGA8L5HU5AvKT1o/+05elXj/ry4L1o/F7rpY+k74RW2VJLos3+TEmoxsB+dmq/O+/lKiCJmkEW090BJtbIFNh7dq1iStouG+GM7Xg+iNnBpH0r0MbN8b+TZ3D4XA4nLQxovIZ/aP2xb1Tbm+HyZROL1vKY++nKAIymqkSPZPRIQrY7HtjJ1yuV5zupdWbNkQ/1sisiOqcUXHXNb1/5FCze6ziI6X00OHX3XUnAVbpLAPgdJY4K0v+98ib7x15L6O/+MSxCwBq3z4JnHzvvf8lxMCYkp2VabWaH3rwc2JlRYLNVV2S1p2g7hOUUnnHD8X8fPHa8Ky3/fuDKqQ2A3T6ypHXFRERbDKviF1qS/uzTLAFMi1FNCNijtJ7RQhKlh8a5t8UuBC9phIXLyD414ULyK6cuLNLicXZvlAEu9cYrT+mQtIKmqQjICN4ufbaZ6siLZCJI9ifX1PwT78NffcjWmgQboGMgFsgRwS3QHKmClx/5HA4HA6HwxlfxIIC2taGgoLkSxOQdArk2PRH2t1NLRaYTJQQ7NqFXbu0uyry8loEYfbs2XPmzNE/3RRN70qS9H71m800ELMTRpUgz9Va3bTRtTso/AFQO2cEBHUBMzP5yYC+f8a1e6/b3ajAV1JlihYf98k+pPY9+vHOJ4/SJoA5nSEB1LV7r8v1KoNCkA1cvfnjFQCqN23w9DKfF8/8515C8MHxZkEgsmsPXJCqNyZWIcXKCrGyQt69h9YdpdmZYn+/5AnPjUaYIqeFHKmvoClbufr68j8i3AI5Poy3BXJh//kTuaG+pm7zmPTHUYyATAsLhL5zSrZ6/ZyS/YkJetpUSaUCOykjHQEZk8QRbCRvocnRR7DLF+XwIuyYbNy4cc+ePZN9FhxOGuD6I2dmwT3qHA6Hw5kEHA60tY15k7j6I+3pEZ3Osewtb9tGT5+GxQJAzMiA1SoVFHi93l3nzwcU5diFCwA6z53zWCwWo/GsxwOAvvEGTCZx+XLxzjunqBAZD4coOMQ+7MymtN7tbnS6l1Y5K6qcyyOWGVmmKkG665rc7ia3u7Gicvbcj511iLGjjgIyEn+hVNvj0bpGp3Oppnu665pcrlcJUOVcxqB8edOd+odkZDHBhC/9n7v9XpgeEupPnD12vJG662XXf4num+JFsDWkTRuDRsjaD+TLH0VKkHqi5ci1a8fekz7BXM8VNABYXxfRR7Czu9LeQgMgp+Nsd16hen3ImtONNBfRpNECGTECsjmjwDE0EUVbC4W+99O01ZkhS8REyGKrbv7jQMatkZ7C5KSlAhspjIAsLbCGKmhij4BMEsFO3EJTVphbvqhbJ0F2h+uP3ALJ4Uw3uP7I4UTC/77E4XA4nPQiiiI9cEBub5fGYoGME8GmPT0AkJc3ul0ppfL27fD5RKtVzMgQMzIAYO7c3u5ur8/35zabWRBgMNhsmfKFS7S3D2DSJyvFawNyezsA6nbT48fF5culxx8f7QubBFaLy+rokcRrbt3ct5AqHx0uctc1H3E3/xQvic5lAGqq7wFA3Q117gYAte4TAFPgL6ryrJGGgBieSgDNVLlJTKI07Nz5VITt8end+9zuRgLUVN8rOsu9JEzHYYwxMKMZJgs8vcTnVUpKFlauLpeq75Ndz1H3h9WbT0jV94uVNyV40qAR0uM55B8UL/tFf2qx8f37J8UIKcuyj109Qk/GvLdCnJdF8vHIDgAAIABJREFUSkLt3rHQj4B8cPPXu86eTv9Zjpq+Lr0FcjxaaBCriCZhRfOIWdh//lzWAk2CPJe1oKKrftS76UdAjpTJqsBepKvAbhuyRuiPRZlDuBbrYcOMtAL7dBeJViT1FTQxK7BToXR+JnTnOooIdtIWGj1JLZANbR3lRaP8l24awytoOFMIrj9yZgp8tiOHw+FwJosw11vT+VGOgIwD7e2FyZRYc4mHvG0bPX4cPp9UUCAOBj+s+iuWsOUlJqbg+TczzCZzVvCDtDR/Hu3tky9ckt+m4uKFQS21oEBub6dud/UDD0iPPjpVjJAWzAOwT/atl0zx1uQqZfet+BxWANVw7d5LINS66wHUbgkTUyqdpT3C6Vs3DwFxt1LJwcoE9/5kxzaAVVd/OsL2KDqXqYpnNIwpAAgBAIuN+b3E08sGvf1mc65UfR9118uu537i+vXKIwu/Ub0l8bnNv6XDX+/98fzsX5ztAoC33gJ0leia+VFjYsVHWZYP174NgEAAoJ+JqS5w7d4LwE0bgSuHa99WoNxctTbBiICOjo6Yx5Py5ptvRh8sLi4uLi4e3YaJGJ8WGgAWnf4IoHtWmi2QaS+iUUklgn1T4MKbQunYn2sSSaUCW19B09wZQ39MhVRGQI49gq0naQtNMgtk50zTH7du3XrbbbelsvLZZ5/lOT/O9Q/XHzmcEPxvRxwOh8MZJ8S1a+kbb8jAaGTC+NCenlGHr+Vt26jbLdrtksMBAIvno2KJUrFE9e8ZCCw3OdB0Dk1n0RTUJkRbtqvUIV+4RFvOVZtNLkcJAKmggNpscnu7vH37VDFCqiMgAZ86llGPQzSIzmW5SmmuUqYdVA2JD2N9zN26hJNteCnB0+2TfYnD1z/e+WQwdl1ZguAoyeYk4qOiBK8NR4qNZmY0E59X6enrs2dni85lrh3f/t7PttXVNTy0+dGvVX855kTIa8LRDuHY3JvPOo6Q5rqAXFggnW3H/v1Yty4oMmqNNBpbt05Y8ppSumPnDwiEaM1Rz7BjdIOahQdQW/vu4dq3PyZ+Qtr81XibW3JSGrbY2tra2tp67tQpAIZAAIAzKwu5NiHXVnfuAoD2tpZ33kJ5UWF+cckYhcgJaqGJskCOdxHNqLdyDLUfNpYlXzdC5qPvAoITHutwYyUupv0p0kXMCuxU0FfQ7D3p3VBmjliQyghIPaOLYI+ohabhTJe+BRvhFsiGto6GtlkzTYJMEa4/cqYEXH/kzCz4+zKHw+FwJgVJkuTmZtrWRve8Lv79l9O1rdp8PQrJT5bloPio2hjn56FkIasITtciBIQQEIKlhVhaiMaz2PuO9lhp/jw1iy1fuyLlzwEg2u0uu101QsqyPDoz5oQhyzKYn3lNjW8LGRkmEj4S8Ewt3sSZSmcGQ0vM/utocpWyIj/ajLElyGaqNFOlUlwWT3+klB6lTRgW0dx1TW53c5VzWaWzXHSWa8sUhDQINXkNgISnvS025uklXq/P6/WZzSYA66TOBdSwb5f3nSMHYuqPHcKxDnIMwPoasm8X3j/ULxqN4o4dQYVx//6QC1JlAsXHp3b8w7G6MwSCZgtNirNSm5tZ4nK9UksPeXdcuuVjf6p98WdnCGcGAowxszlSjonJe//9303nzhkCgaqsLACrs7OdWVnB+wYDj3zpPveQp+54IwB6vFFpO3uttVC87c4EGyZn/FtoMP5FNONkgRzpCMgrgm2O0pt8XULe98/7hPFSvHvP+jILTYkcgtEUZ4ZGQL51zX5rfuR8zKQV2GmpoEEKIyA/W5X//ZdCr+7UhYHS+ZkRaxJHsBHeQhNNhAXyxbfP6CVIboEEt8hwphFcf+TMLNQU9v33368XIuNd53A4HA4njYhf+AL953+mvb3iqCPY4RU06gRG6b77RroNpZQeOAAgKD46FuCuj4MxNcInqB9m9bLc0kI0FWouSGgS5OWPqMki2oMqg1RQIAP0wAF6XVZjU0pp7UFK6wAG4ONVK3w+74qbHGvWLVUXqA3Xu12/B0Dd9QC2bH4KYNXVG5KKX7lKWa5yqkuIMZewmQYEZHxS/JN4jz10+HU1ea3ePOpuJUCE+BgJYwj/FmkYM+D3sp6+vhvyghqWQySOOqGONvzQtSMiiN1k/IUqPgIAIY5K1lwX+El+1s8vXwUmU3ykh9/dsWsHgaCfhjkinJUlOyq/4dq9113XeKzuqVViydc2f0u71+PxqPpjbuGSeCMgW1tb/3ffPlV5DJMddfh+//bK0kVOcYVQWlgD7Pr1f9PjjQ0/c929cvUNlZWjOG1MVAsNgKligRzpCMg5Su8VIbj+CrHNwWj0x4W6CuxoCk39Z33Bn4ez/hHrj2MnXRU0qaCPYJ9qH4zWH5NGsPUtNNERbHAL5EjQa5HPPvsslyY5UwuuP3JmIvzNmlJKKdUfuc69KhwOhzMNEEVRdDqp2y0//bz0z381mi10+qOWvBbvvXek29DXX1dnPoa2BdQ0L4kWH1VKwvRHAKItm/b2yefOuSoqdAdttKeH/va315v+KO/8d1V5FJ0VorNCdQJ6vd6e3m5PL8u0mQRmEmDCcL1MDe5RG2aou97lerXSffrhTbHD1xpF/s8dNUfqj/tkX1Lzo7vupJa83uH6T/eRppvE2YtFH5SwlX4SqqFQzY+IqT+amdFM/F709g3YsoNKwfoaYR9wpPY0XX1Cc0GGiY8AiOCoZI5KtBwiALB/Pw4cCNt6osTHH+988ihtHJHtMR7VmzaoRsij9P9n783jmzrvtO/rPlpsY8s2BgIYMBhkwOyWj0kyISVbE5o0aROSTNNMk7aYWKTpTJd5ps/b52mbd/pOZzLPpE3bTDgOTp9JZtJ2SEibjUCb0NAsFHxLBoMXbIE3sNm8ytjWdu73jyNLR0dHi+WF4Nzfjz58tJzltmRk6/J1/a6mX+78sSJBJtOCHbI92jIzt82NN9JOPtkmn2wTmhab7t5U8fDnS2ubKn/91v662jW+wfXXbU5l0VPSQoPJt0AuunymLndV6OaEWCCTGQF5xVmi6p9p82RgYvt99NCtoFHnr2NV0CQzAlJNahHslYuygbBrVS+CnaO2QDa29/EpkCE2b9588OBBovvnJg7nasPw5JNPXuk1cDhTQZL9M6tXr56uFkhK6RtvvEGr/yL99Kf00Eedba3qyxt79nReOEMdRwHk5+df6cVyOBzO9ES88cZOl4u2tuYbTPnWRWPe/0g9egYA0IEBJXn9jz//+ViPIUkS/egjMTv7njlzAGDLdShaOOp9VJkfNZ92ZuWgux89YXkiP82cn2amg5c7vd6QBTI/La3T66Xnz3f29HxCJEhK6Ru/300dTtG2+p67br7n8zfn51+jPGQwGPwBj98LkyHdaNC2x+TPnyPaiu+56zNdXZcczsa33z6cP3/O/Px4wdh0NrtPOBm66aLykTcCa8T8v7f/W6xd3vj97s6uzh/88CsAnI7mt94+tKyM3Wb39AjHh8kFABlsLgAZPpkEm6kZY4qFM9YHUmMavMMwGITB9MYeoTZ0f7PD7yeXr7OVAThs+s4wOR+1KwPQXCNfGBbE995Da2v4kakSH79W/pWznWfWluZ/+8nPFM6fgCKR+fmz7vr8dV1dPTWOpjfe+P2CBYty587v6R/Izs4GYEzPGLzQqdnl47feOt3aKs6YcWde3l0zk4pCs+7+wMfHAx8fX7hq2d0lq84F/EcbXDXUsSGl2awkKxfm0QYScwZ6YoZ/x4nR5wlZIAOmdL8xPX1CJUiPIc1jSAtdv2bkYgoHyQu4z5pnh25mME+GHE8puyBYLpPgSTOZ9xqm43/sgsWNYADfAm8+tPHhM3LWAAtukEO8i4SIDdr9M/rl0UcNPo3/MdfoPzYUNmyuz9QuoHU4rc8XtAHNNAUKZ0RJqoSE8te9XkPpLB3NtWeE9I6E3wKsM7X646wZwuF2v/rmrBmCdpss46FT4cXPzjLMytL6k1YsmPHxyXB6+oaVOYji0oCv2x18UWZnm1cu1FpHL/V7Lw14Rjf23LhmjvrR2Tnpl/o9l/pDReGkeHFu5AHQ0BqUcS/1Dc/JzZiTm6CiZ9pw8ODBtra2hJvV19dzYYfzyYf7HzmcTwWSJNGPP4LPC59ftFgA2BfMDz96tgsAPfABTEZ68H3xM5viDGvncDgczngQb7+dNjZKb7wnnmq3f+NLY9vZdQaAdPYsHRiAyWT/7ndTWUFPD5TSmIEB6nbjSA2O1LBRO524tkhcu1xf2dKzQIqWLNrXhwVhM0sohY1PgLNe2vms4vcXbavt23X+EpltyevuvjQ4OJSXFzMfWlF+X6mzuLJqT1XVWzbn8jhGSE0KW0le3ypui7PCI45qpdMZwMGjf5CJ11pqUG72CLU9Qm2efNzqf1gmqgFwTGfyowajGV6vr1clPoZS2NKu3bfuGNbfjRBrKQCGa2ahXTVl76abpkZ8fEZ60o8Ba5lwg/1MK84ArwNY4v8CAHUdUNWuvQx+p7OZqD7LMPgBrC8tMLLM6Mh2yAh5qPqd995778b7Hoq1BkV8TGh7jIXvzQ8AfBVYby2samj++K23/urzMaP3sZiaFhroFdFMrFdvoiyQ6gh2jyE7zx8vUn0Nc1/AaP5asEDf+fdJoWUo7WatoTCpCuxk0Fggi2YbordJOAJSwxvV3feURVsgxxDBBtDYMbByUcRbrtoC2dDWV7w4R2OBBMJzEj5tFkgOZ9rA9UcOZ5pDKaX73qJ1DWJ6hpg7R8zWGaAzqkXOpwNu6h6kf/5A6r4kbvn8J8S6wuFwONMJURSrXnpJ+slPaO2x8u89bX/48+K65ExezWcUxTAYu7799tTepT8+enSh0VheVxe8/WGNaMkiAHUPAqBHjgMQr10rrl2uXdjyAuzVPyYdGAhZIDGawr6yRTSj0x6pOnCtiyXL4h4cHBwczsqK+YFftBWLz/3vyqrXqLPesaOpvPxzsXLBoRR2wuR1CJttOYCqXXvrai5ZRcEqRoi/PULtYfOxXFZc6A8G7YPh68QwWZahkimVFPbH1YdKYjkniQAErKXk0OHL4VcuVIQ9yVBKHbTGKgpb7BFeVKXYJ1c+2V5tqXd0H3O0ExgAKI3YqtKeZuUKgB07Gspsa7++PaIHxlZatLpmDqXHsvMiXmj1CMiWlpbmjo6yVMVHNSV9QzbB6GxtXe5wpDILUt1CkzUTaB3nemKRrtIfAfTPLMjpbY+z/ViZqCmQyXON7IaOzhZBKbo6Efwv3Imssb48mzIu/To0/9GXiYxLY9r95lkDLUNzEm83SsIK7PFU0CSDegSkLslEsFcucockyIZ2t0Z/XFmQC4Rdfg1t/Wr9EUDxkjw+BZLDudrh+iOHE8Hu3buv9BImEkmS6MH34fOJFova8BgLMdsiZluks1306HFa1yhuvonPheRwOJzJwP7979M9e6TfvSb9x+tiabH94bsT7iL94UN69ixMJtFmS6HwWuGpf/gH2es9R8jGGTOg/P3JGP6kTt2DQRXywxp6+Lh47dqEC1OmQFK3O0J/zM7G2bOK0fJK8e/SM36414hz7NsSDGAxp6WZvSNer29wEGazyWyO+euxygj5TjkQS4IcOFz2cc3HLiqXiiXfsj8Z59SSJBEINlsRALdwGsCWCq2tkYEBrI/UtxgRkiDjYGKZAExZ6OsZ6THUCpFDIq2lxEX9+yqFLRUxFBqNjjEW8TE4XVoeoY5jmocC8K4sy8pBSZzfK34p/SsAjfgY4jfPH22rniHAVGpbabMVaZ78UO01gKpdewFQZ723qn9jyQb1ljc8fsYtBZqO9NGD7332izrFTb3V1YZAoCQrZvFICGHFYsPyAgDCigL5ZDtGnY9qts2d6zx9+u0jRx4du/4Y0UIDICt3slpooiyQE1tEMyEWyLzAQNj/OCUjIBeq+mc65Kzrx3GoNk/64rSRxNtFkrAC+45C+bmaBDrrRI2AXLEgI1xBozcCEkm0YKtJoYXmvpuW/dN/hH+mcAskh3M1wvVHzqeCJIc/TjNC4qM9f76u7TEW9gXz6UAWdQ/Sg3+Sui/a/9cPEu/D4XA4nDEibt1atXWr9JOf0KMN5bVNAMR1ywGoJT9ae5Ieb6K1TfAFEJDHY3uklEpPPy17PGJGxrdmz9bdRslTA6DuQanzHP2wRuobtH8jZlJV2UX//uxsevx4CuucEJ6RfuCHe0uFwSr2NrMX8+T1s+QNcba3WHLcbrfX6/F6fWazKb4Rsqsi75XnTx08ul9Xf3Q6mn9bVesnplJxVXzxMYRynAbqtpbpi4/K9T5SX2Oqz2WrFnu/GH0QRXYURkfaAejMeTl6s2UiUIk0NhMYiH4UUIZKMiFgAIA5c5IUHyVJotWHg0sGRNtqAErgnTrqqLNuhFxy0EbgnUPb3ispW7lJ/ILm2/gpaYcMTyzx8R1pxEUZyOWvbL9+c8ltoyfS93wpjsiqXXudjuZaR+e6mnx7+QN9QqPio7SKhpOHfef7/gQE9cf0nKDM9/Fbb52+cMGWmalbdR3CdPeNAIQVBaF7lOtC02L5pHZM27a5c184fz6VFPZUtdAgygI54UU047dA5vndUMWCe4yWBBFsVQX2CUP+moB2xKeGLmTNjxwBuUgYPJT08tp92grsxaoKmlZPRnz9sXUobUn0CMgxEquCJuGOy+el4Vj4yWzSi2CvyJ8BdIduphbBvveGBf/82/DbTnQLzb03Lla30Pzug7aoIuxPowXyRz/60S233HKlV8HhTAxcf+RwpieUUnrwfTE93b6sUH+LVcuCV+7/rPah+lNi/Wmx/pR0toueOEEp5UFsDofDmSgkSVLfFG+/Xbz9dkopes/RoychkPLapyN2IAQyEzfdKIpiyu/GkiTRgwfh83119uzVggAAxYUoXoLVy8IbNbWjuV2Z8ChasqpWWKXOc/REc/nf/sRevjWYxb5zE/Z+qDm4mJWpGQEZ4or8BDlQ/SsHrbWKRAky95BjSgY5kQRp8XrTPJ6h+EbIHqF2blmb1SnU0e6f4dlvb4sYl1y1a6/T2cQgf9P+D2P6wp2OZpl4oQpLq5VHNX2knpnYEt+9oXtMLFMtO4Zwp9UTPYXOKpL66r6bR8+1r1LrimqvZwHFBXUxcVsIpZQe+ZA6jqo1RzViaTD83i0c3Vfzosvhc9BaB60tFdd9y/7j0EFO0E6rKFhFrQLrovI7kgfAUtF/m90DvNvjn5snr2Vgo19bTBVSCWU7Hc2/ILs+syMoWyxc6ytYF2g93rvn1/+69cv/ENo+meS14nlUK49qTHdv8kTpj7bMzJrMzOqOjvktLYWFMX4lS4bJjGBfHRbIsYyATIZ8DHYi+OeTTljmR1XQxKfAdLk9FMH2a/XHhBTO8LQMBWW+luEU9cdluSyUvHb16uiPGvY2eu9cqfNekcwIyPFHsAGsXJStngIZDbdAjocHH3xwmiX5ONMPrj9yONMT6Rc/h88nztFzuKxapqM5ajZYtQz4rP3VP5a/+UfpFz+3/+3fcQmSw+FwUkaSJPT00OO18PlgMmJG2F5Hq/8CELF0PWbOs3/z80pZiprxz8GglNKDB8WMDLvV6na7vSMjuO9mFEdJIcsLsLwATe0hhdGeP08xQkpVe6p+MbbEt33BgvKGhiuiP74ovQMCdb64hxzrMRxDIgnSbDabzWa3u9/r9ekaIXuEWpfxZYwOUqyj3c4NzYp70elorqp6G8AGcfk3d4w5N3Co5jCAOypILNlRTb/QcCytYYPv+7GUR2WpcY5wuV9+drvscRsAKBUuc+bkzp6dM2dOjtPZzGTIJn/5/GvE3gHxO98Rf/rTWMeRdj5LqQNgsep91MySN2wsPWYVj7lKmcshO2jtUzsfu7XsMVEU4ySvFfHxNrtnqRhs8nUZX86T11n9X1bmYBIglgRpKy2ylVqrdsFJmw3PLbjh8WCjzg0Pj1S/YjnpbGxcU7NyXQmA3IJlLQcOxE9em+6+MZbyqN4mVgq7q65urPrjlLXQAMjpbb+QsTZ08xNogbx6afNkYOy1Pkst/nD+etAExOiMSoQ6gj0exhrBTthC09gx0Nhh0UyB1FggG9v74k+BBJaBw+FcPXD9kcMJ88ADD1zpJUwM0s5nMTQkWiza2PWqZVi1NOx8TMj9n7UX5ktVu+mRD7n+yOFwOClA9+yhH39E29oAiBYL0tPF1UXi3/5NaANp124A1HEUAK0+LIql9h1PxDpaakhPPw2fz261KjczH7hNR3wMsbwAzeGea9GSZc+fJ3Wek/79N/GD2J8Qntr5mEy8usMNXYaXkEiCBGCx5Hi9Xo9n2Ov19fT4AMULaRpMr+8RwolyaylxVeMPh992Opc7nU0y/ATC4zu+PdYflzL8f645MEIUp2GSxTIA0G54c5a8IU9ep/uoeqkh9lXKZpbb/PFIdpYJAWy8fiUAwSDUHG0cGfZ1dFzq6LhUaluRkZ7R3zeUzhg90Uwvnhd3Phv9PRmq9wFgL39QLF2tfCdr0DT/FPkfbTa+aBWPWUXDPgRO0PP19KnsGfNiJa/fkUYQKT6OfnW1LiOs/i9j1ChKQPRUSMbAtm3fgl1wOpqXHsmfvzGYwy0sIaed3roTf1T0RwAdJ08agFjJ62TExzjYMjOrOzr+KoU9p6qFBkBOT3t/XvBr9GTk9GMii2jGb4FMeQRkMhXYCStoDvnnXW88l+wpgc3ZvS9dTLbAelIrsNXEEiLv3pD99P5ghU7MEZCREeyTnUMr8mdotlFHsAE0nhlcuTBC0F+5KBs4G7oZ3UIDrQVS20KjsUC+9v6p+27iEiSHc9XA9UcOZ7pBKaV//lBbODNW5XEUsXS16FxNHUevbI0ph8PhXI1I3/1OSHkMvyerxEdE5lWlXbsppeWPfGUCXefST34Cn88+Go5O/+JNhhWL4++Cuzbh7Q/VEqRoyaInmmntSfGAI3pzOnhZzM2Nvn/qoZSecJwPJa+jcRle6hGOFfkfjX8cxQjp9Xo9Hq/XO6LYITsNjsH0hpBCWGhjy0Tiov1taY6NZVuQklPVbrcfogc+rvn4FIW1bEwNtqRXqOsV6qx+6EqQl8gxMITy1y7KOmhuW7UfTBZLVguC8NjX701Li5D8KqteA0Cd9YyhZN1y+9bP0tVWWueilErPPSNu3KT+npR2PgfISuaaOuukqt2jkx+DGhN11isPoQrqCvIi/6OHTd8BsKXC4CplLofPVd2Wac6zitpop4vKLsqWin6N+KjQI9T2CGvz5KBlTxXHRuie0PVt27c4dzS/XnnOvhEjIyMAltrQUoOTzkZ8GRgdATl+8VFYUYA39R8yBAItY49gT1kLDfRS2GM37cVjnBZIzQhIV9oCq+dsrI3XBDoPCCviH1Bdga3LIlUFTXyuVAW2uoImVgX2nSvNP/9wbN7JN48O3L1B5wVSR7BPnh3W0x8jItiNZy5r9EdERrBjtNDkxIlg41Npgdy8efPBgwev9Co4nAlAO2OFw5mWvPLKK1d6CVMH3f8OfL6IQgAlcD128VEhOD8+OFeew+FwOImhe/ZI3/02bWsTLRZ7/vyw+Bj3rdi+/UF7+YMYGpL+5Z+l735nApZBKT1+XMzODpZTWxcaiwsByKEtWAzDXVGE2mLPnwdAqtqjcwq3/tA0Sanqnlrv/C93PgUgZrMzAKCHHGs2vpjM0cxms8WSNWvW7FmzZp+f+fvB9Ab1o4SQOyoEa5kQ8JhEURzPn+hcVE68UQQkLCwaX46OWofuIQQA9lXK70ppTUf869YU/etP/vZrj971RMWDZrPWb1hRfl9F+X0V27aKtlU1x5uk194FYP/rLeKaIuo4Ku3899DoUmnns4B8603XAow6T1DnCdFWLNpWVT33Q3v5/cql6rkfVj33Q9FWLNqKqfOEVLU7ZJC0Bh4JXhHJlgrDMpEMjvRHPwmh5HWsZ8FlfFlt82Rg6otm423lnxNgekca8Xq8JpMxuAfQWFsD4Pf/9R+xwtfCisVjcj4q7TTas8+dC6ClpSX54wRRWmhGIVmTK/SnD0dkrvtnpm75jEZjeOzIXDjWI6Q88zHURTOBbBqL4HhwYGb8DVqHdEYuqgXH0+7EtqFYEqSavY369sblc/UnOcQi1izIFQvC/4l067A1nTPR4yA1hsfffaCdqVq8JOLJDGmRHA7nkw/XHzmc6QY9UReRvE447TEJggaHqKlkHA6Hw4lG+slPpN/8mra1K7bHiFEYid6QxdLVVSuXixYLbWsrf+Qr43zjDSavQ80w1oUkSY/dcq3uYM+fB59f6tQmEKl7EIyJFv2P91OpP0qSFCt5rSF5CVKh2fiiO61eIEL0xVoqyMQ7npfpenG8xabRUese4ThjjBAC4E9SjovKAfjue2Tt3zx0Z0YW0i2yT+gPEH35oNRWXLHtvrKSVfTYSemVfdJ/77M/fLe9/EHRtopW/0Xa+Sw98hGl9Jo5M997/zB11qllx+ijheRI0VZ82Fnz6I7vUkfdLHlDHluvbCAz+fbHCBEC+3dGJEP3ST7EFR8VNBJkHJaUDS8TmYuy9lqj0WgCcOs2wuBtrD0W2iba/2i6+0bT3ZuSOf4UkZVAxhonigUydNOTkeNJz4mz/VjJ9oXFpgFT9ngGQYay2LG4Rg6LlRdIYv3RgfmaexYKYfksSSOkmsVpCVyHharOmZZhHf0xGdSdM65e/ff3ZFqw1cSKYGs6r3UlyJULI/4TNZ7RkSDVmeuGdh1NuXhxWIJUj4MMProkT10709A6oTbdq5lPleGGc5XC9UcOZ1ohSVLE9Kj7Pzt+8RFBCyTj+iOHw+EkhO7ZQ50Ore1RIek3ZPuC+fb8+Rgakp5+OvHWcQk6HxWKFgIAIeEfFLH8jwDujJBdFFs9HdD3H0WcBQBABwbEtWt1N54kRnAWQKzktYbkJchm44s95FisR5XTHap+L7k16iCKooA0FhjDTCTEAqe7AAAgAElEQVRNq3WPUKuxQPp8wcDyu1JanaN7WSmxPx+YtfnjwJwG46jKIROfl/T7NSrkaPmNffv99m1bRdtqWu+ijhNi6Wr79gdF22pKHU//7Bdms+nCxR7RVhxLdtR+jbZVt9pHlpQNycT78xckadfuIv+jIQkSwB12wkjgXSn8JDRTf6zktQalESgOPcJxl/HXLuPLm3Z0grGO40aTKeT9ZD7TidHrOt8545n5qMGWmdlx8mQKO2o6Z8i8JROynlhoZj6OZEyk/qixQPabx6Y/agLXCSXIhOTH7bxeJIyhEbvdpw0jj5+llvD3f6iLZpLQDVxHo85cnzyrI7CuXJiltkA2nrkc/4C6ddjFiyO+6xrb480c4P5HDucqguuPHE6YadI/4/MHP/EGa6wnDnlkIo/G4XA40xHpN7+GMjNRpwFsDO/JYrZFtFjg80r/9OMUVyJJ8PnCzsQt16kfTRzBjl7SDG0ZAnUPUvdg9PBHOjAAAHl5mEJqqhuTFB8Vesixw6bvdAtH42wTX3xUGNNJoxFFsURclZmR6aJJvhA6p1N7AL1e39zeewGcdqCJeq0iuaMiuEuLYU+fEJEil+HzkyEZwZinsgJCBARFw2GP0PfLV19DXz8A+/YHZTmQkzPD4/GKtlX28vtD0x4T0iMc21IhbKkwWEXhkPPwM1XPKRIkY4wQKCM7m6o9Sgp7rIF0l/HXcR5SR9QLRX/HibAXbKkNzc6weCEYI1Rg3SR1QiZQsgyjimBPtgUSwCfZAqmOYPcY4u17DVP5Hycifx1tgSwwhcW1dr9Wf1yi8j+2eRI0ybQkyl/Hwjoz/L4RZwRk6HqSXdhvHtWRBVMgmQj27z7SzvFcWZAbaYHUVrFrOmdee//UuFbJ4XCmCq4/cqY/Dz74YOKNAEwL/ZFWHw5+1JyI2LUa0baaOhJ8BuNwOJxPOcrQxoghGCGSf08elSntC+aLFgutOToe+3m0M1EQiGKBDH5sTVJ/9AfEtDQAoQg2dQ9KnedgEML57lGo2w2TaSpbyyilMtHPDManR4j5oy0Z8RGAEsEOzUZMgU3i57t7+pPsviZ6+qMar9cP4EJ14X4JMvHd/hhhDIQEZ0G2GLRDPBUJEso3AgMIIQTdQm2z6b96DLVbKgwy8T716jMAvF7v4uK0Ec/w+nVFydgeQzQb/0u5YhXJlgphaZm/xnGKOuqK/I9aPEEF844KIhOfksJ20QCApWJSQgmCddhaCbJHOH7E/D+jh2NqYUwZAalhrGMfQ8gnJ6wzOgTTdM5M8hRIjQUyVIo9IYzTAqkmvv9Rnb+ORT7C23RCJ2GttkCeGWMEe3Fagj/b3zwrscanliDf7dIRMdX5ayQ3AjKWBJnMCMgVC8JriDUC8ovXzVXfTBjBTkh0BBuAOoI97fnRj350pZfA4UwMXH/kcKYXQ8PAxIuPHA6Hw0kI3bMnWDizQDtHLGU3upJ6lp7+t1TWc/BgtPiooEwGDAuPchLSl88vZkR8+lWaZ+zz8zUbSmfP0oEBcfPmsS54PCgSrbV0zL/ZxgpiJyk+YtT/qKS/U0MUxZWrlwDYJyXrRdUQqoEeHBz2en1ms/GcYx4jAY34qNBifC36CH4MKQKoQEi3UOsy/mePoRZQnInCCeelZ6qe+8uR2tMne5dsHL77kcVerw9B7fKyh/SqL34SkbhsNv6XRuS1lhKZeN87+hqA+f1bs71hCZJA2Cf5GBT9MXH4OkSPUEvNP+gT6vuEekV51OSyGWOyLBeW+gjBey8En+dbtxFGfKERkEQIWyMNUSNQx4nz8uVFKxI0MsdkaltoAOT0REqQE1pEMx4LZJzO62jUEuQJg/adCsD8uPnriaXNkx5/A90KmmQY6wjIZCyQsUZAajqv36ju1t8sUQS7uCCsHTd2DESnsDW11/FbaBpae3gKWyF52w2Hc0Xg+iOHM70wmZCXPSniY+8AfGP4JMDhcDifNqRXXwGgIz4CWLU0tWOK2RZ7/nz4fCmnsHUhJFiNPBpzZTouSLX+MuyBP+JHgNR5jroHxaWLNBInHRigAwPikiVTaX4MkVoUOlqC7BaOJik+hs5bU92YwqlD/PiHP4NsBJI0QUaQJ6/Lk9cB8Hp9Xq/PZDa8/Nt9h5zVSqg5evs+Ut9i0kqQMvEFhCFCBEV8VD+0pUIAUOM49VHD2zLxWkV05ezp9FV7SK+PDAag1SkC8EarkGqCmqbjwjNVzwFYePm+0P0y8aWxmS7KxiQ+CjCZWbaRZbQaft9q+H274U0jtE4xWZYZY3qeyvBT7nAPECH44WhSYtQTxRREsKOKaCbw4BNogXSlac3X46FLzwIZQid/bQwbANt92vIiRFbQtOpFsMdUQfMJHAGZDLoRbI3/MWELjc6jvIWGw7kK4fojhzO9MBmxdNEEH/PVP+IfJZzqgC/xGBoOh8P5dKIMW7Tn64qP45rGqwyCpCfqUl+cHqEUdtD7yBhkPRUSQfFRlpksMwaMeLzPtLQf7h8YCATouYvldXXS2bPS2aApSUlei1/60sSuNiGHqz8YzxxGtQTZLRx1GV6aoHWNgTXXzjlFGZOTH8gJAHnyOqv/YQCDg8ODg8MA0s3pAJQq8Gjzo0IfqdfexSATX7fBqRYf2ejljgqDDK/jz5cUTZMQdObsueBp0B5EhaJCNhlf0k24b6kQrKJQ4zhVe7wZQGFgq3K/VST1dGw6ghEZRqZVdgRmMrMIgYOMorNUj+eLf/NVZjI63W5Ff0xt8mMcXjh/HkBhYWHKR5jiFhoA6cMRQ/cm1QI5pn3VIyCTJ9YISHUFTSe021xvPBfnmAUm/QDyBHLb/AQl2khuBORY/Y+IPQJyMiLYCVtodCPYarj/kcO5KuD6I4cTZBoMf5x4FOWxfnSos2ly/+7K4XA4VzHNTQB0xj5OBKIlCz7feCYM6hKUIAE5OAuShVVIxtDYCp8fA5dlr08OBbQZ+3h4+ITXe+26Ff/wjS+LJcXiJhv1jtC+vvK6un9saVGS16IoTuxSEyJHufDGSg85pnTRXBHxEUAOSkDwh+eZ8vQnKULmyWu9Xp8SuzYYBEtWptlsOuSstopCfB0znMIOjn0EgB7DMfV9IRRtd/HSvFCVDYCOGXvc3Rhxx/s0EWf8opLCrj3RDCBXXhWSIJNHgMmIDIGZCv33hS7qDTQuSJZI2XUMuJUI9mSYHwMGw3j0R2DKW2iiLJATWESjsUB2ZC5Mft+8QFirij8Cck2gc6wLm2IKM1T+xyTy1ymPgFTrjxjnCMhI/2MsCTJhBFvTQhMtQa4siPA/RkewP1UtNJundqQJhzNJcP2RM/155ZVXrvQSpg6x7FrqnAiPjEZ5BKjbLV5XOgFH5nA4nOkI7ewMN01rGPdMjKCs2X1xbHtt3hzsoY6NIAT9YEHhEQiqkIwxf4ANjcijkg0h5MPhYRkggmD/wi32x78kri2yf/ku+5fvqvq3/2HLvybAWMvly9dkZ1+R5PWEMEvecAXPbrfb15TOO+XAKQcYQwwjZISyYPU/bB4oComPgQDzeH2HDgclP+X11DP8BR8Oq4xKNY3xtR5yAirlkYxewLBMJOfPBdUo5ZiE4PzM13xe2d0NvwcxiCmlKprmsRP1R481V+3a+2pl65+k3P4LbHiQBZIQkwWYZgdsy3x/XeL737lsVfgiF4e3YaboILaa915gCJjy5+QBKLruBkRGsCcQ5+XLRYvGG0/RWCAnu4UGUUU0IxOawk7ZAqnxPyYfwU6tBVtdQXPIP0/zqLoC+8Ph2ZpHE1ZgL5kR839OiGRasCdqBOSKeWENNNYISERKkCfPJnZo6kawEWmBTBjB5i00HM40gOuPHM40RNq1O8U9609FK49hhASTszkcDufTCaV0sidUpBzBDkuQrjO6GxDVr4OKCimPFtIwYFCWL8tybyDQ4/c7h4cDhPyPHV8S77hBrY3JgP1/Vfzilr8Ss7MvDAyUP/TQeAq7rxR5bL3mytRza9ljAE47IQgCIYQxyDKi7ZCMMZmxBYMP4NISpW3GYsnOzc0zm81er+8wPSET7x0VQoJhkkQlZqo2DJ1KrWGEpEwXDenRYAzutHpvbgOA4UEdI+SoxVJnGYxBZmxZKfHJnpde3lfjdNU4Xaco62/LzZphScsUTh02DruZP4YAYkRGke/hwsDWXLZK85DGRykwk4BweuM0NUYfrbCwcKS/d+W69eoIdsoEmrT91y+cPx8wGOavXj2ewwaZ2hYaAJ9QC2TSEWx1Bc0FoqM/lqIrdF23Ans8JKzA1pByBc1Yiel/nBexgKZzieXR8USwNS00Ohssjvh+a2zXSpC8hUbDp8p2w7ka4fojhzOtsNvtGnNEUoRkx1f/qKs8Sme7YDJNfZ6Ow+FwrgoUuS1G80zqkx/Hid1uh8lE3aMfv2PojwpCqJSGEEUv6t79h55AwMPYCGOEEGIQaj0eEEKPN9HakwBkjCqVDCDEYlv1jYIC+4IF8Pmkp5+e8LT4pJLH1hf5H1WuF/kfvVISpCiKpeI6F2X7K2WBCMq8wqD+KEOWIcssIMsyY/P77ssYXG42m8zmdIsl12w2A7BYLBaLxSAYADDGlOGPsQhGlUMWR1Ximuj9JrGsFAIRTjm097en77HMgskMxQipi8YCKTMmM5kxtqwUBoOQkZ6+67n/rVyef+5/fuWhO2dgDoDT1aZhN0bcEWuZLZes8H211Pv/RiuP2i9tFAFhzfE0NYCRW7cFj3naicK1wdqQletKVq1c5RhwV52LN/IvIfLJiJSo8/Jlxfw43vA1AIANqvSXyY9gA8jpbVdLkP15n4gpkMlHsKcS3QoaNQcHdF6yhBU0Sy3hLqZYFTTJjIC8c2XibDUiI9gnY+iP95TNUt9MOYKtaaH53UfacvOVBbmRFsh+zQYa/yNvoeFwPuFw/ZHDCTJt5j+KYil11lGHyibz6h/1L/8oBS8xZMcQwT4Brj9yOByOLj2T7rkQLVlQWm7GSEQEuzlKglTZGAmIIBBlKKSn/pSJEMUaKRBiMhpPeLxgzBMI0I9qJGl3+bf+5fmd/13567dBCBEEQSAoWghAzM6uKi6Gz0cPHpxKF+Sqstkha95YUYuPCpqbU8m37D9eUzrXRZmLMoEIAhEMgsEgGEL1Kbm+tQVDD+Wbr5s1a7bFkmOxRDi2zGZzb58bLMGsQx3xjuhcC8EYi1Pv0yc0pFuQkQUgwThIxhCQZcYYITAIwvIyA4DVxUtDixVgWre26K8fuNUomC80ZaSZTX4v3N0IeAwAlvsfWeZ/KI7yqPvVKRZIpXlGp3+mbzGAvvZTAO564tvrCgocA25a2xT/FLGQT+qbH//q859P7YBaBiP8X1PQQoPJLKJJ2QKp8T/GkSCvYSr/YxL5awe0f0ZaqMpfR1dgb8q4FP+A6grs1NDkr3UlyGRGQGrY25h4zMEUR7ATkjCCzf2PHM4nHK4/cqY5ybvQp4/+WHYdQKizLiJMrXtJDulsF0xG8a9umNRlczgczlVMHP1x1dIJOYOYbUkQp9XD/t3vwmQKlVPrWCCjDqm0nwy98q6fMbPJaLFkzpqZbbHMeKm3VzAZ/3vViqoVVtGSJaan0xPNjiPHn9/527Cks+W64HkXLIDPR3/727EuOGVysB5AChJktPioYA08kvxBXJStKpuwMWS3lj0mMLPLIau/HEWLnI2SVUL5wrTrFMNjNNKu3XUNLugKbSpmqoYkhu9kxaPDHvWRif6QgV6hAYAxLeiCDHiMumdRbI+AfiV3CAKyYX2Rcj0rKyMrK4OALPV9aePIUzPlNXG+KDW5kacOWSBPVxuWbAh+fcrwR40tseDuLzKT0XE8Rf3R9+YH6ptK7fVdGzemdjR9praFBpNcRDMhUyB7DDF3VOevEUOCVFdgR6Oe/5iQ6BGQanRHQCZTQaOWIE+7dWYIYOwjIGNx94aIJ3OKI9jRKex7b1ysvpmwhWa6SpA/+tGPrvQSOJwJgOuPnGnOp3AKhiiKigVS+vlLyYuMsaADbup2i/n5V2+fAIfD4VxJUshfx3rr9vn174+NKIri2rV0YCDognSdwTt/ibO9LDMms8uv/jFLEGZZMi2WTLPJCEDqPAfA/tgDKCoAYM+fZ8+fV7XCqqiQ5X/7E7rvQwCKBRKAmJ0tZmfT1tYpS2ErDn2XQx7TXrHERwCz5A1JSpCKSpiDkjGdOg6iKF5fduvpatO+ysC+ykBoqdbAI/GNmdKu3Yech7Ou8QIQYit8hYGtuXr6Y65cnCevDfYRRT26vzKmtttH6pUr6RYAGBr0K3U0obMwxkK2R0EIio9Mnfcever1Br/JN9o2uCjrql64QnjwVstTc43rGJgsywk7rBU00qfATAZiPvB8BgPmF3t8qmmtIf1xpL8Xoylseryp8uW3kjmRGo35UUleL12yZHbpRNb3TX0LDaIskBNYRJPjjdCbxiRBhogfwU44AnJMxK+giWZzdoJEcDIVNJNBrBGQSCmCHYtkIthjaqHRJdIC+WmPYD/44INXegkcTky4/sjhTEPsO54ACHW76UCy87ljIXV2wWQSH3p4QhbG4XA4nNSgA26Y9Cd/xcf+/e9rLZDRKWyAATJjYGzk1XczG9vSMjNgCrpsqHuQugfFNUXiuhW4a5MiQQYPnj/Pnj8PPr/0+gHp338Tcd4FC8Ts7ClLYYuiKLCkppuFiCM+KsySNyQzCNLlkAVmnti/0tnt9m/u+J7AzKerje9LMxXlMX49N3XUHXIeXlrmL1hNBJiaaUCpiNGgaYhWY2BmAgNGA9jROh9hhjsqgrJmLBlQSWH7vSR0uvDuerZHmYwGPBkAeL0+AOkWUr79ThPLequyXzmCMgxTf1l6RH+ZLdTU4jAWlsjWMmF4ePi0E6edKFwUXt5If9A2ddcT316/uliRIMcUxFabH184f/6F8+d9ZvOEJa/VTH0LzaRZILN9A2oLZL85Wf3R6omYFTieKZD5CP+2rFtBk7wFMrURkGp0K2imeARkCrxRHWP4q4pYEWw1CVtoGtr6ErbQJDwLh8O5UnD9kcOZnth3fAMmE3WPITMSjXS2C4D9/gf45EcOh8OJR96EZW9jobyfpyZyaVPY+/6icUGGqkf8e95Lb2wVZqSrxUep8xxMRvs3Hgpufdcm9b6iJUtJZNMTzRoJUrRY4PNN2RTIkrKVyeevE4qPCsl00aQ8dzI+oii++MIr14s3NVP/9yp+FzHWWY/3jr4mE6+1lGypEBjkUFGMWijMZas03SwhDMxsRGaR/2/Ud4Z2JYScomyFmK5+VNdhOZrCZiNuACj036f05+iKjy7KBGYmUetU2F5+D4CqXXtDayAgDIzJqVgg/yAJALn7iazcnBwAzdU+Tfha8T8q3PbVJ9YVL68+3lT567eSNEL63vxQueK8fPkbp08rzsevPfZYMvuOFW0LzZRIkDm9Ee7OCbRAqpmMCLYa3fz1/Lj564SMfwRk4gqaLP3RB2qSHAGpjmDHGgG5QtWCneQIyFgkE8G+94YFEdtESZArCyK+wxO20Lz2/njjXxwOZ5LQnx/B4XzamDbDH0OIoihuvokefL+8scmeP1/MHtufhemAm7oH6ciwWLJB3Lp1khbJ4XA40wPx9tup0yGd7dKvwB4Tr/5xIlYUgSiK4ubN9ODB8oYG+8yZIiHo74ejDvfejEAAgIfAV386rbHNCBCV+Ch1nqPuQZiM9vLIHwRFBWiOECPs+fOkznP0RLOUlWUvCBokxexsnD17+MABAJBHqOOYcr9P9Wn/+tIbIKSLojj+P3SlYwFQ66LxmlIUkhQfFYr8jzYbX+whx3QfVcTH68tuHdNSk8e+4wlKqbTz36Wq3aJzNQD7dp1s3TNVz51wXrCKwrJSIo8qedH+R92xjxgVH5XrefK6HqGW6BkNuy9eVrwLmsNq+l7SLfCNeqH8Hswb3NqVs0dPrGQuBwDYy+9niqzI4PX6jObgyTfa1lHbcaez2elotpUWASACgQwGBpZgwOXoql5Tru+vZAIz3VuxCOgEcOi3M9qOCUsXrdIMfxzp703PCRqpbtz6yHzHn9958x16vAkvv1W6drm4bnmsc/ne/FCpvX7h/Hnn5csBg+GujRvdeXkHlG/+UW655Zb4a04WTQtNVi4b1OnlmHDShvs9o7KjJyPHM5yTNqJVglJg0eUzdbnhb6GOzIWaXppk6DFaECPHvCbQeUBYkfyhupClUSSvN57r8FqDy5Ozro+7e7tvRoFJfx4igiMgxxsQfrcr47b5OprmslwWkh1dvUSjSCbP8nlpOBbWdt88OqAZCqmwYkFGaPLjyc4hQD+RvWJBVsj52Hjm8sqFOg7TlYuyQ7JjQ7s7upSmeHFuqHymoa1PMxQSQPGSvJDzsaG1Bxj75BMOhzP5GJ588skrvQYOZxJJcgTG6tWrp6UE2XnpUmdHB+3v7/R4k5cgpbNdb3R3dzImbr7Z/p3vTuoiORwOZxqQn5//xu9+l2806rzTbh6jrBZDf5Q6u8T168TPbE5pgRBFMX/JEnr4MHW7O/1+0WCA348TLtSdctefHqlvMVzqSycEgDAjHQB1D/6wtb3T6xXXFP3jjx7PnxtZqrC8AH85rj2FJavT66Vud356en5amtfrHRoaOjsycsbjudB7qbPrnGhbfc9dN9m3P5h/776ye1h3l3/mAvmYo6Wj01Vd/Zc33nj9XNfF8aiQoii+/vprzQ7/xnvi5XusgUcWBraM6ciz5A1nDft1Hzryptx31nzvFx7Mz88f0zGTJz8//54vfLGz6xx1HO3suvjG23964+33O7suUmedWLoaAHXU/e7Nd5eVsdsfI8pQxZ4udsrB8vIxcz4JGQ9jjX00sUwDgrUYDHKevO6s4V2oarAJsL+SdXcImTOxenNY9RNGn+Z0zNEomywAnxdpM+AdJkbvbDnjkke4GH3q/ZWyGdn33LWZEDAwr8fn8/kFAzOmESPLEGDaaNvw+tt/qnG65s+fNT8/Qt1IqD8CGCEXR8il/ZXMRdmG0sI7P1/WJ5x0UZm+KV9TYNxy85c026fn5BnTg0+FMT1DHhxcX2Lzdl+sdbU6jjd1ne9Wemny50aspPqdj958/0jN5csvXLjQ4ffPzMpauGrFXxobz3S0ud396kvN0Rpjy+kTXecAzJw5ruoYYk6HebTMxJyBnnPjOVqSpI/0X7bM1dwzIUf2GNI8hrTQ9WtGdL5boskLuM+aw29NC3wxfYgthvBml0mauhRbYRBpboSyySS6kaYuEHbYZRNvDolwBfbLpn55dHcCjf64JG3k2FD4R8P6TO3Zicr22OczluToyJe9XqHXG7QuzjTL6kR2iFN9pHck+P8iLz0ika0mNPmxZ4hdV6Cf5u4e9HdfDm42K8ugdkSGmG0xfXwy7FXsdvtXLNBxRDaeudzt9o5u4920Sicu0NjhvjQQ1I8vDXhuXDNHs0Hx4twPas+Hbs7JTZ+dE2HHLl6S98HRTtUGGXNyddp+rmpaW1vb2rT1O9FMy0+1nGkD9z9yONMZu91ORZH+5mXa1i6dhWjJiq9CBm2Pbre4uEB86GEeu+ZwOJwkEfPzaVsbMG7/ox7BYb6ztB/JxoQoilW/+Y30ta/Rnp5yj0dMSwPw9exsLyFmQiyEyAD1eZ2d56DEvU3G0o1rH/vyXXJAp9Ql8NlrR37/viUz4gOeaMmiA26po+NnBQVerxeALSuzdmREtK1Wu/by2PoecmxLhQEAKuCizOXwAb5D1e8erv7gGzu+nfJPn2/u+N7PpR/vqwwEDx5JHlufJ6+PP0UxFtf6fnrY9B3NnfsqAy7KSstWT8GPS7vdDrudUkopDZlJy3c8CcBsNkLwLysNTkgUiFAkstOU7a8MPP48UbyKM6E/9tHEMoWw7BJUKxQLZGibZspcDnm+1ZQ1WwYQylOHiGWrHOpHwM9MZixl97WwcE2NghK+Fm1B45tAhMtDw4wh3RIUH5X7d5T/9c6q/66q2mtzFpVv/1zI1MlkRoQEEmRHde7HR5mLshLbsm+U/00fGgHsk3yMsZHz2hYRAH3tp+at1b6U4i23z2pp6e3uPFLTQIwGeryp8tcQ1wa9kNXOegx7AgYDgLysrPN+b78B/adPl9lWAdj21XtDx3nhP34HoOZgNc52nW1q6i4sEO+4M/7648DOtRJrWMEk85Zoe2kmB40FctxOviA53gF18nrAlK0eCpkkrrQFmqGQIa6R3brJ6+RZJAx2yEHj3hk5a0yl2BraPOmL00bU9yyZ4YFqfGLrUFpqpTTWmWH/YzL5awDNlwIJS7HjR7BjlV+H+OJ1c5/aE366Gs8MRlsg771hwT//NvyKN3YMJLJA9mtC2dBaIHs1oexPD5/C8lXOVQTXHzmcaY4SapMkiR58n7rd6OwSLRYA6pCgMueRut0AYDKJt95s3/HEFVovh8PhXJ3Mmo22NjrgHuu8iwhimB+pexAm04Q0nNhbW6nRSDMy6PAwBOHwxYsAxIwMA1A9MkIIlJab0htKStcUiWuXgwWNcIQQwsBGo7cBWfZ6vN1en9lsCqmQYkaGmJ5ePTLyHxcufPWaOWlm02fMppd6ErQBWEViFQ0A9sHvor5f7vyXkrLib9l/nMJXJ4rimtK5J+h5V6k2hT2mzLX+OgOPuAwvhW66KHNRtqZ07rfsT47nsGNCN6j+6LYHrGXC8rKwiGAViatMdlH84Xl2+2Mka2TVosB9UBmYDMw8NCgTGAa9w4A2yJmHey7NPQZAIIQB+ysDAjMb5IzT1UP74f/sdoLI4Y/RyqbRDJ8XSrO1Uopd6L+vxRghQZ5ygEEO6Y/uwSGAALLHbTRnhT1Zoq34/0j3/arqXSdtfnxH87byz9lKrUwGAyOIpz9W7dpLnfUyjCWlBd8oD8613Cf5AAgGZGYm6AkBkFuwrK/9FIDCwsLCwkKbeAOAAwcO5GanKZiJ6gEAACAASURBVM6wEU8gv3AZgFmBgGFw4Ghv719du75kw0rbBh1BVtEihetKTK//qbKzizafbmiRNt1xhyYDPgYGe5E1LhNlCuT0tl/IWBu62T+zQDMXMjWUFpqQBNlvTlZ/zPO7x9o8c0GwIKr5uRRdnShSrncia6yF5QXGoVDzTLsvE1ETIRenDbd5gu+TrZ4Mjf4IoHCGp2W0eaZlWEd/vG3+8PPNwf8XpwdN0f9toTcCUjeCXTTbELJAxtIf796Q/fT+8FfRdM6zXM8COZURbDW6EeyIDXgEm8P5RML1Rw4HmI7zHzUEjZCUovsiPVEHsPLGyEpHk0lcXICiFRMyhIvD4XA+bdi///3yh74kdXZVjUd/rNeZmk8H3NTtFktSce3p8Kc/iYAI4P33//GZZ+oYW202G2QZwIb5c4zLFolri0rXBL1d4dLh4G0QBsIAsPTVy4TX/uRhzOvxugMBc0Z6msnIGHts5kzW20tHRixZMasJ8uT1PQadcYpbKgyuUuZy+B209qmdj91a9lgKP4++t+P5R7c9sK/S+4QY/i13/OIjgFnyhh7hWGgQpMshAygru3Gchx0PkiRduHBhaNDfXsf2VQaspUJIdd1SYXiXzWikg0tt2GQt9jMY0yDANOQO+L0MUMKbstlsAhB6sbxen8frA5A1UuxOqw8w9ofnGRge3f6ZRWW9u59vbKz2LbVBre0qwx9DLTEKNltR0ZIixfwYotB/X59Q3GLYA0DJRN9gu1bRH71en9frM5vNgOz1+gYHh7OyMnqE2h7huOLE/Iwd86jvgJT5QtU7Nc6iDSVWm83KGNNNYSuLcTqbN5Qu2ViyQZkdCeB0tcFF5VKx5MBe541lRbpPqXoEpC7RMxzp/r21Le2C32/bXKY2POoir1yC11GRP7/UMlh5tuvjt9/uLlqamhGSDfaRkP6YNRNoTeEgKTBJFkg1ybfQ5AUGQvrjpI6AXKjyP0aPgCwwDan1wPgjICeE04Mm3VKasY6ADAmR0Syfaw45H0/G0h/zZ0Bl3XyjuvueMn0JMsTJs4PA3PjbNHYMAAs0d9574+KQ/xHA7z5o00iQ99207J/+I/znrtfeP3XfTVyC5HA+WXD9kTOdSd5/Pu31R0SaJoIBLhUTYqvhcDicTzP27/699C//nHoLTQzxUersgslk/18/GO/6NNx00zUvvtje1/fDmTMBuE0m0303m1eFP60Jgl5jMSGAMmMQ5vtvNb92wA14/QHv4JDXaJwhy4RAzMhwjIzEeR5myRvURkI1ihdyHwIn6Pl6+tT1Zbem8OPpUfvn/m/l66EU9oSIjwqhLppg8lpcd4v4lQk5cvIoP8GPVH8AgEAAkJ2VhSG0V6O9Gu/Ct1xM85J+a6lwm91zstxwoDKt4GFTdjEZ7jMEAgEAZrMZQJrZpIiPasyjd67FtkPk712UnaJsXqG5yTE8KPSbc4YJM51y+IvKBIDtr5Qt8tLjjlYBv9DU1TidLhlvrl1fYCIzHqsIi2u5cnEhtn7sPOKibWtsc+3b7lfudw8OAbBYLAC6u7u9Xl8D2+02RuS1l4smwe5pdlym1fVOZ/OvXoDNVgSgfPudAJyOZqezGYDyL0Og1FZcXh4+ddWuvU5nk5Fkn2sdAbB8ecwymRDxhcjgy7F/78nm0xuzs9Z/9oaSzyc1nlVeWSg0toiWLHFlkWKErGvf9ej27cnsG4GmhWaqItiTZIFMrYUmz+9WG3vjRLDVnDDkrwl0au7Mx2AnggpjJywa/XGRMHgo7jELTJfDFki/Vn/cnN370sWg/1G3gqYwQ+V/HEq7WU/EW5rlOz04aoF0G5MpxdblzpXmn3+YoJJbwycwgq3L9G6huemmmw4ePHilV8HhjAuuP3KmM3z+RSy4yZHD4XAmHFEUxcWLaVubdBapSJD1p6Pvo+5BAPbv/v34l6dz8IEBMS3NC3gMBm8gEPqlkBA4jjfTE030cETJjLiiELlZ4trl4trloQpki0HwEuJhzOvzgZBMQRAzMip7eyHrTI0MoYyAjPXoqBHSd6j6vRR+YN1S9vVaR4uD1rpK2ZaSR1Mb+BiLPHn9kZqjLsrWiPNSC4mPh39/7icORx2BQCDYbMtttqKSkmUMjAgA8MKufQCctBmwtFb7XGUjd9iFdyW89PLb69esePhLnwOIJWuG2WxijDFAZkxbZR2cIEkA/Lky74TjohFZS3PXVzvrA9W+9IycmXN8LZTs/rFv4eyl7Y5LwCXRthKAzVYUshlqpECp6tWNJetDj+bKxZ3VLYSdWVgWTHeqxUcAmNNx3l/dZzoBGQKJcOBaRWIVTajw7qscwcUl1bRBEIhjR6P6K1hfWmBkmYooGVpPVdXbADaIy7+54wdPPfVUnGdYdwRkLD5+662W1lYxO6sif74nOfERQGDFEqGxRbkeMkLS/XtTcUFeiQg2Js0CqY5gj8ECmVwEe/wjINUc8s+73ph658+VHQGpYW+j986V5uj7NRHsZJj8FuycRC3YM0P6I4CG1p7pNAVy8+Zk32QefPDB3bt3T+piOJzU4Pojh8PhcDgczsRgf/qn5Q99ibrddGC07+vVP+L+zybes/5UtP9ROtulJK8n4y9GlFIwFgDcggDGjISkrVoG4PnfvE2PHIcvWK4qWsKfEumJZgCKKGnftlVcG1SUzAIxg7gZ8zLGZDlLEErT0xXlNNicE0WsCHYIxQj5LPX+cudTL74w5r8mfsv+4/JtX/+TJLttTfbtE6k/tlSb/lAlCDDcKo7dsDYO6JGPnqt8jkAota1Ui2uyHI5Pbtu+BcA2bHE6XDVOl7O62SLPmlfc2lFDampPgpAnKh4EIKulYY3FlTEARxz1lb/aI8NXWrry77ZtZzJWH1r6f//zDc+IXFhgzZpxvuN0f3/bJZutqHz75xA1hNFWWmQrLVImh1bt2ut0NNc6Okucjdu3361Ik05n87IyttFW4h3yeUaT14ors1s46jK8BAMEJshMlhkjo3qomi0Vwr7KVtZq3Lnz/4n/vCm2Rwa5RFz5zR0/ADAwMBDf/KiOYIdGQEbT0tJyurW1LDurIn++vHIMMxyVCHYI0ZLlyM6izadnLW8Z6yzIKxXBniQLZGotNElGsNXojoDMh1vlf9QZAamuoIlmCkZALrX4w/7HiRsBmSRvHh24e4OOKHxP2az/83rY/3iyc2hFfszhG8FtUo1gryzIBcIF0NER7OIleUD4P+ynuYWGw/lkIlzpBXA4HA6Hw+FMHxSvInUPxpLe9IkyPypjHzFjxsQnr5XjUwrGHpk5E4DFYPAzRo83Pfbtf6Ef1Yjp6aIlq2qFtWqF1Z4/L3RRborp6fD5Jem/pZ3/HT4cg0UQzIT4GPMyBoAFv4RBmIzq8muFJD2JWyoMMvE+s/P7KXyB9h2Pi6JInXXSrt3UUZfCEaKRdu2WqnabYPnmju9NZYzglzt/vLNSIhDKy+9Si4+xsJVat23fYrMVtbdd6jhBzGbj8uWLjh1v2v7E/1f5wmsAASGEEEEQBELUF+fRxud/9Vrlr/aA4WsP37vtr//G6/X19g2sLl72i3/7B9G26mRTa1vTwNIlC76+7XNf37aFJRguh/Ltd5aX32mzWWucp3/2s93PPfcGddYXlLm3VAgZQ8vdg0Ner89sTguZH0PBfEKIQTAQQhhjAVlmCc8UhdPR/PiOZ5zOpvWlix/f8W1FfARw/Pjx+DsmyeWjTgKUWibAUleRPx/Ah/v3j3nPqAj2+BeTJGnD/aHrIS/kOFFaaEI3+81JWSDz/BHvtLG8kNGBaw2awHUXYkqNAKKFyMke+AhAE7h+tytDdzO14OjqTdyCHX8EZDILUwuOJ8/qJ7u/eF2E4Nh4RqdA/N4bIgTHkBdSTfHicO21bhZbLTiqvZAcDueTAPc/cjifiuGPHA6Hw5kaRFEUb/ssffeP1O0W3YP2VUnMn3r1jxrzo+J8hMls/9u/m6yFAjLgZcwsCB4m/7q//1jlbgD2/HlBz+OdmwBgeUFw67c/RHO7aMlSHpU6z9ETzeWM2fNmiukZim8ujRAvYz7GKmbOpF1dh/sHai5fhkn/t834EWwFq0isDuKgdZTSsep9SnBb2vkspZQ660Tn6mgZNHmoo06q2q0c1r7jiZSPkwJfK/+KHwOrxVlf235rrqzfmqKLh/R1XxqwXku2Prpoofv+mmNNL//2Heqsd9TUAxBtq5QLAKnqVQDUGZy3WGZbZS+/XxEHPR4fYywtXbBkzfjS/bcXryj8r9/s7ei4pKgajDEwECFezNNWWlRis6IKTmczMbBVt47c+CVhweADGYMrzGZzWlqa4nwE0C0c1ewrEIGBhYyQAAig2zkTQpX+bmKQN5bdGD1CtKgo3tM40t8T8j/GGgHp3L274cIFMTv438H3hZviHDAZKhbMTzGFfYUi2JNkgVSTWgS7x5CtUSR1SWEE5PXGcx1ea5JL+nB49qZIC+QSlf9xQkZAjgdN53WsFuwV89JCkx/jjIBUM5URbACN7X0rC3LVG2haaKZZBJvDudrh+iNnOsPnP3I4HA5n6rHb7XTOHPrxh7StXXLUioX5YunqJPcNFs4A4uLF9qd/OnmLvHDhAgPMgpBGiL2zixBSlm0JyotFBbhrk3aHuzahqR3N7WhuB2DPn0fdg1Jnl9TTK6YP22fOBGAmxEyIlzFl+OO54REA4iZ93TDU5RJ/nVsqDM9Sf2opbAD2HU9QSumRD6njqLRrt2hbnfxrEULatZs66wBirygXN96QwjJS5hnpST8GtthNVnGwFa8DrwNY4v8CgFx5ZZwdnQ7XMUe7tUzYUiEMsoYz7FXbhgdv3lxKnQ0OZwN11isX9S6KFmkrKRZtq2RZzpyRbjIaLw8Ng7CALA8MDjKw665fuXnzuq8//sPKF16rLP0eGBgYkxkBAVRC5KgBi8mKGZZ9fduWDSXWX73wjqFv7ry+sgzPCrPZbIk0D/YIOt8MhBADMcgsaIFkABhTfJFqU+Ro53WTshNDYGPZjdHDQ5Xhjwnz1+qb6TkzNfcAqOvp2ZidpfgWJwQlhX2kpX1Wy9hS2Fcqgo3JmQKZWguNmjgR7IkdAdkhZy0SIgRKdQVNNJrA9fhHQMaKYCc5AlIdwY6lPy6fl4ZjYTH3ExjBbmjr1+iP0LbQTKsI9ubNm3kFDeeqhuuPHA6Hw+FwOBOMuHWruHWr9N3v0IsXadXueOY7lflx1PZost//gLh166Su8GJzM4A0Qip7egghZenp9vx5APTFRwXFC9kcdDmJlqyqpYXS2S46MkKHh8WMDAAWQXDLspcxAlwKBLxgoi2m3pe8BLmv0ivtfDY146HKCOlQjJBJqpDUUUeddYryOPW2RwCUUgetsYqCVYyYmNRqfB1ArnwyV17hDXjlQMCUrt1XqnqbkcAdFQKDTAjc6fUdZHcOvlZmW1U2+orITKkyj4o2M6YMdTSls6wMediNgE8O+L0mM3FnHK81vPZZO9tfKe984bePb3tI2Tt4oFEhMniP6sCEoFS0Hq0pcjqaTbKr4qvXhmyPIeJMBRWIoBxYZjIU3yUgy/KOHREa/WpxXiYpitOZnnD4o4J6BGR6Tp5Gf/z4rbcEv39CktdqKvLn08bmljHqj1eqBRuTZoFUt9AkidVz9ogxnhwfzfhHQJ6J0h/VTNIIyNvmDz/fnMD/mOQISDXxI9jJOB/VLdgnzw7r6o+T0YKt20KjZvq1YCcDt+BwPrFw/ZHD4XA4HA5nUrA//VNKKa3+C6WO8h0/UpQ4jfgl/fFDANQd9JhMtu0xeFJJuuB2ZxJS6xk56vGI6emKgTGe+KiwvADYhL0fBm8SYp85s7yrS+rrq8oIDyM7NjLiYWwgECBGHU+NmmQkSCWFfaj6oB2pK4BBI2T1XxQVElXQfTkASLt2A6BOZWQkAQRllGTKp06ZX0r/CmCLXV9u6BMa+4RG9/CgxztsifwU/+edcxkJ3FERtj4RAnda/dmhIwvN14buFAihNVoXZEX5fcoVGT6Z+ACYzPB7AIKu3D19QgMAq4hTDuKkzR/Y3r+x5CYABCTkRlTbEokQ7qchIOXb76zatZc662tLm6Ml4FnyhtD8x1gIStU3wSmHf9PGzfbHvxV/ew3Hjx+/6667xrRLNJmeYURWM00UYnbWkaYm3HLL2Ha7QhFsTI4FUt1CM1YhUsGVtsDqORt9/5pA5wFhRZwdo0dAau6Jz6aMS7+O7X8cK7Ei2Gre7cq4bb5+C03I+ejq1dcf71xp/vmH+rMaY5FkBDsOExLBvvfGxTyCzeFcpXD9kcPh8x85HA6HM1kEzXeSBIBWH4YibFWptnC7YTKJiwtQtCI6LjpZ9PQAEAh5trvHQEhQfAQSiI8KywvQXBB0QQ6NALDn5kp9fVJvr3IciyDUejwyY7dkZ9PhIfreofhmwyL/o8HW49hYS4XT1UySpDjWtoSEnl5JksD8lDoQ/XIAimAmiiKIcTynGyfPSE/K8MQSH0OY08we7/CwGxmjbrzT1HDSMWQViVWM0B8BtM945bLc5KaiojlqlEcF+ni9aFvFIJfYlpWULgXg8zJ3esNwVsOA0BDa7I4K4qLsP3cduvG5m0ZPQaCIjwSKC1JtgCQgyhNrsxVRZ/0vq371YunTY31OtAhRts+4JBO+jiZ6BGTtxe6N2eMSH+WVhUJjy3iOoOYKRrAnwwKp6bxOMoKtHgGZJCmMgFyo8j92yFnXxz1+CiMgb5410DI0J/6yJ2oEpIa9jd47V+q0zdy9Ifvp/eGvoumcZ/m8tOjNVizICPsfY4+AVJNyBBtaC+SnK4LN4VzVcP2RM21J3nnO9UcOh8PhTCpBGctuhyJ+qZg6zVEFPV57c25OrXtQZqwiNzcoUy3V+ZinT9Go/kgABjEjQxwZUaewj42MCIA4MwdGA61rSni8WfKGWfKGOCqkVST7iA/MH+sIaklRg1h2LUIvAaC5rnk5cIVeEQ2U0hpaH528jibNbHYrL8MoB3ZaEGl+VCAEjOE3VUfbqUuAEaMDH+3l94e2URfRUGdjqbPo0Ue29JKGoRkNblOD5oB3VJD9lb6fvfDct7c9rtzDwBiY0q4NQpgcYAyEhMVHAEvFwJJjIy7KpF27o4cSJNNKBGBfZUBg5rG+TEmGrwH0tZ+at1b/4C0tLcQf8/twnJRaLHRg8MCBA7eMyQJ55SLYmBwLpDqCnaQFMi8wEK6gmbQRkIuEwUNxNxjnCEgNf+rOvnmWtgN6qcUf0h8ncARkHNQR7JOx9Mf8GVBNr3yjuvueMh0JUhPB1iWZCLaaT1UE+6abbuLzHzlXNVx/5Exb+OQLDofD4XwCuYKWOg0DgcDGjAwxlJteHu8jXATLC7A34g4lhU1HRkozMhhAgBHGxGwLdQ/+/+y9eXhT5532fz9H0pFkS7YxCXvAiwy2gYCl4yxNmj2BMG3TJoHuIQkGO23Tmenv1+m8s/zyzjtLZ+u87SQpcjBpO+1MppClaTsEUhLaJmkCPpLN4gUsY7MYCGCDLdmWj47O8/vjSMfHR0eLwSwhz+fylUs6enT0aAmXdfv+3jdishhoyyVvUVMhB7i9qSKURzAfwVaDHVUBTh2pVlUtNb0RwPvNOwG83/zW0099J1WxunreDj2iKCoYW9lg8j0/FZ63SZIkS7DyeHfjXEqGUsVHACGR9jXP6AkM3ORdVOtdepP3xtQ1qhZJQcVgu1pTE0OkuLajotbkhB6BdAfQ3nzuZd/f3lfzSBGtTtRhqzokIQRElSPHZ7CB81yn2ikUJcZ0vEnBYXL643vvvTclw9c9PT0EmMLmGT2C29V4Yfe8ciPYl8ICqR/BBjBkKzCYIlMplsPQ/e8yYHVnbcG++AjI9+VZt1pPZX4UA5OKgDSlzBUDxsMuDkdsZa6YYY1h4HpHD7eiVEk9laGCJpf9ZxjB1kdA5sgvPvjws7eYWCDZCHY67rzzzhxXbt26lTlsGFchWf6mymAwGAwGg8G4lvD7/YjFTsdiPCFL7HZJTeurLkvUy+RIhXGx4HCI0SgFGs+dkwEHR8bIuSfmOSjoW62v5n7i6cryCnmtJ/5YMV2WeqsoivrLdeueEEVR8FY31K1p2vg3DevXaJY6wbdYvfpXm24sq5UVIj278R+/v/EvJvEcrxyDyO4B1LDbnQCJjQFApzhsmLxW2dFI3/RzB4IfltXKj9aXLvPdEE/jEKOgABW8VfV1D3u9FfuCfW83Onc0mvdXrKgnlMSPBaYdjG/piL10Wt4//sCUQm2s1ukevZZfJBMkSUugO/WEFfLarM93e2M8JNKbaz+ZdaWet956C5MZvtZ3zhTNz2Ke4jp7J7WZKRy+NuGyC5H20cGpPWFBbEgvOA7yuVkgdYLjgMX8LqkD1wYmFfiYin7gOoMRMkfSCZF6wfFw2NxOlLVzBoCh8zqdBGnaeZ3KornjqmgGIXLR3MllF2hCpIGqBeOCY8cRk0+gXnDs6J0KX+5HCmbEYVydMP2RwWAwGAwG42PHDKuFEHKjwxFT9ceqUgCg2b+yJkjRH1X+7syZQDQKgCeaEkXb3z+z2/atfq419+2lqpAr6y0A1fRH/8bn/BufB2hD3ZqG9Wsy+ytX1lu+sclaVisHAm1r163Wi5hXJ+1if9bJaw07z/O8TZbQ+XsrMfvdfkcj7W7m1EaaFfXkHNcBQCYjcYwZyq9V8VG9LJORdetX1tWtErzVR5sLdvmNCWsqHoG0BwYjI6Mnoi1doz87MvrT87GEeEoAQkFBKaXnSWer7bvndQmSComJgbbUE5rqzhohkYZEylF+ssZVURQnm/yYO5aDvZfozDliGLgms0ou56M7dPrjmLNwzFE4tee/sBaaXDhgmZN6cI5Oggwgk9FVM0Km42jMWANdYh8fl9aMkHpSB64vnswj2NrlHC2Qv2o136Gh8/qXzf2myyrnjcuyWheNgc/dNiEMJJ0EqaH3Qpov6B3IvIDBYFwemP7I+LjDrOkMBoPB+Bgihoe9DgcHSJSGlaRFLXf9EYA84cuqWj5zOh4H4OHH6xG8BQ4uRgCELP8xKQkSSRVSE6TUOmYkZq4Ttsesk93FyriCubLeohDp2Y3/lBr7ePVwAfJogbvQxlt6glaFxAzD1yGRdjdz5bXK1zdxqi/yPGlXdUCFxPSCIyaKjwpiALzeirr1q7zeipAYD4lpPx4n9ttcccUNcj7vaC99uXXo261D3z4f2zsQ23da3n8g+p+93Cv69SvrLRgvGZ9AZgtkKKBw1Pb0U9/J+proUZtnLn74Oh2X1s+YI5Er5vCyRwf1Fsiocwr0R0PnzLH8eVnvUhwfV6kydNHMULLMZWcm68D1fNuwdvmobNQfUyMgM59tV7+J9lrmHk8gTddFYzpwnZkM+uPCmSbVNKkYJEhTDJ3Xv/jgQ/NlupnrjqMmb5kh87HzqFGCfPiuCbZlJkEyGFcDLP+Rcc3CbOcMBoPBYKQjDqjORwpIlCqgiT9Kq40hWTEb1l5mt78zMnJPfj4IjsSMkWQABri905Xlk92qWpA9wO0FAhgXHxentpdkxSOQbwjW7Y2x95vfuhp6ZkyZVPijhsPu6ttPQIwKwpt+jpJ4uW/Ce3qO6yhSqhTEZDJipXkESFgVAejER4269au+9tQP3vI70TBqGO5eUU+eF+N9QSytouo+4LDD7sDg+d7RnwEIW6wSAT9sdec5wXG5fLrStdCok9e+2qp0b5woiqIoRnGqRWy30HFdxlVoKSoqevfdd2+/PUvDe09PT09Pz7FjRwBwHEdGEmoRpbR8aXV0THY6nRRoPHHSEAHJdfYqlSVZnxoA2+u/TXeTGI5Q21R8O7u8LdgGLkULTS5MVQSkHtMISD1XbQSkgXQRkKsq+R+8a9JgY2DRLLuW/JghAlJPhhbsRXNd6ZyPprAWbD133nknq6BhfHRh+iODwWAwGAzGxwhBEMS335LjMgALIQqlAOIU4/ojkJMEOTrha7NEaRzgCamfPm1930mf28TXM0D2dll/kkvGnwG1moaj+06fPn30SI/gXfzlL6wKhyd8g3W7zWchB7iUKhsfFxKlt5pfuDr1x1woUiqLlEVFSqV69TzXCQ7AywZxcJe/iJKB1ETI86QdeBiAgpiCGAcbSVbEpIqPKnV1q15oer2veYZHOJN6q90yHdAZ1hx2OGZicBDRqDsuhy1WKSaHR0bdeU4QAi7LAFaFvHa37Vv6I9sb44OncbRNmT4jz5GiRKiy457mdwCoE+g3eZfqbqfBYJfNht7eQ909HTeUTy+dXVNaWmo4SU9Pz29/u4vjiIUjFo54l1cJM66/6UAIQGPfSYCKLfsAKFbr9YUupDhBLQdz1R8zmCUD4TClmFz5dRJ6qpd4rkwFDS59C02uLdhyeLwF21Jgqj8uiZ94m1uU4SQ+nDyBigwL9BU0qcy3jmjJj0dj+XBeVM9Sz4j9bjMRr8wVG2/BDltN9cfyIpph8tqUbZ3SqkoTq+PCWXbsHX8xD6Vpwf5M7fR/eX08+fHgiRFTR2TlvHxNfzzYFwFMKmgm24KdlWupBTsXmBGHcXXC9EcGg8FgMBiMjxGCIIRjso1SC+AkRKbUAsRBLRSc+l2V6vuK0zBxUnuMUrXHxkaIODoKgCZTxYJD0ZL7pmbn0Qg5dKjTZrMurLhBkoz1Kf39YwB4ngdIOi1SxSMQT4AcED/8vv+v/6Thb6dmc5eREvkhTXlUKVIqmzZtI+DKfePvS0ikHeKgp5aY1mH3WF8tlR8GoJCYhfIACEiMDJuKjwDKauWSvaMHxJFoo/GEHoEc3CPf/QXdoegYxqKIJhRqPh6XOJKQIPOzT2gCKKbL9gRaQwHl8J4CS7JBuyAfsWHs2fPBB3t2A7il1ifU3vKu+OsWsZ2jFsFbDcDrrfD6JohHiqI8+eRKAC++uB1AMNh1rHvnyTNzP3HTKm3NH977HLvYXwAAIABJREFUfVeo22blvMur1j3+ucS2f/V79UL93NkA6udQMRwJhMPNg5EPOeILRwTdx4zr7MFDd+Xy1C4PZFaJIRTyUmMfHRybislrDUPn9bH8eYah7CnhgGVO5lKaAGb7cDL3E863jUBnKDway5tvm1DGUqLzPx4ZcyLFLHr39KGeketzf8TDERuQxcOYOQIyl+THhTN5zfl4MI3+iIkt2Af7RtPoj67Xd4+PXXcejxiGshPLsrVgVy0o1PkfzxsmsnHttmAzGB9dmP7IYDAYDAaD8fHCTqBQ2AhRW2IsHGchBIBCQQgIKBQkxUhzxO3vigMD4mgUAE1qkTFAofS1wXBYiXvddgDBIeNooelcbVb8m7aIwTZKYbNZvcsW1foW23kbr0uZlKTYmBQDIEkSgLP9ozxvK3CbV6YAWFlv2Y54S3OnKIhXpwsyJCqpFTRFSmWJ/FD6O5EKgdMiHXvFPEqGDZPXGnoLZFJvJumk5/NcR4/llRX1RE2TRL3R/hcnUpgQgCIcgTSGeJyn47OwdlC7QsNWqxST+88PuVx5dj5LnNyr/+5u3+eygPPVVINi2fLqmprFhOMAtLS07W1pA7CnWXzv/T2F108rE2KfqKm9o8bENkiTNdwA1tWtArAO2Ny0LRjs6jq46Y4HqxCee67/xOHDh2u91TXLK73LqzLsSnC7BLfL6wo3njjV2HcyMOO6+uJxy6Ht9d/GskmQmZuyxaHI3OrqzGfIROTc5S+/1nDo9McrNYLtGevbY01I8wNWd5qOd8xQwqe5tAGRAOYgcgJp/4Zxq/XUMcmjXj6muG5NWTDfNjxugZSN+mNqBGTmEexd/QWppTT3zR59ocs8+VFjRanywxZL5jWYqD/mWEGTIzmOYHceHzbVH/WYjmBXzi8CjmhXX3vnSKoEeU2OYDMYH12Y/si4Nsndc75ly5ZLuhMGg8FgMK4qRFEEBZecsOYtnBRX8kFAAApKQQm49BKkuO+g+E5Q7OhW+2d8DofP4RCcTgL8YGCAA1qi0XzCNR0b9LnHqAWKjaplIxr9XGvuKZBioE0MHhCDbcuWLmwOtN8sLG6oezR1Ga+TI0elsCQpkhQ723/G5c5L99uuOoX9rvj6Fdcf1fFhUFkUA+oRaYweeHd4WqnE83bezqtqXart0YBCJMBKQCgA0ENi1FNrnLzWc57rKFKqOF1Ootbwo6fH+up50q5e9gikuxkhkaaeVrJY1K0DgMUiURoBeBAocd5ms0+b5gbGJCkSDkciI2/+FwUsgtekO0gMtD23aQsHCDVLHnt8tTrpTDhCkp/YmprFNTWLqaI8tvbRn/x4a2tr++E97pu95lIT1bqVdJEC6+pW1QS7Njdt2/XLdqCDt9n0tses1Ba4Bber8cQp8fRZsX9gU0ViqJPr7OEWlWSews7QlN144qRitaYOhl8glz0C0h4d1F+dkhFsPRfQgh2yz/WM9WVec/ERkMcU1w3cJNIMkUME5GTZedJ53+wsFsh0EZD6CmwAXWfjhiMqOUZAGkawc+FiRrD1EZBZuTZGsO+66y6W/8j46ML6rxnXJizzgsFgMBgMU0RRtAG1DkdzNApAjeQbbgtxmkRDoQAKKBTFMGftf/4lf9Mr4oEuweF4YfbsF2bPrp82TXA6OSCiKF8tLPxKYeG/zpy5ftq0WqczGB7bfS4qxY1eudRAxnT4N23xN/1cDLapo7XUHp5Ta16Wqoezyw43nC4AiIRHUie1VdRUxJbmzhw3M+X4/X7/xufq1j3h3/ic2PyB2uit/lg4jlhAoYxJo+Hw4Nn+s/zwDYXywhzPTEB2NFKa0kVj4BzXkVieRB3E1qMXHwGsqCeUxLsDqY9oceU5pxe6tR9VEZYIJIsloihqWKed56dPn87zfDwel6LU37TFv2mLf9P4X4L9m7Y827iFA5Yvr35s7WpQEALOwhGdekgpqKJQChA8/uTqx5981AJuiz/0ff+vDbtSlLQVwF5vxfM//GNCOKvV8uUvPLj2K59OXSN9+o50dwdQP2eWz+1CXGkcHteeMsiLKunCH8VwRByKVJXOvxj98TIPXKeib8Gekllsw8B1LhJk1s4ZAJkHrgFkHbjWC47HU7Ig51vHBTjNCDkpSp3j/2ql66LJ2jkDoLwobWe9Hr3gmM4CaRi4/lWr0ZJpyi+b+02Pf/aWCYJj5/HsAq5pC3bVgvGPmakQee21YN955505rmRfhxlXIcz/yGAwGAwGg/ExQvzd7wgSAY57RkdvynO4XXnhtsPKaqgSpAJ1fle9QEEoISSw/5D469+Lx04KbpdwvcvncNCRKJBM5gOSdwLPkVvynbfkO5cNj75w7pxV5nb9A+7+i0luMml71CS57zb9HYCZtb278W2P/NXpyo2md5TJsHrBaofbjmgYikLjSpzjCDH/uzsVxcs9gi2Kon/j8+oLpnoADV3eUXJWDLatfBoARsMAaKXl8xSUKnFCJohx6SEANU1+1DhP2sNk+XV03N1lRX4c484mg/g4vozmGfLmOFjtE4ub3fl5IASEjEmSJMUkaSwcprzdbud5t9t9bH907vzrFs67UQzsBWjdU88ACEeGeWd+rbd62fLq5csXE0JAzJ4rTYiPhAOA5TWLv//s4h+/uLW1pf1Z/86nG1LSRgkxyOgqm5u28zbrurUPLaxYMDYWtVpNJkDjD99vefU3qccJIZTS+jmzXjhxSjx1xjcDahYk19ljA9JNYWdovm7sO6lYrcKKVekWXACXPwLS0EIz5ig0mCIvAP0I9iBfYAiFzEyGEWw9V2EEZEneGHTCXe+IvSQv0zNJFwHpmTZeQZNjF02GEWx9BGQG9BGQmZblMIKtj4BkI9iTZevWratXr77Su2AwJsD8jwwGg8FgMBgfLwS7/emCAgCBaBQ2K2+z8jab1NatijQcwBGo6g8AUDTvPehvekUVHxvmzBLcLjoSJQCnEx8lSjmA54jLkvj1ciHP/+usmb4iR1eL8sO1cu7bEwNt/qYtqvjYUPeo4K2WpFhnMKzlIYasP93Nf7uf25f1VA43Io52AIpCFWp0w62stygkJopi7nu7ePwbn/NvfA6gDXVrmjb+TcP6NQbxEYCDXgeQw6IVgNONpc4vEy75blCFprH1cZQPiQmhrbfZkWHyOglJWiDHsdF8qIGPacRHj0AOihnHRdWGay6xYzvPu135PG+TJCkSDofD4e3+GCFk4fybGr72J02bf9Tw1DeE2lvmLyizO/NqfYsff2KN17eUs3CmQqvmfCQTv8Q8/uTq5TXV7a0dLYHDiZVq8mNSfDScKxjsagl2Cd7qW25e6nI5AYyNmcg3tKos/vD9aZ4lAeB1uxCTG8+MdxxznT0ZdEZTGk+cBPBgbe2k7mVOZCpiFy8CvQUyOqV1NDmSdeBaZYaSxSY5B5kcefN0/kfTLuz5tmHt8lHZ2MGSGgGZeoZSneDYM2pigcw6cI0U/2M6CdK08zozGYTIRXOd2uVchEgkRrBNqJo/IaZT0yInrFmQNuc3lWvA/8hgfKRh+iPjYw37oxCDwWAwPrb4eF6MRsVwBIDbnRdr76EUqrIl7j/U+F+/fmHjf2/403/c8Kf/+O8b/zsaHYtTKg6F/cf6/H0ng9EoeeRePHIvqssAhBWFAgrAJ1WeSFwB4ChA3dxCb4HDOsLt+ofE42auoFHFR4A21D2qRT2q3TIGQtafdll/plchZTKst++pqGoYIaBUe34TeF98K/uLNRWIoli37glRFAXv4qaNfyP4TNIPVRrWr7FQ+06/HUCxcmOxavZMim4UVFHidKKcWrd+FYBQIKdxSwBQq4ZS4MAPka5zXIep+GhKSKSLfAkBpYQ+UqI8UhJ/uET+XIn8uSIlUefiduW7XHk8b+tqjh/aI3OwNzQ0qDcJgtDQ0JBXWGDlyPKaxSR98dHhsOPQOUt32PrbfseLvS71p2fYqv7c+fkvRhXybOM2dTGlNKEREhMX5eaNv8ZItGHaNPLKLj50nOdtshxXFJOPWQYJEoDgdm2YMwtSTNUQVbjOHtOeGdPha3Xyesnsmdf5MscMTp4r10WjMiUj2IXSuOR0YRGQWddk7qIBkNpFYwh8NJUgM7PAPq4e9o45M6zMkZ0nzU+ilyBD53KyQG7rNNcWP718wut/6JS5JdPQeZ3jCLYphsBHNoLNYHzUYfoj49qEBV4wGAwGg2GOlPhu+bWCAgD+E6fUq/ajp6T2w6Dwb/y5f/Or4nstas7jMov1BzNnvjh37s1Oh+B0iMMjYiTiH474f7dHjMfwyD30r+tsj96r/k7JcwRAJK5ICrXysPIAEhJkV4uiufMyIAbbVPFRzXwEIEkxyUx/BDDA7VVVyByfuqIYN+ARCHKX7C4C/8bn1Jlrwbs41fCYytN1TwLY6XcUK0v1x3VGSJpqhAyJaRMPJ5IQH1OzOPu5fee5Q+eJ0ReZegb1R51qd9Oy5fG/Wh7/qyJaVUQr1Z9CZdGC2EPLxv58bvRT4ciwJMV43tbXxoOifP6Emul/+nd/+95WtVgm9ZGODOf/rHfBz3oXvNFre6PX8fZpR8/w+Kz3rjMO7afi0+tkhfu3H+5UzY/j4uNE/XFz0zYSkxuuvx7tPWjvIa/scu/4AMDoqFF2UUVeVYKk1cbmClXWFNwun9u1JzrB0WZ7fVe2FxAAGk+cbOw7Gbdalj0yNX8Rv+IRkIbOmcFp8y/yhIaB62P587LehUVAXgCmnTOpLJw57pQ8mEZ/RIoEmQu/+MA82ze1c8a4YP4E/+Nr7xxJXaOfue7ovcIe4Ysn9whIBuNqg+mPDAaDwWAwGB9Tnpo+HUkJkrdZD/zi7fV//A+q7NgwZ1bTp+7Z8OTD65/8XMGa+/lH720oLm4oLm7ylDUtqhAcDvFAl3/zq/6NP6cUfHV50TP1rtX3AZAUKimUEjh05qe6uYUAdv5bFnXMv2mLGDygBj5qB8ORLBN8A9ze3fy3D1n/I9X8qKFpUKlT2LYUc9OU49/4nFov01BnMm1tiuBbXCUUHhYtvc0p3+QnGiG1wzd5l+W2nXHnY7FivMsAt2+A22tqjTRsQf3Z3qhwlPd6K9TjlFKqqDPiCk2MQNPpZHEFWS1JsTc2yj1BMq3Y1dbW8dJLL6l3EUWxo3V3Tc3ix580vjKq8vjOmesADIXPxyTZyhNr+lHRaZWLrq/0HmjtbGrahhTZUQeHmCwU6Fxv7T0Fx08DVJLMR8tpVZn8uXuVSmM5jOasJJR+s6tbf1PqFLb+7mI4sr6zSxyKLKooe6zhqbRP6eIgs0ou0ZkzoB/BnhImlfloYMCaxduocsAyJ/OCk5P8V8IQ+Hg0Zvy/uETnfzxi5n80BD72ppEgNQ5HbKbHPdPG/8CSIQIylwqaCyPDCPaiudlfVf0Itun8NdgIdhqYHYdxFcL0RwaDwWAwGIyPKUJRkbCkQgxH/CdO+ftO+PtOEjneMGdWw503CX+9AX90Oyrm89XltuoyVJXiL9dhzf2wWgA0zJnVMGeWqkK+4P954MAhAPzicvqXdZG4AgJnimelbm4hFyPbG9N+sxUDbWKwDYA2do2k+Oh2ZxcRBrh9Lba/67G+ajheRBNSpqpHpZvCvnQkxcfFDevXZJi5TqWhbg1ANje9YXrruBEy6YL0eis4ym9vzPzszMeuVbqsP9MckWnqekzgYPN6KyhoAlAKqqqTXJJZ/DJb14qj+6zzKhyj5/i8PMcbb/xanUYXRZEDXTbR+ahXHgGoJTZWnjizfRAqP/O4rHBhic8goLa8u19I+UTZuo7xvC0Wi8ty2qzS2EN3mUqQDXNnIxaPF7gaT5xUAw1MiS8qUSpLlcpS1faoWK0rbr11ajtngCsfAemY2II95pjKFMhcRrANEZDpJMhJRUCegPEk11gEZI7+x0W6FuwMEZCfqZ2uv5pOgqycN+4MTRcBafA/vvaeSb4nG8FmMD4qMP2RwWAwGAwG4+OFOJb8WutwNDzwSTjt+8KRPUORGoejae4cwWrDqtuQnFae4CFbuACrblcval004oGuxp+8DrVSm8L9+ftc1yHVpOYtcHgLHL2/A4B+rtVkV8nJa+2IOnnN8zzP51KPQAGcJ+0GCXKaUmVYp5/CDolUqL05h5NfIKIoimIgx5lrA9OV5Q/W2xTENm/aHgyETFYk+oGoOibs9VVot5TURs2m3SeIj8XKsgr5Kxm3YCJVhES62HeddvVws1XwLqY04XZUK6s5jiMc0Sc5Nm3a9t+b9ttJweq7H9u08X99/1+/6V2+SFHi/o3P7z3aD0A/ef3Omes15VFFGhsDqC2LAwwAFBK7vtJ7YO/BdObHYLDL/J7tPS6XE6DxeKaZVlMJEkBtgSscHdszEm3sO7m+s6vxxEl/z4Q50M0/fm3TBy0bdv1hw64/fEBpac2NX21omPrMx6sAe3Rwaltobhg+rr+aiwSpH8EesGRfnzUC0mRXH8sIyIWzJvxP+KvWtNZU/Qj2wT5zndTQed15PCcJ0mTBxBHszqMmEuQ1NoLNYHxEYfoj42PNli1brvQWGAwGg8G4rAgjRiuKUD4/SumNDscXCgrCcQXfWQvVxAaKCRIUASFYOF+TIJE0QmJ07AX/zwlAONgWl1tX3pfu0VULZGrsYIbJa9X8WC0UZQg3pLoQR4MEWaRUlcYfUV2QhinsXPIoLxJxz7tq5uOF3f0m3/KS2qgYbN/c9MbmTdtTFyQGsWniidzsrQmJiZxNjtp2NOqf4GTFR5BEyOM46plHyWn1EVWvZU1NmVpJTQghnLHsJRjoatq0LRjs8norvlb3heW+BTEScbjxxNpV//wP36xZXhk5fnD58urkM8A7Z64/Mmw0i41J0cyT1xoKEuphOp2xJdgFQHCnqkWUtodsvCUmZxk+TSdBWoHbV6woLSlZMnvm7lgs2Nv39T/5B+0n2NrRHGyvrqqYM3f+HXfc9Ynb7sj+ZC6eK11BgylqodGPYA/yk26hMWVSEZCpFTRgEZA5k+MIdufx4XTLxtfkMILdcSRLAgDzPzIYVwqmPzKuQdasmbTFgMFgMBiMjwmCLENR/EOJb3Fi91HxYM9NBe6vzZsDQmyP3KMACgBKjcUsmqy0cD4qxmslBLdLdUEG3vyDuoarMJcg1RRIe7/Jt9woORvD8L0NUbXSWpJihsnrQmXRBT/lIqWqVH64JvZXRbR6GqrVKWwAoYDCUV4rYp5y/BufEwOtgnfxpMau9RQry1bWW+5rkBb7pgeDXaZGyISiqsQBrFu/kqP89sb4AxvIxDHzSYuPibtNlCC7AyDUUu6DQumhZiUkKjd5l9d4PQQmyiOApk3bmpq2BYOh5d4FX6/78lLfbC2jUxUTlXhctUlSRaEKNRUfJ4WiUM+nvygrXEs6nyNgDH8EpVAoKO0IKZABmmEEO3EC00HsWLy0tPQTn/rUskdWP7Zu/W233zln7nz9z9q1T3iF2+65557SUhP5cqq44hU0SGmhubJc2xGQZe7xz2q6CMgVpeP/FGSIgNSTYwRk7iPYuZBuBPtzt2UvMdeTywj2R5pnnnkmx5UsApJxtcH0RwaDwWAwGIyPEYIsQzeC7f/FbxCTBbeLt1mnTyvgF3tAAYqUpuiJVEyotW2YMwtA4xu/p4pqmgRXUc55ylLv5y1wHDxg8s02EOwoq5UHuL0D3N5Dlv8Q8/681/nSh9NeCzvaE9v2Lk4Xbki1/yQ5T9oTxyb+lMYeLo09PHf4EfdYdYG02EGv4zBpL0+OXMzktcZ0ZXkxXeYRyG1PHfMInGaEnOCFTOoJahBk6Q0LQLGjUanyFYZEGhKpQXz0yF9NJz5WyF9JbaSBToJU/Y8egRBC3mxUqGylUF7cvL2lZVzsUw2PTZu2fe2pHwSDXct8NzxVt/rrdV8ZIxNmHq12AKBQQLjHn1xDCNnW4wgeNZnTDIfDOQ5fA6CU3j0jkm/Nqp6omqP6k/jwcO3HHS4AyKo/Aog9dFfmBaWlpfdMJPvur1EuvgW7UBp3vV1ABGQ6roEIyAvwP+7oMVcAVlXm9I/hp5dPeP0PpW/B1vPL5n7T45+9ZWYud9djGgH5uU8u0F81HcHW8+pvuzMvuDZg+iPjasN6pTfwcWfr1q2aWW/16tVsHJjBYDAYDMalRpAk0eHwDw+jrw+A4MpPjKOuup3jCECSPSLpC4QXzkfXfHSNu5wa5szynzj1wsafb3jq86AgHKwP3i8922h67wp5rf6qf9MWAB4foVRNM6SEkGFnJwEJoz1k+Y9iuqzwZqAJIVEJ+YhHMGzLqJUWKdWgpumFADCTr8obqPrP/952cJ90882fTPcqXST+jc9fzOS1RoW8tsv6kwGy956GyHyRdgVGxOZ2DrbgU11a6zQAmpwsplBKSmd1i6duvHeQUEt3QPEIhALFyo3TlWXTlRsn9ej6V1ad5i6vVQgh2/0KobbKRWWBYDsHWzDYBV1Pjmq9rPGW2uBuWPeoTIZjMHE22XgoigKAEPLOmeKjIxSIhcNh07qhXIavKaX3zhwrzTcXHwfQDmAQhwE0D4WFAtfE+wJANAKqIKYkNJ08l7mhTCX20N2213dpVxVnbhLpZcZVhEgWLeZSYB8dnJLJaxVDBfax/HmGUMjMhOxzsyqSpzk3Jln7fAMXeV+/K8VlCIXMygL7qOZ87B1zGhRJAz0j9rvNPIVlrpjmfNx50mlaSlNeRHN0Pmps65TSKZILZ/Ka8/HgqTFDKKTGojl5GSavTfnFBx+aKpKVNxSkm7zWqFpQpDkfO44MGkIhAVSVFLPJawbjysL0xyuJXnxkXH5Wr159pbfAYDAYDMbl5W/+BkBDNOrPyxNHR+Ojozc7nQ0FRpmAEEIpAEomHp2wqGKC/piYwj7Ys0GVchSAwLryPnn7zhy3VuZLxDISQjgywaEzQPYCeKCBbm9EKKCUC5aJW0nxahpzC4237tvftXdflyTJe5rfEQRBEIQcN5kjfr9fFR8vePJajyZBegTiEWyoj21vjAJ4X2y2UJtq4aQUcETcltK1a9cKgrB23ep9b0uLheI2sR9Qvv7kY8XxpQAooalT0hMf6yu7+b2Y+JoSkC6RhkRa6cu/t360q5l2i3R2CX/vn3fdCwDRHY2Up9O0qh99jqdMhrWZa1NkSt45XXxk2Ol2YTAyOCaN2iTOwY/n5anhj7m8UPdcHy3Nl9UP6iAOq4KjShd9Rb0wuwbduyyBcETVH5Mxpwnyf70n+qnbAUhSDEB48DxArTa7jedtNqMWo1SWKAdLuc6eXPZ2WYmc05IfiauIXgn9Uc+YsxAXXfhREBvKxfmoUSyHs05eL4mfeJvLFOwwB2Et+fEEXKltQTdwEc35eDxFf5xvHdGSH4/G8uE8m+vuk9w9fahn5PrJ3iszGYTIiussOU5e58KiuU5Nfzx4YgQwn8heNNeVbvJao2q+W9MfO48NAVkmsjuOnDc4IgFUlUzT9MeO3gHg2pnIZjA+KjD98UoyJY5og4LJHJQMBoPBYDCy0jAw8Ni0aar7DADkOKw5lQ+Ms3A+tk04ILhdYjjS+F//U/+lPwIAClJePjL4FsdRR3odQAy0vSe+X34TUTMZOY4jabRDj0AqAtYuUQbiK+o5AATEdEy8VH4YQDDQ1RLsjpHI3kBCJ1UQp5ABjI3F+DxQ2U7tYz9+/Zmfv+mYW7zUgVlTlgVJZQAXM3ltQJMg1asr6y3af5FsXHluvWWInlK11Kef+s6zG/+pSKmWwns+3Fv47Q2vWSyvA4hhfCC0WigsVBYaOn8opeWxr4RsPzNsYEejwlHbAmEEIG82UiVmv/HBEU3lXVFPgPMV8kKDvzKz+Jj4VFC67aWfVn7mcYXEHG4l1o9IeNgxfXJ9HaX5cklerDRvfG46igFNc9RT5sU7Ng565ZEQAJz6X5vV6lL9aE5JikmSDECSxuTYmGyz87zRDhl76C57Zw8AcShSUTM5b+m1TeG5o6edS7WrY45CezRLK0juTEqIzJ0DljmGUprZE327J+GabebkTcd82wjMm58TlOj8j0fGnMgm0/aO2A2hkADK3LLmfzwcscHsIVeUKj9smdy/8BmEyEWz7Jr/MUME5KI5eYD52LWeynn5mv54sC8CmPsfgXEHa+exodRS7M99coFp8qNGVUkxMD52/epvuz+6oZB33nnn7373uyu9CwZj0jD98YqxZs0ag/44KelwaxLDcULI6iRTsMuPJizqgsFgMBiMrHjy83sikS8XFgLA6Bicdiw0xrRNGGKmKfPYq27Htne1a+oQNxmMJEqZFQCIy0ociJ/jCEd5XcWCOnMtBtuQHH1NtT2msqKeWGh+pzhc7lPHik2mrItodTDQtanpVwAILAB83koA69Y9eJYe+NX7Lx3dZwFwdK8Vtmg0QvIKiSzLgeYgCHmv7g2O8tW1190rrAPwk5/8xHDy66+/ftWqVVn9kmryY+Y1OSIG2tRXSQwepsiLQ1IgAagWisbIuaQECQAegRxuTlwWBGHu9Qve/UMwP885GpW8yyttNqvgrS68KTjA7VVjNA+IZ4Az77W8xzXxNd6yb67boL4TxfGlsAEASQp06vqvbLg5Qo89X3dEidlneqSUKXgSsv4U8lc1CTKr8xHAV764as/e5xXEZJIQRp1uMhqmg+H+Qneu/RWl+XJJnqyJjz9+cStAS2vSmrzKSvKaD0U2zIbamjPhtvYePHK3epHnbargKElWSZIlaUyBZOXsVuuEL1BKZemmt/9AbdboWPbUyI8V+hHsqPNi9ccbho+3FY0L5UO2AsNQtgHPWN8ea6V6ecDqRpqUwhlK+DSXySY5BxGdBdJt0B/n6fyPxxTXrSl3n28b1iyQ745ed/tEC2RqBGTqCHZp3phWft0zaqY/umKASX1NBnb0cPpSGo1VlfwP3s2omAIAFs6yY+94dOavWocMoZCm/LK537SUpnKe6/XdH2oaZZx6AAAgAElEQVRXO49HKueZhGnqR7A7joZT9UcDr71zxMwC+fEawWZfihlXG0x/vDKkio9TeHdVl2RpkgwGg8FgMDIwo6qqVxQlSvtjMbfFwo+O6RVGQhIN2JPKDEuMYOu+2LoevT/y8k4QRZYIVUgsCimKuqf+d2K9bzk4xx/27CREySo+qpQIY52BRBZhUgJT/5uwQu7caGsJbiOweL0VdetXAaDJPMtT0l6PwHkEhedtNpulO0BDQblbJIBSLsDj4w4HERLHDjT37W/+P7NLbVwRho7n1yyrGLCL3SIFMNh74vvPtUyf6SzIv/6hVV81FSJFUdRf7edaB7i9mnVRTzFdBqBYWTZdWa4dVJVZAG0docGhCACrxQLgJmExgEHuUJT0A7RN7Oeo7flmhcBaVhtbWW/x+LiQKPn9fkEQ1PTJm2uXxpX4lz//IEcICHG78ni5eje/d2U9BwD1HIDtjUpIlAItnf/yo+9++4n/JQbbgy0dUeIZ5A4BGDxNAZw5Sr3eikNiNBA4T2X7TI+05q/NPxcD3L4sEZMT57rD9o7Zi0uOHWhd+NCX1GNWHlYeMSk+Jkl23jx+bjQMALJEAFQUyXcVRwFQSpAMCYhDKfOaP/57mwv3Hx5xAYHIcG2BmfDU3oPqCf3UqhA5FJFjkiLTUavV5nCMV4XEF5Xg7T9QiqunYYZGzpPk/DVc04DeK7mbqUM/gj3IZ9EfDQxY3cVylraZC+AyR0Cm4xJFQHadjVdcZ+6a1EdAZiDHCEj9CHbn8WFT/TEX9BGQ5gsmjmB39E6rKim+sMdiMBgXANMfrwCXVHzUUMMlmQTJYDAYDAZjnN/+Vrso7t9/U1GRu6AgPDQUjsd5St1JIyLUCMjUXMVJkDDPcRxsPGISCEcVBfui0fK58/7Pc8/pl77f/Fbu5/UI5AHQ3/itOxrj3QEkB7EBkBPNc3/ZeJbDYU15BEAVVUcFISTmPpJPHapERSk8Aim9KVYq0sOitVu0gMQ8Xtv96zkAb75Au8UYCFY/dd2q5Q+JtoD6IDsaZUrRLUb6Pxz9+fbvvitW/0nD3xp2KIqiGv6YQXlUUW8asOx9rulHVuR3N6uGTSpJMiGc1WKp9VYD+NLnV2p3+XBaZIg/RwhoPQ2JcncAgBQS6U7qLBHGABw90i02fwCgoW6N4FssSVI4HFYUhQBD4WGO4/IKKsP28WDEB9aT+9db3nxBOSCeeUz81vVz+PCJfAAUBXEqxckIBaBYTwz0Ht1Pbigt/PDsoPfBVBWDAIQCA9zeLitM+rWpbmGS81zHycJX3G4KFPd37ptemRAunW4S7qfh8KB9+oTkO1mCPMbFpEQsafV19P4bxrUe9cNLKVpb2mfPvaGCVKbOX7+3ubA7SO+448aWd9saT5w01R9JRy+dqD8CUBBzuBSLhGgEshyLRqFJkGJ0tFmW5y5cmHqqK8aVDnxUcej8j1MSATlZ9BGQA5YCU/1RHwFpWkFzeSIgpb6OWF/nMYv8Nj/B3njPPfeUOnX+xzQVNJMlxwjIDPrjBZAhAnLCsjQj2LlEQFYtKNRV0JhGQE4Ywe7oPcf0RwbjcsL0x8vNlIuPhjlr/a2XVIJMbc75yGmdH7kNMxgMBoMx5fA8P/2668KDg1IsFm3r5heXJ7pbCElIiNoX1dT56zRwHAdAVf1s1eX0rZ0OkGgYPz47SCnazxz9vv+vU2W73Fko8FwD7U5kQSoeH/EI5G2/OySe52Ctq1vl9VUgaXsEQEAIR86RdkopIdD0R/WnTJDLBHmn39EtWrrFuMfHraznHmzgQiLd3hjf+kKow/eDh+qrz5N2JIIOAZDtfqVbjJ8MHfjz02sfXfW0wQgZhxS/ZXMoh+cSEulOP09htYDzeSsAjI0q7R09ANatfWjJYg9AJCkGmpDX4vG4QhVCCSHEI1g8QsJr2ikOH/gDZ0XeyVOnbhZu1KIneZ6fPn36wMCAoiiEEJromx7fgHriBzaQbh/ebKRnT0jF1/EL5y197Euf6nW+FHG072ikQLxbpLwLp04NzJxd7BEM8hbRgjhVCbKfu3GCC9LMRttjffUc2kFR7iOdu6WzB8f1RwBWHrKE84MDTqfLzjvGpNFo2BKTKAG187b7b4jYbNYF+VFg3DOrPsKPXtwiK7SrM/Tcv8/03XbDdd5j2gJVfPR6K9atXxn0el783iv+vpMNc2cbd6YbwdaQyQgorDxcxYhGII/FZNlqtVqDrR2bf/xa3GK5esyPVw+GgeuPRATkac49Q5kgU17SCMi3337bYbfGug7HRkcAhIGz1zslMlg4A2eOUAA/+mlHReW80ZMznDWfyfERpzACMgM5RkB+pnb6v7ye3f/42Vtm/tMrWV5VQwTka+/1fe42owRZOb8IOKJd7Tx6nrVgMxhXFUx/vKwYEhtXr16tXc0lrjE18HHLli2p+qN+WS4SZGqUZI4JkobNqEPfWZ/FpYZVijMYDAaDoUcURVEUcfaU2NaJ65L2E46TYrF4cr7VXVgoSZICAoqkaJdwrGWJgMwZhxvWISBOl9xBAs171zavXtvw4D21T17Y2TwCKfMpttjMzuZzIVGa+8a0M0eUdLZHAgKavEQSsqOB+xqih0XrYdEaEq07XiAr6olHIN8QrNsblQPimQMbzjxQr1QI4785r2wgIRE7/PHjR879dOu/ieIdWneN2Ly7pHYEyP5V/22/KyQqHLCu7kGvzxMMhDY37SDAsqULv/T5BwGo/Sda7YmCMfXNUN8lAhBwIHRFPfIKsG+7w2qxPvalP7rt1nGTlup/BGC386A0P985DU/sIX+mORLVFwRAuY889QJ58wXaLUYOYu83/izwmSfnzL4FD2wghAD1JCTS7oDSLQ78sM7yQIOiDb+rfUFE53FUp7Cp9iqbiY/nSbt6hwqBlHrzusV9B/GzRQ8ljJOqBTImxePyEAUIscQkWn0d9UyTywrUpEiTsMWWlrbWlrbl3qV5lvj7Ykv3fsu8pd7PPB0EcDiIQ0Gp1lu9bv1KAF6fp3V5hdjaJQ65hBQXJHllF9VJkEqy4UdF1UZlZcwKa0trJ4A77rjL7O1lXNoIyKwUx4fG/Y+5RUCeJu4ZMNokL0UEZE9PT0f7gd4jx+y8lbNwrnwn4QgZicY+HCawDp2CzUYWFTgP2Yba9x928ocXnD7XHb/FOnvRrv6Cu6cbB8/vmz36QpexHCkV/Qh2ughIg/8x3akMEZA5cvDEyKI5eVmX/eKDDz97i3kLjWaBTId+BLvjyKCZ/ngttGA/88wz7G8ejI8iTH+8fKhSoHZ1y5YtkzVCplZdp+p96hGDCzLzOVMXXFiC5FWiPzIYDAaDwVDx+/1i826MjCIWAyC43ZrwJoYjSjwek6T+s2d5u93tdvM8D44DIYoqOSZXTpAcJ5sHqSM4FA0ORUvuow9sICEf3mwc+1Hj682B3d9paLywE1JKv/al+v/b/9JwbODMEbmmpuLJdSsVRUl68ShRFUeVpAapKAlREomnwstJdUkzQnaJKPcRj0AIsLKeC/nI9sb4m43c4QBN+h8BwCMQTxPZ7qfdYuSt3h2CIGTtpdFQbY8cFNWOB2Dzpu3BYAiUfOkLDy5bulDVHN2uCd/Vx8iYzQqOjM8aUyjq05QHi3hb/KtfXrWkyhMOD7ndBTzPh8NhSZIAuPLzbLwVVFVhMV1Z3s+16iVIJIXIBzaQN4FuccRiV375Yl/FPuc9G0bVWz0CKffhNwQhMb6jEb1i3v0NExQdVYJULZCHrNQjfVmxmOhNLba/m3AvQj77dP9/f6/ywwP75pwUF924RD0ec1OAcIQolAJYOE0mXJaE0B+/uEUB/rT+IQA+b8dr7/Z279/7y2e9S24LDrSWWDBQ4/Voi5/8s4eDa7/nP3GyATBKkDoLpIKYTCYYuNSESllSGn+6dd/+rrKystJS47z21YWr6CqZyJ5aslbQFMth2C/5Ni4gAnJvq3jw4MFweNjtcnIc8XmrfTXVtb0n0X5Y/b+yse8UALE/QmB12sjc6Xm9HQctSs+0WAkqv5h1S+kiIHPBMHCd4wh2hgoafQTkwb7RdPqjPgIyF9KNYGflWmrBzgUWyMa4qsgp55tx8aSKj3rzYy4YxMcM/sTUm9I9UNYem0l5CU37uLOyZs0aomOyd2cwGAwGg5GKKIr+H35fbP5A8FYLc2Y0VS5sqlzYMGeW9tO0qOL2aUX7olGeECka7T97VhoZwb5DoJSj4CjlLBxn4VTFR2eSMbMO6h83HBFmXZ96PDgUbeobVGx0RT0hRLXacR6BHBBPra1bXS1MC4mTy5o81Bx/b+O8b/3Zs4e7T57uG/V6K9bVPZjYIOgE8TExT47DltdURx5HiPpDCLHA2HBSJsgA7QpISKppHoF8Y5PVI5DuZi51nysbSLlA7E782w++m+Pm3/a7dvp5DrZ1dQ+q4mMwEAoGQ1TBP//9Hy9butDtylN/0p1BNXIm7Zx0l78wJMa93opbb69wukBBo2Mj/f39kiTxNmt+ntNms6jiI8dl+nVLPeEDGwgAeYybvkA+GBh++wWn+qxVJXpFfcIcejAwvNNvN33jKDDA7Uu1yp7nOvTiI6XQNiPc2WHj4qc69pfmy+pPxbR4RZFcXhirKJIXFsdJtnqiH7+4BcDX1z+cOKG36u+/+WD50mXH9x8Vd9TsD5zyeiu8Po/+Lk9+8yHYrP4TJ/19J40vxSu71AsG86OKw4X//Pm21r0Ho2OxT9x2R+aNXRki42mLxGW0gH100QuOg/zkRrBDdnO5agYd9/GZdmHP0TkiNSOkHr3geFzJ1J1yNJb/P79+TRSD0THp1ptv3LzxmU3P/3/16x6tdTpIe4/2J4H6ubPq587aVOmpnzPrJkf+yePDgmvG9aWxcz2HRnuf7+npST1zmcvkg5qBzBGQ2uVMFsiZ5vVQF0blvHztcjohMnXgOpWqBYXa5XRdNCzzkcG4UjD98TKhF/JyGW3OSua/YxhuNZUF9eLjli1bqA5te5OVFC8m2pLBYDAYDMaU4N/4nH/j82KgVfAubli/puG7/w8evR/V5al1MhwhByXJbbGA0vDISLizN3GDrgUbhEDfRKPXH7e9a/LwC2bpryld3QCC4TEA935rguHugQ1kZb1FgTR0ZnK/ke7yF7zd6OhsCdd6q5d4Z1stNq+3guMI4aCKVGrgo/4uyfBHYuE4vQCnpMipZYJcJsS7RbK9MfF9Xl1R7gMl8SOiiSboEUAs8fJl/Pf9f5118+rMteCtfn7j05oc9sF7hxQFX/niKp63TS8u1AauM6PKhd0BekiMarPnSXdeHIDNZs3Pd/K8VR0+55KvSYX8FZLGyEoIOA4P1BMCFE3LS+iMjbz+dfIICQmyMzC8w59phxyd8ER6LOOFMIYX3iOQspuGxGD7j1/c2trSRpVxsy3hEiPeGfqQfvzilpaWtiXLlwjeKv3xv//mg+VLbzzbc6xo9jxV6tXj9Xme/OZDwoLZYjjs7zspDunmSdt70N6jIKYQo6wTDHZ9/Ws/2Luvy+7kyqqnog3k2qXw3FHtsjaIfTnJpfPaEPiYyqQCH1O5Pdk5M3as3f67Z/sHzt9cu+Rr61d/bcMaqAGslKLdRFIEIBS46ufOEtyu/X3nBjtsJe6iUx1nd/3+zcyPqHVhGzAduL7ULJrr1C5n6MLOsfO68oZx0fm19/pMFkwcuO48msX5y7IgGYzLCdMfLwcG8fECLNCp+YxZ76JfYyoL6sVHwwn1R9JJiunO+VGRINmoOIPBYDCuSfwbnxNFUfBWN9St0UpIUF2OR+/HH92Ocs0/QhtmzwQgjo7yHDfdZuMJkSiNtnerjS0GqF6CVMy/xPpPnILNKiw1FgE39Q0Gh6KeGpJMDBw37pUL8Ajk6NET8THr9sa0RhuNkEj9dbYuUa71Ltn0/F8BOHjgtNdboRbOEBDQpOcRSecjTehWqudx4pOi1MzOeV9DtEyIh0R0J819FPAInKq4vdlo/P3ZIxBPLentGH5v1wFRFDPsXxUftZlrlf/7vdf2tx1etrTi9luXZ/A8puN4YBoHm9dbob1DNh4U1GazuvITZ0tje0xvgKol5QLpah2mUFbUE4WMvdXoBEApFAWKAkrJAxtIuY9QEt/RCIy/zAAQEumORuWfX/zupqZtTZu2BQNdoOixvqqdX5VcCIH+HVlZz5XffF4M7v/xiy//5Edb1fcuEd+ZnpaWtj9++hlVfFQnrw186YsPXbfI++Gxs//Tuin1Vq/P8/h3H/MurxCjo0YjZEe3fvKaAsFg1+ambZubtsUR+2Td0Iwl53q6TmTYG+OSMtkKGi0LMjMHLHNSD87RSZABGDuL5un8j8fS+B/HjrUru18aPtfvXbboGw1fELzVAKUJoZ3ShzNl+dXPnaUZIRfNnAbLyLvNrxvWXMDAdToLZI7+x0WzxofbM1TQGAauM0iQejqPX7jmW7VgXILsOGISAXFtDFzfeeedV3oLDMakYfmPlxy9zTCD+JhZDkutnbn4XWmPa/rQW7ZsUX9PnayeeDEpkFOiCX5UBFAGg8FgMKYc/9//rdjSKtx9y7jyqKdiPubPQPdxvLk7cYRAHB0VR0cEZ57bwkmEhLfu5J8pn6hVUVUJohSUJP92rVB0HTGcXgxHYLMKNy7Sjihd3f7NrwSHonKecvdfTPium+yBoSvrLc+JlLNkN+bs8hd0iTIH1NWtErzVYqBjT3Cfz7tI1zkDCkpANje9ASAYHA/5UjC2SCgaI+fUsuzkk0hrqCsT5MOipSsgewSb1qKihj92iXKpb0IXDZK92F0f4Fn/P91ae+974huoN54zJNJU8TEYCHV0HPUur/za+tVZbY8WypfKD7fY2rUjOxpprxgVvNVeX4UmAUYjBIArP2E7Mh24LlaW9XOtGR5rRT3ZAXTvtqysp90BHBSHS4KWCiGRxqi1Zr/5Arqa5VIfrRBsOxoVnk47JI5yUJ+ITNAJoCXY3YTtVT73MEfLfRiXoScKi+rgfFyOUuJsbW3Hj7Y+/sQa4+YnJpCqtkcF+Pr6hw3OR435zvPVixf9/mBw9+/KFvn+0xP/cuqaJ//s4eWBUOtb+5rbesTOQwAEt9s3NOSFLD96a9OmbQCCwS4AccQWeh23rVOngMnhYOztt99mRRAZ0FfQDE6br3dEXgCTraDxjPXtsVZmXaavoLmQXU2MgExlvm24c8/PeYvlia9+5vZP1CDxf1CyIEv9kFeXor073RmEApdQ4ELfKfFQpGRe0aGDhytL+q67Pu08croISH0FTegcKS8y+Tcwl8BHTKaC5gIiIDuPD5s6Iqvmu7UKmguOgDRwzUdAMhhXD0x/vLRkEB9T8xwznGey5sfcyXA2LaFyUrG1WndN7utzXMlgMBgMBiMDoiiKLa2C220uPgJw2AGgfB6emoc3P0B3X8Oc2f6+k+LoqOB0AuA5wlNu+OXf5K9+QJ3VpdrANKfOCUJJFB5TbNkJpx3WxDdV/4lTABrqHhnfz75D/qaXIcueGmIQH5MnBaUUBCvrLdv9cn9Pfkgc08QpA6r4qE0ZW+J5wZYOAs7rrVAXUEoDwa7WlsPBYJd6ilpvNQAK5bTlAwBt4giA7mbLm7CU1cZWbCAACCEceAVG806ZIJcJ1pBoDfmoRyCaBFnuoyERR0V3hWD8bl/uQ6g5PhLG6dOnAYREanguR8X8OCSPMOG7/S9f322xWLzLq3KcuU6Fgy2hwBKAIhrhAOpyqeJjsvbbDAJC0480q3eiXPydl8iKehIS6Zt+VDQlHYuEqN7Rch/tFrHt+1aHg+dgA2TBW93RcbSs2n0gcFo9u6IoAPbvOSsr1rZddO7i+Oq/nBD8rW5jR6PS2+x08LZ1dSt/9nKgWTzQ2tpeU7MYwLKaxTU1i9XNtgTb9ra2AVCVR2/N4qc3fDbD6yNJ8ieFBR3t3iP7g1s2nViz/j+LlaXF9EbDspoaT02NZ3lLd0uwizsXbW4L7YlG8KsP6VvvqQsqvI4oBkprSJk38daXefHWZsBxDVa7fFTIWkFjYMDqzmUiOzMn4PJlXPC+POtW6yn9Ef7XjQ5J+vKTn7tJWKIarwGoeazjix65N4P+qFI/dxb6TonHI7ITv9r+iye++nX9rWWuWLrJ68mib8He1imtqjSPelw4k9ecjxkqaKaQyhsKgPGx685jQ/qJbJWqBYW6Cuzzn/vkgtTzVJUUf0wmr9l3bcZVBdMfLyGGdpfLPPCrGRi1zZhqiFOyK0OXDivCZjAYDAbj8uP/3r8CaJhrnA0cx+GAwwEU4vwgPn0XfvVbobtPcOeL4WH/wEBDcTEAt4ULd/RKbd32JZ6EPpgYl1blyEQPidxx2AZgdAw2C6xWcXRUDEeEG2ar5kdx30Fx/6Hm3fsUErv3O0YZLhWPQDy1XFfzcOAN4hFMfjsNifSgOCp4q1WhTU0VlMh5AOrkNYDNTTuCwUMERJUd19d9GoCa39djDZ8n7apFcUejAkiHm62/U4rnCKcX1nLpxgtVC2QoQNUibJrcancAneJwrJGurJ+gJHoEsgO0ZCk52nuUo3woENNLjW80xkKBc2W1cefNO/dgJ4Bi5ca+5hnHj52+uXbJHbfVZH6J0tHb7BSSCiwAEMgS5Xkbz9uoAgAcZ/7iFys3DnB7kwPq5qxsIM/X0aP7OXyRrqgnOxrjO/359yU7r1X5cGGt5dBbBccPxYmCJ554cO/+UCDYSaG0BcZ83kUA1On4YKArGOz6/e/3XVc87fTB4ecfoxYriDVOIVcJhRI5V+5Tn0u1ag71b/yfkhtmTZ9eFAi2gaA52G4lid9jZUo4QgHc4qvyeavS2R5VJCkGYIFzsPoz63/X+VTogxn99fsAQIFeglRfK0KI11vh9VYMoL2atgGw8DyQ+IDEpXOpE+tlXhxuPoFPZNgCY4opiA1pk9eDfHb9sVgOa5PXA5YCU/1xBg2fRmLNac6NlH8UfDh5AhXGozpu4CLpJq/PBgKHPjwpuF23nxyw2tQaeuj1dw350VusL3+Q+enUz50ldoacMT7GS3947/cXU3+UoYLm0nHwxAhgnppaOS9f8z8e7IsAM82X3VCgWSA7joZT9cfK+UXAuD3/tXeOpEqQVSXTNP2xo3cAYP5HBuNywPTHS4UhCTE1Y3FSp9JfnVpp78K0QoN5c8uWLXqxdbIWyCvCVb49BoPBYDAmhf/v/xaxWMOc9OKjnqJCAPAtQfeJhrlz/ceOi8MjmgvSTkh4628shNiWlGsTglC9kASEEEpptO3wUCwGgI/H7STmP3kSHIdCl//5l8Tuo5DjIKhemn/bX0gZQgZV4kocwP3rEWrGyIlpv/jXIYdbMUh7alu0NmfNUR5Aa+CoqnAFA10twe6WYFetd7HXW1HjLVdITMYIkNDWpilV5y2JmeUV9RyAHZAPiB+2B/gPxRlfXX9rnIwNcPsHuH36By0TZMBOEdcFphMAK+oREikH24RicACAp5Z0fUBLlwz3HJD1yZIhkYZEWibE72uIagcHuH0v/3S6jXdyFs44V5wGAisgFdHq86RdPa1hQTQMADxvVR88Q9X1dOXGUDYLpMq5k0BSeD3YHL1Pt8+QSHf67Rziy5dVLK2qeH/fe50tgz5vpZbIqaK+QcFgt9uVL0mxW2qXxBWFUjpqPxyznmsXBwCEdltjY1JBQR6A//dbL1gslvvvvVWTZf1NL6sXYrFYXKHr1j6UNHhmQZJkAA43SiPn2yu9A4f2AOjn9vVz+6Yr+xNGyKTJV30LBtA+QDsAqOXvjIuk8NzR086l6uUxZyHOZV5+ZZihhJHTzHGCAGb7YOxMT8cbzc0EqJ87m+s6Rl99mz58T7q/CqCqXH4U2SXIObMaT5wqcRd1dO+dPeeG0tJS9XiZW9b8j4cjNsBk/npFqfLDlsk81YwRkDnymdrp//J69tjHynmu13d/eJGPpVK1oChd+XViQUkxMO427egdYKXYDMZlgOmPl4StW7fqFbqLER9x5fRHfUFN1vNcJRZIgzCaAaY/MhgMBuOaQRRF8UCb4HYLBW4AePk3ePT+7HerLsf/fgov/0YIR1T9EYDgdKpT2ENbf5N36Kj9s2rC/bg6RkLHSOiY/diHcNghy1Jc2XzuXJRSjoN4qAeAsNiDaQWCt1rwVh9S/mOA25vu8dUIyGQXDcoFEtozONwZB/B8M/HUJvIWd/kLOMh1davG7whb4+ZXKOIAgoGupqbtAPV6Fz5edw8hREGysDi56yKlKikuJMpMVtZbQj4aCsh7xeOWTa231PhqfF8e4JYC0AuRZUI8JFrVJMekUZAA8AikS5QfqDfTpwhCraOF7qJucUChCkc4AF0BGaBlgqxfeFi0WuMFcchf2/CoGn1IkhKYKRSq6Dkup3YHkGieGYcDKM/bsuqPAIqVZVktkOUCCe3GjkaqvheUxLc3civrOaglM34QxL60wXtIjP50y684WLQBeY3Nm7YHgl0EqPVWa3bFqBQdG4sey3s1Yj//wAYSEml3IN4t0p2//aDjcIcSJwTQe0Ib6h7VLocjw5IUi0SQowSpcs/so3sWec90Bt9qdNxbH0VShSyS9i+kX9ZeqwG0d9FESbdef6RpOpcYV5ZcKmiK40Pj/kerG2Pmy/QRkAcsc5bEjc1CcxA5gbQdzfN0/sdjiuvW5HFxxzZOljfMmaWtTCs+Ajbkx3KQIIUCVyDs2nNqOG6T9+7dO64/umLAJP6nANB93jwCclUl/4N3sxfafHp5wfd2JNq9M1TQGPhlc/9narMXx//igw8/e4u5BVIjlwjIXEawO3rPfeT0x2eeeYYlzzI+cjD9ceq5APHx8mth+noZU61QX1CTywnVHhu9BTKXe015rw6DwWAwGB9DRFFELNZQXnohd64uEw50NcxVgyCjwv/P3pnHN3Hfef/zm5FkG5+Y+zBgW8YHly2NSXw8VugAACAASURBVCAHJKXgpk3TkGO7S3piYpOk3e6zu0+3282z3aftbvvsbre7TYoNpk2bpO2Sa9OmFNKUXkkJeDTGBss2kg8wmNsYSz401+/5Y6TRWJZkGQy2ybxffiXS6Dc//WYsCc9Hn+/3kzJUnZ2dzrJXJEl2dww0tWY8vom1goFVDMgswzDvHAWgVfjy/b6a8xdhtdy96U6jQqSzXP70SesPe8mJuCsgANVUSIbBh6tIuwuEqB6eeutZ50OyVnmt++lY2DQNUZPe9tT9koBs3/6RMoc9jtyWRUv6SIsx8MTOETtHDgAC7wHgcBbMUtdQ0Gx1tSZEei0vayMjOjmGVEKqq3I6W6pIez0TkOQFa66111sP1sqbn6QMw2jmx9H6o69/6O71pfqWuCpkMK2CgTVLLc5ighZIGCrQgWDxdXB4XPHReDg0uEMU7By8R3C6mWrxO16eWmgKEADQxSdTMrC5Sv2T670uIZXTbY8h2Tdke/QYlUcNi01lksCooAAo8p3EzqGdQzsveflL6vCM9XeuiboelVKrxQpAkyBtNguCJkeilVpHnjVKGcLIAdWShLVcvvtNBAJzKe3SDn14AH6x6QyakpNmWCy31WURPd9F7DODd9JmAl2TuJjJjaDJln1IGnvYDRIrgqal83R5ehqXnqY1TiUtnfHnsSJVKskbU4LUqrAzZ860JMf0Fd5IBE0EnstKIqE0J88Hls+Pfq6NETRxMEbQxOLhuxb9y8/GKLp/+J6l8f2PHyjGleVgYnJTua3+oZ0KRIiPsdKlMZ5esDepiaQxXmZ0No4xNme8E+qTjPlJZzbENTExMTExmQA8bde/b94i5C/i2s9WL1rA913jBwZrenu5lBmFNpsoSSAY+p93ktMx7IMsMjab1ZoWjC6tOXuO9/lgtVR/8QnOEVMOWC59LkCu9pGWq0wLCHTVbDRbqsjzvNLuIpufJIQg34mDtQr/JpmfKxktdQy16cKaS2glIJWVD5SW5ZME6pdHU1HFaBLk3j0Ht++o0KbIVlcDsMvIfvL4t/h2rQVkxF7P8WoynT1LzTFWbVOAQiKwVlSz36+n7S7a7kK7SxltfgRwuj66dYsGpcawfGjUBy10hkiu5UpbOy0AmkVyrdPyOoBceau2rwp5rIrqIAXyE0dsjYgrQdo5wrBMfzBIBnaOaCXY79QktboGtNPSVZ/COYoqd3wEVIumASgEwVNXd4AAnKOkqnJrxLQqESkoaw1aX7W97BzJdxIK1fMuJEkSRcmYyUMp9fpmdAykandFUTo1POIEauozo2faUEqBHFtfTtK1JbgGP9annWkoXd7cKABEETE8EFythTUviBLi0KFDxru5ubm6824SSSSCxtgC0pu0yB44G3981BaQC+HT/Y9RI2iMLSC1CJpDhw4xsgwARMvuisx8j4qFzlCLC2lJD3HHE2q59LQjvQP+oX5jAvtNiqCJoz8aI2jaYuuPN4833jv78F1jWCDNFpAmJlME85/bCSZCfJzKXzUYmza+8sorUS0DcfRT4xjj4PFaIE1MTExMTExuEL7nHJeefp07Dwew+U7seo1LT+PS02rO9vC+AX5oeE1yskLpE1mZhqE0PS2l5uw5AJryuKZ0UcVXZgGCB4I+KFtdPUsNJntQCkpVlszIJquzqGZ/2wqgj2m5yrQA6EWkHEkoCEAp8p3k6T3kQA1t56Und36ruvIRzein1SCDwGpjGoQOh6OgzGE3NlsM62iGP21mqsXX2NaoJ0CTII/UHytz5WtPQUAAOktdk62uZui39D6PJORCJICdY9z11/735/8O2NbLNPUyxwFcMWiRm3fSg7vYDkGlREWwm2QkxBa4wB72WoZCp25VtqqHotBYKiKrzlDIYK6y1UZ7gF5N0u20AMBsbAVUmQyCwBq7VlTHLn/Ka3kRcSVICgkjLZlenrbxw1qB/G9r0hmgzGGnoJrBSxujiY9VlY+MzodRIdFQLXswZZuGZFdKt1QxnUfAMOj3+y+TeaeHM9r9qcZlEUClVE9GgpbOPsoyqqV7nJFmnpFmnpWubcg+K4rSDIiMzAwPQBEJAKuNZcCKoizLQxaFTU6aMWKGaV1/nZY1IdN0dnZ2dnZmXb58/MoVVhmhyXW3tf0BKMjJGZ4x4xbXgY43giYRVio9h5jCOAMWYAxf3mgypOFzQJWh+JqCyi1NbHERg+iJ0gAAwsCKRzYrJa3sq+/GmZ8hjCzJ3s7m3M7r1IJvWQSNsQXkxEbQxMJsAWliMgUx9ceJZBqJjxoRuTGjHx2vefM6LJCTgtn80cTExMTktqGmpgaShOTk8CZ3O5BA/0eN5CQEhpG/CO1nAVQvWsj7/Hy/j/f5h1W1MTAMCm5msiKiYWCYvXiRglIrlpeRnM2inTvTizMR8/UyjZA/NUtdrYmPABjYGCTJdEAhQZtMllqcpRbLAcz2b704802LjWo12naOdNTbGCqpRNMusflJ0u4kb+8Wa+pee4JZe19ZhTbDpUtXff2B9etLKnc8QFW9MSONlaaSqRbGyZewO4mXF99vcBlqmTUtjViRmkxt2SN9jhFkq6s13fCduhQiNrGMCMDOMd1cRjN/WRZRsD7STPVOTTKFDEIBeoU5pj3dFSboRgzNaZQjQ1Aw1MogS8VghpoH9Gr7aipk71x3plTCWgGKXGUrACtNjaN0zFJXwyBBIhhHM+IckmDSTnhjJ59MyUC+kxyoVbp5LeHaDoCGDJB7Y4uPwWMwzq9LkAAhhCGEYXFOTP/ZpdWEBLXF0EpAKVUBSqkmLxJCaLRJRzwBxanhTEtKf/IMlWUYquBnfzlv82cyFt95Ti/f9vuHFFkNkIEkW2rUExVLf+wQkFuwMOpDkwsx6o/+68x8+dNbb3m6u1lF6QHKU1MBbJ8X1oP2XrgAQOjqAvCjtrZ7KypiSWDJhvrrKRtBE8FFJn2uGiUpW+cc0uIokloLyJbO02szIr8GYNxnpJIcK0WsN6bekJUtLiIl56i7PeowrQRboaCQOzs7tZM/uRE0ibeAbOsZLFw4Y/T2CYygMXK7toDcsGHD73//+8lehYnJODBj3SYMY+D1eMXHmyGHjY6ojjps3759o3XGxx57jFJ6HauK8EuOywI5ISfBNF2amJiYmHwwqV40Mvn61V8numdyMubNw6qw8YdLT6tetLCupJBhGDFlhs+mtC8bapw56LfRnE3yfV9WnvwJ3fj3kSXJRjQ9i4ays7WSWAtSk+hMhtoYamOpjaU2RWQImBLy2Tz58TLpH7JoiY0GO9YxFEzI0GbnyDN7LCoRX9p91EKD8tDwcMBmGxm9QmKKjxpRtLwQdo7YOeaYq6tuz37jdsHloVAz1eV2eZtd3hZnhuASAFVVi1cs1u7et9M/f0myqkKNdvGuEslQfEL1HwqVQr3CNHosLx21fVlvQxkcRwGAIYSlMxiahKCJkBAwBAyAfpu7j7j7GHeD9RudltdPWl+8yBxREIjV4XGWuvoO8V/vEP/VLn8qW10zSy2dpZZlqytnqitn0pXC9zlINpuNzaIlWbRktuJURMtJflj77Z+qT3U4CrbvqDAcBhVcJwXBwzlKYoiPUEmURo36CQQQUJJ8so0ENeiw+VSlVHM+ai+qqLU7NOSmDP8AAGRKhlUWrI2wLEtsv/nx8O9qs/z+Yb9/WBRlm81KCCRR9Q/4ZFlGYuHXHZrrd3hinIZTis7OTmHfvo6urvLk5O3z5j2fl7d93jyj+AhA26I9xCrKe7/85Z/eeivqbEnD127eUhOJoDEWXOuF2KMxCo4XSZRhCw2CYw8iB6yznB9zJToSGYj9YNhuTB+5j5SM0Vwicw45dbZFu52XFvPNFYtYFsgHiuI4NMM8WDr2+dcwCo5tZ8cOtwHwP+9H1yKLl4RPfiwjZITg2Hp6jHaQuhBpYmJy8zD9jxNGRPqz9idRhKami4AR4uDk2vESKbIe12yJWyBNudDExMTExGRKUFoEdztOngrdp1CpjZAlV6965lsyZ9PM2fAOqVuCic+ayEPiXBWfZF+0S9tCVbBhrAj7ywgGAQmAhaYqRMyVt2ao+xm4tY1BdxulhICCbqkiB2vFb/7gHzZVBwB099icpSWrVtkp1MS6HcIubztqi+lhrKhinuNFXmipRLjXpCB4AGjtCzWTY766rZc9fpU9DjSoJNLsU+9yp2eknrrQgVDghQLRYqVLVkUpvh4LLZoFvUzTUVuTXX4iW10VVNMIQUhYY6jtQK1cETWJO2SK7LO4O7Avi5bMUkpnq2XhKUb++mYZCud1fotXVQXr16/OlbXTsl8SFSZJ2VLFHKylEvHbuUgjVV3dAQIyuuejjgLdBlvUx7bAaIE0rEjfSEChOTANtsdYk8eUoCkBoQ0NzZlF6z667bFjb/zA29jc8ZdZd3/22rIyVRRlAPOsq+ewq+ZaVgOUoQxk9JLWq0zbFRq9aWlnA4Vivf0iaA8dOtTd1sYqiiM1NUJzjIojNdWRl7f3wgWhq8uza1ccI+REMd4ImklB7wUZCxkDFkT32xr7IdDiZcTdqX3YUozw4XLpaX8UA1FNjhodfmtURfI6ImgSJE4ETYIkEkFTlJMBjNHEEyNLsFtOXStaEvlVwdaN+d984faXHc0rbpOpg+l/vLm8MhISIuJTIE4RdARTsHB4tHfyui2QJiYmJiYmJhODux0xqvZiUrBk9La5lDJKrEo9zakXtWMgetkmgDBMPNuOKEpWq0VV1eA0FABUhK6WwwY0ClAtrrrVNXCqPvNArWq1WFevtMuBBI8tSHwDo51jws9uOJqIjdnq6gL5iUx1OUNtBIxuVuKFFkrpxYu9mXPCR505l4CQRSvkoXilnHEImjq9lpdCkkQoYoXSqu2RGh8hJFbbyD7ibrf85KT1R71MU7AzZ4xfn5GjfHNGRiqLJAudwVArAVNo16QlokIGkHLHO0aH5t49mvj4SKwJZYPtK0uNNEhSSimovSz7Uqtg3BjL9hixeorQbyPiBwDQ0NCs3ej0ZWZu+itu62dYYn33R5nnW5Ozs9PzstauTNo2z7Jam0allFJk06J85aG1ylcKyCPaj/5cHcLULb6+EQ4dOtTjdmu2x0TERx1tPKsofzhwoLNzjJTniSURC6QRb1L0uJK51OB/ZMboqNsTrb9qDhMWzs7E0B8Zd7BnhUJEFTELlknwCx6CklyU5IY2MsZvfbTXf9F6QomopwMZBccO3w2ZjYyZM/tbYy51+bywU7Lt/Dg/lK+XopzwL/2N98bWIhPh9d+N8x9NExOTcWLqj1MCLTVbVyfjjJwK+mOEpDh6SRFbIsyeU4GpcBpNTExMTEwmDKtVi4UZgbtjfJNE0x8BlJEhr4teu0QBePnRclVk1bN+J+5fNPD5BwFoDfhUUIZaAQiCJ88ZsgoqSkQEy5YqAuCt2j75ahYhWL2qYMSMCTh44pdR251EJaKxBFsQPE5HkV4vTPU+k0AynaV5OfXyZ5fQIooSyxLnAyOu+QkDq42RRQz5IBmuzRlqXVqcHO2URhA8wx7Ly5EhKwRlzjwvH9maMGZyDXCVnPBYXho9eVR4wQ3gSu+16spHWNhYdYZL8JzqPm/nGALSzjN5nIKgQ/PLWn9MQfDGqbyGwfwYgVFUZJM6AFxqc2lnVlddmfgvqdgsTR0C0Njglikp/nilNiFdes8jz/47C+tvalKy1OJc5RHCEMIQhtEkHkqpqobMtdko0X7uIM9qQmRvQ56FpuUuKLu+JU1NOjs7u9vaNNujIzW6NS8O2o6solytr48zLJCcGefRBDFmzlyzja0/ZstjfwMQv+EjACdGfcyORZw3I2K/HUIEJUj6yH0jNzJGIfKeT06PK/qPl4czZ9p6BmMNK1ocfuGNaYS8caZdz0cTk2nN9Pi0mhY8FmKyFxLEqBJO7KrGtDROlgUycaFz6vyaTExMTExMbpDq6uroD4zX/5ichOVLdc9YTc95WC1ccfGXctcxquWcFwDaXVH3DDrpIoJL4nylKoqSKEo2myUpyYpgJbBVK3aOOrvOlipCidLVEnA4Ciw2yKL2RJHD4pCtrrbL29aK3x6tQkZ0tNSFSBUSMRSbRz2umrpXj/LNAVG0JrF2LvIP7OR0qkmQw35oRshN1cMUas+pAQAHaxNaei/TGKpGDouGyXQWDLpwYgodPWn9kfFuLO2WF9yiKN13L6e9JGr3vg6AskMADtRGip5ey8tey8sR9aERjHZ7hVLRAUBr+AhgSxVhGflSmxBcnVbGf73iI4BlaUMw+B8ROuZOfya39TMMrIdqRmhtms1SG6iqdGS6OrJR8kZdl1u4XFC46GYXGt9i/nDgAKsoZWljJ6fHwpGa6khNdV+8GNELMmko3AJyOGUC9MepwLlRFsjFBv+jXn8d7KQQjTi9UHW0Dx/6yOgyf8L3+1NnqgDsHHPqVNfoffUsmgi25IbfpxMbgZ14BE0sihaP++WXSAvI+FnYwTHTrQXkxo0bJ3sJJibjw9QfJwwtc2bfvn3UgBbtMtWkyVvAdVggp2ZStomJiYmJydSHW7iA90Vz7iSeQgMgORk2W9BYwwRdfdx3voN//MfPPP2wJYnQmIXYGiPyPghwJXZgtGZ+TEtLAULuQVgbhHYVUsWT4YthZtRFu1aFrSpaoS3xJbW0q290Wd9oTPrnxqR/PmaN/OmyvNHHtERdg6ZCakKkrkXaOUYQvIZDUip3PBA6IAIa9unxgptzlOi3j/LNixbOnTN75qr1US6eO3hLcjpNSScANCOkhjgEQhMJog2eiF62KXQ3uMXpKGaozesKnymtBDu+GnuVnDAWlUe1QGoHlZGRqh2mGpqRMdTFb6oeNu6yb/dJAuJw2KNWlaoQR2duLJMfNkqQOgtX5l1qFS62umjwFRI9aibOXZ2lqUNLU4de+OE+ABl2LnJVS+8pWLVGEDwNrhF+YUIQSt6O1B8FwSMInpI1C9evfQC3EX966y2t52NU5yNTuNT64D36D1MYJU1YQ/NOerq7b3EVduIkGEFzgo1SXB8/gsZYf60TVLINLyLLq4f121LsEG3jHKQkT6/C1tDetgqCnmrCBp3jmxYkFO2SCMb66zgR2IlH0BiJY4E0EiuC5uG7ohfRj5etG/MnZJ5JYcOGDQmOnIL1iCYfTEz98eaii5IR0mTEmMTVyQQ/OyY93yYRC6T5OWhiYmJiYjIxzJoTfft1dIEMwft83MoV2u37uU+t5OZnz0321sd36o14tDeG/mgUH4MQEAKX4FnlXKDqQhMhgFYHO2L3fCcAXENHS/Y3zme9fs3acpVEVxgB9JGWLjamBKmhFWXrjkgZgwDq9uzXiq/1YaphHTV1rxpnOMKfEEWpo+tsQAwEhnpw4YL+Y8/vB0VHPQNVtVhUi40yDJFF+K5gqXMIwHIu2cvTMauwNa2hlzkesZ1zFK9zlHt5VTckahbIMd2gMhnj4n/XnldFUZo/b7amP/KCm29wOx2F8fcSyTX1zhfrbV89aX3BY/mx/hpQIcUK/M1Si0ZvLN0gsIx8uU0AED/8d0yWpQ41NDQ3NDTbV64uenAHaPB1pUHAZGz6kqSSPXW/NOwUdJgSBkRTng0ntEHwAGRm2hinYnrR2dnp6e6OGjjDFC5N+ptt1gfvZgqX6D/WB++Oo0KWpaVpjSBv3oIzxbDlbbwR2LeMvNxc3jdxFcSPfMh4r+bsOVgtRetDSdkxrJSxLJDGzJmDndE1AaP+mDgnY7eATDACu3DRhFkgjbzxx1Njjpl2FkgTk+mFqT9OCeKokxPCzdMf48x8U7tA6u0yHzdw+PDhsfc0MTExMTG57eA2b4Z2OTqacVkgQwSnMsiaX66uPdc1jLGLhSk0gScGeuW11vlRhxdaCDBMr4atfQwDlh3dRdLOEWINiMzVEc8Zly72jTFGaDPL2+Yp6yxIFVweQfAUc5kh8yMUiFrit7HAubryUQDP797nElokSWYYqFSs2Dbiotq+Wg5qgZSC0pQZVFWpRaGgZGGRQijbe2kQMQvb40KCB15VuXWlc46XVyOqsMf8izKOBbKm7lWV0oyM1P/zlR0AKKW1e18DRXXlwwmu7ipp7mWOeywvHrH9bZv1h5dZVywZMUstXhP4+8yRWTR2jsxbPOdSm9D6iz1RO4km+OeyZn5sbGiWKZGWrguWeIckyFB8EO569HME2LtH08tG9sQMyTsAFQTP00/9pyB483Lzb7PK687OzqiV19YH77E+eHfUXXQVcvRDuony5lkgjf0fpxRGC+QpNhNAbc957d2qvyX1CBoAKpHipNBEErJAUlBQqFQNN3+Uw9/oTGAEjZE4FshJj6BpOR29d2fx0sjM6yhjDC0gW7quxhk5fTl8+LDxqlm/jp7sdZl84DD1x9uTm9f8EQn3c7w1XSCN8eJnzpwZewez+aOJiYmJyW0Hx3FcWSnv8/H9N1yFDfD9Pt7n48pKIzpLfvlvv5o9O81bTz1juSBjRZr4/INRzI8AgNq61yjwl59+Jj1QYtQvSVQpjeiPBpsGjqm1dVkSkiC19QuCR4V0V+ld+iZNINDXpRVf84L789X/dPj9puRk26xZmTabZdOfXx49nX2N3MGPkABYYLaiFKyU7KXWS6fpsqJUL08T7AI5arEAcH/pQwy1HahVghtCJy3+aYnVe06rvE5Jtn3+0w9pW2r2vgag8rOfYGAzDCTv1CQnssY+4u5kX2uwfjPOb2GZ9HDx1a+mB4qzaAkAL0/7zp1ZvLz4Uptwqc2FkV0qExcfN8ztfeEH+xoamhcVl80pdOqtQlWVUBrOxpaX3lWwarVL8Aiuk6NfvVohdl3dr/bW7VeosnDh0vV33ZvYEqYNWuxMROU1U7iUKYweS2UYsySqC1ILopmyJdixIrCNRI3ANkbQRI3ANpK78RMqywBBF63xlWUswTZ+EzAGxSH9UaW8z798Y3ABXl5dunRZopOMhwRLsG8etyCC5oPAmTNnjFfNk70ckw8upv44+Ywph41XL5s6nymJWyCvQxOMVbSubV+3bt14JzQxMTExMZm+VH/1WVitNT3RLJDu9kQlyJI8ALzPD6uV2/KRiAc5jruz9EGqsO2uMfU+rVi4Ub8vitKV3muiKNls1mji4+sAKisrLDYsGdqaFihJCwTdcAQkVkPDYBp1whJkIvCCOyXFJgieVc4FDufIfO1QF0Kt+PqEu/37u18RRWm5fYmzrGR4OFBQCvtaC5IjJTmiAECHy2IhqRaSqmte6ZTmF10BhSVtsMiZmkgVdqj/I6Cn7gAIVWEz1KZVYevFNNppiXVmoqoeh480Pb/7FWPl9VFXMy+4y9YUrbtjNRBM3K6oup6LiD7SEkeClEXkDG3NlbeWif/Qzc9kYCtdSiwMdb+5W5Mg9eNNpB7bKD7OK3LkPBAU03UzJaWgNJzCUfqJSgIIQpTUeMHl/cHeAw2Cp2DF7Hvv3nT//aOTQKYeaTP1m9Q/RvJGVJWQKVway/kYQaxhjtTU7ra2RGa4NSQSgb1S6ZnYJ81ftID3+ev7/XFishQiyojenSCSkjyU5KqU1vacpxZ21YoyGOKnxsXERtAUzk/Sb8eJoEkwAvsTd0Y2AYhK8ZKwQByr/rp4aTjs6LaMoInTAjJOk7cPYDqFyRRhwvzYJokToQ+O652fiLYYMWYSc120zzV9PRMojEY9KO2qIOpDmvR5+PDhBD2SJiYmJiYm047qv/6bmm/9S83Zc9WLFkQ+5m7H/23H/4mRlK1Tkl9z9sea+ZHjIpM6APz5n//5tb4r7/FvHwQ2P0k07S8qFFSvt/X5B0VRAmCzWdPTZgAwpiTzQgsvuB2OAoezABTJaVji3yqJsKXsB9BLGhnCKFShNPxcuSuS2/kBVEU+t3HMdcALLZTi0qW+O+6yb/+zR4d9SE4PHgxCnsI/vHfsKN+8aOGczq6ejIzUtdyKbZ/8yBf/5l/ByPd9QQEyASAzfMW7TH6o+ov426pXTwlsUblW9hsAy8JiAWBfi6K2lFZ+aM6SQULZg7VKRAZ3FGh0+a2qcutQ3WWBbwOleU7YORIhyxrPjOYxHM33dv1MaGyTRKmi4o4nHn8QQE3dq/WCGxTPVAW/RU6msxhq8/JKPqe285Ht4RhqBeKZpPpISx9TlKVGZs7IonZygqv08rTcseKJxz9eZC/4bu3/uN/cPafIWfLxJ+PMbGRp6lDG2T++8FazJj4m55frD2knhGF0cVbVzky7P3VukVMQ+O3YrI0UXN4GwQtAEDwKJCZl8ETT4P33rkpwDVOIBPTH0cXXCYqPocH3SL/4Y5wBmVdPX0wJnrpASiYmosg1Q+rXOz92py7OGZiEP/JdWGB0RAJYzPj15OtuNe3xjz/s3fX92rPnyzPswSpsgBAw7jOMu1styRnvM8oFS4TDjbzP71hTdOfKB+Thhb+t309ov1EW37RgaLcn2Paxw28FJiaRJl799fwkNI4t704sRTkZwBhtPYuWZAFjtH3cujH/my9MM9kxgnXr1i1evBhxr5FvRpM3E5PxYvofJ4HxynARnyPxOzVEeKon/WuNOBbIm+HTjHW8WodN0xRpYmJiYnIbo1dhR28ECeD/1sSPo+FdzcHK668+G2tM9c5nnOVr2l203UUpharGdNiplJ4Rj17p7RNF0WLDjDQmJY2GCpnDYphWeb19RwUQ7MlnsQHA/KuPFMifuUP6zh3Sd2appemBEv1ZLGmDMLh+jBbIOFdYYzZZe//I8UBATE1L4lY6JRGSCN8V+K5gyI9Bv9Lb23+l95pwrCUgSmd7Li0vWPq5T398zarlX/ybfxVFadNOCcAy+SH9p1T8cqn45Sy1KEstKnUuG2FvtCUhM1P72fQMLeCsl07TectlAM/vUMd2M+mPj2wq9+mtn0yzzvUcYd+uDVZzk9CJjn9yRFH643sN333+J0JjW0H+4qef+fifPX4/L7g12Ek4sgAAIABJREFU8ZGqtPKzn9AHV1c+ysDmdVEGVgDG0vI8TkbMDqEkFKzOnGLfTKIzrTTVSlNZ2KgKUCgigKDgKwgefbfVK+3b/2LzmtLCS60u98/DRkgSwwWp2R4736oxOh/nFDojloLQy0Z/5aiqqioKVfE3/2v33j0Hnt75vb11vxIET73QvKwUG7YPfebfCFhpyhYU3zjG4uuoXR3jELVMWxM0Dx06dIMLmyiylbBFLk4EtpGoJdgL4yZWj47AXr1gAYDas+f1KmztnWh59X19jELERLpA+vyD1xbPre05D6vlk898DkCyuCZDWc6oM8bcdzSJRNA8UGSLuj0+cSJojNxgBPZ10Hr6NrRAAli8eLF2tTvZCzExGQNTf5weJN5I8UbMlYkwXnPlrekCOS4mXZM1MTExMTG5SVR/9VldgozZCzJGLXbNnn01dfuQmTm68jqCu7mHGJr09u5gakpIvgmLXKoKVaWU0qvscYuNWGw0OV1lkmSFiBIZCJCrEhlQIfFCS23d6xSorKwwzm9JAgBquBovpJ9bOvRnBRf+IT1QkkVL/uzJFVoZuE6EljRen4coSr29/UJjK8OSvd//2j13lSbZbKBEK89VJCgiCGFe+umvmo57Vq+076159tmvbHcJLXt++IYkyhsfyH109Vd0tVH7Mc6/ruwOhlrbXfD7hyioLWnEJX0+Rwi1nPeQ1fczhLIHa2P2ggyKiYaj1uQMMSD98b1jL/50fyAQWJiXUrR6XruLHqylXp4GE5xh/NVAETHsw7APfv9Qb2//rj2v/fDFnzce9yxfvviv//dWh7NgT90vdtW9Wi+4S1ct3/Vff7fujlXGBox3ONZ4efXaRQoQo/5o54jR2WpceET4TC/TxMDGwGahqclkJiOnKRLDhK5LBMFDAKejGIAoymtWFfz1M/dvuCP36kne/ebu5p/vbv75bv2E6EJkburg0tShzrdqfvvfP2poaLavWr30o1V62bVGxAtDe83oz5vz0acBaksXL7CHF5VfXlR++dN1Zx77fxfXfupingMA8hzo7HZH/dWYjJYsHamprDIJHQNjkUj9NYC5anjYRZKQTBmfqxmZs2em8T4/r1VhaxKkCoynC6QoSpqR/Cf//Stkpm2r2qZtP3asRTjWkpMTPYhcI1YE9sSSYATNzYvAfuO96F5IYwRNy6lr0cfc1hE05sWvydTBrL+eHhirmAE8/vjjsaqMI8yPkxU+YyTBxd8giS/M/Ag2MTExMbmNqf7qszXf/DrfcIz3+TifP2Ytdkk+Hv2wtoF3NdfU7QPAcVz1zmfGfAqO476w88vf2/Xtt2sD+Rz5SDWrhhsO6vEnAGBNRrIliiClQtpd96YgeAHicORHdloErDaI4gjlIiM9q9/XN+/qVgCtHs+seV3tvN/LQy9YJlr9Lg1XmSVYi+33D4mi9OJP9zOEcOWrtLsAbEksa5M1M2YSMnnBfbzZs5ZbUVW5lRdaauteU1W6aOFci5V8+rFH4z+Fw1mwpmFJA98uSZZ1fyEl2Uboj3aOyat8tKbu1aZDor2csdDUVn7Ay9MtVSRKOTYZ0QSRAL6BoR/8+M3G4ydlRSpZl3xftQ8YkGuZ9nri5ZWDtdTOkTwH8p3hqWYMFksiXvrpfoA0HfcAlFKlqupBAHV79guCByCg5DNPPHBH+SqbzUpHRL+QqspHhvdecblaFxTQDp59pyZ5U/UwA6uFzijmMt1875YRpfGR4iOAXuZ4trpavyuKMqVgmOAwzVnJOUbUaG/fUVHm8DQIne/V8wDe/Td+2YpS/dEMq/xaUxMFZEoAZBSUZ314R6xfx+gXhqZcE0IL1qxoO37soX8JBA92ehYskvnLbnCGMWNnbgN6LekJKpIRLIRPT57pQZpz1IAcQwn2YXn+/fff/8KPdxOG1PacB+ZzGWkgoCqoCtJ8hikJVmErRASFBamj5gu3sPjJf/+q8fjJ0rKS1WuCLRQaG1sUlY5OY89Lk3TZscNnMSZij5eC2axeeb2/Vbw+R+RNoignI1bnxw8IGzdu/P3vfz/ZqzAxSRRTf5xkEtTCRjdS1AqZdSFPuxshPk4RD3YiXSBvXBOcCs5KExMTExOTqUD1V5/leZ7/6cv8qdM1ZwEglgpZMzSAvBxeaAZI9c6no/Z8jIomQf73gW+18+JzO+SKKlZTyhRKRzSFjCbfCC6PIHgEwbPCOTuXkx8ofSDWs4iiaDNIdRnpWaIo9vuu8bzn4mnJksK2u1T7yCUzDFHVoAipt4PU/qsSiaG20MySKMraDQDNLe3Hm72O0uJPPro5EJA0HZVClkRYbACBTAd4wS1K8sVLV3c89Q0AiqIODg33nL/0/V1fTOSMPV35xHf2fu/E0SvL1iTPHhmevEx+KMtZsNv5lf/Y+1wzfwUY4D5OXW9aDtYqmsfTKOcxhFGpqh3a+0eO80KLoqpNxz1Lls0ueKDDzg1rwyqqGK+Tel1MR721vV728gpAdQny1JG3gbdBIIrS/CXJff7ewpLsurr9CJmw7GXJz/z5MxlpmYgC5YWW/osMVSypmUo+J7fzbCefXOhMBpDDXW3h2YO1amjNUcTHCDTBl7USRaZyAJYk8EJruaNEf8hiC76MHM6CtY41OyutWmARL4QdsBeA3JWl54eT5hY6tWprOiIxO7T0uB1CKSU+KSnmw0BuGekQpEOHDk2PCBoN/6SZuYSBAYWN7BA6gWSK4f6P+o34ZMs+vfK6l824Pv1xQdz666hsuOfD7/z2LSIytT3nXb60qkXzCQNKAQql4UwgJwdAcjoUIjLUqqfM+/yDCH9GdRw/4Wk8frKstHjbp7bKKgC89OJrTY3unJylo/XHRLDPpHryzI1H0ExZipdm6skzLaf6Hr4nnlcUwfrr/Ju/rokhTv5MBDfJA2RiMi5M/XESuL53/r59+4z2Ru0Gif031JRy+Y22QI4ecAuWYWqUJiYmJiYfEDiO4ziu5p//mT/eBEmqbPUB4NLDtYS8L3Th3efjyu+srh4rmibaU9TsSl+yxHLm9NUDtaLdxVRUMSEfWWhu4ga2GvfS7HUqpOVc8vrqTgB9SsvoNJLkdEhXEAiM0B8B2Gy22bPmMAzDMOzMORZv/QClqKgOWSBBEJQggx5I7X+UQgpgYEhiMYTQ9TwACmq1MUnWlOaWTlCsWmnX4rn9/iGVKpKoAPD1oum458Wf7pdEWZLlU93nnI7lFOqlS33d3ZcrK8eoVTeyOG31Mel3XY3MKoP+uEx+SC/W/qvtz/zB8ZuXdh/lfy7ay+nF07S9nqVE0TpC2jkGQIPyKgBRko81tlFQSZQZFrYMsaO7r8Cg9FFQO0fsHKFVCkAO1jLJdFamuvzipavnLp/zD11jWSKKCsOizzeYs4IEcDWHA0KxQllK3gxqjSof19a9zgtuADnzl3TyZ2YtBUPZLl4tchIKaueYbi7TzffmO2HnmDHFR1GURFGy2IjFpg75ERR8DQ9ZbWxSuqyP16yRVZVbAVQZXloEzNvnZrf7Uw1bCB357Ma06wi01y2AJStW9bQe+U1N0oeqA6MPP8+B3+yNf0DTGGFgQGsBGa6kppEW0DiXHkzhEvxixJYGvx/AzdNqM6SbYnybS30XEfyovMikx41TSpTc3FznFQffdHRlzkz+pB9nzzvT07iMNArYvGfw88P+inXSFQCw2YYIwl+NALDZrC+8+PPG4ycphaOsePtnHgZUv8o2Nbobj7kXFRTfv+6O61uVsf/jxBI/Avtf3wy2fWzrGQRmRR32iTvnffu1oM7bdtYPJJSIHZUPQgSNeZFrMl0w9cfpRIQEGX/kLVD0En+K0RbIm7Q881sdExMTExMTneq//3sAPM/zPA9PG99jyKWxWrlVq7nNmxP3PI5GgZgzu+ThzSt+c+x1d33fc7wIinyOEDLCsqcbHgGokAq5lBzOb+dECgLQq0wU/TE+Tce9q1etzMzMOjvnvXZ+wFMfrMKmoKMjPjXBhGEIAdESHjSFK5htDfWHe37uEtzlzpJ77grX88oSJWBYlnnxJ79saGxTFNVesHDLlnKHs0A7nO7uS8HM7oT53e8aUjOYrmM4UCNVVAdLIyM6Rd5b9qF7d31o754DR+obVKKCKLKI7MU0c2aS94gKwCMe00ampaWI1PeRp2Q7R07Wq+/UJh2sDbS7Rpx5/VxsqWKy1ZwCOSzY8ULLW/v/yGSf9564BiDfiXwnIQBhAICwsEiRiRa80OISWnjBrbXsdDgLfrjnN7zgzkxJ9h65dACq3UnsHLmv+lpLJXuwVikYK8tbszdSUIuNWpJgEakskqGQt0wzqLK2SPFxFDEtliPaZVJKKchYVflLV6yuf81q3O+DQG5ubndbW4Pf70hNlWWZKLKVIuoZoCoNFf6PqS1PV+aqPozHtXkOaYk4Ih3cXU3u5tYLV9eUzTx6YoD3+TUjJICk9jPsbw4PV2wEgmedAlarFUDryS6hwd14/KSzrGTN6kJHafijsqmpRVTQzhZ8aKynvsEIbGP9dZwI7AdLM/794OXrfpbro3hJul5/3drdDywac5fW031FS7Lij2np6jV2hDQxMZkoTP1xmrFv3z69+DoqN7vs+rq/XYmwQE7WtzRTyhZqYmJiYmJyC9C8kDdjZhXiBfY95c73t96xptiZ2VM//4ra3HLkGmEVPcSZof9iwQytqndZ+bDdSeycqElDBIQCfaTFOCcLGwCG2giiR6PyrmYAmVmzq6uref7O/3J/6+1aEQi2StT8WYQQAkJBVTVYqmxntiJakkTdnv0NQjvnKNEsdVpdtihKNqvtuNvzgx+9CaCcK/78js36eEE4qUJe5VxQWRmzcjzqEwFYu7piGOddfIMmQS6TH4o6ePuOiu2oEFweQTjpY7pa+P7BC1YbYwWAZDgc9jKHvbbuNZVIXp7kOki+E/Y98qHaEY0jI9SjXqaJ0m26+la0fFneskUMw3ztO//mPTLUzssAtZcTAPlOlDvDGZWhYmc3AAo4HQXbKys07Wl7ZQXqwAtucZBt+5Pq5RW7i9nyJPPwkwv/Z/f5A7VyRVX0rEtFVTXx0WpjWZusJQ6lpJNhH5FECkCS5KAvMil8HAwdrT+GxcfNCy7v8kTpnUcASmnQERt6YSQoLw77AcBimW5XTGkzxzU8Nzf3DwCA4eFhRZEtWmFwyE2sD1NVGjx5odaYRjuk2nY6YlphYCCnpOS6DmCqsxB+QwvI9Aj9cZ3lfLdo1253q2nrQts33PPh3727fyD72n1/RS78OuPoiQG+1QuAS09z9vs5xoqtwZ68NXtfRehNBwpHWfHnPv0J41O89OJrjcfcgVmFKQsKuwb7l82IzHvZtGBot2d8sTPtfSSqI7Jg9k0som/rGTQm0sSi9Yy/aHGURJqinAwgeuyMkeKlWYYS7GtR9cfiZdl68nVL19XbSX/ct29fHOeyicmtZLr9a2oCPPbYY5TSV155ZbSEN5XdfxEWyAnHtJ2bmJiYmJhMFr2kcV455pV3ZdM1X99xzDoDS1bowpMC+EI6VKQapYlHftI9y5BGAkPt4WiC3SqrqwFwHPfFp/7ue7u+/fZusUNARdWI62QCwjKsSlVKqe8KUtKCydoauiuz3LFyzaoCvz9cmm2xkZd+tp8X3KDYseNjZc48w/iTK5xz5q09vanUGT3qORqakrjGuVRb9ndrvtbAu5+rDDy1nXWMTq8I4XAG/ZX0c6peBktCp7AKj+x/9+defpACdicpKCebqgNszSw333ewVml3qVuqWCDsUdMMbRSQRMk/MATgRIvnRMvJ/ovMskVLB5M6suay3npKieLl8WvaasU3wjsCTkcBhVq544ERwh1BVeVWp6vY1dDyp/cbF+RJJ48O22jWxtK77nC0H+aPHgBGS5AqpZIkBwKSNYkYa6sBWGyqJBJJlBVVtdhIcvqIUzza/5igB08P7GGILnxH1x87fZkj9tFWNe30RwP0fFciwzIXLHB1dxdbLOUZ6VarJRxGboBhCEL+RxVBvzGJYT/de+GCwrLX15fw+uhOXZwzcCb+GHvg7FFL0HHca0lHjJTmuarvIhP8vuIEu3Cl0jMhK8zNze3sLG6vb/Hy4uaq/nkfRruLnj5sOzo8UD88hF/8lvzit5iRjFDjiNLSEoVibdkI26NwrGXvC29QIGlRkbz8QQCdQ0mj9ccEyc8Kt4D0Xo2uP14fJ88Hls+P3k21cOGMtp5QCfbZoVj6Y+GitLazQWG39cxAVP3RBMCGDRvMCBqT6cI0/tf0A87NyLa+2cTSH2/NgcQxjZqYmJiYmJhcB1akASPSLXpJY3656uUB0C1VRJe/KGicytdepilCfwyIEoD09MgLTt7VzAvNRjunloTzG37PCf78ASh2JxORGc0QhhIKYMgP+IPF1y/+ZP+xYx4Ado597BObAAQCUtMJzwn3yWNNHkJAwK5ZtXxlSd6qVbmadVGzPRZyKXftPAMwGKGbjUFd3S8p1PVrgw6mL1V/jef57+/6j7q6XzqE5ZU7xvBREoYBpVr7Qq2HoSB4f7D3V4B18dJZnbyv3SW2C9j8JNnwZN8ip3rKlXqyPvA8LwOwc4xWFq0Jb37/0A9+/CYomppPEgIFUlau79Tpa3aO2VKFLVXEy7NdRzJTxTzWCk2DGlFmbojeDv8KnMVORzGlcDW4RZ964rDPy+8HsGhOrvdI93P1ckU1m+8EBUZWx0cxITad8O7ZvV9VVQIkp6khEx4QzfxIRsnZUVEpDcWyh9dNwNBo+vGlNkFBWPuWxRHiY4eQyBNOP/703h8uX75IKG0WxftSU3DgMAqXRR8a6pTJAJSAUow+twCEgQFhYAA3X3/MkPoTTJ6ZRLrVtBwmqKPdf//9nZ25v313/9u1Yj7HbK5iSJVMgIO1MoDZ0p3asBWrS1atWaHdZomK0Gt17wtvCMdaFJUycwoGlj94yw8FiBuBvXyeTe/82BZbf7x5tHb3F+WM8Xq4/SJoEsQ065hMBUz90eTWcbMtkCYmJiYmJia3Eo5zvsf/GlUjNlZUsc/XEy+v5DsxMpw6kf57QURRikie0aip2wcQrvzOkcvgOI77bs2zDfWtXl60u4i2DH3ALFo6e9Ycn89PIWsl1Y3HPYsWzh5I6ggAP9j3skXOajru0fKgGRa2zKHZczJZ1tJ0wvvST/eDgBK5kEvJKR+yc+NOo6jbsx8ga7l1EbLpD/a+/L1dXxf4k0/tPFlZ+dH4rSQJIYSwVFUB1O39VYPgkRRplXPuDGZOktpHsi56669565HPEQBbqoZXO5f11M8/IjR21Isd9TgAEQChf8eqM2RZUamanpF0uffq4hVyxly6ZHZhA+89ANidJN+JDUWbkv1FFhtSNPnX2EaRjNQMaTDDF0DV9q21e/GnI42ZGTMAYktVes5fkCWWZdkDNYF8jmx+UiuNB4CBFLdl6GFJJJLBl6plE4FRCSEUdNiPZIP+bDQ/EgSlbVGUAgarrEopiSgKDomPDCGjKhAZXdbRddFAx/sAPlQ9DApZE1JoWOXsbKBQrNMp/DoB/vTeHzo6Otbfsab/VE9j19na02ers7LQ3I7ikdKh7ogMSZDam1k3Qionw/XXDX6/wrL3VlTcsqOYRHqQNtrEnMP4u9Xgy/eMQX8EkJubyy7+W+/x1zr4jl28uLmKLeDIlioGQJY8tGz4LwAMq4wyUpwXjrU0HGsVjrWUFBfMnLWwK2NNZ/QGFWHy0qQOf/Bd8865lE0LJqYF5FSjKCdDbwHZctoXVX98+J6lev11LKZ7BI0Zb20yLTD1R5PxoXsVX3nllev4jLup+uO0M4SamJiYmJhMb4gFgJenEZbDLdXkQC3aXRH6IzTLGx0VGNLLNAJPjJ494n7Nnn0Aqqsqo7az/FL113mOf5d/s6G+VSXic7ysrypTHUim+3ihWZ82LS1rcU4hUAgASUAScvNw7tKpopIUN39VHrRdOKVcPtUqStJQYIBCefhvbXZOGV0/Hh/B5amr+yVASrmC6p3PjB7whZ3PakbI3XVvMnUWh2M5IvyGhqm06m8AFOry4hxxcEa6JRtUnj83Hci5PKM9eV6P9wglrPx9l2LnOudh/h2ONbzg9vkHgSQAc+ZkzZ6dsWVL+QX2/Ubh1Dyo7Tx7+TSS6KVZszM89f2agvmFTxQTBrJIh/xIMTbNjPiFULDqDAAghBfcu/e+RoG15SU7ntwCwCV4Ghq8vMu9/rO9bfsXe49cbecVvb+knSMp6WTYB5fL03TCwzBoPB5MRV/hnNNTP+8o3yyJkHrD6qSuP4qirEXTjC7Sz7H1nQ5kQisKNpgtCYk06IUeCkuQCAqXDANLgbwNFLIKmgSr1eahr8X8HU9B0sbI1jBy6NChnrOnHaXF1TNnYubMqs4z/MAAn5TEtXRF6o/BNy4ZsSVkhAw0t4uNrbbkFAB7L1wQBgYKli27lcXXN4+oEdhOnOvBOLKnIlhiHXzXXo0kN+V/8uta8e1aUUu331J1PGJkY6P7eKO7qdENQFFpTs5SB3cXADIY6BwMugs7B5Puix4iPTb2meH6a/3GzSbBCOyixal6/fUNRmCbmB4gkymCqT+ajI8b/F7lJlkgE5/Q/F7IxMTExMRkoqiurj68/Tdel2TnRjRetHOkiE9r5f3AiDjmEHS0tmjE5x8EkJQ0wv+oV15za++KtWMwaacaPM+/y7/VUK8JjrDiInCR4zgQy3jTeHie/17N/ztQE7BzjB5anQhaUg2F+tTOv4rzjJoRsqamRqKXXHwrAEE4iTpoWqSGLjsCWFt+T9RD+N6urx/j+56u+qiWMw4FCkQAZQ47RmqafUwrY+lZsNYKWAEcqJEAPwAmlbnYSTp45mfq/sodD2hRMEM+WG2w2Eb+xkJeSEIIIaSm7lUtKOMz2z5WUpwbGMBLP9svCB4F0t2fvbZwhbJoRddLX8qQhtBRb6OQO+qZXwMW/CcASiHJsqrQ5OzBmXNwX3Vglpp7th4MQ056Ti0vWDrkh0VEapoVFKIka+lA2ipsNiuA9LRw87jlJNB9iSCy0BsMiSMcM0AwpAggp5ob15cXZaurqQoQwEIIyB2kpBduAD8U9ufmXL/qdGsgRv3RfzX2QHR2dnZ3nyp3lFTPnMm0dgKoWryw9kwPPzTEtXSiZVmkBBl+jtCrIWSEpC1dkiQzFrkpEBAGBkrmznV87GMTczw3k15LerbsG719pdJziCm82c+elFOCnG/4/vTqqvShtvrjhOB5XixxfDtDWS5TQoHGRjcAWQFLaE7O0tzcXF3SXTYjgCsTsIYJbPioQQjR3n16IfZ1U7Q47c0jFyZiUbc5GzduNPs/mkwXTP3R5FYzWn+8cd+i+X2OiYmJiYnJpLCO2/Ae/2uvM9ICuak6gJrUVn5AM7tF7EVBYyWHiKKkFV9H1F9rlddRXYSj0YXIG4fjuB/V7ftuzddcfMNzlYGKaqvmVIpDyPaINc6lX3zqG4k8i5ZLo1FTUxPxaHn5nIgxERziXxR4N+co0SNr4tDHtBnvRoiqv92VxvNuYedJh2P5imL7yuICWYTFNtIICYBAcHkahdOa8qgHiP/xvQbhWGvjcU/hytmL7+2wc0miyIqi9LGqtLd/OJxXLlVUMQdqNTtZUPepqGIO1Krt9eyVU8zzO6T1ZcmXLl5VFLXpuJcrWzEYGJBFeq1XYpkBVVUB2GxWo+ZopGhm4NDlUAw6DTYn1AQRo/8x7IsEAKih++6f705hFUDVR+h7ZaNkb91+UOb28PRpXL3SwypK+bCkiY8AuPQ0V2Y6f81X09vLvbyf2/ZATAkSBhXytUMpbacGgaN9fS/39yssO7O8/OYvHwByBs40ZwUjthNsBJkt+3otwVdzL5sRVX+8cRYb6q+NEdijSV//6PqMU+vvurezs7Ozs3PwPAYxAKBtKBXZxQBS1z786TkTE4Bz3TxQZPvPd4Pl23EKsR8szfj3g5dv1aKCFC9J1+uvW7v7gUXXP5UhAvv137Vv3Tg9WkBu2LAhwZGvvPKKWS9oMrmY+qPJrUbL79Zua5kwt+Zz0NQoTUxMTExMJpzqnc8c3v77A7XiM1zkX5XLuEAbzx6sVdpdUV2Q0dHa+SUlhYMLeFdzSHx8eqKWPV60xBjNCAnAzjHAq5vX/JlR7NNjagCMaXuMQxydMRYv7TrAwDJmjg2APqa1j2mNM+C+nf4cXn17l8QLbkE4SVWsWbOcqvRzn3mAAilpqKvTDtODUB19VeUjnKMYQG3d67zgVhQ1OcXS3NIeSCV2DjabxWazYM2lNY4VDbzX6ySjE7ErqhhU4Vc18qzAHbzLDUCS5OGA6PMPAgQqLFZWkRWrzWqzWm1J1kg9Uf/LktL8tIF2fyqgaYdEe5CGwq9HZncbb1ICkmGVh4DKHR9RVc3WFx6iRaUXFC6aBvpj2sxERh06dKinq6PcYim/NmDcXrVwAQD+mo8fGuLqXquufCS+BEn3v0daOgH8rL+fHxpSCNlYUTENztINsxD+HgQVRhcWOHHO+GgO4z8cd/cl1oHTUqp2+92h2XenXDbaGwGcubQw8cX89krGfbP6Izbmpct6/8cOvxUYu/9je99ERmAnSFvPYCIR2P/z/oVP3BmlBLsoJwM4O65nfOOPp8aMoLktMfVHk0nH1B9NJpOJrYY2P09NTExMTExuPV/Y+eX/rPn6gVrFGPkCwM4RVONgDevlFYS6/sWfyucfjDA/1uzR+jaS6p1PX5+cN1FoRsiampphnG/g3QB217/J1Bn/liYUShlXZCVzrkNDvG6+W/M1Aqay8qOJDI4wP0bFzjH2vQCUXz4/aFHSeb5ZVVDvcusDGBYr1iwgM/rvL33IJbS4hJbautcAUFCHY7nDkedwLv/O3ufcfK+Xp1uqiJ0jaWkpT1V+cudT/3GgdsDuYiIkSE0i3PwkWXn1o59SP8qyzN4fvXlTlMMlAAAgAElEQVS82dvecaaocJkkyYqiWm3W1NQUvbg6osI6OI/htvZSI4TQYNtRqmqu22ASeBAtoIYQgJBTzcfuKi+gamgCg8S5t26/QpX1a8dWeKcU9HxXrIe6u0/dabFoamMEVQsXONPTXVf7+IHBmrrXuOXLuKpHowRHeU5TTzc8p+tVufbcBQALbLbzE7n8yWSu6rvIBG2SJ9iFK5VJdiCOJndGuAVkVPLSJCBlzHnys8ItIL1XJ1J/PBk7Artw4Yy2nlALyLNDsfTHCaR4adaYETTTGtNqYzItMPVHk9uHMfVHU6A0MTExMTGZcDiOc3KrXXzT6CpsO0fsdeSdmpRW3u/lg1sARG0BqVdep6enI2x7BMdxCZZd3wLiFEqPt7PkhMDzfFO9x+koGrPsGgmYHyO499OSKJ7b/IX0//67jP7LdOPG0ku+M42ubgAt7m4LZpzkX9VGco4iFXKZw+5w2jXb4P/a/oxQ6qmpe/VgrXSwluZxiks5sKPywfcFvoH3PserFVVsnhMwKIkZgRWBgGyz2QDWUVpy/IS33tWcn7cYQOqMFJttxGVLhEaiUEahDICcGcNef9BWpkuQBFCDKidlI4yTlGpdLN0/353MKqVledQgU2rsrdsP4N6PFCd+6iaNxMJnDh06xA4HnHPnxBrApadx6WnoOcdf8/GNLXjq61xmOpYsqN58FwBNdqztOQeA7/cDoBa2ev48Lj1tR6uns7Pzg+B/vJX8vn/mhoworTz1Zou3AGME9v5W8YEiW9Rhy+fZ9M6PbbH1R5NbzL59+8jorxBMTG45pv5ocjtgfuFjYmJiYmIyiXyp+uuf277tQK2/Auxok+Om6sAy3nKwhmq12IgWSiOKUih2JknLuZ4itsc43EqTYyx4nqdQE6m8BtBleXNckwfE4SSb9UCt0n+ZljkKHnv8XkII/TyloACiZroQEF1ZdjgLdju/8nzdy4PkfCvvP0M9wWwcMZWygQM1cj5H8p1aMTsYQhiGMAzJzMwEcO/dnLul40h9kyTLX9z5Sa2YmhBoLSAJM0K9HlYsMg2uJid1WLtBQxql9oBWfK1SqlLKhK7DQzk6uNTmunqSX19eUOawRyjjWuV13vL5ubPvHtfZmxQSDJ/JkIbPSTKXnhZ/tqAR0ucDy9b7B8gJT+UJj/4otVoAONYUIitj+2cfZlq78OZvuYy0oydP4v77I6YKJGdex+FMa3IMLSAPy/PXWcbnDc2bIXYMRtf4dMYlPnb4rXlpkZHxtx+t3f1FOQl1Ar2d2LBhgxlBYzItMPVHkw8EWqNJExMTExMTk5vE0zv/6vld/3Gg1m93kYhCbISMkL+qVdrrGQLmeV4CVDvH2J3EzhGV0ncPH2s64bFabQ3HWgAAZErZHqcsh/lDFiTkMBqX81Gnq4HprLdagO3bKzTTKmEIVceheqzf2QlgE1gv36+pz6eb6bWLyF2e3VHva3dJb+9W7BwDqj7ziYdtNqsWdA7gbM+FxYvmHj/h5Rta1jpXaLMRwlCqx1UDgF+O1GiWpg6dGgiXnWpB1iRkhAy2gyTEWHntfnN3mlX+/PbNo52PguCR5OlXeR2fls7TazPGEB81NCOkWpT72Yc27n3hDeNDZaVFjtKwJ1QtWobY+vZwSlh/TBq6Nu4VTxz2wNmjliLtdq8lHYHrnGchfHr/xx6kORPbS+tsGwgEllgG9f6Pp6VUpETGtihKzJgXjdyUcP1152DSfbOijMlLk8ItIH2WMfVHvRB7elGUk6FH0LSc9n0A9ccEMS07JpOOqT+amJiYmJiYmJjcKBzH/XDvy9+tedbFNz3HyxVVUYyQH6myogpenp7h57r5vo56tB+lv1IpQBj1LZZhWZbhOA7EMhWshdMCllodjuWJjEyk86MRn88P4PQJViHifdW+i3LTXMtqAtBQ6TNVo1sgw89I3J2W1/W7do7YOQDw8jhYSy/2+Gq//+Uf7D0okr5j9aeozP7lu/9mtdpYlgFgs1mGhwM5i+cTAmGE/ggKLdsaBBhWo1zLLBupPyLkhWQAhhCFUpVSTYgkBIQwWuV15faPERI2bwqCRyu7LlmROzNr2bhO3WSSQPhMZ2cnkeXrmHv7Zx+OP0B66D7nS7/g+/2HDh26f5QF8jZjAfzGu3pkViAQT9HUH11iHUwgDyYey2YEcOWGZtDYkqt+vyHyG6MJQS/EHk3hopRw/8eeQSCaegoULU7V82fazvqBKPkzE8jWjfnffCGYf93S1QtMj/xrnccff3xiwxVMTCYcU380uU0wezuamJiYmJhMOl+q/jrP89/b9e0DtaLdRQBE9UJuW/NsjRoqsmYJxzlNq+N1UFNTQ6E6HBPf+VHjdKOlQyB5nJTLSa2+l04MkLLMJ7LVVYRBMKQlShvP4P0I8dGIJkwfrJX27j1Quf0jhGHq6H5BOFl65/Iv7HwWAM/zNbueZxjmn559umbPPl44UVP3anXlo9ruDCEqgqWnssqMWgCWpg4tHSVBAlBDEqTufCSECVVe28ucefpIzfaoUKWgcJGj7L7xnrcpQqzwmc7OThLKuU4QpXBZIsPUomVcelpt4vNOeZiEW+bFlx2vg2VJQ6cCwdfwqUAKELOa/tbwQJHtP98NKqZ6I8jRPFia8e8HI72coylcOAMJqKdFi9PePHIh8UXG4eF7lur5My2n+j6A+dePPfaY6X80mXRM/dFk2pP4J6n5jZCJiYmJicnNhuO4H+19pWbXc4frfw/gOV4ERiRfd9Rb9uAfAWhF1lz5nVO2w+PUh4ElkeSZ6+N0EwvQD1VrogMB0Kq+bLHBLm+jFLJE51pWR+gzfcQNIJbyqGPnyMFaKuIqAMHlEYSTFKomPgLg698HaHXl4wCqdzxeswe8cIIX3JyjRBvAEEJBhhUGMDRxNDDaAqlBARBCDH3zTv6iNpmVt2/fglDOjNakMm/5/AVziqdZjkpi4TPXgVq0LOGRuWj1jN4eSLlZ/R8zpP5+a7Detjt1cc7AmUT2GjO5ZaXSc4gpVCkFcJFJxxjF0DiHtAhH5GJD/8duNW1dIssysDRpeJx7AMChQ4eMd32ZhcgI1sh3+K1IwHLZ3jeREdgmJiYmRkz90WTaY36TY2JiYmJiMtWo3vlMNZ7heZ7neajDh+vf0x9iYNM0R1N2vDX0Ma3jTZ7RYK1hGSI5nfqvEClALTbitbwMC4ZEejFwfJ5tlSU8jJxm30pwcjtHGutPY7um95Gnqp7SH+J5F+dYwYVqrjnHCl5orql7lXOU6C5IQiDDUP49UoWMtEDS8P812yOl6sVWV+cva1lVWrx0/tNP/5c2QPM8DvuT16+dfuXDCYbP3FQScUpmXj198xcyBrr42GtJz5Z91zfJwv/P3r1HN3WfeaN/9pZk+Y65mZiLjWz5CgYjb+cmAg70DRlyKwnxzCRtJi0kNk173s6cNYczs96BpvOuMy8z67zpnGkbU6ANTZt2gIYmDZmQmbhAMEnjbdngWL5bxgYTrja2sa3rPn9sW9rWddvWxZK/n2HNEtLW1s8psJa/fi40IhkBmeKWP65iRz6Tfatea2KmanRmxxhreJ+Ijta0EpGCnZLE2/sus47/TF6Rd+ueI26tzxmmOWmCc/Jj50Aw88d2rMAOi/3798uceHD8+HF0DUIEIX+EeQEZJQAAQPg5Q8Yq+n6kzwLTZjIoc8p8DgpMSGHuDF+6MXpJGSfEpwhExBCrFBJZUsn/iP/1v37b13ejjHuAu18vPlNdXU0kcLo1zmu40jVVVMEbmsVGbE5X5CyEJMaVLRJNebw6cYwE8qyCFAdBtv7h0FDHF+Swa7X5drv95s2OrKysDRs2RFnB49wjv1LSP7VaHfSOZqdFtuE7yhTx8R1F6ozzx1nKVN1zraCxBcgfL5vjPSsiF9/5cvyWyXG7LU5BJRvWKBlBuhTI0NjS0NhqdTAXLxpTiZbf/NikXDabP+G5SxTOzusPWy3bC7yv585bFuec/NgmL398v+7202XeR0DKUZiZ4tw/09o3RLRixreKecgfIbKQP0KMwL+kAAAAMN9YmKFBtjXNUeDnmpkVP555a8pyGZbiGHIQOaRPqtQMkWCzMOPDpFSTynsc4V3Wekf7nywtLb0by9dNmf4p2IjIWfwo4krXcKVrpI3YzkJIV+f11JotsQTy7I1FExEkM3HNzdb6jg8OKhlHckLcuvWl4qajp59+Wq1WR334KGP5DBFpNJp+o/Fg/zWZIyAdBdP4z2KY2F8/hXM3i3yhCx+jSJZkBGSPOcEtf7xQe+52R7eSpbLSom988zklK8SzU/566koKdSWFI1b2G9989ldvv3vxovFqR8u1/r6H9ZvC9zX4lr880bmCxt9lK5KdK2h+//n1rz/oZQVNwapUoqtBOVXh6kUtPRMraN490/VseTStoEHBDcx9frfWAUSPgPkjAkoAAACIPT3K9/ysl5lZ+EhELKtgiLa8OkZESkoSzGqB3LsylXGUkMIo48hmYcaHmbFhsjGyekhHRsbS80aJaM2aIufYR5HYfO31XVWvVFTtruB0a3iD8ceH3m1oaJ7yMuPxi4TN6bc3p9/OShrLShzLShy7+5//X++Hb6oYx/deespisYpZZ0zytXyGiGYZszJ+V7I0NLY6lEq3VtAbia7MSD12dzafHik32JRIH8HFZDKdr3uv1VSf8+Dd575V+o1vPufnYiUrENE3vvnsN7/53IYNRd3d3Rdqz5lMJl/XOxuxY09hlmtAwclPL0fwJBGB74VhLkD9I0Q9/KgHAAAA5jMxZFxtIyKS1kKK0eTM7qlQsEQOFZOkEOKIaMwyRkQJKV6yiYQUxmYhm5msFmFsmMx0Tx2njovz8l2GxWKzWKwWi42IGJaIofT0KSV4PM/7PxVXupYrXVt96Njn9c0GQ/PFDWuI6OVvV/i4nCESspLG/njsl0TU0NBsE5gVBbrMxyu5RRe5tbk8Xx/4P0S0mM7ymeKMZfy165Vil2qgWX/WZ8qlv/W/toWIHAkxMu8v3THsjB1vMCnpFJk2bU9/PPcxKUa1HPtYJSvQGRr0OdhRat36Qt2Ggl+//a6hsaWjs4skSfQ2jeOnDYppncHPCmwpZyM2hNrmzZvPnj3r5wLkjzAXIH+E2IeAEgAAAGIPx3G1/H98VG19vEpFrlLHGRY8OqU5CtIc+SmOeobpVJCsnmplHMXHJYwO28wWC5HdYhlliHGLIMXYUSCBiImPjzOPW9y3Vk/kj0LVK77yxAlVr1SwmsumLy/WGQxE1NCwn4g2TM0iGxqaLzY0O2skxeQxQVO2NF9HRF1COsW5vrTi4mKz2Xzq1Knc3Ny8vDw5X/LcIY5KnNbymXvqBCLih0a4lOTgHsbQ2LJqVVZw7xm9VklWYH9mu+8h5VfSVzcm3HrHOf/RmkQJt+Tc83zde6QY3Vap0HKMmARfS/pVxr1vyDzSrpd3bGgsOPLWyYHb/dOthN1eEPev5wNv0H6qJPX/PS3ra4Hww/fFEFnIHyH24d9ZAAAAiD0cx7GkJrIG5W5i7EiTFZRqoZuIOnlByzFEZLHYlHGCZ2IolZyckEwJYpEjEZktUw6mjosjEpKTE4hoZGRMIIFlZ97puXrNBnvmw5nb6WZb/Y22+uUJ5jrDJSKqM/xg6oXMioINztiRiIhhiGW7hCnLLrZv337gwAEiam9v7+joeOKJJ2Z8sPCbwajEh598svvHP64fHg5u/njkrZN2hzD3x2hqzVe/UE6UCd9RptBMR00up2HJ/uvk0qAczq8LtefaTd1ajhX/VoqGVZeSVZcW2otl3kRXUthQ0vrFRX5UuLWx7BnPC7oGg7kC25enyxb/y3sT4xra+keJZr5/BpwqKiqOHTsW6VMA+IT8EWIB6skBAABgHtrAFdXzDdN912qbK3TwtbtGp8v9wtDYVW/TcjQyErjoySkuTilWPiaT++5pkcVis1hsF97x/qpMj2XceXN4BREtzS9dml9KRA/9t8nXBIEcDu9vYxhivYy/1+v177//PhHV1taKQWR0RZBEcpfPOBWlp/M3bhAF2EIjf/mMobHF0NiSq83xzB/NCQucj+Ojc/6jVxk0Es6PM5lMbd1NxNC2yok/w87179eSfpUy+M9eNzsoGXJOObU5GFIIPfHvbK2iW0ds7Xz3iiUm8X+vnDTBOfmxc0BW/thxy567JHDXdru8FdizVLAq1bkC+2Tt1R36IKzALlw9vb9TABAQ9s/AfIGfBQEAAECMiaf7iKiT9xG3SaQ5Clbbnimx7C2x7E1zFDh/+bpeV5or/a1AgtfhjzMgFj/GqeJYUovrp4PMz4BCQRBf7Rr2nn7q9fpnnnmmvb19eHiuDPubAT/LZ5x0FRWlKcn80Ag/HJwQTSx+DLhbWT0eO/ljmF29dUlgLNsqvUd+15J+5fV5cf+MU0/8O4PKpkFlU04pQ0Rnzn84rTNIA0c/IyDzlrmGG7R9NatV5tKF185F2KHjXH5NRIWrF4X648IMJTsQcah/hOhWURFgQhAAAABArKqqqvpsd81H1ebvHvZXYbTa9oyfqNGX9aWZDXxX+bfsFotNqWL8byphBZXG9qzbkyblu27PiOFjSkpqJ+9Yy3ntuGT4+mau1PsKbFlYluyTyQjDEMM4Y0ciIkEgvxucd+3adfXq1WvXrqWkzKGVxwFMZ/mMk3rTZuHUKf9d2G7LZ3w58tZJItq0SdbF0SJdGL5Bk/tn2BSStXAlVO72td9uvaItm9J5LTWsujRoX5tm89mFPRx36VrSr53FR1qO6apnO3lLTU2N275y/4TLn2ZlWAf7+m9009G6KS8Vr9UODgjTuhsEy/79+2X+lz9+/DiCSIgU1D9C7MP8RwAAAIhV36v6v4joo2p/UyBnED4SkVpYRETGWotAgs3qs8RykWOd1vbiBuv/SBOK3H5tsP6PDdb/obE9K0aTYud1XJyq75KSiBbQerdbieWQvKF5BqedgmUnWq3FB9LAURBIEHJSxnhDM1fqfgDRvn37Lly48MYbb7S3t8/2JGExreUzThqNJnv1an5o5GD/tdl8uth5nZ2d7XXyozl+geeTUSHdEeEa2M2prv8pr/Z0C4zF2Xnt1aCyyddL15J+fS3p1zT1Zwji3ZSLe90udjZiuzGZTDe+OLpEuHKv//r9ZQVlXMGrrzxV/ebfvPrKU2WlBWWlBcZmU39/z9G3D91svxDwqyOi/OWJzsfv192W8xaYPXxrDBGE+keIBfgZDgAAAMxPHMet5ZZ/yfd38g4tF8zagt2vbK/dXd97SVHwYNzo2OjYsKBSM8qpC7G1thcXOQIsvkgTioioxFL45fivh+lSasqCC7yVJTXHcV6vl5k/5qSM+Wqjds8cnVWQIucDNt7XzY8ePfrDH/7w1KlTRBR1G7Hle/jJJ5N+d5y/dp3oWmlKygzW0Rx566ShscVqc/jqvB6XDH9Ux9DwxzCLu3WJAs1aHFA2rfb2/PXkXw2rvEeTWo7tqru3aT1t0zh+2uDvAwxNHxkv9itZxQZd7q5dfyY+yTAMEel0uTpdLhHtIjIYOhoMHQZDx4NL6v7Us1xIXtF+3RLoi4OgQbYIcxzqHyEWBMwfEVACAABArNpb9SZLal8lkDMrfiQiQ32H3azsvaQ890uVOi7eZmHGhoWx4YnwTix7DBg+igSHIAjCGvULW5P/+Y9vJnfyjg1ckdf8kSt7YGanDWBqCeTZf/85EeMrABXt27evuLi4o6MjJOcJrmkun5Fa/9zz+bnZdUMjB69ecyuE9L98xtDY8tr3/x+x8vFb3/r2jA8AsrAWrz9dcKtU7Il/hzyeGfIRPk7cgSGTyeTngls3rx59+5DxYr9Ol/uTn/53Z/jolU6Xu2v3dp0u19Rybemogbn2hZ+LZ6D1Slh3/sQYfEcMEYf8EQAAAAAguvnpwk5z5M/snocPn0pKVq+7f2Un77jelpiSkqqKU9gsNDYsLLCs09pekBM+CoLgcDgEEhhiWFbRYOjs4K0qIfn7VT/wej3HcURM9aHAawNzkqexldu9ItIhTH6WP9u3b29vb4+WLmyRnOUzbrht2x9/6KH1KzLEXmw5G2mOvHVSXDij37jZ/84Z6fJrmJl7X5xkGRI3xvjnNv9R3Dbj5/ptlayDLH7yx5qamo9Of6xgFLt2b9+1e7vMA+/avf3bu/5MV6pdrOjTKGT1YvuRv8JVltt65d4s7xbDNm/e7P8C5I8Qcei/hugWsMgcVegAAAAQ8ziOK+U21PMNH1VbH69SzfJuhvoOg6GDiPnOnr8mIiP/z+KKG3XcoqHhu2mOwjzHC4JYU+g7EhEEgcT/I2IYVmzVNBg6HGR7bc//6ecLIXkt2DkpYzkjvluwPU3upbnZZrjS0vBQZmbAd+j1erEEck63YM9o+YybJaWlS0pLhz744IsrV/ihkYNEXGqyfVnaLsk14pIZQ2MLEdkdQq42J+C2azcLBtxHDYLT+bElGxNu+bnA1+YZKbf80TN8FHz/lc1JE5yTH0+b2G0ah8lkMvUZi8pS/mb3dwN+tBtnU/YXda3nDe0bdQH+BrX1jxItJiKTyeSWh96+PsraFzkSlvl4K0wPvjuGCEL+CDEO/8ICAADAfPD9qh/8qPoH9XzDj3ebH69SzXgW5OFDHxoM7QI57uceEtPAh7gttfx/iMlmZtIDWdanxXBREFz7LBiWaDJzJJqIHYmIIYZhWemddT46r524sgf4us+rDx2reqViZl+CTwxDgtB26mcJ1nHu88/lvGP79u0HDhwgotzc3LmZQs5s+YxXDz/5ZIbJZDKZFg/c/uLmbaaxxfD9FukFdodQvCZvcMis0Wi8bptxc3dh4JB3PstU3eu1Jsm5UiBLwO/cU63rvD4fYHW9b6aBM6SwZmwY+JPwj7nMc4uoyO1+gZbJ0/3fvHehfqT54mmv+ePTZYv/5b3RiUOOXrtQa+ro7FKwE3fUlRQSkaGxRSXQMrppHmyJT1s+OnAfEYJIfyoqKo4dC1w/DhARyB8h6qGSHAAAAICIvl/1A57n/636nz+qNms5drqFkGLZo8HQvr406+H7v+5MCauqqsarv6rnG/74ZvLmkqLVpZPrXASBJqNGh2PKgmyGGCJyJo80GT6WcHnf2/MP/o9RVVVV7Rjn6xv5+maudI2fKx/LuPPm8IppfIUs2/z7g0RUdfMOZ7PR66/T/v3+36HX6/fu3fvJJ5+cOnVqbuaPweUMFtd7q0TbsmXLjO8couUzQ6pU5+MFlqFQfIRM1yg5g6a0rj+k/KrPohUf9zmSHwrlp6dY160Ye5HYKX8N02zF/vuv/ai58K6pezBbR9k6IqIO4Xe5DE1GkIHddBgvmo8Tkf4l5sIvbTUX3t3y8LO+Ls6wG8dGr3R3K8p0RUS06+Udzpd20Y5Rs+Po2yeJ6FJT69jdaxdqh6dbeAsAcwTyR5gXkFECAADAfMBx3NHDxw5U7/mS7xcLIYl7r8QSeAWNmA8SMV4jwu9X/aC6uvqLuk87+FM6Q97uV7YzkxMVAzaFGuo7Dh8+RURywseJr+L+jXz9xerDxw6Xvu7/Sn9bsD3cbKsf6OAfSU/hem1ERGfOBMwfiUiv1+v1+qeffvrUqVNPPPGEzM8KH8nyGWFkMIg3llnkOHekWsOdPy6nkX6amE7YTylu+WMQMRTXwdtzPVqwxVrEFOu6ZMs6m4MJ1nKHka+6Bzv6s8to6y7XJ4oR5MJAEeSRwx/aaLShvocm/8uwNuo23uxtO5KZpXH7Q7V8SdNYZ7edjSvTrduz22dA+eILzxDRi/TMb37z/qWm1o7Ork2byqPrD+cc8fzzz6M7ECII+SNEsYoKuV05yB8BAABg/thb9WZ1dfVnfM1H1WYi2qD7tVpYuPsV9/URk3MeyWBoJyJdaeED9z/mqzm6qqqK47gLX/zeUN9++BDpdLm60tyAJ3F2c39nz18H3PfixHFcVeXu6oOHAnZhP5Zx52NaJDOCbH7vZykqquIlFWEySiCdR+J5fs7lj27DH4OaP86edPlMfGjqH2Nblnrssjkh6f4d1o/4rnrBM38kohTruox73/D69tXjLzQm/52f+58+6CAiMcjbpnH8tEEhPn+1z5SksGo2uH9ch/C7BYIxn3lu8okp8ySPHP6w3tAu1j5zpUVEtGGDVqfLNRg66j7vvNTU2X+1t6/v8rlzZ8T0sObCu2Od/azCurXSvi3zGatdUCkC/Djjm9/4emtL25G3TtaeP3utvw+FkFL79++XWaF8/PhxfHcMEYH8EWIcfsIDAAAA81BVVRXHczzPj9NXjXVtCrr5nT3tRKSbHMQmZo5EjED2DVyBillaVVXl/54cx3Ec929v/mM932owtOsMeURegkhprCmQY11Zrq9t1/4+6349V9/A83zACDInWVYJZPP7P1OyVLXnNTp1is6cmXhWXgkkEe3bt2+OlkCKMx+TF85y+GPQmeOnbL5WjyN/nJUu3kGV7vWNabbiJT7CR+cFg8om6QhItxU0jBDnWUgYd685+4GJzms3d5mW/zL/sFi1cxnrKoQ0GDrONn5kbBjYUJrz4Ib7xc0zgjDxmTpd7pr8PJuZkpNTjrx10tDYcu7cmS+b624MXs19gMkpZXNKma/Mv101+pcB80ci0pUU6n5UKN6HiIIYQbb03AnWreY45I8QKcgfAQAAAABikBgXEhFVEc/zPM9LXy0rWzrlGtm+t+cfxLt9UfcpiTnmYfdYUyAHEa0ry93IPTnd+ztV7fnu7l3f5g3N1YeOcbo1vmZB5qSMPUZ3Pr62yNd9brbVN7/3MyVLjzywgeM44jhX/khRXgI5MjjZc90T2YN4GpcUP4Zo+OP8YVnEqQcuuD2ZZitePf6C/5Zv/yMgO3mHdp37AhzH7e6AbdxN1hPiTVPV7CdHhB6DQmDsWo7Z/krCapuPsmiGxsfHd728Y2E2WuIAACAASURBVENjQX2D0dDYsmzZopzSwZxShohG1E1DtrUJtD7QJ0/Y9fIO8y9vNxqaMvJZzZKNMt/lX0uPK8EvXO3z35M5DsU3MJchf4Sohw1fAAAAAP7NIGcMeDexXrK6ulr60oxjTa8OH/l59Zs/5nmeNzRXUcUMIsjm93820M7HK+l73/mO60j799Prk5MlZZdAbt26lef5N95444knnpgPu2hg7lCtKBDu8KcP2rZNlkCK4WPAN6bZitNsxQPeIkix+dp2231HueNOt0JpXbEucCkiEf3nYaG3QZFT5sgpZbQcM0jGQbYwzVHodll8Mo1MFhfqSgrXrMm0222XvuyoORhPleNiBNmf/JtlI3Lzx0Fl08Pf6Wp4xVbzUd2ubwQnf5wPMP8RIgv5I8Q+lJcDAAAAhEjAru3Z3n/Pd3mer37zJ9WHj3GGNb56scUIsmskwdmLfbOtvu0PB5WM8Mj966u+8/0pV5eX09mzripIeSWQ0l3YHR0dubm5SCH9wPDHIIpbUXifkNrJ3xJjPpnho2j1+AsDHlMgO3mhk3cwQpx0YmBOmtA1OBE7Zm3weUMVy1gdAhH1NpIYPm6rdIWVg2yLZ/5IRMo4spltRDRuHrXZHN/6q+3G9o7Dhz+8wsfnlE788eiJf0fO1zWobOqJf4eItlUqTh+0n697jyjwTztaLrumo+54JCvg9dFo8+bNZ8+e9XMBvi+GyArSiiyASAj40xv8eAcAAAAg2nEcd/jILziO4w3G3Xv2Vx86Vn3IS/tLTsrYYxl3yoY/Zs6+wZx9o/fDNxMUwvdee809fBRt3ux6fObMlI5s3/R6/b59+/R6fXt7+6lTp2b25cxDGP44e+NxjzNC3OmD9mmFj6JUa7HbM131AhGV/5ncekOv7jQnC4w9p3TKk4OscZBtcbtychakYLPZbDa7Ko7iU0hXmqvlFK31wzU/i594r+9W8SkfMXmZlmO0HNvW1j02eG02XwgAhAfqHyGWIX8EAAAAiA1iISRf9znP1xMJu/fsJyJON6Ujmzc0E5G4YIMre9BfbaZbCeTZs1ReLvMke/fuJaI5uo5mbri70L2rF2Zpwaq8JYPF7aamT6oTdr08vfeuGH3x7oL/2/nb0wcdnbwjLz97NpMTG365qOPigJZjtB5buX2VQBKRzWYjImUcEZFJ+e6jVYOWg0Ibb82qZ8X7BCyBdNvova2S7eQdJLQT+a7YlEe6f6Zw9cJZ3i2CAq6XwffIECnIHyG6oYYcAAAAYJ5wjpWcWKcj2Hi+3u0CYpRyW8I3b57BImyn4uJis9k8rbfMT6FbPtOXtNL5ONU6FKJPCZ1M5WivdWL9S681iRJu+b9e3PVsaGzZ0FigK/ES8NkERskIns8TUYpl3XDcJZrsvM4vWaxf+4zbNdqFrv5rm8PfSXobqatxVFvGSDuvnQZZI9Gz3t7HMKxAdhpJaBlgWwYZIxHllFInT5frE3JKxxkmQAlkf/JvPJ/UcmzHF3cozt+BW3sH/b3sIXr3zxDWW8MchvwRYh/+/QUAAACIJcHZbzOjKZBOqamptbW1qH/0Sjr8EXzJVI3S2PTe8rB+U1t755G3TjaUtO56eQcRKVnB5pgMDX3kj0qGkq3Fw3GXPj7o6OIdAtHypEc8L8tJc723t5HW3O/9DAkqpu8iETncOq/9s1lIqVRarVZVHN2aDB+JSMsxXfXUXje+5dUAd/gq9bcjcV+yJGsxjpuWy64QvDArbQZ3iBlYQQMRhPmPEK0qKrxPH/eE/BEAAAAAvHCbAgkhsGCgN9JHmKJTvcL5eJFtOIInmZny8kezs7MNjS1H3jppaHSftOiVkhVMdao/vrmwi3csK1i8Rf91jUbj62J2Ubbdpupt9F5HSUSLqShT8ZCDseZyCoZYhlgihvzGguYRhogcDoGIjAv/pzN8FOWUksDYP/6Z35JL33JKGYa1qu4aA1/qm7T5Onrtn2YRN0CYIX+EWIaf7QAAAACAT+XlU8Y+vv66/LeKUyDBkzkexY8hpNFoHtZvys7OrjMYj7x18ujRdwO+5chbJ99++3fGutGFWblXF3zXT/hIROzibF8vLaaiXOY5LfNcneGSlnMlCQwxTKAIkgRiWebagncZj6vEyY8sKfy8+6vU346ov/T6kucAyhlo6RlwPo7q5muZ5JfyAAQR+q8BAAAAAGC+mt0USPA0Lmm+Dt3wxxjQa02c8Xsf1m/KWL7qWn8fbzA2NhrXlxQRUcn6wgd1+eIFhsaWhsZW8QERLdcWdAiam+m5/m+bkyZ0DTKWpDW9jY2tdVRQ5nppMRVpmeeI6MjhDx1k9XwvQ87eb4GIGIaZXHtNNispVYohVfOw2ui1AErLMZ11wmPepklO1w79isAXxTSU4MCchfwRotuxY8cifQQAAAAAiFqzmwLZ3t6el5cXinNFr7ANfxxSpTofr7p3JTwfGkS9Nlf+mKm6N923azQajUbTdZcdsinq6o1EdOmi8e1fui6wOwQiytXmjJttnUsf81deOBW7KNve13y50VpQNhEI5jLPLaIi6TWPV3oJEhliiGiho1j65PgICQIpFXHD6sAt0mm2YrdnEtXs0OgMW7OdWi679s/seCRrlneLapj/CBGE/BFiHIY/AgAAAIA/syiB7OjoQP7ox1wb/hh7Vj6w3TSqnvhN08nl8RbnS2JAKT7u7JjGPdnF2WrbissNPZ8cEbbuYjzDR/8WO9YrSGUnKxHZLGS3MgyrUCqVQ3HNRCQI5NmC7eSZP4aHdP7js+U5ETlDeOC7Y4ggzH+EaBXw5zb4wQ4AAAAABDaLKZDt7e1BP05Uu7swM9JHCJ9+SnY+LqVrETyJaOUD27dI+J/z6N/Ysp3puWndBhpveHha4eMix7pFjnVKSlSQiojM9xhBIAcTT0SMn9yRiIjSbMUzyB9PH3QQkT1+6XTf6BQby2dEm6U7tQDmGOSPELOQPwIAAACALDNahK3X6wkRpG8Y/jhLq9VjzseXzQmzuVV2smti439dk3Urq/CoUkjuNJi9vvrRQe890Vrbi+IDJSVaRhSCQAIbL++MzOrxF+Rd6c5hVznUPvPH1t5BXy+JYm/5DCp1YG5C/ghRDNXjAAAAABAEMyqB3Lt3L8dxp06dOnXqVIjOFXXCNvyxL2ml83GqdUj+G+8oU5yPtearvi67wab4eilsstTjEfz05PuyV63Iqatvfe07/2owuPq3d+3e7ustzvDRYrGOjIzZrALDKohREJHVTmm2YoaYyZ00U3TywrqSnDGLl0xz1OwgovuG/sLXh3byjmW5al+vElHLZVcOXpiV5ufKmIF4EeYm5I8Q45BRAgAAAEBgMyqB3LdvH8dx7e3tqIIkInP8lPAxqoc/3mBc+WO6YziCJ4mgLVu2bNr4NbtgP3L4wyOHP3Q+/4CutJN3zwq1thcXOdYR0cjI2MjImMViFUgpdl4Tkc3uyh3dIshOXiAihTVA4WGyea3nk+J725om3luwKtXzmoCk/deFqxfO4A7RBd8gQ6Qgf4SoVFFRIfNK/PMKAAAAAIHNdArkvn37iKijYzoLPmLUuKT4Ec3XsUGj0fzVN1/JXptaZzC+9p1/FVNIB1lZIU7M/kRi+CiWPVosVqWKVavjFaopZYlptmKGYRiGEYQpEWRXPbFC3IsvPOP/JF7zx9MH7YJDZV0wjQmV/kV7/3W59B8xgDkG+SMAAAAAAMAMSyBpchAkQKx6uGTnJv1jdsEuppC3bt4VbAqxBFIQhBRzUdxQ7p07QyMjY2aLVaFQquMSlUql20287ZZhOnmmkxeKSwKvykk2r021TLmDuHkmYfGDs/jK6N0zXbN5+1wjf/+M/IIegGBB/ggxC2MvAAAAAGAaZrEIG2jq8Mf4ENc/Dqlcnbar7l0J6WdFymWzzM0tQbNN4+qq7hqcsq5aLIRctTx3eXZa9+W+pITkTl74j2p70ljhsoEdFotVoWQVCmVyUnJ8vL9jM+QqgWSI6aoXWCGupOAhOcdLsbhKIDt5oZN35OVnJ6Rl+H9Xy2XX/pnCLH/zSaO9+NEJ3wjD3IT8EaLYsWPHIn0EAAAAAIhRsksgN27ciBGQbsMf1eNzsf9aunwm1PocybO8Q49k53WWZBd2BG3ZsmXLw89+66U911Y8l6nN6eZVNz4vS0pKTkpKjlcn+k8eabIEkiFGXETzUbWjk3foikvXFRfI+fSUyfrHTl44fdDOCHEbywJ0bbspyJwX+2cA5ibkjxDLMPwRAAAAAKZh//4pv5VXAin2X2MEpHrsrjj2MdTDH6XLr6fljsJVNbnI5m+rjHT/dbowk/0zVyT54yp2ZAZ3mOO+vJVntyRcutQq/y2rx1+YeMRQV73QyTtWrkz/y7+YRoaYZis+fdAhho/lG31u4nY6+ell/xdIl888W54j/yTRC0U8ECnIHyEqoaQcAAAAAEJC2oItuwSyuNhztt38oh6/u2Cgd8FAb3p/Uzg3X6dah0L9EfN2/7V/TFrWiHolbzAe+sVJQ2OL5wUJca4Obqt9ytLrjw8KHx8UyKHs6xjd+3cHLjXJCjEvXmr9pDqhk3fklywu37hdo9EQUWuf3D8AhVnuxY/S8NGrE5+0nfikzWi6LfMj5gL5IyABwgz5I8QmzNMFAAAAgJmYUQkkzDfXaLbt1VEtd4mCiJisR0bUK7+oNx556+SRt07KeeO1P2WdPujo5B3a4oWPPvLkouUas9X+63fe+/U77/l/46/fee+Xv/p9ncFYoCnVr31JDB/d7NCvmNZX0dIz4HzsOfzRaLrdYrrdYrr9u0/a/vHwhWndOeIC1uugoAfCz30pFUC0QG81AAAAAIREebmr8vHMGfdE0pvU1NSbN2+G9FDgJF0+s8AS8vpHr/rJ1aC9nGKwvVomJuuRFOFKTsINQ2MLvUUbSgp0JYW+Lj7y1klD4x0rKfMKVm5c/wwRNd1KvXs39T71QJ2huamplWFIfPuul3eI19vsQuOlFiIyWx1L7sssKdJ6TR59kb98xpOx+5brvZrF03pvxB0/fhzfL8Ncg/wRYhn+zQUAAACAadu/f0rn9euvB4wgh4Yik4LBtPqvpftntOarITjOfJS0NEtXkDs4ZK4zGA2NLUfopJghbigp0ObnX7rU2tTUeqmplWXI7hCIqHzTdmmGKCRmXKMMJnGhgrlVol1QZzASkfj/ichic2Rqsr/sGnQkLHvliYfdPvpkbeD/EVUjbfmL1QN3b9T9V13d1JeEpPS40VFLovexjy1R1XY9Lc8//zzqHyH8kD9C9JH/byXyRwAAAACYiWmWQKrVarPZHOpDAU0tfgyRLxXLZ38T6f7rlbG4f8bNli1biKimpiZerXRmiFaba+xjtma1RqPxVb0oJGYsWZ6j4xbrOL30+QO/67ozQLQoM+ABCla5/8F49w+nV4z3KhKVQ2P3HigtYogqX3ySiPhL7fVN7URU19SekUx2S2Nq1vodU5fPuM183Lk1P+AB5ojy8vKzZ89G+hQAXiB/hOiDn9UAAAAAQGhNswRy69atBw4cyM3NzcvLC/XRwqCmpsbzST/hUTjdjXPFTNGyfMbr/utea5LzcaZydPafMheIKeTD+k1E9IfGofbrFvH5vGVxW0pCHhw7mUyme1e7Rwf6HygtKi3OKy3OY4iYyXU43Lo8bl2eINBLRtPP//iZwXRlpKv+gvnGw08+6byDtPk6usjfP1NRUYFd2BBOyB8hNiGjBAAAAIBZmU4JpF6vJ6KOjo6ozh/F4rWOzi4FyxCRc5CfuN24r+/yuXNncrU5GctXzYUgcro61dNbTuJfv2T/zHKabUaZqfKSP142Jzgfr1aPzfIjZMpJE7oGJ4K60yZ2m8YRns+dGa/Lry988EFHX58iTqnTrHr1hSfdXnW09RKRvb135GKX1e54nuj51KW/vXvnUk9Px5tvbnr8cc8/21E3/BFgbkL+CNEKP6sBAAAAgBCaZgmkXq+vra194oknQn2uUDCZTAO3+/uv9hJRma6IJheAiHbRxDIQIjI0tnR0dl3r7xNr3KLUIlsQqhqdMkK/fyZLPR7qj4h24vLrCx980N3TU5aUtCE5Oef2+K0f/kJ8NTFeqVKw0uutdle0+u309Cbz2JHr18999JEpP3/Lli3S4Y9F2UvC8hUEE8pxYA5C/ggxC8MfAQAAAGBWpCWQUmfO0NmztHkzlZc7n9u4cWNtbW24ThZM5+ve62i9oiAVV7JeGju6EV/a0FjQ0NgqppCbNpWHvxBSOv9x1b0rYf50maTDH8GPtn5X4efTZbMtM6ypqenv6dElJe1atoyI7t6zOF9yCx9Hx23S36qUrE6ZpMvOfq27u6+t7e27KiKF89WimKt/PHbsGONsRwcIF+SPEH3wwxwAAAAACAdpCeSZMyQOVjt71vWkJH88f/58OI8WFCaT6eqtS+1t3doyNqfU/rW1WrIFeIuupFBXUkhvkaGx5dy5MyaTSRz5B1JXJPmj1+GP58fmaEmds/maiKKr+dpkMvW1tZVNho/S8kb/pNHkrmXLjly/vmKgp4cm1tFEY/P15s2bsYIG5iA28CUA0aaioiLSRwAAAACAmCBJGOmnP6XXX5+SSEqqI4eGhqJu+ONE+Mix2ypZLcf0xL8zqGyS88ZdL+/Y9fKOMl1R/9Ver8tqQqQvaeWM33tHmeJ8vMjub3HNDdZ15Vp7v+cF9ZQx42N4ylTdC+LdYknrFX+N7S29rib6glWpA3V1Crt9Q/JE8mu1ufJHldI99/CVTuqSkkoSE/tGBtXjPeIz0dh8LRPKeiDMkD9CVEJvNQAAAACEg3Tm482b7q9KioyammQld3PH+br3nOGj80mZ+SMR6UoKd728Q1dS2Nd32WQyheaM7hZYhlKtQ+La69ksvw7i/MfloR/+OG+1XnEls/kr/LW03+4xGG/c0CUl6ZKSvF6geuoR8RdNjSaJKDF+Slfoi2mLi+MTFjruKG2DFM3N1yjKgbkG/dcAAAAAAADeiHMevSovl85/FCc/RtHyGZPJ1Nl2xS18JKJBZVNP/Durx18IeIee+HeIaHnZkP3i4I27zRoKxyBIZ/gIItOo2vn40cXz978MM9DrHPsocoaMKTvL44s0zmmHKnrE+qWJvuye+K3CozTS5iiOT2waH1PYBnNzc0J+9Ah5/vnnUf8IYYb8EaKM/H8lsSAbAAAAAGZITB69Lp8pKqLnn5f2ZR84cMBsNkdX83X/vU8dZMkpVXi+FDCClLZpZzxA2ka2me+w3zs3lzdiS5uv/ZM2X0fQZXN8pI8Qcu/XuXZM5y9PnO7bpfMflR4xokhdtFotCR+JiM3PTMzLVBRkDp8443m9mFqui094h2ih487OrfnTPdVcUF5ejvmPMAeh/xqiDH5KAwAAAAAh5yt8JKL09ClDIYmIiOf53NzcEJ8paGpqatoab2s5Vst534E7qGzy2ojdE/9OY/Lfub20rZLVcmxbd1PYurBn4I7CtTXbf/P1DcaVP6Y7ZtimLd1//ZDyK88Leq2uNuGNCbc8L+gxJzgfZ6nHZnYMp+4RlfNxdkqgHUNzRttVV297wUrvjdVEpLprlE5+JKJRs42I1EWrU3Y+6naxIBARqYs06qLV5NF8bbXZxQfF8Qls1G6I3ixuypIB31xDOCF/hBiEf0YBAAAAYFakYx9p6haaqWtniEgsfoyi+sfLV1s8O6/duIWMg8omz+TRKaeUERjLXM4fg6ufXFFXKV2L4ElmIDvZOvubdNyyOx9vL4ib/Q0DKlg5Zf6jtPhxGWMlIs/Jj2L46CtETNn5aOLabLcnnV3bxfGJKnKEc7dSROAbZwgn5I8QlbB/BgAAAABCS8wcy8tp/37av39KBDm1t5Hn+XCea5ZkpoTSqFHsyPZzsVhH2Xulc5ZnC52o67+W44+3XUWdmkTz7G942uTKB3LShNnfcDbkL7+2WG67hY9Wm0Msb/Qv6dnNbH6W87ej465kdl001z+KkC3CXIP8EaJSwPwRASUAAAAAzMr+/fTHP7qSR2lFpKQEUtw8E0XN1yaTSWAsOaUBspU0W7Hzsf/wUaTlWIEJQmFdGGjNV2VeudbeH9KTxLb265bZvF3+8ms3VruDiOIm80e3FNEtVVXkZXq9iUoZ41EJliVA+MX4XyqIPfgxDgAAAABEhrcSyPPnzxNRFDVfx6uVNFmx6Ic0f5Qjp5RhGJqb/aryix+DQjr80avzY0ucjzNV97xec1ky/3Fz6kBQDhZBT5WkBr4oSMQeanWRhjyar4Wp6SPDEJufqXrqEfFdzuZrIlIpvaxmiiLyR0AChA3yR4g1FRUVkT4CAAAAAMQiHyWQRHTq1KnwH2dm2rqbtFyAbwPTbMXTzR+1HOOgWdW7hYf/5TNfKpYHvEM9ZTgfLycvPcJXJPnjKtZfE3F4/Nc1V5QZlOGPwdLWP+p8nL8iwc+VnqTzHz0bpVN2lge8g/M9bH4mSTbPEJFKycZ8/aMIxT0QTvPiLxUAAAAAAEAQSEsgX389YscIpTRb8erxF9yeidRhgmKRbfj+e63332vVmq8usg8FfgMRzWL5ddiYRtUR+dwPW4MfNOcvT3R7RubyayLKz8o03HOVkUrLGMlv87WT6qlHpryLSHrD6IXSHJhTkD9C9MFsRwAAAACIDLe92K+/vnHjxggdJSQ8w0ci8nwmSi2yDfuvf5wjLpvjp/uWRxfLzVWDK3eJ9z7lPzTO5DxqtfdE1c/yayIaT0ykycRQHP7oJI0fPZuvXY+nToFMjFc1jIzYFYotW7bIPnv0wbfVEGbIHyGayK8PxzxdAAAAAAgJaQnkmTPi/McnnngiUscJIq/ho/OlMB8mIsKz/LrX6q+aj4h6JMMfs9RjIT6OS9egK5PbpnH4uXJa8pbFeT4pbb52MptlbfGWLr8uWJW6ZcsWu0LRMDJCfoc/Snm+lLLzUfGB2HkdG/WPAHMK8keIJphPAQAAAAAR5tyITUREzzQ2Ru4oM5FbsLKT9xIt+QkfSUb+2MkLLHmJmaJLumPY2Xbta/l1P7lq8ZaTl2rKgPtnpDYm3JrOAWNH21VXrurZfP37z6+7Xp3O8ms/fDVf09TSSJVSIYaPq/Lzg/K5EbHfrVLbN3yLDWGD/BFiDf4BBQAAAIDQkuyWLfjqK73N1t7eHsHjTItlOIWIOvkpaYz/8JFkbKTpqhcEgaK9X3WtvX+tvX+LtW2LtU3O9Rne9s9IPaT8Khjn8qJH9vDH7hGV83F2ii00xwkraf/1Dv0KIlqVn2+4d+/I9evSMY7SDms/zdfiS2LJJBGplKzYfK3RaIJ/9LkH3z5D2CB/hOiDQRUAAAAAEEnl5dISyI1Wa15eXuROMz0ajUYg6qp35TEyt137Dyi91lRC6JjGXPmjJlFW2zL53X8tbb6evfbroVqG7jb8UbRly5ai9HR+ZOTSuJe2bjd+vk6Vkj1y/brh3r1V+fkxkD8iW4Q5BfkjRJ+A+SMCSgAAAAAILUkJpN5my/rFLyJ4lmnRaDSsMKVRWmb+SL67sMVqyqwVhbM/3hxXTxn+LwjYfN1rde819nRZMv9x9ezmP0qLH/3rHHDlcjlpfpqVqeOW3fl4e0HgpvunSlI9n5TOf3y6bLH7q76XX7sNf3Q+XlhWZmXYpvExIjIbTW4ho6+vRxBcpZEpOx/90jJuuHevKD092it55cB3zRBmykgfAGAa8AMcAAAAAHBTXV1Ngo3n6z1f4rhSYpRVVVXB/9Tycjp7ls6cEX+X3dd3OfifESpZORmd/GUi2lbJrh5/Qf5umdXjL/TEvzOobHJ7vqteYIS4GKgXC8g58LGfkpd7a76+IskfV7FeLui1ufLHTFXgJSdZ6vFpn1Kie9j1Lb+f4se5zG35tS8ajeaOcmnT2PVfE7n9hffTfC2lYJmjt27aFYqFZWUzOuncsm3bttOnT/u5APkjhBnyR4gpCCgBAAAA5gme5/m6z3m+Xqxt4nRriKjqlQoi4uubeUOzeA0R7a77E1f2QPBTyP37nfkjEa05caJ5584gf0RobHn42drUX7bxt9eVaErWzHax9emDjk7eUZBdPB/yxwwaEWc+lkb6JJHyYaursTp3iWJmN3m/7rafV6XLZzx5Dn90sibn0z1b09jt6sO/e+RbT3PrvExFcK+LnIwm65vaD/7y93aFIjY6r4lofFxWco3voCFskD9CTMG/ngAAAADzQfWbP/6MP8uS6gHdBk63hitdI32VK3U9U33oGBHxdZ9XO8a5+zdyHBfMc+zfT6+/Lj5MNxpvGo03ioqCef+QWX5fdhvdNtUraU3gi6VWj7/QmPx3zt928kIn78gvWfzw2k1BPiL4ZZLsn9EkyJ3/GB5/aPQyotEXz+XXU16duvz6ZO1VX1ee/PQyEV1JWrOSmvmxO81Hf1+mK6p88Uny23wt+tlvPuCb2u0W26bHH4+N8NGpoqLi2LFjkT4FABHyR4hGjKRi/vnnn5fWjd++7e8naQAAAAAQA35U/Q/19ZeIoedezXy6pML/xWJFZPWhY3x9I19/keNKq/Z8N2hHmdqFvTR68kfNko3XNI5mQ/cRx8ldL++Y1nvTbMXOFmyx83p50iMhOGNUks5/XOm1/9rqmmaYqfSyLOXs0ELn4yx5wx9X+94/I3/5tXT/zDZN0LYJ5S0LPCByZqTDH6WuJK1ZvWJ8DXuDb2qnX3+gK84rLfa5HkpMHgWLbdmSZY+99HSIjhpBt2/fltboHD9+HCU7ECnIHyG6ef0HFD/hAQAAAIhJPM//5M03bMyIlmMer1QQ9dy2Ny52lAR8Y9UrFWJTNs/z1W/+OJgR5ObNzvwxukogH9ZvIiJDYwu9RdOKIMUSyE5e6KoXunll1orCGCsZmw1x5qOYQnqd/yiVqQq8rNmrP972Hr35F5T5j9LlM776rwMuv5Yun/HyqmT5zNcfXCZ9yevyu9S49gAAIABJREFUa1HL5UHnY926/ILMB27X1HzR0FJnMJJKyRXnEdGrLzzJMMRfaq9vaieiuqZ2IrJbbP22FaXrH/B/5ihVU1NTU1MT6VMAECF/hChSURHgh9sAAAAAENvE8PHxSoWWm6jVusNelJM/0mRTdvWhY0GOIKeWQK45ceLGvn3BuXPoZSxfRZMR5IaSAl2J3AXW4sxHRojLWlE4HzYFy/eQ8isiesjHq3KWX0+XRl7xo3+nTewMPlrO/Eevy6+l3JZfd12X20suHf7Y2jsofakgM42ItmzZQrTlX37622VW25/qjUT0haHF2UrnEOj6WCIRmePzSUlFGvcd3NFu//79Mv9uHj9+HLtoIAyQPwIAAAAAQBT4UfU/uIWPRHSHuXiblVUCKap6paL60DGer+d5PmizIKN2EY1GoxFLF+sMRkNjS0NJa8BCSENjS0Nja/dFJSNQ+cbtqHycFjnLry+bE5yPV8vrv/ZlZsuvc9J8zUucUvzoS/tXAQJE/8WPTSZXkih/+GPL5bvOx4VZadKXLIk5fZOPny3PKVy9SHz8j4cvUPzkW2IufJwW5I8QHsgfAQAAAABgruN5vp6/pOUYafgokl8CKap6pWL3nv3Vb/7k8JFfBOt4rffdV/DVV+LjdKOxOVj3DYuH9Zsylq8auN1vaGwxfL9FrIL0DCKPvHWSiAyNLXaHkKctFtu3IaSy1N5XGAd9+Yx0+KMfcpqv2yT5o9fhj21XXaGq/+UzfrgNf5Q2X0u9e6ZL+ltn+Gg0TVkbUJS9ZGbHAAD5kD8CAAAAAMBc929vHiCGHq/0EnncYS52KI/m2v5K/t2qdlf82+GfB7EL+/Z3v1v7gx/obRP7PaKoBFIkFkIODpnj1co6g1HBMs4gksQGbSK7QyCiXG1OxvJVKHsMEenyGZlkLp+RL4jLZ2ZAOvyxYGWS9CVfwx/dmq93PJLl9TJn+EhExu5bruc1i2Ov+RpgDkL+CLEGpeMAAAAAMaa6uppI8Bo+zkCH8qj9wYvZF+2f1Z3l+AeD0oWt1+vfW7uWGhvF30bXIhoncVrcw/pN4sKKr25ONAgvX5FJkmZtmDHp8uuNCbf8XEm+l1/PbPnM1zJ8tnLLLH6k6S+fyb9P7XmBtP/abfhj65UpG3sKVk7pv5aSDn/003zd0nPH9dJqV7bbMrX+MVYVFRUZjcZInwJgAvJHiBqee64BAAAAYD74U92n2WU2Leczf5Q5BfI229ip+KX4+PFKxY95SxCnQD7zxhvGP//zohs3xN8ujcL80QkrZaKFn+Uz8nUOuPJHP8Mf3chZPpPnkT/6H/7YesU1E1P+8EdffDVfn/ikTfr8zq35071ztFi6dKmcy/CNNoTHTLZcAQAAAAAAhAfP8w6yBLzsDnvRz6u32cYO5VFn+CjScsyf6j6d7fkkOpYvdz5ONxrXnDgRxJtDDHgh9fLGhJuZqnthWD7zX9cSAl80HR+2Bv5r+IdGV4t0RIY/FmYt8PoWafP1lOfReQ0QLqh/BAAAAACAuYvneQdj0ZYGKLa6w/jMHzuUR329KifZlK/1vvuWKJXOKZBRt4gGwiBTNZqp8lkDuDn1To85gYgumxPkLJ95dLH3kYhu/C+/lvZfaxfKqn+UU/zolf/6xxkMfzz56WXpbwsyXf3XcpqvsXkGIGxQ/wixBvMfAQAAAGKKYCMiz7XXnjqUR92euc02/kn1N77CR20pSyRUV1fP/oyijRs3HkiYUnSGEkiYliz1+ObUgc2pAy8t7fd6Qc+ol4mKXslcPuM2/NFP//V0hz8GJH/4o1v4KB3+KCUd/iiz+RqbZwDCBvkjRIeKigqZVyJ/BAAAAIglf+I/kxM+evJsuHYzs9v6odfriejiQlelVbrRmI79DxA8pjFX/ih/+KOf5TMyhz+6NV/LqX98qsR9T877df62vvgZ/tjSO+x8jOZr+fbv3y/zSoyAhDBA/ggAAAAAAHOX/BZpaZ2jn57rKTdn/PWlzgDHcf9gs0kjyKXIHyHsgj78Ucpn8eNX01iGM63hj2i+DjXkjxAGyB8BAAAAACAWaO0vOR/LCR9DYd++fXq9/qNx1+Q+lEBCED26eEiTaBZ/yXxLUIY/SpuvfWmT5I/el8/MdPijFJqvAaIU8kcAAAAAAJi7WPISZHjS2l9a7CgRH3sOgvR5c0HWjLxp2bt3r/nBB2uVrlWfKIGEIHp08ZDzl69rgjv80S183F7g/a9kiIY/nqy96usmaL4GiCLIHyGmYPgjAAAAQIx5gHuokw+wk1caPhLRIsd6OXcOeNsZU6vV0kU06UYjFtFApMx++KOszTNTm6+DOPxRSjr8sbV3cMpLaL72pqioKNJHAJigDHwJwByAgRQAAAAA8xSjJKJOXvC6LmaRsD7X9lduTy52lPjfPCPqrHcQKaqqqoJyTKm9e/c+/fTTFxcuXD8wID6TbjQ2B/1jALwJ+vDHoDRfS3kOf5Q2X7uRDn8szExxPm65fJeIVCNtyxYlWkeuHz1qEJ+32R3pDoGIMrNWX+q4FS8sIVpE87X5eunSpZE+AsAE5I8AAAAAADB3cRz3Wd0nnfVWLTel8Mpr8uiktb8kJ4KU2dw9A3q9/h9qa9+XPLPmxInmnTtD9HEAXgVl+KPUjJuv/Qx/dGu+/vqDy5yP3ZqvnfWPJpNp+Frz0vGv1IkKGr9XplujVDAbSgp0JYWj47a33v49ETU1tS1LpnPnzpw7d2bVqqwWU7zzPmi+doNyHwgD5I8AAAAAADB3cRzn9swiYT0R+QkfiWixo+QOe9H/FppOXtCXPTL7E3ollkC+nZ39ze5u8Zl0o/Gm0XgD7ZAQYjKHP542TZnG5qv/+sPWwFMdAzZfu4WPHsMfp9d8faH2XFt7p0LBcKVritfmryvOX5Dk+pKtNseLf/k0EdFfUmK88pe/eo+I6htayrJWNHRZbco0mjfN1wBzCvJHiCmY/wgAAAAQex4q21rL/0dnqaDlGLdRj34scqy/o/CZP3500M4KcZ7hZhDp9frjtbX6Vauy+/rEZ5Yif4TQezV3SGzB7h5R+Rn+KOVn+KOUr+GPgTdfX3UdY8bN10RkMpkGbvd3d3eXbigqWpO3rjifiFRKV5A6Om6TXq9Ssrte3kFENruj8WJrRqKVibMmLS2YJ83XAHMK9s9AFKioqJB5JfJHAAAAgNhTVVWlFJI/rmYfsP5vmeEjEfm5spMXOnnhIW5zSPPHvXv3ElGtylWZlW40pmMXNoTe1zLGvpYx9mquzwXZJLv5WtbymdA0X7uFjwvMbefOnTG2dOhKCv/iL54Sw0c/pLnkX/z5ky/85VN5uni7rTuOGk0mk//3xozy8vJIHwFgAvJHAAAAAACY617b89cqSq4+dGxa7xI7tT2JxY9Ve74bjKMFcHHhQmnNIxZhw1wws+Zrr/lj6JqvW3qHnY+X2jv7+i4rWGbXyzte+sYz0ssS1a5TWW0O52Nn/ig+ua44/9HvDOZwzK1r/WfOfzhPIsjNmzfLvFJ+0Q/AzCB/BAAAAACAuY7jOI7jeEMzXz+NPdJeZ0SK4eP39uwN3ul84jiuvb3dbe0MIkiYU+Z+8zVrvsnYL6/jlv3kR3+vKym02l0H9t98LT6QhpKPvcpuq1QIjOXqrUu+PhcAQgH5IwAAAAAARIGqPd8lYqoPH5tWBKm1vyT97UcH7WHovHbaunUrEbW3t0tLINGCDRE3g+ZrX0LUfC2l095iWGv6/Z0BD+MkzSWtNjsRjcRP/Luh5Rgtx7a3dV+oPSf/hgAwS8gfIXZg+CMAAABAbKva85oYQcpvxF7sKBG7sDt54aOD9u46pb70v4Wn85qI9Ho9EXV0dPgvgURFJISTzOZrt/Bxe4GX2kY3+fep3Z6ZcfP1ydqr4oOVClOf6bKWY7Uc0xP/Drk1WStcQaqf5msiuqduJiKWYYhoWyWr5di27qZ50oUNMBcgf4QocPz48UgfAQAAAAAij+O4w0d+ITZi796zX2Yh5CLH+o8O2j86aO+uUz3ElYctfBTp9fr29nYikkaQzkU0a06cePSHP0w3GhFBQths0zi2aRxi7Oin+VrO5pk/NE5ZEZPnmT/OtPlaxJpvmke7czhmWyVLRIPKpuvClKX2zpwxYPO1s/5RlFPKCIzlxt1pFFNHKfkjIAFCShnpAwAAAAAAAExD1Z7v8l/UVh88XH34GGdYw+nWcKVrfF0sVkp2G5RruUVby14NT9u1VzeKipYWFTmbr1d+/rk0c0w3Gm8ajdI2bYDQyUkTAo59lNN8LeV9+ONMm6/F4Y/LE0esZmtOqSv9vJr8m5zRfxQfS5uspTybr68vcK+Y1nJMVz3bzHfcu1OzZcsWX4ecP1D0A6GG/BEAAAAAAKIMd7++ilXzdZ/zfD1vaKbDxOnWEFHVKxVExNc384ZmIhL/PxHzUNnXqqqqInliIiK6KckfF1y54vbqUuSPMGe4hY++6h+lwx9n03ztRgwfWfNNM3XnPsDkcoz01esL/n3Z3T8nGc3XbkWRYvO1k1hT2f1FJxHyR4CQQ/4IsQPzHwEAAADmD3EjNhFVV1eTYOP5eiLavecHbtcQo5wLyaPoRlGRNjVVPTTk+VLzzp1zIXysqamJVys7Ors8X8rV5oybbagUm4dylyi85o9BbL52G/7Y0jtMRIrxm4pE5rFXXcWMDkEgohH1l0nqNcnmtQGbr+UQGKv8iwFgxpA/wlxXUVEh80rkjwAAAADz0NyJF70ym815eXlEtObECa+br28UFbltp4mImpqay1dbGIaUQlKZroiINpQU6EoKDY0tDY2tRGRobCGio0d/kavNeVi/KcLHhRDLXaL47xsTPmwNsNvaabrN124KViZJfyvWPxZrF1691kvkJfq8vuDfF95Z5/VWXjdfj8Q3T619nJBTynTylpqaWG7BLi8vP3v2bKRPAYD8EQAAAAAAIDQOHDjA8/wTTzzhK3ykqXtpIsJkMvXf+7Sn/7a2jM0pZb629qk0WzERHXnrpJg8in7yo78Xs0hDY0tHZ9emTeUajSZyp4Zw8L/zejbN17///Lr0twUrXfWPYvhIRH1XjLkPMKzX4JDoq9TfZptfFB/7b74WN18z5OU+Wo45fZDiUoa9fkRskL9/pqKi4tgx90GZAMGC/BEAAAAAACAkhoaG8vLy8vLy0n/7W+nzZkkX9poTJyIYQV6oPddiqmeItBy7rZLt5IVf/e8PWpuPCwnxbrHPa99vISJdSWH5Ju7MOb72/Nlr/X0ohJy3Ztl8LeW1+Zo133S7TKApC3OGVF/2MO+sHn9hNs3XRKTl2I66KxvLpvUmAJg25I8AAAAAAADBV1tb29TU9MQTTxDRDcnmGTFtdC6/juDm6/N177WbunM5NqeU0XLM+X9KMX55j7UOc1krKHtF6YYiTjdxKt5grG8wig8EgXQbCkkgQ2NLW3vnt7717fCfHCJOLHgUSyBn0HwtHf7otfnac/ij4LGve1DZ5PaMZ/M1EflqvgaAcEL+CDECwx8BAAAAYO44cOCAOPlRHP7YvHMnnThBkm7rpZJEMiKbr8/XvdfZdkUse7z2rvJnbzhY68j9KcmVOffRc1+jwmzpxZxuIous3EUHj5wQU0ixEPJC7TlUQc5DefepxZrHPzQOhaL5WuSr+dqpJ/6dhSOu8mHP5uuReJ/N1wAQTtOrTAYIv+PHj0f6CAAAAAAA0zM0NMTzfG5urvOZ5p07pX3WNyWBY7rR6CyHDA+TydTReiWbs22rZE8fdHzwWxtrFbiU5MoV9xGRW/jopnLXzspdOxmGzn7KL126qLu7+9bNq2E6N8w9T5WkBr35eoIkM3RrvnbmkncUl0biv3Q+79l8LQ5/nOfkj4AECB3UPwIAAAAAAATZ9u3bm5rcm0OlbhQVSUsg043GcMYkZ85/KDCWnFLF6YOOvk8UZSnJpSnJXGoyETmKVgasUuF0RZxun1gIqVarTn34MdbRgNQsm689eTZfO91TG5PH15KP5msiktl8XVNT4/ZMDC/F9gqlPxBSqH8EAAAAAAAIMr1eX1xc3NHR4ecat7UzYSuBvFB7TmAsWo4lot5PWLHsUQwfichRtFLOTWzMvV27/2yDLmfcbDbbB/uGzobwxBBtpDWPM2u+tscvJYFOH3RQIM76R8/ma5Gf5uvTBx29zYLdrDx69Bf9V3vdfh09+gsDX1tTU2MymQIeAwD8Q/0jAAAAAABA8KnVarEEUlxB49WNsJdAmkymtu4mbRm7rZLl/3YRQwOlKVMaYKkwh3zXmhGRjbnnYCzi41f1xVXnv4x3xHU0Ddhu18y3ejHw5emyxUSL2/pHpY3Ynvw0X+dpcwa7JyqIfTVfOyarIq8vOLbsboUzfxQfiCWQLOs9fOzkhZo3FIwq3qFQPMAVKBSKDSUFupJC5wVH3jpJRIbGFiLq67t8rb8vY/kqFPkCzBjyR5jT5FeAHzt2LKQnAQAAAACYlq1bt6rV6tra2tzcXHELjSdxL40zglxz4oRbUWTQmUwmgbFsq1T+6W+Tmi4PcJNt1yJH0UqWVH7ebmEHnI9ZY5/yxOdVS5ce7P9qKZNG8YMhPDdEofzliZ7DH+U3X68vLGnkv9hWyfppvnaSNl+rlKxKyRIprTaH1/yR/9tFjZcHWBJ0GQsr/vZbSoUqPj7e7ZpdL+8gol20g4iOvHWy4Wxdd8Ol27nZ3LbtgU8zx5SXl589iwpliDD0X8OchgkUAAAAABCl9Hr93r17OY47derUqVOnfF3mtojGmUWGSLxaSUSdvHCxf8y1cGYSQwpWiPP1XhtzT/pb1niFiLjUZC4l+ebwaOvFvtAcGWKH/M3XO/QrBofMLPn80yiHSslmm1+UPnPtXeWhCmq8PMClJB8q0O5eX0BEnuGjm6qFCytXZJSlJrd1dH958ndR144tf/9MRUVFSE8C8xnyRwAAAAAAgFDZt2+fXq9vb2/3FUHeKCq6IYkgl4Y4f2zrbtJybN9/sqxVcO+8JmKe3ebrjdK2ayJSnvhMzB+JqHLFfaxNyE5dEHW5DIRZwcokZ8+1n+brglWpRKTRaASBPjpol17mbL52a8pOjPfZ3JlmKxYfnP+nlA9+a2OIqVx+n5i8jz35kMyTcynJlcszuNTki1evnT99+sIHH8h8IwCIkD8CAAAAAACEkFgF6SeCDFsJpDMfTLmzkIiknddEREVyZ9tJw0dRWWry9aF7yB/Bv4KVyV9/cNne53LyVyS7NV8XZqaIsaOTRqPJzy7u4oWuei8N2NKm7AXWtX4+dPX4C0R0/p9SWhtGylJSDhVoxT/5gkBWCykV/gYOuKlcnlG5IoO12bp7em7V18t/IwBg/iPEgueffz7SRwAAAAAA8Gnfvn21tbUHDhwgb+tobhQVLZUsollz4sSNfftCcQyTycQwtK2S/dmLg/enJB+8+tWUl8fGaOBu5S7vAyilxY9eKeyOoaEh/9cAiL7+4DK3ZwpWpRasSiVaIW3Ezli+yth5savenlPqc4d18vjaFMta8ttC7Tj/UkvD22VTBw5YtCtVcaxaFaD52g2XkswV5L7S2vEfdXXfLC2d1nsB5jPUP8KchvmPAAAAABAb9Ho9x3FE1N7e7vmq29qZNSdOhO4kh/4Pu01gPx8b50ngSaB1ueIvfmCQNxhfee2Hr7z2w4NHfB7As/iRiCpX3EfEDA8Pe30LgHyTQSQRkUajWbQor4sXPv6Zg3w0XyeZi/w0X4t+/uZvmIk/pRPE8kkFo57ZIcUqyIu/i5pvV+WPgAQIEdQ/AgAAAAAAhMPWrVsPHDjQ3t7udR32DUkJZLrR2ByCAwwNDRWr0lquDajIXrYqg3tyE7cu3/XygmTeYOQNRiLiDUbe8MPKXTs5XZHbTTzDR4DQefapbX9qtDbzHV2lQi43mT9Oxo/J42sX2tb5DzZ+/qOjZLVVLc9giBVIIBIEgUgg81OPqJWyIhF7/mq2dcpsAS4luT41mb92fUV9/ZIYqoJEARCEDuofAQAAAAAAwkHciE1Eb7zxhucsyFCXQPKnPxy5cqXl5gCXmnwoX1uVmDQlfCQiIk5XVLV7p/iLiA4eOeFWCKk88VlwTwUQUPqCNYwQ1+0xbjF5fO2yuwH2NRsaWwyX2riUFC41hYgYYoiIBLLlZ6rjEmQewFGw2vPJyuUZRPTRZ/gbASAL8keIBZ999lnFpEifBQAAAADAJ71e//7774sbsT0bsaURZHAX0fCnP2zr6C5LTa5cfl9lxn1erlBNKQTjdEWHf7qP0xXxBuMr3/p7sSiSNfb5Kn4UvCwIAQgOjUbz/7N3dzF2nOd9wOfQS0m1RbUuKjmyqCRrW6pkpY4iMykoOl8UUgE14Nqpd3uVtkGSyje5SG50EyixelMiV0VR1GqRfiAXAXaVpDHQoAZiWnLNMIjXstJGlC0qJhxRkmMlDiRS1gepPb0YczScmTNnZs4852PO73chcc/OzJmzu/POzH+e931/4JY7/+LLG//xly4/u3dVz+skSQ5u1MUa//U//U6SJJ+65eb0y/3xeLyfJEky6iMMeeCWm0dJsrRzYT/++OOfvuJM2KxW0JD+1yyvtPZ7a2trZ2cneyVfEJ79+/z589m/R6O3RyYuzEuTbQcAABboIx/5yKlTp86ePXv27Nn8dDSFiWhuPHPm2x8sdn/uIA0fj9xw/QPvvXl8JSncb1CN8ql779n7+nOfefniV07+yd0f/hdTe17fcssts+8tlB0/fvzkyeSbzz/9uUfefPYro5/9lx/KKh9r8scnnnw6uXT5yKFDSZKM0z/98Ti9Y3zrE8dn36u0F/afnj9/7+zb6urxxx9/7LHH8l9OXSV/m7y1tZV9ub29rf81ceSPLK9y25dvHFP1TWThW/lo8ujRo4cPH86+FE0CADA3aUfsz3/+83t7e88888xHP/rRbETIl64eBfKlmSPI7575v1n4WLfcO6tmAf7dk0duOHTkwsW9J782/s3f+dTr+5PWfuT5b+2/48Dm5uYsuwo1jh8/fu7c5guv/p+zexf+/Zf/8l/93LM/dFfFOKp5X33ya0mSfOqWm/fH4+/V6ObvCXsyunz53LlzoX/8vYSMo9EoX9wzye7ubuGmG3ohf2S1dX4+c/rqcTryp6HDhw8fPXo0+7IcegIAwIyOHTt27NixJEk+9rGPnT17NkmSNILstwTy3LlzX/riHx+4MlZd3psfOPx24niw6sbwdz+f/v9Tt9z8meeTvT//xt5N/+DIDdfXvJ38kVCbm5ubyebo5S+effYv/sdv/8977r7zR+6+456775y0/FdPf3U8Tr4XPs6WPO7fsVmYgib14UOH9l65+OJTT83+x//pT386/+UslYyzkD8SRP7Ispt/25fvzZ1MKMMsfKmBBgCgmwcffPAP//AP0+lo0gjyqU9+8qaHH06/e9OZM8mjjxampmnub555+sDlyw/c8nb4OBqN0n6ol95/+MD+/jUHDiTJhPwx58ih6/deufCVS5ePVH13vJ/sXbj4/u/X+Zp5uPfYT9z83ltffOG5Lz9x5oknn/6t5PfTCDLLIn/rv/9+kiRPPPn0W2/t/+ND16eVj/nwcf+O3oLyI4eufyRJbrj0xtQlCzWMSbOEMek1ZNS9mgWSP7LsljDaK7TahS/LO6xzNwAAk6SFkA8//PDZs2ezXtjfvroX9lOdtnzy5Mnnz/3lj91w/ZFDVxUtjkajN95/+M0PfH8yHl+TvjQ1f7zh0JFXLux9+6+T119/4Jarpq8Zj5NHXvjW/jsOvHH93+20m9Da5ubm5ubmvcd+4uTJk9ddu/HlJ84kSZL+N3PdtdfsJ8mRGw4FdLm+ypEbrv/Tv3rpb7rGi8nSFLjs7OxE/6xYZ/JHlteKPpwp73ahERdQAgBQcN999504cSJJknQ6mnwJZJIkd3UtgTxw+XLlsI8HDhzYGI3e3N+/kCSHrru2wZbGn3rv9/3i159N/t6hwjf2Xrm4d+HiB29735HjPUzoAa0cP348SZJ7j/1E+VsnT5584eULhfB9FvtXz/L+9lRO4+Ty5cuF3tNN7OzszDNn3NraWtFbbIZB/sgKW9HWs21AqX83AMDgpTPSnDhx4plnnrn99ts/+tGPzl4C+fwzz/zYhOEa93/2vssXXz144MCb++M3N95xTeVCZ3Kj3Y2TJO2F/fxfPXD7+95+eT955IVvjTc2jtz/T9vvIMQaXbrcfOGXX3658Mrrr7+e/fvvv/bdv3N1/pj327/3e233bWmt6F02y0/+yAobastY3787EVACAAzRsWPHPvvZz544ceLUqVNJkjzzoQ99Ih3/MUmSGUogy9LB76697trXX389GSVvvHHpmmsONl35wIG9Vy6ms9CkPa9HSXLs/vt72TGIk69efOPNNy68/HI+Xqz3g7f/ZMxOLcD29rbudyyE/JGlJlbL/wSyIFJACQAwVA8++OCpU6fSGWneeeONP3fl9ZvOnHmpzVzYJ0+ePHD58ocPFbtLJ0ny1j/8wSRJNjY2rrvuutdee+3NS5cuXHj12muvmZpCpl2wv3Lh4ocPXZ+Mk0de+NbehYt33PY+016zcOXZXb7zne/86G23vbW/X174rbfeKoSPQ0oYZ6GPNnHkjyyptNU7ffr09vZ2ssYjJNZ88PQnk9cwoDQAJQDAMstmpNnd2/vQu9/9w3/7t+nrN7bJH1OVg9/t3/GD6T82NjYOHTr06quvvvHmpTcvXb7m4MFDh945dZvjJNl75WJa+XjHbe/T85o56DB59Hve855Lt932n1/8q39z83sO/rvfDNy5rnZ3d5ekTGR3dze7AV/0vjBYo/HkIQxggXZ3d3/1V3/1/Pnz5W9lbfTp06crFxiMGQckrgko6wkoAQCWwYkTJ5LHH3/wtdeyV5765CcbRpAnT5588cyZ/3LHbYXX9+/YvPTPfqrw4hvjGM1TAAAgAElEQVRvvHHp0qXRaHTNwY13veudo1Ey+r2TV43/mCTJ/n6SJL/49WevO3Dgtf398cbGR+6/X+UjfSnM39J88uiVNs9AZnd3d3t7+/Dhw0ePHk0m3xsePnz4ueeem9tesT7kjyy1QoK2bqXg0ROidf7x6t8NADAfH/vYx/7txkZWApkkyRceeqjJiq3yx9Rr3/3uW/v7o2R08JqN6/7Xlw4+85fZNInj8Ti9c/ylrz97Ybz/o7d/QNkjrZSnh16ThLFe74FMVsmYfTl1lfytnDs74sgfWVXrEE1G54/1CqeuREAJADB3Dz/88N7e3mcvXMhe+fYHP9hkIppz58596XOf+7F3XvfAe2/Ov/7Ggz9fs9blK67/36evebZYA7V34eIjL/319e/5vo9//ONtPgTD1zlerO96tb29PcgbvUy3QEbIyCoy/iOrqvnAiMM+Y8WZelqqCSjNkAMA0IuHHnro1KlTp37jN45dvpy+ctOZM081WHFzc/NL7d9uY2NjY2MjSZKDB4tz0YxGoycuXhyPE+HjGuow/GKmcJ1vZKeGhIwMjPyRARJNzsfUU1rnGXKSyVOfu14BANbNsWPHHv7xHz/2hS9kr9z16KNNSiDv3Pz+vbPfeOC9b7+yf0eL4RqzztcMWLluMWnZM1phwSzuvffew4cPZ18KGRkw+SPrZbWiyVU/l0zNCmsuaif9/CtXqfxBSSoBgMG47777TvzJn2QT0dx05sxLDebCfuXgdeODG3sXLlbOgt3W3oWLe69cvKXlBNzMX7lWMXu9w9bEi6EmzTctZGR45I/wPfVxVee5pJmDyt9F86TSGR0AWHLHjh370k/+5Kk/+qOsF/aNDfLHzc3N55955pHnXzxyZRaaSTPPlB342rnCK1+5cGF/Y8OE14sye6Finuf3iyXVZQ3JH6GRqSdjAeVKqPylTPpNuSwDAJbHgw8++Aff+lby5JPpl01KIDc3N8/dfvuLZ8488sKLhVlo2nrkhRf3Xrl4523vkz/2KLRQMXtRsDV/9ZPqwHoy/zXMg7mky4Y0mZ2rPQBgPk79zM9kJZANJ8L+89//3T97/sUHbrn5nh/9Rw3rHw/+wWP5+se9Cxcfef7FH77l5h/6xD/vtNfrpbJQMZmhVrHe4O/ol3AcUvEidCB/hKVQCChPnz59/vz5huuuaEA5pPyxOfPqAACzOHXq1LFf+7Xsy4YR5G9/5jMHLl9+5OP/pFv++MgLL/7pd1//yP33r3PxY7/dn3s0+Dv6heSP5uyG3skfYUmlJ9qtra30bNe5gnJpn84NPn/M/+S7fVJllQBAhU9/Osl12v3CQw9NXePcuXNf+tznRtds/MIvbd1z951Tl8/yx7TycX9j45bbbz9+/PgMO72M+u3+vCg7OzvDvjiMyB+PHj2an3XaBTbMgfwRllQhf5yq8wCUiwooB58/1reu5UA5e73De0kqAWC9/PRPZ/9sWAJ57ty5L37xsXccGN1z952/8K8/Ub/wtSf+W3JlzMeVCx+XtlAxyFDzx+xqucPl8eHDh48ePZp96aoYloH8EZZRls31eD3RV0DZ1/l7zfPHVsq/u1SPYeWSVMUCAI089liSS9me+uQn8xPR3DR5Xpo/PvXFb3zjG0mS1KeQ/+/X/sNXLlzYe+XiD33wths2b194t+thFCoGWd38sfPtSVq6mE8YXcrC8pM/wjLKsrm5HaHznyFH/hhBWSUArItcL+xv3HrrN3/+59N/33TmzF2PPlpTFJkVQiZJkvbF/pG777jn7jufePLprz75tSRJnnjy6eS7r+9vvOPw5vtDyx77nael5gnrEk5g0qOlzR97qX7IhsUXXMCqkz/CMpp//jhV7wHlsC8Ek2X63U1SWVbZORRWVgkAc3V1CeSfvfvd3/nlX77r0UdvOnMmfaW+X/bJkyeTJHnuuW+Wv3XbB97/+huXuyWP/RYq9vUodNiXnYvKH3u8O6i5YlzC2yKgG/kjLKNVPNHOcgkySCv0u5uq/MttNUV7Qf0lssgSAJq6eiKab77rXT/w6qv57zeZmqbGpDAxv0CHzc7/maX8sa3KLjXRvaMqreJtEVBpY9E7AAzE1AuLzl0wVtFy9oLprPzLnaX7fP2KTe4Qmvx49RMHYPh+/deTJMkiyEL4+Bvj8WMTOjinehw8cdI512PFpdLXkOJBo8PX293ddWkHK039I7As+p1lZbGWdiCevgxj+E45JgBLZdI4zuXF8l+Of+qnigu89NLut7+9+9JLbXegySlvFSPFYdc/JlW/uCGN/Z3++ra2tlbxbw/IyB+B1VO+Oj9//vxzzz3XuUdw7wafPw7+Or4VOSbAmuuWG/Zi5667tm68Mf/KqLbHdPVGXLcM2qoP0i1/hGHQ/xpYPa2inHxZZRpTpv8I2TMG4ejRo4cPH5703W7DITVZRo4JMGeT+l7kLXm9//ZTTy16F1bA1tbWkv8e28pfqBw9ejT7t4QOWFrqHwG+JyteyGLKVLewcjk7sPRl2HUEs5eBLPaGVo4JDN4AcsOlMvjKslUZNyafKt56663pl07Z6fHu5wCrTv4I0FqaVJ4+fbrw+voklfLH+ZBjAgOzus3aqgRYnQ37rnCBv75Cj4osVRx24AtQJn9k+LIrXad5FqLfeXWWZAQf+eNqKfwRzvkerMcfpmYcetdw4MKGm+plO2XL8DhE/rjSev/1VaaKnskB1DD+IwOXXW24GmBRmicmk24C8y9WLlCZBq5iWSVBCn+Ec46Pe7zl633Pez8cJKQU9Jju5bfZ7wbjLENuyLD1+5S3MlXUsAP0Qv7IwK3QNTp0nlcnMzWprHxx0pu64GYVpdMHNWz8ez9HLH9CylSuHDobdgEdc9PkcWxzaSuaH9r71ltv/ZVf+RWtK8CcyR8ZsiZjDE2VXQMV6ig9rmexeiyrnHRB37ysEpZHxF3lAkvYZGFLq8Of2enTp7sNEwwDEJEqll90lcLKMVYY60P+yGDNfru4e0Xhxfw/Bj9dIAMwh7JKGLaluqcd9uircT/nZThZD34AQdbQ1MuG5vTGYK3s7u72UisDK0T+yDDNfonfcAu7u7uj0Wh4s1Wwtppf5VdeM6nuAWYhaIBF6XcgxYxCRYatcOC06p+U/9IRwTqQPzIETaZ2bXVL0za+3N7ebhJBFvbTtRcrbfYO4IlqSgBYDs3PyAoVIVXZVc79HUwif2QI+o0wyieS9CySXVRV9sueGkGWM836p17SSQZjlj/m+oEUsuHk+y26zD8qaLLn7riYG5E90Fk2uXM6rXPlMs5orKH8hd/u7m7zqbTKJ2X5I9SQP7Lyeh84oxwLFi7FsjClECnOeL6ZlE6aTZJ11lcQX8gx8/Ng5pVzzCZxT5Px+OSY9EL+CPOXnkFOnz69qB0oZ4VHjx4tvOIMAp1VlpX0sqnmSzqEWQfyR7hKIaSon15mZ2cnH0Gm605KGZbhprEwzrHJc1gfQTlmzWJTXymbT45psHNgTXRusfsyqcYwX37oSgwWbmtrq8d2YJb4EoZtpLSKgSnUz2f/bvinXihpnLpW80Sv84yl9ftQ7ta9dUWT3dACwEIs/K54wIbdrA1+AmW/vpXW169v4S1k5UVUvnD+6NGj8gUIlRV2dH5+nN6jNaksKU9F3bA1q7y/a1jh4aaMNaT+kaHJmvu2I7ilCqeoqcs33PKkU1rloMVNNphUnSnz2+x9Su7CXZPaSZjFwusxAXq38BbJSBew6srDW6X/aHXrUTlYf/r6aDQq3yWlV2X55Wfsgt12VC5DRrIm5I8M1tLeb+dPMFMziEmfolx3WVi+4ZTczc+OnXPSbGFnVuhd2xwzazrK1/E1/bKD5vkJ0qqDuSQCetR5eAe5Iay0fNjX+VCtrxCfFB1WLlnfFjW8S5qq5l2m3mEZDIf1JH+Et8UNA9w5DJ106spOWpUhQvp229vb5Ur+wsO9hvnjjOfIVqNqAnFqbg/6Oio7NBf9Pi5qtbXOI2NM0vuDFq3lnDWs4Gu7zX43uCj1f96nT59OH1EUFvM3DIM0qcYwPbHWjwdV1nB4iibRYb5kMr8P+R0u3yXt7OzkLwnattvpu2RrDabZh37JH+FtW1tbcxh6Y/YL8ZrwMbl6VpzQ8Y87104CA7YMWUNEWUHDdqz35q73hHTJrdvnzaucq6Q8zXFzfY3z0FB27bEMjQAQZ1LyWF6mYc1BZfhY7t2VLVwTQWabKr912iTW3CXN2AW7kGC2Wl0vMdaE/BHCxVVSTDpXZee/vt66cjsN88fyuu5MgFDL38gospu/3u/u5pzuAfQoe1DX9ow5tXdzeeH6tyifEMvxYiGgrOzjVTCpfc5CxtlPmoXeXUkpwWzO2YQ1IX9kLcS16YUTcOUblU9OfemwtcKjuSZm73yd/9L5FUB0BcACdYvJJoWP+TNaecj4+giysMHK2sZ8765srUkzWZd3adKult+lcxfs8man1oc23zgMxoFF7wCEmE/mVR7WcHnuJ3vsGV0zB06Ht1ieHxEAAKybzuFXufBiZ2dnPB7v5IzH48LVfk3JZPk2oaZ3VyHljIjwynWXk5asfPfmM/vVvCkMmPyRYYp+ppSeR5sUPxZ2Zm69AoN6Xrc9QdYM5gIAAMxZoZCw4VqV4WPlhX0aRE56x5rX62+UyrFm/Q530Pw+ZVL/tppSUED+CI2MrlYeJnnSCbh84kmzy8LWGk76lpo0HnP5TSt3qVUCOOO81YofYam0nY8SABiYzp2v819OzQqb1BK2GqWqsM3KT9HvXVKHH1STLcglWVvyR5hVzdO/pGrKtnLUmPYgaJ5CZu81aflWIzbOMjrJ1DeSP8JSSdur5Z+eBVg5Hm/ASug2sHuHS/qGJZCzqNlm5/GjmnfBbrJ6k/xRs8n6kD8yfLO36TUnnvrwsWxq2Ffu1l35pvkIMr98WlmZ37dZdqk8IHTStWNCUvUgFAAYBo83YPm16nGV16r4MVN/5V95o1FvaqaZ3Zeld1X5BfKv1NwldRhDv7BK2y7Y7o9YH/JHmG4rp/Ct3d3d0WjU4eFbjZpBmjP50DPdh1STXgzdTnId1tK5AAAAFq7tcE9Lq0k37fQfhTGv8h+/ZiMdumAXVuk2Cw2sA/kjw9TvyTV7pJ9N8VauzG8+usfW1tb4apWxZqsIsnKHZ8wfy7N7Vy5Tv4X8l2oiAABgPrKeVWmNwgDCx4JJt1qd75KyZfJflm/KmnRWq/nu8H4R0JD8EVqr7GFUGUGWOyCn8WVhsTTWLD9tm3pySnejMOda+cV6DYdHyTbYoVdC87UAAIDZ7V5Rv0zbzS7/VX0WMhbukhoOnNXqA06dx6b+V7D8P0zokfwROiqPGzJpCJJMfQFg+XTYsOA/jS9TDZPHJstMKn5suJOe7AEAAD1q3rs567uW3SU1H7ay7RiO5S3kv3RbBKmNRe8AhIt7rJSenLIzSuWppVWn452dnXwd5QLPVc27Tu/u7jbpmq3zNQAAzFl5dpQOfbG7Xck3GZh+JWxvb+d/Ag1rRJbhng6WivyRAerQ8zebCi1qn7oqnO3mpv5yIX9Cnbp65RYAAIA4k24i5hOHFSoTV+t2YGdnZzQaNVyy8vXC7VJWsdFh1m8YDP2vGaDOU05n86PN860LFnISKvdcmPFxpfyRdZAN6+6xNgCwKuZwu1Gex3Llbgdm74I94xZgeNQ/Qp9W5cxa/0yv1ePKJhN/r8qPBVrJX1t3/iOf1AfK83CAhSs/oNU4Mzy9d7dKH9DmX+n3XmBqT6wI2U9p6uTXleSPkMgfgXqVlwv18aXwkTUx46VkfeHkaDTKpq7qsGPlw9CRCKyucpbRvE0rXLFMnQ8wr9CWjsfjhivC2ipf3jScHrObuFyvSRfs+s9V2EI553VtxrqRP0KSlE4Pk+ZUWQfl7hJNVqnpX7C2P0mGrdvT79TuFU0Wa3urXLnlbIjbuMqdwvsqEQL65eoClly57DEJDh+jzT6HTLlUUyEk68z4jwxctxNe8xPDpKguGxiuw7vPx6TEsMNYLfWn1dW95oBJOkwcmddqyMjKq/lJm63f8u7u7mg0Crrw3b1aq9YvazCNpwk00byVqB/hutW6rmegRuWNT334WHhUucz3Tam09WhVqFG44XKFw5pT/8gAzf54quEW6u/z0++mZZUr1GGn4WefNPCK8JHBaxuuFZTXTQ+T9Co8azoKTwWmjs3UPLZLN9Xw0UJ5jMvm8zw22Zlsl8pba75u4U5A6SXDkB19s4+fMOOYDOXVGx7gTS5+8od/zV41n4u2id5Hu4OV0+MQipV9LzqPIbNUpvaQa5U/JqXGU0PE2hnD4OT/wre2thquVR6Po9Xy5aOp224UzlI7OzsNV2yr8EY1LzZfvdUWYLWkmV3lheYs7cykY3xqC5NX3qt0V7PdLu/z1F2tL1ioXKXtW0z6pK2ajs6/C1hys/9VT33SUNME5XVOEDpstmaXyrf9TX4Ikz54k3XndkkG85f/857l1Fl5Em++wW5rzfN2o9wOtH3rmiY0dM9hCfmjZ4C6ncnGVZe2zaOB8hst+Qm18BHST9r8WmTS2bfzDx+W06RLxjkc4A1vtsvNUWXD1erWvcnz/KlrNbxXr3yv5vf5hRUbrgXLr0MLk9c8NJy6/Yj8ceqkDVNXmSV/rN+3Ses2WQVWRS93HJWPP1sl9d12o6/wtImaGWO6xaxaFdaZP3oGaCun1Smwpl9hXuUClbuRX6bJnrStwZxR+b1a7XD59Dnn/Yc5mHTJ2O1Pve1ahTeqXKZ5U9PwKn/StXWhlqr8Rt3SgVlKSru9Iyy/Ge+u2yaG9W/RalN5DT9d5SVWuYVpVRU+9efQ5Kqs+Y8IVs7s+WNl+Dif3ZjzsTmpGen8+Fmrwtoy/iMD1HkojTSvbDtU+daE4ca2rh5XZXt7e1x7EV8eVG7OY4LMMs56OpSSMU2gRocDfGva8EyFEZcmPSOp3NqkEdCyZQqBY7rxbLzF8ihI3RiLHcp6n+GqcLSWx3NsOCRi86N+0tbyu1fuIZ59t3zVNGODk66eH+m7foPLPxUGLFC5nek2z3XDK5PFmnoxBjS16AAUlk6r02fbPozNO3TPYZihQrLQ/HNVrj5WKcAQbU3Q4a+9w0P+qau03WbzDdZ8qGyZcjNVaMfa7k/bn0+HVWD5zVLY2/zCo/mS/R5lzXes/MHb/mQKC7dqMJVXM2yz1D+Wj45Zbls6HGhNGq4eTYpEW711eXWtCmtI/SMUpVeolVO5lRerTyrTasrCY71kWhlCMq2IaQ46PHv0YJBBmnQs5OdD7HC89HWAF4ofe9lmq3fv8U23SjNo129cm8PwTL32aLKF/Jc1j1TTXgv5Kr+pHTVml+1ezXVOUKlR2lDXT2U7dXUYjM5zypc7Xsx4dOQP+SbH/iwdtrqpaaxabaQ8RfhMuwUrSP4I1fJXxuXzXKsL1nIPhW4dukPNmGKUP5ErdSjL1/XMvrUOt+iF+42ajk7dDuFZMsQZ80fX8ayo7Bpj9tCt7eVK9sA1e6V83PUbBTbZWs0+F1qw+q1N7UBd38h4wsFaad7xuffRlmbpgj23U//sz0UKW1h4rQkshPwRppvxzFoZQU6ykPCxm5rbACdUhq3bNWjvh3boiKu91DbWb6QyK+l8fa/ZYRU1vzzooMMgs/X54zIcZd1aifyzn1aVVoXVYc0Vih97ufAonP3Tt5h00M1YId5ZuVy0bbOwVRqrCtbQgUXvAKyFdHyQqWUI48kjjATtVavXm3OlzrDN7do34s6/4Xa6lSl13snyilN3QP0jFHRoMeZ84DS5wGjVwNYUOVZup2F1p8lnoFJQBV/zsusFztWZ30nVi9CN/BHmJxuleOtq6etLUvbYy9nUKRlm12qEo24HXc3ICZNKDPKvT80fp07eXVix0AzWrC58hL7kD595PlyZ9F5Tx6jp8HZZ29Ktd7kWBlKdm4jtnPJ3C3He7u7uaDQqj15VqECc861TfraZbpN9A/pfwwIsSdRYacahlNtuASionICi8kl7UFKQHdfpGEz59833Fa0Zjr3JjjUJEOt7YE19C1h+TWa4GpiaFia5upGp/OHMXsDYoQe3CxsGafYxDTPlI67tlusn7ay83XBgwsqRP8JaK195zH4udzUArUwdAG7Ow8Lm7wEmXf0336VJGeKkjqLdboeW+aEOdNBjLjBVfa/t+jro/AHeMA4otDCTqi9rDuqpY1aWl5+0epMaTFc1UKlckDij5pN2rtBw+UCe/BHWWnbyzqcMs/A0EnqUjdIw5/ct3AOUn1I0v+5vkj/WrNvhW7C2orsE7uzs7O7uFgqdCg1Fk/Yh38JUHsutPkjbybLKFZeCDGhyVp3DuKhNJu3U9xlWl/EfgSRJkp2dnQ6nc5fsMFSVbUKaLNQf+B3ml8iv0mF19yGQ6nAstBpndtLYbXlpQDk1y5h0yZE2MvW70baVKC8/9WNO3T7QzdRmKpu0s/IKZOp8nsAyU/8IzGQ8HufHqpNIQls1HS3Tg2tR/Yx6Kb2c1Hkz/y41q1eWJskfWStx1b6FoWanHvIN9yTdbMMYMR/2NW9z6vtQt/qJNYlKm28N1lz5EO52BDnuYJDkj8Cs9LmGWWxtbY3H4/wrheqhtJ6ocC3eqmppzqYOXTd1vMtWqy/VZ4dVUe5J3XySq/yE9fmxIPPLbG9vF1q2Sr2kDIUu2FOfcOzs7OTHrdMFGxoq1yQ6BQPNyR8BYLlkZUH5Ap/6O+RlvgGoH52t/rZ/amnSMn9wWFqV4WOT/LFcjp2tWN5mXK7XdgqaqVvIM/kMa6IQxDdZPm5ngHVg/EcAWEaF3os1YyaWv7tYhTv2clVU/er1dziGZoMZlYdxbDjIQ/3wr+WNFPp396h5P/EmAeJStZ8wZ9lMdw4EIJr8EQCWVHme1klLdrttCCrtab7ZJkvWB47KMaC53d3d0WjUakb7ravVb7+8TFyiMenxTMPxGSY9wlnmoS2gd+PxeOcKf+1ANP2vAaC70Ov1iI3Pv8Ch8I5NSpN0jYR+7V5ReL0+fOyQ7xd6dM6twcn6ejdvIgqT2Eyaj7vX3QSA9SV/BIBw3eZ4XV2TAsQOtUV6hMGMClNapRqWNHYwn46cbYeuq1e5w4NvqAFgnvS/BoBwu1db9O4shZp7+0nf0jUSWknnhJlU9jifI2jOXbBb1T/mv6ycxRsA6Iv8EQDaWd0b1EJ+Fzd4YmHL2fs2jAYaDnwpf4QaleHj1tZWOuJb3PvObQjIsoaDP1Z+d3UbdgBYCfJHAAgX1Mkx+/dK3Dm3ql6s/K7BH6GhSZNcz2HKprkdm+UHFW2biEIrOrcnNACwhuSPADBXzbPC3rsbzzO/6xAvTqJfJLRSWfa4qPlt49509i17jAEAcyN/BIBwDTsUt9rIpD7Ok7TqmdivDgFiefcKqytNgkrlQWbnU/aY34H8l6FNTaGAcZb6x0SFNQBEkj8CQLjyXe7UMK5JX8IOVYTd1u2gfmy1qWlIfWIrGoBJyp2Iux0v29vbo5zmKy5JqXLDT60xAYD5kD8CwDzUD1VWUP5uZWBXP3hZXofKoBnVBIjdcoElCTVgmfUVPiYxVdu9m/Qko/n7TlpShTUA9Gtj0TsAAGthZ2enkCqm9/NTOxontffYW1tb2fJpyFi5wVWfV2GBncdh/vLHdSuFxwyzHCndHgAs5FHHLA8nNCYAMB/qHwFgTiprkXZLmqyVKdco5VPONHlcVPg4Y2FR808NA9O5x3T+y9mP9LYlkOVHHYs6VFu9b3lhLQwA9E79IwC0k781bXubWq6CnLr81Imk021mr9QPLrmoOXAzs/eLFA3AVL0cJjs7O/mRH9N4cVKsuag668r6R60EACyb0Xg8XvQ+AMB6mVTqmJcGi8032GR0tvmHj+VpK1p9rsqsduERKsxB/thp+DefX2XS8lMffhRuDSrblq0rktwDj/IgCXMrtS60Mx3eurAFjQwA9E7+CAALU5lCdhu1rT7TzOcF81TOH1vd2Ffmjy5dWAeFMLFJoNZqlupJysdXq5Lt1DzDx6Rq0EnpIQAsG/kjAAxKuVhpgbPNlJOLVhcelcPJrdzkOdDBovLHScPUNp//2kEKAJQZ/xEABmWp7vwLQUbboiRFTNDQLHNAF7ZTOR/LeDyeWgi5qDprAGD5qX8EAFZDzdwXMDD5esMmoV45HOyWA049xAqzXWXv4tgEAGrIHwEAAACAKAcWvQMAAAAAwGDJHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAHhWGGUAAA29SURBVAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BEAAAAAiCJ/BAAAAACiyB8BAAAAgCjyRwAAAAAgivwRAAAAAIgifwQAAAAAosgfAQAAAIAo8kcAAAAAIIr8EQAAAACIIn8EAAAAAKLIHwEAAACAKPJHAAAAACCK/BE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+ "text/plain": [ + "" + ] + }, + "metadata": { + "image/png": { + "width": 500 + } + }, + "output_type": "display_data" + } + ], + "source": [ + "### GMT basemap ###\n", + "\n", + "fig = pygmt.Figure()\n", + "\n", + "# figure config\n", + "pygmt.config(MAP_FRAME_TYPE=\"fancy\", FONT=\"Helvetica\",\\\n", + " FONT_ANNOT_PRIMARY =\"12p\", FONT_LABEL = \"11p\")\n", + "\n", + "fig.coast(region=[0, 14.8, 0, 21], projection=\"Q14.8c\", frame=False, land=\"white\")\n", + "# this should be A5\n", + "# Equidistant Cylindrical Projection (Plate Carrée)\n", + "# https://www.pygmt.org/latest/projections/cyl/cyl_equidistant.html\n", + "\n", + "fig.shift_origin(xshift=\"2c\", yshift=\"5c\") # does NOT include border width\n", + "\n", + "fig.coast(region=[-136, -118.5, 38.5, 53.1],\\\n", + " projection=\"B-127.25/45.8/43.19/47.86/11c\",\\\n", + " water=\"white\", land=\"grey\", shorelines=\"0.2,grey30\",\\\n", + " frame=[\"WeSn\", \"fa\"], resolution=\"h\", area_thresh=\"1000\")\n", + "\n", + "\n", + "# grid = pygmt.datasets.load_earth_relief(\"03m\", registration=\"gridline\", region=[-136, -118.5, 38.5, 53.1])\n", + "# fig.grdimage(grid=grid, cmap=\"bin/seabluelandgrey.cpt\", transparency=45)\n", + "#######################\n", + "\n", + "## plotting slab 2.0 \n", + "# Hayes et al. (2018)\n", + "pygmt.makecpt(output=\"bin/abyss_slab2.0\", series=[-620, 0], cmap=\"bin/abyss.cpt\")\n", + "fig.plot(data=\"bin/cas_slab2_dep_02.24.18_contours.in\", cmap=\"bin/abyss_slab2.0\",\\\n", + " pen=f\"0.85p\", transparency=15) # Hindu Kush, bounding coords 66 74 40 34\n", + "\n", + "## plotting bird plates\n", + "fig.plot(data=\"bin/bird_plates.xy\", pen=f\"0.8p,brown1\", style=\"f\")\n", + "\n", + "\n", + "## plotting Harvard CMT earthquakes\n", + "# https://www.globalcmt.org/\n", + "fig.meca(\n", + " spec=\"bin/cascadiastrikeslip_dropname.xy\",\n", + " convention=\"mt\", scale=\"0.25\",\n", + " compressionfill=\"olivedrab1\",\n", + " extensionfill=\"cornsilk\",\n", + " pen=\"thinnest,gray30,solid\",\n", + " transparency=12\n", + ")\n", + "fig.meca(\n", + " spec=\"bin/cascadianormal_dropname.xy\",\n", + " convention=\"mt\", scale=\"0.25\",\n", + " compressionfill=\"indianred1\",\n", + " extensionfill=\"cornsilk\",\n", + " pen=\"thinnest,gray30,solid\",\n", + " transparency=12\n", + ")\n", + "fig.meca(\n", + " spec=\"bin/cascadiasubduction_dropname.xy\",\n", + " convention=\"mt\", scale=\"0.25\",\n", + " compressionfill=\"skyblue1\",\n", + " extensionfill=\"cornsilk\",\n", + " pen=\"thinnest,gray30,solid\",\n", + " transparency=12\n", + ")\n", + "\n", + "\n", + "fig.show()\n", + "fig.savefig(\"cascadia.png\")" + ] + }, + { + "cell_type": "code", + "execution_count": 48, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "37e37ac94b5840d184a407dcbb3e5518", + "version_major": 2, + "version_minor": 0 + }, + "image/png": 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mdcf2N3/zN/zyL//y645/Mdws3ufFV/Iul4tPfvKTtLS0UFlZSS6XI5lMEggEiMfjzM7O0tTUhKZpJBKJUshaXLaIx+P83d/9XWmGABYuSFVVVaXvres6drv9huNanAW4kdfuICy3OPv2TszGlIfk1/v4jYKCZVlEo1EMw7jhx7LZLPF4nKtXr3LlyhWmpqbIZDLYbDbS6TTZbBaXy8XExATRaJRgMFj6nQoEAkQiEZ599lny+TyFQoFEIlEKQfF4fEk4WvyexWIRy7L40Ic+xH//7/8du92O3W7ntttuo6KiAl3XSzONmqZd9/iZpsnXvvY1XnrppZt6DBVFIZfL8f3vfx+/38/ExAQ2m41sNks0Gi19L9M0cTqdOJ1ObDZb6UXFnXfeySOPPFIa2zv1s3W5XPz2b/82c3NzFItF/uzP/uyWb1OI15JwJFY0y7K4evUqhUKBWCxWqut5JyiKUtrl4nA48Hq9pY9t2rSp9P0XLYafxYtuJBIhl8uRzWZJJpOMjo6SSCQoFApMTEwwPDyMoih87WtfY3Z2lnB1Nc5YjB2BANM2G6m6OlRVxePxUFlZSTAYxGazoWkafr+/NAv1esov/OUX82w2y0c/+lHuvffe677GMIzS5y4GCHh15mJiYoJHH32Uv/7rvy69goeF4FI+S6LremkpctHatWu5++67cTgcVFRUlN4fjUYpFAoAuN3uUvGsYRiMjIxQLBa5cuUKmqYRDoff8D6/lqZprF279rqgZlkWExMTJBIJAJxOJw0NDaWPp1Iprl69yqFDh677urm5udcNR5lMBtM0+ZVf+RWuXbtGsVhE07QlodflcrF27dobztzNzs7yF3/xF4yOjt7U/Vy8Dz09PUtmABd/houzUKlUinQ6TbFYpFAoMDk5WVpWttvt2Gw2vF4vmqZhs9nw+/2EQqHShoP6+no8Hg+6ruPxeKirqystfXV0dJRmWRVFKYXZRe/WEqPP58MwjFKAHBkZKc2WCfFOkXAkVjTLspiZmSm9XV1dfcPloJ+U8ifc124XLg9Tr/XaWYl8Po+Zz2P9l/+Ca3SUwXye/6+iglgmTbDCTU04xPj4FNm8hWUp+Hw+BgYG2L59O7Ozs6UakMVi2MVgtLjjBygVmCuKwszMDCMjI6W6GEVZuM3y2ZnFcFge0BZnKhbvw2JIMAzjTcNaZ2cnX/jCF97yRWpxxqRQKPDoo4/ywgsvvKWvKxcIBDh+/PiS4HMji/Uy5b7zne/wF3/xFzf9PQHWr1/Phz70obf0ueU7st7qMtxr+3QpisKFCxf4kz/5E2w2Gw6Hg2g0iqqqjI6O4vP5yGQyqKpKoVCgsrISXdexLIuKigruvvtu7r33Xux2O8FgcMlM02vHtNJDxuLO0omJCQAmJyeXeUTi/UjCkVjRstksU1NTpbdbW1uv2/m1kixe8IvFYmnrv6IoC7Msdjv8m38DikLr7/8+u2wa3PchHJ27sVQbd+hRsqOXGByO4A9U4vF4uPPOO0sXK13XSSaTrF69mqamplLvmMUAMzo6SiwWI51Ok8lkeOqpp/B4PMzMzCzMXL3SOC8ej1NRUUE2m2V2dpbGxkbcbjeJRIJsNovX6y0t5Szen8X79npLUbBQnzIxMYGu668bAux2+5Jt14ufdysX5MVlphspH2/5bFA6nX7bhbyKotDX18fhw4dLvXt0XWdqaoq5uTlcLldpu7rX6yUWizE+Pk5FRQXFYpG2tjZaWlpQVRWXy0VNTU1p+VfTtNL9qaioKC1PqqpaWuJ0Op14vV7q6+vRNI3169dfN4u3OM73I7vdTjgcpq+vD4Dx8fFSTZYQ7xQJR2JFy2azzM3Nld6urq5ekU/6lmWRSac5/dxzZM6dw14okKuupvPee2nu7FyY7VIUqKwEyyL6z/4ZledfJtO9j2tZHwCjeNnU7MIfeY5isUhPTw+hUIg777yTfD7P+Pg4Z8+epba29nVrlV5vbDd6e7EwfPF9izNGv/iLv8jMzExp5iiVSgELs1TXrl1bEjLi8TiHDh3CMAwCgQB/8id/gt1uL13IDcNgYGCAqakpAoFAqTnn4vdMJBIYhoGiKGzZsuWmH3ebzcZf/uVf3rDPzeISEyyEDq/XW9o9NTs7SyQS4e677y5tQb/R75XNZrth3ZqmaZw4caL0WLpcLizLwu12EwwGSxfqxdnGjRs3llo63H///dfd3kr8nV7JfD5f6d/j4+Pk83npdSTeURKOxIq22M9oUWdn5zKO5vXls1le+upXWTs0RK3TCTaN4vQUZ77yFfI/+7N0bdjw6gVQUZh02GnfspaTC6U4WIBhwcWEn41NDVw4N0hDYzPj4+MYhoHT6aS9vZ22trabHtvrtQJ4oxmXurq6t3Tb586dw+Px0NTUhMfjIZFIYLPZShcqy7LYunUrp06dYufOndfVqSyGi0cfffSm79fNerMAIgHlvaP893NxY4SEI/FOknAkVrTx8fFSONI0bcmOqZXCsiwuHD1K99AQtV4Pyt1boK4KPZVh86GzPP/YY9R3dJTOfAOwsNDcbmqVPBMJi8W5nYKlo9ic2Ox2otEoAwMD5HK50gzESruAT0xMlBpgplIpzp49W5oBWgw+brebbDZLLpdb8oofVt79ESufoigEg8HS29FolJmZmdKuSyHeCe9eZasQb0MsFivtdLrRVviVInb5MvU2G0p3E3Q2YnmcEA6i3L6RuliUf/jyl3n+scc4/swzXOvrIxSqZmB4kvWhDPW2VOkPscKWZ3RwGJvNzsjICLOzswwMDKzYk8dTqRQXLlzAsixGRkZKfW0Wa5WOHj2KaZql4vXFnyW8fg2TEG8mFAqVZiCz2eyS2WUh3gkSjsSKNjAwUNqN5Xa7V+4xAYvb6gOe0iwQFihBH7rfQ8WFC6x64gkavvc9kn/1V5x//HFQfQxcHeDe0AT3+oZY55ygcvIgiUQSm93E63PQ2trMhQsXSt9mpYWJbdu2EY/HuXDhAuPj41RVVZXqegYHB4lGo6Vt5idPnlyys8iyLIaHhxkdHV0SmoR4M9XV1aW6rkKhwPDw8DKPSLzfyLKaWNHKd6p5vd5Soe9K425tJTI4SDieWiggwgJFwTQthjMZ7q6qJFDhx3TZCc7Gqb5yhUt+P4WONv7+Oz/G6XRgOnzEkxl84XoqWnu4a4dOITbF2bNXOHDwIHabjXA4fF1X8OXU2NjIqlWrOH78OHfddVep7kNRFObm5nA4HKUt483NzTQ2Npa+NpVKcejQIdavX3/T/Y3EB5vL5cLhcJSOTClv9yHEO0FmjsSKZZrmkmZ5i4darjSKorD2tts4W1lJvG8Ea2IWAMs0uXS6l0A8hbOlDuvnHkD92QdQH9hFpcOGcvYsV4fGOTWcYrzmDjJrPo73tk8T7lzP9NXzPN5rMudoZt8d2+jtPcPVq1ffsLfScvH5fOzZs2dJcXc2myUSibBu3ToAdu/ejc1mK+2CW9z51t7ezrp16163MFyIGwkEAqX6NcuymJqaWnGzquK9TcKRWLEWjw5ZVFlZ+a42gLwZHp+PLZ/9LEfrG3nmG09y+jvP8txTL3Hk+aOs0XQcu9ajeF2ga9hWtVDsakSbm+PE8Zdp3fMIvoYuTEUjY2gMm7W0rt2Ide0lDvVn6U8HeODBfTQ1N1BdXb3cd3UJRVFK/ZPKm2TOz8/j9/upqqoin8+jKAq33347gUCAoaEhJicn2bt3L+3t7ZimST6fl4ubeMt0XV/SYqG/v38ZRyPej1bmlUYIFvrwzM7Olt5ua2tbsY3eFEUhWFXFnf/sn5Hv7CY4OsumVW3kTYOsqkCF79WOx6qKPVzJYCFPhd/N6s4GlNLtgIXClFLDugYngfEDHL+WxnRWkM8nyWazy3o/b2TdunWMjo6WxrZ4dMdi8fzExAShUIimpiYeeOABfu7nfo6f/dmfZf369YyNjbF//37279/P2NiYzACIt0TX9SU7VxdnJIV4p0g4EitWIpFYUktQW1u7ord+Lx4A27ppE6lEisTjB1idMzidSlOYTyyUIr0y/qH5OJeyWewa7Kmao92TwKYufXJ3uFzctWs1tpmLXJm34/e7iUQi7/4dexNut5u7776biYmJUiPJRYqikM/nS0FJURScTicOh4N8Pk8gEGDHjh10dXUxNzdHPB6/4blmQpRTVXXJdv7ycC7EO0EKssWKlc/nl2zRfbPzs1aK7k2b+Kcf/pCW0VECioLf5+aJAyfozq7F5XbRPzCCef4qVXY7lqoxNzXB7kYbPfksszk7OVMlbEvwwpkCrrZGOsJzjM5mqLDrpWM9VlJIVBSFDRs2YLfbOXToENFolKtXr9LZ2Ukul2NsbIzBwUFCodCrfZ4si8uXLxMMBnG73TQ3N9PS0nJT39eyLFKpVOmsMfHBUr5ztfxwYyHeCRKOxIpV3gBSVdW33LV5uem6TmVtDempSUbTGVbn7fhsOgqQHZogc/gcY4BRF6IqWMHZ8/1sd3upDoWocuTJFQq8dLyPqYrNvDgTRs/VYRULXBkd5erlMeyahqppBCsrsdntKyIoqarK6tWrqa+vZ2ZmhoMHD2KaZulohytXrrB169bS5y9u9ff5fJw9e5bu7u7rOhybprnk8NVyi0t3p0+fZtu2bbLb7QNGURTq6+tLb8fjcaLRqDSCFO8YCUdixVo8FgAWzqgqn0ZfyRRFobpnFXXX+hnSNSazOe7ZtZFMOMhzs2lyD36UVeEwTluR0ctnUVSFY8fOEqzwoag6UymY9G/E6W/EsBSmZ5NUVHvpvTRAu1dj7sUkzMY4X1Bof+QRWru7V0RAUhSFiooKAoEAlmXxla98hdraWhobG4nH48Tj8dLHhoeHSafTTE9PUywWlxRzL5qamsJmsy2ZcQLI5XIMDg5y6dIldu3atXJ7X4mfKJ/Ph6qqmKZJKpUiGo3S2tq63MMS7xMSjsSKNTo6Wqo/cblc75llNUVRWL1jBwePHkGJXWO734cV8PLS6SuM1+zDCtQzY1oohoVV7cU/dYSQz8/6jWuxLIvNThdJw8ZQKsbhoSIOK09qvJ871zdz5451aJqKlc7S88RhXv67v8P5q79KXVPTct/tkqGhIfbv34/T6WT16tXous74+DixWKz0yv7o0aNUVVUxOjpKS0vLkuU2WHgM/X4/Z86cYceOHei6Xvr4uXPniEQi7N69m3A4vCKCoXj31dbWomkapmlSKBSIxWLLPSTxPiIF2WLFKt/G7/P53lMHS7o8Htb9wi8w7ffjUVQic/N4Kzy01b867W+hYPobmHD1cHlgjBMnzgGgq+DXclQmrxAYfYEmY4b66ZPcsX0tmvbKn6zLibaqhc2mSe+LL66onTqFQoGrV68yMDBQauLpcrmYn58vfY7L5cI0TVwuF88++yzz8/Mkk0kuX75cKup2u93U1NRw7ty50v3LZDLMzMywa9cuCUYfcG63u1RrZpom165dW+YRifcTmTkSK5JlWUuOmgiHw9cdWrqSKYpCXWMTtRs2kj17luToNOG17bQEEoxm3OQspVRY7Wlah82K03vsGS6evURlKIhhmqRiSXy5HMrla6zZ0IXNpr9yHtnCpjcjnsKrqjA5iWEYpdmV5dbR0cGv/MqvcO3aNQzDYGRkBK/XSzQaBV5dfjt27BiWZeF2u+nv7yeZTAIQiURoaWmhvr6etrY2jh07xtTUFDU1NUQiEXw+H/YVUmsllo/b7cbtdpNMJrEsi7m5uRW3WUG8d8nMkViRDMNY8kowFArdsC5lJVMUhfYdOxjUNPTeYQrZPPXOHHtCc9iVheVChYXTRvK6l49+6HY+8+AetmOy6+oQH5uO4Lw6jGfdWmJzCTKXh6BooBgG5rVx0scukC0UsDyeFdUcU1VV2tvbufvuu7n33nu5/fbbAVizZg2WZZHJZJicnMSyLHw+H2vXriUWi5FOp9m6dSstLS14PB7glSXK1as5ffo0o6OjFItF9u3bx9zc3HLeRbECuFyuJR3jr1y5soyjEe83K+OlphCvYZrmkp4+DQ0N78lXhC1dXRy/4w7GX3iBqSNn6WxvpNNZxPKnOZEIkzAdGIU8yuwgtWuacTjsVH9oL1ZVkKGj59E3r6F+yzrsmsb+K9cIHz5HR66APZVFy+W5VCjg7u7m9OnThMPhFfU4Le40a29vL50Hl0wm+e53vwssnJX34IMP8u1vfxufz4fD4aC/v5/NmzeXltEKhULpmJFdu3bR0NDAzMwMFy9elFmCDzhN06ioqCi9PTs7K78T4h0j4UisSIlEYsmyWmNj43vySU9VVbY98AAjXV1MHT/KoaMX2LJ5FR2VGjW2IUbTTo4cPseeRht2uw0sC0tVGGtt4EDWxeZdWwl5VVwOsNZ0cvHkeS5/98e0qBoDhSLPqirFAwdwOBwUi0V+4zd+Y8Xt3iovtn7yySeZmJigra2Njo4O6uvrcTqduN1uBgYGCAaDJJNJzpw5w9atW1FVFa/Xy+7du+nq6kJRFBwOB7W1tYyPj6PrOhUVFdLn6ANI07QlLRzGxsbI5/Mr9nBq8d4i4UisSJlMhp6eHlatWsXAwADV1dXvyXAECwGpuaODpvZ2hoeHOHzyLB63Rnp+nnzvAJVj03TftXPh/lkLs2b7L88QbbmPZ0fAo1v4PBatVQZ0beLJ1l4KAxfQKhqpbmhgamqKyspKpqenmZycJBAIrJj6o3LpdJre3l4aGhrIZrNs2bIFTdO47777OHLkCO3t7XR1dXHp0iXC4XCplcO+ffvo6Ogo/fyz2SzRaJRYLPZKDZZV6sAtPjgURaGyspI1a9bQ2tqKruvkcjkJR+IdsfKeQYUAYrEYn/vc5/jYxz7G/v37rzuW4r1mcYmppaWVxsYmstksl86dY/LJgwQ1lSuHz9BTFUBpb8QwTSKmC8XhokiBXNEgHleYUhyYiobZ1oXTPkRhzkY8HgcWzqGLx+M8//zzZDIZtm3btsz3+Ho2m41NmzZx4cIFHn74YZxOJ4qi0NnZSWNjI9/61rdIpVLk83lCoRCrVq2iq6sLt9uNoiwUsCcSCX784x/j9XppamrCNM0VGQTFu6Onp4d/+2//LevWreOv//qvSaVS0ghSvCPkWUWsSFNTU9TW1qKqKolE4n3TAXnx/DWv10vA70d3OZn3uXkiFmfiaz9k3YYe1LZ60pE0WqGA02mHVAYUC4dio6iYKGaCep/GA1kvTxQK9L8SHO12O263e8X2g7Lb7Tz88MM88MAD6Lq+ZCbQ4XBQV1fH4OAgn/nMZ0oNP8tD0fPPP8/MzAzV1dV4vd737EyieOc4nU7y+TyqquL3+5menl7SOVuIt0vCkViR4vE4bW1twMLW7nXr1i3ziN55wVCIuM3OagsuWzCTzvDymV7C2SzdgUrSxRFqq2rxBXL4XQZ+V4rJSIrnC73EJtJYqQg7732A2SNHyGazfPazn6W+vn5F94NSFAW73X7D92/evJnOzk6CweCSOqXZ2Vn+6Z/+ibq6Otra2iQUiRKPx8Po6Cjbtm2jtraWdDq93EMS7xMSjsSKND4+zsaNG7Esi1wuh9/vX+4hveMqq6o429nF5OHD3Ol1Ew8GSOQL+Ean6ZxPcmD6O1Q+eAdNzfWoqsLs3DyXj52mXq3DbAlxdL7Iwxs20H3bbZimicPheE8Hh+rqaqqrq0tv5/N5+vr6eOGFF5ibm6Ozs3MZRydWosUCfsuy8Hq9DAwMLPeQxPuEhCOx4iwGolAoVGru9n7cjaTpOq179zF74iSdW9fwci5H16Uh8qbB5bl5atxOpv72OxxsdqGFNBLxON2tnezavgGjaPK9v/8xkR88Rs2n/xmsoD5H7wTLsujt7eWrX/0qbrebbDZLf38/3d3dyz00sYLY7Xb6+voAqK+v5+zZs8s8IvF+IeFIrDiGYZBIJLDZbFiWhc1mW9FLRbeikE5T7/ViFky23bOLYzYbau81QqpK1oKBTApb6ygdd2fQnAX8Wpy8pRIwe6huDjP7vSeo2bkLVq1a7rvyjjt69GipCaTNZqOysvI9PTMm3nk+n690/qLD4SjtYJTfE3GrJByJFcc0Tex2Ow6Hg1QqRS6Xe98+2bn8fpKqSuPoLLbxOW6/fzeJPZtIJpKENJ3s80ewwk0Mv3SewMbLaLVjpBjBrgVwdDZRefse+L//F/7jf4T3UYAsFArE43F27txJKBR63/78xa1RVZVoNEqhUMDtdpPJZCQciXfE+2suXrwv5HK50tlZ2WyWioqK9+2TXU1DA6NVVeRzeXj+BMVDJ/GmE9TaFNxXBkg6FTZt6uaBXY8QPbmKQloHBXLWPPPFUfSHH4JcDp55Bl7pKm1ZFqZpYprmijqQ9q2wLIt0Os3Y2BgVFRUSjMQb0jQNTdMoFoul44UWZ5KEuBUycyRWnFgsVirAjsVipT4370cOh4Oen/5pDv3t37IpFsNxYhzz3EmihskLhSTBu3dy8tRVKit9bOrcxZnLl6nblKOY1dGSbfjrGuFTn4I//VOszZuJ+zxcvnyeeGIO0zAJVtbQ070On8+/4h/DYrHIiRMnuHjxIoZhvKcbf4p3x2JrjGw2W+qblUqllhwrIsTbIeFIrDiZTIZAIICiKMzMzLxvehzdiKIoNHV04P785/nBV/83YX0Op1LN5WKcQmuaNR0e6gKNzEzPc7m/j8msQu1qF8lxL6uqH1moy9q4EbZv59JffJGT+wzWrW1hZ2AXCirz0SRHj/2ItrYttLd1r+iwcezYMY4ePcr69esBrhtrPp9H1/UVdciuWH66rjM7O0swGCQYDJLP55d7SOJ9QMKRWHFGRkZKp7LH4/EVd1bYO01RFELV1VRv7mHTzs2YKR+jF75Bx16LKqWI33Tj97upqQ3y3aeniQyMMHa8Cav+IpHnJ9DwEljXyZnQj2jYnmFGu4hDjdGo3ElVdYDbKn28fPg4Pl+A6qqaFRuQ0ul0KRS/lmVZXLhwgfb2dumALJbweDwkk0kURcHj8TA9Pf2+fkEl3h3yEkysOOl0mqamJmCh39EHZYq8vqqH7JyX3qt91G6YR9UhrUySZY459RSRwPOEV8W49HQV4XXjhPceYNvtfjZvqWQmcw2tScXmLmLz5phxHuCq7W+ZUl4ipl6lfXORU+dfWO67+IZM06Smpua691uWRSqVIhqNvi9bOohb43K5GBkZARYOqF48UkeIWyHhSKw4Y2NjuN1uLMuiUCgsaQz4fqUoCl1dq7l0cZpIfAZPQCVgdeK32hiwfYMR7UfMKadQKqapWjtM3ZoUdt1JWhvDckXYtbeDUHY3hYzKwvm1Bgl1kFHbU1zhG0z4fkBUPUahsHKXHMLhMLlc7rr3F4tFDh48SHV1tYQjcZ2qqirm5+cB8Hq9zM7OLu+AxPuCLKuJFSefz1NVVYVlWUQikRseN/F+5HZ7WL9+L489NcCm+Q/R5t+BpZhMqUfIKTFQLKKTFms3NNKl3Y6n2MAs5+kt/H/YdTuO9iDzYx4q/S4sLArEMUiDXSeft7C0HOYK3r02Pz9PJpNZUoy/uOPO6XTS1dWFYRhy0KxYwuFwMDExgWVZ1NTUcP78+eUekngfkGcZsaIYhkE6ncZut2NZFrqu43a7l3tY7wpFUWhsbOYjP/VL9J09QuN2DVAIaFtIu8co5C0iA27u7/wwAWuhIaJHqcbltJMpJCm68tTNPsy6/EYsxSShDDDA98gpUYpFBSUbQtdW9p/84kGzi4fNDg0NkU6nSSaTnDhxAlhYOmlubl6xtVPi3eXxeMhkMqV/p9Np6XUkbpksq4kVpVgsYpomNpuNXC6HaZofqCc5RVGor28gVN3OydNXmY+n8Jlt5KaquHQI7F6DybEEABYWuuXBNCwwNOaH3TRWt6JiRzUdBIzVtJiPoBt+5gZ1gtoGNE1b5nv4+tavX08kEuGZZ57h0qVLNDY20tTUhMvlwuFw4HK56OjokGJbscTiVn7LsnA4HMzNzWGa5nIPS7zHSTgSK4phGLjdbjRNI5VKlXqXfJAoisL6DZvo6NnGky8e5MdHH2NuRGPdllp8ATvH+/YzMzMPWKiKgs2uk5lzMXu2kXzOKL1qVoAAHeTmAjCyATObIhabX7GNIYPBIHfccQejo6PMzs6WumT7/X7uvPNONm3aRE1NDS6X6wP3OyFen6qqpNNpMpkMLpcLl8u1Yn/HxXvHyp5jFx84kUikNLuRyWQIBoMfyAuhoijU1tbR2tjN5m07UEwNTYc4L9Nn388L575Hg2srroDB2UgWp83NA4+u4YXvnaS5qZ6G+hAWFoNjQ0TtWXbdHsKbrubMmaPs23f/ct+9G1IUhVAoxObNm+np6WFqaoqRkRFaW1tLrR2EeC1FUXA4HBSLRQCy2SypVEpaPohbIjNHYkVJp9OlzshjY2Mf+ItiZbCe6LiCatqxihrhYD1qupJ79+3FZle4fCaCL7kZrRDg5PhjWIEJDMNgeGSa/S8f49LYy3SujRDTDzBb9QPmi5dW9PEKTqcTm81GX18fR48exefzfWAK8sXboygKpmkyMzPzyouK2hvuehTiZsjMkVhRpqamSoEolUrR2Ni4zCNaXl1dq3jhucfZ6msgUGmjo7WJ0eGtXDg1TTzwMo988lN41VpS6QwvHz6LrfkMd2xejQ0X+cIGTp6+xPT4k9TbImS1cbJaYEUvOQQCAX7zN3+T5557jjNnzqCqKg0NDRSLxSX1Uh/E2UTx+qqqqkgkEiiKgsvlIhaLSW2auCUycyRWlLm5ORoaGgCYnp7+wM8cuVwuQuE6Hn/+R4yOzqCoKjkzzoz+Eg1r82Rtw+SUCHOe/bTcM0Ayk2A8dQ5DyZHXZmnfajA/4yFrushPJ3CNO9ENo3RI7UqjKAqKorBt2zZuu+02NmzYwMzMDE8//TTHjx/n+PHjFAqFFR3wxLvP6XQyPT0NQE1NTenfQrxdMnMkVpTyQ2fj8fgNOyZ/kCiKgtNtp3lLiqHYaUYmQ6QKczT15HBbjQStdYxpzzCnngWgshUGxq8Q7zrO1ctRcvNOAloXY8eqic9Pc9cL18hd/APsv/iLKG1tKMUiFAowPw8OByxzw03DMDh37hwHDhzAsiza29tJJBK0tLSUWjzMzs5SW1tLOp1+Xx9KLN66iooKZmZmgIXCfmkEKW6VhCOxoszNzREILCz9JJNJqTcB3M4ADYW7aV9bC4B5ooBbidOY+TCqGcShN4LzLApgs6skztQx3qtg5Krx1iXY1LWTgKOayak5jiSPc9FI4fjWX7HWdNIyMYOSy8HcHPzmb8J99y3rfU2n0zz33HN4vV5M02R6epqpqSn8fj8bN27E5XIBcPbsWSYmJti2bRtVVVXLOmax/DweDzMzM1iWhc/n49SpU8s9JPEeJ+FIrBiWZTE5OcnBgwepra2Vs7Re0djQzIv7T9DUWI1u0wj5qymOb8fdUYFl5vDmurHZD1JUE0wNmqRdB7ht2w46XfeRTGa5fGmUOWeGdRtaqGm4k8OHL7HjE6u58NIFMpPjrHroIZQf/AC2bl3uu4rNZqO5uRmXy4WmafT29pZ2MD7//PMEg0FM0ySfz7Nz507ZkSSAhS7Zly9f5siRI1y7dq0UlGRWUbxdUnMkVoxCocCRI0f4+Mc/zh133EF/f7/MHAFOp4tVPbs49NIVYvEU7a1NTA4WmJ6ex8hrBOx1VJrrmBywMC2T7n0ZspVnMPUkFQEvO3auwrAMRicmcPoNGpoDTE5G2HHfNsZ2dhL72t/Bjh0QDC73XcXhcLB7924UReHQoUNMTk4SCoXIZrO0tbXR0NDApk2buPPOOwkGg6iqPIWJhZqjF198kTvuuINPf/rTnD59WhpBilsiM0dixTAMg2g0imEYGIbxgThw9q1QFIXm5jZOXPwxPz79DTxqLQkjwo+OnKKnch8Bv5/+2RRXpgpseSSPZrPIM8+Q9gOqzK0oKNSvz/PSkUN0tkTJt1uMHO+mrbOKnrs3c+XJo2z3+xeKtJf5lXYmk+GHP/whDQ0N3HnnnaW2A8VikWw2i9/vp1gsvuGMwOLxI4vF3eL9b3GXWj6/cLDy1NSUFO2LWyLhSKwYsViMubm50tvt7e3LOJqVxbIsio4xuu6cxTCmqQG8ag2N8Sb6cj/A1zhAzbUidruDoNWNx6xmnisMqt/DUgyK7hRJ3UG24ECxwbR1kl79GgHvDtJ33gbPPgsbN8LatcsakBKJBNlstlRbpOs6xWKRc+fOkUgkCAQCVFRU0NHR8bq3YRgGZ86cYfPmzRKOPiAURaGurq709uzsLNlsFq/Xu4yjEu9lEo7EipFIJEgmk8DCk11VVZVc3MpZCmCh6wqeQifNmUdx2ioJu2vIFwbw5rrYrD+E06xEsVS8ygWGtO+DomBZYBqgqgqxGRNnRZaUNsxkdhLHql+Cmk74y7+E3//9ZV1eq6yspKOjg4GBAVwuF/Pz80QiES5dukRPT0/pQOKxsTG8Xm+pNmmxB5JlWQwODpJOp+V35wNEURQqKipKb8/Pz5NOpyUcibdNwpFYMSKRCNlsFgBN02hra1vmEa0cqqris7VTzPTR4NxCVX4vSsFDQU8TVLoZLZwgOmrHzHjAtRAKfLRhJ0COKJl5DbtDA8XiyhGo7rHAgvlxO9vr1sLuHjh/Hr7/ffjMZ5Zt9shms/Hggw/y4osv0tvby9DQEHNzc7S1tWGz2ZifnyeRSJSOi4jH4xSLRRwOB9XV1aRSKXK5HDt27FiW8YvlU1tbW/p3MpkknU4v42jEe51UM4oVY3h4uHQ+ksPhWPJK8INOURTWd95F8tjthDN3Yrc5sdQCmh2G+pKMnqygo6Gb/S+cJZ8vYlkWuuXCa7ZSyKgMn3bQ0KXRf1wh1KCST2rEZ1TckXvoaFuFpetYH/841oEDWGNjy3pfNU1j9+7dPPzww/zLf/kv6ezsRFEUhoaGiMVixONxCoUC+Xwe0zRxu90UCgUmJydJp9Ps3LlTDqf9AKqsrCwV6GcyGUZHR5d5ROK9TGaOxIpgWRaRSKS0w8Ttdss27ddorG9hdHgz585MsHFdB5qeY2JqmovzT9F+Rwp3apShb3t4/tkzNLdUE6jwMDzrpO9KPb4KnaFTE9T1FHF4DY48pjJ7Zi2//DOfoZDPc/7CeVKpecy2BrxPPM6qT30Gp9O5bAHD5XLR3NxMPB6nsrKSTZs2MTY2xtzcHA6Hg0AggM1mo6KiAk3T0HUdVVXJ5XKlcVuWRT6fx2az3fSutmKxSCwWK92+WPn8fj92u51sNkuhUCAWiy33kMR7mIQjsWL09fWV/h0MBmXm6DUURWHnztu4erWP5w+cwVuRZSx+kaY7kyga5PyX2XTfNqbO2Mmm4OyZC2xct459azYxPjFLrvIkdvc1xnrBKtgpmhlmxsfpf/yHrJmPsGb7OviNn2V2eIyXXvgRG7btW/a6L5fLRTgcZmBggO7u7lIh9uKOtMXQY5omkUiEgYEBNm/ejK4vPLWdOXOGpqamJUsupmmiquob3q9IJMK1a9doa2srHYT8eizLwjAMNE2T2aplFAwGcTgcZLNZLMuiv79/uYck3sMkHIkVo7zlf0VFBTabbRlHszKpqkpXVw/BYJBvPvcFvHURHAsbu7AoojdeZb2/kZPDj5MLmTzx/CiZTJ76UBPO8QbSx70YFYPUd8fxVkQ4+Ld/ySdx4FZVlJOXoLOJ+uZ6gpUVvHTsIHvvuA97NgemCVVV73otkq7rPPzww3zrW99iZGSEcDiMrutcuXKFXC5HT08PLpeLqakprly5Qjwe54knnqC5uZlVq1Zht9sZHR1leHgYAJ/Px9zcHDt37nzdHlqWZeF0Osnn86RSqTdtKZHL5bh69SoNDQ0EV0CvqA8qm82G2+0uzRjJ+WriVkg4EitCsVhkYmKi9HZzc7N0x34diqIQClXT4N5LxvkYYKGgoOEkbOxC9yjUrIkzNWUSXBfn0Z276XF+mELeoLdvkJNnvCSMc4RCadYUTNyOV2ZRTBOicehowpnJ0JyeZ/jf/Fs6Z2bgox+Fn/mZd/R+WJZFPB5H0zQKhQKmaV7X2FFRFGw2G5/85Cc5e/Ysx44dwzRNFEUhk8nwzDPP4PV6KRaL3HXXXVy9ehVd13G5XAwODpLP57Hb7SQSCerr68lms/h8vjcc0/DwMJFIhNraWmpra9901mh6ehqbzVbqySSWh8vlorKysvQ8Mjo6WpolFOJmSTgSK8JiQe0iOS/rjamqyh17HuaHZw4AczitMK3GR/AYrWQKcdIzDWj6COvvtnCZMDEyzfj4LBYWHq+D6ahG7JpCo+549eJv06E+DKqK4nRSE0vQ29kJiQRs2fKOzRpZlsXc3ByXLl2ir6+PQqFQWg5paGhg9erVNDU14XC8Oja73c62bdvYvHkzmUyG06dPc+nSJdrb20mlUoRCIe655x7uv/9++vr6mJiYwOPx8NWvfpXq6mrWrVtHMpks7W6bm5tb0hen3Pz8PLquEwwGcTqdb3g/pqenKRaLOJ1OQqHQO/L4iLdHVdUldYqjo6MYhiHhSLwtEo7EipDNZpmfny+93dnZuXyDeY8IVgSpYBu22CCt+qPoRR9ZNY1u08gOtdK2ZRgVnXPHZiiof8eW1gfQDB/Yqhk6VMHwxQxZs6yL8IZuqK9eCEEuN7lUFv3sJaiogJaWWxrr4izR0aNHsSyL8fFxAoEALS0tpYtXsVgkn89z6tQpDh8+TFNTE5s3b8bv95dCkqZpeL1e9uzZQ3d3N0899RTr169n+/btpTqjnp4eenp6iEQiPPzww4yNjVFdXc3evXsBeOyxxwgEAsTjcZLJJHV1dUtmh5xOJ/F4HI/H86azRoubCDo6OqTeaJkpirJkCbR8g4cQN0vCkVgRZmdnS7UCiqIQDoflYvMmFEVh9/qf5uyJ/Th3VlNUs+hOE9WykzNSBD066f5W0vYBDHIcO3+MdfV34FA9tNa1MzJSwVUtTY3LgbqmA+7aDovNFJNprs0nafV4wOtdWHK7Bdlslr/6q7+ioqKCmpoampqarntFb7PZSnUjsNAU9LHHHiMYDHLbbbcRCARKO8cWL4Sf+tSnSm+XPy4AoVCIBx988Lr379y5k0OHDjE0NMT69euXjKFQKBCNRnE6nei6vuQIitf+Pi4sb4YYGxtjeHiYzs5OmaVYRouNYxfNzMwQi8UIh8PLOCrxXiV/yWJFWDw2AhZmB+rr65d5RCufoihUhcJ0de/gx88f48rVa2RSRZKxPKl5g8D87cz1+8kW0mBo9NwzT1uPnzXrG/jQQ9tZtaaey4119O7ZhHH/bViuhSUk0zQZPHsZtmyn+v/9f6FYhK9+FV45t+rtcDqdtLe3Y7PZ8Hg8bxgiFs9E83q9NDQ00N/fz5e//GUmJiauCytvdn7ajT6nurqaiooK7rjjDkKhUGnGam5ujtHRUWZmZujp6UHXdSYnJzl9+vQNz+laDGgej+e6ICWWR3lBfCKRkEaQ4m2TmSOxIgwODpYaQNpsNnm19xYpikJDQyMvXxjh0OA5zpzfSM53BVsozvjp+5mbGiFy0kVrZ4ireYuKjmlqKxvIOYepueM0575S4MnjCc6OTbBx/Sp0m43JqSgeV5jNd+xC0XX4f/4f+K//Fb7znYXCbJvtpuuPFEVh/fr1fPOb36RYLNLc3PymMzOLampqcDqdvPzyy9x1111Lmv29Hf39/RQKBYaHhxkfH6dYLOL3+0vH16xatQqn00kikeDUqVO0t7e/7thM00TXdSn8XSHq6upQVRXTNMlms0xNTdHa2rrcwxLvQRKOBJZlceLECSYmJqitrcXn8xEOh/H7/aU6jrdyEbuV7z8zM7OkAaScifTWZTJpLN8ga3ZnOfEPfWy4L45LreS5v3mB7iGNR7xVBK/5yRjNXJicZWJdH3rPCYpagZrOSu5fdS/XBsf4x+8/ySMPf4JNW+/E6/W++nOur4ff+i344hdhYAB+/ucXapBu8vegpaWFzs5OhoeHl1ywBgcHiUQi1NXVEQ6HlzRdVBSFmpoawuEw2WyWxx9/nIaGBvbu3VvazfhWfx9zuRxnzpxhZGSE4eFhfD4fTqeTTCZDa2srwWCwdOitoihcvXqVjo4Ourq6Xvd7qKpKNBqVnlwrxOIsXj6fp1AoyHZ+8bZJOBKYpsn/+B//gyNHjpTe9ng8/O3f/i3bt29nbm6Or3/96/T29vLggw/y4IMPvmGPmHJv9cK12IcGFnocyW61t858pRlina+b7m4XbfYa9FQjrdP/yH21YVx2Ez2VJnhxhNsqgjwZi+FtKGD3QHQuyclTF2lbVUHHrgRTc6Ns2rR16c9NUaC9Hf7Tf4Jvf3vhcNr77oOHH4bybfGZzMLOtnD4hsFpccdZKpVacihoU1MTPp+PiYkJBgYGME0Th8OB3+/H4/EAEIvF6OjooLm5mUQiwbe+9S2y2Sz79u2jvr5+SdH261EUhVOnTmFZFh6Ph8nJSSoqKli3bl2p2eViby3LskgkEjQ3N5e6bS/exiLLspiYmJBdaitIKBTC5XKVjpaZmppa7iGJ9ygJR4JYLMalS5f46le/Sk9PD9lslsnJSdauXUsikeBzn/sc2WyWrVu38u///b/n8uXL/Ot//a9RFIXe3l4OHjxIT08Pe/bsQVEU/vzP/5xYLMZv/dZvLelVtPiEVb5Fe1H5k1gwGJQGkDfB4/bgT+yjLbsRs3IUK5qjUCyydetWgnu3gVFEefYoytA0WjTBqkiRCyMqzmqD+QmNLZ9YxcjUAHrlHJGxK5imef2RGYoClZXwuc/B3r3w938Phw/Dz/4sOJ1w7NjCfy0t8Lu/Wyrsfq3Ozk4cDgc//OEP6enpQVEUVFUlFAqV6n+i0Si5XI7JyUmOHTtGXV0ddXV12O12FEXB5/Ph8XiIRCKcPn2a/fv3s3btWhwOB83NzVRVVd2wA7bNZuMTn/gEjz/+OIZhcNddd2EYBgMDA6UCbFVVS797xWKRTCaDaZpcuXKFrq6u0u1alkU2myWbzZJKpd5wt9pru3mLnxy73Y7T6Sxt7hgYGFjmEYn3KglHgqtXr2IYBlVVVeRyOerq6mhtbUVRFL75zW9y5coVnnnmGerq6ti6dSu/+7u/y+c+9znm5ub4vd/7PR566CH+7M/+DMMw2LdvHz/4wQ/Yv38/O3fu5K677ipdNP7kT/6Eqakp/uiP/mjJ93/tK7zGxsbXnZkS11NVlY62TVy6NExnRyOHjh6msT6Io7sNnA4UHLB9PdbYCyhFA2fRIjKokR7J0bxGw+d1sTrQyeBLHQyP9fLkU9/nvnsfwm6/QRNOVYVVq+D3fg9efBH+z/+BsTHYsweCQWhtXfic16EoCvX19dTX1zMzM0MwGOTq1av09PRQKBQoFArYbDbi8Tg2mw2n00lPTw/Nzc1LbkPTNKqrq7Esi1AoxNzcHL29vYTDYbxeL11dXaxevboUeBRFwTRNnn76afr7++nu7ubq1asMDg7S0dGBaZo888wz6LrO1q1bS6e6B4NBDMOgv7+fhoYG4vE49fX1jI2Nkc1m0XWd5ubm0g6717Isi6tXr6JpGm1tbbID8yfMbrdTUVFRej6ZmZnBsix53MVNk3D0AWdZFocPH2Z8fJzPfvazpFIpWltb+eM//mN6enr44Q9/yIMPPljqBbNlyxbS6TQjIyP09vayb98+PvvZz1JZWcnTTz/Nzp07mZ6epqmpiS996Uvs2bMHh8OBZVn09fXhcrmuG0M2m11ygnZNTY08md0ERVFo7+jk5ZcnOXbyHDXhIGfPX6PS7qO9pQ5QUMKV5AJerIkZ+op5iqpC04YCkbNO5gLPk1Cv4mqP0VPcQ7EwzQsvPM2+vffgeL3DZ51OuP/+heaQ3/gGHD++MLu0Zs2b1iItHgly+PBhnn/+eZLJJIVCgbm5OSKRCKFQiNraWgzDwG634/f73/C+22w2dF1n+/btKIqCYRhcvXqVEydO4PV6cbvdS7pXNzU1MTs7SyqVKr0gsCyLu+66i0OHDpFIJDBNE6fTiWmazM/Ps3r1ai5evIimadTV1ZFKpTBNk0AgsGR8lmVRKBTQNI1EIsHg4CBTU1Ps27dPfqffBTabbcmOtcWNHjITLW6WhCNBKBTiD/7gD/j4xz9OLpfjd3/3d/nt3/5tvva1r3Hp0iXuu+++0ucuNsZLJpNs3LiRb37zmwSDQX784x+XwtX8/Dy/8zu/wx/+4R9y8uRJdu/eTbFYZGRkhA996EPXff/FE9AXNTY2viv3+/1E0zRq6qvYf+Wv8cS8aCE/Vy5FaeyvoqetCU1TsVX66JuYQtm3htv2TXHy/BkqOmeZ1g+SS0E+r+HULfbsXsPMTIynXvw6H7rn09hsrzOLpyhQXQ2//usLAekf/3Hh/Zb1pgFJ07TS+WbpdJrR0VHsdjurVq2ioqKiFKhra2s5ffo0e/fuvX6pb8lQlCW3XVlZSTAYLM0YwcIMZSaTobKyEofDQUVFBbW1tWzevJlQKISqqtTX13Pq1Cl8Ph8f+tCH0DQNv99PV1cXyWSSs2fPcuXKFTweD6lUipMnT3LbbbeVjiTJZDIcPXqUfD6PZVm0trayZ8+eN+y0Ld45iqIsCUexWEwaQYq3RcKR4Od//ucBSrUUn//85/nYxz7G+Pg4uVyudJEBmJycxDRN6uvraW1t5fd///fZv38/v/Zrv8bu3bsZHx+nUCiwY8cOHn30Ub70pS+xbds2DMNgdnb2hrNC09PTS7pjLxbBirfOsix6B1+i6/YkdlcKlVnaW+/in77xAhvW1uM0A8yPjUNXNV3NYYZfsmivuxOa9zN21oVtZgNdVZ3o9W7OnRohV3EJq+0KZy91s2X97W/887DZFnaweb3w5S/Db/4mbN78lmaQtm3bRj6f5+tf/zrt7e3XLafW1dXR29tb+t15q8p7Gy2GKk3TSr9/wWCw1LX729/+Nj09Pbjdbrq6uqivr8dut2O325fs2qusrOT2229n9erVOJ1Ovvvd71JdXc309DQ+nw/LshgdHcVms7Fx40Ysy6KiokJqjd5l5cfCzMzMkEwm5ZxGcdMkHH3ATU5O8uUvf5l/9a/+FZWVlcBCDYvdbi/Vayy+H2BkZAS3200gEEBRFDZs2MCGDRtKHx8bGyu9Av/VX/1VHnroIU6cOMGqVatIpVLU1taWPtcwDCKRCOPj40saQMrJ5jfPNE2yTFHtgsVIUtvspq7NxeotLTz/48s0rGmnp6cZh83JmvY1WK55nrh0BA917NtzB5mEgtvhoWt1NQcHTpGcLzCQOMBma8+bh1Vdhw9/eOGokT//c/ilX4IdO96w/ggWQszMzAzpdJpEIlHqgr34/RRFYceOHVy+fPkd6Zr+2k7afr8fVVVJp9NEo1F6e3tRFAVd18lms9TV1ZW286uqiq7r1NTU0NfXR19fX6nuKRaLEY1GmZ+fLzWZlID/7lMUZUlbhXg8ztjYGJZl3XJ/LPHBIuHoA87pdPL4448TDof5zGc+Q7FY5Ctf+Qo7duygtrYWl8tFf38/t912G5Zl8cwzz7Bly5YlBzyWWzx6wW6309XVxSOPPMKXvvQlfv/3f59sNrskHMXjcf7gD/6AS5culepFRkZGpGnb26AoCqrhwSyq+PQ6ao07qVTX0bxqCDsBqquD9E2epKu7ntqaEDbdRjLpJj1nJ7B6jBcPnMTBwgxhQhnEu+Ua2bMmhdwUuVzuhrVi19E0uOsu8HgWApKiLASkNwkJXq8Xv9+PaZocOHCgtL3eZrOVOmWvWrXqHXqkllrc/QYLS8aLwXxxFjWVSvHcc8/R2tq6ZPahtbWVT3/607S3tzM/P8/w8DCrV6+msrKSc+fOMTMzQ3V1tQSkZVBXV0dLSwttbW3kcjm+8IUvsHnzZr7whS/IDJJ4yyQcfcBVVFTwxS9+kd/5nd/hq1/9KoZhUF9fz5e//GW8Xi+PPvooX//619m7dy9DQ0P86Ec/4n/9r//1uq/ARkZGCIfDuFwuVFXlV3/1V3nkkUd48cUXMU1zyUV28Xt/85vfZMuWLXR2dvLnf/7n0gDybVAUhZbqbTDkZFXLPnQW+gP1NG3kzLGrFJ1TrP7IEMd6v8V05E7aGjqJROaxbBkmz1Xxoa2bCHrCWIrJSMzGj4+fwF0J05ddb1jrc4OBLAQi04S/+AsIBKCn5w0DUiAQ4FOf+hRjY2MMDQ1RV1e3pE5kMSC9G147s+T1evF4PPT19bFu3brSx+12O6tXrwYWNhCUL/ndfvvtfOUrX3nTlhSmaZLP52/Y2kK8fX6/nz/8wz/k4x//OAcPHiSTyfDAAw/IYyxuioSjDzhFUbjjjjt44oknuHLlCqqqsnr1atxuN4qi8Ju/+ZtMTk7y8Y9/HMuy+PVf/3Xuueee132iGRsbo6amBl3XURSF7u5uHnroIf7jf/yP+Hy+JQ3zFm8jm81SUVGBrusYhiHLam+DoiisX72DF56PEHXlqa5eKJxvrOzmqPMl5gvXWBPqpHtHE3OT4+yfepLYqJto1GDvz8yCexLFCGMqRXJVZ2jbWuDkE+Bvusbl/tOsW7X9rV9cFgPS+PhCDdLv/d5C4fbrfP3i7dbX17N9+3aeffZZdu/eTS6XK/U2gp9sl/Y3Ul1dzaVLl1i3bt1b+nxd13E4HG8aKovFIocOHaK5uZmmpiYJSe8Qr9dLNBpF13Vqa2u5ePGiLKeJmybhSJQKVHfs2HHdxwKBAP/zf/5PotEomqa9aYFpXV1dKVjBQv3Sr/3ar/HNb36TQCBQOo6k3OzsLC6XC8uySluoxc2z2+3s2XM3R4++hHtwgnB1gFQqQ2zGoia8ng7zHjTdRkNjEVvjIJMtYxSP6th9JrPWSYLmOgzSxK1+FFXByKu0bCjSe/kZ1nRvvbkZJE2DRx9dCEhf+hL8u38Hi72AbhAALMvCMAzGx8dZt24duVyOQ4cOcc8995DP54nFYjQ0NDAwMEB7e3vp696NMOFwOJicnKRQKLxp/y3TNLl06RKmab7p2Gw2G9u2baO3t5eZmRnWrVuHz+eTgHSLfD4fk5OTWJaF2+1e0iZEiLdKwpF4U7quU11d/ZY+95//838OvHrRWpw9+vu//3sikch1F5fFzsEej4d8Pk86nb5hgBJvTlEUvD4fd951H7HYPIeP7ufI8ecIbxplarKVfM7E5QQVDY9eja9yGrffAgvyxLAwiUXTXHvZT3V4L3etDTB5cZDJ8QiZTObml7ZsNvjsZ+GP/gj+/b+Hjo6FJpFVVQudtGtqSkEpm83y9NNPo6oqVVVVnD9/Hk3TKBQKHDhwgLq6OmpraxkaGiqd/TcyMkJ1dfVbq4e6RTMzM1y7do3u7u43DC+nT5/m+eefZ8OGDW/pOJNAIMD27dvp7e3l7NmzbNy4sVQDJd4eXdeZmJjANE1CodB1RxoJ8VbIXKN4R2madt0Mg6Zp3HffffzMz/zMdbNO2WyWdDqNoigUi0V8Pp+Eo1ukKArZXJqo50e07ZsgnzVp2DPMweOHSCbSWBZQtDEznmFuFJLz4CjWk07mOP31A9ynb2fX5u2sX9vNg/vu5bbqdVw5c+btXWS8Xvi1X4NUCl5+GV56aeGMtsOHl3za7OwsY2NjOJ1OhoeH2blzZ6k/Vn19PTabrXTMyOnTpxkZGeH8+fOkUql35DF7My0tLezfv39Jy4lyxWKR06dPc+TIEdxu91v+HbYsi2KxiKqqaJq2bL/7r/3RFi2l9D7LgnhRI2e+3vEor/63EtjtdjRNw7IsdF0nFotRLBaXe1jiPUbCkVhW+XyeQCCAqqqve+ERN8eyLI5d+j6NW2ZBK6LpCqGWIu5Nxzh8/iVefOEsR1+YIht1sfl+nYHDTpSJ1Vy+2EvnZBRfuBazYMdus6FMxdlwfpjIc8+QyWTe3oBqahZ6H1nWwnLb3r3wUz+1ZHmtsbGRT37yk3g8Hu6++2527tzJo48+ykc+8hE+9rGPLWzxt9sJhkJ87GMfY3Z2FqfT+bq7Jt9JiqJQXV1NdXU1jz/++A0vtPPz8/zjP/4jFy9efNOlNwswFRXTshgeHuall14ikUjQ3d39urNgbzQLZZX9V/6+Iup174tjp7wlomlBv+Fn3rKXwk3BUjicCTFtOBZCD3A27eN82ov5yufkTYXJnA3LgoIJZ6J28iuk16KiKOTzeTKZDDabDbfbLeFI3DQJR2JZxWIxXC7XwhbyRGLJVn/x9uRyOdJ6H3YnODxgYaEoEKzwse+2Hey7fTPb99XSsVklELbQVTs/fuIUB548SFjTsDQdp90FWR3tuYvoyQzBVIrc2w1HigKrV0NdHczMLMwkvSZAKIpCKBTi3nvvLTUBVVUVVVVpamqioaEBw+Ghfe0GVq1ahaqquFyu0tEfP5GlE80GqlYan8/nwzTNG9awLDaIXDxa5I3Ho5AINBBxhrg2Ok53dzdbtmxZ0k/stSzLoqDoxHUvr73lIhrjthBG2dN5Fp1zWj1p7KXPz6FxmhrG8C25jSwaJ4wwGXQsC3QsqvUcJ7KVJC0dBVjrTjKadzKcc2JZMF/QOBTxMpvXsYDhlM6FefuS2ablnElyOp2kUikURcHhcJDL5ZZvMOI9ScKRWFZzc3Oleqa5uTmpt3gHKIoClkomCdGZLJqjgJHTqTPuwmmFcNq81GibAJV8zmJuJoVR2Y9/4zQpLAo+O5lcmuLVUfTBKbAsMpqOditLProODzwALtfCuWxvsHPttbMkqqouzCZtWEf76nWcu7TQqLGlpaU0KzA0NEQikVhyhtotC9Ys/Fc2jtraWs6fP3/d91FVlXvuuYfVq1eTyWTeZKbCwpOYoqjqhHfcg6+umWw2+6Y1SkVVY8pVQ0r3LAk3ChYJzc2krbL0fgdFvFaOq1p1KTQ5MOghwhUqmcaNBagK9Kjz+JQ8J4rV5FFRFOi0JajSchzPVlJAoUIrstGd4EzaR8zQqbIXaXPnOBbzgKKwqzpLX8LGWEbDsiCRh8sRZVkC0mIgWlxy9Xg8RKPRd38g4j1NwpFYVrFYrPSKeXp6+qaOiBA3pmka6Wk/fUcLNG/MU9thETnViT+zHpvlQUHDa7XgNVoYPgdN6w18dRmm5gsc8+RQqnScLg1XMg2GQaRYJL96Dd5bCa6KAjt3QjIJfX03/eWqquJ12nFrCvN5k+6eHurq6pibm8MwDM6cOcPly5c5d+7cOzeLlIyCJwD6q72KbDYbs7OzTE9PX/d9bDYbDz30ELfffjvj4+MUi8UbjkUBtGKOy09/F0c2zqyrmlnLgcUbhyOnkaMyF2XKWUNefXVGSMOkKT9NRPcR0xaCkwq0mBEMFIbVIOYr3zdMik6iXKCaeZxYgIbFRm0OE4VzRoiipaACG53zWBacz1VgAc2OLA32HCdSfoqWwlpfBhW4mHBR5TBZGyhwbNZJxlAomHBySmEoTtls0k9ohu8GHA4HY2NjpaL3d6s2Tbx/SDgSy2piYqJ0zlUmk5EeR7fIsizO9R7B3tBLdBL8FS5qmzyk8wmeee44s3Mxstk887N5rr0URFUV5gd9JIeqqVtjYX4kzuFzA0Rm0qRrK7msmfzQZrL2vntvvVeMzwe7d8MPfgCJxE2vuyiKgt+msnrdegrKwnLX7Owsk5OTuFwuurq6iEajpNPp0mnstySXhkIWPBVLxlBTU8NTTz1FJBK5rveS3W7ntttu484772RiYuJ1l3NyuRxWsUBlMYE5fBGqGkn5a94wIClAMB/FZWSYctVgvlJTpABuM0dtIcKIPUxOsWEBNgy6jBmmVR+zirf0uY3EaSTOearJoIOyMKu0VZ8mYjm5bC6EITsmW50RJopOhgoeFGCdO0nRUujNeLArFlsDKa6mnUzlbKwO5PHZTE5EHFQ4YWPY4vC4SiK/8Hs5FjcZj5vvSkAKBoPE43FgoSnk2NjYT/x7ivcXCUdi2ViWRS6XIxwOAzA1NSXdsW9RsVikb+oJ2rcVqKhR8GXXsprP0OzfwtH+p/ijv/wzvvyX/8CLB06Rt5L0H1eYHimiVI7T1V3L7rZPsGHVJsYmZnkx8RS9nxzE+8lp4sn5Wx+cosBDD0E2u9AY8ty5hU7aZSzLolAoMDDQz7GjL3P0yEtc6btMOp3Gsiw0Bao9Tuo7V9Hbd4VCocCFCxeorKzEsiw+/elPk0qlmJqauvUlNsuCeAT8laXaI1ioZ6muruaJJ55gbm7uuov94pLfgw8+SCwWW/LxxdmTWCxGW1sbyWSSKyePoI5cJG/3kPTXYirqdXVFi1QswtlpTFRmnFWvfk+gqhjHa2QYtVdjoqAAXnK0GXP0a9UkFGdpVqmDeXzkOEOYPBqKAh6KbNemGTZ8jJgLf4d+tchGxzwX8gESpo5DMdniidOfcxMp2qiyF+n2ZDgVX1im2xbKMZHWGEvr9FRaVLksjk8qmJZCJG1x4FqBdKH8If7JzCa5XK5SbVhDQwOxWOwd/x7i/U32TItlNTs7u+S8I6k5ujXpTArFN4GqQVW1F8/Mbbjqw0TjF6nuzNK2Y56hYxH6RoLYYxrhNoWu22NM9Oo0Gw/jLjbhDvrxVSpY+jgFxWCyP4dh3fpuH8uymDYMJm6/Hf3HP8b8T/+Jzvvuw/WJT6AEg1jAzOwkB89+jfrqIKvadqIoCrOzMxw6cJGu7o00NbdQTCdx2nTu+dDD1Pg9pWZ/i920Ozo6OHz4MLFYDNM0yeVyOByOtzfzlU4s1B15ApCIlN69eDzOk08+yaOPPnpd88bFxqpOp7M0a2FZFtlsFk3TsNls3H///QwPDzM6OkrY70GPjjBpr8Tw1uBPTqFYN97+pVkGtZkJRj1NOMw8Ffl5FBZqjxoKs1xxNDCtV1BbjC4spVkJ0qaNy2oN64xxnBRQsVjDLKepoZcQa5lBVywqyLFOn+N8MUSFksev5KnXM0wZTs7kKtjtmiOkF2ixZzib9rLXH6XLk2Uw7eBq2skqT5a1FXlOzNmprjfYXmfxo36VkYTF6rDGYNTgxGiR29t0igb0TebornVgf4evRBUVFUxNTQELNUezs7NYliUNNsVbJjNHYtksNoD0er0UCgXi8fjNdWEW19E1HavgREGju6eBq1emiMVSqKadbMRFbrKacKvC1l8Y475fcvLQ3fdT4Qrjrc4zPvbqxT+rzFAkjWlapMbC1Nc239K4TNPkzMsv0XfoxzSpCTp6Wqhoa+PlAweY+LM/wyoWiURneer0f6dq18tUrZ0kEPAQ8HvpaG/ijj3rudZ/mm/84H/y0vm/Ijd3hKErL3Ly1CFUVVlyzIiqqlRUVJBMJjEMg5dffplz5869vWU2y4TYDPgqQXn16VJRFJxOJ6FQiCeffJJoNHrDGqRHH32UBx98kE2bNlFbW0soFOLnf/7n+YVf+AUKhQInT57E5/Nx7tw5Cqk4Yy8/TVGzkfTXkc7lrxuzZVlk0mkcRo6azBSzjioymqu0ZGazijTlp5m2BYmr7tL7m80oXitLnxamiIrCwrLZOmaI4eAqC+FUUaBBSVGrpjltVJFHRVVgjT1GytQZfGV5bZUrRdLQGc65cKkWG/1pLiVcZEyVLn8Bmwp9CRt+O2wIWxybUCmYCruabVyLGEzETQzT4uxolksT2Xd89shms5FKpTBNk2AwSDqdfkdvX7z/STgSy6ZQKJDP51FVlWKxiN/vlwaQt8jlcuPNb6V6/sOs1f45t229jYMHLjI4d46H932Ee9p+nd2Vv0bh+P1o/XdQZW6hvfgJasJVnJt8loGBSUzTIqFco1g0GD3npCf4M3g9tzajN3j5Msal0+zZs4HQhk5cD+2h+fZN7G1p4VJ/P6kLF3jp1Hdo2DaCww0JZYAiaQyyJJUh5m2nadg8Tc5xgertl+la52Hf7d2sXu3h8OEfMjc3u+T7NTcv7ACLRqNEIhEURXn7y2ypGKgq+K6vh3M4HPh8Pr73ve/dcOlGVVWqq6tZv3499913Hx/5yEdwOp2oqsrFixdpa2ujp6eHdDq9cM5abTW+6CixbJ7hvE7ReHX2yDRNent72b9/P4VCAW8xSUV+nklXDUVl4e9GAXxmhtpClGFHDdlX6o80LDrMWSyUV3awLQRJF0U2Ms04vtIWf1WBtVoEBYtLRhDTAqdissYR41LeT8LUcakma91JLmQ8ZC2VRmcen25wOenEpsCmyhy9MRvJokJ30MJlg7MzClUehXW1GkeGi2iqwuYWJ2dGsqTzFkXDYngmS9G49aBks9nI5XIYhoHD4cA0351aJ/H+IeFILJtMJlO6UCSTySWv/sXbo6oquzd+mGvHPaQTRWYjEeZt5+i6fxJ/Uxy3y0lNuJK79+xjciTB/HwSpxWmJf/TFHJ2InGV5/ef5tihSUae38J6779h87o9t/RzMU2ToUOHWFfpR1WVhekJmw5be7A319DldnP2f/x3UqlncftMMC00y0XKmuCS9udc0P6Ufv1rzAWfxFM/z+zMPNf0bzOpHcAKDbJ2p5tTZ15YMsvi8Xiora0lGo3idrvp6enBZrO9vRoX85XZI3/VktojWGhievbs2VLx7xtRFAVN01AUBcuymJ1dCHS6rhMOhzFNk9nZWZ578ocMH3ySyqY2CtXNpSJtwzCIxWKsX78em82GAlTmIuhmkWnnQp0RLASk6uI8PiPNsL2mtJXfhkGPMUkSByNlO9j85FjDLFeoJPrKDjYbJhu0OSZMD5PWwpl4DXqGai3Hpby/tHvNqZhcybjRFNjgT9OfdhAratQ5DSodJhfm7egqbA6b9M8rJPIKa2p0cobF1TmDzrADp65waSJLvmjy7Ll5RuayN/fzuYHFF1zFYhFd1ykWi+Tz+Vu+XfHBIS/TxbLJZDL4/X4URSEajVJRUbHcQ3pfqKgIUhFq5C+/+g9knL303D+H2+dklqO4jEpU00FGm6Vy/RiX+w06Wto5ebEfy7JYs2Y9wWAlhvFTaJpOJpNhcHAQRVGorAyVfl43w7IslEgEO56FIufFr7fp0NNCdf8ox6cnUCtBQSForiecvRdLzZOxTWBRQFEWOjUHqsEc66BQGWGQZ1E1HZvfQ7LKy+TUDhobWoCFIHL33Xezb98+/uEf/oHDhw+jKAoul4vKyko6Ojpu7kFNxsAXAn8I5qdL77bb7YTDYYLB4E1161YUBV3XuXz5Mhs3bqSxsZGhoSGKxSJ79uzB6/ViJieJVzSS9oSwxyaZnp5G0zS8Xm/pZ6BhUpuZYsTTSNReQWV+oc5IxaIhP8uAo44xexVN+RlULJwU6TGnuajVYrcM6qwYClBDihQ2zlPNNiZwKUUC5OnRolwwKqnUczgwWGOPsT9TzbThoEbLsdad5FgyQLszQ7W9SNhepC/lZHsgxfqKPC9MuVgVKFDrMal0wqU5hZ11sKFW5+xEkY6Qxs52Ny9cTtFT62BVg5tT15I0h5xo2q29UCoWi8RiMWpqavB4PNIlW9wUmTkSy2ZiYgL3Kye1JxIJQqHQMo/ovS+bTbP/4BOk4iM46kapXR/HU1nEwiRvJTk5+488e+Y7PPPyM/SOneDM5TO8NPJNvNtO0LYzwfTsBLpuQ9dtnL54gP1H/458egQjO8ap489z7OjLFAoFTNNkfj5Kf38/01NT5PP5N5yRMR0OzIlZmIq+uoVfUSAUIG3T8VgWZKHOuJOG7E9j11z49Bo8VgOLu9sVIJtUaXBtpkP7EC6HE1UxSGdi4J1jfHpoyRhUVSUSiZBKpejp6aGxsZH29nYaGxtv/oG1TIhMLoQjh7v07sWdadFo9KaPV/nwhz9MU1MTpmni8XgIBAKlZTpVVdGKOdyRUeY1D4OxHBs2bqS7u/u6HZ02q0BNdoqIo5K05i7tdNMxaM5PE9c8zOiBUv2Rz8rSZUwzpFUSUV6tS2olhocCF3llt5sCzWoSJwZXjIXg51OLtNpSXMgFKKJQa8sT0gv0Zd0LtUjeDEMZB4miSthpUOUw6IvbUBXYUL0wexTPQ0eVhgUMRQ0aKm14HCpXpvKsbnQznywyHb+1WZ7F/kaLzTUVRWFubu6WblN8sEg4EssmlUqVLlQjIyP4/f5lHtF7m2maHDz1fWac3+HM+JP422YJVjkIRO+gM/tLzB7ahPPaA+xu+BQ/tfZXWaV+impPG3XdJu4Kk0JOxW53YFkWZy4cYZC/oG3vCN2ddbS21LBjazcuR4KXXn6B/S8+w+ULh6EwyfDIEX6w/38yPNp/XUCyLGuh7qOri5FECuvFUzAXK50vYWVyXFY11u69E9fpWsKFe7AsE1UDBZUqcyuKpYKysBw2ccUimyngpBqbGWC2VyXylQDur1Uxe22QA/ufJfpK/6FUKsVjjz1Ga2srtbW1tLe3EwqFluyOvCnZ5MIpvaH6JctriqLg9Xq5evXqW16yW5zF6uzspLe3l3w+T1VVFePj469+DjAxcJl2R5HO3XdT3dpFPB6/btedAniKaYL5KFOuGgpl9UdOK09zfopJWyXzrzSIVIBKK02zEeGKFiaF45Ut/gs72FLYSvVHGhZrtQjDpo85ywlAly1JwVIZK7pQgG5XmuGck5SpEbIXCdkK9KYWPra2Is+1pE6yqFDrgaAD+ucVHBqsrdE5M2FgWrCuwcmliRwuu0pztZPT11KYt1gjpOt6aadgU1OTNIIUN0XCkVg2IyMjeDye0hbn+vr65R7Se9p8LMJQ/GnmE1Fa9kzhdGusadpK/GotF05NQv15Nm1tIVxVid/noau9ha33uOk7maKQg8RIiJrqeuYis5wY+Br1a7Jk9FEKSgJFK5ByX8Bc/SR989+gs7WCHdtW09HeSMdGndo9J3jx6n9jZGygVNeTTqc5/PJBDu1/krwty+GAk2vD45iPHcQ63kv+8jBnDp/Hff/9NHziE7SdT3HxxBUU1Xxla7pGhbkGJ9VYFkwPLUzazCbGwNSZe6aRpr9v4MOTDdwdbOPefVtZ31nF0UNPMzk5gWma2O320kGwlmW96QzXmz/I0wuzSJV1S45ACQaDHDp0iIsXL95UQFq9ejVdXV309fWhaRr5fJ5CYUkjIBr9Ltr9NnoTFpbLd8PloYX6oyh2M/dKg8hX64/8RpqGwiyj9jBp1VEKSPVWjCozyWUtTIGFsOekSDcR+gmSwgYKBJUcLWqCi0YQEwW7YtJpTzCQ92KgENLzeDWDwZwLFVjjyzKcsZM2VMIOgwq7ybXkwuzRqtDC7FHeVOgMaWSLFtNJk9YqG4ZpMRIpsL7Fw1gkRyp7a32qwuFwqRbM4/EwPT39Jl8hxKskHIllk8lkSoFo8ZR18faNTw4zOzVP2yaTijCo0z206PfR1FhLX+QQobYsMfUyFB3ksxbT9v3MB5+nqi3P+Wc1OgMfZnhokG998/+ih8ZQVVDQMcgyqH2Pfv0bpG3XCLQkUTWrVFgczQ9hGCbNW6McufhPGIZBKpXkwItP0dHs5c69G7hz3xYe+Jf3cPiuCf5+fpSTfeO82DtJ4IGH2bBnD0ptLavbOog/f5wjRy8yNDTD5EQEpeiiKr+TyaswM6jQsh5yWYPL54fwvRBnU0UV3L2BzE/vgcg8Fd9+mr1Do5x/8kcUi0UMw8A0TWZmZjBNkytXrpS6VluWdfO7mEwDZkfB6YHK2tL2fk3TaGxs5Ac/+AE/+MEPiMfjb+l27XY79913Hx/96EfZs2cPn/jEJ5iYmCASiWAYBh6Ph3Q6RbNXp96jo7espaBoN2wSqWBRk5kmr9qJOF49Z00BQsU4wWKCQXstBUV/dSnNjGDDYECtwnqlcWQNSSrJcJlQaXmtQ4uRRmfileLsJluGAiqTRScq0ONMcS3rIm8pVNkLeDWTaxkHqgJdvgJXEjbyJtR7wbRgIgkuGzT6VfpmDBy6QmfYzsXxHEGPjsepMTyTu6Ug63Q6mZycBKC2tpZIJPImXyHEqyQciWWxuOyxuMSRy+WkIPsWKWioGngrweZUUKtHuXhxALfHTnVbAbBIm3Molo5pjzFnP4ZBkYpaCBR34LB5iRtHqat3Y5pgJ0hr8SOoOMgqs6CYgIVhFInaThJLxjhw6AR9LynkT93N7OG1TEwNEY/Pc+jEjwhvGCQUdi9chRWLqPsI7Q/m4ME0NZ/8OPf88i/T2t29sEykaWTDYdBU8pmFkzvOTxzga0/9H15+PIUz087q2xUiExZR9QK9J8+wJhCg8Og+spt6UAMulPkEynQE18QMocuXmZ2ZwbIsRkdHuXDhAoZhEIlEOHHiBPl8nomJCU6fPl2auTTNGzddvE4hD1OD4PRCVX0pIHk8HjZs2IBhGDz22GPMz8+/pYu7oig0NjbS09PDtm3b+MQnPkFXVxeRSIRMJkNDQwOqohAmTTE5Ty7cjqVc3w9MAXSrSG1mkqi9gqTuXRKQ6gtzuMwcg2U72DRMOo0Z5lUX02VHjHQTIYm9tLzmxKBdjXPVWKg1smPSpKfpy/swUKi159EUi5G8Ew3o9mYZSDsoWAoN7oWZromMjkODtoDF5YiKhUJXlcZY3CRbhK4aB7PJItmCRVedi76JzC0dXOvz+UoHzgYCgbccWIUACUdimZimSSaTwe12YxgG+XxeGkDeoprqekI1Hnjl1X79miypYoSTJ/opFi0URaVCaUezgaYvBNT0vEJiTsHrquTixPexup/FCl8mOuSiKfEzVFir0XFRYa4GS6GYh8iEyRjP8cNjX6G1y88dO/ewe8MeHtj2UTZ0r+X4uWeZLR4mX3eIfu3r5JknW0wQMXpBsahfn2Bg9AyqqpZ2XRmGwbFwBet+/qe4+45ddHU007w9Sut9V8m4+1lbv4/ktJP4tMraO008RQP3nduwtzfjsHkwCxpaYWEZRlEUfIbJZCyFw+snnU5zxx13MDY2Rl1dHdlslv7+frxeLx6Ph2w2y4EDB0qF5m/pAlrILazz2ZxQ2wo2R6mOKBAIEAwG+f73v8+Pf/xjzpw5w+DgIIlE4k1bCSiKUgpZP/3TP80nP/nJVwuwTZPohaOkkknmnUEy2dx1gU4B3EaGquwsU64acq8soy18zKIpP4OFwpi9qrSV30WBVmOOIS1EloUWAU6KdBHhGhVkXzlepFVNUEQtHS3SZkuStjQmi050LLqcaa5k3BQthXpHHtNSGM/asKvQ5lmYPbKAzgqLmTTEchD2qugqTCZMgm4Nr0NlJFKgLexkLlFgPl0kksgzMpu56WDjdDrJZBa+zuv1MjMzc1NfLz7YJByJZWGaJqZplpq1LfaAEW9fIFCBy2oCC1TLTp2ym70b7mHn5s3M9NvxGq346aBAkuScxtALzSSP3M7Qj9aTmEzhzjQweWAVczMp1FyAk4dmSKeyqJadKnMrtmw9555VKYw3cfmpGoLrBonWPEbGmMeuu/C4PTRumWfU/CdmoqNYmAzNXuSpA09y8ngf4wc7GHjJh2VCJj+/ZOyTU+OkGk7gDMWx2WygKuSsBE4PBNcO8fSTp5i6otO9y8Jnq8XX3EW2rR4UsNl07Jodc27hNi3LIqWq1NVUs2nvXfRs2MTu227j7rvvZnp6iraWBjau70Qhj2UZXLlyBZ/Ph81m48KFC29911khD5PXFv5f1w7uhQ0FiqLgdrtpbm7Gsix6e3s5dOgQ3/72t3nssce4dOnSW5pVstlsuN3uUoCsqKjgkx/7KNvq/MwbCsf7Rxm9wYGqClBRiOErJJhw1WK8MsuksLCDrSk/TUzzENNenSkKWwkCZoYBLVQ6l62GFG4KXKOi1PuoU41x1QyQQ8WpmLTbUlzJ+zCBJkeWoqUyVbDjUC3a3DmuppyYQJu3yFxOI1ZQCTgh5IKhuIJNg5YKjSuzBpoKbdV2+mfyBNw6IZ+Na1NZpmN5Xjg3d9PNIXVdJxqNUiwW8Xq9t35wsvhAkd8WsSySySSjo6McP36c3t7e0llV4u3TdZ2wayupKR91uQdpKPwUWBqpTAr0ArELnWBqJNMpnj3zXfxBG261mp959FE++dF7WdW2igq1g0B2E9ERJ0PD4zz5zEEOvXyaA89f5ok/BVeqh09+6GNU1TkJ1EBGH2Pa9wR5I022mCKhXqNxXZ7oVJ7+IzYK5/dw55b7uG3HJh7a/XHWd27mwn4Tv3Ppdvq56Dhq4wB93q+TUK/hsLmpVraioOOvsiiEz9C1N0PQ1kZT9lHae7q4MDBIkTRFJY1mL2K9MjOTNU1m6upora+lvbaKVVt3UtDspHIROnem+NjHd7B7exf33bWB9RsrmI+P09DQQCqVYmZm5uZq30wDZscWCrWrGhbOYXtlmU1RFBwOB+FwmPr6ehoaGrAsiyeffJIvfelL9PX1USwWb2pG5OzZs7z49JN44pP07Lufmrau16k/gqrsLJplMOUMLynQdll56vNzjNqrySk2YOFC0GrOkVSczLyyvKZi0UWESbzM4wAFGtUkNkyGzIUguDh7NG04cSgmLY4MfVnPQiByZ4kWdaIFnYDdJOQwGEjoqEB7hcW1eQXDUmgPaUwmTNIFaK2yM5soks6bdNa5uDKRoa7SQa5gMhW7ue39iwXuly9f5vjx4wwODkojSPGWydVILItsNsu3v/1t9u3bxx133LHcw3lfUBSFHZvuJX/ufoLZXZiGRtGAQtGkcY3JqLGfA4dOsf/gcbxt44xFrrH2dhWHQ+OFA8dRFIVd2zbx6MP7+PznP0KwNcnVkSu8fOIkV/qHcdckWf3hIdK+ixjWQmNGFIukOozliFMw0xhWAd0GoQYY79XYuKsKj3uh7khVNapDlay9Q2Em1r/QEXpumkMHX2BkaIBsSiGvxJlWXwag1txLs/kwVtaHP+ikmQdZZf1z3DRRVRtgUnmJc72XKBg5TCONOhclYZgc1Gys+chH0XUdj6YQsqtMRKIcG/4bmu/oI+p7gZw6y4Tnezh3PkXbXdcYnxjm4MGDeDwe5ubmSstfby24WBCfY+b8cVKWBjUtoNuv+yxd1wkEAqxatQpd13nhhRf45je/ybPPPks2+9a6QtfU1NB76RL5mXE8uTipigZMVb9hQNIwqc1OkdFdzNsrltQfVRoJPEaGUfurnbUdFGk2IgxplRTQUIAAOepIcpVKTBQ0LFZrUQYMPxl0nIpJmy3F5Vdmj9qdGWKGzmzRjlczqXXkuZpyoLBQmD2YWijMbvBaZIoQzULIreDQYSL+ytKaU2NorkBLtYNk1iBXsGgJu7k0krjppbXJyUl27drF3XffzTPPPCPhSLxlEo7EspiamiKRSJDL5Uin07S2ti73kN4XvB4/2zbdx6HDvUxOzaEoCqFgBZnJILvX386G9V1Mx8YZPmPHzLg43Pc0PzzyD3Stq6C7qxmXy4ZqK6L4ItiC43R3NXLfHbezc/s62kJrGT2nMu18DtM9Qy4FWOCxGtAUB3abDU+hldkRcAegdUeKUef3GdYep0gG0zDJGWl8lQoJ7QznL53kyTO/T333DFvXdxG5XEU2rVCwMmBZqNioKe4leXw36yofod68B5vixmazYXdoNGyfZsz1GI8f+A4vHjzIU7MRTqxZy6bPf576lpZS8z+HCtnZa1R1T6JokFVmmVZfYkY5SlFJ0ryxSNe6ML/0S59FUQwGBs4xO3eNy5fPkcu99UNR56fGmT1/HIwi1LWBy3vDz3M6nezatYuuri7q6uo4d+5c6dT4N9PW1sbWrVuZn5/HlZxBK+ZJ+Wspdcp8DZtZoCYzzZwjVDqgFhbqjxoKs2QVO3O6f8nymsMqMqZWlN7XxjwpbMywEHKrlSw+Jc+o6QGg1ZYiYdqYMRx4VIMme5b+rAuAHk+W0aydlKFS53q1MNttg7Dbon9eQVcXltYGIgtLa11hO1enc7jtGjUVdvrGM/Q0eBiazpDJLxxYW37m3Bupra0llUqRy+WIRqMkEom39HVCyPEhYllEIpHSlmpd1wkGrz/UU9w8RVGoDtewd98DXLx4nnOXTjObOUna1Elda2A60k9DsIPujvvw+GycPtNHwv8s0fppKo2fxWWGKRTzHD14iM6xLjp+bi9GXseWzLH2iofLx2roTQ3TsLbI8Ekv63YGaNDuRUEDFbSJDWSnh/CG5nF6LEylwKTyMkYRmoxH8Oi1qOgUiHHk6t/QumuKU6fPU6XD6uB9zB4aJuFK0bQ+g2lanD3fj11pozCnQJOyJAMoKoS78pjtV4jPXEV3f5w79/5s6XEof0zy+QwOt4WTapqNj6KhElUvkGUWu0PBUFNMTg3wUz+1luaWalRFZWo6yuEjV6gMduByunmzY1PcbjczM9M0z4yiBEJQ3QTRSUhEr/sZlWtvb+e73/0ut912GzU1NdTX199wiVlRFCoqKujq6uLcuXOMj45Sg0a8uo2sqwJnOnLdbSuw5IDa5tQIurVw7KzdKlJfmGXMXo3fSGG3iqhYtJgRLmm1VJsJvORxYNBMjH4qqCKNhkWXFuOsEaJZTeJSDFr0FAMFL2EtR7szzQuxSuKGTqW9iFczGcw4WOvN0OIp0p+w0ewp0hm0ODahsqVGobVS48d9edIFaKmycXI4QzJnsqrBzeG+OJvaPNhtKoPTaVLpAulckX3rq9/wZ7LYJXux5UQymSQSiUg/NfGWyMyRWBZzc3OlU9KdTufbO9JB3JCiKLg9HrZu20F9az3Vu/pY/+GZ/5+9/46S67rufPHPOTdVDl2du5EzSIIkCJICM0WKVLIoyZIl2Z6xxvazvMbzLHuSZ43Hk9a8sd/7Pb814zVetp9HHv/GluWxJcsKlixRVGAWA0ACJEEiA51z5XDDOe+PW11AExnsBkjwftbqhapC161Tt6rv3Xfv7/5uvvPil5nPf5fNdzeYnJrltdeOU64XGdyiaDLLYfklat4C9ZLCebLJ5vWrkFIgpIIn92O9dpLrPAv70SyZ1jZuH/4Ekz/YwZEDJU6emOS5F/fx5A8P8uCOT9McG2Bm5JTOpWmPYjkGXVxPl38Lk0d8En3TlL6U586Nd3H3HTfxnttu4KF73sv2wdv5q7/6Fs/vPcm6TTu5/70PslDyWVg4vRVbIjER7Tm20wcK3Lz9vk626M30FAYojydZG3wMR/dg6QJDwUNILCpzgtETU8R7j7F+cw+2bWFZBoPDOba8d5aTsy9c1H5Pp9NUq9XQJLI0G2qR8v3hQLjzfFapVIpsNsvLL7/Mt771rQuWftavX8+BAwcYHx8naNZoHN7PjIgzMV8+p/6o0JrD0AFzTmFJeS0X1EioJhNWofNYVjcoqBonjEKno22YStjlRhoEdIsmFoqT7c61tVaNWd9hQdnkDJ8ey+VQM7Gkrd/XgvUpj5mWpOxJ+pMQaJipLy2tZeMG2bjByTmPoS4bL1DMV322r0qx73iFnpzDwdEKlcaFZ6X19PR0Gj1arRbFYvGCz4mIgCg4irhKHDt2rHM7mUySTCav4mquTYQQBIGP6WjqJU1+bY3+TQH7jj3HXPZ73Hr3IP2DWUy7nV0RRXDqlOcarPfjMNTFoi2ArISaGClgSyPJ839XZ7B3iPvvvBOZKrJn4Ysc879DPAX7X5xgeEMK4cUoToZjQHLqOgQWQptU9t+AVdtM8TmTu+VauvoKaBHgUUWoJqun5tk9MUtuocxgTy+mabLr1jt4Ye8RJibD8pPEwtRp3Kbm2HNZbuz/BboL/efcF0MDa4jPvA9vtgcD0Ajy6ibitW3Mv7KZTC/MFr7B3uYfcdj7BqP8iIP8FY3cK5h9R2i1TmmCisUix48fX9JGr7VmcnKS7u7uUy9aL8P0yXAe25sctU9HSsmqVatYvXo1juNQr9fP+7l2d3dz5513YlkWMzMz3HnjNq5bPYgY2ki9cfYyoEDT25yhZGWWzF+TaAbcOUpGkoo89fgqtUBFOMyJZKdTbR1FjpPDxUCi2SDLHFMZWhikpc+A2eSIm0IAW+I1xl2HupKdtv6JlkXOVnTZimPV0PNoKKU5WhKYUnRKa1LAhh6bIzMtHEuypifGgdE6mwdTVBo+UkpyKZtXjpcuWIrMZrNh9yOhXcTpx52IiPMRBUcRVxyt9RLPkVwu1xlAG7G89HQNUZmymDkJg5sh8AQz0xWymyd5XX8RN32Y0jRoNDZZYrqA1iAdB5ELh40GAehEaNapCQMkL3mCI4fH8LyAheNJBr33c3P2Z7lu3U0ErkF85nZ2r/ppTjx2PfMvb8KauZHJyTmeenY/P3ruCdZsh64TOXqcBKYIvZmoNzG+8TzGd19ivRcwcehQ52SdzeW4696HOT5a54dP7OPVV0Y49lQfc8/ewz3r/g07tt923hKLaZrcu/tjvLR/gudfPMDUxAz7Xz3Byaeu474bfoVMziGesGiIaSbUjxnjCcocA6GwUy1arkutVsP3fSzL4tixYx3Xba01nudx5MgRBgYGlq6jWQsNIxPpUKUuzn7I1VozMTHB5OQkJ0+ePO9nKqVk7dq1eJ5Hq9Vi9apVXNeTpHtgmEPzNSYmJs4IGgQQC5rk3SLT8R6C09YR1y69XpExu5sA2fY58hhWRU7KAn77sX5qxPAZIQMCBmQNC8UxlQZgg11h0o9RUhYF0yMpA4614jhSsyYetvUDbEx7nKiZ+Bo25jWjFUEzgLVdBhNlRdXVrOm2mK8GlOoB161KMjLbQmlY15vglRMVbtqQ45XjpQtmjxKJBPF4vLOPF8X2EREXItIcRVxxlFIcPny4c7+/vz8KjlaIgb5h3Fe3URF7WbNDUCuCFfexHAGiSmJDjWM/gq5h6Le2IxAUetO8ErNYbWdQQYBWHt7qPqwDx9FKc0gIsmIbz+x9jpGJMe66ZTfxhINSingsxnXbN/D86Nf4/lMLPHTXP8I0TcqVUF9mJXMM7T7BwCZF9Yls21FHIJo+1tdfhENjoMEUAmVZ6HZJZNE7aPcdd+N5Hq7rslHeTiwWP2cp7XTC5yd57wPvZ252llq9Rqa7n66N3XQnbZIHV2GI14inww41t6FxjCy+alKfzDKQTrBv3z6q1SqFQoFSqUQQBBw4cIB0Ok0+n8dxnLN/j91mGCD1rIbeVWG5LTjzpG5ZFqOjo2Sz2Qt+rjt37sQ0TaamplBKEbMMtmZNTqzZSuPkq2ffB0BXa56qlaRk5+hqzbf3PvT4RRbMFLNmlj5/IQyGVJkpI82EzLJKLYTZIhZ4lR6GKeMQsMUoss8vsFZWyEmPHrPFcS/JjU6RzfE6L9XSbIzVWZ9o8ehsjKJnMJTw2TPvMNU06I0HWDIcJ7I6LUjaghMLiu29Bn1Zk4NTLreujZNLmhycqHPjujR/88wk169J05t1eP6Ned57U+85P/9UKkUqleqMDjl+/PgF921EBESZo4irgNZ6yZyjrq6uC57cIi4Py7K59+bPUju+FrcBowcUst5DL7vI6k3EYjbD2+GNJ03s8kY0kMrF4PoNvH54FL9lYBtxxMbV+L15DrkuyTtvZNPaTXhBg6L9MjLmIaWFaTq0XJ9Z7w3EuhfJbT/E333lf/L4V7/M+Mlj1GbnOD71NIPbmkjHZb5Qo5FN4no+6sQE4tAEi6michCQXLPmzAn0QmDbNqlUikQiucRl+0IsGo329vWxbt161q8aIhOzWfA0N219mImXekh5G1inH+Em83Ns1/8IXn0fGfc2pqenuemmm8hms3R3d1MoFCiXy8zOzvLYY4/x/PPPc8MNN2Ca57jeXBw5Am1H7aWt/kIIent7ueeee9i7d+8FS2tCCG688UYeeughbNtGCEFfwmIoZZPdejNant1QVaLoac4yb+dxpdV53EAx5M0xbeU63kcGinVqjnGZ7Thnd9EgicfJdvaoX9RJC5cRFZbT1ltVRvwENW0wYLewhGbUjZE2A3ptjyP1GLaEVUmfw2Ur7FTLaI4WBVIKNvcYvDEToDRcNxjjjckWbqC5YU2S10bqJGMmGweSvHyszK4tXRwaqzJdPPcMNinlKYdxiIbPRlw0UXAUccWp1WqdgZAAGzdujAwgVwghBAO9q/nQ/b/I3JEs+HEcI0lm5r2sCz7B+uBTrB7uJ7+uyp//+Xf59nee4tlnXuPYzAxjU7Ps2XuA8fFZxoqzPDrg8fzGFO954BZ27tzMBz+zBtea5sDM4/hBOP7Fk2XG4t/AdVuIfSbvmy7xU4UUu3YMkji6n9pzrzHxmsXJJ4dQA6t5OZ9CGBLSCXQiDBgUmj2VGtu3bl3RoFkIQcYSaCCeH+T2oV9j7Ec7mHo1w/gxj2efPMHff/11ivMNenp6uOeee3jooYcQQvCZz3yGn//5n2f79u0MDQ1xzz330N3dff71Bj5Mj0CrAf1ntvoLISgUCiil+NrXvnbBAOnN2LZNDw2avqIZz55TnJ30a8SDBjOxniXi7ExQIxU0GLcKnTb+nK6T0U1OyK6OOHstRUbJUMdEotlolDje1h51Gy0y0uO4l8JEs6E9UiRAsKnd1t9Ugg0pj8mmQc0XrMtqJmuCigvruwyqrma6phjMmxhScLI9TiRmSY5NN9m1KctUsUXL12waSvHEKzPndM+2LIu+vr7O/YmJCXz/wkLuiIjojBRxxWk0GpTL5c79C55UIt4SQgg2bthKeu4nCCoZ1u9SPPni0xw/No3Z6KN34aPI2Q2U1Enm1OvEMpr41le54UGf7devplQrclB9mdgDLyKuP8ITz7zInheO8NpLs6QzDvuO/JgF60Xq7hwjxt/hGtNM/sjkjoN9bE0kcW7ZRiKbYNX7b+HD+a3439vAQzd9io99+KPItMMPn36aedvA/ei9TPXl+Zbr0d/bT//ffBUu0hzxcpFAwZY0A+gb3sR993ycwYH3UOi6hd27H+EXf/Efs3v3bu6//35s2+a6667j05/+NBs3bqTRaOC6Lps2bcIwjIv7DmsFs+NQng9b/TMFTvcnEEJ0Mqnf/OY3w+63i0QIwa6bdrBzKE/ZyREY9lkDJIDe5gxNI07VTJ4xnLZqxCkZybZLNqwJ5liQCUoi1O500SBLi+PkOp1rZrtzTQJb7DLHvQQNbbDaaeJpyaRr02172EIz2rTJO4qspThRM8nHIBeDo0VB0oZVWckbMwG2IdjcZ7N/tIkQgpvXpXj5eBXblGxfneaFQyVu3pinUvfZf+zc4uzTbUKmpqYu2nAz4t1NFBxFXHEWFhY6B30hBBs2bLjKK7r2MQ2TO3e/j6x/G+vcT/HwPe+l3qjzvRe/wfde/SJe9jD5QcWauyeoGIfJrFngpPlNSl0/YtO2AkMbbeJZRW5NnXjMYd3q1azL3YIzcwvjhxWH64/SjB+nar9B4EFsb5Jhyw4zQoN5PCrohCB9/VrWzDdpNVwsI872W7oQ132PP3/0j/iLA9/g77e9Sn33Zrb96ucRxSL80R9BrbZi+0UIgSkgYwlKnsK0Y/T29tPXN0A6nWHt2rXs3LkT2z5VBtNaU6lU+MpXvkIqlWLt2rWXGNxrKM3AzEjY5t89BKeVwRZLbHNzc7z++uuXJCBeLK+ZrRqzRooTx0+cMcdNEJpD5twFZp1u1GmnAUd79HpFxq0CQfvxBB4DqtTOHolw/AdFJklSxW77HhU7nWvdhktCBBzzkjhCsS7W4FAzGXahJZscqsXQOhRmH6lYKGBLV2gI6SnB1h6DkaKi5sK2QYdKU4XDaPtiCCF4baTOzesytDzF0akGd1/fzXNvzDN1jvJab29v53apVIqCo4iLIgqOIq44k5OTSwwgl7Q/R6wYqVSahx78OC+/OI3vabZv3cB977mDoRsaFMdixO0kyaxgSr1AoBRa+FTEEYQU9LcewFEF/Jbm8NERTpyYJpfsZuPwFvqTW5k/2ENSD9Ln34MMksRaJgKBSMQI7ACNQgUgh7PkdMDo/Ot4LZjXr5MeaLL+jhIbrs/gJGzuuv0DiFwO/vW/hqkp+N3fhelpWDzxaR220LW/Q28VIQRJI2wnL/kXHhnSbDb567/+a4IgIJPJXH7Ws1GFyaOh/qh/HVhO57+CIKDRaPDqq2cXV5+PQj5Pl1fGNWLsfuhDTE5OnrV7LecW0UKcMVqk2y8hgFkz2ymvDagSLWEx2567lqVJNw2OkUULGBB1LBQjKoWBZotdYcRL4GrJOufUSJHVcZdGIJl1LYYSAa1AMNsyWJXWBAoma9CbkiQswbH5gJQj2TbgsOdEAyEEt25I89LxKg1Pcef2PHsOl0gnbbavyfD9vVM0vaXO2UIIenpOmUWWy2WmpqYueZ9GvPuIgqOIK06xWMTzPCDUSUTu2FeG0GE5z65dD7N37zw//vERXnu+wezj95GYuY+EUcAUMbYPvYf5wxm0gqRehcQiEQyzqvop5l7rZftdkltv28TQUDcbNg7w4Ke7qDTmmJ+rUXBvZYP7s+h4F0oDQqBRaA3KB1FrMikbNPqfBaeCZYQBgRlTvPa4xXW5X2JoMBz9QW9vGCBls/Cf/hMcPw6lEjz9NPwf/wf84AfLun9ylqAVaBoB5w2Qms0mlmUxOzv71l90UajttnVIibAt3nVdqtUqlmWF3XOue9EZJCEEN2zeyObuJCMtSb119ucaui3OdvK48lQJzkAx+CZxtk3AcLDAqMx3WvvXU2SGBCWcTvbouErjIek1m0ihGffjJGXAsN3kcCNBTCpWxV0O1WPEDM1gIuh4Hq3Nag7Oh8LsHQMGr0z5tAK4bijMHp2cc1nXF2N1d4ynXi+xqjvOuv4ET742z00bcqQTFqXqmQaamUymo2lstVqXVKqMePcSBUcRV5zT2/gTiQQ9Ped2EI5YXkLRbzfvvf8nuO3Wn+CWWz7Mxz/8y3zgfT9LMrgZeXw3m7MPsDH1XkZezBCvbcH3oF5zeeaJw7QoIda/wLzcDwgaYooF5zkGby7x6ONP8Mr+4xw7UGcynuOY54HnQyBo1UH6BtMvHmFqR5lMNolAklfb6QluY+Fkig889JmlfkVCQCoFv/zLcNdd8Fu/BZ//PPzlX8K+fWHQtIz75fTy2jn0vUCoYfmZn/kZtm/fzvj4OAsLC5cUvJyBauuQSjPQPQyp0PfrrrvuwvM8/vZv/5Y/+IM/4PXXX7/oTfb29nDLuiFi8QR276qzrm9xtEjSr7XF2acczU8XZy8Ksft0BdBMygwAKVz6qHOMXCd7ZKAZVaEYe71V46iXDAfSOg1mfIuGkmxINJlqWdQCybqUx1jdpKkEG/Oaqbqg3II1+XDw7dG5MHt00+oYPz7awAs0u7dkmK/6vDHeYPfWHPVWwL7jFd6/q5++fOws+6K3Uxb1fZ+jR49e8kcU8e4jCo4iriha6yXttNlsFsdxzvOMiOVGCIGUkkQiSTKZwjAMpAG5eDfjr8Q5fGiCLRs2sjn2E/zdXx3kq195kmeffY2XD+yja00TJVwmjB/iqTqHj77Bie/4lJ82aS3UMITBj378FOtv3sjkrdfx0uwC88dnqdcaHH5xL1+bfZnCPZoh9SAGMYQ2cI9tYfZwnEQidfYSlePAxz8Ov/iL0GjAunVhYFQoLPt+6ZTXvPOX16SUfOhDH+JDH/oQ69ato1KpcOLECSqVS58cH6KhPBd6IHUNQDZsUvB9H6UUs7OzjI2NXdIWLQlrk4KhG9/DifGpzrie0xFAd2uOpuFQsdJLBNyhODvRcc42UKxSC4zL0CUbYA0lisQ62qMNssQxlcFHMGg2qGuTucAha3rEpWLcjZGzAtJmwHjTpicWYArNRN0gF4N8DI6WBLYBOwZMDkwH+Aq2DzpIAa+MtUg6kju3Znn+UBnX1zx4Yzevj1aZKbtn/f44jtMJjrTWy5Pxi7jmiUwgI64oSilGRkY69/v7+0mn01dxRRGu1+J7e/6Q7e8x2Wx+nKPHxtm3d5RSpUii0GRj/xZmZ6q0agaVWQkaVKB57tFniT99kvudfmSgGKs0OBm8zM4Pt3jlyZfYMLCd6RuGePrxp6mb42y5Z47Ntygm9+c5ZGvy+UlOzhxh3n6B4Z11Go3zCK9NE+69F4aG4L/9N5iZAcMI9UfL3OmYswTTLUU9gIRx5qBYCB+zLIt8Pk8+n2fHjh0sLCzw7LPPMj8/f/neXfUyzKiwk03DwGCT0ZERhoaGmJ+fJwiCzqywCyGEYOrQq8zOtrAG1wNnn9lmKY/u5iwzsW4Sfh1T+whCcXa3X2TcLpBqNjDQFHSNMZ1jWqYZVkVSuORpcpIM14lZ+mSDAyrPrI7TL+oMmQ2Oekl6jBZrnQYnWjHWx+qsirU40bDZmGyyJuVzpGqxNuWzOa/YOyW5vluwNm/w4pjPiQXFhoLkzk0JvvtqlTUFi/W9MY5Px/j+/iI/savAh2/tI5+yzvr+UqkU6XSaUqkE0HEQjzpkI85HlDmKuKIopZiYmOjcj9r4ry5aa1594wUSG/ZRT79MxX6DLZvXce9dt3PrB2J03XyEI+UnqTVr9Pb1MfpygmbZoLRnmOyTh9i54zryP/1JUg89wOZsjh0jM8zsm8TqG+W6HYN88JHd/IPPPszwmjxdGxWpAmy+p8nGLb0UutPsuHEdN+9cj/Qz2PYFMohCwMaN8B//I9x3XyjU3rv3lFB7GVgsr2UtQdnTnJlrOTuGYdDd3c1DDz1ELpdjdHS046K9OBH+QgNlOzSqYSdbrgfPTnD8+HHi8TjVavWiB6d6nsfJkydZNTzMjQM5rJ5BdDx9Tu+jjFfBCVrMxgpLHu/xSgQYFI1Uu7VfM6yKjMscXjt7tJYS0ySpY+IQMCRqnGiPFFlrVZkJYtS0wZDdoqpMSoHJcNyl7BtUfIN1SZ+5lkHFEwynQWkYr0Lcguv7TF6e8PEUDOUs1nXbPH24TqDhji0ZXF/x3OEKvTkbxzr76cyyrCUXYMePH49GiERckCg4iriiuK7L3Nxc5/66desiA8irzOjsy+QHArTwmJE/BhQtFpgwf0BhbYv1D46gctP84mf/Obuv/zQv/q9BZh732dzXjbjzRkQuh7l5A9aNm+mxIP2qQyAblErVdobFZO3AJuZHwyDYlnFymRy5XJpsvJe+6odJzDxIoesitGdChCW1X/1VeOQR+P3fh29+M9TtLBNCCBKGwJBQvkB57c3Yts0DDzzAhz/8Yfr7+5mbm+Pw4cP88Ic/ZH5+/uK31ajC7Biye4ib7riHVatWYds2J06cuKCJodaaH/zgB3z1q1/lj/7ojyhPj9OcPEkt1cvpnkqnI9H0NGepmmlq5qkBtCYBvX6RKaurM3ctr2uYOmBKhgFHliYZXEbIgoA1RoV55VDBIis9ksJnyo+RlAFdpsuYGyNlKPJWwMmGTcZWZK2AkbqFY8CGvObQgkAj2NZn4CvNoZkAIeC29QkqzYD9o03ituSBG/K8MV7n0HjjvC7ZhdNKsDMzM1FwFHFBorNSxBWlVCotqfn39fVFmaOrjEelY7NjYBPOcPfRhCdhITXCcnEch/c98CHef9cvUZ+soga70U7b/0cIWDcIhiTRNJg85nG08gy+qOPqMskth5g+DqVpsHU+1BshqFc9XnrpGNu33t6Znn5RmCY89BD8+q/DV74Cb7yxrBkkKQQ5S9IINC11/u61N7No5Pie97yHT37yk/z0T/80P/MzP4OUkpGRkYvXJdXLJIMGPVt2EEiT/v5+fvzjH/Pss8+e9/lCCG6++WZs28b3fZ5/7jnSzSKBadOKZ85pDOmoFnl3gZlYT8f7SABdfhkNneyR0c4eTYlMJ2BaRYkpkvhIUnhkhctY2xSyz2wy4cfRwKDdYtINvzNr4i3Gmu3bKZ+TNRMFbMxpZuqCUgscA24aNHlp3KfhQdIW3L05yUsnG0yWfHqzFndtzXJ0uhl2R56FxazeIuPj45fsPh7x7iMKjiKuKM1ms3NgEkIssfaPuDpk7TU0ayC1TY/aDQgcCmT1VtDguxDTQx0h9/bt17F26zZqWncSEUIISMRR0uZA1SU/oKnahzhhfp0j5l+xwAE23QYn90te+16C118/wTPPvsazz46wadttrFq95tKDZCHguuvgwx+GP/5jqFSWdb9YAlJm2L12uWHX4myvnTt38slPfpKPfvSjnQGzMzMzF+xyE6U5cBtMtjRvHDqE4zhL3OXPuXbLIggC1q5dS19fHz25DMnqNLVUL8o4exAqgLy7gEZQsjNLWvsHvHkmrXwnGCrosB1+XoSDdrsIjRUXiCEErJJVJlQC1RZmLyibpjboNV2qyqSuDLptn2pg0Awkg/GAsieo+YKMA4V46JgNgvVdBnFLcGA6DNZXdVlsG3D40Rs1mp5m80CcB2/IIc/z9enq6urcLpVKHZ+1iIhzEQVHEVeU0dHRjkOtYRisW7fuKq/o3Y0Qgus23s3Ua130BLvJ6k2heSMGw8HD2HQxfiDGtjX3doIXIQTb77qLl8dmcJsuWoeZFX9qjpfKVRLvd0nmDDYOXsdQ8D662YFjJ8AMME0Ts7qR/QcmyOQ289DDH2NwcOjys4dChMFRJgN/8RehOeQy7puUGc5eq16EOeTpaH3m70spyWazvP/97+eTn/wk119/PZ7nMTIyskSftKhRCs0bFbMH95Pt6Wdw03YymQw7d+684P7KZrN87nOf4+d+7ufo7+9n7969qPkpLK9BLd3Xadt/M1IrCq155p0ufBGmEwWQDWoI6IwVMdD06Gqnrd9E0UuNccJ5cd2yQUsblLVFWvo4ImA2sEkaAXEZMOtbJI0AWygWPIO0pUibmomGGTpp5zTHSgJPgSlh1yqTVyYDyi2NFIJb1saxTcGPj9bRgGWefwDxwMBA53alUmFmZub8H2DEu56oWy3iirKwsNBpKX6zUDLi6tDfO8TGiX/IzEtFBrcFWFZ4krGCAu7rd1JoJNh443aEEGitaTWbzDab1GIp/udf/B07d11HOhHn8CtPUntkllhC0hvcyfbMnQht4Og8gdFiJPgxmeA2Hnr/TxKLxZHy/Ce0i8Zx4H/73+Df/3u48UZ4z3uWrYNNAhlLsuAq4obA5MJdTsVikcceewzDMNi+fTvr169fMntNCEE8Hmfbtm1s27aNcrnMj3/8Y+bn56nX6zQaDQ4dOkQymcQwDBqNBrvXDTK/bh2bMybO+VIkbRa76bTWfPCDH2TTpk08+uij9PoBYv1NtGJpnGb5jBBJAGmvwoKdo2TnKLTmEIBEUfDLzJlZ8kEFCXSrKuNmliYWcTz6qfISfbgYxAhIC5dZHScnXAqGy2wQY5XZoMv0mPVs1thNCrbPVMtiKOYxmPAZqxtsTnsMpTUvTApm6jCYEgxlJD0pycsTAXevFVhGWF77+ktlhrssNvTY5/1cMpkMhmEQBAHNZpOFhYUL7sOIdzdRcBRxRTl58iSqLZ5NpVIMDg5e5RVFCCHYueMuTp48wRPPvErcCbMc1brH4NAt3HLbNgxpoLWmVCzy4y9+kY2FGO/74O2UKzWe/upjzOcz5G5IErS2E4z3sfa2TQgMBAK0JF3eyfSeMnde/ykSieTy6syEgMFB+Af/AP70T6GvDxZd14WAdDps+7/MfROXmroMu9e67Auv27ZtyuUyQgiee+45Xn75Ze644w4GBweXvO/F29lslve9731A2LAQBAEvvPACe/bsYd++fdx1110M5lK0qj5TjYDVyYs/bAsh8DwPpRQDAwO4jRqZ6gz1VC+WW8dQZ4q7RVucPZHoJ+uWsNqt/fmgypSVpyFjJFWTOC5x7TEnkwypIik8JFDFoouAvGxR1GEHYl66HPfCrFPB9DjaDDVIQzGPA9UYChhK+BypxHEVxAwYTmsOLwgGUxopYNewybdfd9naY9CbknSnDG5bl+CpQ3V6UiaZ+LmD7d7eXkzTJAgCfN+PRohEXJAoOIq4oszPz3c8YVKpFLHYmY62EVceKSVr1qxl1arVNJtNtNbEYrElGQ+lFHu+/nVua1XJ3Xk7OBbxVJyP3LOL73/jCbZ97NfoHxwiCHyee/4Jjh8/RG9vmlKxTqNhctcNn6Ovb2BlBPhCwB13hK39v/7rYYBUrYa+SP/hP0Ai8ZY2n7UEMy1FSwkcef7sUTwe5+677+bpp59mcHAQ3/f5/ve/T19fH9dffz3d3d2YprmkS3Nxe4uGqHfffTe33nornueRSCTC+WZxg0Nlj4KjSVkXvw+feuop9u3bx8mTJ7nllluINUq4Tpp6updUafys2aN40MBUPmUrTZe7gABs7ZEO6swbaRKqGRpI6ipzIskgRUwUaVosEKdLNMmLFpNt3VHOcKm7GVwtyRk+dWXgaUHW9GkEEk8JMpZGaSh7kp6YYmNO8/2TkoavSViC7iSszkn2jvs8uNHCkIJtAw6j8x7PHq3zvu2pcyYM4/E4uVwOx3HI5/NLjGgjIs5GpDmKuGIopUilUnz/+9/nhRde4FOf+hSJt3jSilg+hBAYhkEymSSVSmGa5pIgoFqp4Bw8SCqXRNunrquMvi5uciymjh7DsixisTh33/U+7tj9CGtW382NN76f9773Efr6Qt3HirVRm2aYPerthV27IB6HD30o/PctsOh9lDAEZf/iLANKpRK5XK5T3hoaGqLRaPD3f//3/Nmf/Rnf+MY3GB0dPWdb/mLpLZPJdD6HuCHocgxmWqe0SUqpixqUq5Tip37qp8KZhlqRrEzh2klc51zeR5q8u0DJzi7pXMsFVcpGGPAIIK/q1IWNixl2ttFgnhgaSAmPljZwkSREgEbQ0pK4DFAIGsogboT7s6kkttRkbMV0M8zydcVDvdFso+31Cdw0ZDJZUUxWwvdtGoL3bEgwVw1YqJ9bbxaPx/nsZz/Lnj17+OY3v9kpEUdEnIsoOIq4Yvi+T71eJ5PJkM/nOyfgiLc3Wmt83+fV1/YRlGbx/DqcdkoN6k0ShonbdiCGxZN7gnQ6g+PEeP3Aqzz1xPd54kff45VX9uF53sqcnPJ5+Mxn4OtfD7NGd9yxLPqjRXG2p6B5Ea39U1NTS6wJhBBkMhnWrl3L2rVrcRyHxx57jG9961u0Wq1OsLP4szg25M3C7m5HUnYVDV/x3HPP8cQTTyx5XaUU1Wp1Sat6T08PQRCQy+U67tpG4JKozVJL96LFmSVHAST9GlpIauapC5iUahAIg6YMW/BjeFg6oCzCDHCOFnUsAiRxfAyhqWoLU2gsFDVtYkuFJRS+FlhCY0lNIwi74LqdgAXXQOtw/ElfUjNaOaXVysUEW3sMXp4IOt/AXELykZvT5JPnLp3GYjFs26arq4tsNsvc3FwUHEWcl+jMFHHFUEqRTCYxTbPj9Bt5HL39cd0W3/7hn7HgPEquYGIUi4h6C5JxUBpx8CQna3Xya9ee8dxWq8XTTz7G+jVdbNq5BqUUL47+Hd958jkevuvnsCx7eRe7WF77znfC4OhSvJMugCEg3W7tdxx5jn4vCIKAWq1GLpc7y/IEQggcx2HVqlXMzc3x5S9/GcdxSCQSnRbz+fl5stksGzdu7GShKpUKO2+5BVMFvPjGSZ7+4Q/p7e3luuuuo6urC6UUP/zhD3nttdfYtWsXd9xxBwBbt27l8OHDfOlLX2JwcJBKpUI6ncZplGjGczSSXSSqM2e8H0MrUl6FipUh7VcRgKUD4qpFWSZJqBYSTVo3KYk4vbpKDB+FoIlBCo8EPg1tUhBNHKlwdbjfTKGpKYNCe+ZaNZChv6elmGqaoRu3gFVpzd4pSaA1pgj336ZugwOvuSw0NIVEuD9Tzvk1ZVJKFhYWaDabJBKJjlg9IuJcRMFRxBVjYWGhc0BqNptkMpkoOHqbo7XmuZcfQ2z8NlvWBozi8dq3Ztnx5F7kjVvwToxQPPAajzsen1m39oznvrj/h8S2PkmybxeG7sLCoWdLiXnnGfa9to1bbrxr+Rcdi8HP/Rz83/93WFYbHl6WzQohSJpQCzT1QJM8x9y1IAioVqtLvHXOtb3u7u4lJTLDMDAMg0wmQxAEHDp0CNu2GR8fZ2JigkOHDpHqHSSzdgu7br8dr9nkr//6r8nn89RqNYIgwHGcJRYZyWSST37ykxw4cIBvfetbWJZFo9Egk8mQsGeoZgaI1RfOEGeHnWtVxhKDBMLA1EGnrX/BSNHvLyDQpHSLORkaRFoobAKaWKTwMIWi0S65xYVPXYW3baFxVVi4MIWm1b6dtRVNX+BrsAX0JKAZQN2DTHu6TC4u6EkKDs0GdK0SF3UMCQctJ/B9H8dxaDabNBoNUqnUBZ8b8e4kKqtFXDEajQZDQ0NAWHaI9EZvf1qtJiO1R+ldCyYx1twR5+QHAr53/ACvfuVb/OAHz/DdDePY93lIufTqPQgCRiqPIwbe4KjxlxwzvowmwCRJYXXA8ZlnOp2Ly86WLbBzJ3zpS8vqfSQJs0cVX3Ouldu2zbp16zp+Xhdi0VzTNE1s28YwDKSUWJZFd3c3mUyG/v5+br75ZtauXUt3MoZtW8hEBtu2aTabTE9PI4RgcnISgD179oT6osV1S8m2bdv4hV/4BT72sY/hOA7PPfccZrOCEXi04tmzao9iqoVA0zROzb1LqiYtaRGI8PSRpEVLmCgEEk2MgHr7ujtGgN/OSRnoTuYoIQM8HT6eNkOhO4AtwdPgBuH9mBGW1xqnxW0C2NhtcHw+ILjIr89iALXYRVgoFC7684l4dxIFRxFXjLm5OZLJsI27WCwyvExX9BErh+t5FKw1bGz8PJtq/5gd+vPcetddpP7ZDNO/MsHsIy6Z+3yS5uozgl2tNQgvlPwIRV2MowkYCO4lLrtQorVypQ3DgE98IhwrcuDAso0WWZy7Jjm3MaQQglQq1fHzWna0gmoRUnmEEGzevJmenh7WrFkDQC6XY2xsjJMnTy5Zn5SSrq4uEokEq1atCucaArH6As147qzaLKEV8aBJ3Tg1b81WYdDVEmEA5GgfH4nbHkTrEN4XAhwR4Omlp5nTX0YIEOLUGsWbQjRDhiNEyq2lFgh9KUnTh7p38Z9rJpNhYWEh/AwTiYtyGo949xIFRxFXjJmZmY6v0dzcXGQA+Q7AkAZWYzVJfx0p2Y9sZfCpYiRaJHrqNPUC04dj3LjukTMGCJumSVpso1kFNOTUdiQ2MXrJzj5El7N9ZYcO9/XB+98PX/wiLOO4CAGkLUnV1wTnODf39/ev7PyuegWcOBgWiUSC/v7+0K9q585OoPT4449z8uTJJbPctNY8/fTTHDhwoOO7ZLmh8No3z26rkfRqNE4TZZsEOMqjIcJskk2AgcIVZtswUuMj0YCNoqbP1H1JofG1QGswgJaS54xfTQnemzJESVvgGFBpXXxw5DhOR+tYKBQil+yI8xIFRxFXjGq1SiYTjhsoFov09FzEFPaIq0o8HsewMszOFdFaIyRU1SRoKM/BkRclXe4H2LT+ujO0H0IIbr/hQ4y9OISs99On7gINlXKNIy+Z3HbjgyurORMCHn44nLn23HPLmj2Ky7DcUzlH9iiZTFKtVlcuM+Y1IfAhfkozI4ToZGZN02Rqaopvf/vb/PEf/zF79+7taJsmJycZHBzsdIpK5WN5DVqxM9v6BRALmnjSRIlTp4uEalIzwpZ9AUitO5kji1BnFKJPZZyE6pQiLaGpq3bnnND47bKaJcOT0rmGyJ56ryCloHV2J4Szkk6nGR0dBcIOvlqtdvFPjnjXEQVHEVeM8fFxUqkUWmuazWaUOXoHIKXkll27efX1KQ4fHaHulqjpSaaOKX78FZMta2/n4fs/1mkRfzOFrl4euO43KD5/H3t+PM6Tz7zCc3uOs+vWe0mlrsDnn0rBfffBE08sW3C0SNaU1APN2So76XSaRCKxRPezrGgNtRIks296OAyAhBAMDAwwMzODUopDhw6hlMLzvDPGtgjAblbw7BScpQfP1D4agdcuo4WGkD4tYbXv63Yp7fwdY3EZ4Orwd1wlSRthZONqQdIMS5CeAgVLhsie3YcpLLn5F4qiTmOx409rvSRQiog4G1G3WsQVYdG7JZvNopSiWCx23IAj3t4kk0keeN+HeOWVfTz74nHqc6txnmrwyGf/d7becMt52/GFEPT1DNF770922tQdx+m0tK84QoSGkN/5DpTLcJb2+svbrMCWGkcKKp6my17auWYYBhs3buSll15i7dq1SzyPlo16BTIFMMwwi0TY9HDw4EE2bdpEvV6nr6+PEydOkMvlmJ2d5ciRI0tczxcxvQbKMFGGiREsDeikVpg6wDUcYsoFIKZd5kXm1PMJQg2ShjgeJc78264pE1MotIaAU1fmjUCSNhVCgK9Dw03bCIMepaHpQ9pZGgT5CpqeJhO7+Ot727aZmJgAoK+vr+MEH3XMRpyNKDiKuCL4vk+1WsUwwhldjuNEwdE7BCEEtu1w8827gF3or1mILo246faLmlm2GAjF36JT9WUzNBRmkPbsgbvuOuV99BZPikIIshZMtxRNJYidNlZkUf8jpeTZZ59l06ZN2PYyezp5LVABOAmoh+LiEydOcPDgQVqtFt3d3eRyOYaGhpifn2dsbIzp6WkymQy1Wg3btjtBm1Q+QiuUPDM4EmjsoIUnrU4ZzdAKXxgESAwUhtadzJGJOmu2Z9H0UQO1wKDPCgMtV0lMEWaOGoHAlBqj/dE0fWgFkH7Trqu2Qr1X2rn4zzCZTHa6Iy3L6liLRMFRxNmIymoRVwTf90kkEti2TbVaxfO86KD0DkMIgdAaOTGBGB+HfftgpVrxlxPThB074L/8F/jn/xx+7/fghz9cFpG22TaGLHrqjNZ+0zS55ZZbePDBBxkfH19+/ZFW0Kx3dEeL5aIbbrgB13XxfZ8gCDrDVlutFv39/bRaLZ555pklQm2hFSLwCYwzA7gwGApw5an/M3QYAOlzWmG2l4jAaHejeUhi7SBIt8ePaMBVgqTRDo58gSVOFfdKrXAfJ067jNdaM1JSZB1B7BIu76WU1Go1PM8jHo8TBEFkBBlxTqLgKOKKUK1WOwLQRqNBb2/vVV5RxGUhJfyjfwQf/jD81/8KX/gCqlikUqkwNzdHvV5/+51whIDdu8MZa3ffDY8/DqOjF5X1uvCmw7EikrOLs4UQbNmyhYGBgZUZWdGoQCzZyYJVq1XS6TQLCwt0d3fz6quvcujQIR555BFuv/125ufnkVLS3d3N/v37l8x2MwKXwLDOmvWxlNfxNQIwdRjMqAtc4LhIEoSvEWiBI8OgytOCtOGjCTNKttRoHZbYUpbqBEcLTUHWCYXaiwQaDs8GbO4xlmiTLoSUEiklrVar4yW1YpqwiHc8UVkt4opQqVTo6+sDwk61RCIRZY7eoWjHwX34YcoD/fh/9v/n5Ym9JO58Lz29vUxNL5DK9HHTzbveXnPz1q6FQgG+9jV48EH41KfCjNIyIICsJZlzFXFDYLO0VCOE4P777+crX/nK8pdxWvVQc2RaqGaDXC5HPp/vXHxcf/31nceKxSJ79uxBCEGr1cK2bVzXxbKsMDsUeATW2Uvdpg4ITpvBJto5I1dY2Pr8LWOCUGTd0gYmCqUFSocBpacELRUGRwBzLUnWDvVHSsNoRdCXPBWuaa2ZrChqnmZVbql2SmlNqa7IxiXyLFHTYnm32WySSqVwHIdqtUosdnYLg4h3N1HmKOKKsHhFK4RgZmYmauN/h6K15tixI/zgh1/luBjhW7tTGP+gzq5dG9i6eTX33LmDWHqcH7/03bdXBslxwuxREMBP/RQso/5HCIEjIWGEc9fO9q4dx2H16tXL730U+BB4aDvOyZMnOXr0KK+88grbtm3j5MmTTE9PdywFcrkcDzzwAEEQsHbtWrLZpZ1uaI0+xynB0AG+MJeW0U57o6ebNzYxMdCgoaHbImwEfrvE5urwtiUUzfbYkKQREGgougbdTligbPow34ShtO7IwwINe0Z9tvYYpN70ES7UAr7+UplS49yl3kWLAyEEuVyORqNxgR0c8W4lCo4irgijo6MUCgUAarUa3d3dV3lFEZeK1prxiVFeP/QjMll4Zf8xDBmjcngtL+x9nUq1iidLBJu+x4nG16hU30YOxELAQw9BJgOvv77sbf1CCDKWIFDh7LWzBYbbt2+nVCotb9CoNTRqlD1NuVxmYGCAm2++mUwmQ09PD4cPH2b//v187WtfC8e5jIyQz+eRUrJu3TqmpqYu4iU0RuCitEZpzrr+OB5eu+zmYWC0FVgeEqPtdaS0wBEKT8twzIhU1AOJJTWW0DQCQUtB1gpLdjONsF0/55xax2hJUWxqtveZZ2SNXh5p0pM2ycbPfVrr6urq+Bul0+lO91pExJt5G+W9I65VtNbU63U2bdoEwNjYGJs3b77Kq4q4HJ5/9e+Yrr7Ea2M1fvLBT9Nb6EVKydR4me8/+yjX3y9omlPYOZt6vUomnb3wRq8Uvb3wkY/A3/4t3HJLOKB2GZFAxpKUPEVMhsLi08lms+f0g3pLNKpoK0Y8kWDNmjUd1/Hu7m5SqRTxeJzR0VGq1SoDAwPE43GUUoyMjHRMWeFMhyOtNUEQMDU1jmFo+nvLTI2PE49nyXQtzfwKrdHtYEWfti1XGySEj6slAYKYCFjwTUyhkUJT9g0ShsIQUPUlloSEGeqPxiqCwZTu6I0CDS+P+2ztXZo10loztuBxYs7jJ25Mn7cJMRaLceLECW6//XaGh4cjI8iIcxJljiKuCGNjY8RiMbTWnTbjiHcWnudxcuQYo+OT3PxIjVS3i0BgSAlrXsS6/mlePPAMGo1ft5e/df2tIgTccw/U6/DiiyuSPUoYYEtB2TszeySlJJvN4rrusr6u36xh2A7rN21eMo7FMAxuv/12brnlFrLZLIcOHWLz5s1MT0+TSqUoFArk8/lT6wtc9GnDg7VWjIwcY92W9dz54L3cc+tWPvLB3Qz0OkxPT3B6Xa0pLEwdhN1nGCTwCBC4SJx2cCTQmGhaWhKXCgOo+AbZtgHkfEuSscJAydcwXhWsSp8ae3JsXlH3NNf3n8oaaa2pNBWPv1Hn+iGHrlSoQ9JaU2sGVJtLO9IKhQLVahWAVCrF9PT0sn4WEdcOUXAUcUXQWtPV1dUxgHxbiXUjLojWmunZCcbGJuhdp0nmBbaRRPsmNcaYls+RH/QpFVvUioJkfTfZTNfVXvaZpFLwwQ+G2aNlnLd2OjlL0FKaerC0BCWEYGhoaFl1R0EQsG/vHlqNBmY8idaaRqNBEARYlkUqlep0Za1fv55c2wRTa01PT88S7yll2AgVdP5/Znqa3g2bOZC4lW9PDfGDqR7KOsFNOzaRSUKzfirr4mOEOiOggYmFQiEItMRC0dIGltCYQlH0TRIyDKSKnkG6HRzNNA0KToAAyq3Q36gnEca0XgB7x3y295nETzt0eIHm+6/XyCUlN62OI0/LXj3+WpG9RytL9pfjOB1/o97e3mj4bMQ5iYKjiBUnCALq9TqWZaGUQkoZdYi8wwiCgKf3/RXdm+cwLYGlE5gihm1ZlIIRFGFLdHUqRnHPbu655VMrU0J6qwgRtvPXavDSSyuSPTIEZK1QnP3mwbS9vb0dI8LloFqtMjUxQdI2UKbDyMgITz/9NM1mEwj9xYrFYseE07Ztbr/9dubm5s7Y1pv3hOvWiQ1sxFUSXwvGmzF+MNNHOXDYunEYd2Gy06nmCUlcu2FrPhKbAA+JAmIioKYM7LbHUVWZ5E2PQIdmkFkzwNcw5xr0xcLfGa8K8jGIm6d8jTyl2dx9qkPNDzRPHqrj+Zr3bk1hts9mWmsmF1xG5122DSeXaJNisVhH9xWPx9+e1hMRbwui4ChixfE8D8uyME1zicdIxDuHSqWMnz1A91qfypxGlFZj6yymYZOwcgDMjWm29vwkH7n382Qz+fNv8GqSTsOHPgTf+Ab4lzC59CIJy2sCS0L5Td5HlmUtq86lWCzS1dVF0KgxMj3DiZMnWbduHYcPH8bzPE6cOMGBAwdotVrMzs5Sq1bPnb0Si7aM7btA0loaOFR8i5eK+TDzG3iIttjaw2g7Ywt8JHE8mtoILQLQNLVBUgQdd+y04dNUEl9D2gyo+hJPCXJ22O13sixYnQ5745SGV6d8tnQbHdNHrTX7R5uMLXg8sD1JzBKdclrL0zz1eonrViUopJdmqE3TxPd9lFLYtk25XCYIgmX7PCKuHaIzVMSK47ouiUQCKSXlcplkMnm1lxRxiTQaDZy0R98GBTLg4I8SVIoBSkHG30JjrI9nv2yxdcPNKzNHbDlZzB4Vi6HL9wplDrKWpBFoWqclipLJZGeEznLgeR6NRoM39r9M39Bqdu/e3Zmjtm/fPiZPHGcwH2frxm7qex7n5f/f/8lXf++/krDtM9aghYERnNJDSdPBKZ8kZZ4KIDUw2XJ4/cQsdq43FGK3AyIDjYfER2K2b9siwEBRUVY4eFZJXC1JyYCyb2DLsGttoSVJmoqYoal7oTP2QCps4Z+paRbqmk09p/RE40WfvScb3LMlST5xKpukNDxxoIiUglvWp8/wlBJCUKlUqNfr2LbdEadHRLyZSPgRseLMzc115qg1m03y+XxkAPkOI51O4x5NUdhos/neBtNPTfClL/8dXbks1UaFklGlkF3N4ODQ1V7qxZFOwwc+AH/1V7B9e+ievYwIIbDQJM2wvGZLiRQCx3FIp9NUKpUlnWKXy5o1axgaGsLJ5JCpNOWTTebn51mzejXlo4d5+JatbLp7J0prrJOTbFI+17eaPLXvJSqxGJmuU7owLUCqtpOREHR393Jg3wFuuD3L62IdRc9Ga0Vt8jjHJms4G7oQzWrYpi8kMe2x6G1tElDTMRwCQFBVJkNmneZpbfzHXJu85WMImGwa9DgBEpisQcyErBNmiF6d8lmdl2Tac9TqruZHb9TYPhhjdZfVOZYESvPikQpj8y6P3FbANs9uBBmPxzuieN/3KZfLUYNIxBlEmaOIFadarRIEAWNjYxw8ePBM87mItz3JZIq0twu/mmZjbjcfe/8H+cCHdtK/rcnQg6/Qe12Zu299BMd5h2jJFkeKjIzA//V/wTPPQLm8rFkkIQRpUxBoaLaTE1JK7r33XmZnZy+6a01rTXF2lrHXX2Py1X2M7HuZ+elptNZYlkUsFqNWLuG6LsVymY9//OPU5ua4t7+LGx/cTTyZQBoSs6+AcGzShsF7pcB9eW9nfEZ7wtqS17Usi3xhkJeffIrE0e8wUHwOXv0msZEX6BtYhYXCQOFjoBDIdrZIoDG1pqYt0sLD04KGNkhJn7JvEpMKKTSzrkW37aOA2aZBb1tvNFIRDKXC4bM1F8ZLiu29YYea0pqXTjaIWYKda+KnMkZKs+dolf0na7xvR55cwjzrBZgQAsMwOHLkCKOjoxiG0dFnRUScThQcRaw4IyMj/LN/9s/YuXMn//gf/2MGBwev9pIiLhEpJXft/Di1F+4lNXMXCVlgoL+XW7fcTaH0AF2lT3LTdbvfWRnBbDYcKVIswv/7/8Kv/VpoELmMSCBlCiqeQrUDr2w2ywMPPMD8/PwFy2uB7zP68sv0PPsMH0yZfASf9584SeGppxjbv58gCGg0Gjz95JM06jWk5RCPx1nVbLDxpi1IJ7RUsCwLkYxDPIYQAlsIbqnXmZ8YP/Vapo1Up/Q3QghisRir1myk6Awy1zRYn0+ybtUwgR1H6jDi8xcDIgIaWIQ+2pqStkkJj0ZbexQXAQuBRdbwUVpQ9g26LJ+6L6gHki5H4QYwVROsyoRjbY8tBCRsQSEZltMmij4HJlrs3pDAauv9tda8MlLj5eNV3ndjnsEu+7zfw2w2yyc/+Ul27tzJf/pP/4nJycnL+mwjrm2islrEijM1NUWtVqNWq5HJZEgkEld7SRGXQTaT48Hdn2HPf/k/ObR9LalV/ZTLLj09N/L++2/CMN5hhxPDgI0bYWoqDJAefji8v4wIIUiaUPU1zQDihu609PsXEINrrZk+epQbTxxn+/23Yty6HWoNzK/8gNtni2SOHOH1RILs4CBrVq9C+z7FapWjR47Q67UwB3sxDAPP88OEmBBoKRHtdfWbJv7MDKxec/qrnrF+IQRWLIMlwG40EISt+yZhINUUFpYOs0gNTBLtzsUmBmnhUg4sYiLAEooF32K13aARSAINKSPUGzlSkTQV07Uwf1WIhaaPh9oDZo32rLUXjjfY0u/QnzU7+qPj002eP1zhgRtyrCo4FwzQk8kkExMT+L6PYRhn7dyLiHiHHc0i3mlorRkfP3V1ms1mo/r+OxQhBMlqjbtOTOH/4j9BdXdjmiZSyndWxmgRIWDVKvj+9+Gf/lO4664wYFpmFrNHZV8RM8LgxDRN+vv7abVa57S18D0P+9AhNg/1Ydy8GWFIdDqBcdt29N8/y1bb5sTBg+j+fmamZxATY0zNFfnCF77AR02w4zGUUriui2FIkBJScZgrAmAKMN48lf4ciSwlJLGg2fmVQEhsFT7XxcTCRwA1LBJ4+Eh8LYmLgGllk5YegRZUA4OM6VPyDeJSEzMUU02bLkdhinDQbE9CYxuhELva0qzLh5/JeNFjtupz75ZkJzCaLnl8b1+R2zalWdsbu6jvYVdXF47j4Ps+QRAwOzt7wedEvPuIymoRK87x48c7t/P5/BLjuYh3CEpBpQLPPotYvx6rvx/HcTAM450ZGC2ybh0MD8N73rMigRG0W/vb2iNXhRcMQggGBgbOawhZq1ZZ5XmY6wbBtjrbkhuGELkUUggGXJdKuUypVMREk8l30d/fT8Ww8GfmqVaqpybUhymjzvbLQYDK5jr339yt1nkcCKSBoVVHldSSFma7rNYUJnHtoYE6Fkk86jq87rYJWAhsstKjrgwCBCkZMOea5KwwoJpuGgzEA1TbFXtNu6R2fD6gJylJ2KEU7OWRJpv6nM7sNNfX/Oi1IpsG41y/OnnR38NkMrnkGHTkyJGLel7Eu4soOIpYUbTWzMzMdO739PS8/Vu9I85kYQF+67fgL/4inFH25ozDO5XhYWg2YYWnsxtA3BDU/FOpmb6+vguKgQUgujJLT/yOjeg71WXmxGI89NBDOIZgcM1aDNOk2NNHaf8hbMvslMbwfKiF71NrzStKkzlN/6cFnCt1FAgDwamWdx8Dq20A2RQWNj4aQbNdVmtgEhM+Ak1VmWQNj3JgEpcBtlTMuiYF26cVCMqepOAEVD2o+9CdAF/BsYWATd2hXmmhHjBZ8tk24HSyRi8cqaA03L4pg7yE+Ny2bdLpdOf+dFvcHhFxOlFwFLGitFotRkdHO/eHh4ej0SHvRHI5+MQnwtLM66/D2NjVXtHykEyCZcEKz9gSQpA0BE2lO67ZiUSCRqPB5OQkc3NzZ5ygk6kUI5ZFUFnq4iyEANtCac1Ee0SIZVkM9PYyOLyKHTfeSPe2bTxzaJTmq0dO9aAphWh5KK053HKZXL+B5EXYCWgEComlwmBIIfCEid3OFrUwSWgPt+1xFNM+ZW2TED6+lgRI0tKj6JvkDJ9ACyptMfaCK5EC0qZiui5ImJCyYK6uafkwmAlPUQcmWvRnTQpJo1NOe220zr3bsx0DyIvFcRy6TrMwOH78eGQEGXEGUXAUsaL4vk+lcmq+UU9Pz3l+O+Jti5Rw/HhYfvrt3w7LUdcCsRh0dcEV6FiyJBgCWip0zTZNk2KxyC233IJpmpRKJTzPQ2uNUgrTsmht3MihgyfAP3Xy1lqD0rzhujQ2b8a0rM7YEiENLNPEjsexd93Gt5/cz6En91Kt1PAqdWaqNX7keuzZuInuzVsIgoByuyzXqtfOamWgEWghOt1pCokSAksH7UDJwCLAw0CicQgoa4uccKkrA4HuiLHzpkfVl2hCZ+yZlkGXrbAkjFehP6mRAo4vBPSlJHELGp7m8JTLdYMxhIBAwbMHy2waiNOXszuZpLmyi1IXlwE6PXM0MzMTGUFGnEEUHEWsKPPz8ywsLHTub9q06SquJuKyabXg+efDqfaOEwZL1wJCwNq1cPLkijlld14KiBmCejvOsW2bfD5PLBbjzjvvRGvNwYMHee655zh27BgAPRs28KKV5IXnXqFSreP5AZVyledGJnll/Xp6168/lTXxvfbnEmZSktksvbfcysGS4jvfe4lv//gNHlu9jtpd99C7ZSulygyH5/6OZNcEa4fipBdeZ+Lo6x3vo0UCIdGI9qQ08EWozTJ1QECYGXK0Tw0bCwWEHkcp4VFWFgnpIzSUA5OM4bPgmaTNAFtqppsGfXEfX8F0TTCc1iitGS8rVuXC79jYgodlCobyYcb55GyT2YrHzetC3VXYsdbg689NUW1eOAO02C24yNzc3LKOdIm4NojqGxErSrlc7ohOpZR0dXW9swW871YOHYJ6HbZuvdorWV4WO9aefTYMjlbwuymEIC6h5ocT65Xv02q1mJ+fZ9OmTSSTSbLZLD09PRQKBYQQmKbJqh07GJ2f4+CPXsUQCi+AxKZtDPX0LP1b0joMjqSEtl+RYZp0DSz1FdNaU67OsxD/Njc+rLgu2IGtC2wWJmMjYzzz3BsMr1p/av5h+zVEO3j0hYHQGommRagfNFDU2nqjAElLGyTxmFYJctJrz1ETZAyfo9UEBTsMiIqu5MZ8QMUFT0FXLHTArrZ0p6R2eNplbcHCMgRKw8vHa2wfTpKJh0FavaV44tV5blqXIR2/sKheCEE+f2r2X7FYpFKpLHksIiIKjiJWlOnpaVqtFhC2L69Zs+YCz4h426E1PP007NoFqdTVXs3ys307/M3fhN14K+zebskwXe8qiJkmjzzyCF/4whcYHh4ml8sxODh4xlBmIQT5Qje5rsKSx84gNDO6qABvsrKXrR+pUjBuxPbDoEALRfdqzcBck9LsPPlcaLmhEAg0hg4DrkBILAIkCk9ILB1goqhjk8SlqcMAJS58Sspi2GxQUSaOVFhCU/RMro/XKXvh+8xYiiMLgrQNMQuOzCpipiDlCGquZrLkc9OqFEIIZksucxWP+6/PdcppLx4uErMl1605c5bauehpB5ZaaxqNRpQ5ijiDayQ3HvF2ZWRkpFPPdxxnWeZJRVxhajXYsyf0AboWs359fWGp8DTLiZVCAI4haLRV2b29vZ2/iVwud0ZgtOS57a6zcwYAbcH0hT4j3/cx85Ok4zn63PsRSAJRZ9T+Mofjf4TY8kMWqqcE9560OnojgKawO4FSEwuLoN3Gb4Zt/Jg4Ivz/hjLISI+Sb5I2fFwlaCpB3vSZaRqkTYXd1hsNpMJs1GhJMZSVGAJG5z1ilqA7baK1Zv/JGqu6HTKJMACbKrZ4fbTG3du7sIyL/24WCgWMtnWD67qMjIxc9HMj3h1EwVHEirHYxr/YaZNOp6O5au80tIaDB8OOrvXrr/ZqVgbHgS1bwgBwpXVHQhCTArctHDZNk+uvv57h4eG3Xm7Wod7nzTPSzoZJnKHWT+DoXjSaaesJFswXCEQTxFJxshZyyRZ9YWC32/hbp3kctTBJ4HfGhigt8JHEZcCCb5EzfepBGPTEDM1My6AvHhAoKDYF/UmNp2CyohjOhqLtI9Mt1vfYmBJqLcXJmSY3rE4ihUApzYtHymwZTtKXv7Az9ukkk0ls2w7fj+9TLBYv+rkR7w6i4ChiRTl06FDndi6XizJH7zS0hh/8AG67LezsuhYRAnbsgG9/G/74j0Ph+fw8rFB7tyXD0RiBPjW/zHVdWq0WpVKJ2dnZy/Pd0YSfl3l+HzHTNBEz12FV1iEQgKIuR8MNaM3MMYtcqr/z+4GQmMpDoNGAK0zsdpaqLmxsfDxCg0dbB+2Bsy41ZWCgMVGUA5Oc4VH2DZJGAGjmWwY9zim9Ud6BYkPjK+hJSlqeZqYSsLYQvp+xuRaOJenJWmitmSq2GJtrsmNt5iLCwaXkcrklzuSnH6ciIiAKjiJWmNPnFhUKhcjj6J1GuQyvvRa28F+LJbVFtm0LXcCnpuB3fgf+3b8L562tAIYID7xeO/7p7u5mcnKSF198kenpaebn5zl69OhlBEi6LSq/8GE9lxvg2edexXU9QCAx0GjmRgXlg9vIZXoWt4gnLIzTymqeMDtz1VwMEtrFRyLbw2dr2iJOQFWbxESA1tBqi7Fn3bBTzQ0ELSVIW4qZhiBlQ8yE8bIiHxfELJip+AgBuaSBBg5PNljXF8OUAq1hz5Eya3rjZJPmJWfdTNMkmUx27p9uVBsRAZEgO2IFcV2XiYmJzv01a9ZE7tjvJLSGl18OfYDWrr3aq1lZ8vnQLbvVCkXZv/zL4fteAQRgSoGnNHFDsGXLFlavXk2lUmFkZIR9+/YtOXFfNFpD4IM8f8eWEIJ0OkOxGPCt7/6Ydat78bIDvD4zQTC6iXX9tyzRPgXS7GiMNGFZzVEeAaI9Vy2gjomJCoM+JEnhMaVsUtKnoUKXa0cqyr7B2rhLPRAYQhM3NHMNQXdcI4Vul9TC3x9b8BnImdiGoNZUTBRdbtkQiq7nKi6jcw0+vnsAeRlBeywWo1AodLRGIyMjBEHQ0SFFRESZo4gVo9VqnTE6JOIdhNbw1FNw++2h5uhaxjThppvgwIFwCO327SuaKbNkmDnSOjSEfPTRR6lWq/zgBz+gr6+P3t7ey9MgXaQdgRCCXC5PoWc1E7M+J4+sI5H8F2xcdQe25Sz5XU+Y2CrsOA0wCITEIOiYQTrap4VJDB8fgaclNopSYJORHjVlEJPhXLZ6YJCzfCqeJGlqDAHzTUE+FpbW5uqKnmTYsj+64DGcD793J2abxCxJIRUKsw9P1OjNOhTSl/e9lFIu0T9OTk7i+/5lbSvi2iQKjiJWjFqtRrlc7tzfsGHDVVxNxCVRr8PEBBw5cu2X1CB8fzffDIVCKDxfYb8jU4DfFmULIRgZGaFUKpHJZN6aW7PywbIvfh2mSTabo6tvgHgscYZ2RyPwpIWlwiGxWgg0AlMHuBjhbRQ1LGKEppAAtghoaIO09KgrSUwoWkrga4gbigXXIGUqfAVVF/IxTc3V+AFk45KGq6g0A/oyYXFjZLbFut4YpiFwfc3BsRrbV6dODdW9DHp7ezu35+bmzjC/jHh3EwVHESvGzMwM1WoVCA/El301HHFl0Rq+/OVw0KxS4bT6d8NgznXrwvd5BTqXTCEI9Kkxr+l0mmazyUMPPcTCwsLlD0L1fTAuXS0RGDZCnSlAD4SBEhJLhYGDJ8IRIYZW+EJiaoWB6gycrWkTU6i2zkgSk4pKELbx+yoccWJLTdkTFJyAhg9KQ8aGhYYmbgniFszXAkxDkI4ZuL5mYsFlVSHsSJsqtvACzeqe+OXtI8Lj0emZ7Pn5eebn5y97exHXHlFwFLFilEqlJQaQ3d3dV3lFERfNBz8YtrgnEvDNb17t1VwZEolwwO7Royv+UqYIA6PFUWCJRALDMPA8b0m29ZLxXTAurdSkgcCwMIIzMye+CPU/Zrt138dAatVxx14UZjfaZbWWNrBZnMEmsFDUlUFcKiq+gS0VAk3Zk2QsRcUF2wh/piuKQiIMoKbKPt0pE8uAYs0nUJpCOuxSOzZVZ7DLIWa9tdNXPp/vXKzV63UajcZb2l7EtUUUHEWsGEePHl1iAHn6PKOItzFCQLMZ/vzWb8HP/uy1X1aDMEO2eXPo67TCmTIpQmF22wuSvr4+Zmdn2b9//5JyzyUT+O1W/kv7vAIzhuE3z3iWa9gY2u+YQDaljaPDtn5XGJiosKMNgxg+VSziwsfToTeSKRT1QJI2fBpKkjAUnhK0AkHS1JRcQdICKTQLDU1XIvQ3miyHYmyAiQWXXNIkbksCpRmZabK+L/GWs9D9/f0d4bnruoyNjV3gGRHvJqLgKGJFeLMBZCKRIJFIXOVVRZwVreE734G//Vt4442wff/552HDBujpgfjlly/ecWzdGs6RWyGPozejCUs8QRBQLBbJZDKX2cbfxmuFZbVLGAyshSQwTEy/dcbaXOngBO6p+8LCOi2LtGgAqQGboCPGbumwtR8IH2t3qiUN1QkIbampupC2NYGCclPRlRChKWQ9oJAMO8dG51us7nEQAhaqHrVWwEBX6FEUKH3Z+yoej3e6Z33fZ3p6+rK2E3FtErXyR6wYx08bx9Dd3U3XCrVGR7xF5ubgi1+EoSH47nfBdaFUgn/yTy7pJPuOR4hQdzQzA9VqWGJbqZcizB4tntYdx2F2dpbR0VFuvvnmy8+K+B7QNoJ0Ly7A09IAIZHqzG6tlmETC1qhGJswc5QJwjlkDWGR1C4eBgqBROMiyQkXT0liIpRnayAhFc1Akrd8vNO0R6WWoC8JgYJWAElb0HAVnq/Jxo3QCLLksXNdONPv5EyT7oxFKmagteaJ/TOs7k2wfuDSZ/7lcjni8TjNZhOtNePj42itI11kBBAFRxErhNZ6icdRV1dXZAD5dkRrePzxMCj4N/8mFPROTcHISNja/m47UXR3h07g4+MrGhzB0sKXbdv09vYipQwdrNtDURe9dy76hK1UmPWyHHCbF/WUUIytzgiONAJX2mTdUvt+KMh2dFucTXhbtd+J0OBqIyylaQNT6E5WSaDxtSBhKGq+xBBhWNjwBWlbUXPD301YgoVagGUIEo6kVPNRWpNLhseOkzMN1vQmEAIarYBDYxU2Dl3eMORYLEYqlWJhYQGAEydOXNZ2Iq5N3kWXhRFXkiAIaDQa9PT0kEwmWb16dRQcvZ3QbTflZjMcD/LQQ6HXTzweGj7efTek01d7lVcexwkDxddeW/GXEgKCts/RiRMnmJmZwXVdhBD4vs/c3Bz79u1jdHQUpVRnvMj5/Xh0GBTZFz/qJTBsZOCeobPypUkgDBwVltUCjHCumvJRCDwM7Hb7voHCROG2vbZdLTGFoqHCU4wAXBUaP7YCiJsapaHpQ9qGhq+JmWCbYUktFZMYEhZqHnFbYpsS11csVD0G2nPUxuebGIakJ+u8+S1dFJZlkcvlSKVS9PT0UCqVLr+cGXHNEQVHEStCo9Hgnnvu4aWXXuLRRx/l5ptvPu/E8YirwLe/Db//++FJ8eab331ZonOxdSu88sqK644E7XZ+ranVauzYsYN169YxNjbG5OQkPT09/OzP/ix9fX3Mzc0xOzuLEILR0dHzn8TdBjgXp+/TgG85mL57xv+1pIOhA8x2RilojyWxdBgchWaQigYmZjtHFBCW0zrb16LzOq4WmEJTDySO1AQ67NZzDCg1NDFTINudavmEgRSCmZJHNmFiSDpZpHwq7FobnanTn49hm7JjpnkpwY1pmtx555089dRT7Nmzh1WrVkVeRxEdorNVxIrgui5dXV0MDg7S29tL+t2YhXi7sujlc+wY/P3fwz33vLtE1+dDiLBj7ZVX4H/8D3jppVB/9VaMGS/4koJPf/rTtFotPM/j1ltv5cEHH6S7uxshBPfffz/btm2j0WgwMzNDvV4//wZbdbCdC44RWSQwHYzgTDF2w4zhKBfRVka1hNVu41doQjNIR/sEnBJfK8AiQAMGmgCBJTSG0Ggd6qyagcCWumNj4BjQ9DUJOxRhlRqK7nTohF2q+/RkQ9H0dMklFTOJWWHX2thcg3X9SYQQNNyAH708SfMidVaLLHbRDg0NkcvlCK6QED/i7U9U54hYESYmJrDt0Km3VqvR19d3lVcU0WFhAf7Vvwp9fbJZ2LUryhqdzuBgGCwePAiPPhqWF3/zN8Ny2woghMC2bW6++Wa+9KUvMTExwcGDB8nlcnR1dWHbNnNzc2zYsAHbtgmC4PwaJLcVRjemHWaRzv/qKGli+O4ZbfxNGSPl1zqPu9LC1j4STb2dK5JoPCRx/CVX2q42SEofpWn7aEOgBUlD0QoM8rai7p2yNKi0NCk7zKTVW4qUI1E6LLFtGgizYNOlFn35sGutWvepNnz6211rE7N1joxV2H3dpdkgZDIZGo1G5zMoFotRV20EEAVHEStErVZj9erVAIyPj5PJZK7yiiI6TE6G//77fx9mjpzL02xcs8TjsGlTKE53HPjJn4T2d3m5OT0g6enpYfPmzdTrdQYGBjoZ1ze7y19Qu6cC8FsQS1wwONJSok/rVFNK0azX8QJFzfTpVqee3xQ2tj5VYjNYzCLRyS6J095T572d9ibDrrdQe+SrMCYXAuoeZGMCP9C4gSYTl7Q8Rb0VkE0aaA2zZZftq8L9MV1skXAM0vEww3RkvMLa/hS2efHFkMXxKXNzcwwPDzMwMNBx9I+IiMpqESvC+Pg4qVTYRVIsFiMDyLcTtVo4hT6TgU9/OmzhjziFEHDjjfDii/DzPw8PPxwaRC4zSmvM0zJAQgg2bdpEEARs3ryZXC6HYRhIKS+9vbxRg/iFu7i0kOH71YrqwgLTzz5Ddv8eVh16hTXPf5P5l39Mq9FAAy1pEW8PoPUw2qNDTml8XCQ+pzrRTr3I0puLQZGnIG6CITRNT5OLCxqeQmmNZQiaXhh4JR0D11eU6z5dbZfsifkG/fkYhhS4nmJkusr6wfQl76dsNtvxN0omk9EIkYgOUeYoYkWoVCr09/d3xKbJZPJqLylikWoVUqmolHYuhIDrrguDxl27VtTr6c0fQVdXF61W66377TSqkCmEhpDBubvbNAK0pjY9hTF6mA/8xJ3EBntQ0mALgtLUNN9/5hV6hjbixUxsHQ6gbQqzMzrk9G2dSw/dUqI9VERTb2uOPD/0O/IVNDyNbUDL09iGIGZJZksujimxTBGKsRVkEyZaw3SxxZbhMBgq1z0CpenNhyU21wtQWuNYF7ZASCaTFNuz9AYGBjh58uTF7d+Ia54ocxSx7GitqVQqnYCoXC5HZbW3ExMTK+7h845ncDDMFi2WIJeZxblqbz51J5PJ5Wkn95qgFdgXENoLgVIBtfIMd/3UQ8TWDKBtC22aCMuga6iPO+64gYnpSfzT2vrh1NrrWFicX8gctLvWZBiLIYByCxwjFGYrDXFLUGwEOFbYtVas+2QTBqYUlOs+iZiBY0k8X1GqeXRlQk3jxFydVNwiZocltideHuf516Yuajel0+nO2JBsNku1Wo3a+SOAKDiKWAEWg6N4PN4xsovFLt53JWKFqVRCs8OIcxOLwfAwvP76isxZO2WOeNpjWvPqq692GhneEkpBs37B0pqSJq1Gg6G1fcSS8U4qS4uwc0xozUBfN4YlCJTG4FTX3qLOKOxWO/P9AdSVgSVP7T+tw3lydruV3zbADTQKcExBw9WkYwZSwHzV75g/zpbddku/oNLw8QNNLrnY0l9jqDuBFOD5ihMTZQYKyYvKvKVSKer1OlprEokE4+PjF3xOxLuDKDiKWHa01liWheM4tFotarVa5HH0dkGpMDjatw9eeCEssUVXymciJVx/Pezfv2L7RwPGaedvpRSvvvpqp4X/LdOohMHRebalhUQrhWNbYaCmNaLaQI5OYj37MuY3foT93adJ+D5aBZjtAbQeBjF9dk8gDdSUgS0Ung7Hipy+AoUgbmrcoG0A2e5aM0TYnZa0JVrDQtUn3w6OZsouPe1M0XzFJRkziNsGfqCZKTYZ7A4H0c6XmzTdgL7CxXWcGYbB3NwcQRCQzWaj41REh0hzFLHs1Go1PM/rOP0WCgWMFRC0RlwGQsCnPgU//CH8z/8JngfvfS984hPvrjlqF8PWrfCtb0Grtew+UIvDV0+PW6SUbNiwgUqlsjx/L80adA2ELf1e65y/ZhgGxfkqYmIW48XXkCOTUG9BECAAX2tKqQLm+sVJae21n2uDOgyAlgZE7U629pA2rdsdak6YOYqZAsuAWkuxttsmUJp6K6ArZYWDaKseW4bCMv10sUlP1kFKQaXmUW/5dGdjnSxSIRsjGbMuahfZto1lWSilMAyDcrmM67o4UQfnu57oaBix7LRaLfL5PEII5ubmLq/bJmJlEAJWrYKf/ulwltqGDRDNlDo7/f1h8Dh1cfqVS2FRd3P6X4UQAsuyaDQu5E10kfg++G7Y0n8OpPJx4nFmJkpU/vq7yNeOQqXecQfXWvNGs4U3tKbjSXQ5BCp0x9YafB1midxAYEooNzWOEeqOKk1F0pE0XIXra5Ixg5YXUGsGZOLhtfzUQhgchZmiFo5lkIqHwdD4TJXBntQl9Rp4nkej0cA0TXK53AXGs0S8W4iCo4hlZ25ujlgshhCCSqXC8PDw1V5SxJspFuE//2d44onQy6dWu9orevuRSoW6o2PHlr20puCswYbjOMt4IaHD7FHs3J2iQgUgJIXB1Tza8Jh03Y4gOdCa11st9vT2UVi9tu2CrU9zNLo0BGEApAEhNJ6ClKU77thKhR5HSVtQbgSY7eGzlUaAYQgyCROvPV+tJxdqGKcXGhSyDqYh8HzFbLHJcE/qkvZhIpGgUql0jCCXLTiNeEcTBUcRy87c3BwDAwMAzM7ORqND3o7kcqG5oePA3FzYwRaxFMMIS2v79y/7pn2lkWc5fy8sLKCWc1RJsxbOWTtHsCDQIAROKk333ffww1Vr+DqSr2uTv7Fi7N9+A4O7bgXDxGy38QM0xIU71M7F4jYCDZYBdTd0x256GqU0CUdSrvukYmGnWrHmkXQMLFNSawUE6tR8tamFBgNdYWas2vBouj6F7MU3fywGRIvmj/l8nrm5uct6XxHXFlFwFLHslEolcu1W8ZmZGXp6eq7ugiLOREp44w247Tb4rd+CjRuv9orenmzdCkeOhOW1ZUJrTQAYZwlYNm3axMzMDM1mc3lezG2GM9bMc3TA6TCVoxGYsRj9199A8oGHmPzIPyJ73wP0rl/f0T+9WVR9KbmjppJIcaqkJgkF2aaAcksTs0LTRyEEphTMVDzyKRMhwk61XNJECliouCQcg7hj4PmKuXKL3nyYpZ4tNkjFLRKxS5PSxuNxRkdHgdBnKnLJjoAoOIpYASYmJujq6kJrTaPRIJ/PX+0lRbyZ0VF46in44AfBNCMx9rkYGgq9jv7kT8JhtMvU3eerMDB4c/mnv78f13WZWi6dk++D74FzdkG5VAFCq9Apm3A9wjCQpoU8bW2BkIjLeN+eFthS0WxrjmqexJSaQIXlNceEph+ODik2FElbYBmCYtWnJ2OhCYOjnlwokJ5caJJL2RhSUG34uL6iK+2gtWZspkZvVwLjbCm583B6QJRKpRgZGbnk9xlx7REdEa9htNb4vn9FTc201rRaLbq6ugCYnp4mHk18f3vhefAXfxFmjbZuvdqreXvT1RV6Qu3fD//P/wO//uvLUmYLtF7Sxr+I1ppsNruMOj0dzldzzi3KFlqhjDOzLfq04MgV1hKPo4vF05K4VLhKkjQDfA2WgJrXtjHQ4eiQuCWYrwXkk6GRY6nuk0uYeL5mvuLRm7XRwPhcg4H2sNnpYoNUzCQZM1EaxmerDHZfuhN/LBbjRLspYXG+WmQEGREFR9coWmsOHTrET/3UT3H06NHOY2+88QZHjhxhenqacrlMEATLeiDQWlMsFjutsEqpSHP0dkJr2LsXDh+GT35yRWaGXVOYJmzeHHaumSbcfvtbDig1oSDbPEtZTWuNlHJ5/XZajfM4ZWvQCi1PfQ+E1gg0njh/O/yiCaQ67fYiSgtMoagEBo5Q1AKJIzXNQJAwFW4AMTPUXikNKVswU/HJJw0arqLla1Jxg2rTJ9CafNLC9RQLFY/+9piQsZk6fV1xpBQ0Wz6Vukd/V+Ky5qu1WqHVQTweZ2Zm5pKeH3FtEgVH1yBaa8bGxvjc5z7Hs88+2xnd4bouv/zLv8w999zDbbfdxu7du/noRz/KxMREJ+MzOztLs9lEa02z2WTv3r1MTU1ddACltca2beLxOK1Wi1arFbXxv52o1eCLXwzF2JFL9oURArZvhyefhPvug3/4D+EtOlifa3RI+HICIQTj4+PLd9HiNsGyQ+3RWTACDyVNLuXVfCRxHY4S8TBI4hEgkEKH5o9IEiLA1xJbKJqBxJGKsidxDE2xJUhammpLY0qQQlNuKHrSBpVGgGUIko7BTMkl6YSGj6Wah9KafNpGKc3EXJ2htvnjXKmJaUiyqUv3JzIMg0qlQhAE5HI5vGXUl0W8c4lMIK9BisUin//858lkMuRyuU4WZ2JigvHxcf78z/+ceDxOsVhkamqKfD7P/Pw8v/mbv8n09DTpdJrf/d3fpVqt8uEPf5gHHniAL3zhC1hWeCXpui5/+qd/yr333suWLVuWvHaz2SQIAoQQuK5LOp2ODCDfLmgNjz4aGhred180ePZi2bo1nLX2gQ+85cDodM4mjdFac9NNN/HUU08RBAGmuQyHaL89D820wF3aYSYIdUeBYZ/2mEZovaSsdsY624JsTRgomSha2sAgHAviaYGBxtOCuFQ0lGSVGTBXl3Q7ilI1dMeer2tSjsAPNK6vyMYNDk/U6UqZWKZgYqFFb85BSpgttcgkTGK2Qb3pU2v69HUlwovB2SpdGQfbuvTrfcuyaLVa+L6PaZp4nrd8+z7iHUuUObrGqNfr/Nt/+2/Ztm0bH/jAB8jn8zhOKFjct28fhUKBHTt2sGPHDh5++GF+7ud+jng8zje+8Q22bNnCX/7lX7J161a++c1vUqvVKJfLfOtb32LPnj2dK9lGo8Hv/u7vnnWCdb1e7xhAVqvVjt9RxNuAiQn4xjfgM58JW/gjLo7ubkgklm0I7WJC6Fyt/I899lin5L0sBG1Rtn32Fneh/KVlNTSmDlDn6EdTiPY8NY1G4LVvu+1/IQyeFNBS4WONQGIJTdmTpC1FsSXIOTBfV3QnJJWmwpCCmCkYn28x2OWgNUzMNxnIh9/Vkdk6g4U4UsBcuYVhCNJxE61hbLrGcO/lle+FEARBgOd5GIaBbdudMlvEu5coOLqGaLVa/Of//J+pVqv8y3/5L5menqa3t7eT8XnyyScZGxvjkUce4b3vfS+//du/3enSiMViFItFarUalUqFRCLBsWPH6O/v54EHHuAP//APO/4r1WqVZrNJoVA4Yw3VapVEoj3naH6e7qh08/YgCODLX4YbbwxnhkUB68XjODAwEJpBLgMB57ZQTKVSpFIpduzYsTwDaDsv6sNZRNdwqqwG4Ps+1UqFZrWMVuqspT2FIBACQ6u2fkoQw8fVBnHhE+jw3dlCtUttbU8joWkFYSap6kHO0czWNd1JwVTZpytphN1pFY++rE214VNtBgzkHVxfMT7bYHVvKLgem6nRk4thmRLXC1ioNBnuubhhs+diYWEBKSXJZDIqrUVEwdG1gtaav/mbv+HRRx/ll3/5l3Fdl/HxcXp7eztXRkEQ8DM/8zP8wR/8Ab/5m7/Jl770JX7v934PrTUf/vCHCYKAz372s5imyQc+8AGKxSJdXV18/vOf5/HHH+eVV14Bwg40rTV9fX1nrGNiYqKjcarVamcNoCKuAtUq7NkDd90Vte1fKkLA2rVw/PiytPEvbuJsp3HLspicnFx+rZ7vgnF2gbXQAT6SmZlpFuZGyCQ91jNCdewA83OzZwRIQXuUrIOPh4FCYKKoY2KjqGsTi7CUJgiNHQVhgCQFKBWOEbENTcPT5BOSsQWPvqxJpeGDhkLaZKoYehplEiYLFRdfaXpzYUZpcr7BUHcYDM2UGigN+czFmz++mUwmQ71eB0JR9vT09GVvK+LaICqqXkNMTEzQaDT47Gc/i5SS0dFR+vv7+Z3f+R1+4zd+g9/5nd/BMAyklFx//fWMjY3xh3/4h3z+858nlUrxH/7Df8DzPGzbRgjByMgIw8PD7Nq1i/vuu4/f//3f5w/+4A+oVqvYtk0sdubBqFarddyxR0ZGWLdu3ZXeDRFnI5OBBx8My2qFAiSTYbkoyiBdGCFg/Xr4+tdBqRXt8JuYmKC7u5tE4uKmyl80gX/Odn7pe8yfeINda7Js3bwDaUgCYeC7Hi+++ApTMzMEw/3YOsymtIQZ6pLQeBhINKZW1LRJUvhUApOk9GkGkqRUNJUkbijqPsQNTcWFhAUtP3QJdyTMVQNuXhNnqhjqihxLMjLbYKgQw5CCkdkGhYxD3DZouD6zpSa7r+sFYHS6Snc2Rsy+vM9FCEEsFmN8fJwtW7Z02vkj3t1El5DXEL/6q7/Ks88+y/e+9z3+1//6X6xevZr3v//93HjjjRw9epRvfvObndKYEIK+vr4lPkiGYRCLxTptxCMjI52y3K/8yq/w2GOP8corr3D06FF6e3s7GSKAgwcP8u/+3b/jC1/4AkEQ0Gg0qFar9Pf3X/kdEXF27r8fDhyAf/WvwixSxMUzOAjz87DCc7dWrJzjuecM6ioLswgNzf6bOdFMU/VDHY9lmey65XqmWoJGy8PQoQrJR2LpAANFAxMThURT0TYZ4VJWFhnpUQpM0oZPyTPImAELLYOcrZhrQCGmma8rUo6g4YXlua6Ewdi8y2BX2I02OtdkuBBDazgxVWNtXwIhYHKugWlKChkHpTQjU1VW9b01u5Du7m5mZmao1+sEQcAf/uEf8h//439kcpl0ZhHvPKLg6BpBCIFpmiQSCYaGhhgcHMR1XT7+8Y/zwQ9+kEajwa/92q+xd+9egiCgXq/z1a9+ld27d5/VpFFrzdTUVKd0tmPHDu677z7+23/7b0xPT3dE14sMDw/zyU9+kmQyyU//9E9z++238yd/8iedTrmIq4zW8N3vho7JhQLce+/VXtE7i66ucB/Oz6/oy6xevRrLspbfhDDwwlb+s2QKZxcqVLpv5KVyFz+c7eUbE0M8PVdg3rXR0sQc2MZcsdQpA7YwsQgQQB2LOD4+kpYOW/rLgUVK+hQDi6zhU/QMclbAvCvpdgLmGoKeBExWFL1JyXTZJxuXSAnTJZeBvEOp7uN6iv68Q70VMFd2Ge4OM1/HJqus6kliW5J6y2e+3GR1X/otlSFjsRi//du/ze23387nPvc5enp6+MQnPhG5+7+Licpq1yiO4/Av/sW/YGvbsG7btm380i/9Er/wC7/A9u3bO0Zn//2///ezGs65rsvo6Cgf/ehHEUJgGAa/8iu/wic+8QmOHDnCxo0bl7ToJxIJtm/fjtaaY23h6q5du0ilUlfg3UZcECHgoYfguefg/e8PRcZRSe3iSSYhmw07/lavXrGXUUphGMbyd3hqDUKGP3ppF1zLDzBjiyU3QVMZHK6mGG/EuTU3h04kaC3MYrSf54owWwRQwSGFi4tEADaKppYkpU81iLPe8Sn7cTYkmlQ8m6QRirGzjualquL21RZvjDUZzFlUGj5eoOnJWBybqpNNmiQcgxNTNUxDkEtZeL7i5FSVu3f0IYRgYraGbRkUsm/tIiydTjM5OdnJFJmmybZt26JO23cxUXB0jZJMJvnFX/zFzn3DMPiN3/gNPvCBD7B3716y2Sz3338/XV1dZz0ABEGwZAyIEIIdO3Zw//3386d/+qfcfffdZzxPKbVkLlFPT0+nUy7iKqM1/OhHYQbkfe+LAqNLRUoYHoYTJ8KxK9fQ/kvaJvPVEmbXUg2h1pC1PArNURZi8Y6vkYdBvK0/qmPSRYOKtrFFQEBYdlv0OJJoXC3ROhRkC63Q7cdbAaQdmK0GbB90mFxwySZM4rbk5EyDwa4YUsDJ6TpD3XFsUzJdbOL5ioFC6G90aKTI6r4UpvHWiiCO4yy5kDu2TJ2JEe9couDoXcJi2W3nzp3s3Lnzgr8fi8X4sz/7M9asWdN5zDAMfvVXf5XDhw+zadOmM57j+z5zc3Od+wMDA9GV19sBrcNxId/7HvybfxN5HF0OQoTB0Y9+FDpmb9oUGkIu8/dbStnRBV4p+go5xk68TDz3AKKdRc6YPrd2LZDSZYKJN8isuRtTLQDQFBZ5XSdA0MIkoT2mdJyU8KipsFPNUwIJeIHAEYqGD0lTU/VCMXalqYiZEASalqfIJQxeOdFiuODgBYrJhRY3rEkTKM3obINbN4flrROTVXpyMRKOiespxmaqvO+2MJPn+aFXkrzEwbMQ7vfTNZRzc3NoraPj17uYKDiKOCuGYXDDDTcseWwxe/Td7373rAeNcrm8pAV2zZo1yzsjKuLyaDbhT/8UHnggbEmPDviXx/r18Cd/Ar/7u5BKwT33wEc+csnBpiHCDMzZVEXNZnN5/Y0ugkQiTj+S8us/4oYd2+hNmwwkmvjVIt99ag/JVDdF08JshWU1DwNH+7QwCBDE8SjrDFnhUvQtMoZHJTBIGT5lX5KxAhZcSZcTMNeAnrhmpqboSUpmKz7pmMSUMFl0uWF1ivlKOCakkLYp1jyqDY++fCjMPjZRYfOqLELATLGOUprefByt4TvPHGP9UJbt6y/dW80wjCXNI2NjYzQaDZLJSx9kG3FtEJ25Ii4JIQSO45z1AL7YobZIZAD5NkBr+Pu/h1YLHnkk8jh6KwwOQj4PH/xgqD0SIhxGe4ksJjbUWaKjEydOdExUlxUpQavw5yx0D69mVd5h+rnvcvSZ7/K9x57hG4+/TiozQCab6/zeoju2jU8LE6PdqVY9rVMtJz0WfIu86bPgmeQtnwXXIG8rpmuCnoRmqqIYSEsmSz4DOYtqM0Ap6EqbTC606MnYxB3J5HyTbNIinbCo1D3mKy2Ge8KA5dh4mYHuJDHHpNb0ODlZumyvIyHEkszRwsICrute1rYirg2iI2XEsjE2Nkaz2QTCNPXGjRuv8ore5WgNo6PwzW/CZz8bioojLh/HCVv5v/Y1+LVfg4997LI9jwRnD46klCuTOTLt0OvoPF1w6UyWoVXryXWtwhq4juyGm0gkEgTCQAmJRBEgCYTE0IoqNg4BARJXSxL4lJRFWnqUA5OM9Cn5BmkjoOoJYlJR98LyWrmlKSQEs1Wf/qzJTNkjmzCJWZKxuSb9eQcBHJussaongRQwPlcnGbPIpWwCpTkxWWH9YBYpBCOTZeKORXfuzM7bi2V4eLhzu1KpsLCwcNnbinjnEwVHEcvG3Nxcx6fFsqwlV2IRVwHPg//xP+D22+G666Jy2nLgOPBP/ynceedlB0aSMHt0tjDF9/2V0RyZVhgcXQAhBFLKsBx+Wvlvca2qLcu2CWhhkMKjpSVChKaQLW3giIC6klhC4apwAC2AVgrLgECF5o+WAbWWIp80mCy69GYtlNLMVzz6c+HIkOli81QL/0SF4Z4EpiEoVlqUay5DvSmU0rxxYp6Nq3JvSZidzWY7MoB6vb5EPxnx7iMKjiKWjbGxsc6BPR6Pn3W8SMQVQmt46qlwWOonPhGV05YDIcLgaPXqtxxoSsA/SxanXC6/pe2eE9MC7+KHqUqt8MSZnaahOzZINDUsHHyq2sZB4be70LQ+lRkzhcZTEDN0mDWyoOYq0o6g3lJIIUhYkumSR3/eptoMaPmKfDps7fcDTVfGxvMVE3MN1vSHHWUjU1W6MjEySYtGy2dyrsaG4fxbKkcWCoWOPYnneVFw9C4nOmJGLBsTExOd26lUinT6rbnWRrwFlILHHoOPfjTUyUS8dUwTlmmshxSC4Cypo5GRkeWfCC9EODrEbV78U9BoEZ4eNAKBRqLDNn2tEO3bFooWkrjwaSgDS4TjQmJSUfMlaVNR9wUpS1Fuhf5G83VNNiaYrwVk4hI/UFSbAT1pi5myS9IxSDoms8UWCccg4RiUah6uF9CTC8XXR8dLrB3IIIVgYraKaUgK2cufrQZh5mjRtFYpFbXzv8uJgqOIZUFrvaRTraur66zO2xFXgGYTpqZC0fC2bVE5bTnROgw83yJme1L96U7Yvu8jhCCbzb7l7S/BsEJ37Na5R59IHZzze7IYHBk6QCExCTpz1eLao4URltm0JC4CWkritEtqCUOx4ErSpqbcEnTFoNhQdCclc1Wf7rRJtRlgCEg4BhPzTbozNoaEyYUmfflwttrkfJ1M0iYZC8XX0wsN1g6EF19vnJhn3WAW23prM+8cx1ni6D87e+bQ3Yh3D1FwFLEs+L7P0aNHO/f7+vrOOpg24grw2GPwr/81VCphgBQEF35OxMXRasHs7FvahBACKcB/kyK7WCxSKpWWv1MtngTfC0eInAMZ+Ghx8cFFgKSFgYmioU1sFBVlERMBNWUQk4qKb5AwAqpe2M4fDpzVVFqalC0o1gNycUnDVcQdA8sULFQ9+nI2SofB0VAhvMCamGsw3BZmT87VsS1JVzZG0w0YnaqwYTj3VvcSyWRySWB65MiRKDh6FxMFRxHLglKK+dPmTvX29kYGaleLe+8NTQoHB8MBs9EBfnkQIvxZhsyRJQVn20oymVz+v5tkDurl834PtDQ4u0T8/AjA1QZJEQqz09KnpSQpw6ehJLbQNAKBLTW+grgZapCStqDla+K2pFj3iduSQGnKdZ903MTzFdWGT3fWwQ80E3N1hnvDbsuRqQrDvSksQzI5VwMBA92pt7zfDMNYIgWIutXe3UTBUcSy8GYDyPXr10fB0dXCsmB6Gj7zGfilX7rsrqqIN+E4y6bfMtpltdMDpMUT87JmKywb7BjUSuf9tUCaCHW+DKNAc+rvWbXvx/HRgIEmQGAITTUwMNE0A8H/x95/B8mV5fed6Oeca/KmryzvUfDeNoA26Ea7menxhjPko5WoJVcSpeVbcd/ThiJ2tRF6G7svdrkvpJBiRXG5lERxaIbkcKbH9sxw2nejgW54b6uA8i4rvbnuvD9uoYBCFYACUN1ocz8d1ag09+bJrKo83/yZ7y+q+XgquN0n0JW+H3TrOR4kIpJK3achruP7irrrk4oZlGtBMXaQRnOp2R7NKStwzJ4o0dcedMIOjOToakkQMR/8d/xWI8jR0dHlr/8K+cgQiqOQZaFSqcwzgGxpaQnF0UNCTU1h5/NUu7up2fZ9xANCFkXKQCBNTj5wNE6b/dO4+TSu6y6/8WAiExRiO3c5rxCI2zwniY+PwF007RYc4yOo+oEocpTElEH3mi4CSXX9ncDzFVIG3W626wdt+WWXhKVRrnv4vsIyJdmiTTSiYZmSmWId05DELJ1C2aZcc2hviuG4PleG86ztbbzvl2f+SyBoaGiYuzw9PT3n2xbyySMcHxKyLExNTVGpVIDAyG7VqlUPeUWfPJRS+L7P+SNHGFzTTfvoOXLnS/i2Rqatk5aWVlrb2tB1PRSu94MQ8JnPwJ/9WeAb1dp6/6ea/XLVjTdhz/OwbRvf9+dayh8ITQ/E0fQId06ZCZSQaN7ShVkQN1LYs6tXBAJJiCBCZIrg8ZzZ0JinFKYUmFrwifx6xCyiC2zXJ2pKXE+haxJDE1TqHum4gSYFU/kaDQkTXRNMzlSJRw3iUYPJmQq249Hdmly23+eb7Ufy+TzlcplM2O35iSQURyHLwtjY2JwBpK7rNDU1PeQVfXIIOgXHuTpwheELF+k8fYpnfvPLeO3NCBS5l97i7VPHmHoqxsFzsH/nr9LU2BYKpHtFiMD88cUX4Y034ItfvO8hvoLrqTXF9bhKNBplfHx8+dzlExlwbagW73g3db2WagkIFP5NCQePOx9n+wLF7MiUm+6qVBCpMTSB4yriEQ3PVxiawNAlM0WbWCQQiNOFOi2zztcjU2Wa01E0Kbg2VqAlEyNqLd821tzcjBACpRTlcpmxsbF5ztkhnxzCtFrIspDNZvFmu6Isy5oXng55/1BKcfLEMS6ff4/eDpP4wEV2NSRxLRPHroOAZiFZPzFJNfEumT1v8pPD/5py+c4bZsht0DQwTfjrv4b/6X+Cd94B276vNJsmBO5Nhyml6OjoYMWKFcuwTh1STVCYvuvalJAoIRG3mbumqWB+mo9Aw8cVEoWYrSMKFI9EEREenhIYQlH2gq3FnN1hFhuVsmAdN6cYPYWuCZSCbKFOKmagFEzMVOhqiQdDaIfzrOhI3UWe3RvpdHqeEeT7ZsoZ8qEnFEchy8KlS5fmvk+lUrS0tDzE1XwyUEoxMjRELT/Eo3s2oXyXxlIVXUpimkRXCs+xkbk8bULj6N96DJ4Bx+rn7177PqVSKWxVvh90HX7hFwJR9K//NZw+fV+nMeR8ryPf94nFYuj3Mcx2AfEG8F2oLEUELyyA0n0XX9wQPmI2wiVRqNl/Dby5ImwbDVME9UYChTe7tRgyqDmSQuD7zBODt5IvO5hGcFzV9sgkTFxfUa17ZJIRarbHTLFOW2OMSs0hW6jR05Za1ghoc3Pz3Gw7z/O4ePHisp075KNFKI5CHphbDSBTqdT7MzwzZAFX3nyTLQPDOOUSRtyjFtHn9joTgSxkYTxLXfnEWjzKOR85soXWRo3vv/X/5ciJN+YifiFLRAj41rcgGoX/9X+F7dvv2WhTCBGMELkppFIul5fnZyG1IGqUn4LbRINuRkkJSiH9G7PXNOXN6067TkS5s7PWxJxjtolHVWmYwqOkdDQRuGlHpMJTwTlcNfvlM5dmU0pRsW+sz/MVkuD6at3FNCS27WG7HpapkS/VEQLSiQhj0+XA6yi1vF5qpmnO82cLR4h8cgnFUcgD43keg4ODc5e7u7uJLdOYhZA745VLmBeuIo6eIhbXsde3M10sQ62OBohL4/g1myNGgY2f8zAsQcG/xtRUltZUCwff/SlvHHiJcqUcRpGWimnC44/Dv/yXsGrVonPrlFI4jsPVa9c4eeYcA9cGcRxn3mt86/DZSCTC2NjYg2/I8TSgAm+jJeBpBmJ2JMjcdUK7RRopXCHnrvMRgQEkBgnhYKNhCIWvBHHp485GlBwVGF7WveBITQhcH2qzISRfBS9fzbkhknwFdcdHl4Ka46FJQSKqMz5TIRkziRgaA6N5uluTGPrybmG3GkEODw+HfxefUMKC7JAHxvM8xsfH5y43NTWFxb4fEDKRwPY8IofOIda1sP2FRzhUeJu+8Sk6DJ3c6ARH3CmubcqzQRNMvBZhldVOepXOyqbNrPnaMEen/zP/4U9/xpqOp9iwfhPdPb3EorHb/gyVUnMbhhDik/ezNgxoawsiR4uglGI6O83BQ2+TbExzot5H+coMnYdP8Pn9j9HY2IgQAk0I1E2CxLZtpJQPPnYn0RD4Gi3RrFIJGUSNbh5lInXkXNRJoaFwhY5F0NHmoGHh4ghJFJeK0smIKnllEJcOJU/HkEHtkQAsPfgkrsng63pBtlIQ0SXlmsdiVkWlqoOuSTRNkCvWaW6IopSiWLHZ2Lf87zO6rs8TR4ODg8vXPRjykSIURyEPTKVSmeeOvXLlyk/ehvmQ6Nu7l1PHjrCrXEO+dprU15/m2V//EhcvDfJXr/wYveckhZgLKkLtyB5+68mVZC6NUD56iRPHL+J+w6V1mwPiGt7JEd599QKvzBR5/Nkvs37bdiKWNfezVEpRyM1w+tTxoIlb07BdwfoNW2hp+QQ5ojc33/Fmx3F4990D7Ny5hmnZgjbZTLIRPKeLN995mxc+9RmsSGRucr0PaAQfMtrb24nH4/e/Nn3W9HF69O73ncXTI0jPvfsdma0/QuELgal8yhikhI+LRBc+VaWRJIgYxaSHrwRRPUiv6VJR9wS6DLrcIrrAni289gK1NCcVFYF4qts+cUtHl5LpfC0YNisFX9i3Gk0u/++blJLGxhu+SVNTU3ieF4qjTyChOAp5YPL5PMViEV3X8TwvNID8gBBC0N23kvN7d/PqGz/nkfNgXZ4m15BgYnKKvY9s5b3zOZotDa3UwrNPfppIVKLv3UjDqyfYd+g0P/3+NGIFuNMGsQuDPF51EJUyp/7L/83hntV0bduGNTsMNdXYyMB3v8POrz9LumclQkAxm+e973+blU8+T9+6dR//n7sQkEhA9fZDXAeuDtDZ2UAiEaM/bwACIcCOZEi1NnPt6lXWrVuHuCWtVigUHrwY24oFc9ScpZkXKoK02lI9jiQ+ugpMIQ08akSJ4uIikYCnBAndY8o1adT8YISI9Ci6Ek36uH4wOqViK0xdUKh4pGI6dUfRnjaouz6+r3Bcn3TcYHCihGlIXM8nX6rTlA7E+oMOmb3t85OS1ln/Kl3XmZycpFQqzRNMIZ8MQnEU8sCUSiV+7/d+jz179nDo0CG6uroe9pI+MUgp6di0hsOZvyFbzFM+9ddUC530dnUwNabIxNo4/26Wr65MoWkKpIcT8dCe2YI2nWfr2Rov/STP6hNRHtF9ips38s7AMNr2NpoHxzn7rW8x4nlsikaJmCZ71/fR0NWKpzzcukPsvdPs67/G6xN/Q9v/858Re5Cox0cFIeAmN/hbmclm6erJAGJee7qvBA3NLUyNjbOOdfNdskVQ/PvAjQxWAqqle7IW8PQIZr08r8YoWFKQVhOAoVy82ZojDZ8aBjEcHCSaULhKYGg+HoErdtWXaLqi6kgSuoPtC+JG4HuUiAhsD6JGEDnSBFQdP4gE3bRsKUVQmK1r2K6P7fgkY+9/o0d7ezv/9t/+WzZv3szPf/7zcITIJ5RQHIU8MCMjI+zdu5fnn38e3/dJpVIPe0mfKFb3beTEtfV0fOoMVqREd/ZJdLuBaq3Kj382THNjmtTlIeTwaljdBELgRxTa3s3ELl5j5g2LDZpFsTvFSU3yqd/8Kul0At48hlOociBf5Cf5PJ+PmFzN5sjkc0QSAssWyDOX0RT0TU/z5isv86nPfwG5SIHyx4pkMphddxti8TilUoVUKokpfa5LjbjuImp5konkoscty+tmmFDM3v1+sygh8aW+IHLkCw3DD0xdBSBno0UQpNY8JBb+bMToxogQH4Ex26UW13yGfEGLoZiqSyKaIl+HqAHFuiJuScp1H8uQTBacRddXrXukEyaFso2UgvgyGj7ejo6ODp544gkeeeQRxsbGGBsbo6Oj431/3JAPFx/zd7GQD4JKpUJnZycQCKWbJ1uHvP9YkSjP7fhHjB7Yzsz5DjSngbGJHH/+7R/iaxU6VzYxUCgS+f5B5IURcDwEErpbGWtMkpJJYp7g/MAITxaqpA09cE3ethajrZGn0kl2xmIcKBTpK1W5dPo0mulDbgYqNYQQNOkaFy69zKX+Mw/75Xj/kRLyty94Xtm3kqsDY3ieR2PERhIIilXRHMMD1+jrW3mb08oHS0sKEZg/3oMdgJIaCDGvjV9xI4Cz2GqiysEVEn3WBFICUgT+R9fH014fJ1L3JYaEiitpsKDqgqkJ6q7C0iWFWhAxWswkUilFzfaImhq5Yp2Ypb9v6bSbiUQic9Yk3d3d5HK59/0xQz58hOIo5IEZHx+fa923bXvefKKQ9x8hBO2tPXzlqX/BuvjvkM1HSTWuZu36zRSShxhN/4A3zCnGpmbQ/uYg+jdfQ75+hqkrw1xd1UE9YVH2fSwpSAyMwEQ2iASkE4jn9yJNg52JGHnPQygYOHGZU4fOcfzEBS5VqpR8nynfpuvZIU5f/Qn+ErukPrJICYXCbVNX8XictWu28O67p/CLkyRFiR6/n+mTb7Jxw3YSicSixymlHrDwV4CQ4C0ehVkMTzNA+fPEEYAjjZu61eZzs79REC0iGDiLxBAqMIYksCrwFcR1n7ofzFUr2oKUJag6ioQlsV1FQ1yn7vgIEThjl6ourqeQQlCuBcaQ2UKNTDJyr3ZS90Umk2FychKAZDLJ1NTU+/+gIR86wrRayANj2zaNjY34vk+pVCJyn/OmQh6MiBmhb8XquctjE0Nc7pf07qjiuQ7fu1hlzWAzbedLTF4Y5oSpobVluDI+xju+SXcyAZ6PGJqAlbN1Y6u6YdMqrEOnkMDJmRwbShUars0wE43whmOT7mikUMqyqs9ndGYcX/mz5bkfUzo6FvU2uo4QgpUrV5JpzHDh4kWSM+/SnImz+rH9c238t6KUIp/PP5inzlxua+ni1JcGmucsEHq+kHNpNQBdedRFUO+j41EUFpLA7NGebet3CaJJjtLQhcKQs5GnWW8jSxfUXDA0QckO/nU9hRDgK4UuBa6vqDk+SimkIJi7Zhm0ZSx8nw+k4D8WizEyMoJSitbWVg4dOvS+P2bIh49QHIU8EJ7nUa1WMQwD3/dxXXeew2zIw2Pdmk389K1uyrnLdG/xuVyp4+6LUsrvQbMVnDhHPOMiPAURg0Hb5hGl0AZGEE9sB10DTaIe38bQkTN0ahrPWVFMQ8f43JP0rF/BmuMX+Mnxs8Rp4MrfzaDpBspXKKk+vp1rmgaVSpC+uk2kRwhBpiHD3t175l13O4QQWJZF6Q6F3u8HrmEF4ugWfKFh3iSOfCExlDurv26xhxQCKQJxFZUuDgJD+FQ8ORfpEYAuwZkVOK6v0DVJxfYRQlBzfOxbZot4Kuhai0Y0WjMfnKmsZVlzkaN4PI5t2yj1Mf59DlmUUByFPBCO4+C67lwbv5RyeWZDhTwwDQ0ZXnjy7/P9v/l3bH1G8PT2Rxk6aXJy9BJ1p8pMbRwzVScRl+hKo80wOFetsmlkCqZmoK0pGA3jeUwKWGuauChEZzPaxpUIU+dKRCc6Ok2X53PhSozB6CSv239FrKmVTTseIZXJfLw2FaVgZAQuX4aLF2Hz5jvefanP/frm+0BR13t8nYM2fhPDqSy4zUfMG0TrI9CVd9OR8090vc4oInxKvo6cjWJFpI8365LtquBelh7MWVPqxkBapW49a+Bx5Lj+srtg341IJILruiiliEQiFIvF0AjyE0i4i4U8EK7rEo/H0XWdbDYbWu1/iBBCsHvX42Qamnj553/Hy+UcovkK6z6VZ+SSj3ZOkJ10cdoF5dEYA3Wf/mqNnOvRe+gU+p7NXBscIzs0TtJXXEKhbVtDsrOF3PdfxWprwn/rGBuE5AQeVjrFzkc2Mjk0QOzYcd59+x12/cN/RObj4nulFIyOwje/CatXw09+Ahs23DZ6dK8MDQ09mAHkdYWh6eAuxbdI4OkGVtWeFwvykbhSR2Pp6TkTj5Iy0XGpK424dHF8SUQqSp6GELP14rMP5CswdImvIGrKQKjNKiXX89E1gWkEztgftDiSUlKtVqnValiWhWmaoTj6BPIxLgwI+SCYmpqae9Oo1+u0t7c/5BWF3IyUkjWr1/Pbv/07/KN/9Hvs3vALVKcTPLprN09u/CpuTadxnc3xZJ4SLrqAcdtm6MwVhq6N0tLcQEdXK+dtmy9uXMPTX3yaXc/sZf/29Yg3jlIulnmzWgWlKHge9YER2k2ToWQUf3SY977/vY+PYHZd+JM/gVotiBi98w4MDy/b6Q3DeLCoq1LB1xItAZSQKKEtNIAUwWBZbbZIe3ZQzILOtZtnsQnmR360WcsiicJVN8qh5h0/O3zWV/NvmzXLJhkz+MqTvSSjxpKez3IhhCAajWLbNkIIbNv+wNOdIQ+fMHIU8kBUq1W6u7sBGB0dxbpp3ETIhwMhBJqmEY/H2bf781wb3MiVoxdQroPp9KAZ51n3BZex8wWamwTnX/e4MjBEw7sWRd8nPzbJr0uN1q6WoA5JgL5hJTs7W/nDU+dZq2mU6jZ7Gxvo/cJ+9I4WlOtx5a9+wkvHjvFYsUjqpnlVH1lqtSBy1N4e/NvTA6dOQW/vspxeSvlgXkdKgeeCXFqEw5caIBD+/NZ/VwTbgjabVlNAXeqkb7EIkCgiuDh3+YytC7C0YKSIJhRKCHTtRkqt6iweodKloLXhAefM3QfBzLegQD6dTtPe3k6ttjTH8ZCPD6E4CnkgJiYm5tr4C4UCvcu0UYTcnWDyu43vK6SUGIZxV2EqpaRvxWpW9K5CKUXvqjX8+Uv/H2LxCl1boKFN0fekz/hZh8iUxp6VjzB+5Cw9/eM4CIRSGEqBFWE6FmGTbjDlumy0IvQ+uQujsxWkQGiS3nV97L5wjbGhoQ+tOFJKzTUSCAGGEXRkLfo6xuOQTsMLL8ATT9yTC/VS8DzvwT9Y+G6QVlvK4+kmQnnIW8SRJwJjx/mt/DciRzfmnwlcJNqtNUiLoM0WbEsJthe0+d+OD0OgMZVKkc1mWbFiBdFolGw2GxpBfsIIxVHIAzE9Pc2GDRuAYMbadTPIkPcPpRSVSpkjRw5Qr0/R1Jwkmy1hWc3s2P4YsVj8rpusEAIhBGtWbeDrz/33/Pj1/0S9cZT8mKJnE+x6bC291ReYnipzdHIGTyki5Sp1XaNeqyGF5HKpTJMm6XcVXbEo+qquQBjNPoZp6KyXkuOnT7N20yYgSL0OD18jn89iGCYdHT00NjUhxQef4VdKcXWgn4sXTmGZAkfVcHSbR7d/lnRq8ZZ76vVgttoyuFl7syJAiKB2r1wu09DQ8GAn9X3Q756GUtzUxn+LuHGlgea7yLmaIzGvINtFw1JOUCc065B9NwTg+EsTfvmyg6nLe60vX1YSicSc+WNbW1vodfQJJBRHIfeNUopSqTRnajcxMcG+ffse8qo+/pTKRd468CJbN3fS1LQWBDiqxPmpt/ne64f4yjP/LbHo0gp7pZRs2biTFT2rOXnyKGNTVzj13ZOcj5ToWvE3WGkf1ZTh3GSOHSMTyNI0KpPCyNl4uSJTnk+jYWBJiTD0OV8blEJMZDGE4PLZszzpuoyNDXP23EG6umJ0dCaw7SKnz5zHMNrZs3vfXNTmg0ApxaVLF5gcu8hTT2wkYhq4lDlQ/D/44cHjfGHvv6Ch4ZZho7Ua5HLwoPPPFsF13bvfaUknskFbWo2Oa0bR3NqCWiBH6HMpNQg61Xwh0dWNGqSlRIsATBmYQkY0n7IriOrgzAaqFnPFhqCF/2ETj8cZHBwEoKmpiWvXrj3kFYV80IQF2SEPxPT0NKlUCqUUruve1v03ZHnwfZ/XDn2b6K5XKLa/woT2DmPam1w2/xKv8xiNu47x9pEf3VMRtBCCVDLNnt2P09O+lu2bN7Ft02auDmTJDmmkGjL8TCrO5Qpo715BJ0Lp0jWGJmeQwOFymbFaHQrl4IRKwXQedWWYYcehfPUqf/Zn/4nvvPinCFEm3RCjoSFBW1sDe/euJto0wLvHX6ZUKpLP56nX6+97EXelWubK4AF271pPvVojm82Tz5eJpaFj72XePPKdhU7fnhc8t+bmZV9PoVBYnm4ob6lpNYGrR9Cd+bU0iiByZPo3irQ9IWfHhCgU4Aht9vtgNK2BPzs97gam8Kn4GjHNn4sYCQGGVPgEI0SKNXXjQT9kNDQ04HkB9AAAwH9JREFUUKlUUEqRSqUYXsbC+5CPBmHkKOSBsG2baDSK53lMT0+HHkfvM+VKmYJxiObGInkukNcuBDfM7kzpVkX/ubep17+IZS29mNX3fQ4efJXWNo+t23YiBOza28vh8e8weLzMZ//ef0VhJscbVy4TOXqNK4fOErUijBTLgOCtYonMu6dpbkojajbq5XcZn8lzzXXpTsVpf6TM+f5hGlpW8Mb5b7O64XG2blpHTjtDqed7nH7VoDiRp7OjlclsFhHReWz3p7Ei0felwH9k9Coz0Vd4+YcTZEY9WhtSjM/kGEi7NH9eUdSPUavV5urpgKBbzffBWJ7uqett7UrBzMwM5nJEpHxvSeJISQ1fGujuwonzdWkSd8tzYsdHIlBzaTUHHU3V5rrYDDxsNBpElSI3hJCjBLd7RgLQNUHEkDiz+UWlglqkjkaLhKUh71SY9D5jGAbj4+NAEDnyPC80gvyEEe5kIfdNvV6nWq0ipcTzPCzLCkeHvM/kclmsxmLwJq3AJEPG34hNjpy8ALgIq4Dt2PckjoZHruLFLtDdtwOFg02JmYbXaMnkMRrzlAcneOKZz8IzzwGwctUWDv/VX3LuymVieRddSs6MTqL/5Y9J12yypQqiUmVdxOTNriaa1mdZt3ack2/+iK49k5x6L4uZG6LS+ja+XqJts0ZqGLZs6mNEDHBi/Ed8/7WzfPGp/4ZYbPmjkbVajeqPNZ5X/WRUBG0yT19TAxtWf4VXXnqTensZx7GBW5yZrwukZeL6Vjs5Obk8M+kce7Ye6tbm+vl4mgEopDc/nacQONLA8m+IJk9IpFJzrftBiz63HMds7dHSxYMQgRi6vkrH8zF1SVuDRVfTB9+ldjOxWAzHcVBKoes6+Xw+9Dr6hBGKo5D7xnVdUqnUnAHkA7UhhyyJZDJFfTCKUnUiZFjpfhVLtQA+KbWGIe2nKDt2zxG84YlLeCvf5IJxAqlMXFHGpQICUs2KwRNHUOozyNk28c7eXhp+55/SduwYZ/7yL7mUm6HX0Njwxaep2jY9xy5Qfu8M36vX2PupjdT0l9FRNPZVyY1KGjdMcGLgbfpaKwgBVsrn59/+GcNDWfzUIPW4RqznPQ4c+zHPPf6NZf3ErpQi1z/K0yWdZMzHo4bQdOSjW0iv7uapTIrvv3WM+PO3iDIpA8PHZUr5XX9GrgrEWno5OvqkvOv6FOAYMTTXRqhbO9W0YFTITSNFHKETJNZm025Iojh4d5BDvgJdKMR9vFQfhuCMEIJarYZt21iWha7roTj6hBGKo5D7JpfLzbWPl0olWlpaHvaSPvYkEymMwhbq5QOssJ7EUi2zTdYaDf4G8vkySVfHitzbJ++gmsTHFnkABBomGXxVxxV1hObP23OFEMQTCfbu24fmujh//me8PT7Fqe+9TI9uULk6wrValVQqQntXIznVQE1MEm8QZC9K0p0u4xUPCM5bnJTEuic5N/k6vbVdqFQXZ46NkE69xb5d95YivBu+72NfuUKbFsf3qkgNVE8LrAhatTPNzaxo7V54oKbBMs8NvC44CoXC8ogjzQDlc7dCHjsSx7QXGhva0kQqhXaTaPK4PldNBcXZs2m26/5Gi3WrOUqSkB7u8gXZPlCEEPi+T7VanYuG12o1jGVKqYZ8+AnFUch9k8/n5xyxc7kciUQizMm/z0gpeWb3L/PKu9Ns3tkDUQJHY6UolapcOhjlqX1fuuefQ2tmBcdGTOIZB4MEPe5nSKgefFzGZ4aoRzOLRgaFEDR2drK/sZGmzz9Of73OdK5I1+ZV7Pdtqm+/y/i1GdY2fp5xeYCJ6dOsb9pNNTfA6vhaGtRVpp0LXD0Swc+n2dL5GNs3bSZi6QxtPsibhw5x8cppWpu6qVWrRGMxGhub5j7B38/vm1IK4XlEzRg1GzzpYWzfAroWuDNLiWZoC4vClQpa+ctlaGp64BDH9WGslbpNrVYjk8k80PmWipI6nh7BKE7Md6YG6loEw7fn2vgVUJMmxqxY8pB4QqApf1H5ZStJXLpUPe4lw/ahQwiBaZpUq1UaGhpIJBIUi0WSyeTDXlrIB0QojkLum1KpNPdpd3Jykra2toe8oo8/QgiaGlt5Zss/5ci7bxGNjtPakmZyqki1qrN37wukUg33LBr6eldz9o1nKE28yrbGz5BSa0BBvQoXj8ETj++77TmV76N7PslL/Tzy3GMIK4KfK+L9/GXGlED5Cku10lL4HMZAI5se3cKhQ2fZuXMtIr+b937+Q7Rxk0c2bOPppx4JUhpenkl9kL09Nd744b9jfeJzdHe2MzI6zUtvnSXm9dLc1sy2LXvINDTf0/PVNA3a2ylPTJCIxFGruxDdHbOvL9TqNkQSC1OTvg/FIvz+78Mv/RLs3QuRyAOJJEMIhiYmP7APFUFKzUIotXBsCFDVLKLe/A42W+hElT13vEIg8XFnI0gKqCodQ/r4CAyhqN6PMvqQda1ZlsXY2BidnZ00NDRQLpcf9pJCPkBCcRRy34yMjNDX1wdAuVwOHWQ/IIQQNDe38vxzX56dGO7R1q6RTKSQUt7XRiulxnN7f413jjZz2q3Q1THJ9EyRfA527HiWZDJ122NbOzt5Lxaj7dxFVHYSP5HGG5uEUpEzrqRNRjl96iqX+6+xcnUzP3/tAG5N59TJfjxPEXHb6VxZZv1eEyHBVy41Y5SaPoSmBKufKGL0l+joSGOtvIi99Qj9bw2QaNX58bEf8fjK/4YVPWuXXA8ihGDz/v0cO32aJwwdbde6oFZHCDzP59jZq6zb8sTC11GIILXW2wv/5t8E89X+2T8Lokj3gRACXSrypTK5XB6l1IObqGo6uM4d71K3Uhh2GaHm57wUgppmkXYK89yw69Ig7ZRnU4ACgcLAo4aGgY9GIIrEfaobKQRSCMp178aDfgjIZDIUCgUgaO0fGRlh7dq1D3lVIR8UoTgKuS8Cl+YKjY2BUd7w8DA7d+58yKv65BDMS9NpaFieVIwQglgsxjOPf4ViMeh2a2oWpJIN6Lp+R8GVSCZp/tznOP1Xf8rm7DRqJIuDzyW9Tna/IuZMM361zMTUBLn066x/ooFV6mtYZhRdM/jewT+hJMYZTp3D9vtp8naQk2fwcUBAohHGT4ygmTsoWCeJCFjx2DQX34X1j8MPv/f/o+viNp7Y/jXaWrqWJA5bOzsp/PIv8/rLP2Ot55Gp1sgVypzrH6dz9RbaFxMpsRi0tsLgIDQ2wlNPQer2onEpGEKgmRGu9PezetVKOjo6HiyKZETuKI6U1HDMOKnc8ILYji0NfCGJeDc61RQCDw1z1gDSna0zetCE4s114zeersB2fequT+xDUPgcjUYZGhoCoKOjI/Q6+oQRiqOQ+2Z4eJhoNCiU9TxvTiiFfHSRUpJON9zTMUIINu/dy2G3zn/50R+xvq2B6XqCsZUX+fxn9tFtbEX5iuMnLvPayYu0xZsRq4O3nrHRGYrFCiLh4Lgu4/pb5OR5GvwNWKoFmxz1mocl01TNISpiFIQimgx0gPIFzRum0ZKv8PPTF/jsjn9JU6Z1SWtes3kz7b29DF4doFjy8ZTF7qcfIZVOLy5QpAw8jlwX/uf/ORhA+wBCRinF9OQ49VqNnXv2MHjl8oN76egGlCuLPx7gmHGE8tHd6oLbKnoc07fnnLDhpu612escoSFQCIL6o3tdqZj9SkYEdVchBHj+jblrvoJcyaZUFbQ2LG/x+73S2NhINpsFgnEik5OTD3U9IR8soTgKuW+uRxts2yaXy4UGkJ9gpJTsfGwfJZEjl7/IM1v3c/zsKX72l5dZuepthBtF1w0iRoJDR48zOD5A1xqLZvsxWs2NTMuDjPf7dK6FiGqgx/ssrfYz1PUJDp0/REdPnKoYRTG7cQswIwI8DSPiglR07Bzm4PEf8Ln9/2BJAkMIQTKVYtPWbUt7kkLApz4FL70EmcwDF2RPTU3x/RdfpGfLDlav30Rr5t5rxeavT4JhgrPQ2PE6NStNpFZctN2/aCRIOvM72LxbDCB9BJpSSBRVdPTZFn9YWjQpokHBnr2vgIguyFfmp/eujJXJl2y+8OjDndNomibZbBbXdeccs0M+OYTGNCH3heM4vPLKKzz//PP8+q//OqOjo8vj8BvykUXXddqaeymnj3Lo2vdxHJ9sLsvZoSM0NaXYtHEFXYktWGkHo3maYs6mvamTnev34I51cv4tnbHLGo32I7h1gV33uXAqy4zdj1xxhrSzmU7/OWJ+O5ofRRVaWMev4oz0kG40qBUFQ2PnuXjxArVabflHkAgBTz4ZzFg7f/6BT3fu3DlaWlpoTCaIJJJ3TV/eFd0IBJKzsNAawNcMXDOKWSssklIzsW9xxoagU01T/ly7vo9Ex5tXXxSk3gRxcft0nikVvhKzkaK5AwPEbNRo9nqlls1K6oGwLIvXX3+dX/3VX+Vzn/scR44cWR6jzpCPBOFH/ZD7wrZtBgYGOHv2LIcOHeJ3fud3wjb+EKZyQ3RurhJPnSPu1tiwez/vHbzEt3/8PdY+Cp1r23F/3k505yCmNcw7k/+ZiNPG2IBHtF0y8m4zPzkwSLLpGrlCAaPnCmseqxOvbwMnRot8jHb5JNdGB+k0Jpm8bNImdpM9eI3OxhWs2dqOXb3Kj958kZ1rv0pf79rl/b2Mx+Hxx+GNN2DbtgeKHnV0dDA2NoZbKRPLNCOkhvK9ux94OwwzGB/iLxxiqwA7kkRz7QUjQxRQ1uOYvjNvppoCasLE8utzYqgqDAxuLeReHE/deG0SuiLvSGIGFOqzEaO6QpdBMXbUlLje9YEkQarNV0H67mG9r2iaRj6f58c//nHwHBIJXNcNPwR+QggjRyH3RaVSIZfLzV3u7l7ENC/kE4cmNVAChE9Jv0w9c4IXPvMon/p6N4Pnbfx8E92bfHJDEZyaRvcGxd6dO/jN3/gSstCDX2jE1CxODrzLuu1p1HQnM0MGCXcdhqlw6jBweZqfvnSUkZkrOFoO263z9LbPsnPjTlqam+notejYd4w3Lv4bhkYGqFarc6MgHhghYPduOHEi8Dt6AEqlEpZl4dr1oMDefMDRO5EY2LXbhF0EtWgaq5rjVjmjEOTNFEmnuOCoqoxgKfumOWtL60qLSJ+SFxRV+wqkULg+WBq4fjA2xPMhFdWw3eB80YhEiGDmWr7i8PrxMYanHl4qSwgxz5gzm83ieQ8gXkM+UoSRo5D7YmpqimIxeDMVQtDb2xtGjkJob17DsWGTWLqOQJBgBXq9lSf6vkHf5yf5wQ/fQususeNzOsPnDWbeeQQjEef4mUMI3yQeSVIsVpkZjPB3PzhPQ6SdY++YXO05QWfvFdzINJ41idls0rh1mjR7GeFN9PRqnFqEZCLOjHEBqdXo2D7Cf/rzf8WuVZ9CNwya2zvYufUJtCVNrb8Dq1YFhdkXL8J9dmgqpchms+i6jvJcXLuOEYvj1h5ADEQTUMwuepNjRvGljlEvLUipVbUortBJOsV5tykENWmQcQp3fNib2/5vRhGIpKxjkjGh7EqkCXVP0GQJ8jWFCXhKYWiCuhNEinwVvD5Xx0tBUXZLfMkvwXLT1dU19/3k5CQzMzNzTSghH2/CyFHIfVEsFqnXg/C8lDLsVAsBYEXPKozJJynnBAYpWtlNLJJCOina0ivoalmJO92O5wpWb43x6f3Ps3vHbp594mkaU01cGxonX86xZlUv7Y+M0fbMcT7/i+vQIi7vHD+E1neClY8X+dqnv0Ri7FN873vvYLSOcUn/C/zoJJomKYthFIp4BprX5SgbZ9j0ZJ1rxr/nnWM/ffAIkmXBrl3wzjv3XRzj+z6Tk5NzKRqnUsKMPYAI0AzQTVhEXCmgFm3ArJeR/q2DZmEm0kDSKc7rUoOgGNsVGpZ/o5bIvamt/zoChYaiooLRGje/JJqA2WwZCtAF1D2wDIHtKSxDkK94GJqkavvoWuB35CsewDlpeRBCkLrJqqFSqVCtVu9wRMjHiVAchdwXAwMDcyFmwzDo7e19yCsK+TCgaRrP7vl1CkefIn9qHW45Rt12mZjMc/DwZXbufpYvP/+7DL3XCrUkhoijScmalX08tncnfY/meeEfCX75a19iY+QXqYw0kzFW8ujeTWxeu4HBUzrv/tDllVePcvH8CMlYmmpeUtcm6Te/hU0eQyURSJy6wooJVOMVruTfomODTX/5b5nJTT/YkxQC9u2DI0cgu3ik5m7UajWq1epctNWpVtCtKELc51uyaQX1Rot4HPlSxzETWNXcot5GVS1Kg51f5LYgwnazaPIB46YOtZtRQET4FJVORPh4SpDUPRxfkjR8HF8gRSCeDA2qjsIyJXVXkYpp1B0fKQQJS8f3FcmYQc1+uGmszs7OubE51Wo19Dr6BBGm1ULui4mJibnOjWg0SiwWe8grCvkwIIQgEU/xxf3/lP7+y5w+PwVAIpHmiSc/M5eSMIz/nqNv/hSVvIIViTA1XcBTEZRRpxI7RzHSzOM7PktrLc/l3A9xHJcJT7HuMY9GbRUD79QxW3L0xh/h9OlztK6awTby1EWWJn8Huopz4OybNPeMUSvZlLwJIkLR0JtjdPwajZnmB3uia9ZATw+88gp84xv3fLjneWiaNieO3HoNITWkoePZi3eb3ZFoPJj1ssD1GmwrhfQddGeht1HObMDyakT8he3/NRHBUC4aS+/QEih8JYlKD0cFI5F9ZmuMFMSMoObI1ASOB7FZcWToklLNIRbR8BV4nsLzFXXbe3DvpwcgmQy6CG3bxvM8pqcfUFiHfGQIxVHIPaOUmnOOhcBmP0yrhVxHCIFhGKxbt+G29+npWkVH229TKBTwPJfV6xOcPX+U/vPtFKevEMtcwfZs+szn6OjczOD4NcxMDeOKz5B7FeXpmJWdnCy+yXQ+z3s/EDy5fyUyHqdmu4xcSpCsb6SjK8N7r4/RvboGlHHqAkNfBnNBTYNHHoHXX4cXXoBE4p4617LZLJZ1Yx2+66J8D6kZeNyrOBJgJaAwteitdStJpJrn1qogT2gUjSRt1fEFxwQDZw1ifn1eTZFaJNklYG6ESFx6FF0DXSgcJZECbD84wlWBUPJUUHQdFGpDzQm61ip1HykFvlL4CnRNUijfeRTK+006ncayLGzbxvd9xscXvlYhH09CcRRyXwwODs59n8lk5r3Rh4TcjesCqml2LpnjOFycfonNn89y5pBEdMbobCmDZzA27jI+HuGpxzdjWnBOnKF/4BJt+d1o+R5E5iqFSXjxj4e5sO1vyehr6Ovq5bGNezl/aojNzT69Bow5BylfFXQ/uWI5nkAgkI4cgX/xL4JBtI8+uqRBtEop+vv7SSQSN13p47summniVO+xC043gjb++sJ6GE8z8fQIZn30lmJryBtpNOURdyuLpskqMkLKm39bTRgkb4kyCRSW8HCVRBdeYBQpFK4SGDIQUqZkbvDIdWnlq6BeUSlIRjVqjk9TXFJzgtojU5fUnYebVotGo1iWNTdj7cqVKw91PSEfHGHNUcg943keExMTc5fb29tDd+yQB6JarSLiE2jJHJv2K85fusqfv/Sf+cHx/4v+6J+y4ulBtIiDa0uE0GhdqTh19cdYXh/5MZMNz1Rp3jTN8PgYEdOgbOd58Uc/Z6Y8ybo13fi5Zs6/1EGD9yjR6DKlgIWAjo7A7+h/+9/gm9+84WR4B1zXZXh4mEhkfuu+Z9fRzPv4kBGJgueCOz/ipAAnkkBzbTTv1tsEBTNFQz23aNmzj8AWBpa/8JzX/x/DmZu1pqGozw6irSlJRCp8QBPBfT0l0GRwXl0GxdaGxmyrW2AQWXd84pZOpe6hawIhBXXHe6hF2YZhkEwm5y5PTk4uv7loyIeScEcLuWeq1SojIyNzl7u6upY8ET0kZDEsy8KvNIKaQjegsRMK1hQ9j/rEU4JpDlLxhtng/xZNbKImx/CTV8hGp1EzfVx6q5/dX3YwKylG3hlnIn2Ynsd6ca+0c+TIZRzHoVpW7Hv08eWrX2lrCwqy33oLfuVX4KtfDaye74BSiosXLy66Bs+x78/ryIoHXWoLNm1B3Upi1ua34iugqll4QpJ0F7b2Q5By84TEUvPTWjo+npCgQKLmhEsgijTSAnwl0GZvcZVAE1D3g2hS3Q+iSRV3tu7Ih4gu0bRgFRFdUqp6RAwN11MUKy6upzD1h1NzZJomzc3NXL58GQgaURzHCY0gPwGEkaOQe8ZxnLkwM0BbW1vocRTyQBiGQW96P9PDEhBsbHuK8pTFzGhwu0KhZB2pSTr8p2kpfBbD1FnzRJnOzTWeXvv/YuLNJ5CDu1nTs5bhd9rxBzexfl0fHZ0ZcrkK27c8R3vbMs7rSqUgmYT/4X+AX/u14Pu7/B3U63UOHDhAa2vrgr8Zz66jGRHueeZ9JAq10oKrPc2YTaktFEB5M03cLaOpxdNWdaEHLfq33G4qF39229BROGi4SOLCwUYSEy4uYtYsMogURbWgcy2mBam2uKGouIKoAeU6RE1BsRZ0qmmaxHaDCJJS4Ho+jvvwRnbcagQ5PT0dGkF+QgjFUcg9Mzk5OWcACbB69eqHuJqQjwNCCHZvfRb7wjNMX2hkTeMTrG9+irNvSMoFAEmT2oaPg+1VuHCkRtc6HU0TtG6cwrR0fuG5/ze9bZ9Cq7aRGspy9doYP/3xaV768VnWrt3Hli07llfEm2YwgHbFirtGjK6jaRqZTAbHWaTl3vMQmnZv2khqgb/RIsNmXcNCeg6aN/+xPKFR1uOk7OJtH6oqIxi+N69T7daaJTEbOVJCYOBjKw1dKNSsOLKkT82XmNKn6GlYmqLkCNIRyNUgE5Xkaz7pmEbdVSQsDU8pbNfHNCRVJ3jsSm3hOJQPkpuNILPZ7LwPhiEfX8K0Wsg9UygU5gwgr7/Zh4Q8KJGIxRee/oecOXOcdw+OkTD7WJH4DEe/fYT1u01629ZwtTTKyRMXsXMl2r1ehofz+NEcM8VxDMOkq7OHzmMn2VjrpPqZfwK6TiRiYZrm8kc3NQ2qVSiVAmPIJWAYBjt37uTAgQNYljVvTb5jI6RACLH0uhZjNr3jLFJvZMYx7Cq3dqlVNQupfKLe4oaG12eqxfzagtt0fGqz20YEL5iDhsAUPnUCcaTj46hAHBU9HUsG6bSk4VFyJK0WXMkJ+hKCC5M+HTHJZMElbknqjsLUJbomqTs+EUOjULZpaXg4DR9CCBoaGuYuF4tFCoUCbW1tD2U9IR8coTgKuWdGRkbmPvkahhHOVQtZFoQQmIbJ9m2758TBU8B0dpK/+tn/goj9BVPnPWIHLZ5SaZrpw97+S5w/fY6hS8MMtF7CUIrGn/0M6xd+gVSm8YEGw96VRCKIHrn3Ftm4noYuFArzUjY3xq7eA7oZFGIvGFgrcMwosdL89n4FVPQYlle7o/+0LXUSXm3BanR8qiIQZBo+EkUVnThBWs0HTOFTVjopzaXsa6R0h0lbp9u0Garo9EahZEPclJTqLomMxoDt0Js2yJYc4paGlIJq3SMZkeTLN+biPYz0fWtrK1JKfN+nVquRvU/jz5CPFmFaLeSeGR4enmcAGXochSwnQgiklHNfzU2trOt6Crtao/1di69pTXR1tBD5/D7iqSRJLYo8dJjpf/dvyf/Bv+etfJ7+ROK2W79SCtd1cV33wTqPDCMogr5H08ZoNMoXv/hFstks7k3CSvl+8NzvZfabEbmtK7aSOrpTuyUdJqjoMRK3KcS+jodGRC08b1Q5OATNFxKFiYeNhil8fCVw0IhJj7oK/i17Gmndo+RqJA1FzRPEDHB8MHWBpyBiSEo1j1hEY6bkErd0XC/wQNI0yfBUmVcODz00t+xMJjPXcOK67rxmlJCPL2HkKOSeUErNM0JLJpPE4w9vMGTIxx8hBE/u+QJ//Ydnea5eQI/oqGcfwU/FGBkcZfSlt/j8qh7kU7sQmmTFzw5y8C/+AjsSYd3GjXPjH5RSzOSmOX3mCE41SAvrRpxt23eSTjfce1RCyvuKHAkhSCQS7Nmzh5MnT9LR0XHrHZZ+MmPxeiNf00H5aP6t9UYSV+hY3sJj5o5F4AgdqRYWQuuzYsgj6Egz8Shj0kIFQ/hUlUZMeBQ8nS6tzhU/SlTzqc2ODvFVINAg6GqTAoQUSCEwjcDjqCFuMZKtEY3oGLpgPFtFFx5bVzcTjXzwW1Y0GsU0TRzHwfd9ZmZmHqprd8gHQxg5CrknlFJcunRp7nJLS8u84YwhIe8HmqbTUBYkNYnf1ki9p4W6V+bSsZPsSMTRv/oMck03rOoi8tgWtnkO3/nDP+BHP/oBrhukZa4NX+ZHR/8V1oa/Y/+TG3jmyS1sXtfE4UOvMjoyfH9RJCnhPlyThRD09fVRr9fnHld5Hkr597bp6mbgcXQLnmYife/WciNcGQyHvV2XGgTiRQmx6NgQQ3n4QswJnDgONTQkCguPijJISYeSb2BJH1tJdKmQBKLLlEFbf8yAsgtxU1B1IGYKXD/QhZapkS87JKI6CoHj+Xz+iZU0PaS6o0wmM8+w88KFCw9lHSEfLKE4Crlnbp4vlMlk5j6Zh4S8X5TLZaanJwEQ67ux4nE0HWpTOaIrOvHTyaCDSgj0lgyZeIwtXQ1cm3yD946+Ra1W5e0zf0LfE8OQGaSuTSClpLEpzY7H07xz+q+o1xcWIN8RXYemJiiXF/EYujuRSGTe345SfnCeJYsjAVJfEDlSBG38gfHj/HU5QkdX7l3EUfBlqIWiy8ALBAsaAkhSp0AEBMSFQ0EZJDWHstIwRNDNVlcSS/OpepKY7lNyJY2WIlsVZKKCfF2RjmkUaj7pqI4/u+RoRKfu+BiapFJ3kQ8pUqPr+rzo+NTU4mNaQj5ehLtayD1RLpfnTaZetWpV6I4d8r5jRkzyMY2S70Myjm27vPXiu1w8colXT17gwF/8mNdfeouJiWlUtkDZdXBXZ1n/pQHeOfYSVwYuYPWcRzdBzUZEFIppcYSB+J8gVxxkeOTqvS1KStizB77zHZiaumeBVCqVFnywUL5C6sbSH1+TsIjvjq+bSG9hzZCjmej+/bfG6/joKuhYU0qRUDb1Wa+jtLApKJOYCASUiyQqfSq+RlL3yLs6GdMnW5c0RWGqKmiOSyZLPs1JnYmCR3PaIFtySccNFFCquaTiJiNTlYfmTH3dCPI6g4OD82rFQj6ehOIo5J6wbZt8Pj93uaWlJcy9h7zvRK0onTs28Wo1T63u8rPvvsyxH77J80aEJ5syPLaym0dmipz65g+5cOAQ7xgzJPaNEG1w8GPD9F+7QLLZQyBIqTVYqhmPCkPaS7iUSDa7jE1du/eFPf889PXBH/8x1Gr3JJCmp6cXWAwopZBLdZsXgqC7bZHxH0JDc50F3kQeEuMexZFSCqUUvu/j1Wtw7iCTb73O6BtvkDt/Gq9ep650UsKmgoEmFBHhUfGDjrW8q5MxPHKORsb0ydkaDRFF0YaGqKRQVzTGdXJVj5aUyWTeoTlpUrWDuh5D1xieqjy0MSJCiHl2JZOTk6E4+gQQfuQPuScKhQKl0g033rCNP2Q5ub4J16pVFMFYEU3TkFLy3LNf5r9cPUvhBy/TVXJ4PhFn856t8PwesCLEulvZ+xcv8WKhwOp/soqCyjPwcifrMhvR3DojB3tZvVNnZcsvIYngUkHho1BU8hqdDffhXROJwK5d8Pu/H4wS+Y3fgE2bAg+kuzA9PY19c6ebUqD8ZbAfEPiajlgkdWZrJqZn37FT7brksoUO1RITFy8Sm5xE8zzymTjf2LaW9hUrUccuMHn+DJWroxQe3UNDOomrBA6SuHAp+joNusukY7LCsBmoREjHfcquwDIEvgJdE0EmUQb/Grqk5vrEozpXJ6s0JU0832e6UKdSc0lElxhVW2Zujhxls1mq1SrRaPShrCXkgyGMHIXcExMTE1QqFSCYqL2g0yYk5D5RSjE+NMQrf/x/c/Rv/4xTR1/j1T/7Ey6fPInv+zQ1tvLkzs+x24GIUqzpakc8sxthRRCAbEii6TqrNZPCUCszx9fwuR1/j089+TTP7d/DC3u+ysXDNpfPT4ICDYuIyuB7UOjvoadz1f0vfvv2wC37f/wf4Uc/WlIEqbm5GcOYv9l7joOQ9xI5YtFWfjU7vmPRw+4SgwlmwSrKxRLZ117lWWnzhc/sIRWVfP0zj7Fy21qsbWuwvvwUHV2tfN0p4R55B92rYwifsjJIaw4zvklacyh6GvHZjjU9mA6DQhDRoOoKUhFByYaUJSnVFUkrmEhruz5N6QhV28fUJUOT5YeSWhNCzDN9zOfzodfRJ4BQHIXcEzMzM3MeR4Zh0NLS8pBXFPJxQCnF6LWrnP3DP+Dx0gz7Pv8kj+7dzDNbVlD6829y8q03Ub5P8ex5VkcsEAKxogPi1g2RYDtIx8V3HN44/jO6nuzHTQxiGjqa4ZLPvEbfs9f44ZvfJl8oIJREr7UzcCjDrp6/RzyeuPMiF184jI7CqVPQ3w//4B/A/v1LOvS6j9MtJ3zoaWqBj3Rq5A6/x2fbm+j60n5yqRjNCBKNKRCz0aWGJNr+ncRNgzX5IqXsNDFcisqgQToUfR1L+jhKYsx2rAXO2Yq8I2mwFNmaoCUhmSz7dDYYjOZd2htMcmWXZFQHBKWaS1Pa4vJw8S4rD36P6rUa+XyOer22bGIqlUrN/axs26ZcLi/LeUM+vIRptZB7YnR0lD/4gz8gHo/z/e9/P4wchSwLruty4nvfY7/vEdu7BZJxEAJ9dTdbm9K89pOfkNuwEZnPoUtJsquVYU2wlhue0mJyBuV5nPbKtKyvoccFw/yApNPBuHaAGXkcSwetcYwf/uxV+rpXka90sm/zV+ntXnXbsR23FStKwfnz8POfwze+AV/6UtC9tkRxE4lEqFbnj/DwPRfNjNzDK3dvGL6DL+4cmRKAmBpmR3aC1FNPgWmQmynQ5HoI2wVDn4s9yY4mREOc9qrNtUKBdKNNXkVokVXqSkMXgVlkXUniuk/Z08hEfGZsjeaox1gZ1qQkR4ZdHunQuTBep6fH5PhAiRVNFlMFm7ilE40YXB0rUHc8LHPxbct1HCYuXSSV0Mh0tXDh7QM4yQydfX1oWtBxdr/Cs729nd/4jd/gC1/4AsPDwwwPD7N9+/b7OlfIR4NQHIUsGaUUtVqNr3/967S0tDA0NEQsFnvYywr5GFAqFGgaGSYaMaC7fU5gKNOknojhjU3w6isvYdcqeEqxZsNK3qjVSE5kaW9thFIF952THHGqnE+6dHtBoXKdHDUxRV1kUbP/ReKCeqnC9l3PEI1GkVIihMBxHC6cP8f09CipZIxCoUKmqY116zYsPpvNcYJC7M99LhBH92hp0dbWRiwWm28oOFt/86AsVqYtAKl8PKHPDo69Pdb0IJ0RA9GYQgCxeJRipYo614/YtQGup+10DWXq5H0fGY2SFjaX/RSm9BAoHCQx6VH0dFK6x4yt0Wg6jFZ11scV57OSZERQtlXgjO0rIqZGte7TmDQ5P1xiRXOUbLGOUjCWrdLXnlywXt/3GTt5giciwLYdvPGDV3ENjT27V9GQSjBw/iojly7Sumkzhmne8+tpWRb79+/nF3/xF7l8+TKHDx++53OEfLQI02ohS0YpRTabJRIJPtlqmjZvNlRIyP3i+z667yN0Daxg81JKkZ2e4fWZHKu+8Sk+8/wuNj+6lavVGtLz2fnETs4PjvLa6+9x7M9+xEuXr3F4fYmmrQ6GCfWypMnfQUx10eN+jqRaQTUPhuVjtU5iRsy5sRDT2Ulee+1HRI0ijz2yim2bu3l09yriZonXXv0hU9MTC6NKuVxQhP3ss/csjCBIqzU2NpLL5eau8xx76TVH19ezoPhbIT0HtUiESCofW7tzUbMATKlwrhseAW1tTYyk4riHTsPZ/ln7AAU1G5ErcNSw0Jo6SAibqtIRQhAVHqXZjrWcq5Mxgn/Thk/ekcTNYIyIlAJTg7oHDVGNsq1IxzVqjkKTgmTMIFdyaM1YnB7ILRrdKxcLrBodoWFND+/9zU9pGs/yK199nq1b1tLT2cKzXa08PTLE+Inj95VqS6fTc/5ulmUxPT390KwFQj4YQnEUsmSUUkgpicfjeJ5HvV6f21xCQh4EK2qRsyx8x4VqDd/3OX/qIj/9o7/m8R0b6N64GkkQMer3fd49coajL75M/dRl1KUhGgolvC7Fxl/y6eiz6NsBg4caSeQeRSodjSiZ7AsMvN3Myp0CJey52rm6XeXvjv6fND76Bs2rqhimjhSCiGnQu7KRjsdP8vMj/2GhSeToKFgW3OcHBCklW7dunSeOlOfde+RILHwbl8rD14wF0SPTd3DF3RMG8cZGLjku3uA4oIhETFZ9+nEO1mtUfvAG6q9/hvv2CWrfe403Ria4vGUfTiSJJbxZ48dgtlrF12jQXQqePjtjTRI3FI4PiFnHbE/QEJVMlX06MwajOZfeZovRGZuORotCNZi7FrNMBifKFKsLC9Cr+QK9UnCmf4iBqyPsbcyQbkwTMQ2MiIlfqdFlGKwYG6VcvHvt0q1EIhHK5TK+75NKpeZ17IZ8PAnFUciSuT7qQEpJvV7HNM1QHIUsC7F4gugTTzJQraGujXHhxHkuf/N7bCrXSG1YiRExiJo6ShfMmBrXpmZI+YrGaITGsWneKk6h/0qZ1e172Nb0VXxHsmqn5MypQQ4dvMA7b5/h9ZM/YsVjWSIxmL7qc+zYu3iey4mzB0isPYUd7+ei9p8Zl2+i8HCpMqB9m0riJIl1Jzl2+q0b0QKlYGgIenuDAbT3SUNDw7xaJ6XUvUeOFkuQKR9/kfPoysUTGt5d6o4S6QZOr9rM4Htn8CZzoKBvZRcrP/MEb5bLvHT2Mq+/fphXTl7kUjpNc08PJWFi4mMIHxdBQrqUfZ2k5lLzNSwtGCciBEQkVD1J0oTpqqA9KRkvKjobdCaLLh0Zk/G8TWejxWi2zoq2OLmySzyiMzBaWhC10SIRSr4id3mQlYZBJhKkQYUAKQRGLhBEHYB9S53XUtB1nVKphOd5RCIRXNedE9chH0/CmqOQJVOtVkmlUgghqNfrc/UaISEPihCCXc88w8FigfG3j1GoVmj3FG2xCFiz9T6a5PzZK0gpef6//gbplgz5M1c4e26AlC/x31lN78qv0drrceXgWdbs2Ufjnm48L8gPTUZKDOnDDByJ8Nzjz+LUxzhx+l0Gs+/SsTmYaeZSYVD+EEOlqItppsUxEIrGLsXgpYPsVc/dqA8qlyGVeiBfousdn5VKhXg8jvI9pKYH57xb2sb3wfcWTelpro1jLhwIfd0d2xU6+h1GiOhCEd+2l++9W2XvX/+MzXs2E0snkEfOYrQ00v3sHro8OP3DN2jfvp2s9KmiIwUY+FSUgSU8ssokIn3qSqAJ0FAoJUjoPgVH0hxzmazCurTg3IRPOmrg+gpNk2hSoGsSx/NJxgzOXC2wtjPOmas5NvU1oGs3XvdUJsMR0yQzNkGrYVAvVzGzBYhHEY6LygbGtWUU8j4c/TVNQ9O0IP2r63OR87Dm8uNLuLOFLJlarUYikUAIwcTEBOZ9FDaGhNwOMxJh3y98ncjzL9BarpMxDYq2A/ngU382m2fy7w7ylecepbWnHcuK0LZrA/sf2Uyjp3HmaJ56xSMei/LEhi9w5J0hxibHqdVruMomVtrCzJF1NJQfo171maif5fV3v0OuPILUZg0oPaiUXcrlCtcDA4FrNXjmBPX67BwzIaChAQqF+5qrdjNPPfUUo6Ojt6RqliK4VDB01pj/dygAzXPwNWPBeXTlYfoONe3uHXEJXZF8/DlGN2/nz989z7f/7IdcFIKtX3uOjsY0B45e5OK69TR2dmIKDxeJUgodHwdJUrrUlcQUQfm3AgypKHkaScOn6Eiao4p8XZCyJK4PrhI0RDWmyx5dTRHG8jbdTRZTRYeGhIGQkmrdpVSd71CtGwbRHbsomgYdpsH5ahV/YCR4lWwbbJea73M2liBxn2lQx3HI5XJIKUkkEjjOwvReyMeHMHIUsmRGRkbmCrArlUrojh2y7EgpaevoJKfrtMct3nFdVp68jLaik3MHT7IVwZiuMXLoBDWlcGYKWFM5KkB+Ypqf/ewt9jy6HV3XMEyLg4cH8UWWTHedidwwqWSCvH2JtpTGnszz9MbzHDrxLrnRMXwXCud6aYmtZkA5lKsu+ppWEn2jKAWlrKRWq2FZVhA9SiRgcjIoTr7P+YJCCFKpFF/60pd45513mJ4YJ9nRs6TAERBEjxYpsNY8G19qKCHnOWULFJZXo6LHSDuFOxhFQtyvMWM009fWTqa5mezoKP2jowz+/Ch2PMXghufZk6whhIdBMG8NICZc6mikxY00moYKUmvSp+4LYrpisqaxJgFVN0h9JSIi8DvKGAzPuKxtsTh4scDeNQneOpNlc0+Ci0NFvvrkClKx+c9ZCEFDczMD3T0kJieZTsY5dL6fzZtXElGQTcc5MCSI7dh536UA6XSaSqWCEALLspiamgobUj7GhOIoZMmUy2Xa29sBGBoaorGx8SGvKOTjhFIqSFdUKpyo1dEEND//KAffOsKOtgyly0OcK5YwXnsPY20vzrVRdj//GIknUtQ7WtFfPsiBl94iHm9l9caNbNv+HE1NzXz31f+D+M7DrHXTHH9jjHVP1knpvUTqUbo7Y7Q1f4m/+bs8Ld0Gn3/iK5iGAQJs2+W9Yz6T3jTRBofWyCpee/e/8OQjv0JTYwuirQ1KpQcSRxBs7O3t7bzwwgu8+P0fXL92aQe79qJpNekHgsjXDKQ7P30Wd8uMR9vwkWjcvm4m6tfxhcQVOhFN0dzdjerqCh5WaIzrLTjuKBberHVA4A5p4lNSOiukN/c8gtSaJKr5FFyNJsNmoKQT1UETUHGhPSEZL/qsbNC5MFbn0VUWdcfHMjR8BXFLp1Rzqdk+6Tj4vkLeUrzetm0bB954g6dqLuVskRP/8UUqmsbhco0t+54idp9eR0IIdF1namqKlStX0t3dPTcpIOTjSZhWC1kyN/salUolumbfKENCloNyqcTrf/Zn5P76L9m/cSW6FEy//h717et569wAJ/uHaIxG2bZnC7krwzz95COkV3ahpRNEH93Coy2NPCEEuSPHaG/vpLW1DSklq9uewru0i+jgc2Q6PSKWQMk6lh5HCkE+cZDm7SPEO2fQIv71+RkYpsaq3S6j/Q5XDzTx+K69dO69zNvH/yYoCI5Eglb+738fxsaCKM4DpNh0XcdxHIQQS6+L8VwwFqbIhO+ieQ6OYS3oWIt6wdy6qm7d8dSG8tCVR0XeOH9Q5HxjNIk3KzQEiqCySyBm02jXx5RIghomH0joPjVPEtODcSJSQNyAXF3QGBNMVxSZuIbrK1wPGhMGkwWH3maLq5M1elpinBrI8+bJcU5cyc4rzBZCEE0kiO7fz0sd7VxY2U2utYXxRIatjz9538LoOplMhsnJSQDi8fjc9yEfT0JxFLJkqtUq7e3tKKUolUphMWLIsuF5HgdffJEtI9fY+bVn6Pzqs6z8lc+xVwnUOydItjXTq2lsaskwFrfoczz0nmDelQBE3EJraWRTJIIYHWVsaCi4TQg2r9+DN76NV185iZVyEWgkVC8IxXj8Jcasn2IkqpS8CXLiDAiFEh7j6hBD4mVijTaRwgZOHr/CwFGNicoJSqVi4IYdjQYO2f/8n8P//r8HIukBmEv5LHUTd+qgL6wtAtCd6qJF2VL5xN0KRSN5xylrAkXMr1OS0btMY4MoDt5ttxOFROH6gqTmUfEklqbwVdDGn4ooCnVoikvKtkIKQSamMV5wWdESYWCyxvruBCPZGqs6EgyMl4lbOofPT1Oz50fFhBDEEgl6tu3A6F6LtXYLnVu3EZutlXwQEonEnO1CZ2fnnO9RyMeTUByFLAnf9ykUCnOTqPP5PInEfcyiCglZhOnJSRKnT9OyeyOiOY2QAtmaIbp+JbuUxtnTV2m3YpyeKXDi5UPotTrKcVFKzW3cCoUG6EpRv6ld2zAMNm7aRdUYojSaoMv7NK3eo3iiyow8DfjkxhV6ssSg/mOm5FGuaT+gX34Xx6+QSEd48vFdPPPUbp7f8ku0yx2cP38aT9ehpwe2bAmMGGOxoHvtPimXy/ieN98x+2449aDm6JbUmgAMu4JrRFhMOCWdImU9fveWfq9KWVsYfVqM65EiDTUvWacQmNKn5GvoUlHzJVKAFGArQcqEfB0SZtB6X3Wgt8lgaCbwO8qWXOKWjqFJFGAaGkiJrgv6R4u3HflyfXbdcs2qi8ViDA8PA4FQKhYXf+yQjwehOApZEkopbNvGsiyUUriuO+eUHRLyoOSyWdqkQLQ3z0VNBCDTCdKmiTYyysmpKRKGzjMv7GNElzA+HdS6KKBUhckZhhyHSixG2y3NAhcunMNqLOJVo7gjfQg0JAa6ijMzKhjr92lsjRBRGfLiPFPyGD4O6DblaUkiYSGkIJ1K8sS+9Qzx55zvP47q7ISf/hQ++1n4x/8Y4gsjNUtlZGQE09CD9NxSN3TXARToCztHdaeGkjqePv/vVAAxt4JUPoU7RI8EEPPr2ELH484iqoqBhkKgiAsHW2nI2fRkVd04NqF5uEqgy1kXbk/QEFGUnOC6mCGYqfp0pA0miy6WKYmZkumiw8q2KFfGqmzoSXJxuMSGngaOXJjG9T4YgRKPx3EcB6UUsViMiYmJD+RxQx4OoTgKWRKe52GaJrquU61W52ojQkKWg2gsRl6BunWrrtvYvo9eq7FO01j1xHaa1vZi7NrI5TeOosamEeUqztvHGckVebNWo+f558k0Nc07TaWWx675dO6a5Pi11zjwzkmuXBrn8htpzr4JKt9MYnI/a92/z2rvl1nv/gNi7gryk2A7NlNNL+JSxvMUk+YB2raPcnzwr6iZOjz1FPzSL8EDWFsopZienqZWq1Ov1wOvo6Xge+C6sMiwWuk76E6NupVaZM6aImPPMGNm8Bdx2L5ORDlIpajJOxtdqpuiU0oF9UYC5sSrJXxcFUSMrs91M6Wi4EriRtCx5ilBU0wwUQrqjnwFFVvR1RTh6mSdNZ1xRmaCuqNcyaExbVGpu1wdX2gK+X6gaRrZbBbXdUkkEugPUIQf8uEnFEchS+J6CFkIgW3bZDKZ0AAyZNlo6+hgor2d6rWxGxtdzUYNTnC8UqGsFF26gd/ZAsDuJ3dR3rGOV/7qJ5z499/i268c5CeVCnpbGzv3718g3Fua27FiktGTSZ7d9QLbtqwlkdZZt2IjbtVk66q9jJ3IcO7kOPlcBTfbhHvqKbLnWljziKSgXWDSP4njulTMfqSuiHRcY/zcKViz5oGMICFIA+3bt499+55AynsoyAawqxBZvP4vUs1Tt5IL1ieAlF1EoCjqidtGjyQ+EWVTkUtLrQGUMDCFz9xgNgGW9IOIkVB4CmxfENcVdU8QN8FXYHvQEpdMV3xMLfA+Gi+49LVYjMzUSccMLEOSr3j0tsYYGCuzeWWGE5ez+P77L450XUfTNDzPQwhBqVSieh9u2yEfDcLdLWRJ1Go1WltbAZienr7h9RISsgwYpsmWr32Nty6NMnHhGs7EDJU3j3Nycobyvn3Q3IynfETVRinQpGD7I5t4bFUPmVKVScfl6XSaLfv2EV8kteW6Dk4hzsros7z9Wj/9V0e4NNDP0fPvYqUcTp49je9Df/8oP3/jDV589484NfUSG/bbGFGQKkpcdBOLpEnQg0CQaHLIjl4JzCCX4W9BSsmqVatoaWq6t6a3WhmsOLfWFgnAtEsoIXGMhUXVEp+MnWMmksG/w1aQ8GuUtOgit1yPAS3l2htrAvCBmKYoOgJDgi6h5ARF2cV6IKDa0zpjeYeWtIHrKYo1j1XtMc4NldjSl+bKWJnulgTjM1XGZqofSPTI933K5TKaptHc3Izrunc/KOQjSSiOQpbExMQEkUgEIQQzMzN0dnY+7CWFfIwQQtDe3c2jv/lbXHUSvH54gPeMNInf/E2e/oVfINrVxfFKFf/MZfB9FOAXKzAwwrDrktZ1Lm/bxq4XXkAsEtFsb+8k3Q4Do5fo7mmmva2JZDPYWpambmhtaiUei/O5zz3Gnl3bkKbHpv2BM7aGSbf6DCm5AiEkLf5eBBpOBSKeBsvs9xUxg4GxS97s69WgY01fmPoSvodZL1GPNiy8DUg5BRSCnJleNDIkgLhXoyoi8wSUho+pvFmHo6WjC4UEfCWIaIqaJ9Fl0M5fsgXJiEApqDqKjgaD8YKHoQlaUgaDUzXWdSaYLNgkojrJqM50wWZNV4rD56dRClzPx3sfZ56Zpkk+n0cIQSQSoXgfQ2xDPhqESdOQJZHNZucEUalUIvUAXTkhnyyUUniuy9DAAGMD/QgpaOrqZsXqNei6PheBFEKQSqfZ8+yzwYG+j3j5ZUilaJuZoSAlPzt8mn0xi2hnC9UTF+mfmqHo+/RlMmz+2teI3aYguqOth/S5nTRuvUxtsszV0asIkeDTW36NA+d+yv7HnmVobJjvvngANIPOxzwiMZDodPrP0+Y/hZgVB0m1moRaweWRSTrakjA4CFu3Lkv0SAiBqetU6jbC95fm5uzaQWG2FYOSPf98gFXNUcj04EsDzZ8/8kIqn6b6NJNWCymniK7cBXInqur4QlAXBjFVn3dutURxJAiiRbpQSBGk0VKGz2Al2IKSpiJXh1UNENEF2YqiKa5Rd30qtmJFi8WlsSrb+xIkozrD2Tqb+9KcuJLj+R2tfPfNq4xlq1y8lsWK6Ozd1LbskW0hBNFodE4QtbS0MDU1Ffq9fUwJI0chS2JmZmZOEI2Ojs6l2EJC7kapWOS1P/1TCn/0R2x49VU2vvIa7n/6z7z2H/8jhZmZBfe/bjIovvMd+KM/goMHaThzhsdaW9nyyFaO2zYHD5/h0PQMCsFjjY04vb2kM5nbrkHXdfZt+xVO/LARTRd09zSRbrA4fvI8O9q+SFdHG21bckSbFV944ZeZudgNrkmX/wKd/vPIm7q1pDLwxlfS6D9Pw5e/Aq++Css4Z0uXYFhRCoXC0g5QCqoliCYXP59TRber1GINixRmQ9IpYfo205HFI2C68oj4DhUtsuS6o1sxpU/ZC/rZpFBUfYkpFTVX4ClIR6BQD9yyG6LBGJF4ZLZTreTS1RQhW3KpOz6r22NcGimzsj1O1fawPcXqziTvnZ+iqzXB0QuTFMr23Rd1HyQSCYZmPbQymcwt8/BCPk6E4ihkSUxOTtLU1IRSimq1SkNDw8NeUshHAM91ee/FF9k+MsjW/Ttp2LWBlKGz3jDYMzDA4W9/G3cxYeH7cPBg0In1zW+yZd8+zre10TIyzVPJNE+s7uO5WJJtTU1cNk36PvvZu3YPXbp6glr8HIPxv+Jw/o85632TjkcHWb26CyEFbmyIgnsF07R4pPc3mXprLw2lxxGzrehKKZRSjE9MM3S8mX27voLcvQdmZuDy5WV7zQwhyDQ1U63V737n61QKQd2RXDzSFC1PU4+m8eXC10igaK5NUzSS1G7jaRT3axTlwqLvpUaObj5CFwp7dr6az2wUyQza+RWC1oRkuqKQEpoTOqN5l3RMI2ZKxnI2K9tiTBZsPB/WdCY4PZBnx9omRrMVkrEITSmLYxen3pcapEwmMydaM5nMnFAK+fgRptVC7opSilqtRiqVQinF2NhY6HEUsiTGRkZInTlD0xeeQKztCaIcpo549xwpoP3SJa5evszqDRvmH1ivw/Q0/O7vQmcn0UyGra7Lgb/9W9rfO0OLENSU4rJl0fKVr7Bq06Y7plEcx+Zq7mWae30aOj1My8Ukw2r3c0hl4GNTc2qMT44wcO0im9ZvJx1v4cChwzSkTNrbGqnVbIZHpojEmnjmmS9hWbPjN/bsCaJHGzYsS2pNF5BKpRBSLt0Q0q4CCiLRIIp0EwIwnAqaU6cabyJeHJ8naQTBSJGEW2Y60kRXZXjB8Qm/ypDRgo9Am5VPOh5VYXAv4SQhguiQpwSGnHXJ9gUJU1F1g4615rjgzLiP50Nng87Z0TpSCLqbIgxM1Hl2i0UyqnN1osrmFWm++/Yw+zY309eW4MSVLI9v7eB7b1xh08pGWhoWKyS/fyzLYmws6KhsamqiVCrdm2lnyEeGUByF3BXP8ygWixhGUPAZiURCd+yQJTEzNkZXJono6wh2RiFg+1q4MoKYytMjJScuXGDV+vXzNxh7dqDq1q3Q3IwAWoEn/+E/ZHhggJHJScxYjJ19faQaGu66OeXyeczmSZJpjdHTUR7ZuZFmfzcx1Y5LBZcqAxfydG+CiWw/m8UOOru6aG1rY3JygqtXB4hacbY/soVIJMLo6AjFYh7DiNCzaxeJ//AfEDMzy1KcLUXg6l2u1ZZ+kO9DtQzx9AJxdJ1oeZpiphurmkN350elBNBUn+ZavIeSHifhlucJqJhfm607MufqjnTl32FkyE2ooNbII0iXxjWPqifn6o9qniBuXB8nAqmIwPagbCtakjqH+qvUnKDu6PUzOXwF6zrjXBots6k3QTpucGmkxNZVjbz41lUeWddEd2uCw+cm+MyjvchlFC6pVIorV64AgVCamppatnOHfLgIxVHIXVFKEY/HsSyLarVKrVYLPymFLAkpBH4iOn9qfcSA9Stg6gQ+IG8pOlZKURobY9i24eRJnGQSMxqltb2dhsZGVq5bB+vW3fM6lC9o6RP0jxpMHl1B6/oMygTbrXP6wkWK9QodGyTyfLAe3/fp77/I+fNHGR0fpm7XmZrezNC1cXq6mtiyeQ2VSoFDE4N0OnXW//7vI7dsCXyPVq6Elpa7RpKUUnieByiEmB13ARiaoLG1/Z6eI+U8NHcFqTX/lpljBNEjo16mEm8imR9ZkBAzfIcGO8dUpJmYW0W7aQiIMVt3VNIsorPCKk6dgggsAiK4eLPWjzqBENJRRISPgyQuA2dsBUSlT9HVMCTEdEXe1sjEfUwZ1B11xAWWDvmaoj0p0SRkyy6taQPHU2RLLn1tUQ5fzlOueWzqTXH8So4tfWlaG6Kcu5Zn94ZWvvPaFaY31JY1eqRpGsViEd/3SSaTc6nW8P3w40cojkLuSrlcxnVdfN+nVqvR0NAQGkCGLImmri6uHoIOpZib5S4EdDahpOCa79O1YcPc5qKU4urFi/R/59us2rWR6OnDTAwMc6hcpT3TSHr/fnY+//xcFHMpKKWIxeMUrzUxnizT2Ovh5ad4911FKpEgW5rE6T3A6u0uE1d0NrasQinF2bMnuHr1CL7n8cy+nbR1xdE0SWFDM4MD05zvP8tjO/fS1dXEz9UZzO9eYdXlKOKb34SvfhV++7eDmWu3WdP4+Cjnzh1DUSaTSTA5WSQabWbb1kcwIwk6e/uoTY4Eo3vqdWZGRxHlEk7UItnUTCp9S8SsVg5EUSwJpdyijxsrTZJv6sMx4xh2eUF6LWPnKBgp8maKjJ2bd3vSr1DQ4rS4+aALTjlMiGD8iIGHj8BDEBMO43509pwKf9b80VUSx5ekDI9rVR0BpA2fvBO086ctxXRN0J1UZGKSbEXR2yBpSeqM5Fy6MgYtKYOBiRp71iRJx4LU2pqOBO+cm2YyX2frqgyvHR9j2+pGutsSnL4yzdM7u5ZNvGiaRq1Ww7ZtdF3HcRwcxwnLDD6GhOIo5K6Uy2W+9a1vcfz4cRKJBDt27HjgN5vr89mGBgaYvHoVLRKhZ91aWlqXvwU35OHR0t7OhZ5VjAyN09nbfkMEmQaTyie7ZQub+vrm7l/I5zn9l3/Bvh2riW5bixkxaTl4kva3jnMin6Ph5Zc5aVnsfPrpJf2e+L7P1YF+Ll86xYamJ2hyn6M+5TAxkaexOcaGDd1oejcjepFh+xDVgU2s2L+GSqVM/8BxamKExx7fQVu6FY86CkVDU4RYop0D43/Mu6cUKx6pkXz+DIfPavSNF9Cefhp+/dcXDIO9eU2Hj71OsXqZ7dvXIUUax/Ho7IxRrdq88eaLrFi9FyuRoj4tyY+PU3n3XXbbNi2Gjt2Upt+rcGV8lNbV69CuR+WUH4iiZCOU8txaDCQAzbOxKjkqiWbSMxVudZu83to/FWmebe335o5NelWm9DQeEh0fS7k4QsNFmx02K3CRGPjU0PEQmMKnpHQaZBBt8hBYUlH2JB7QYHqMVoP1t0Rhuho8WlNUMFHyAY2uBoPLE3Xoi7K6Pcqpa2X2rEmypiNIrW3tS9LbGuPcYIH9W1swT0sGxkrs3tDKD98aYOe6FtKJ5REvUkoKhQK/93u/x8zMDP39/fzu7/5uKI4+hoTiKOSu5HI5zp8/z9GjRxFC8M1vfvOBz1ks5DnwrW/Rfeki60ydmqFz4fWXGdy3nx1P7V+av0vIhx4hBDuffY53XvkZI/lL9HQ0oWkaQxeHmFm3nr1f+ercz9pxHI6++iru+BiXj7tkj5+jcecGtq/sounwOaLVKk1CMPLWW9QffRQreud0iVI+B4/+HNcdZv8T+zAMg3qtiqYLtmwQ9A8M89pb7/HUvl0kKtsZPjrJk5t/HdOMMDQ0SN2dQa47xljzWRx/Fy3ebnSiCKHj6CNkVuU599b3sYs+0nSxu+vUpjVi/+SfQCxGpVLm0sULuG4Nz3ewElHWrtrC1cELDGh/TM8jktffu0jCXk1HWyu5XJFSscqGLW28efxPWL3mN3FdH/fQIb6oFGbUQnS1kGjJkL44SCZX4LAH7Rs33hCK5TykmyFiBeaQt/48gGhlmlp0JXUrTaSaWxA9SjolsmYjBSNFxp6Zuz3q1xEoatIk4deIELhDO0hMPCRq9nufYHiIICldKr6GqSskiroviWseji/wlCBj+lwoSFwFjZbick7iKUV7SnJhysHxA6fsw1erVB1FZ8bk7fMFCpUbqbVCxWVjb4qfvDfGE5ua2bIyw/FLWb7xdB/phMnxi1M8taNz2T50KaX4wz/8QwBaW1up1++hqzDkI0MojkLuysjICLYd+IZomkb3LRPP7xXP8zj43e/yyOAATXu2IHZthIYUrZ7HqRMXOH/uLBs3bQ4jSB9hlFLUKxWOv/oK5ZFBIqu7uDQ8xumr02zcuJnunfvZ1tExJ4x83+fwT39K59kTPPVbX0M2JFGnLnPxtSMc3byK3YZOWtOo+z6ZUonczAztdxBHSikGh69wzfsma3ZLin4jjWorESuKbddxXY+GvhK+/jYv/bxEQ3QNz+3472hpbkUIgePYjBX62dLr4gqXcfkGFTHESu/rWKqBonmBatmllk9w5Sdd1MqK3EiJN3s62eu6FK5d5ZWfv0RLU5zm5gYaG5NMaq/wnVd+QN0vsO7TNU69Y9PcN0pvp0mPvxmpOimVqxw4fJDk+vNcuvh3xGYyPOa6mPEY+nOPINevAF2DRJTe145y6coV7FWriFzvnHPtIL2WyCwqjiBwzY6VpqjEmzDrRcSC+iRFk51lMtJMyinMRY80fKK+TVHGiPs1NHw05VMVJlFVJoJHCZOMqOErMVtr5DLsRpFCYUmfgqfTbtRQQNmVJHSF4wez1tIRhe1BzYUGS2J7UKwpGmIahgZTJZfujEFDTGMoa7OpO0Y6pnNptMz2lSkihsbAWJkNvWkOX5hmMl9jz8Y2fnboGrs2tJKILj0VeyduNn0slUqMjY3R1ta2LOcO+fAQFo6E3JXrk6ghsM9PJhc3m1sqE6OjNPRfoumrzyO++DR0t0EyhmxIsumJ7QwPXcZ/H0cAhLz/lItFXvmDf0/XG6/xzLZVPLlvG7/0jU+zvyVB6cJFWltb50UHs1NT8M4B1jy3F9nZAvEocud61rU1UX/vDNliiUnHJaHrFE2TxF1+B5VSvHf+Rbq2FXFFgX7tW0zKQyB8TDOCEx3nmvkiTSsrFI0rPPro83PCCKCtvYNCsYpm3BieWhQDXNN+hKfqjGUHufC2zv5tL/CrX/5lfuv/8ff4+te+Sr7B5c3XfsSL3/kWa1a28NieTaxb08NE4Srj11z69k5jG9cY7/exGqpkelwmtAOMyTdRwiOaEKzaJZkccnCMk7ijIzSZBvpTO5CbViGMwFFc9rQhNEm361K+dYRFMQuxFGiLf/YVgFXLI32PaqxxUWPIhFNC4i8YK5LyyuT1OAqQKOLYlEQkOAabAhEMPHShqCidlHSo+YH5Y1pzmXF1TKmIaT45Ryeq++gSCo4kboAhYaYGUSPoWpss+xgatCR1BrMOUkBfq0X/eBUhYH1XkFqTQrC+O8m5wQJWRGdFW5xT/TN0tSawIjr9I/ll8z1KJBJzv7u2bYcjRD6mhOIo5K5cuHBh7vtYLEZ7+z120dxCLjtN5/OPIrasAU3e6OhRCt1XWHYN110+x+GQDxbl+xz98Y/ZNTFO18pu5ObVCCHQNMnKpgZ6z5zizLuH5m1WE0ND9EiBaEoFm7FSKEOHRIxe4EChSF4ICp6H2rz5tmNCrlOpVKgZl9BNQIBHjavyu0zJw1TkMFf0P8cROaQmyPTNMD0zMS9S2ZDOsG3d01TyYl5ZjlI+tapD/3sma/fVcXrextPzCKNOcv1VkvuOcHXmKDuelex9fDWpJp1Eg6TpkfOY646QPdXFqnVNnHzVpXmFhxCg8BjT3mBQ+zEX9f/CVOZHeMohkpqhUCxAWxNy80qEvCmSKgQgcGHhLLlaJSjMvo1j9uwTIVaapBbL4OkLna8FiqZ6lpzZgCe02esg5VWoCwNHBFGYtF+lIIIIXoo6JUw0FHEccipCVHg4SBwlaNQdcl5QiN1ouEw7OoaABsNnoqqhS2iOKcbKAimgLSkZKwYfkrozBiM5F19BT5PFZMGhWvdZ2RajWPWYKTms7Uowka8zU7TZ1Jfh2ngJ1/PZtLKR01eyeP7yiKO2tra5hgDP8+jv71+W84Z8uAjFUcgdUUoxPT09dzmVSt0wv7tPzHicYiYwlMR1wXGhUIKTF1F/+gO8s/1IEf5qflSpVCpw+hStpoHYsBKMGxEMIQSrDYPpgwfxvRvpHCMSoeb74PmBSFGgXA8nXyJbt6ltXUPfV57mDUPQcnONzW2wnTp6rHTjfgJ8bKbEYabEEepk50bE65aH48z3FBJCsHvbM0ycbUT5s96VXjOtlU+Tz9UQTSNYCUFFjFIRY5TFMMPa39HQU0G0XkFbf4gp9zyO51CUVyjIizR1+4yWzpE7sQo7l0ApEEonrdaxyv1FEn4vdaZnHx/ssiDSu4KJjqZ5r+HsE8RTPtcikYVRNOUH0aNkBlj8dRKAYZdnW/ubF7094ZTQfI+CkZoTT6ZyMZVDUQaCKEmdqjBwkSSwqaLjI2iQdQrKxJJBLVJF6SS1oP7IQ9BsumQdHQW0Wh4T9UCAdcRhrCzwEXSmJKNFH9eHjgadUs2jVPdpTOqYeuCWnYzqtKRM+scrZBIm7RmLSyMl2jIWpqExMFpibU8D2WKNydziacZ7JRqNzhVgK6WYmJhYlvOGfLgId6CQO+L7PsPDNxxz29vbid/lU/vd6Ozs4uq5QZxvvQR/8j3447+FP/o2vPgK4wNDyHXr0e+hVTvkw0U5nyddrwYRjY7m+V4/rhdMNM/lqFRvbFadfX1cjSXwLg3NdVD5V8eoTc4wnIrTOp4l2z/Mp7etZ/Db3yaXzd5xDREzglNK3IhOKYjSwQrva3T4TxOje66Zy6lomJGF9UutLZ2sjv8yg8cTNLjbWO/9Fg3GSs5fuQJmGYAorcRUO2J29poQYEQVrmeTs97Dc318T3H9v0yPze6NT/CVZ76Kc3UNq+1fY53792lQG8mozcRVL141gu8K6tMZVm3dxjERoViuzj0X5Svc81c5V6tjr7/N30qlAEYkKMy+DYKgtd+JxHHMxKLRo0Z7hhmzAX92qxAo0l6ZnB6YwFrKRgFVYRDFxUVSFzopYVNQJhJISJcpL0JSc3F8SdnTaDA8ym4QUWqxPPK2xPahNaYo2kHdUUtcUnehUFOkLI2EJRmecTA0QW9zhCuzqbU1nXEuj5XxFWzsSXF+KEhzbexNc+ZqjoRl0NOa5MLVmWVJrcVisXmlBUNDQ+/LqJKQh0sojkLuiOd5jIyMzF1uaWm56wyru2FZFqu37OatC9coXRtFjU/jlSoM1W1OdffyyPOfCouxP8JEYjHKuoESAqI3bc5Kwfg0KIUdi82LQMZiMVZ89au8c/AUuR++QfXlQ8z8+E3eMzU2/+JneGrnJrZfHuboO8dYXSjwo7/8cw4dfomfHPhD3jr0EwqF+TUl0WiMuL8RpwYoiKsVrHF/gyhtGKRY5f4yEZrwPUV5uIO25s4Fz0MIwd4dz7M19s8ZeW0HA+eqnLt0mWu8RCnnofkxur0X0FWcuN9Nyl+DUwe7AkZEoISLboJR7yDhrAWgnrdIJRJsWLcSa+xRyPYgfB0UCDRStS0MH84Qi6SwahvRlKJz5z5+8MZJjp29wlQ2T//Ji/zg0EleTSeoCI/JkWEcx5m/QbtO4JSdvLNjt+bZRCo5Kokmbo0yCSDullFCUNEDs0cBpL0yFRnBRZtt6XcoYhHBw8Cngk5a2NSUhoOkRasz7ZlY0ieueUy7BgktiBqWXEna8PFU8H3SDOqOslWImdAYFYwVfTQJXQ0GV6eDdPuKFouRGRvbVfQ2W3Optd7WGLbjMZGrs7Y7zVS+Rq5ss3lVIxcGc9Ts+cXn94NpmvMmBAwODobi6GNIKI5C7oht22Rv+pTe1fXghmpCCFavX8/G3/mnvLtlG682ZHi5uYWRT32Gfb/928QfsOA75OGSSKWoruij7N2yEZUqqP5hxh2X6JYt80S2EIJVGzaw8Zd/lVdG8rz1xmHOrO2h6wtPkWpIUl/ZiYVgg+MxVC7RIm02b24i88ibFLv/L773zr/i4pXTc5uUlJK9m7/K0LEMGW87673/iihtiNn/YnSwwvsqExfjbOz4Cpa1eOebpmls3LCN3XufZzLn8erb72KYUC/qVE5tJ1LtxauZKMcgU3mUK4eiFIeSjF2WDJ+I886Bs5w+dY1McT9GdgOJ2gYsK4Kv1eh+dJLXzv4N7xw+xujINOfOXuPEazYr9E8xcbSH5nQvbr1GNJGkZ912ruUErx4f4gdvHCP13F5+5be+wpc/t5ddWp38G69TKRTmb9LFbFB3dJthtHC9tX8GTzNxzOiC6JGmPJJOkbyZnrvO8m005VPSrEAsqRo5GUWiSFFnhihRXDShKCqTJq1O3jPwEbQYNtOOgSkVKd1j0jaIaIqkocjW59cdCaArLbmaC+qO+ppNxvMuNUfR1mDg+zCen59ai0Y0uppjXBopkU6YtDZEuThUoKs5gZSCgdHCAwsZKeW8wduTk5OzLuchHydCcRRyR3K53Lyao56enmU5rxCCtq4unvnVX+PJf/bf8ezv/rfs+fSniUYXTv4O+WghpWTrl7/MW5pOcWo2laEU6vQlcjN5jra0sPWZZxeIbCEEjRs3kmprozMew56aIffeGS6/+Aqv/+A1xmybRs9nxnbQ0kmiopG01kemHVY+M8B7w/8nU9Pjc+fraO1hQ+K/ZuKdLbjVGwNSlVJ4rs/IWYvExDfYsfHJ2wp+pRST02O8cehbtHYU+eVffJKnV/09WtUejh4Y4/C7l5meKnBtcIwTB/JsMH+BNU2PM/zyRtY0PMn2Hatpa09y9NA1Tv1cZ9vGzYiIw7X4X5JPvcOK/aMMqp8zPVPAdX2iVhK31sqq7keJRmMo38OtlrFSaVLpBvxCmU81pXnyqUdozKSJx6P0bljJF1ybypHDeLNdpUDQyq98sO6cBpe+Q6Sap3qb2qO0XaCqRXFkkL6TKFJehbwWRE/SqkpJRPCQZKgxg4WGIiVsplWElHRwkVR8jRbdZso18YHWiMN43Qjm5lkew5WFdUfdaY3psk/NheaEhhBBS79lSDobTQYmaggBa2dTa54P67oS9I+V8TzFht4056/lEQLW9TRwdiB7q+/lPSOlnNe6PzIyQrlcfrCThnzoCH2OQu5IuVwOCmyZFTRty+dgff089zIKIuTDjxCC5rZ2dv2jf8zBo++SrJwlFTWZOXQGb+t2nvz8F27bbWbX61zs74dimad2PkVk4yqo1XF/+CbvXRtDCknWcWhta0Kg0et9GVerUNKv0bVzgoP///buPE6uqs7//+vcpfat9z3pLGRPSEIgIWEJCcoquI2g466Do/J1wJnRx5dRfw9Hx+9sbqOOiiMo44I6qKCigyI7BEKA7PvS6fS+VHfXXnXvPb8/Kl1UkwQhgAT4PB8PNKl0rd197/ue8zmfs+l2Lj3vr4Dyz+7M6fMYGqrl4cf2EAooahIR0tk8Y+N5OqbNYe055z/rVjiFYoF7N3+X1nO2U/LX0leM4/oc8pERVr67QLgnx85dBxmfSDOjs5XO2fU0LZjg0e0DYDiEgn6CbT4aGuPc90CJmNWOYXkUVbI8hmWAZdu4TgOWFWDB/OkkEjX84he/qIysFbNp/NEEnuviP7Cf05bMxjOrXrNtEjBNlmfTPDEwQMNkHzLtQS5V3ow2O3Hi7xfl0aOxuk5KvhB2MTtlgs3vFfB5RVJWhNqjTSFjboZuXyMeirAu4GGQwyZBnv3UUMSkTuUZ8oLMscYIKpdR10+Dlaeoy0GpyV9iXyZAUStagw4PpwOUjtYdPTGgyDtQE1QYBgxlPDriBi0Ji4NDJdprbGY2BXhsbwrH03TUB3h4V5KxTInWuiCO6zE4nmd6c4QHtw4wOJZnzrQath0YIZ0rEQv7nsuP8vE/L6WmjBylUqlKHzjx6iHhSDyr7u7uSgdYwzCYMWPGy/yKxCuBUor6llbWNl5OKpUik0nTfs2ZhCORZw0jydFRsoMDnHVaJ/65nSjTgFAA+/TTWLa7i7vGxykZmrHDu3BZRIAG5rp/xZjawUDoQfqsrfT29rB3z3ZCAU0iHmFn32M01ixizowVZLNZ6luCJBIJTNP8k0H/YNcuAjO2YQVccgxSNLo5sL1I43w/Az2KzKHHWD3nLdQl6hgcGuHhjRvxL3mElmU5Hn7odtbWriZhzkD5PBqX9rHr4E5W1Z5JgEYyHKZU0KixOSxfdw6WZaG1Zs+ePZU+OlprSrkswZoGcoUCzU4Jo1DE0/rpQnelQEGjZVEYHYXqJq2ZFDS2H3cz2mqGV8KfnyAXqsUuZo/591gpxZgvfnS/NU3IK+ApRd7wEfQKBHWJCRWgSU9g4pFRNjWqwAFiuBjUmwVGPB/T7AxBw2W0ZNNsF9DAeMmk1u/iAeMlg4TPwzZgKAvTY9ASNegeK4ejmQ0+HjuQw/GgOeEjV/QYTTvUR20SYYsjw3lOnxEtT631pDlvSQPtDWH29UywZlETkaCPw/0pFs6sfUEXedWNIDOZDENDQzQ2Np7044lTj4Qj8axGRkamNICMxWIv8ysSrxRKKSzLoqamhpqamud0H8d1iWgwa2NgGpX6EC8RxTWgpDVBG1LpbfQZdbTri7EIUqeXk3Dn06t+z/33/o4L155BTU0M0zSw5rpsP/RdinuynLfyyue0afLk8/YNHyS22EVhENbtBGhkT3Iz5owsg11w+toR6nCI6SChWD1NHWdy50M9+FbvwQ0MsDd1G/FIhELBxakpMb6zFkPb1BdXc3iwl64n/cyOnsGhrv10d+/H87L09g7geTaFQpRUaoJiLk3Hpo2MDgygcnnoG4Z0FmIR0BpjYAQ8TcHzMJ65x1cxW55O9AUhnz7x9woI5MYYr52OZ/ow3eKUf4uU0gz76yiYfoJueee0gFckYwQIeQXiOseYEaTFHSdMiSRB2tUEnlZktEW9WWBHMYZGUW8VGSz5mObPk7BdBos29T6HhO3Rn7Oo9xdpDGl604rpMehImDzZ4+BqaIpZ5EseEzmXmpBJfczm8FCexpjNrOby1NqSzihz2iI8sH2Y1U49s9tibNg5yJpFTcxuj7OnO8mCGbW8kAHwWCyGYRiVzbirSw/Eq4PUHIln1dXVVflzOByWqyPx0vI8DDSUHLRXrlUaHkpy710PszWdpd40MV3FRLREUm3Ho3wSd0ouW5/qYvfmUc5Y1UhdXQRwyBXHKXkZGmc69Li/Ijn27CcxrTXFYpEd27dx/72/59C+/Ywnc9SVzmCm81Ya8ucRDkbp2wMzl2mw8iSNrWg8PIpkA/upXXSEvn1gBxVZ12OCJAU1TnrCYbAvy+69XWz6Q4Gagfdw8dLraWmK89ime6ipK7B6dSdvftMK1q2bRXf3NloafFxx8VmsCcDVTpE2y+DJgWGMp3aD54HnoQ72gtbs8jTR5mdsY+F5UMxB8E+33zCdAqZToBCIHlOYbWmHgJsnfbQ7NpQ3op0wy487WXfkYVBLjlEC2LhEVLkZZMIsUtAmOW3SaD9dd9QWKNJfKE+rt4YcenMmGmiNwkBG4WlojipyJc1EXhPyGcSCJr1jDkrBjMYAXUMFtIZpDUFGUiVSeYeWuiCFYnlqraUuSC7vMpoqMLMtzsBolnTuhTWZraurm9IIUnodvfpIOBLPqrrHUTwen7KEVYgXWyaZpMlx6esdZO9Tu7jnzge4/9bfUtzfTcei2ZzR0cLl0QizdoTo3ZXCo4jneWx4bDPBgEXrLJPxjtvotX+PYycx/Q6ukUajSUyb4EjvibsZa61Jjo5yz913EvKlWLViBpetX0vxcCeN3lkobWJZJuQjlPIG4QSVbUU0mjFjJ93mb/DXZijmgFKQztBaZgfeRI1/MQefsJk76zw2bTnMvIUL6Jh9Or2qla7QDGrOvIxH93uMT2QxLRMDWJQpsrw2hh3w4b3ubKxpLSyJRCi4LkMPP4WxrxsKRfTgKDsKRXo6ZxKJxY99Y7n0nyzKnuTPjVMIxDnRsv6sFa78PeLlyBrlQuzquqMa8mSObkVba+QZ1kECyiOgXJKujxrLqdQdNfgcxksmBU/RGHAZKxoUPEVTSJN1IF2CsK2IBRR9KQ9DwbQ6m66Rcn+l9jo/yYxTHkmKWIT8Jn2jBYJ+k+YaP4f6M0SCNk21AQ70pqiNBSpTay9k1Vo0Gp3SCPLQoUMn/Vji1CThSJyQ53lThotra2srBwQhXgqW5zEjFGTDRJrc9v2sXrOMN737Cs47YxEH+ofpX70E39wWzvIFyfxOky9lOHykF8OXY3pnM5blo0iKXuNudlo3kjGOEGMmto6gHQOf78RNEQuFPJs2PsDqlXPonN6K3++jsb6e5sAStm3polQqYRjQFJnNxLDGKSqUtkjo+XgU6TPvxyVPKQ+eozDHO5keOI9ofgnpzafTodfT272XRG2YYX8n/9vXxMODNnsyFntyQcYbF7N9T3kE4sjeHmb2JQk8ug23WETXJXDftB5mtjM7GOT2bIG7N2zloSd380t/gB2Ll5y4c3gxD7YP/sR0ogJ8hTSeYeLYx35OYSdL0bApqXI1RtAroICcUd5PbbLuKEwJhSarbOpVnjHtQwN1ZoEh10/QcCt1R1HLxVQw7pjE7XL4GSuW91kL2zCcK5dUtcQMesaf3kpkKOWSL2riIYtowKQ3WcA0FNMaghwaKBeUz2qN0DWQRWuY3RbjQF8KpWBWe5w93WPHjI49Hz6fb0qfrsHBQel19Coj4egVQGvNgQMH+Lu/+zuGhoam3D46Okp/f/9L0mfDcZwp02ptbW0SjsRLqnl8nO2jSWYqg8XrVuKLRVCxMOFzlrIqHOLwxm14563CDIVpGvGTT8H2ro2w5HfsD34fq36QwUOg0RRJknL6MIfmUtN3Jb2PzEShKBQLOI5DqVSqbHCsteaJTRuZN6eVSDhUCRlKKc5YtJxU5Cluv/c27n74Xo50TVAYaOfIEwliA6/DP7QMXbIJex2AomeXYnwQJjJJ7ntoI48+speGmgYuXLeSuXObSPrbeGwgSLakUWa5Y7hCM7shQCY/xDj7GS7swFIaNTACqRSuU8IL+im9/mzMujiJ+fNRsxeSc8PULFlO/bTpJ66lKhUABcafLjE1PAfLyVP0H9sx2/ZKmNold7QhpImH/2jdkUF5am3cCGLiEaFIkgAxVcTRBllt02gWGHXLq8Qm645spam1HfrzPnwGNPhdBnNmeW+1kKZ7oryHXEvUYCjjUfKgLmJiGuUl/aYBHfV+Dg+VF41MbwjSmyxQdDRt9SFSOYdUvkRHY4SJTJHxdJHO5iiDySy5vMPJCofD1NY+3WDzwIEDsln2q4wUZJ/iJvfuufbaa9m7dy+f/vSngXJw+e53v8u3vvUt8vk869ev53Of+xw1NTXlPi6ui+d52LaNUopiscjIyAiJRIJg8PgN757JcRySyWTl73V1ddK5WrxkPM/Df+QIzaUSs2wbIxpCT/64xSPYzfU07z7ISMmjpraFVN8eHn+8myPZLmqDGdLGfuLzofs+jS8ApgowuCNHc90w6dgmdOMefnL3P9JY245RqCVUWySgGjhj4UW0t85gPN1FZ7vmoHkfyrXJHW6n/4BLLlfA882iFHiII8WD5EpNzGpaRXzMIDWWYmv2a7gD0wiZtfR7Nke22TTNzbHw0gFibozT9DtAuWg0ocYs+/f0EIrNwvTCoMB2NAsSJVqcYR5VW9np9DPgRuhyaqkrOIRGJvCa68gXcxD2s39mO34i+P3+53ax4nnlZf2WDc6fXnLuK6QpBI5deKHQhJwsGStMrFTeoiPq5sgYATTlcDSsImgUteQZJcg0xgmrEqPaT4OZrdQd1eoUmwfy9KSGCal6hr16NNAUdDmcsVgMtEQ0G/sMHK2pCxk4LqQLmpqgojFqcSRZYlqdj9YaH/f3j+O4msa4D8/TjKSKNMZ9hAMm/aN5TmuLkoj4ODKcZf60OD7b5PBAivmdz95B/EQMw5iyhcjQ0JCMHL3KyMjRKW5iYoKPf/zjjI+PV6a1tNbcfffd/PM//zOf//znufXWW9m+fTv//M//jOd57Nmzh7/6q7/i6quv5ic/+UnltjVr1vCVr3xlyhVOPp/nt7/9LcPDw8c8dzKZnHL77Nmz/yzvWby2aK3pOdLNfbffxoNbnqI7EsFUBl7m6c1gNYCq7GCGUx+mr3OcMd+TGObTozympZix2GbHnQ0Y+85j7eqzWbSkg9rZEyxeD6veMYqX2EVi6ZPk/NuJnflH/rDjc2zYeD8T0Yfptm6nO/soGx7ay9anuhgbG+esFQu44JyVLFnrp3OJIm42s+68xZy35gzmTzudGcugde1OurKPkh5RzF+fAcMjNazI2AcYMjbhaY+ksZ3R+juoj93LDKOHRbEk59QVedO0PKfH8xzcu5+a0lls/d9mFrVcxNjyTroKBXhqD8otYQZKdPd1syNVIFFX9zw+YA9cF8w/fS2sAKuYwzV9aGUe828hN0fB9KMpd7AOe3lyhr/S78hVBgUsasiTwoeHQV1V3ZEPh729QxSPPMn6oQ1ENzyA+9D/kN33R3KFAnX+o3VHrqI+CEUP0kUI2hDxK4Yy5WNXc9xicMLF05q6mE3J0aTzLgGfQWPcT/dwHtNQtDeEONSfKdcqNUU4PJDGtgxmtMTY3zN+0oHGMAxaWloqfx8ZGSGXe3E2thWnBglHp7B8Ps8XvvAFmpubueyyy6itrcWyLDzP46abbuJNb3oTl1xyCUuWLOF973sff/jDH8hms/z7v/877373u/nyl7/Mj3/8YwYHB5mYmKCnp4fvfOc7U4qsk8kkH/7whzl48NhC1Ww2O6UBZG3tC+sNIsQzaa05sGsnXXs2seqc+Zx/5QWcPauD7vFxnJ0HUBzdhzabxxsapddvo0yD+8b20XZ1kdZztjOaOURm7Gg36/1+Mk+uYFrNIubMmMWWzQd54JFN7NiUJJs0CMYUM1YUSI2WaJun6d8Hc89PsWHnjxhPZnAczeENtSybdgERfw2XXXwu9XUJAr4gtgowsqeGi9edRyhoEwj4CFv1BHUDvoDi9Nc5lLw82XFYeB7seQx23Ovjf/77Cf7n5/dwz8bfMzGRZdqcHroe/CmRoS00M8RoXzePbdjE/NmtXLp2NS2BtfgSJc644gx61s7j3qFentpwL79/8G4eOXIrrp1+/r+Hngvmc2u2arrllVzucb7e5xZxlIWnyqeOgC7iKoOisrHxsLVLWvkJUUSjyCqbuqN1RwD1A1tY3mrwvndewhvOWsQV8RqujdWwtm8fe7c9RsxyMVS531HQgpAFo3kwFDRHDfpT5XDUGLOYyLuUHE3IZxL2mwyOl193a62f/mR5mq2zKUzfaJ6So2lvCDOQzFEseXS2xOgfyVB0Tm4qbPJ4OGlsbEzC0auMhKNTVLFY5Etf+hJdXV186lOfor+/n7a2NkzTZGJigs2bN3PhhRdiGAZKKebNm8fQ0BAjIyPk83nq6+upqanBNE0KhQIHDhxg1qxZNDc384Mf/KByxZROp3Fd97j9i/r6+sjny1fvhmEwbdq0P+tnIF79crkch++4nbNa6gnGIqgVC+n8yzcwnojSu2EL+ce2o0fHKD6+kyf7h+hrSrCnv5uGN2ZJtJj4AjB3jcfGX2sOPKEwj6xg8azlFEslDh7sZ9bsNhatqKdhhkvXZoPSruV0JBahMInUlmeZPMekYU6S7r0ZurZ5BDq72NjzC+bM6sTnt8vlOtj4C+0Eiu3EolF8Pt/RWiGLiJ5eLmYOQcO0clPqZK9BbjCC7lrCygXnELDCRAbXkt01j4NPgoFL2K8Y6Okhl82ybPkCahubyBQVpy+cycYDG+n2/YrOdSESH4WxlfcRPmsD01cncazRP/m5HkN7HK+xj9aaUqlEsVhEa43WGqVdTLeEax07ZWfrcrF10SiHHUu7+HSJnOFDoYnoPGnlx8YjSIlx/ERUiZI2GEvnWLz3Cc5tSuDz2XDmfJg/jZBpckk0QfjQYcZHB4jaHsmigaGgNqAZzpbrjpoiBoNpjachHjRxPUgVypvSNsRt+sbKU4aNCT+jqfKmtHUxH4WSSypXoj4ewHE1IxMFmmqDuK4mOZE/5j0+V/X1T2+3kkqlmJg4cRdy8cojNUenIK01t912G//7v//LjTfeSDgcZnBwkFmzZgHlX8RUKkVr69M7iefzeSzLIhAI8Fd/9Vd86lOfwjAM1q5dS3t7O8PDw3R0dPCBD3yAf/zHf+T9738/TU1NHDlyBL/ff9z+RQMDA5VCb9u2aWho+PN8AOI1Y+DIEZpHRrBGx2FmOxgGZkcLZ69fxZO/updHf/l7IrUWxdYSwXf7OGNxiVY68ellZJ0e0rqPYNNeRqYdxPI7FJN5xidSJOJhVq6ah2kqSqqZulCE8HkTHHhgmLmJq5gd2o+V3k59ywi1Q68n7+smNW0bB7fkWfX2Io/cl2H+vLs5YrYS9TqJ6hk0F9exOfDf9Ph+R406jZiegY8aGr2V5FQ/eTVCLFJE5z223p2jrb6Jyy5YxZObDnHBOSupqY1wxMpQp3ey7fcT9IQXkY3FyZQMtgxNXqdqZgajeAN17O15gmjdNgK+KAHbxnEdSnlQ3klst1PdUZvyMaaQyzG0YwehwUH8WjMYjxNbuJBoIoHpFMor1vLjUx7G0B62VyJv+gm6uUq37IwRpMZNE9N5BoxyLU6cAil8tJLCpzy6+0ZZ47nQ3wentYM/gLrkXCjei72/hzPtALfv2ELtwg5GCiZQoj4Eh8YVmnKtUbaoKTgQsBUhn2I45VIfsWiv87OlK42nIRG2KbmabMElGjQJByyGxgvMaYtSH/PTPZShubae2niAI4NpmmpDJzUi3tjYWGkEmcvl6Ovrk9KDVxEJR6cgrTUPPfQQXV1dvO1tbyORSLBt2zaGhoa4/fbbWbZsGYFAoDKsO7marba2lkQiwbnnnsvpp59OsVisFFH39vbS3t7OJZdcwje/+U1++MMfcv311zM+Pk4oFDpmfzOtNf39/ZX6pGAw+Jy7HAvxXBUKBXxo2HkAls4D20Ip8C+dz1mP72BfdzcbapOs/6BHMAJJRlCe5jTnXfi8GIHCTGLuMnYa36ZjwTAD/sd58MEe3nLRG9FmAVeBRZAW93wGzEdoWZRk9659ePkQK4If4GDyAP5iDX3bh+g4B3oOajwXCnmHgeI2HGM7yjBpcy+kyb4AnY0xYjxB0nwCiyA13iKmu1cy1/kAri7SdfhhZsQDHHF/TdOiMfb37mTe7IXU1sZxVR6/rsMwFXaixM5hRSDur3QU0uVJRMZykDZWkHpyLiuX7GVxxzl4bpG07uWp/duI+2Y9/5O5YZYLszkajPJ5kg88wLpCgTq/DzTkx8Z46P77GT/7bHyRBhzLj+aZHY8g4ObJm08vYw96BZJmORBFdIHDqhYPgyhFuolhoImrAqNFk4Ch0MkxXAqYKgChEKxbCX2/o65QRPn7CJNjoBjDozxytG1Y4XjlmiPTgFRBE7QV9RGLwQmHuc0+aiMW6aPTbEG/QcA2GE2XSIQtmmoC9I3mmdseZVpThN6RLErBtKYoh/omWD638aS6ZQeDQUzTxPO8YxaviFc+mVY7BSml+MIXvsADDzzAjTfeyHXXXUcgEKC9vZ2JiQmUUriuW5nyAti0aRPz5s3DsiyUUsTjcRoaGjCM8hYMXV1dtLa2EolEuPbaa7npppsYHBzk0KFDtLW1TVnBtmvXLr73ve/x29/+trI8OBaLTZljF+LF0NLexoDPj+7uh90HKyMcOhIiGfTT+fpLOWPxGxjrV0eLsjV5NYKnSjiOi2EY9PeNE2v0UCgaZ7r46kfpT9zGbvs77LL+i17jjzR6q1hQ+iinh9/DkSMj2D4Dvx1kYsBg564uDg1spS46juk6aEdT0+TQtVmVp5qUy6ixFWW6zK4/g/595T3QSmQZNp4gr4ZQ2qS/J4V2DSaSRdySgvoD7By7i2zbPQyZGymoJFHdSa27hLbpecb2P1QOLEqhlQKlsQ2Xia6t0LKI4Kw3smfrYiiGCOh6codbSW6dS2Nd25/6WE/g6eLjwV27OKdQoHHhLHxXvQ7fm9cSam/kXNMks3kznlPEO07NkQL8boGSYVf+HvSKFJWFh8KHg4eigEWUInlMHAxqVIGMP8K466H6x/CKWUCXQ15THZy5gCGjRO3sAlGzQNZRFF1FzA+uB9kS2CaEfYqx/NNF2UNpB60hHDDRGtJ5F8tQ1ERsBpIFlFK01gUZSObxNNQnAoxOFHBcTVtDhNGJAkXn5Nqg1NfXV1YLGobBz372M26++WYOHz58Uo8nTi0Sjk5BSilisRgdHR2sXLmSVatW4ff7ue6663j3u99NLBYjHo+zc+fOchHq0BD33nsvl112WWXDymqe5zE8PEx9fT1KKS666CIaGhr44Q9/yMDAQCVETYpGo9TV1dHa2sptt93GjTfeyJlnnonPd/I7WQtxPLFEDb7z17I/l8f734dh2z6045J3HJ6sqWXRBet4/fq3kT+wnFyqnJ2KjJMpjuHoIvlCnsNHejiz9a00OxcS1TMJJTQTTh9FUhSZYNzYi0sRS4cwJlopjPuZP2cWo8lxntyym11793PO5U20JM6iI3YGhbEgC1da9O5WHHgKPFfjqAweDgtPW8jElrl07wCnqFHapFR02b3vEA88sgnDMJgzezpNtS0ke020WWBIP8lB8384bP4aU/tpzV1K3fBFLImkSO+6j2IqCU4JszCOu+9BBt04gbp2lOkjlVjMvQ8+yV0P/IFf3/cbaus6MIxjf8f/JNMCp1yw7HkewYEBGlsbsC48E6O1HjW9GWv9mfiDfmZkMuTHk2h1/NOD7Tk4yjo60gU+XcJTBiVlYeFhaZeisghQQqPIK4uIKmE1T+MxD9zBCTjYh0cRfTSwpWa10zdrOjG1iNqQH0NBzlUETAhaMFYoB7HakGIoU75PfdQilfMoupqAbRD0GUzkyr2LGuI+kukSWmvq435S2RIlx6M24qNY8sgVHOIRH67nkc6e3FYifr+f1atXc/PNN3PrrbcSCARobGyUXQReJWRa7RXAMAze+ta3VnaCjsfjXHPNNXzhC19g//79PPjgg0yfPp1LL730uPfPZrP09fVx2mmnAeUGZtdeey2f+cxn6Ojo4PTTT5/y9W1tbTQ0NLB582Yuu+wyoNxSoLojrBAvBqUUS9dewFNK8cADD1B72+/JzWgnNb2TxZe9kXhNDUop1i3/ILfe3se0Vf3UNGcZd3pI9sKunic4e+lqov5GYsWZtFkXsm/sLg49cR/zziufKDVQckqUSnme2rKHC847E7ekeOChTRRLRRYsms45c07HMExic1Pc9mAPyy/XvPHy1dx791aObO9j2pwSBW8Xh3uPkPN1EfQUOx8wSdhNPLzlj4wX+uicE+f0RVdSE0+Q2DadvQ/2MGd1icGDio4FkFU9OF4J7QTJjBqct2oBK90c2/c8RHoUegoxdP0cQjVNTE5mWYlmDnXvYO7q3bQ2xMjtTREJP8+Tr2GWw5F79PPQGkNrjI4mCPgqizNUXQwVj2ClMminVB7NOg5LO3jKwFMGhnaxtIupPQrKxq9L+HHIYhMnix+XHBYhVUL5Q/RNn8Gv921l7R+24K+rw4zUMjA4yrYd+4kvWMjgvkECtSY+QzNeMqjxecT8mrF8eRPa+rDB/hEXDYR8CldrskWPmpBJPGQxmnaY0Qi1EZuD/Vk8DSGfieuVa5AiAQufbZBMF2mrDxHy24yM56lPPLfeb9VCoRArVqzg3e9+N9lslt27d3PxxRcf9wJVvPJIOHoFaGpq4l//9V8rf1dKcc0119De3s4DDzzAmjVreOc733ncFWdQXvmWz+eJx+OV+1900UV87Wtf4+677+byyy8/pobBcRzC4TCWZZFOp8urWGQZv3gJWLbNGesvJLvqbNITE5iWReJo24pJtTX1NLbE0bkJHvxJmu65vyTWVKRtrYPPmI/tzMRB4ToGYV8HNf730vX4rbQsyBK0oqQmsjy15Sm8okVP3yCHDvcSiLpMW1bg3BWLMI3yVFlv7xgzIlcy8OABVi6az/uvXkxXdx+joxN0DfSwf3QTkaY8E0MmzdNNOkvnko0dZHh0D65psXd/F5bdzbnnLmbWkQ7++MBdYDqY5hitszxyhQwm0D8wyqLFndRG62hvbENrxd39DexLh6vqfDSGaeMaEWzLxPKD453EFNDkCJD79AjJgGmQUppapUCXAxOexnE9uvx+wtEoJ1rHZerya3CUiaVdDDQ+7eAc7YsU1kWyyofS4MchjY8a8igFrXMXs8/ro1vvoOPuDMHaRdg+P01NDdz5xCA1zTMxlUvU9sg65U8h5iuPHAHUBBTpgsb1IGAb+C1FpuBRG7aojdgMT5TfYyJskym4FEoeQb+JzzLIFhwSEZt42MdgMse0xjD1iQD9o1nmTn/+9ZSmaVaa7QaDQWzblkaQryISjl6hbNvmiiuu4IorrgB41uASjUb56le/yoIFCyq3hcNhrrvuOg4dOjSlmdmkVCqFaZoopUin04TDz23jSiFOhlKKcCRC+ARTEqZpErE6iM3aTXvKIN6eomGaKm8H4o3iOQaGMnhy817mL1xOW1s7h4/MZffmR+gtFZhQRerrF2NbNuOpMdo74hxI/5aFCxXKgImJLPv29aNo5HXrVpPNZtm85TGKhWEi0QBuEdrbZtDWtoSd+x6kwR+nsE0x0t6DOfdxGno1fl1He3sDLa0JcrkC2jM4rWk5PWN7OLwjycGninTV/JH+3jRu1s94cgEhXxRHOxhKkbDzaB2a/EAARTGbYmZkJvPNxTzUs5NY5CQWRVg2oMFzywst9u1hla146okdrF40m0B9AgWUDvbyeN8geukybMs6YThSWmNoD6+qSWR5Ks0u1yDpEsNG+XgRoUQeCxOND4+iHWbOwtdx75EBbGsbLVjs7c1RM5Ah0HgaKXxAmrClGSuWQ10iAP2Z8oq1kK9cnF1wIGRD0GcwnvNo15r6mEX3SB7N0RokoFDy8NsWoYDFWLpEW12QmqiPzNGtQxprQvSNZE7q4m9y54FsNks0GsWyLEql0pRQL1655Lv4CvZcf5n9fj9veMMbjrnvG97wBtasWXPc4DM2Nkbd0S68mUyGmqPTG0K8HAzDYMWCK7jnySeZsXSEfY8bpIY9WmYpcnae3r5huo6M0tQ6m/b2DpRSTO+YzfSOqUurJ3+GtdYsS65gz4HNPD4xit8forNzFa2t7Udr/uKcs+bCysiAaZoYhsGDD/2Byy86n9raKFp5HDZ/TcgAjUFuYj8PP3YQ8/HTUcog6AvS3FZLw/S5HJgYob9PUZy5m0WLE9j7zmHvnl5aGpvx+Ww0isagi2koXP106bQzuI8lp88k3+dRHMhT3xJ6/h+eLwClIngemVSK6QcOsMy26HM1D/zoTmLL5hJwPYYO9dET8NPS0nK03uj4oyAG3tFw9HRNkqVdSkf3bgtQokC5QDuAwyAhDKUJKYecNqkxLYyG5bQE2kiX4HAkzvzaUbJZg4PZcqiJ2x7d2fLjhS1NtlQORSFbYSjIFDVhn6ImZJLMlEeygj6TbMGj5Gh8loFtKsaz5RVrsZBdCURBv8XAaLlho99nks6V8DSYz/PwppTC7/dTKpVHq/x+PxMTE895eyZxapNw9BpmmuYJexdNTEyQSCQA6OnpmbKPkBAvh+bGNlZmP87Gx35IonE/qRGPJ3/cTnZ2M611fpaecT6xWGzKprEnopSirraBVTXrp9z2zK+pHgUoFovkcsPU1p4GCvJqkAnjAKjyNFgg6lFUaZa+bpTTalfjpxaUS1Jtxy7lqJlRou+RmeR21FIXdcllxhgYGKGjo5mCZxL1uST8JUby5ZVguZFemku76D4c4MDBcVpbZp/cBYo/CMXyOFBqeJjlR1eJtfh8NIRDDM+fjeO3mbluFXv/sIHDmQz+mhaMZ5nCU+gp4Sigi6TU0xvSamWgUYQpUiSGPhqU0trGZ3hYaFxlErY9SsrE0YqY6ZAvGiTHxihlDNKlOlwNER84GkoeBMxyj6NsSaOUQTxo0n+0M3bYb+B6GtfT2LZB0GdSKHkopQj6TcbS5a+Lhmy6B9PlEBbxUyy5R9uwP/+RIyj3g6urq6O2tla6ZL+KSDgSx9XT00NTUxNQHjlqb29/mV+ReK1TSjGzcx7trZ9icKiffChL7eJGampqT7wj/XN4zOfKcRyMQAZPFVDYDBub8Xh6I1enqNB4ZBKb2GFtwSwmMC0NZhHT1DTNgp4nxlmz5D0M9B3honXLefKpHQwnU3TOno3Pp1ieGGdDf4j+rgMYhzcylB8nYs6ko735pN8jviBMjBx9v0+PBymlMKMhalsawCpPkbktDTDq4Zk2plM44UOa2puynN/ULkXDQgN+7eABHgobjxIGjlaElcOY9mOgsZVHxrNoNMuhLecqcsn9nIbHtOYmWj3wH9jP8JCPeG0jCoN0sdwWKepXjGQ9ZtSaxIMGe/o9XA/8toHWkMm7BH0GIb9JOlcOeLGQxZGhcnCJBC3yRQ/taQI+k6LjUXI8TPP5f74NDQ2kUuVNeAOBAL29vXR2dj7vxxGnHglH4hhaa7LZbKVr9uDgYGWlmxAvp/JURoCO9s4/+3Pbts1o6TB7zCexlJ+s6sckgO1FsQhjFpsIW0+gGEQbRZzAEKWiD5zySdfzNNGaMG1t00kOdxMOB1mzejmb9gzy43v20xg1MQzF8HARf+10pk1rxfSayWQyxOMnOaVtWuWao2I5GMTq6tnverQerbHRDTVwNBS4rsuR4XEisRaypg+rlHvOYym2dvEwAIWBRqMoYmLhoQFPKXy45PTRom3DIa8N1NGGAEcGD1N32u9YtfAsOt2zAYPZc2ayefujDA0eIWR3kjlaT14TUIznyludxIImeUfjeBrbVPhsRcEpxz+fZZAplMNRyG9RdMqvxbYM8kWHkqsxDYV3dLTpZAQCAfr7+4HyKt+RkZGTehxx6pFwJI5raGiIUKhc35DJZGTrEPGaZ1kWrdGV9A18n5oWiOkZtDuvxyaMwsTzwRPZfpxSP3ZAEdZtNJhnYRg+sqqHntQuYuZsAoEApVL5pG0YBjM6O3jCWMaIV14xFmhUGNrD6enlisvW89RTT3Hw4MGT2/jZ8gG60uMoGI1yZNp0DnQfZobfh9dcD0rheR7bdx6g5PqwbBvPtLByJx45OuZpdLn5o6Zck2Ti4SqDoC4e7futMAD3aGs9E42ny/VDhlskaz/GGcsKTJgbyeYWE3bbyQa3Ej/7fvbcYeNTbYwXLDzPJVjsxVY5Uukg4yN5vGKIbCFKImwS8j09WlQTsSu9jny2QSbv4LrVIUhTdDx8loHfd3LL7xOJBMPDw0B54cvOnTtP6nHEqUfCkTguz/NIJBJ4nkc+n5cGkOI1TynFisXr+NVDT+ELbKY1Ng0/CaA82jo6MoE71s7AtsMsW9ZJp3kRti7X6nneUg5vbWfZnAvw+/1o/KTTWaLRMCHLJWJ7TBRNMMvTXvnRQepNhWEYLFu2jJGRETKZDOFw+PkFJF8ASiU4Wj+klKJp4SI2mib7D3fRkS+Q33WQ7iND5Ism9Q1NaMPEM20M98TNEXXlf45lUO6jpJ857qR05b4GmqI2MNFYhSStc4cxLIWnixSMIbQqMRD4BR4F6mb66Hs8zXg+yqHeJ1i7ZhYzps3DNE2y2TzBe54il/VRE24k4DMYHJ2gxhrHzWXJZBSernv6NR/zRqbuOfd8hUIhBgYG0FrT0NAgm8++ikiHbHGMya1JLMvCcRxyudwxe68J8Vrk9we4+KxryW5+HTs2pujrG6WnZ4THN+5j3948V17+XuYG/prhjQtJjypKJZfkaJrHHz9EU80ZTJ9W3hdt4eKlPLF5L47jEjQ9Totmy8U7SuG5JexNd7Hinj+gikUMw2DNmjWk0+nKRtDPmS8A+cyUm0zLomnhIry169g+Afu7UgTCjTQ0luuaXNMPWmO6xRM8KHjKwPb+dGfpckMCTQGTMA7O0Vt8yqtMsZnq6C4qGqKlRURK81FaoXHh6L9F/XBksIvI6Y9izHwSx0yTL+TYs7eLaDRHJnWII91d1Pr3M3f6GCvPmM5Vlyzg4uVR+noP453gc/NeYF8in8/H4OAgWmsCgQD5fL6yH6V4ZZORI3GMYrGIaZqYplneGNTnk94dQlAeeYlG41xy7vsYTY6QHB0FNHPnLqWurh7DMDhr2VoGBvro6toP5PC0yfx5a6mvb6yM+jQ2NjExMY/7H9rCkkUzWBj1GMtpdvdmsAZ3c+nrVxH55hOwaROcfTahUIjly5fz0EMP0d7e/twvVpIDHG/MRClFIBQiEJraGkADJV8Qy8mj9IlP8uVpsucSAsrP7ZYnHp8eTSrPtaEAXyhG1/4Wzlwcpan0ZgyChLx2wu50xrx9jB6ooTkRpmv0ceo7SwzrrXSnD9DzuM3chQ2sX/xmvKJJz+EJstufYvb5ozSZ5+A4FvGaGHtHf8/vftsHuhko135ZpoGhFGOpIn7bPOk2JX6/v1y7pTU+n49SqYTruidfPC9OGXLGE8coFAqEw2EMwyCZTMqokRDPYFkWjQ1NNDY0HfNvSimam1tpbm494f2VUsyePYfGhib27t1FJt2HrRWrEw3Mv2QNwWAQdeWV8ItfwBlnoPx+5syZg1KKxx9//LiNW4/rJDpql3whrNKJl6RrFJ4ypoQnrdTRMaHnxq88JvTR44pho9zz6Xs4Q+PpPrQPDHzEM2ez8aleGu1VWAETv+2izPJz9Ows0LI4i781h1uawPLqqOvwmFubZ9eeHjoX9uBjOil7O8bsRwk229BfD8B4pkQoYGFZBulciVjYh/ECWrhls1my2SyRSAS/3y8jR68SEo7EMQYHByv7qFWvWhNCvHiUUsQTCc5YsfKY2wFYvRp+/Wt48klYuRKlFO3t7Tz55JMv2XY+Whk4lp9gZuSEQWdyXzWzKhwVlP0cR5LK1DNGs+rqmkmOdfHzOzfQ2VaD33DZcThJn/cmLphRS8FV5AstpIf2MrdxBYez3dQ29zIZx0qOQ3/4TvzxAfJ7DDztgnIZC27AUwUa2jxC2z1MQzGRKRINlrt5j4znSET9J/1ZKqUq02mRSATDMBgbG6u0QRGvXDL2J46RzWZpbS1f9fb39xONRqU7thAvEaXUlP8qwmG4/PLy6FGxXP9j2zb5fJ5i8cT1QC+Ea/lBGVjP0uNosvmjpZ3KbZryCjt1dBl/uaXi038OMHUEK69NbFUOU37Dw9EGdXUNDIbn8/hghImMja9mNllfBx7lUSnHP5cD9y0jOrECU9kopajxFmAXmyi5HgVzGIUm4DUTdNuO1lmXP8+xIQu/34dS5ZGjRNSH42qGxnK01J1E1/GjlCoXzY+PjwPlfTDz+RNtvCJeSSQciWN0d3dXthRJpVLSAFKIl4NS5dGjTKY8eqQ1lmWxdu1aRkdHX/RNTsv1RuUpNfUs03ElZZeD0NGRIw24ysR3dENaFwNXmZiV1zfZ++j4fErjHQ0xyjDxh6NEo1F8lkHRU5UFZZYdIBpayh9+v4f+/T5K/dNoSL8ep+hD6Si2jpMaUdSwGFMF0J5JNL+Y9IjB/m0tBPwBtIaJTJFwwCKTL5HNO9TFX9h2H/F4nKGhoXIn7mCQoaGhF/R44tQg4Ugco7oj9vj4OJETbAYqhHiJhcNwwQVw221QLB6tZ2p+yeparFKeYObZGxkWTD+2djCq4k5e2Zi4KKj0O7JwK38GTRYbE49nFoinPROfevb3YxngN8H2h2hvm4sZPpsNd5xGdtzENEzQFnpwOpt/U4PlNVAoFCkWS4zsq2XfXXMJ2IuwLYOi4zGeKVIf8zMynicUsIgELfYfGSOVObnRuEgkwtjYGAAtLS3SCPJVQmqOxBRa6ymbJw4PD1NTcxI7gQshXjilYN06+M1vKrVHpmm+4NWjWmuKxSL5fB6lVGUBhq+Yefb7AXnTT8CdOnVUMiwibrmIu4SJQmPikaVc22OgKWkD39ExIk+rSrh6Lq2GjnY5QOty48xAMMKOwVZ+f+9WAkEfIykHv4pRH7iMH/9xgMGhDMMTRUZSLucuXcvmvX1Ma/QxPjrCafEUtSrJ/iP9tAYtCkWHuzYc5LJzZhENP/9+bpFIhJ6eHqDcFPLw4cPP+zHEqUdGjsQxUqkUsVgMrTWO41Sm2IQQL4NEAi65BG6/HXbvxhwdJRKJ4DjOn7zr8biey5H+3aTTh+lsD9JUZzDQd5DR0ZHnNFVXNHz43UKlYFujKCgb+2gNUkmZGFqXAxEGFi6W1uQwCapyp6O8NokaDhooaoOI8affi21ApvR0irL8QdraZ5Clgcf7Y7R3zMH2RVCBWhqb2ilZ9ThWLRgm6byDM3SE+sc2cG3YY33/IFclR7kyeZBtD29EKWioObnptXg8Tj6fL29nEosxMDBwUo8jTi0SjsQUkwfHyZ4dyWRSehwJ8XLSGmbOhB074POfx92xg3w+f1K9dLTW9AzuJLT4jyy5bJQ5c9o4fclpvO6SubiBXUykks8akDSKqJMm6D691N9D4SqTgC43hSxh4qc87ZbBxsbDQJPVNn5cNJDxTPyGd/T+YB3tnu1ohd94+vmrB5SKLoR9x+/ZBOVi9nzJw28bWIZiPOPgtw1yBZd8Nkv74b2cgUEwGkbVxTFLLov9fpYM9DCnySbgO7njnG3blS7Z8XgcrfWLXg8m/vwkHIkpcrkc2WwWwzAqW4hInyMhXkZaw4YNcNpp0NnJ8KxZZDKZkwpH+UKeQmwTrfMdkr5NpM2DDNsb6E7cRPP5T9Iz9sSz3t9AU1cYxVfVHbukLDwU1tGC7Izy4Z8cRcIkRPlrixhEVKlc+K0NoqpESSsKnoGtygXbOdcgapYfp+gpAqaHocDV4OhyN20oB6WQXd6bzSsvjQNgPFsORBpIZkrUxXxMZEsYuQmW2gqzs4XQpWdjrzuD8IUrUJbBPMtiZsR9QY0gPc9DHy2YHx8fP+lRPXHqkHAkpiiVSiQSiSnLU4UQLyPDgA99CG64AYaGGLj77mOX/T9H2dwEdZ1pDKXw6Vp8XoKk9RQlNYEvpPHVDZzUib3WSWHp8jRZRvkJU24FkMUmiIMH5LSFT3kUtUEJA1t5uLpcsB0yXFwNOc/Ad3TkKO0YBM1yT23XKwci2yiPfmVLGr9VHjXKlTzCPgPLgEJJE/IZuK4mlXNIhC3G0iUs5WErA3vBDJRtopWB7/TZ6Omt2KrchuBkGYZBPp+v7CYQDoef/zYv4pQj4UhMMTIyUmmJn06npZmZEC83pcCyoKYGLr+c+J13Ej3JqW6lDFxH4dN1TM9fhV83UOMsZXLoxXPM570Pa0AXaS8NVabAojpP3CtPu+WwCODgoShh4MPFOXra8SmPrGeiAFNpHK3wNIQtF60h6yj85uR0W3kALXR0EDtd0ASs8jOOZlzC/vJjJjMl4mGLXNHFdTXxkE3faI6WjmYOaI2qiVbeqzINjEWz6DM0/vr6k/k4K5RSZDLlYnbDMMhmsy/o8cTLT8KRmGJsbIzm5mZc12ViYoJ4PC4NIIV4CTmOw969u9jw8H1s2vgQjz36MBMTE8fWrRxdudbR3MzcI0fKaeF5ioRiJPc10py5jKDXikJRU1pK0GslnVTo8Q5M8/kFL1X1H8B0b5QoBTSQIE+cAkVMXK0IKYecZ2LhYStNQRv4lYelNHmvPB1mHZ1iGy8a1PrKIzrZUvnxbaO8Yi5T1NSGynuaZQseNSET14OxjEN91GYs42BbCtOA/tE882Y2sTneyIG+4SmbzY76Lba3NlP/XLdjOd77V4pQKEQ2m8XzPCKRiIy6vwpIpa2YYnR0lBtuuIGbb74Zx3G44YYbXu6XJMSrVrFY4PcP/5BAzRFWL3obtmUzMjrOYxvuZsHCM2lpbZt6cRIKYbznPXR++csk586lGIs9r+ezbR813mp2PlpkxbISPp+NSQB78HT2PuTQ2bD0Bb2fZ15GzWEUgCwWLUYWPy4Dnp+g4WKgmXAtgqaHAaQcE7+h8RkaV0PGNYj5PJSCdBECVjkcOS6M5zWJgMLVMJJx6az3USh5ZAoesZDJwf4s9TEf2bxDtuBQG/PxcLEOb9cI7UOPctr0Rg4eGeZgf5rTz1iBYZov7H0rxcc+9jFc1+XgwYOceeaZL+jxxMtPwpGYoquri507d7Jjxw7C4TBf/OIXX+6XJMSrktaaJ7Y9AJ2/JT7Nj+sOE9QdNDbUsma1nz9u+B01te8gGKza3kIpWLIEp7OT9o0bOXDBBeWapOdIKUV9XQvJ5Ah33PkILc015PNFRpIe0xouJRAIvWgjxdWPEsJhqTkMwLhnEzdKKCDpWCTMcsH2aMkiYbuYQMpVlDyIWB5aQ39WURfUGArGi+XwFA0Y5IoeuaJHQ9RiLOPgMxXRgEXPSJ7pjUH6k3liIZtC0SVb1EybOZPb79vLWuVw76YJzl0+HZ/P94Lfc0NDA7/5zW9wXRfTNOnq6uL0009/QY8pXl4yrSYqtNYMDw9XhvMjkYj0OBLiJVIqlTgwcje1HS4uOYbVRjQuKWM/h4K3oGf+ga7ufcfe0bLIX3EF0S1biPb3P+/pNaUUNTV1tLbPwiWGL9hAx7TZhILhl2wKXamn/5tmZ5lhl+tzwoZLk13uTD1StGjwlcr7nxUNfAYETY0HDGUVTWEAzWDaI+xTBC0YSbv4LINIwKB7pEB9zMbTmpFUkZYaP12DWdrqg/QMZ6mL+hlLFzAtCwwTD5PpLS9O2UAoFKqs6nVdl9HR0Rf8mOLlJeFITLF3797Kn2tra6mtrX0ZX40Qr16lUhEjPFwpgC6qMcbULvaYNzGh9hGqKTEy1n/M/ZRSBOfNY39nJx0PPYQ6iZVRkxum+nw+bNs+6dVvJ6POLFZGi5aE0jTZRTwgYrk0+JzySFHOos7vYirIl8rTag3Bcgg8mPToiBsYCvrHHeoiJoaC7uEC7XV+kulS+TPymfSN5ulsCrPvyASz2qLsOzLGjJYYh3rHmd4cI+h/cSZPamtrp1xI7t+/X3odvcJJOBIVWusp+wLV1tZivsC5eCHE8VmWjZdNYOogTd4aOt03AxqPci+g3LhBItZw3PtGolFCV19N6fBh6vbtO6ni7Jdb9WiSAZwVz1Brl9sBDBVMmoPl0DecL9caRX2Qd2Ao7TG9plyAfWi4yIx6H9mCy1jWoaXGx8GBLM0JP2OZIqAxvBxBRmiJ5agLpEn40hw8MsKc6bUvWiC0bZtQ6OnpTxk5euWTmiNRkc/nOXLkSOXv06ZNkwaQQrxEfD4f06PrqekpML15MQoTU4cI6w7GvYOkDs5g+lmnHfe+SilmLlvGffPns+qRRxibPh0n+MJ2l385TckoGs6syxO1y4Gva1zRGtVYBvROeJgG1AQVo5lyHVF7jUXPSIGQzyASMDkwkGXlnASH+jMEvFESoSDXf+ACEtEQ+aJLOp1Ch24nEmhD6xdnWs22bRKJBN3d3QD09PTgeZ5cXL6CyciRqCgWiySTycrfm5qaTqoLrxDiT1NKccbpa+naY3HgQB+lkoPyLCLJszn0UBtnzXg/4dCJa/4CgQCls84irxRtjz9O47ZtmIXCn/EdvDSUgoaAR8AsF147HsyMa0DTlfRojRn4TOgeLVEbNgn6DPb255jRFGAsU6JQ9GhO+OkbGuKs8/exYk078WgY1wOfbRKvtVlz9QhJ9SDF0ovzeVmWNWWD7r6+Pkql0rPcQ5zq5MwnKiYmJqb05+jo6HgZX40Qr36BQIDzzn892VKERzcdYNPmLg7vqOH1iz/NjOlz/+SohhUKMdbeTuf999Py1FOYz+GErLUmm0tzqHsnRw7vY9/enQwM9J+SXZ1NBedP0zSHy/2NAGbVmngaDg4XmdnoI1f0GBgrMrMpyKGBHPVxH4WSi+0/xLzzhxgO/wHDdHE9jWUaZFQPKjROx5n9DI12v2ivtbo+c3R0lGKx+KI9tvjzk2k1UTE8PFzp7KqUor29/WV+RUK8+tm2zaJFS6bc9lymesbGxkj29bFsfJxkZye52lqKVXUvx6O1ZmxiiIMDv6cub9Ex93xcpdiz7zBDg/3MX7D4lJoKUgoqr0bDOTPKp6ySo4kHDabX2vSMFAj4DBIhk66hLIumxzjUn6a2eRRfCDLsYNR9knBhWTkY2gfReMQaNH3eIJ4360UpSG+paiQ5OjrKyMgIsefZh0qcOmTkSFSMj49XrnZM05wyTCyEeOlMnpyfz0k6n8+TU4qdV17J3osvpubgQWK9vc9anF0qlTjQ8yDTDju8KTKP885dwQXnreBd77iYxqjHwQO7TtlVVkopjKP/+SzF+gURYkGDouMxvy1EKueSyrm01frZ15tGaQOtQSuPYd9DGHYR1/MoWcOgYfSASWYsz0D/IY4c3s/w4ACe657U+1dKTdlNYHIDb/HKJeFIVBw4cADPK7fr9/v9TJs27WV+RUKIE2lsbGT+/Pkc6e8nW1ND39KldDzyyLMu7R+fGIHBUVaXavDP6gBDoZWHz0txSbpA6cChyjHgVDYZlJRSLJoWZmlnhGzBZWZTCONoF+0Y08mlys0oXSODaRUJ+CwiTidHfuGn9Ten8c4rruSNl63miovP5LQjB+h57FHck6wVamlpqdRoFotFDh069OK9YfFnJ+FIAOXh9sHBwcrfg8EgSik8z0NrfcpeTQrxWmWaJqtWraKzs5O+/n76Tj+dwNjYCZf2a61J9vUTycXoO2sRj2XzbHhsC9lsGmPjHiID47QWS6+4QuJyzybFtIYAFyypIxayecu57ZzWspgDDydwHUW0uAAfcQCGH4myfGMzS2fMIhyNYBgGgYCfRfEoa0dHGN713EfPJo+NrutiWRbW0Q2BtdaynP8VTmqOREWpVOIHP/gBAwMD/PCHP+TKK69kxowZ1NXVMWvWLJqammhra6O5uZloNEpjYyM+nw/LsggEApXHkY1qhfjzMAyDs88+G8dxONjdTWLlSjo2bCDZ2Ylb9TuptWb0SDeLDx1meecM/OetgGiIoSd2suHmX3NeroihNdi+U6rm6PlQSmEePfSEAxbaHyM7tJadv3qK8xavwG3Q5LIZxh/ewhm2H2dGx9M9BJSCaJh2n03t4S4Ks2fjP9oaoVgs4rpuZTVvPp9ndHSUfD5PPp/HdV1s26ZYLHLRRRexbt064vE4uVwOrbUcD1+hJBwJoHzwtG2bt771rViWxf33388vf/lLdu3aNeXrDMOohKFIJEIkEiEej9PW1kZtbS0tLS20tLQQi8Xo6OigpqaGUChEQ0MDtm1jmiZ+v3/KY8rBQ4iTZ1kWa9euZffu3TzxyCM0Ac1bt9KzYkXl5F8qlTB3bOfMgB+3sxXXtjCVomE0xfSeEfajabBtUo0txKxXx2lBKUVTQwfxfD2Pb+wj4B8iOTLKilQWFQmjw8HKqI/Wmqx2MQpFotksX7rxRiZyOdLpNMPDw0ybNo03vOENhEIhZsyYwdKlS2ltbSUUChGJRPD5fGSzWb7//e9z7bXXkkql+O53v/tyfwTiBXh1/BaIF8x1XYaHh9m0aRPhcJj9+/cf9+s8z6NYLFIsFpmYmKjcvnHjxilfp5TCNE1s2+bCCy/k4osvplAokEwmiUajlX9rbGwkEAjQ2NhIPB7H7/dTV1eH3++vfE31YwohjqWUYu7cuQQCATb197Nq40aG5s2jGI0CkE2nmVEqYcYiOAtmkvM8go6Lmc4yze/nd6NJtjXGaFiw8BXze/bMqa9SqYTWunJsmjzejI2NkU6nGRgYID0+jhfw82AuS7YwTncqxcFDR/A8j33b91BMZSi6Hv3pNNWPPn/+fK699topo2qTzz/5nMVikf3797N161YGBwdJpVJ/jo9BvESUlmISQTn0bNu2jd7eXsbHx9m6dSsDAwMcOHCAZDLJ8PAwqVSKXC5HqVR6XkWb3/jGN/jIRz6C1hrHcdBaUygUphzAJtsI9PX14TgOrusyPj4+JUg1NDQQDAZJJBLU19cTDAYxTZPa2loMw8AwDEzTrMz7C/Fao7VmZGCA8X/4B6zmZg6sXw9KMTE2RsuD93NGZyuld1yKtkzcYonAT+8i393Pj4Jhpq9chf0i7FD/YryHydEcz/PwPI9UKoXjOJRKJSYmJshmsxSLRUZHR/H5fAA4jlM5LoRCIXbt2sXXv/71ymNNMpXCfZ6nvUWLFvHzn/8cx3Ho6+sjmUySTCYZHx/HcRwKhQLhcBjP85gxYwbRaJTTTjuNGTNmvOyfpzg5chYRQHm6bMmSJSxZUu63ctVVV1XCjOu6pFIpUqkUyWSS7u5uxsbGOHToEKOjo4yOjnL48GHS6TRjY2OMjY2Rz+cr93UchyNHjhCPx/H5fBiGQSQSIXr0qvZ4tNaVEFYoFBgbG6NQKHDzzTfzxS9+Edu2K+GopqYGv99PNBqltraW+vp64vE4gUCA6dOnE4lEiMVilRV4Pp8Pv9+Pz+cjFothGEZlI85Xar2FEFAeQapraqL4gQ8Q+dKXCC9ZQqahgVAkwr5AkIXN9ZiWiVIKSylUscSeYonaxafhe8Z09ws1GWwmQ046na6MPBcKBYaGhnAch2w2W+7ZlExi2zbt7e1MTExUmipGo1FKpRIzZswgGAzS2NhIa2sr4XCYQCBATU0NlmVVLowmw8jPfvYz/uM//uOYEabjBaPJcoHJ40JNTQ3xeJxoNEp7ezuNjY3cd999ldvmzJlDJBIhkUgQDAYrzy9B6NVDwpE4IaUUtm1j2zaBQICGhvImmGeccQYwdVi7VCrhui6FQoHR0dHKAW/Xrl389Kc/xTRNSqUSxWKRdDpNXV1dpYi7vb2dYDBILBajvr6+Us/k9/srB6x4PI7WmomJCUql8oqayT4i1avsTmRyZMnnKxecBoNBVqxYwetf/3o8zyOZTBKJRLAsi3A4TD6fZ/r06ViWVXktzc3NmKaJz+cjGAxWVvRNTiHKgVGcCpRSNK9ciXPhhUx76CF2veEN2EoRWrqMP+ZGWJXOEg4H0akM+4eSbG1po725+biPVb1aVWtNLperjOB4nsfQ0BClUqkyqjwwMECxWCSTyTA+Pl4Z5SmVSoyPj1cudiYvmp65Evad73wnn/rUpzAMA9u2j9m+6Hi/Y5MhzPO8yvPl83lSqRS2baOUIhAIkEgkCIfDNDQ00NjYSE1NDR0dHZU/T58+nWg0SiAQoK6urhJ4ZGr/tUnCkThp1QeKyaHtyWmvSY2Njezdu5ePfOQjldsmD46lUomhoaHKyNChQ4fYsWMHqVSKQqFQCVPxeLxyoDpw4ACmaVam9Z7rrPDkwdNxHABSqRSzZ8/mYx/7GFBekTL5767rMjQ0hOu6lWZuPT09dHd3k8/nGRsbo1gs4jgOgUCAkZERAoEAw8PD1NTUEAwGmT17Nn6/n3A4XC4MbWqq7No9WZgO5X5SwaOrYqobAD7fhoBCTI7QTDLe/GZqN26k4957sTIZNq9Zw7gR4b9vvYt4NEgunSNtB/BbFqmdOyurq/r7+wkGgxSO7tPmOA7xeBzTNHFdtzK9HQ6HaW1t5dFHH+WLX/zii/IeHMepBBrP8xgfH6+sFCsWi/T29lIoFMjlcvT09FAqlcjn82SzWXxHpwTr6+sJhUJs2bKFz3zmM1x66aVEIhEaGhqwLKtywTdJfsfE8Ug4Ei+pjo4OPvKRj0w5AFUv+68OUpOqA89kSCqVSgwODnLWWWfxyU9+koMHD+I4DslkkpGREfr6+iodvgcHBxkbGyOXy1XqFSZHtoDKCaSpqYlkMonf76+8Jr/fj1LquK/reK9vsn7qpptu4lOf+tSUr6uepgsEApWr4GAwWDk4T672AwiFQoTDYWKxGHPmzKG9vZ10Oo1lWcTjcTKZDKZpMnPmTFzXRSlFJBIBygf41tbWKaFrUjgcnlKH9cwAJv48qoPLM3/G8/l85WtKpRJKqcpIzGRQmJiYqAT4AwcOVPoRjY2NVYqRu7q6yOVyQPkCYPHICBdozQ+GhnjoRz/CoxxALr30Ui677DJqm8v1PZ2dnfh8PsLhMKZp0tjYWOnbY1lW5eJnUvXPzcn086meyvb5fJVR28OHD/P//t//w+/3Y9s26XS6so3R5M/6tGnTqK2tZe7cudTV1VXCTvVrVEoxbdo0NmzYwNKlS5/36xNCwpF4Vp7ncdddd3HmmWdSV1dXub16OPzZTrLBYJDp06c/r+d8ZpCaDC7VGzuuXbt2ymup/v98Pl/pTeK6Ln19faTT6UqY2rNnD47jEI1GufHGGwEqB+lkMklbW1vl3ycPspNTcdFolEQigWVZGIZBMBjE7/cfd9POydEqYEpjverNfY/nLW95Cx/72McwDKNyP611ZZRNKUU2m61MS0wW0R88eJBsNksulyMSiTA6Osru3bvZvHlz5Wp88rUDtLa2VkLgZE3WM4XD4cr3b3JqcvI92bZdGQ2r/vyhfCKr/n5Vm6zveLk4jnPcBQVa68q00PFGJDOZTGXksZrrulPCyjNN1tj19/czPj5Oc3NzJRDV1NRUpqCnT5+Oz+cjl8uRSCQqAamlpYVEIsE3v/lN7rjjjsprfS7uBb4OPPOrm5qaePvb337C+z1zumvyd2pyZHVwcJBisUg2m2VgYIBAIEA4HK58bxOJBC0tLZVp6FmzZlFXV1eZkp43bx6BQADbtolGozQ3N1cuJvx+f+VnsTrIP19Lly5l1qxZz/t+J/o8TvZ1iFcmCUfiuCanlJ544gn+5m/+hl//+teVcFQsFvnFL37Bbbfdht/v5/Wvfz1vfetbCQaDlboEwzCmnGxfyoPKMw+goVBoykm7sbHxuPd7ZqjyPI9sNluZ8isUCpWTZfWIlOM4GIZBT08PoVCIQqFAd3c3nZ2dlVqoySnB6hV6z9XkCeOZ9Rb19fXP/UM5+r6eeOIJzj777JPuelwdfKdNm8Y3vvGNyve1uu7L8zwOHjxYGQGZLJiffB2ToxtQHtUyDIP/+q//Ymxs7KReVzXbtlm3bt2U73m1UCjE9OnTK+9jcqXT5GuZHLnTWjM+Ps6XvvQljhw5cszjTI7OHM/xwpZSiu985zu84Q1vqIxqKKUIhUKV723178WzXWRorWlpaTmpTvXHu0dvby9btmypTEuZpklXV1dlpNU0TY4cOUIikahMg3ueVxmpgfLvVTQa5XWvex0XXnghnZ2dmKZZ+d0Ph8NT3tefO1g88zjwTNWf5eRr8zyPffv2EY/HaWxsRCmF4zh85zvfIRqN8s53vvMlf93i1CDhSBzXk08+yd/8zd+wZ8+eShEjlA8ov/jFL7jhhhu4/vrrsSyLf/u3f6Onp4dPfOITTExM8La3vY3x8XFaWlqora3lrLPO4oMf/CCmaVIoFCrLXk3TpLu7m2w2y9y5cysHqOMdtF4KzwxVhmEcs4t2R0fHce9bXaQ6ufS4ejXOxMQEo6OjlEolMpkMWmtSqRTd3d1orclkMpVgkc/nOXToEOl0ulLU/sUvfpFwOMzQ0BDhcJiOjg6y2SyGYRCPxykUCti2TWdnZ+XEPFnfZBgGjY2NGIZBMpl8QZ9R9QiCz+djzZo1lTDxTOedd95zftwjR47w6U9/+jkV0/8p0WiU6667js7OzuP++/M5OWezWb7zne9UQt4LobUmHo9XfneqTRY1T37d5IhUoVBgZGSkcnsmk0Epheu6HDx4cMqoyuRIi1KKaDRaeZ7JhRSTS9pnzpxZCWOTix0CgQB9fX1YlkWpVCIajTJt2jSam5srK7ZM0yQSiUwJcq+EqdjJn1nP86YslJjsR1QoFAiFQpRKJT7zmc9w3nnncfnll6OUYnh4mMsvv5yVK1dy8803Y1kWuVyOr3zlK3z0ox99md+Z+HOScCSOa/78+Xz/+9/n1ltv5Wc/+1nlatHzPG677TauueaaysHCdV1+8IMfcN1117F371727t3LP/zDPzAwMMDo6CjDw8Nordm7dy+f+9zn0FrT2dnJpz/9aX70ox9x2223cd999xEKhfA8j//8z/9k586d/Pu//3tlNOrIkSMkk0nmz58/pZjy5fLMk8TkqrpJbW1tz/mxJsPV5J8nTdaZTN5WKBQqf64uTM1kMpRKJXw+Hz09PUxMTBCLxcjn89xxxx288Y1vrJwMtdak0+nKyEmxWKycjCdls9njjoTYts2dd95ZmRKLRqNT3md1P5lnbilTbTL0TdbGvFBa60pR7nMxOjpaef/PNFmrNmny+/zMUbzJadjj8fl8+Hw+tNb85Cc/Ydu2bTQ0NOA4DhMTE5WtJYaHh2lvbycQCFS+Z5ZlkUqlaG5upra2lkKhUJla/vjHP85nP/tZmo+uLJt8XUqpypRvterXfqoHmhM53nTW5Ajfjh07GBsbY+nSpbS0tKCUQmvNAw88wDe/+U3GxsZ405vexHvf+158Ph/d3d189rOfZXBwkMWLF3PDDTfQ39/Pf/3Xf3HxxRdj2za9vb0MDQ3xxz/+kYMHD3LaaacxMTFBKpXitNNOe7k+BvEykHAkjiscDjN79mza2toqB20onxS+/OUvE4/HK1e0Y2NjlSvMzZs3s2jRIt773vdO2YQR4MYbb+Tqq69m/fr1/N3f/R1btmxhxowZ9Pf3k0qlCIVCJJNJvv71rzM4OMj111/P7NmzAfjiF7/IE08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unpack_xyshift(xshift)\n", + " yshift_value, yshift_unit = unpack_xyshift(yshift)\n", + "\n", + " # we are working in cm\n", + " if xshift_unit == \"c\":\n", + " xshift_value = xshift_value\n", + " elif xshift_unit == \"i\":\n", + " xshift_value = xshift_value * 2.54\n", + " elif xshift_unit == \"p\":\n", + " xshift_value = (xshift_value * 72) * 2.54\n", + " else:\n", + " raise Exception(\"invalid xshift input (must be either c, i or p)\") \n", + " \n", + " # similarly for y\n", + " if yshift_unit == \"c\":\n", + " yshift_value = yshift_value\n", + " elif yshift_unit == \"i\":\n", + " yshift_value = yshift_value * 2.54\n", + " elif yshift_unit == \"p\":\n", + " yshift_value = (yshift_value * 72) * 2.54\n", + " else:\n", + " raise Exception(\"invalid yshift input (must be either c, i or p)\") \n", + " \n", + " # determine image dimension\n", + " img = Image.open(png_path)\n", + " width, height = img.size # canvas (width,height) tuple in pixels\n", + " DPI_horz, DPI_vert = img.info.get('dpi')\n", + "\n", + " assert DPI_horz == DPI_vert # is this != even possible??\n", + "\n", + "\n", + " ################################################\n", + " ########## plots ##########\n", + " fig = plt.figure(figsize=(width/DPI_horz, height/DPI_vert))\n", + " ax1 = plt.subplot(111)\n", + "\n", + " '''\n", + " code above doesnt \"work' in the sense that its unnecessary\n", + " as figure size != subplot axis size --> what to do with multiple subplots eg timeseries\n", + " edit: subplot axis is currently set to image pixel size so ok now\n", + " '''\n", + "\n", + " # plotting pygmt png image in bottom layer\n", + " img = mpimg.imread(png_path)\n", + "\n", + " plt.imshow(img, origin='upper')\n", + " # SOMEHOW MATPLOTLIB MIRRORS MY IMAGE WHEN I SET (0,0) AS BOTTOM LEFT (origin='lower')\n", + " # i fix this later directly at pos_to_lonlat (by reversing input limit)\n", + "\n", + " \n", + " def pos_to_lonlat(x, y, xshift_value, yshift_value):\n", + " # xyshift input in inches\n", + " x=(x/DPI_horz) * 2.54 # convert pixel to cm\n", + " x = x - xshift_value\n", + "\n", + " y=(y/DPI_vert) * 2.54 # cm\n", + " height_cm = (height/DPI_vert) * 2.54\n", + " y = height_cm - y - yshift_value\n", + " \n", + " x=[x] # must be list w one value or np array\n", + " y=[y]\n", + " \n", + " ### lon lat conversion using mapproject ###\n", + " with Session() as ses:\n", + " # with ses.virtualfile_in(data=data) as fin:\n", + " with ses.virtualfile_from_vectors(x, y) as fin:\n", + " args = [f'{fin}', f'-R{region_str}', f'-J{projection}', '-I'] # -V\n", + " with GMTTempFile() as fout:\n", + " ses.call_module(module=\"mapproject\", args=' '.join(args)+ \" ->\" + fout.name)\n", + " out = fout.read().strip()\n", + "\n", + " lon, lat = [float(i) for i in out.split(' ')]\n", + " \n", + " return lon, lat\n", + "\n", + "\n", + " pos = [] # in format [[None, None], [x, y], [x, y], ...]\n", + " lonlat = []\n", + "\n", + " def onclick(event):\n", + " pos.append([event.xdata, event.ydata])\n", + "\n", + " lon, lat = pos_to_lonlat(pos[-1][0], pos[-1][1],\\\n", + " xshift_value, yshift_value)\n", + " # pos[-1] represents last click (list with x, y)\n", + " # this is x y input in pixels --> need to convert to in inches (gmt input)\n", + " lonlat.append([lon, lat]) # converts x y to lon lat and appends\n", + "\n", + " ax1.set_title(f'Click {len(pos)}: {lon}, {lat}')\n", + "\n", + " \n", + " cid=fig.canvas.mpl_connect('button_press_event', onclick)\n", + "\n", + " plt.axis('off')\n", + " plt.show()\n", + "\n", + " return\n", + "\n", + "region=[-136, -118.5, 38.5, 53.1]\n", + "projection=\"B-127.25/45.8/43.19/47.86/11c\"\n", + "\n", + "%matplotlib widget\n", + "interactive_pygmt_test(\"cascadia.png\", region, projection, \"2c\", \"5c\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "interactivepygmt", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + 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file mode 100644 index 0000000..f547e2e --- /dev/null +++ b/demo_conical/gmt.history @@ -0,0 +1,7 @@ +# GMT 6 Session common arguments shelf +BEGIN GMT 6.5.0 +J M +JM M72.0/37.5/8i +Jm m0.5c +R 66/78/34/41 +END diff --git a/dev/frame_merge.ipynb b/dev/frame_merge.ipynb index cddedcb..5c615c9 100644 --- a/dev/frame_merge.ipynb +++ b/dev/frame_merge.ipynb @@ -260,7 +260,7 @@ } ], "source": [ - "## CURRENTLY ACTIVE TEST\n", + "##### THIS WORKS #####\n", "\n", "from pygmt.clib import Session\n", "from pygmt.helpers import GMTTempFile\n",