Definitions
Elements
Molecules
Compounds
Mystery
100

A(n) _________ is the smallest unit of a chemical element. 

What is an atom?

100

What is the symbol for the element shown in the picture below? 


What is carbon?

100

Two hydrogen atoms and one oxygen molecule make up one molecule of this.

What is one molecule of water?

100

The chemical formula for table salt.

What is NaCl?

100

Where can you generally find metals on the periodic table?

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

What are the red elements?

200

A _________ is a pure substance that is made entirely from one type of ___________. 

a) compound, element

b) molecule, atom

c) element, atom

d) compound, atom

What is an element and atom? (Answer Choice C) element, atom)

200

H is the chemical symbol for this element.

What is hydrogen?

200

The number of sodium atom in table salt. Hint: the symbol for table salt is NaCl

What is 1 sodium atom?

200

The chemical symbol for water.

What is H2O?

200

Give an example of a nonmetal.

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8TVv/7rvw5GIrUQLGIL2RUSdPd8v13J5o8f//jH9fnPf77+6Z/+aSBCyfKlii/O/vzP/3zbJKgYdF0TE//4j/84k8B0bbrlllvq5S9/+UwS1HxFv49//OP1wQ9+cCBEXVvG5fWvf/1wnXzJS16yZ/He/ZuTXYMRjAjR3/3d3911QnHct+srbD/84Q8Ph405hPLb3/72gQj1BRcdP/vZz9anP/3p+vKXvzzMDa7Br371q4c5/21ve9uu6wybn/70p3XbbbfV3/zN3wyxILH0xSj//fEf//Gg71ZJUPErzuAgPtiHCHUPQPaf/umf1lvf+taBEA0J2pGTfRAIAscZAd8HnTqFBMV32fBTmxWL+ZCW36iq/2+y0O8Xk0bIyz+tqtdMZG30hdN/VtVtVXVnVd03af+CqnpFVf3+gSBBEaCrq1VLfhXobwDe3Qz4N91s9wNHY7sfrKofTNhuq0GpjQEXMJu9JFV9RCq2+3sTeb4dFigI0sffxG1X07QLAkHg8CIgMbACB3lpGxerJiQJVulYRdFk17hOr4CQhFnF84Mf/OBxJCjCURJkpeleFQmqZAcZg4T8yle+Mmzvete7hsRaYrIXBV5NGlrx2CSoFS+Ow/SwFdhK+CTcbEKCd1yIFSS5lS+9AnBW0ic51E6iSIY4E4f+R6KRt+xvPQ8bzodJXz6zCgpRZLwhsxRj3wpy5ONeFLEplsxn4kox1sQk/aZX7+2FTuljMQSM/4ceemi4BrXvxJVrB59ut4xjwvXJvDMdB657YoYOs4p5mm733nvvEFfIdnLHxcr+vZrTzY+NV4+5L33pS8O87CmDfnJjrN9ufYYNP43HHJ855r6hrw3wagz5gU99IeELCvcGe3Et5HfXLrp6+sX/rk++qPXFJB1b3+3g5V6oY6RJUP7oL4Sm4247faRNEAgCQeAoIHDucfitvu/SSlDXXitA752QoPgsxVOKjveT05PDM3fqWfTjiSEcmeIpEE9a/3ry/9HeHQISlKM90v7zqnp4Qnx6lIvDOXkzErTbI0I5G6lqiTBiFZO+WfujHQCxLggEgRpWK0pC3LRPrwSVEHisTfIi6ZLcjEsnYwgGpJgEgIzxzb7EwopSycdeFH1LRiTSX/jCF+oTn/jEsELVSlDk3M0333xBArubenXSBZcmQT2aS8cxTrupwzJl8zkiQUywaUyC8jXCyWrQ3/7t3x7iZR4Jqq64k5BKmK2+8T9cUg4XAsY/YsN4szr49ttvHwhQq+Le+MY37pkxxpN5Shz1XOYRVEQEguowjrc9A2+fO2oyzRzZvjOXuHbsZE7o64EYJVc/5p5xcd0yD5mrzW/TX8D0Fzba22aRoH2NnJY97mdZn+lIB1/y+cLBmPvUpz41zLeucXTZq8LeJmTbb/3Fg3m9Cz8YgwjB8ZxPV4ToXoxNffC//swRcLQaVZz1/cm071v/RfbipF/rII479vhKDOsvJQgEgSAQBKpMh1Y5bn1adP2WT+KyPF2HI1M83ez4ItyWLzxdJ7XvJyC9KrK5tonII7w74CTobiLP9GNs/m5CG9lB4AghILlxM29zc49QQIp26WSs67jZ3+8bfckGQveTn/xkfeQjH6lvfvObQ+K633o1Zkd5L7G0IhjhbDWS96xt9dHCo4zPUbWNzxGgHkG36hrJMf2FyX7ZbtwjavaCnNovG9PvfASQWlYcIrrmFdcvhCJCzvXDnDUmw1wHrbhE8jm/F4TdPF0dF8vG2Fe/+tVhzNkjcs23KfMR8IVcvx7DKwPgyM/ua6xWd2+zUZzMl5wzQSAIBIEgsBUEXJK9lWzJr7pcUAX3A3iw5b5nc8HOD0S1Q8IC+uYQq72sbxD7xbO9PxC+iBJBIAgcIAQkBjYJH/JTkmgFh/c2jguCAfHlvATSagpJhCRxu6Sjdr1aZ0xcSGBsVm6ME9TWp8kOq00kiMhPyaEVqr3Kw0oNq1OQtb0CRII8/Z5A+tv0P97ri32tS3+epU/rtd29vhuHxlM/+rbXd9uw3T6W1Y4+NviKEz+a5N2rftAEtmPifFl9zouTxgZO7Z+N+hTjjbN62iBBOiZg3+d97tKx2P7o49N78m30bd065sbx1Z9bZ3XIni7kwLl1Gusxq/50+/H/ZI3ju3UQV21X6zNu15/pQBdjzI/OeB+nFaHkOG4z3qzCU8htu8gdF3o01uTSTYEZXdrO6XZjGfM+k9vyZtXpvtt+/3fRX2+ti/1+FXbQs3XtPX3oCafetw/n6Qpnsdn48E9v49iY1Uf3o6/NyhjfsazuaxEZm/WxlfP8Z2OjzZzlkfgmQcVo+5i+YrgfmYeZQuduv5W+Z+EKn8bTvj/Pkqt/+rjGGWteP2GPqPX6iT7fY67nGvpO46xf9mljT7e2TV168NF0u1l67faxcQz15+5zUV3Z48sZry5405veNNhNBmLUqnWvyYHXvNI4NVb67Y1O2y1wb5ntE3vHxWHHg72tY3O7/aVdEAgCQWD/EVgmt7WX1rhOWo1Kf3v/29wXuh9y327b/N5oL7We7uuQkKBAXuT9BtPm5f8gEASCwPYQcJMt+XFjLplCcnrHJmJrXNykSxwlZIhFSYJ2nSyM6y76WZ+ITI+s9eOJEg2Jisfs5v3CqnbqI22t2JHYShYd7+J/tkh0yCfT+8A8Ljsu2kgqyesNoaMgyLTrDcHH5mUX5ARM9e8zTCVA+u3E1q9uH4SVlvzTfqcrEtQj/694xSsGAnQ3VijNipOO2/YR38BsXhG/Yg2RD2eFHd5n6leelel+HBvHIx9slJTyoVjkv27XMSemOr56T3eJuv5nraaUHNO3Y4ONkvd542IwYs4f9vNX920v7tmkb1iQT+9ZNqprvFl5ba89vMhtAtTc0O8aNn4RNWJ4Om7hQx67jFP/K3TosUYv+iy70LkxoIO+m9ToWKKHcUeXjWJq2bpNyxvr2jr33NT6NV729J5X2GpeFwPkwrc3Pmz5vSdnLNtnsbFZmaWzdt3XrDjfTOai5zsW6dCl5wk+5muxa6Wnax1MxKnSbR1vElQb/qe/tupspWivj8bUdYicaVznxbn6/eoavjNe+E9pnMdjztzg+jbLVz3/kNF6sKvHHL+YV6bH6lbsXVZdGDVu9v7vMQor9m02P7BLHV/OmYP5TiwYN36l3g9x+Tyv6Nf1gu/0TV73PY6vee3nHdeWbP5on/ApG/uaP46Pjcb0vD5yPAgEgSBwkBBYXz/3BdxWr6HLsWEn3Jq2HqeXM9j69ZTutS6evFvU+0WXf6+6HNvPSZl/Z7jMXnYsqxnmrd1oze+WHA60LUvm/N5yJggEgcODgIRA4iMJlDy54UcoIiUkgm7Ku/SNu+O9gsaNukRCkqCNxGqRIgFQ14oymz4leDZJgERDkmIlqh9a6YRFctYJgT4lf96P5ld8rUqj/zg5+drXvjbUlxSSgZzzi+Y33HDDoKYEhD369wNPvQJW0skeRVKoPaKMDD/s4L11yJ2dkCNuBOArIdWvxxs9ZoxAgy9b2Cp568T2mmuuGWyAOb/tV7JKH1jStfX/zne+MzwWD6tlkaD8I1Y6RjpO9CtphGFjwz/6RcbyjeR3uogNKxitpvLLvvDn39e85jX10pe+dPCDmOp3BvKLAmc+53urisRlk6bTfViR7FFxOipixqojBLEY42N2kC3O6M+f5F577bWD7CZEmvyArXbGR2PvHaz0oUsTorOIy9aPLO27f5+Rq8YhHeHHd+wUZz5PY+gR4s985jPD5jF4cdo3tMYRbP/t3/5tIMX1+8IXvrDe8IY3DDKRDfDWJwJK/zCCtc/8SX9Y91iji41f6bLTeNe/cd3jXb/8wA5xpsC3seAXPvG//hchABvvne7FPp+JfXh1vNB1PDfRjZ7iQOzbmzN6nqSHuNdGbHpnMhIQqfPiF794iDtzrPPic4yJOmT1uBJz6pr3Z8190/jyLaz1x//9o1kwZcduFPHYMdny6atv+tFFYW+TgWK97RGHxoT5t2PCfKIOX4jfRQrs9AVPY8684rNj5PObjWy69bxlLI+LMXfnnXfW5z73ufriF7849N/20d+q0H/5l38ZXkuhnXnMfMZndGazsdn904FfxBY9mhQUQ+aB8ZijC+z2sriui3VxQ09zhE28iGNzgLkXdj03wI6u45ins/psvOeee4ZfqeeTvucR+2KbrJ5vnddGf3zNbz32xIJ6cO05ga7qL1rIb/tcf/hCX3zBl2S5rvMbX9jMxbPG9KJ9pl4QCAJB4CAgcPaspyk2/xJ1d3Rtbm0r0rVBenoH6fcn7xL96eTdonJdv5nhR3efXFVeTWPz+coD+ej9ISFBt+KgReu6SJ8nMxZtlXpBIAgcbQR6dY6bbImYG3/JksRBsicR79IJriTO5n+EgdWiEhSJyyIJgQROgqkvyR0yRSLnh41sEg3JiXdMPu95zxt+3AiJdP311w8Ji2RVIkNHCcptt91Wf/3Xfz3oM92/pJF8yZHkRYIoiUKC0kNCYsWPOnSRmPjf1km6hERbhBNbtf2d3/mdgTiWsNBlO6UTIokeshYx592aEq9OUhEHnexJ9GBgYweddkoKbUdvbSSOfMJfMJPASdbh6F1rL3/5y7eNS+vU/pEg3n333fXlL395iBP98I8YEoNwELv8Axt9W/nDN+J77B/xgSxHGiDzxJDkH/GB5OID561s7XikjwTbD5AgMm+88cZ62cteNsQo2WP56nolwwc+8IFCXLJBzLz97W8f+hGPbPFLxWKeHfpHLr361a8eNiS9mFOQVh2b/Rgs0oRM77jTRv0mAYZGU3/EGT3EFd3gSC77JOBwhF1vyAEY+vVkX46MbWTThz70oUEO/cfzA1nmBfHQcfm2t71t0BW25grjjR6+uEBMsB8WyDe+0Be/IRmMf3bSx5ijn3G8XSISBogM8xssEdUdv/Rocgvx0FiYf+Dc8TTGYgrmpf5LV3jAm/879umJHEJqKWKBrj1Xik/jsknKjk1xzzd+UdxcyQf6uPXWW+umm24afI2QGWNiftbO/NMx8frXv37wLYz00fLpMgtfOBtLdDavG0Pi1aat2NyLYvzyJf+LIePdZ/MWMpTubUOToPbsp6c5RkwaKx0nG+lNnrEBZxjwHxyMGXO7fjvG7KfnLX02tmLgP/7jP34zZsZjzjWKPsZPr2h897vfPZCDbDbmxJG4ueuuu4YvKcS8MdcxT1eYiKEec64v4p5u/Na6bGTzTs/Rwya2YQU3Gz17Y7t7A/Ndxz3sxCWy0Hw1nh/UF/fm+r/6q78arhdsIUPsi0f22RT+Fg/85Aeo9N9zJd+bm4wv2Bhr9HUNWqR0XfqY++g0vg6YPxU+Q+7yhS/GekzTse99FukvdYJAEAgCBwuBfnR8eznTzm3ZSr/uCcztvjT9TlV9xh15VX23qn44OY4A9cq436qqF1fV9ZMN3ejLzINFOx4sbeZ606N8VBUsi3/DOFdcTgSBIBAE5iAgIXBjLSmQEEikrOaSAEsAXvWqVw0JoIRXQiERQHJIEtzUI58QJm7qJWTjBGRWlxIyN/uSbUQIUoYsSaFkzkYfiRB5zknc6SYxk+zYS/C6SFwkIrMSasfo7by+bf6nu8RcsiXB7ARRv2yUCEmSFfK1U19CaoORJEpiLUHeTiFTcox8hQVb9dGJDp8oiKMmayRNSBGkkNU+fpWdzySxe1ma/OYHeiIOkZXsQZ4h5xyXNG6nwEay2ASgGGC7+OAfW/uRnxA4/KKOuq973euG2OUfJCOMxDq/N8nBx+QofND+EN9NLuhPUVc7ses8IkP/iBFE1Lg4rj55PiPdrOIiE0586bOY17/YtHcMmYHYR4KKO3giyJEpvmSgD3vVpwtCWLsm5psIoY/YpzMCQZx/+tOfHuxsgr1l6d8GQ/gZ98Yncsx4k4y3jT2OyPUZnuPS+DqnqOdY+4g9yAU/YsZO480GC/YqcFO/x6cvBuDS8b6dFaGw0I8YsWocGW3uaTvMWz3e9G18wxYWNn2/9a1vHfyKmzgAACAASURBVPwtnna7iBH90pWeYq7nJvjQW+m5yXyNrOFnBM3v/d7vDQTytK58wTdsFJvkmm+MGf5nd/tDP+078awun4gfXwT4ssP4hx18xaP2fEsevR0Tn2SpR2/HxBm8ydXfbhfzozFlfCDKXK/MV/bmK+MYcc9ex40ZdsLXFxQ28zyMFylix1hvLIxfcsU5m/lAHcdgRq5x8cY3vnGINSuo+4uQvobxV4+rsQ7tI+eV9q12xjhfuL5YAWwuMq92LHUbc6OYEwN0obuxYvzzNT83UTjue1mf6WFOE7/mCPrqnw8c741NrodwbIJZnNFd3Lvu+IKu7w/G8S4G9cNW8QAn5xV758S3/hGUjVf7zXl4imFzl+u1WKJHj8eN8KCzdp/61KcGX7vn4Itu2/MPG9Uz3/MD+xChxrS4QACnBIEgEAQOGwInT3qlyGqdOPH4+8a9saO5tUWJUE+B/aCqPlVVX6yq/6wqq0DlBPIG92D2nmj50YQo/VJVvbyqXllVnjZ85uRR+UX73F0k9jZL3LYtwOKsBs035R7LvHdy/FxiPlv8j6vKDeW5G+TzdchqeeeP5lMQCAJBQBKMWJDouSF3Y+/mXGIhAZB0SIA6UZGY2BQrSK2SkuiSM69IMtzck9uEjNV4yA1tkayS0E781JeoSQT0K+GgDz0kOXSVVGsjeZDsSzLoqq1NYYuNbuqoq41kUqJrVR6iAdFEN+foAg91ydE/uc7TV/IqKbNaA8lnVRRdtlL0z24Jl2QLQYUccNyqK0k5PfhD4iXRksBqQxc2Wfni/Ea4b0WnrdRlNwLcKjH+QMJI3JAb/MtfVvFtlQSFd8eJBFDCiKQmU4LK/3CxtWxEBYzowD/aNZHDL4gPJF7jBGO42RAS2iNb6Y/oIUs/6rNNsgxz55EE6pDJdnqIE/1IrhXyxvK1IUP88rE+tbeJM8k5/4p1NtCdTDho4xyZ5LOZLmKXXDHROiBz6NyxKG7Jgt1HP/rRIc7EO7nqadckFkzUNa75DvGoH7KMCfFmDxe60Vt7dmmrIBa6rnoK/HxWD67I1dtvv33YG0P00Ma4Zx//sxUm5h5YG290I5+N3c/QwYJ/2Axfdn3sYx8biCF2IraQCjY2qQdXmOtfG3o6Z1yyZ5pYXFCFharpH56IMUQQrIwpOoiX9jVhsBJncKWn/+kNO6vkfFExrSv54sKmnvFi3vS5t/Y53/BbE5Xw0p+2/XiueFSfz8SucSTWxJn67Sv1fO56sBV7/tf/bhd986HY5UPjx3huspNdYhyG5li2wFSBpbnWeO+4nqcv38GMz1xXxBpMHIOnPugh1vmC7eY1MY7sUg8m6ujLZnzwpTHiuFhQR+nx47h6irqNNZyRoMhYGzu1EUfqtR504WfzE9lw0ZbfrEY0129m+9D5Nv+wSew2+ehLI3ObOQhm9O17A7rCyZxgb440ZmFJR0ShPTv5U31+6dhls889b1FZPToYD67Fxh1dug4dxCtc9WleMg70Q0/HyNiowBbpzg+uaz7D1/2DL5qMVTLUE5vuN/p6YIz5Iti4Cwm6Eco5FwSCwEFFYGXFvadXkixLQ/eeVtDLR1F8G9F8Hmn3CPtmiwtxbupY7XlnVf17VX2hqu6fKG1hh2ut94ir68vHn1TVfROiFA9HJ4tY3AcjQpdm8I6A2widHQnevcb9qJCluP9/VVmBcOF7zs73z8lfnjir2wJ/qwz4eYn5FASCwNFFQELQyZkbbImfG3M3/5IMiYGEwc25vWM2CbOkXEIpSUQ8bVQ6yZKwSAw/+9nPDom+427+JQFu7hGLnaRISCQbkmnJAF30pU8JkYQWuWWVhCTIaj6rR8YJCdLEylF19SOZs4JJwodoQEJKvtjLfnog7yQ87HNckkMXundSIkmUtEqOO+mi96IFcUEmsgABK+HkB6TMO9/5znrzm9886NvJoVVC6kkGJU10hMN+FcmgOGE/nWEhmWcHAsBKO4k5f26liDO+4ccPf/jDQyKKRIAD29mNAO+VWzAXj5JGBBcCgw5iAcZ0oKc9fKcL/+qTL7RDdIgZ/ehP4XcxiKigm+RUAotcaPslyTCZLhJl9Y0XupFLd7GmX30aO4hKusDQ2NA3UgO2VnmKd2PFefqIXfUlzFYMkmvFVvuFHvqktxhDtPusjfgx1rQhFz4wFNt0MQeQy4fGUo83OrP3lltuGdrAky7sUpAq9PWqCONUMfbEANyMZT7iW0SL4+rRxdikO7zU7dVobEBusNeGpDU2jeetFP3pXyyxka3wR/BYfWdjG3vpyHZ9IWHYJCb4ZFYMbUWPzerqjy/oIIbFNT3pwF/0RbwgRejKDj4wh/GbjZ/Fp3HiC6pxIUsMwEM8ac9/ZPID+fzNVnqQCy9xyhc9zviC73p8kymG+xHixld8kQs/cQc/48Gcag4Vz2ze7WKeEF9i1LxuvMKAjfQRc+JKPfHmGL2MQXFvXjCHaLtR0dZcwndIULHuuqmt6w4inQ7kmtPEWOPLD+KOXvrkA3OFuLQSWdG/6wC9FXaIDSsg4ax4VQe/0J+/XON6vjDO1BNL7Q/60cWYoy/Z/vdZHIkn+u/m9QYOMEOgI0DFm2Kcm0Os6OcfRdyzC84287zxIp7F6O///u8Punb9odEmf7QVk3yB/LSHC7z5q7+YFAf65yvXA+MDXuoaWxsVY8JcTXbfc/CFpzk8VcJOcoxnq0TtjQ++NH7mXcM26jPngkAQCAJHFwGrMj83IR29i3OjxSh3V9W3Jqs3N0LEQkNyv1JV/1FVX5+8E1T+cE1VPb+q5DUehVfXteq/J6tBEaGeFkGiekIQYepx+Y302kiX5Z67MENZrvxdkobMxHJ/esI8b/TrU1aM9rsKmgSlluR88QR9lwyJ2CAQBA4gAhI/SbAESUJlk1hIKOwliG7w3fx3guR/BKS6btIlYxuVJmwkVpIcRJmEURJghYNEQKLjf/roS10EDj0kA4hOCYQ6iBbJicTMO7rUV0dyhEiR1CiSvZtvvnnQsxNZCSYSgc4+IwokqBJ2siQ8nfBKSCXr+tWHZI18JJGknx70k9xvliCP8dGGDIkUnf2vT4QU++gg+YWb5IytdOQniSG9/a9Ptux1aVKB7+mAcEEywcqGIORXpEqvUFpER9jyo4QcGSi5hRP7EQIe0ZYs8mvLlZBK1OEiyRRbZIgBpAy/9qrVaR3GpBA7EAjeV4jY5gsFwSspRQwgFiSqfKIfMekYwmJWoYP6Yq0Je49t0qcTb1iKAfLFgU1d/hePCA6EBWxgjMyBsX6bXGQ/4gBO9Ba3iBx40B+ZQa7zYtYXB96l14SXuggFMYgoZJtEXRHnxqa6xruxql+4w9leQTqIXa8iIF8Rp8ad0rFtvLENBmJE7KhnDLHRvKAuexAH/oczm40XMaefrRR4GLtwQhTCQmEvPZAMbBQP7BQz7Vu+0J96m81zW9FpVl3928SyeKe3/+FuThAP4l7MNGFirJknWl/28Z9xMl1afu/5Ee58IO49/sxf4tm4Mw71I1bVNf/DUazoj37mRfEjxsyTxoY2ZPCv+PXKFPjpS8yIY2QT3/IFvy+rwEY/9l3MkXDjW/60GUfGnPhlA521YaNjbGs/iE/1bbMKPNUXsz3mjBv2GRd8B9/+QsM87px4NCYRm7AW7zAkA16uyTb40ZFuCE17xTgRG/2aGMfoaoywh83k6L8JUHHOL9rByTxCF7IaB/+zxZjTn/jYjSJu6SlexQO7xRc/iH9zBQLYXGWs8qP64o9eTVi6T/G/OHVddN3RfqPSPqMDDMx39EA+sl2Bo7kBvq4J5mEYGRv65nNY9XyyUX/a0Nv40IauMOcv+pqX6cQv4lS/9Oh5lw/EY0oQCAJB4HAi4Jq8zHwF5/XVqrL60v36+Wv+hfjg0azY3OzHe50nD/npMXifyXU98Zj7jROC03v7PXVN5j1V9dkJGevJFo/RW5B4XVW5Fz4Y7wedffdyIVIH8IjHciQaHLGRk30TiYFGAGz8reQBNDIqBYEgsE8ISJbc4LuZRzBJKNzsSwYlGJ3s+ixhkDwhBqwG0s7N/Ealk3RykSwSHTLc2CNNrH6UZEjUJECd6EjIEUT+7+RbouSYJAdZoR0Cy+OjkkuJbRd1JFFWeEomJFE2fSAUkBoSQvJ9liBKSNgDE0mJxAVpI8m3UkeRxCBp6QQz9emwaJH00xN5AFMJURe6wN4xCTTZkh/Ekj6QC3T1WVLOlv0qMOUjCRvfIjgkeVYfWZkoWVdn0cJ2BAlSgJ/JY5/EkP1/8Ad/MJAJEnt+5B/485E6/C+ZdUwCiUiFHRIBjs7PKurwvfeuWRXYhLO65GrL34gfstmFIOC/9tUsuX3MGEGCvOUtbxlIeXHepAkbEVligiwFpnT2HkqrgumnX6SJZJpdxpT68BaHyC9JO7zhSFfkLRydEzNsedOb3jTogVhwTCGbPQgZcYcIQHqRoU/n+Jjexhyyhp/4uQuMJPRtp+N8JEaNdZv/Ec18Q1djl05IKX6GAV2ML2SQsWEO8j876WK8brWwSZ9kjAk3PoCVsWhvvPUqOf87bx5gm3PzSLCt6jOvPvn6QhzCEumrwAj+YlSBldhHtJkPxLwxo7DFXCUmFiliy7ufrfAVb2LA3CLG+QhmPusDdnxBNjzhyl/+16e4EZMwIwfh/4d/+IcDIcseRTuy2KCtOHNNWVYZx1zLdAxO4te1gF1wbmKXzvzNnr7maSvW1ae7OvP8zxfaG8vGHEITbuYbfb3hDW8YNtciZB582c6/xjosfIaDMSf29YsENJ75iA/E/3gOY5O5Bc6IOoWtxhr59LUy0lxizLqOiW/XRXL1y672gzpsgAFdfEYMkr8bRd/mULHrEXH9w5JdbH/ve987zCfmCf5ilwIj8w/9+dC1hxxfmpGF9OU7WM8r+mkS1jiHLTls9z/sjDnzpbFBJj8YA8aYz+Jcv8YEebZ5xVwmJuirX0W8kecYH5hj3FcZO3zmnD7g4Zy4SQkCQSAIHE4Elv1UMsISAelp6c3yoObGzudaszFEYn7P1/+TTTtfuiNAb6mqW90ZTIhN870vzPxYkjndSlOPwiNnfaYX7s68vf8U5P5rMBvxBY4KHO8gwKBvxKJzriRqfCH2mRNt4+MLdJsqQSAIHAsEJE5usCVGCCAJmQQIuSTBRTy42UcESWIViblNUqZtkxyzAHMzT45NwuD/7k+C2WSMZEDpJEQSI5mRAEkwJGb0kARJCulLDh1mJah0ck4SYetCluRRgiFJlYxoL/lQT5IiKZGktd4Sny7qO8eOzZKfbjPe65dt9LdnE3ns8k4ydiKIJa2NsTZsgQUd+Wy/C53YgFATKxJJONlLSBHKyGY+2ihBZAfMtRV7ZIkFbfQh/hAI9vAQLxJg58mGE/yQK/2KA/EBV3EsueZv+M0q/I5YlYCKh3HCiaTotvq0iQ3jgL703sw2MYzAMraagGnd4cfGsT/Vl/ir332LTyQOXdmsPhnIF7Y3aecY/djuywKkaY8ndrUMsdsxzQZjha36btnqiMket/qmq7pwGBf/O+78eKypI2b1277iW3UQCfb6YYPj7TdjgN4Km+jomP1WC3vgDMseO8awWEO+6FNs9RcrxqQYs8Gs55dpm7eqx2b1+RhWTYT4kome+ocVPGDF13wsrsUhXLqoY46F52aFv9hqnCLd+L/xcc7cbFNH4Qf9N1FIN3og2ekBR/5RXzsyEUnkskvxmZ3iG2mKeBKjyyp0hAHduvB/z+/GedtpjMBQ//TjX2PGPEIOcp4NYhqBNc//+oI3eeauHnP6FUOwMK7U4yv+gxOdzAfOka1P54w5mLYPjRvb9LjTZt6YEzNiHv7mTDHBRr5xTj/kmwN6zPHleMzx9XbHXGO/0V5/jbd5Wl/ir1evIl97TMIKnopx7DOiUHvzk7mDPHJcf8QXv8F0Vmns2Kvfvk7AxLmeq6yoNg7FAtz4kFzzub49bSBeNpuX4G4OZB+f6VdMIc3Z4t7KuFfHWB/PP9rQh14pQSAIBIHDiYBr8rl7uuXobz5E7dnOfUE2X677oenfy5lVW573/Qm52U+oyBs8Au9HUF2DyOnrCpus9LRK34ZE1ZenNdzX2Ht0fuOnJWdpsuxjh5QE5WTgcQAidKNvAjmmf73KTfHYSedvCJcNbOQFgSBwuBFwcy3JcPPtht8Nt0QXSSDBkDBJ7Nyo26svsZLcSQi0tc27Sde+kxVJhkRCXW0lBJKwcVuJiwRMYuM82YpjkjlJIv3I2U7RF1ub/JKQ2CRRdCHb5rOEysqcJn/1Rz9JjzbbKZJRCapkT0InEYULnPpHEyREEjmPyaknWYY33WHSSfF2+l9WG36BoVU7Vgt6rxtSQ8xYgYjIZR/SYbPCt1bLIBHECnwlh2JEIm+FodhsQoY8WMABlkgsfetznNQ3Eeq4BHNWQXTB1nn2wLeLZFSsdAw6Lmkmd1GCgEyEpj587kJ3saC/TvCdU8eKLfX1r6hDT/V7rIlDMQgrm/FgM26MU0k2LLq9ds47JtbHY87/ZIxtJxsZgygSo+KzZag7j2AYOhz94UMbu/SvLeyagGk8YWqcGXPGn/66dDv7zcrYLnVha/yIHzrARp/mN/1Z7SY+rPaCO18Zc+MvINrWadmb6bKV87C3wQrpAv8mqmDBD+Y//mODeDcnw6oLfNQ1njYrcBFfcGGv2Oo4RLzACkHncxc60YHvYCLWxAjf+ax/csSuOcw2bu8c++CNYPT/MsusOOGzHj89H+m3iS/XE/OK2O7rFBzMW2LB2DCW5hU48BMMzIM95vRLjg025rbGlyxy4al0XBsbfGvra+V4TM7TYfq4ucVmztCHTX/0oJ+9uNGPMYCQ5sdZY65jf7qPnf4vhuDFD3QRs+LNl1pIRl+uiR3xMi4dX8arucKj6fCzscG45guy5uneMQEXWPCvjQ58JBaMf3o0eUkHvtC/uDZX6IN+5pN5fWnnGsWurs+34g4GSFRPmbjO6c++5x8+bPKVXrs5/4wxzucgEASCwDIROHt2vc6edb1rbmqn0vFh7undU7tGbPQlkcU7SEmrR+d9kU4v7wO1EvTBkXKIT/dA7qk8YTPux/2o4/bIUrkDG/uX492bPXUka/8+HkISFNAAvb6qfn/kbMdmrQLyboLbJi90tQy3E3T1bSlBIAgEgQsRcGPtpl8i6Mbf3g23ZFeSJGlqgkKSJjGRTLqxlwCME7sLpdeQWEl2mtxSR7JhFYQEyA8iTCc6EhqJkYRGsqBI0CQN/qdPJ46z+lzkmEQEYdeJbyefkpImkPTjuGPLKogHSY5VJogN5J9ElD5sZicb2e5RaYQIUgEp2pskzLH9LuJGLEgIrfqUUHocVHLq1QcSWUnjRgkiG8SDeIOHRLbJAbEpHiWP+ppVJKbq2PSlnv4aT75rYmJW+yYjtRWH40STbPLGx2bJ2OiY9q3XRvX63Kz6nZhvRoiwG47iB5bsdkyMIfv+9m//tv793//9gjHbJAmipokQx/iiY5SPtluMVSSMsaQPMo0x/9OVj3xWx3j0v89bLfwEozFOPhtviHIkgxg1H3XMmdPgpE+Et1hDfvVKZntEIUJpTOhtVbdF69OriRlYNLHGhz7Djo/NGeZP+G23iCs2GQPbKXCjk3nSeONneIt3G9ljX3QfxhlyZ7NrR9dfxl5f7ORfBCfs+hrX1zL2sIOvzbviYbPrjHHS1yXznjhWxC+S+oMf/OAga/oap52xpo26/qcjv9rIFAvb9Q155JIljproo5/P4t31Rh0+VEfc7VXRFx3oh0Skr1gZz+WzYod+864L7GEH7Mibd93hU+Oer9UVCzCBd8eJ6zRdzMfThS/Ftv08Hcdtxtdv9rq264t+Pb/ae4ezWHR9twrW9b7JUceNqZQgEASCwGFDwPfXHuRZ4HvsBU2zMhM39pLJKk33MLixMffVhOUdVfX5yS+4n3ua8fGdIDF96e71kx5lH9dxf+VHku4a/Th583OIU/fFVo8iT5GfTYK6D/BjSX4hfv/LhVex/ddpEw0aZO8juHnyy1RYb6bMIkE5QKLupawdCGSMt026zOkgEASOHQISCjf+bvrdfEsQJaiSFDfskqbeqyuJdFPvplyCoO1GRbKh/Zi4lIQgIMmWSMySoY5Exl4yItnQv6TN5vhWC3k2uvSKRe+z844xCbGEiE729FbXftyXxMX/8xKszXRirwTbKk/9kCMpkojBnG10kZSxl19gbrWOhFni6B2ZNuf4ar8Kn4gDpJH3PbJB4k937yykM0KB/zbCS0LIbtgjIuDeBV6Sv3nJpthRBw4IA//rC8EAR0QenOcVcrXXdjrh7bFhv91Cn9ZrERldf9pexzfTg90IBYSZzWdFsm8MIqbZOq/wQxN9sOAHfoFl+2SrmGhPF+Sn2LCy2tijD187h7xoAsIY2Mn4ot8YJ7hZCWrlmB924gsxqW996ReRKGZhzm7zINLYuDRObYh+ZOgifpiH70bHe64xvmFlXjLezU30bB+Kafj439Z+2Uj2vHNsYe903M+rP328x6y9eVIhE8azxpPzfNM4j/00LXs7/5M3zz+Oi31f2liVB196mx+sejXHiEXYur75QhAJCvuNyniuMX91fXHlf8SWfufZamz1HN5jjl+1b9+2XRvpMT6nvfgWO1YMi2VzM1vFDztdA8mHC53ZYdurYm4y5ujCVkVcmH9s4mdegYc6rn/jedI8b17hV7bNs8dx58Us/GFlc4y8jhV+Gctvffipz6m7WXG9R2aaf/TtekhPvtA/X9jYpT+rT31xY770RaL5ESHqCxn9LdLnZjrlfBAIAkFgrxBY/qXFY+gvm/BjeDJ5UHNfrmO4sr5vd31BSHrP+pjgbOvVd//icXYLCu27yB28exTH1gsKye3P2iFQba5Z7q+dc9zK0vNPNLXE/dgfQhK0YQKodw34gYl+rLAd23XsBUSD38c5VjLJGXt3c9O9Zx8EgsDhQcCNuSQfAeCmXZLSK8okK27SJR6Sw04Q5yV201ZLLmxdtJN0Sj7JnJVoqCth6E0bycFGJE7Ln7eXbEm6/Eq9zTu9EB2SjNZHAuxRTftOxKyek7S0TtPE6Lz+5h3XF9KQPVaE+kEHybKEFQkiOYK/ZNZnSR0dJbN+GMeP+NDNyjbJ0n6V9iNSwa8fw9LqVfr6jHRjq0fmkQvzinN8w14bn++kaC/eJJhw7CR7JzIPQ1t2i022jzE0viTtSB3EwbyiTW/amAfUHyfdjiMBFh37yBfE52233TbEBmKPX8hBRiLREfrmFF/AGAtf+MIXhnGARNpKGdvf7ejeXzqYbxCaXtegH+PJuLIhQcQe3cRuE/ld79Zbbx3GKxy3Sxq2TrP24pQOXonxyU9+cnivLrIYsWOO5Durw5Ai7OFn+JjHrKrfj2Lc7nQuXKbefG1eHMdry+czcxEMrQq+++67B91d4xwX57DW3vxv8+VTz/stZyt7Me66Sv68mBGzPTeqL77UH4+vrYw58sSFL6E+/OEPD49aI9PMgWSyyXXHOEAI+2z1vvc42+/E3q1g09diY64L/eA0y39dp/cwsY1xItO1xxgWl4sUeJkv1fd5kdJ9L6IneeYdBKYf9/NljDnFBnPEtHsrsUdvW39BbB5Shy/NP6715oJF+13EltQJAkEgCOw2At4yZVH9DtYTTKmI8ER8emc5bqxJz57DxzwZfswj7Zt9YaWt68Y4V+l+yBgvOGn52ti6jeM2P6C0WX9TJu3iv4eYBAUm9THM878ZPb9CtB3TaLaD+v/sg0AQCAIXIiDxQjBKsCViEimERa+U9LiWczaJkxv7cQJyocRzR9ywIzskmV1fEiEpkNBbRbgRMTOWqx7izzvlJEtbJbeQDFbHIBI//vGPD7ZJOiSGVlrQBxFs5VgTDUjTaZKBTW3LWL9FP9Md4QNziSgCyEoRKyc9migRlZzbmqShB0LUOcmQZIqO+02C8qVYsFKODfZWstFTooe8QSiPk91pnMgQe+T0KpkmBiSo/Nz/T7d1vOs0+cc3MIYv39ofh8JuOEqUjRWfxbf/xdjNN988kDuIns3iV4xrhzQSY+YEBVHQ20aY8oW+zR+IvTvuuGMgWcQx0txYEyvGvy9ezCliRel3FG4kf9656bHZmCBb2S0ejHHziLkACYGo9eUD3ayKQ4CaK4y3jjux7ZfUewX8vP63e9w4R3b4YgYJ6rFetsBG3+Yn857/jRP6wckXJ/tV4GluF2d07bjocThPL5g2rvPqbOe4/sm1ny7iwDxj3oUhvV3j4Mfn/jffKuZ/8zL72DVdyDK/2NvUM8eYu8SQuHfMuDHmjCHy1d2oON/XRnOm8ae0XRu1da7nQXEhjrwvE4lmLhY7/UoIBK8x6PphzNEVEWc87FXRp747fpqEtDffwxAWtlml64zjqOd7uPHPvMKnLVs9Otj4rgu58+LYcXqO++52s/bdh7lOjPQXrV4hY64x/9iLR+PanMRnCF1fjuiHzxw3T8IuJQgEgSBwWBA4e3al1tdnz+Xbt8G1ufmx+fP9OTLywnuCC/s1r7oHHZOdFiDeUFXP2eKj7b9VVS+cLGC8sKe9PrIROnutS/oLAkEgCBw4BJAckgcJtgTBTbli1ZQVU5JyBIJN8iRpcIO+WZEAqK9dJ5SO+XXX97znPUOSKOFctEgUybGXJGylSDKsdkGCImUkUggRqzHf9a531dvf/vYhSWYb+ZITRHCTM/rSN/3blq3033XJhjfyAC6S5Ne97nVDkiMRRzhLZOHem//pj5jhC35BJB2EIm4k/IgliR1Cp1ex8D3CdiNfSeokh8gHSR5CShKs2HciOMtWCSKC1dZkaeMLW8m+/XEo7EYEiFfjmF/ghxCVRL/vfe8bxluP8UUwIbPHm/pNAMwimsby+EKsImFuv/32gRCXxNPPyuA/+qM/Kr8AjeDTV0er5AAAIABJREFUh00R5/TbTqJPRpMbLa91MmbFAWx8AfPqV7/6N18qIO0RkMaVVVhWohp3YhY5hCjz5YTxR3/bsgtsrE70IylWUMMXaXXTTTfVLbfcMviN7vpmG5z4Alb7VcSV8W0P3x5/vZ+lF7sWjaFZ7Tc6Zi7YjJyCl+sNnc1R5lHzvPnHvGtORnTDet4cP74G+Gwu1x4W4sWY4yfzoTh/zWteM8xt8+RN28S/6tqb1+Bl22zMsR2hyybXN19Csc2YMAe/973vHcac+Ge/44q49yTCdsbctO6L/q9/czNS2jxlrLHRXO+zDYat41guHJy3elKbLuP5nk/m4Q1Xttr4m9/oQWYXcufFEv/yy6IkKJl0YTObkPBW4tIf2dnXeyS0ecbTFPxIH3Oo+cmmnvb7OeYbn+yDQBAIAosisLa2UqurJ+vs2Y2/CFxU3tbquUbYNiNCfenotxbGXwb6/x1V9caqevnoEfvNNGBnb5vV3f3zIUF3H+P0EASCwCFHQHLQqxLdcLtJRwYg5iQMCEOrt9yIL1okGdq58ZcoK5IYqy4kjJIe/08nYBINdZyTCHXSYk/P7RR2fPnLXx4Sw07UOxmjHwJOQtaJlzqIDwnPMss0cdf2tS6SOaQiQhEhIkmDBV0UfkHWjJO2Zeq3VVn0hxsyF7kkmUNk9uoiRFiT6rNkd3v4s1XCCCMxwE4JoMR9VpGoIl35VsIPk044JbYSbYTGcSjsRsbA0darm2AplsUNfMRXj0W49Hl4G4/OGWfjsTDGz5jcrBgzEnxEExJR/NIPOYGE4s/xqkp+1Lfk335MbmzWV5+nl3a21tGebPazr8+bw+BgfoKZ8SZeewWWeO02VmeJMTaQtRtFf3feeedAdPCHQkfxa06GFV17bmIHf7JpvwoyxtxunJm7EDYwgxMcEbvq0FtpHxuniDd+XnZpv8+Ta0xYiWeuco3jWzrT33XFuHEtYNMi1xl1xLQ5xpc4/ChW+JB9YkpMG1Piv0uPOeNEPRipw7+2cV1tNrNLHbGgb4+/+7KPPxRj2Zhz7W4CWF+tA/3E0m7F9qDE1B9+EDs9F8GR/mIGhuKHLzp2ujkd6YssdF0YX5tdO6y27LEyz389J8BA/8aXmBCXfGHTv/iA17hoy6euS+J8kfEnvuhtzNr7n13GBt+Yf/RvtbdrPN/TRf+tT68QNU+lBIEgEAQOFwLuaRYhInfLqo3uWV2Xrf70Y0vPnrwDtPXwPlF5ly/I5K+zck/vDXet9aWiOv3k9sFZsR8StP2ZfRAIAkFggoAkweamuxMGCYEVLMg3RBYCQzLlpl1CbkUZcmS63TxQu5222klgJF+SHQSJZEICOl55I1mQaDgvYZCsSJokDRId9ZsM6H5b//6fDAmK9jbnybSyU0LhvEK2JIRunRhKrOgoEaKDZGdZRVIDA6QdPXxGdrBf0sdGtkqo6aDQg45dJFLILHZJyuzp3NiyFT6wJ4tdu1nEj76QB97viMyxGklCLlm1IklC1/ZM60JXGLBZMthxwi6JroTeSia26Kd93XHCp4hXfcCAvRJhCeNek6Ct27SNe/G/vsUJAgeWYgom4sUYRjzZ4AjvHkPGiViUgBuXvbKNHDL8ry75tvF8wS4xyBf81aSAONenOKeD4xJ+vuFfcU5O10fCiPMeF318q7jRo+PMnk7kikV9GCfwQMCID3MJzHw2ptTzODod6dekBX1sLZMssp1XOoZhxc6txoF+zbX80IVM+pFJF33Tv23iyya6us1e7vnQmDdmkUnwg5F51rXDmEQ2iiF4GJtizHi1qb/M0vE5jX0f1xc8zbP871UNCDcY8neThWKBPdrB3TaWKd5tinP8Y74x15iv2N5jzvXD/2Sau9RX+JGvxaYxRy9j0h5e5PW8PdZ/aLzBmBOXxpvY0EfbQMe+FvQ1gz9c25p0FFfjMrZzfHwZn9nZsSOO6Cp26AJDRK4yxow+7FOH79QRQ8aJzZyH6OW7jcagccQ/6vA739jIhIm5y32J8ei4+YH8HvuuafoW53TuWJjGRX2bmDe+2Ug2nY0Z8cI+WPjfef27XupTbKjbc6u2Pd9M95X/g0AQCAIHFYETJ9bLtj9lsxWZziMsPfrusXfvGEVo0tcXtT+c/PD4gxOytPMp593/3Ts57zgy1ftD+3d8HDv/5ef+2H+Omt2vvtNvEAgCQeBAIuDG3k24RMBekSBKXN2ES4okA4o6zkk01NXWsU7Uhkoz/jjfN/wSCkmDpFMS0UmfZMKjn5ISCYX/rUD1SJ/Pjunbe808Woik9X8XfdjGiarkTjIowZA4SALJkXDpp4t6kh/JE/3UVxz3WOxHP/rRgQjt+jvdS/4RhEhmyRQs4INc9oicPV0lT5Iij71KCiV/XSTJ9LVvHyEKPUoraZJoI4vVef3rX/84rFrGbuzpY4Wfx535zw/iSOS8U5Uf6cau6cIf/CIG4AN3CZ+E0GPKzvMLglUMiD++RiLAxzsnvf9OrMJMsk8HrzmQaIrlWf1O67HT/40JcdhEx07lbbU9TIwpY4MfYGODJVIERsaA2O7VhcaGBJ2vxBC8xZ/4sRIZ+WyFEmIB7jbjfmyjGOQrBKaYhgE/9ByhvkTeRhd1+Jhs/nHcWNW3R8LFwDjet4pD1xdv4s88YszRzzH6ev2Ed3z2yjht4GAFlk3/9GosYAoT9iOtyERw9fwkxsSnGEawjeeY1mejPYyQzvZd+Akm5lykGF3oDiv4feITnxjmhq6/1/uOtSaUkT3whR8/wgsmzsMNGcgeccgfy/Dx2GbxD/dxbDo2HpMw7C9I6AdPOtvoyQdinW3dlk/EchdziXFjry9zEx+JZ8QvG53np09/+tODHO3FmjgRV2Ko50hjT3/0Mv+bt6yoNycqPa/Qpwu9XTtgDVd19KmY/9jgvHGormuIx6yNf/+3fq7Drht0Ub9L26j+bhSYwszrMNhLN+SmOZw+/PSGN7xh+AFB+MIZbuYGeHmnt+sKnZ2Hbb87F8aLFHGhLb+7rnhKxDUFPuZCcuhhzuKbJvh9SeKaw78bkaCwN4a9foeu5iL6aiNWzD/6FoeKOdR8Qq56fMSv/KmOOZu+KUEgCASBw4TAysrWflBzubYhIZGR56+fs+V7Yuz5VeXX5l17rfB8qKruHJGf11aVpwPcD/gS13vEv1hVn5+QnZ6SfPrkl+tfPyFDkaL7W5q23V8t9qV3Tt9/FnpfTE+nQSAIbIiAxKITrE4cEVnIQDfdEko35RI0CQEiQJLYiaY23W5eR+pKUCR3iCnJpht8SaBkRiIikUPWqCvpkkxbheHHHRATEjJJirZIhk729C25lvBJUiQZEg8FQSHZtu8kRxKFdGlChxxJigRQwkl+J1BNDEnWJUb6UZ9+9Oltq0mixB8hJemTaJENH8Sz4x7nkyCSyxZ1PE5OT/bCix8QwXxFJz5Sz6/Yk8enfOidi/0r9PP8s8zj4gShy0eSPPZI6JBenXjP6o9dkju2I94kxeqLCXHCB2RLkBG7fIEQ4KMmTXvFMkxg6Z2zZLWvJbJHvTRpYywgLuFnjIkJMYJ4F1MwbRLUmOj4MQ7gKPHnRzir1+MNfvxkbrA3Xp2TvPMzYo58Y0kdMvjDvus5Ty+/Fi8uxCkdECD6RiDx1bjPrfhNLDVZZIzqzxxgvIkV40h/5iB90q2JBTghSn0p0iQo/c0ZCBuxxGbzFVIDaYKAMlabwDQ22aTeVgrMzJGwYQOZ9LEqzHgW6/xiXBgHxjsCiz3mBDbtdaGPWDMXGfP8CVM6iTt2iDV4qAsrMcYm9diiDj/tVukxAUOliS86mXcdF2vwQzY5xhf0VZzXpmNqODh5Ny4fOc7X/G6+afv4i//MXQriq2XrCy7iTLxr06Sgc+KtMSHf3EcncWpMktVj7nOf+9wQy3QXo+K5CbMm/dkn9pF3rq09psWx43TocdH+YBsd7Ldaum3bMKs9O4wncYPwhQcdXIPFNZ3NA2KGbfwAmyaZzWXmHMetKPUFIvzN/XAy7ucVmLZf+dn9AT3gzm9w06969BTXxjeZ8PMFiPHHB2O8pvtjPzuMVzFvfnOP4hj58Kcv2QrbxYzrPT34mX78Kl75ViykBIEgEASCwLIR8AUTktMj8ddNVoBafPLdyUpRT0o4juRsEtRvZ9xdVXdNlEGevmDyaL1XFW39+rlsq8g7piQoApSjFmHAdwP2yAwCQeCwISDhkNC58ZbgSkzceDtmQwpIChct6rp5R8pYfeXmHikhwZFc+B+ZIMmTUEigJBtICuSMRFkyQhfnJDj0cUzyibSUSCDQyOvVRUgK/TjvB4Te+c53Dp8lO5JAdupD/5IZiYrVHZIesumgb5tCjvp0kMT0Of9vpUh2bZIdfdpLACV3iBq2sauTK/jTkV2wpIeECKEME4lWE6sSQ5hJ8MiUXEms9qrQj3+syJGU0kdCydcbJcT005ZfEKBvetObBvwlufxgb9Ubn47jRJLIdompeopE1gobsYaI5c+9KpJ0sbGZrbutD4zgaDzwgdhqklHMWaUnzhobOIpDWBoL4rNtEG982qSemIOx2HK84xORIsG38s1YhL8fGjOPWJWqnvEjFtSlRxM78GhiR7+O9xjbClbGrTiy9fzAFoVtVsMZHwpdxJPzxotiTNOvV2wZ2+xH8iFa6AUHYwp5hOCyV4+dVqnDr7EbhC74B3FlnvIDNfRnP13Njfqw8s2cIMboaK/QnS/3cpy3SfSEj3HGn4ienqsQWWKuMeYP2Iiz1p89ylbn0O5/ek8OHzY2zndMtI8d40NzqDimv1jgMzHtOD/3dWC6j3n/I/SMOUQXEkuMs98YZDNSWKz1ODJfjcec4/BoTPnUZ7aQLb6QqHBmI5319YEPfGCYN11j3/rWtw7XOfOoLw2RrOyCC6LVPGpVIj0cM+bEjc/6I7frz7Nz0eP0Hvthuh1/0MP1WDzAybhzzbY3XyAKP/axjw2+gA09jWO4sZ9v3Y+4Ft56663DF19NbPf1YLpf/zfO9vRAghp74ljfrp3GHmx8FiPISGMSZuo4BzM60IVu04X/1NHWefizUyFfjDjfMdHyXc9sfMH3vhwxp7r/gllKEAgCQeAwIbC+fu7eeNY8uft29GPrF87Rj+/bF0x+COlFVfVKL62ZvOvTatCvTMhQJKd6+DVPXqjjvE3xhOJvT3g39RbPlScCdmV3MLTY1DSOWvaLYzdb/rupUqkQBILAMUJA8iexkEi56ZaISNAlKxIMN+2Sh0VLJ6HkIUYkWvpoYqaTCslGF/JtvQpCvzfeeOOwSVw7+eiEkW5W/ll56CLbhItESAIjuUXGsUdyeMMNNwxJjCSkSTpJh3ZkSzRskiMEjhUbZCMjJGz6oLeEjD1bKWyxYsWvPrMPWSAhkki1bJjZJGj6goXkHIYIxptvvnnwhwTJeckSPSRmiAbtfGa/83tVWmcJO5/QVcKIfNpMD20lg9ryjwQaycZHYhDecEKysNfWcSKemtRAgFoBK6EVt7DYy7KZnXuhS8cuHMQoIg0JY4yJj/FYa316vCE5jRH4wdJn8vhHcb4f2eUL8SvW9COJF3PGpbEEezGA1Naen/TNl8admHfMODDnSPSNVV9QeK8s2eKaXPKND23JX6Soh9BCyHdfZDaRRAdx1D6jIxzse7xZSe2xXPFsbmCTNvTo8aY93eg6lreIjl2nSVCYi3MxD19668f8BCs6GPf04wf2ILvYQg/jhi6IIn7bzQInY7bnVDrwHxKwY0K8wZQv7OGHVOZjsWDTbhmF/e3LlkdH27jQhZ7mYnrAlN/M9zA170y3Gbef9RnW5i7+Y7PPVguyjz/Mg+PYaL3gh8DULyJOe+OAr9WBmdiwAv6Vr3zlML7IhS+5rk1iUez13Kiu8/rsMec8XYwjfdrEkS8QxZIx6Es4JGSPZfLZYk/OVsosX4zbt/2uyeaat7zlLQPuvqBxraWrvtkBNwUWirbwpbcvV3354P6A/6bnBm3NH/TRrkt/tjdHwP+Nb3zjUEdd/ZvDYGg8wkv/NnMgjMWQer644IPpQhexZQ70WhrFPIwMhakxrX3HLF3It4dLf3k8fi0APVKCQBAIAocJAWlIz3N7r7ccaJE8yH2lR9dfMnkXqNeqfLWqvjchQ70uxtbXEXvXJDmG1fwIVI/T31RVL53IWuxedbcxORhazLVyDKhKAOUwavvsfNeZK2TiDG1cJMftFycsNpKec0EgCBxuBNxgS0LdnLuZ9rlvutsyyQ7iEOHmJtz/Eg7Enb1kT5suY5nktsw+33sJA3KLbKuqPJoneZAESDIk7S6S5EkcJKeSNAmzFTaSJAkiORI2RX/qWQkiYUFSSkaQbsgYhACZ9pIpyS0yA4k4Tmro0PX1T0cJFn31KzlEykiIJFT6JRNBIblUOoFxrjfH4eGcTYFhJ9n6sDIH0YcU7oSTDerTUV0EkaQLIUN3hC9cFHaP+x77Zqiwwz9kd8wQxbbN+pDAIY/FDMLJiqhxIaNxGR/3WYLpPYKdaH7kIx8ZHrPmI7bCCObwhw3/wwfRhWRH/CETEAfTJBC92xY6KP53vP0zrc/Y/ra9Y2e6DTnq9DaWPy3X/9utr/+x/tN6GLPGrsdMxZsvDuBh5aKVSMgS8S6WFfLgaMwjRRAKknbxZqyOS5OgxqL45w9EDN8gHPilSQdyjU1j1nH20oEvm9wwPo1nBAbfISP4k47kqqeOfmz0bnvJa3/SsXF3vP9HcBjHTSp4ZN9Y7jmHvB7D4sWmf5jR57Wvfe2wwbHnnY6Jjp0macY4bfUz/xgvCBL6NAkMK3giTfRPN3MY/MW7FaJNlLIFVk2wjOfKxopP+AJWrf88XbVpTNXpuGt8HSNDjNDNefEBD0SWcc9nCjlizHl6m/vM/0ghsbOIPoOgDf7wS/uGPKVt7JjpY/AWE/DUv4LMNc9OzxuLyGS76xWi0tizkS/e+VQ8d/zqq33JR+oh4OBibjcOW39Y09V8Lxb5lr6wdc1skk+M9LhTVxvn2U8H1y5x0r4nv8ec+dI113njoseD61CPO3Jm4UuOjZ5jjMex03W63gD25I/xCW9zljhCTCNC6axv419csxPG9NQG+QkrBKG535gYx2X30TqN9WGL0vboHxau9T6zG9HsfoLf4KFu35cgbRGb5gT1esVt29d96scGX3HPz2w0to0PPmGj/hQY2MQkHNhn7nLNNy/rPyUIBIEgcLwQaKLRNf3cdf3c3vFFuDF1zPnT7ZtfazT9b7MS1IrOZ3i2rKo+WVXfryoLddzP9Ku1cG0eofdOZwToy6vqhqp6w+SxeSTqIvp1/7u3b9R2r4cdSQa6i9uLq+odE5CtCAXwq6rqKpfHTXrgiBdOWGqMtOTGKgDtveNgs/abiM/pIBAEDj0CbqytmnAzbvWNRBTBOL657mROkiHZkhRIqiToTYqOkw1J45vf/OaBsHBcImkly3SRDJCF5GiSEdkiyZckSgokG2RIDOkqyXDzT6bkQZIp0RgX9emFOJN82EteJIDkSSgRchIleiHO2CLR8L+VVAhIq18kiOrDBQlCV23J1W8nzJJ5iRDcOvGR1EqkrPCUIHXCSYbj2nRRF6aO2SOmrPyS2EqM4M4uujYOjSs8+K+L/iW8+tQ3YoE87Xda6MkXyCDkiiQbdnCTiM4qnSzCUdLO7/TtRM//8IUf2zphbFn0Fifwhw/bkAPIVDELH74ibxwn4hAGZIoTcTwu5NJbUglXya1CD7E+yx4JKXniVBLbNrTf7NnThY/4QMzwv6I/PhPz08Vx9Y2Brg9r+JDdhe78zMZbbrll0B0GCjIM1myaLmSIPYSmvsSFcYZcRHbok410M9b0a5yJWVjBcbrAFe58wjfIB6vHyKSDc9oah8Yl3WH7tre9bcDFI7xi3Zh3HK70hx1ZfG/cIjeMNwQIOcbJWJ/2DaLAWDd2HaO/uvBSxBf7YEc/5/hELNnGRJ3+6A8L8aeuvf7Hc6R67DNO6Somd1rgCg9yYYKANo/BFvFl/LGNH9s/dBMHdKArrOjG1i7sN475xOPSdBXH/KIemWybHodix3lYiXEbHPWj/8a3+1HfOOIDOvJxE6F0h6t5wHjquZOdsDZe+JZc57dbGkPXtHe84x3DfAUj84JY7cJ2sSDmEEzGn4Ksoud47lAPRuK9x6QxKmbHMdGy1dGnMQdze7FuG8/t/KQee+ECV/X1D8Npf6jvSw17OLtmGXN0hR1ZCFjt6SWWvI6C7a5xfX0xvpzTL/v1CxsxRFc+MS84Zu4gr0tfD/Qj9nvMqds+FRfq6bfnCLIdM1b5eho3sQUD12h6wZd9PUbhhgTlC32pK1ZsYs3/03jRQ7y6Xr373e8edFWHf+hBljjoAkdyjD/n+prsC1V49HlzJNzoyX7Ysw+ZyS5289H4utAx1GND/3wn7prMJks9ePdcbPzxwfT1oHXOPggEgSBwOBBwn+yebCukoLoWvPgiHrHoXZ39432O4bb60fSNUHhmVb1iQnC61pv33SNZ8Xn++nZeAr7M8ZdNfgTJOz5/XFUWc9i8UglH554b+WnznlAy5b7IU/zb4ra6FLllHV2SzquzhE+Pz5qXIHC5IqgHzOsnoHnHAIAdt9rHL1ZtRmIKBCSogNGmSVTvJhAo51ZOLVfvSAsCQeAwIeDGHQkqeZDEuIGXeI2TEjfvEgXJkc+SvU5U3aCPE0S2k+VxV6SSJEMiIUmYLhIOG0JBHTf22tgkBJI0yQQZ+lFPv+qOE7FZciUdkix7RApZSB7JPhltgwRPvU4+JVASdQmXJEYion63IQ8WncRpZ2WKRFJb+HXCKulyHnkjaUJIIA3pDmMJWRcY6sM5ONO1yWB7mMBK33Bo/fVH/3Hypl9yJF/IOnY0IaX9OBnr/hfd64tsREgnfZ0ESqTnFfZpJ6mV2NG/fUtfuHYiOS2j40Sya0NAIITYJCmGD3z5VmzQC5b2+pxX4MAPfMJPcFLYw5ez7OFbciXzElJtFfbxG3zHvmATUoX/EFeK8TFNgg8n3C5dd91QH5ElXro+neDWRR/6pAMSVP2WTwb7x2O42/GfjZ50oxdCASEj5pCHYlls8lFj6P9Z8siFo/OIGPXZZ7yRqR8xShYbfKY7bLWhA4LKmNPGeT6mf2/ihF5imZ9gThd19UeeOYLe2iBknFPPOZ/5Bl5K11VfezogRuAgnsRVE8riUkw1Fj7Db7qo10QQGQia7qfng+k2m/1vXNj4WP9W0MLU3NQkKDzg6jw86SaOtTMujAnHyKAHX8GE7eIECcpW85xivBhfzk8X8Yew0l6f+lAPJuT7f1z0Sxb8nYcr/e3ho53+7PkNXvQjmy/0xz+27RY+17/5gv1iwpxvbrTvwiYxNR5/ziHyxGPHjmP0omOTmo6JecfGY7Rlw0Hfzok1c1WPOXuxzW568idMxJP/Z8lruc6xAz5jEpQfjC+Yigty6KCPnmd7zPEFHzquPln65wtx4Usrc6F4U6/lkqUOufznixfn4OucWIQduxX16Eo3McT/zrEX5tNzC3+QYXOeLPFMXyShz2SYX8YxxFf60n666JudiG1t6dq66YP+4xj2Wf/0hU3PlcafeyXnXYvbZ/BRRx9kwUwdvnFsLJuONvq6FsBGW3MwG+3px8c9PujA1o1iYtrm/B8EgkAQOIgInDjhvu3CeXpjXZGIrilWYyJBkY/n7pPP8WIIR/fJm5GNSFDv+ERWWjzg3qVXes7KGdw72uRs2j63qh6YrAT9SVX50rtJUOSnexZybOfzvI1tu/Csy9jojS0XVtjBkRNnfRW9xeLC59vA//2/v1Z/+ZdfrTNn3lVra5a6Lrv0u0A5x+Z/6nIsB0s2OW2jAHKB19aPYPQvUqnv5hZBaju/YmV5FtxXV1/93brxxs/UH/7hU+rP/uy9dfXV85Pj5fUbSUEgCGwVATfqTSC56XajLiGZTggkDZJrhJ82Ehj1bOMEUf/k2TrJcF6yIqHYqCA7tLFJ3pFA+lX0R47EwX66z1lytSWTHJvPpn2ybGSxt5OTcX02Iga6vrraqCvJg4WNXPUckwTBo+vRCV6SG3XIJ4/u8G1bxro733rQFw62xlL/rb89WZJRWxcytLFS0qOl73//++tDH/rQQHYjzP7kT/5kSMa7/lb27KCLxB1GjQ//Nkbz5LFLG5jAzv+tO7vg1xjOk+G4dh0j7IRT4wuPaXzmyaL7tB/VZQc9JJtkjYt+9Cm++Z4MRdLNp9o0QeC4ewZkAn21VcSIsUB2x95wYjJ2YNv2dH2y2db19QsH+tNF/bF89cmny6yirQ12HWf29GTLOM70S848WeTTx0YGH8MGTtq0LLja+Fxd+rYf1ddOXf11LLGh/c3OjrnWEd7w9L96HV9iTB/6IlMdRIR604UeHUf07zGtXutODxvdZsnQnq9vv/32+uAHPzi8A5Osv/iLvxhIaiQgm7ZT2DXGim2OKY0p3ehKN/EGK/2r5xicjNGuQx6s6OwzrBT2wYncaX/zlXhrjGGrjjbwJX8WNmPd4QTf7kvbxtYxerOP7mQ7J5aNx+2U7hsmNnbCwPgjk3zFcdsYE8e7Hj3Zq3TMwk59pe2HG/mzSvuRTuyDhY08svWhvT0ZtmkfjOXSl0ztyaMLbDvm2Uaefful6+tXfXvn9NV9t630ZCOZHUf04WfY+ey4vmErNujUcaEeAlYhSx2+1ad6+tVnz7Ub2do2amvTJxna0LexYwe57asxXm07PcSZ9or6dBBnszDXruNIv2zwvz4aY/2TQ0+4wqLrGE/GH9mz9FKP3LGNPjdG+uhNPxvhNLY3n4NAEAgCBxGBtbX1+su//ED9n//zrfrWt95VDz1kwd4iKzhZ497HddcKUK8eO3cvdI4TwzW5z3INPp8TXYiBBQ+2XmCoLpJTWxzbRvdq+sOv6duGX7N3PXG/7Z6CrN7Pvge/UKflPqM6AAAgAElEQVTHH7n88rvrqU/9QP2P//Gy+p//8y3DfZnr1LLK7LuUZUnfsRw36jbfVJ//tnprYpnoBuTCx9e2Jie1g0AQOKoImFQXmVjd4EsIbZuVRetNy+lkZvr4dv+nsyTLtkgZ15e4bFQkNbbNiuTYtmjpBFKis4hf5snVniwJls98YhWSVS07lUueFTBbLfBt3Kxu2W4hp5PC7crQDj4Sdduihe1b8anE2rZoWXTsdJxsVX7rAUObxHwr8dntp/f0sS063tTVt22zeIS5bbNxrM5W/cmOrfp02nb/tz/sERrIH7haiWcu0cd2S/vK/EhmE0vz5C2CAdwXjbXuRxu2bDY3dv3es922mf/UtzpzvEKzZWx3P+7bKrp5hd9sPT/Nq+d4x+0i8/9YztiPm8X8uN28zx1zjS1/blbGeGw2L6m72Tzd8tizUV31thM7bU9jvpO5Cv593bACc9Ey9pv+N4r/HqNbkd8YLqpP6gWBIBAEDjsCZ89aFNIE5laswY3JvTbPv+ZL3Ul7/SM4z32BOr+PnZ3xHZ3vuiff1e1M2IzWrEgJAkEgCASBIHCkELCCxGoZjwxaCWolKmLBajTbMhLwIwVYjAkCO0TA6i+P83tU1jsDkSUewUeCIpsQKSlBIAgEgSAQBIJAEDjuCFigsbZ2bsX7ccdiP+w/4CtB9wOS9BkEgkAQCAKHHQGP73mE0SN/3i3W73nz3kOkjNUwKUEgCCwPAV86eBeovVXS3mHoB1W8J9IKSKv2UoJAEAgCQSAIBIEgcNwR8HCMLbdG+xMJIUH3B/f0GgSCQBAIAruIgJWg3inmm1bFj3b0j0t4ZNEjeylBIAgsDwFjzXsAEZ5+iM2vWfuhJD9mkvG2PJwjKQgEgSAQBIJAEDjcCHg4JiTo/vkwJOj+YZ+eg0AQCAJBYJcQ8I4xj+AiY7xLzbvrvA9vo1/O3SVVIjYIHAsEvI/Rr7dbaY0MtQIUAZpXTxwL98fIIBAEgkAQCAJBIAgcCgRCgh4KN0XJIBAEgkAQ2AoC3j+IfEHCIGesTtvJD0pspe/UDQLHEQFj7FnPetZAgrLfKyeyAvQ4RkJsDgJBIAgEgSAQBDZC4OzZE7W+vrJrP/yzUd85VxUSNFEQBIJAEAgCRxYBJIwVoXkf4ZF1cQw7IAj44gER6lUUSn4I6YA4JmoEgSAQBIJAEAgCBwqBtbWTtbp6spChKXuPQEjQvcc8PQaBIBAEgsAeIYD89Gh8ShAIAruLgLGWLxt2F+NIDwJBIAgEgSAQBA4/Au6XVlbcNx1+Ww6jBSuHUenoHASCQBAIAkEgCASBIBAEgkAQCAJBIAgEgSAQBA4TAtZnnDqVX4ffL5+FBN0v5NNvEAgCQSAIBIEgEASCQBAIAkEgCASBIBAEgsAxQmCtqmznXiF0jAw/EKaGBD0QbogSQSAIBIEgEASCQBAIAkEgCASBIBAEgkAQCAJHG4H1CQl6tK08qNaFBD2onoleQSAIBIEgEASCQBAIAkEgCASBIBAEgkAQCAJBIAgsBYGQoEuBMUKCQBAIAkEgCASBIBAEgkAQCAJBIAgEgSAQBIJAEDioCIQEPaieiV5BIAgEgSAQBIJAEAgCQSAIBIEgEASCQBAIAkEgCCwFgZCgS4ExQoJAEAgCQSAIBIEgEASCQBAIAkEgCASBIBAEgsB8BNbXq9bWqs7md5Hmg7SLZ0KC7iK4ER0EgkAQCAJBIAgEgSAQBIJAEAgCQSAIBIEgEAQggABdXQ0Jul/REBJ0v5BPv0EgCASBIBAEgkAQCAJBIAgEgSAQBIJAEAgCxwaBkydP1qlTp+rEiRPHxuaDZGhI0IPkjegSBIJAEAgCQSAIBIEgEASCQBAIAkEgCASBIHAkEVhZWamTJ1cqHOj+uDck6P7gnl6DQBAIAkEgCASBIBAEgkAQCAJBIAgEgSAQBIJAENgjBEKC7hHQ6SYIBIEgEASCQBAIAkEgCASBIBAEgkAQCAJB4PgisL6+Xmtr6/lhpH0KgZCg+wR8ug0CQSAIBIEgEASCQBAIAkEgCASBIBAEgkAQOD4IrK2t1draap3Nz8Pvi9NDgu4L7Ok0CASBIBAEgkAQCAJBIAgEgSAQBIJAEAgCQeA4IeB9oH4cKT+MtD9eP7Wzbter6kxV/bqqHtmZqCPV+mxVPVpnz/661tZO12OPPVaPPvpIXXzxySNl5TKMMfC9GNivo5kIUoJAEAgCQSAIBIEgEASCQBDYGAGPU545c6bss5poY6xyNggEgSBwUBCwCnR1FYeGS2sezeesTzzvI7isTjA6f3RZn3ZIgv6yqn5QVXdV1a+WpdMRkfNAra7eVw888O26556f1h13PLkuv/yyI2Lb8sy47LLL6sorr6xrr722nvzkJy9PcCQFgSAQBIJAEAgCQSAIBIEjisDDDz9cP/jBD+qhhx6qX/0qedgRdXPMCgJB4Igh4Iure+75Rj300I/qzJkvVtVPquriqjpxxCzdiTnfm+Dy6E6EzG27IxL08nqonlX31GV1pi6ub83t5DieWEUKrz5cl/z03nrk65fW/fXL+uUlgjsFAtbKDt93PO1pdcm119YVl10WEjShEQSCQBAIAkEgCASBIBAEFkDgwQcfrK985Sv1ve99r+67776ZLTxkdcklVU9/etUTn1jl/xPHNM9eW6s6c6bq/vsvr5///Im1vn51VV06E7fje9DKq8eqykKnJ1TVVccXipmWy2DXquoXVXW6qsTQJTNrHt+D556IrXpoMr5glDJGYH39bH3jGw/WQw/9olZXfz4hQC8aV8nnemCyStZ4W37ZEQn6rPp53VRfq5fWN+q6LN99nHcerPX62em1+v69Z+qpD6zUM752Z112XO86HofMuX8sAHeJ/cHzn18/ecUr6gXPe17VC14wo2YOBYEgEASCQBAIAkEgCASBIDBG4Gc/+1l95jOfqTvvvLO++c1vjk/95vPll1c985lV73hH1TXXVF1xxTki9DcVjtGHRx6pevDBqq997QV1++0vrdXV19X6+jOPEQKbmWp5CvLz3qr6flU9q6pelNVpj4MN8ekx3R9W1U+r6ulVlRg6DxECFJEOn29X1bOr6iXnT+fTBIH1+tWvrqpHH/1Vra09taqeUVVI0GP6DdXMuDDWPEW9O+TwjkjQy+t0XVO/rJfVmXrp8K3ITAuO5UHT4g/OVq09VnX1Y1XPfrjq8mOJxGyjEaC+Q/vplVfWow8+WKunBXpKEAgCQSAIBIEgEASCQBAIApshcPr06eFR+Pvvv7/uvRdxdWG56qpzxKdVoNdeW3X11ceXBH344aqLh4fynlE//elKnT799Fpdfc6FoB3bI0jQBycrHb87WeX43GOLxmzDZbBePYEkhhUCNDH0eKys3LP5rY8rg8/jwZn8Z6x9Y0KoXzMhi/M4/OOhsmTuiqraEV35eJGj/3YklauE9rVV9cKR0Hw8h4tX2/64qp5SVc+vqicGmN8g4Ge0LP72PZEgzGuAfwNNPgSBIBAEgkAQCAJBIAgEgR0jsLJy7nF4q0Gf+9wqr9+/aHcW1uxY190W8POfnyNBr776CXXq1NV15sxvJ4N9HOiIK9mZPRIUOeMpvaxOOw+T9xM+XDW8BlA2mxg6j834k9WgfusDSRyWaIzMuc9IUL+pI4auq6r/x96dP9lzlXeef76LViQhkARIgNkFAoPBCLANbts9bfcy7emYiJmIiY6YmH9sfuqYmIiJiZjumJ7wuMftrTE0i8FmEWZHIAkJhABJaK9vfSde38zHSl3VrapbdW/dpT4nIivvzZt58px3PudkPZ98zsl3jtNPRBF5mRU2RNDV3LBC+mXS+RQCIRACIRACIRACIRACIRACO0Fgf79qb6/q6tVhLtDzPDPXK+seYW++gYfNfDb5JQSWRYAQ6oGDKQSktLsRxLhaLY+IoK+knW8hEAIhEAIhEAIhEAIhEAIhsPUEiJ+9bH1lUoEQCIEQ2BkCLYLuTIW2qiIRQbfqcqWwIRACIRACIRACIRACIRACIXA0AcPhL1+usk4KgRAIgRAIgRDIVIyxgRAIgRAIgRAIgRAIgRAIgRDYOQKGgL9yGPjOVTEVCoEQCIEQ2FECV69erf39/bJeZspzwWXSTF4hEAIhEAIhEAIhEAIhEAIhEAIhEAIhEAIhEAInJnDlyn7t7e1dE0JPnMkBB0YEPQBKNoVACIRACIRACIRACIRACIRACIRACIRACITAcgmQ4S4tN8sdzO3ixQt18eLFurDkIQ0RQXfQWLalSqt959e2UEg5QyAEQiAEQiAEQiAEQiAEQiAEQiAEzgcBAqglishh15sAevny5WtC6GH7LfpbRNBFiWX/pRBgeJfz/GMpLJNJCIRACIRACIRACIRACIRACIRACIRACITA4QQigh7OJ7+uiIBnHnn2sSK4yTYEQiAEQiAEQiAEQiAEQiAEQiAEQmADCXjRz3Jf9rOBldzYIkUE3dhLk4KFQAiEQAiEQAiEQAiEQAiEQAiEQAiEQAjsDoErVbUXIXRNFzQi6JrA57QhEAIhEAIhEAIhEAIhEAIhEAIhEAIhEALniUAiQdd5tSOCrpN+zh0CIRACIRACIRACIRACIRACIRACIRACIRACIbByAhFBV444JwiBEAiBEAiBEAiBEAiBEAiBEAiBEAiBEAiBEFgngYig66Sfc4dACIRACIRACIRACIRACIRACIRACIRACJwjAl4VnbQOAhFB10E95wyBEAiBEAiBEAiBEAiBEAiBEAiBEAiBEDhnBC5VlSVC6DoufETQdVDPOUMgBEIgBEIgBEIgBEIgBEIgBEIgBEIgBM4ZATJcpLh1XfSQXxf5nDcEQiAEQiAEQiAEQiAEQiAEQiAEQiAEQiAEQuBMCEQEPRPMOcksgatVtVdV+7M/5HsIhEAIhEAIhEAIhEAIhEAIhEAIhEAI7CSBK1FC1nhdI4KuEf55PjXxMyLoebaA1D0EQiAEQiAEQiAEQiAEQiAEQiAEzhuBVkOEhiWdNYGIoGdNPOcLgRAIgRAIgRAIgRAIgRAIgRUT2N+v2turuho/e8Wkk30IhEAILELAS5Eu58VIiyBb4r4RQZcIM1mFQAiEQAiEQAiEQAiEQAiEwCYQIH72sgnlSRlCIARCIAQQ8Fb4vBl+XbYQEXRd5HPeEAiBEAiBEAiBEAiBEAiBEFgRgYsXqy5frrJOCoEQCIEQ2BQC5gS1JEx/HVckt8R1UM85QyAEQiAEQiAEQiAEQiAEQmDFBBIJumLAyT4EQiAEQmAlBK5evVr7+/tlvcwUEXSZNJNXCIRACIRACIRACIRACIRACGwAgStXMifoBlyGFCEEQiAEZghkTtAZIAd+vXJlv/b29q4JoQfucMKNEUFPCC6HhUAIhEAIhEAIhEAIhEAIhMA6CIiMuXLlyqHOoWHwly5VXcjUc/94ifb3L9aVK5fq6tVA+Uco//ghQ3T/EUU+hMBKCXg7vOjG68ZlpSfb2swvXrxQly5dqgtLvol5JdVGJibRy7SAPYXsaW5b8mV2s4kifJp8Z/M7zfeuu/VJUnNy7KbU6ST1yDEhEAIhEAIhEAIhEAIhEAKvJEAEPSpCZhUiaA+vP+noxPZlrfvzK2u22m+bIYK2p6eus95ee26z69VyGcrBQyaEnkVS74M88vZiu/6HlaU5ThkucvxheW/yb13frv9sWc8Dg2mdm0Nzmf626OezYtdtjRy36Fvi1fO0bQcXeUyZnVXdj39NLl68eE0EtV5m2kgRVNf7fFU9U1W/mlwaQcM3VdXrT6GXv1RVL1TVk+M5wIRU3q+rqluXSfeEeam/cj5dVU+dIA/PE24YWVlfHyH0BBRzSAiEQAiEQAiEQAiEQAhsJgGRMZcvX77mIJ5VCQmfL75Y9eyzVU8+WWW4/SLJS5quv/7l5aabhhc3LZLHafe9ePFKXb68V3t7U+f/tLkucrzzPjd6pC9WVS+8UQvPbbrw7M4iEUC6DD6vOmHwi7H+Leg4P2//NeNyVDn2qurnI0/G2F7wbWM+q67DOvKnEljUl+3giIPv+JF3MOzlKIbrqMOyz4kB5cgam9MkapBFG8RzlUlf4BoqM9s97rWilHXb6U64287NVXXLMfLqtvPsaDutHml7N66y0huR90aKoC7JL6vqR1X1ndEsCJWa8j1V9eFTiKDMjMl8vaoeGwVWEFz2D1bVu8a8l6s1L3atNQMi7Xer6psLHKrZWJgu0799XIi7vmsS6nXc5rXAqRfeVRk2pSwLFz4HhEAIhEAIhEAIhEAIhMAaCRBBVzFM8LAq7e9XPfdc1Y9/XPXAA1XPPFNl23HTjTdWveY1VbfeOix33FF1++3D57N6i/3Fi1fr4sX9unDhLEVQkHi4RBqiw89Gb1fIi5AfSwt4vDYLIYY3J/yHF0yUWXXinZ2F8EO4ebyqvjYTmkR8Ud9fq6p3H+GVY4obb/nRkS3x866qeu/IbNW8ziJ/dtr200oGpYQQxn6eGD9TENgIW8GQAjBVAfy2kdLPEiASwilHPx7t6TRZvq+q7q0qtnQWbUG/YDnOww62YN9uO20H6kvNurOq3joqWq73PEVL++u2g5l+ia28sareGRH0NOZzmmM1b13Zf6mq/3PU9Zmgy/LbVfW20SxPcg63nYer6t9X1edGM2IybjP/8+RWs079mxkq459V1f+xQCWZua6tb5duAW4hbgOaMoFXXY/TxBY47Yl2JYIq67ymeaJMc1AIhEAIhEAIhEAIhEAIhMBKCBA8n3666utfr/p3/67qkUeqXjDE7piJAPq611XdeWfVm95U9fa3V913X9WHPzyIoaJEdzPxboW4EGq+P4a6+EwMJWhY89KEshAyeHHWPLj3V9U7quoNO4KGoMcjJ17+71X14BiipHrEX3X9/aq6Y/Rq53nlRD8hTX9aVV+oqp+MxwqX4tlTDnYh4dXi50+r6h+q6tujiK7OPxgFLeIYVsQ7Qtibq+ru0YaoAWzKb7uYflhVf1lVnx15nKaO/9MoCOqMtMlNSmyB8P2NqvrfxrrqVyRtx4OD3xuvNUVoXoeq06a2/cmoiBHStbvfrKo/3qG2M6I5YLWRjwNcXs823BI0cZdaQQU5uzy6vJMmuncLod8a8/K8RJfg9sMknH+dqcuoW18kErSf3XUk6GvH26xbrOhX6S3jLWX8urZVIkHXhj4nDoEQCIEQCIEQCIEQCIGFCRgOv7dX9ctfVv3gB1UPPjhEhh43I5Ggt9xSddttgxj63e9W/eQnVfJ93/uq3ibSZadSe3WPjOMbCVi8O94ZAcvEZ0QMa94uEYsHxzO12O+hUZy4bxQ3jO3bSBf+mFdONBsu6qx+xj7y+iV1w4Pge/8YLjNPBG3FAFt5iGiT3jRGto1ft3pF2KSAUAXUkfjFfny2nYfPjignmBK9MMRCNKiFSMqGesyriL954ti2wsICBw8YKDynSfLZBEXooDp0JKg2Qvg1ZloUrOS6U808PNF2hBB6kHBQYivC7tjJ90Z29iOaU8o2J+3vX7328j9zYC8zbXMPukwOO5GXW4Glb6X0fc/W3G5tEwHqNjKvOewEhFQiBEIgBEIgBEIgBEIgBEJg4wiIGrX8/OdVDz1U9c1vDtGk5ha97rpdFEGF7hD4TMT251X11THEh9BAaOHY92LfFr14cUJGiF1/P4oUBI6PjRF+BA6/71oS8UiEIvCoO0H4sAjYFoWIOssVSdZPVn3YBKGT+PmZqvrrcbyo0C2J59/24zt+jiEwUwHYyANV9ZUxH/v++g6KoAON8/23ozs70txDlO1Xffb3r9RLL710TQhd5vU9dyKoqE/PhwQK08l1HcRB2w02EEW56tkfTnIBRXkSMM2JKqBdOWcv3lQE9UzAcx9doNkiPBPxfMDAAHmo7+zxJylXjgmBEAiBEAiBEAiBEAiBEDi/BC5dqnrta6ve//6qN7yh6oYbXvnmd0E8hE7zif7qV0ME6aOPDi9Zsv7CF6ruvrvq3nuHCFHD5rc/ETqJmYQrk7D97fjd9h7uzhtVWV4e8apfeGLYswhHEW7yMNybyCGCj7AlZHbbPTmeK9GXgNnJNgzU/YvjsGSeOy92EyZ063KexRoLHAiY/3lci5wldBK4cGE/hGL2gw8bEuFHOGVDIkipAQTlvxg/syPzXjp+lyemMzxcJKw5LqkfB6W2PRz6oYIoSky3zd667Yju/NLYdkyJYEj/9vYV3grvBYDmwF5m2l4iJ6TADHQXHx9vH56HED2ZuVkUiIObKIIqk+5fGf/1qOvr7qZJM3YrcasU2OwWYspba8/TdHkfHZ//uPCHXXxc5Kc5Wfsu9ZB762l3Mf6cVQiEQAiEQAiEQAiEQAiEwDkicPFi1etfX/XJTw5CKEHUtk7mEu1h9D/9adVf/VXVU08N84uKCv3a16re/e6q++8f3ha/3SIor8liHJ6oLG+5+K+TuQp77j4Red7YIFrLHJY8NtGehC6Rf8QuEX/CWUTzEUQJV4Qdw1Z5h8sVBvp6nc26vc32MrsuhDzi3ZdHPgQ7Xuu2iVKnocgDd/2FNBGD2ZDITjbCXohbH6qq94wCH/uhDPid6MnzN2yegEoMpQ6wLbZEQLUvRQTT5n6a8m7isZiYG9X8sua6PChRTtgf+2oO3qhy2HyaB+Wz7m3KbtF2XO+/GyeR/MDYXxym+ixadrwsbLSVIutWh6z1TZMbwKKnmOxPBPUCQOtlpmUSWWa5VpYXQY95MHldi++Q+m7Z1MSsPfsTyfkb4/qgqXqZoGc/5v7UbRpQICq0Z8rwbEDT8HyD4Dsv6UIJqLpKt3DPlHBy29YtWBy/azOKzOOR7SEQAiEQAiEQAiEQAiEQAq8mIBKUcPmOd1R98IPDi49mfVZCqLfJ/+IXVT/7WdXDD1e99NIQGeplS489VmWOUJGkXpq0vYlHKfSEAGooOzGKCMXr5KER9f5wDE3h2fX4Pl6c47yk5O1j+IvjTWwmTx6dYfU9LpBnNhsSs03UlJ8IZ92eLvEEJ56rkB6L1wXzQHciPPiYF4gnzg5cfyKoKRVw4X0Tz70qmgjqbSlEcaoAjmyojxU6xb5EEcuHbbHDz4+evN8pAgcpCscs5kbvpl4EY0LxPBF0VoBXIXYm9GybZDKKTLcdkeb6HvOFWmtj6rOsxA4pQ5SiFtad0zm001aLiO2bm7bp6i6FoluIS0YgZBq+g6CZGJjgecEmdgVuDcrJrDz787/BvNue5zr2VR/7OFaXSPTV/Vl8nyZdQJs00ZN4KgCfYOoZJBPXtEylLH9561Z1LS2IOqdzJYVACIRACIRACIRACIRACJwPAgRPb3b35ncCJiGTMDqbzAfq9ze/eRg+T/g0VJ5A+uKLVc8/Pwybnz1uu763t9nzeRLxiAY9pu+TVfWJUcwSrcaD6sRD4+URYuTDsyJqSbxAIhivTUjPrDc37rY1K3Uj3LUISjTBiMeqzoQ/Ig4R2LygPM7z4m0KQ1J3EcFeEy26k9DFA/eCo98dx4eyFTYxbWw8emoBgZMdsT1hUMKkLHgS2QmijttE5WMZRsxWsOnI2WXkuYl5aEd9rbUbSo+24wEC+6HcEMpP03b0NfojDyc8jKESOQeVyNp2/ZNydKQ6G6Qc6ePY2NRG189x2uuuvzRnUII2i7+qqk+PtxBCocujezXfpuayzYmZMcM2N01Dt+nWYtEdzpqh26kusmceETxv6m6mrbuk7zvG8cybSZtD1bMokamea9ruXEkhEAIhEAIhEAIhEAIhEAIhMCVAKL18ueqmm4Y18ZRY6q3xt99e9cY3Dr9Nj9m+z7xNopU3MvCmfCbuEaw+UlX/dBzmzasiAE6T7/blWf3O6MHxVHl2REDCggg++8weO81n2z6rCz68cUJOz2VJyBG5aNoAdT/Ii922uh6nvD0dACFdaBIBChtRxDxvC/uhWsx6321DQrvsI6KUh/+1Ma9+I7hwMDyJhEnbS8D11zYsxPMOZRPyZx5ic6KaPkEfMqsAHbfWHroII9QeRaOLLjblgnA559Rm9UkthJqzWD9lftX7xrZ90nMft4yL7XfuRFA6tudLLpfL5pLqPtyuaNienXRg9GIoz2Zv5VdWdZjt8pTb70RLz44ImIRN29w23U49PyJWTi98R4C6VQuW/5vxmdND4/HMGiddKm7EVQt+ulTb3NIJosz/PM3YcjZXPWcJgRAIgRAIgRAIgRAIgc0m4OVHhriL6jxoOHy/GOnxx4c5Qe3rJUp33jm8GMnLkW7mTGx14n2JjiJG8MZ4bS1gEqYswm/miQI8LuIU4YIXJ7KKEMpjdZxQFJCm3tw2AuO58kLVkVerzh0Fy9NskUUkJEHHXI2Wedy2kcFsmbEgeLIbdebV++5aE0F7CDwb6KkEZvPA0sJeHCfqk3jKsyeAsk/5+uw39mk/drdLqe2LikE9OSqxq21sU661fsE0GRZ9hWvLhrQd7YgQ2uFxR3E46Hd5EeQ/O843Kl/iOvWMUsRG2aOwO4u+z3m7HxT5Tokikirv+tM2Xun1U1tjCZiYqMwWbKdFcRvRzJmlqaR1dYax6wIIn2YNcWvxeSpUOsYQeFPo/n9VJUqWqTNR+zGSNhT76jqt5a85CIp2brdq3cc072n5Zj8rV1IIhEAIhEAIhEAIhEAIhMB2EzCknahpSLu5P6fD4fu3ngv0wQeHeUGJpeYSveeeqre8ZRgmv/0iKE+NCNBvZeAlEaREaplMjIBFkDgs8aZ4bBZhJruYWvBrEVSdRSXeOwqjnxlDbYiBPE6RZTzZo9htMyu2QlRqkZItEScJW+znw6OY5PtRiVduwQxT0Xu8b2qCqD42SgEgEPL6d00EZVetXOB4VCLe4bUZIt1RpX3l7+yBSK5/cR1FgApT8zIt7YcI7vfj2M0rcx5sRtgb+/mTMWSOGoQTZq0YOc52ke/Ez354YToQEQk0nWoAACAASURBVMkeclg2g29rW7O1zfcNI6C7citl0v/rnIBm3ZrmLoCeudHfmSZx8mNV9XuTARSaeCdmanYQUaCiQZmvW24H3RNPu8n4TVOyn67Td7cl3bJbk3eQ0fiPStPb3lH75vcQCIEQCIEQCIEQCIEQCIHNJEDM/PGPq/7Df6j60peGaM4LE1/XvJ8WL0DyYqQHHhheiOQt8vfeW/X7v1/14Q8Pc4qKDN3u1CIooYkHx0PjefGmiKHWU09su2t78tITa0gRU/ENH9Gewn280Ma8lXgaum27KFrstj5ceA62FkEJSTz/aQQjr15UMEaLJA1KpOA0TAlT0YJE0LbRRfLchn2JgOzm/xpDveaVGRcinYn+zNe7jVHW7EZbMgzd9aTeaDvC4byYTRSmKFE21KrOPB7T7ewER0PgPzfajP6MHXaEsYc6xE3qDpsVJmfYPAHWscYnC8+zH8Vo2t6n5zrbzxFBz5b3ic/GtN1KO/j4sFun2waT9RyJiTJ7szEYss702vSZsIVoyrQJocxW09FMPGvSFVgTNu0rb2asOxU5an/PBnQxPW21W5T/eyb/+7yq3vJSJ80lKQRCIARCIARCIARCIARCYDsJ7O0NkZ2f/vTL830eVJNppKjoUC9Qevvbq37zN6ve9a6qW44TSXFQxhu1jbfEuyJAtMDUIigPihCRNHiKuExFEXx4qyL4iFLWQnuE4BBzRMUSXHZdBCVOGpfJm2+vGhti3aL2Y38Nayr7sNGe1K5tdNdsknJCqRBVa17ZeYmoLILStABUD7ymrOYdt0nbKSraEgVHEvkrVK0FSW3KC7WEubGj4yaKEjvR9sxvLHQOGyF2H62qP5iMM6bs6PcoQoRl4XLsl9hOaSKamiNUez9MyTpu2U6337Zd4dPVdgeOZkrM7zCBkQnqzjQHF1i31880prcZ+2nuP6oqL0Ji4p436Qo0nX853mrMIiGfFi79Lk/dM1N3e1Im0aGOU8Zt7D52wDxShRAIgRAIgRAIgRAIgRA4cwKE0KeeGobCT6NApwUhfFrMHXrddcMb5b0UyefZOUSnx23XZ+IL4U40X4d88MB4U1NPbLtqdTalxYjQRzD5+ChgiWgjqAi5sQjxMcR7FxPvnSctoo54RKzk9RONsLEsKiA5hvc+Pa7FrY4E3cWwJG2PEEjtmNZ91m46PEzUIlVjW1l027Em5pqzUz80bTumm1jkRVj6MkqRRTukFBFaCaCfGsPl8CN6UoqIyQRXLImh3iDT44g9yFAmfaAHGetNKCVtCQEmw8zcGjTlWSGU6Vk0X4vuzZq5Mbs7RxNldkRKQqmuVdPwO3O1TTdpMYW3c3iOOU3OIaheWZRD12IfIqpz6bptj3FNqeVzCIRACIRACIRACIRACOwmAXOAiuQkak7nA+3atvhJAH322UEINXfoI49Uff3rwxB6b4j35nhvkd/exPviYfGQpoIKT27We9veWq6m5Pi4+CZlE/UpxEYUWgvL3xhFGJOwEbl2LbEX3jhvmg35zG6my6I25FieuXWntlGi1tRG+/ddWONEjRC6RdmYlygaIiTtsyjbeXme9fa+xtoOpccEhSYsJESyJSqNzwRKQ+WPajvUHvsQyfsFZexRInjihRs7snRir5iLNrWwOzZGIRIyR22iZEUEbWJZH0FAk2RGnn2JttRMZ0VGpsr03CaYGL2euQpA9t2zAE2DGErgZLLEyzZLJsrk5eHZZT/DnO02HCNAfyqOOtYzK9vo/ZpFUgiEQAiEQAiEQAiEQAiEwO4TIH4a2n7XXYMQOo0GJYCKFH3hhSpviH/44aqf/GSYR9R3L0wyr+gb3zi8JX67RdDdv9arryGhhNApIlTUp3kFiShfG0Ucw2pnPeHVlypn2CYCVA9hW0Q/4t+81KKeCQQdQ3HZtqTM2gPFSNt5b1W9a2w7hsRTbh4Y5wz9zWOIvYRx6o6pBIiglKROrTbZ7vNUOKYkWYwV9pt8Oi+qFIVJvutP6T3Wfw2OVQKmrRl7t9d/N04tq5lOU5sZ83Kb8KIjz85MSyug3vNIz9TM2WmOUIlgyazt7zlBm6npbP/fUeufNRL5OE6+/YzTsa3v+3zU84Xx9FmFQAiEQAiEQAiEQAiEQAhsMQHD2Ymfv/u7VffdVyWiczq83UuRRIB6c/yvflX1ta8NL0f6zneGlyX94AfD93e+s4p46g3xly+/Mo/twSMUxJBT0U48ON5Vh5n4nHQ0AQyF7Xg5krkMiTGG1hq7KMLN2tDbXUvspef+FPrES+dt86yFLxGQiEuLJMc6buqdC3ESbUtdcM6pkLVI3pu8LzGQiP5PxzejzCurKErMzXMpahSPbUutAim3a+vBgbC53xjD44iS2o3Iag8UtK2jkj5LeNusCCo69EujEoTXQamFV3anbMYnt+KE8/rTrL61/hKlBAcS0ByZGXP+16Npz4u2FAnK1Nu8RXS6dTBjoqjnAt6t53iCJVMWDdqJuRI4HXdUl+j3FmOdl4m3MNr5ZR0CIRACIRACIRACIRACIbCbBIigd95Z9Tu/MwihXnh00JB4UZ9E0Le9rcqb4Z98sooQ+vjjVd/6VtWb3jQsb37zIIBOhdTtIUf8JNDx3LjaxCtCgDUhirhwlIeltvbrxf69bA+Jo0va9Zvdk3dpEQ1qfkNDeYX08E5bzCFcOX6XEkGOh264MZGSV94CJg+7J7tbpM7sznFT8dTbQohRxoay0ePY4yLn3IR9CbxE0N+rqn++CQVaYRn0L923aBcWqhFFiPBJyDSvp1ds+05ZOo4MyG4MpRdi14ly5CVJbPU4diPSVvmE0FGkrNefjlP79ZcyJViIgK7zdWPwt6hPpie5Tbh9uHV4LuAZ5eytgylrFqa8ddthIMd5HmI/tyovUXL+4xwzFiurEAiBEAiBEAiBEAiBEAiBHSdgmPutt1a99a1V7373IIQSSw2Vf+KJqm9+s+r++4eXK9lXNOj2JQLTVAQlPhEohJ4QAKx5TYd5S/YnXhlCaiGoytdxxIddSISRHjI7rz5CenikbxsFUOMOiTJfGCeJI+LJZ1eSa8voRTESQdW3E3sQ0kQMXSS1+DQ9bhoJ6ny7YlOLcFn3vto/9scREo8q60F53TWOISYEdzQnUfTLo1JkioBZJeio8/hdX0Rhojb1gx51aBF2Xh7GITvn+ucDVcKtvLXMQ5vtAwEX1W1S10no7IvMzM0I0XN99rMfoqX9dY32cXs1K4Z3fjFTzxKOSpqexQwUjulzHnVcfg+BEAiBEAiBEAiBEAiBENh9AgRPi6jRu++ues1rXo4Y9Wb5H/2o6uc/H+YNFSm6nalFUEIWL4qHRcASQUXEEl1FdOI5zUv2N3zUsFKLodG8OmsRbkQsx2+zeMXrJGAeJmLyVgkuhFBCjkgywqBINJPE+W0q7s3juS3bXU82o96GNBv2LxGYROOxBXX23b6HCWi42s9bOxxnzKbkGN66/DWyXRLWxypuzeqw67dIJeQz2xewIfOhmlLCEHj9jrG/3hZjmz6k1Z955xJK1/1Y70P4JGgKfRM2R/Vx7qMeaBBAjUXWf60/Rata/zVYSQk0hRYmu3m51XiW6Bbs1sqsmaHnBMzSTCueTep6da+fHLe73R4nOY/bvm71sNv6cfLKPiEQAiEQAiEQAiEQAiEQArtHwPD5fgu8aE/zgHppEiHUvKHmDzWP6HamFkF5ULwikXgECOPxCHiEUN6WZV5yjLCVz1TVX40CqOHL7x+HuRIgnIeAtcupWXqrBX5EQWKetaG9hBdsdyXxzolMImAJTOpPzOShi4D94hiqZKgz+zlMysGG52+SO28KIYby1h1DAWBPovnkMyug7QrPTa6H6+oaraqjI3JSebwpnu1oP9rOd8bFdSesH1YGAqiJFKlEjpfYjn7ot8e3zbTtHFUPfdXm9FmHtZyxolltIwHPfZi5xWdJt+dW7LkAs9fNEiu7m3VLdsvtJqlJMFURpdNnjWYmsZ/9ianyYtby09ysk0IgBEIgBEIgBEIgBEIgBNZHgJDozeybJigSOp9+uuqll14um7fLv+51Q3SoofDbOR+oa80b4l0Zwm0oKiGK5/ToOLell4r0q2pnBSheGE/LsFXRjvb9u0nknrx4ZaL4HLvNiWdKQGkR5aC6qCvvlegr+szb4c1tSNAj5uAqOpRHugupRUrilfGVxEuvK+56fmPc3m8870hOx3UiRonwM/5T9KxjTIZH8OKlO4bAKg8iKMZJZ0/AdTpKODxuqfQbrfj0Ma4rJYeISQhlBx4eaDvsQRIZqu3MloM9sRWqkT7MW2U6ORf7kr8HPVSglhS7HGzN0vasr7LI87D23ud4eb2/f7X29/fr6pJvYl3il8+UTztBQDPQ9THtbhLM0Aw1bsmeMTFFJs98RYIKlHeMZ03Wbi1+c4wh822ynrf9ZOxWRZXaRxPpqNJtvyXvhAGkEiEQAiEQAiEQAiEQAueagIhK820u2X88NdNf/rLq0UeHuT+7fIa/e2GSt8xPh8mf+mRnngGvydB10XoEOwuhjodF1CQE8JZ4T0SoaTQnEUEIi2M+P4p+IkIl3hfPjUD20SOGkY+HbPSKZ0mKaA9zXmHxMkbR8HdMiSsi03iqPFbLUcN65+W9qduFIH2wqj43ilfqq94E0a+MIvhHJgLUVMjk+fPW2Q0bIqYTQ4ldbFPe1ABDotlf0vYTaPFxVszUvlxrIqi5QAmg2gs7Es7Grg5qO9qkPop9OF5f1Ykgz55El8pDtGhLimxPP8f2tE9t10MhalEvvk/ttfM9eL2/f6Veeumla0LowXucbGuX+GRHn+FRLqlL5NJ5P5zbw3ES4Q/mFuhEN25jas2d2aq/wRTM6qDENJn0fxlvnUyRKdvfc8M2Zd2gRAB1S9EcPKN0LoKo43WhzqUJ9P6Coc0swbT95vlc5+uW7DvDOr55jwXJKgRCIARCIARCIARCIARCYCkERFOag9Nw81UmYuuzz1b98IdVr3/9IHAeFMkp8lMU6Je+VPWFLwz7vfjiINKKAvWyJG+W324RlBckAkv0ojebi77qEBNelJf6EAJ4td7CwEvlpfFSRXoSGAhdBFNCA8+MdyW6lMcm344AXOVVXXXeLdxYH5Z4sRj1dACiZHmiQn16HKPo2VkB6LA8N/034UqiNQmdvG02QwXgmVMCNGgczJUqXIm9sSFCp338Jnrvb0eP3XZiO4/942MkMu8+oUubbgnHK582QnmZ7ei77bAlkdTsQv/Clqhp2s9hbYcdUo60Pf2P/S2iSvVJ8qckETh9pkL1vKOitiUKErv70DjZIjs9vt1dvHixLl++XBeWfBPbKhG0Bwdozi7fcZLLocm7fC6BLmAbk27d7dOtU/3dCuZdPNGZxEyzhrhF4KbudHrT0QpqdnybH9P1bI2p0u1Nw+1Zo+7WrVhzYfa6V4lAKoi6RVD5CLS2r/wxjgA6wsoqBEIgBEIgBEIgBEIgBNZA4CxFUPN5ers7ofOWWw4ezt7D4L/ylaoHHqj66U+H4frmB/WipPe+dxBBDY3f3sQL4oGKXiQK8JoIBzy5fjmSfYhbvDJRVkRRv4v242GZ75LYxYsjGvDEiJ+iA3ldLZxuL6VBtBQ5dpR4iSUvlNhnLkI88eJ5irDdxaQBuOauN8+8I/bU1xyf1rx1LPplM45pG+KtC28ihOLE3kQni/78xBgZSOCKx74b1qONHHQtiaLaiuhfIihlyMMVAqiHMEclQqcHNfopahq70ofJR7sluLM/+VOmWjmiKnkBk/YtD32XNvyxhSPYiaCXLl0q62WmeTraMs+xlLxgdvtwS3B7aAHvqMxVEHov+aFhLxffUWdf3u9MiFnpynR7boezWn+fjQjplsu0maY697OznoFGc+hkUIXtBFDHmn2EeTvec0hmjnc3LXm7FpqP6+LWLX/PqtzudcG9b58j6xAIgRAIgRAIgRAIgRAIgd0jIBL0iSeq/vIvq774xap+2dFsTXt4vuHwTz45RIXefnvVu95V9dGPVn3kI1V30Gq2PvHSCJXmXfyDiXdEwCJ+WovG4nXx6nhOvD2eWEdoGQPJqxL1ef/4IhLeFq9rFzwtHqq6H9c7x1PYDm8YA2E6GO1qco2JT2yCbWgYQqF44aLt1F1YGHGJ4jG1Id46O6Ka8PodSw2xeKEN4eq43HeV73mqFzVMFDklTVQmAf04bUf/QynS7xDjvajtW6MNmrKDYsS+7KfPE80+fdjT/RcB1hy3hP2pCrW+a7BVIqhLpclbjpt0rSIgadi6A5diGxOxURfotmk5LLmoFsKl4GS3TgHIgt/dOpjydPYZtxRdodur8+hC3Zo9c+rnSZ5DGqzAvOWLo+Ykf8+UNA3Pqjyj2xqjOgxifguBEAiBEAiBEAiBEAiBEDiSgDlHDYf/gZHfhyTBPBaRnhYC6NvfXvWxjw0C6DvfWXUrx2SliTdDALJeZeIxEZ94SH0+w0hFenZEKCGUh8fL5YFZHMdT41VZeGmfGiP4+mU251HA4n0a1iuqjPfJs9/VSFB2yT7ZjzUPXf3ZBS/dmM9WRoQxEZ/ai+eJ29dC8KKCGDb/+6O3z4Z48UnrJdD90FmUgi14cCCKXNuh7BA1j0qtKrEfx7AxorsQOX2Y9udhhD6s7Y+NOh/b7UkXf3O0QXa3GUrRZpTiKP75fSECbp2EX1q72yazJVIyP7cOpju9dTIC+xNKiZr2EcRsGmW35l4IovY1g4gu1aIp/dYYVO8zk08KgRAIgRAIgRAIgRAIgRAIgSkBEaLEzze+sepNbxqW97+/6pOfrHrPe4a3wy951OP09ONnXhCPZtUiqNMRBHhMPCSCgIgow0QJoSKpeFmEBCKC0B1eGg+uF/vz0CzEK/mdVdkPQLfUTUQT4t1Rc4L2SdWbiELMISwT/wiCu5rYp+vNOzcNgLVour8bPXW2Q4DCwdhPLNmQpwjtqVuzHSoA8dh3eZ6XdBZt/KQsPfA4q7bsPMLiDGlnC0LdFmk7Quh+Y1SBKD5euOWJF/tjhwRV9keF0nd5eENRYnvaKvvV/6nzZiRENi5pvpo51P/D+JznpIWE2m3H5Xb53PYElP+TUZ/22fnso1sRoDsVCE963tMcx3yU1awJNPZFk9unWwQT1NURQi1uGX6bNT/dg22ahrXzM10mLurWsHiL503YuDbKJ3/m7XmC88yKq4uWO/uHQAiEQAiEQAiEQAiEQAhsJgEC5c03V4nY/Jf/surxx4c5QI9b2uuuG0RQb4C/887hJUpvecsggHqhEpF09Yn4xgO0XnVqIcvkYcQnniaviddJQCCAEhAMW/Y7b0q4SS88OMKFY3Yleo83ydtUrz8ahRJRZjxPYsm8erbHSkwxvlE+hvhOk6hHnikvdReSOlMqeOnW7MgixImXTszyxhBRsWyaooGfORp569atBDjO77uYtA9qD0ZCvyTbTCdgvYnJtV00sXl9hAcifziGoRHAPSxh90e1HSy67RDFp+mwttMKmXZLZGdLLYCyQ4pV25++i+1Rk/CXr+/Ktnid9/f368qVK+fj7fBuAbo3gf8u6XGfD00v4+xnAblEQM/ZXMZ/U1X/dGYnl8oUwWdy/5059/Sr8inrfzNq59PfjvNZ+Zmo6E5mapkVPmfzYZK4EzgtulYzhrglm1Gkny85jgnLUzl7OSr/2fPlewiEQAiEQAiEQAiEQAiEwPYQIIIarv6BDwwippcgLZK8qZ4QKg8vTyJ63nDDIIyuPgK0S8qzPCsRtM/Jy7IQD4gV5nX0tgfilYWnxYOzT3tXvd414aqFHF4+b9VYQ9dDfdt7bW4HrQk5vNHmON1nKgJOt2/z5xaNefcEJm/gYMO8dOKTUKVuiETAFqqapeN3PWFCnfjoaE/qiwObIgTvSnItqVXddlqhIYyqv2t+WMJCmJ0HDuxnmvCSz0G89E0W7Y6q5vjuu+SjHBL7w1xZWi2y7eSJCLq3t1dXzbmyxKQ2G5e6aySsuczLqLIuUb4ug8un+3QJp8klc/nX3VU4v/IqH1NcNDkeO3W1nKQ+DEMZ+hpMByv4zS3a2u8nyX/ROmX/EAiBEAiBEAiBEAiBEAiB9RG4cKHq+uurXvvaYb2/YKSK44md8iCA+kwYtf3sEs+FF3OmJ51Uz3l5ncrA0+VlWZSry8bD8rtlVxMGwp4IoAxJXXmYR4km9iH2WM968+0B82J3ObEhKoH6Uja6IbKfZoDPumz8rNk3C3bBniQcLOxs1xL7pma1QqPttPJzWF3tQ5xkG8Lepgkr+RzFi41RzJpt92Hy6v6ry2Kf06WLFy/V5cuXz8fb4RstvMtOLoVlk7tG9be0mS6bwXHyc37Nw5IUAiEQAiEQAiEQAiEQAiFwvgkQK4mXltfQXrYyEYZ6WUcFnDte1skZEGqOI9as49qe1TmnNkTUOu/pvLUnKpGo8kXTMtrOVKla9PyL7z88OHPO5abl57jc8iW3EAiBEAiBEAiBEAiBEAiBEAiBEFgCAVFzHUG1hOySRQiEQAiEwEoIrGo4fETQlVyuZBoCIRACIRACIRACIRACIRACIbBZBEy0tozJ1jarVilNCITANhHwMKanMdimcp91WUU9Lz9FBF0+0+QYAiEQAiEQAiEQAiEQAiEQAiEQAiEQAiEQAjMEzF0qIj0PZGbAvOLrpUsX67rrrqsLS544OiLoKzDnSwiEQAiEQAiEQAiEQAiEQAiEQAiEQAiEQAiEwLoJRARd9xXI+UMgBEIgBEIgBEIgBEIgBEIgBEIgBEIgBEIgBLaKQCJBt+pypbAhEAIhEAIhEAIhEAIhEAIhEAIhEAIhEAIhEAKLEogIuiix7B8CIRACIRACIRACIRACIRACIRACIRACIRACCxPwwp/VvPRn4aKcwwMigp7Di54qh0AIhEAIhEAIhEAIhEAIhEAIhEAIhEAInDWBS1V1OULoWWMfzxcRdE3gc9oQCIEQCIEQCIEQCIEQCIEQCIEQCIEQCIHzRCCRoOu82hFB10k/5w6BEAiBEAiBEAiBEAiBEAiBEAiBEAiBEAiBEFg5gYigK0ecE4RACIRACIRACIRACIRACIRACIRACIRACITAlaqyXA2KNRCICLoG6DllCIRACIRACIRACIRACIRACIRACIRACITAeSOwP4qg563em1HfiKCbcR1SihAIgRAIgRAIgRAIgRAIgRAIgRAIgRAIgRAIgRURiAi6IrDJNgRCIARCIARCIARCIARCIARCIARCIARCIARCYDMIRATdjOuQUoRACIRACIRACIRACIRACIRACIRACIRACIRACKyIQETQFYFNtocTuFBVl6sqBng4p/waAiEQAiEQAiEQAiEQAiEQAiEQAiEQAiFwegJ0qKQQOHMCxM+IoGeOPScMgRAIgRAIgRAIgRA4ZwSuXq3a36+6cqXq4jmNQFB/HK76c+2NzF5MYpGEZ1iSQiAEQiAEdp1ARNBdv8KpXwiEQAiEQAiEQAiEQAiEwLkjQPh7/vmqxx6r+t73qm69terSpd3AQMxVF8Kueh6Vnn666oknqn75yxdqb+8Xtb//g6q6oaoAubWqXldV141hGkfllt9DIARCIAS2lUBE0G29cil3CIRACIRACIRACIRACIRACMwhsLdXRfz75jeHKMgbb6y6sCMBjwTQy5er1JEQelR64YWqZ56pevTRp2tv76G6evXLVfV4VV1fVe+oqg9U1S0RQY8Cmd9DIASWQCDR50uAeOIsIoKeGF0ODIEQCIEQCIEQCIEQCIEQCIHNJNBRoH/6p1Wf/vRuDYUn5lqGIe5H8+/pAJ544rHa23u6rl79VlW9pqpurKo/qqq7x0jQm47OLHuEQAiEwKkI9OSAO/JU6lQszv7giKBnzzxnDIEQCIEQCIEQCIEQCIEQCIGVEhAh+dxzVQ89tNLTbFnmz1aVRRQoV/jmqvpgVb00mSN0y6qU4oZACGwhAfMTJ62DwDmdGnsdqHPOEAiBEAiBEAiBEAiBEAiBEAiBzSLAJTYfaFzjzbouKU0I7CoBc3jsjS9p29U6bm69ThUJ+lRVmVL6c+OztM2t5tmX7JdV9ZOq+kZV3VZVBlZ4zpg0EPCs9bmq+tHY/I8xn3nQhUAIhEAIhEAIhEAIhEAIhMCSCPBAXqgbbvhW3XTTv6+LF2+vixcNkW/PhCgqWqu/G7o63eazbX7vqC7bLESO3jZb3OlxfvNyJnkscp5pnouWy7HKMK3bfl258ky99NLj9dxzD9aVK78aXxw1Pc95//zi6MF+taoeq6pPV9WD5x3KpP5tTz+squ+N27WnpFcS0M7Z0I9HJU2oPlkuQ+Nf5sSGcHn7y5uW+OlUIqiu8ZHxkrmE0vTSzev2x12Xuurznuaci+bR+6vI7HkNsiCEunQ9s4xpt2fTYXnM7nvY985nthzzjll0/4PyOU0emj4h1K3Ebf+45T6oHNkWAiEQAiEQAiEQAiEQAueNwFUTYiadgsB+XbjwQt122zfr7rufqeuvv6muu05EKC+Fp8NV7ogtpyEcXq6BuyguXoxlry5c6LczOcYij2FbX6bhpVSdr7U8rK+rq1fl4bskT3nwmGxzzmH/CxdaKB13vbZSLuV+ef+hrI49qFzs5uV6XLhw9drcqi++uFdPPXWlHnmk6vnnzZvaxzqJ80uO7c/93Xp2W3+f2uh0W3/uPKbf522zXTpunvad5jst+yJ5dD54uq4EPp4+L59YM5tmzzNbBvvPbuvvJymX/GbP2WXqfA/aZ/rb7O+z349Trra/n1XVwyMr2/o8B+VxkvNM6+p4abpt+rl/s+5y9Lb+vsxyHec8zvft0YaIoRSjaVmmn+Un9bbx6z+uDir7Mup/UB6zZZjuM/2scL536uPm7dO/23847sKFX4wPGp7pTJa61rueOIlw9C69+6vqPWMuqiBTXeZBXfSJT3bEgc4J2bSrPuKQzHVUGgAAIABJREFUV/3sdqP88phetlftOG5wu7EctH9HgmJ0a1V9ck4kqOOd9zS8lFkex63/ovvPq/+ivKb5uIU8X1XfH5s9DkkhEAIhEAIhEAIhEAIhEAJHEyDE7e3t1b43/iSdiIA3zF9/fdWHPvRU/fEfP1i33Xapbr75Yl26tF8XrzknF+vKlavXGNv3woULdeXKxdrf53VZeFUW+18t++zv+/1CXbp0tQiW5mXtS+T3ixflMRznPMRN311P+9tHns4z5Hn12u/DMdPzDPl2ufb2Xt7f8UO+bOOgcsnz5Xooq/T001frG9+4pf7jf3xrPfTQ++q55/5wrJ9fp972QR7s7Lb2FHl9nXpbe+y+K6PF5/YIfbfPQftPPd5Zr3a2DM47u02eUpfB5+l5Os+pd97bXhjnk71ljOLj4b9tcnznq4zy7LIqg0WeA+tXl2vK91oBJ/k6rstwULn6PNN6HHQe26bl8lm5JL+5VlNes/uPu87l1fUjDMvnnaMKcli52j6m5erzTJkcVC5MpGYyPc9hvKY2Z78ut7ycx2KbNFuuzhcb+0zLJV9pdluXq+tqvxuq6tGq+q2qemtVCZc7rFydx6Llck5lPahcU77jLnOvrbIpg7pJvivLQeXqetjvIF7Nd1659LU/LM+jLl167XC6Jf9V8xMnzz7uqqp3V9WHxlz6kjeWE2e+4IFdkTatBQ+/tntf1qmpHJbPvP1dzidG8ZMY+rqq+sD4fTa/5sWEMDtJmjWto/Lo/e13Wl7yUvY24aPO3b+7hdD1O5pYPkkhEAIhEAIhEAIhEAIhEAJHE+go0F4ffUT2mCUgMpOj/Za3PF+/8zvP1113Vd1+O8ebWDnsTcS0DGLj8LkjO6f5yevy5UGY7P3lsbc3vMHevp2v3+Xhu7XvneQhOc7x9vF7C6m9rd923/vbp8vgePnKQ5otl/26DH53DumJJ6puuOFC/c3f3FCPPXZPPfccD7+9tKm3fZAHO7ttuv+Q/8siioK1R9qqgUKMBbnmXbbAIt/2WOXZ+8uz8/DZPu2dTz3r45ZLXo7rPGfP49wmczMhoEnv/P7eqrp3FIgdxyOWh7Wy9Pd55ZKncstrHq/Zck3r5rcpkz6PPNs7723zyuV3SRkch1eXq+vhd7916rJOeU3LRSX6zigQsyHn6HrMK9e0HrPn6XLJZ1oPZZVss8yWq+uhbtJBvOaVq+s7Wy77NzP7+Kwc0/ofZXPKQyjGQijhu8aoYt9n6zHL67TlmjJpXp0nRtNr1XVV3i7XLPOuf+cxj1fXbbp/102e03Iph8j279TVqzdce0C07Ptc1/yaWSz6R3EVz1yXoh07wSV1tcavK10t45yL5nHY/qIcNX+a/o0jnymjKYzD8pnud9jnRfNYdP+Dzn2aPBiewQTdjA7KP9tCIARCIARCIARCIARCIAReTeDixYt1+fLlutQK1qt3yZZjEiAsEkNvvrnqllsGMXF6KEGRcCj5PC9N95l+7v1nt81+t990W3+2fXre3j5brt7e5+tjevvs/r2f34miN900iKAXLvDUeLK81/b4eg3A9HPnYj3dPv3c+8xum37vz73vQefpfaYXYbpt+rnz6W2+H5Sn7b1P5zv7fboPsYeHbzHfpajQ3r/PMd3/qHP2MZ1Hl2E2j4O+z25bNI/eXz7StKyz3+eVa5pH78N2ePkYTW2of5d3H9fbZr/P7jP7e3+3nySf3jb93L8Nex28T5fBPtM8Dvo+u212/+Och6hIIWqlCC+LvKZlX3a5uqzKeJLzTI+fl0fvM6/sh/3eeervbirR7S+9tF8vvfTS0kc8nEoEVQULPfdUGbWt7NC6NW7N34JPGL18gfFp+3l5az6FQAiEQAiEQAiEQAiEQAgcReC2226r9773vdccxNtvv/3a+oWnnqpnH364bnj22TKIsP/f7jgoPgnXtL9P/xe3ze+2+dwurO+297beR/k6r97W+frev9mv8+ht0/37PNP6nrRc8ugyWJuZ8OeGeY/BF9NzTD8TQUVL9jL97Tx9pqdjceGCK2ThvboaSQOBWQ/f93j4r7YOXKS2ofFrViMBvZN2pffDCC9L2lqbyNWrl649+DEFiQd+1stMabXLpJm8QiAEQiAEQiAEQiAEQiAEQmDFBO644476+Mc/Xm9+85vrpz/9aT311FP1i+99r37y5JN1+7PPXhtkKc6Iay12jbvdr84xGktqicJv9mlX3GeDHyXbHNfbfHacZB959TafuaocTL85RrL/9NzT/Vu0HHf9x/3lsWi5HKwMfdyXq+rr44tYu87T8/TnjgS1TgqBEAiB1RPoHlJvlTSPQI94sF5migi6TJrJKwRCIARCIARCIARCIARCIARWTEAk6L333lv33HNPPfPMM/XYY4/VIxcv1q2f/WzdPb5uo8XGFjS5kVzuFh4Jlu1admyS7z73Pr73Nsf63DE59ultqjsvj+l5lKXz6ONnUU33n5fnQeXqMijTi+P7B7x65MezJ5j5bn5N82f2vJszP+drCIRACITADhGICLpDFzNVCYEQCIEQCIEQCIEQCIEQ2H0CN998c1mkK1eu1IMPPljXP/po7d1wQ729qn5jjL7cfRIH19D7Gb5WVbeN0awH7zVsNVfm9EVBh+2b30IgBEIgBLabgIdoSSEQAiEQAiEQAiEQAiEQAiEQAiFw7ghkOPy5u+SpcAiEwDkmEBH0HF/8VD0EQiAEQiAEQiAEQiAEQiAEzjMB79wghC753RvnGWnqHgIhEAIbSyAi6MZemhQsBEIgBEIgBEIgBEIgBEIgBEIgBEIgBEIgBEJgGQQigi6DYvIIgRAIgRAIgRAIgRAIgRAIgRAIgRAIgRAIgUMJkOEuHbpHflwdgYigq2ObnI8g0G+WPGK3/BwCIRACIRACIRACIRACIRACIRACIRACO0CAAGqJIrKOixkRdB3Uc85ieJfz/COWEAIhEAIhEAIhEAIhEAIhEAIhEAIhEAIhcAYEIoKeAeSc4tUEPPPIs49Xc8mWEAiBEAiBEAiBEAiBEAiBEAiBEAiBXSVwtaosSesgEBF0HdRzzhAIgRAIgRAIgRAIgRAIgRAIgRAIgRAIgXNG4EpV7UUIXdNVjwi6JvA5bQiEQAiEQAiEQAiEQAiEQAiEwHoJXL1adeVKlXVSCIRACJwNgcwHejacX32WiKCvZpItIRACIRACIRACIRACIRACIRAC54DA/n7V3l6VdVIIhEAIrJ6AiQG9ISVC6OpZv/oMEUFfzSRbQiAEQiAEQiAEQiAEQiAEQiAEzgGBixerLl2quhA94hxc7VQxBDaBgCcuhsQn/HwdVyMi6Dqo55whEAIhEAIhEAIhEAIhEAIhEAJrJ0D8JIISQ5NCIARCYPUEiKAJPV8954PPkK7+YC7ZGgIhEAIhEAIhEAIhEAIhEAIhsOMEMhx+xy9wqhcCG0fAcHhLws/XcWkigq6Des4ZAiEQAiEQAiEQAiEQAiEQAiGwEQS8FCkvRtqIS5FChMA5IECGixS3rgsd8usin/OGQAiEQAiEQAiEQAiEQAiEQAislYBh8Nddl+Hwa70IOXkIhEAInBGBiKBnBDqneSUBUwBnKuBXMsm3EAiBEAiBEAiBEAiBEAiBsydgXtC8GOnsueeMIXA+CWRO0HVe94ig66R/js+t2b80CqHnGEOqHgIhEAIhEAIhEAIhEAIhEAIhEAIhcG4ICAfby9vh13S9I4KuCXxOGwIhEAIhEAIhEAIhEAIhEAIhsF4CeTHSevnn7CFw/giQ4S7nxUhruvARQdcEPqcNgRAIgRAIgRAIgRAIgRAIgRBYLwEvRLpyJS9GWu9VyNlD4DwRIMNFilvXFQ/5dZHPeUMgBEIgBEIgBEIgBEIgBEIgBNZKIC9GWiv+nDwEziGBDIdf50WPCLpO+jl3CIRACIRACIRACIRACIRACCyJQOKLFgfphUiE0PP+YiTTAlhExiaFQAiskoBGZrk0Lqs8V/KeJRARdJZIvodACIRACIRACIRACIRACITAlhG4MLrTHDyfk0LguAR6SgDTAiSFQAicBQG99A1VdX167LPAPTlHRNAJjHw8OwKavKmAY4BnxzxnCoEQCIEQCIEQCIEQ2G0C+2t437B3HL9YVc6ddDYE9vaqXnxxiNxcxhk7GlZE7PoTJfaFqooiu/5rkRKshoCGZtF7rvot8XpmPbTzJCFAhzrz5DJYXIbpzbKfXgoKZhKHPcEUPNx5dPfomOuOceyZV/iYJ+w6qY/F907NApt+j1hv63167Vhset3brR2DUwuQ8/KYHrOKz9MyrCL/5BkCIRACIRACIRACIRAC54kA3+EgP2JVDNp9f3Y8742TgZ3tz/X6qDK07zL1X9of5LfIZxtSDyXvYeW9tr0XgmOLjtN1bz+ono6Vl0hNy/PPDyLozTdX3Xhj1eXLpx/Of+lSlUU5Vp+mnu+sOPNSVT0/iZKblqa9Wev+3JYy3W/XPuPVzPpzf1dXn5vD7PpMLuiagE9ZNA+9SW+f2slBnw8qtmO7J+287Iernui4vdpBefe2zoOtW1Yhy6mHtkUA1Us7p15a6rbT9dllGxmrPFmtgvYk+4M//rSqflhVX66qx8ZdmBQB80NV9b6quqeqbj748Gtbn6yqn1TVl6rqW+N+b6mqT1TVm6vqjkOO3dSfPO/6zrh8u6qemxSUed5SVe+qqvur6nWH8Hmwqhxv+fkkDx9vqqo3VdXvVNVbx2Zwvkx+Bki+hkAIhEAIhEAIhEAIhEAILEzggar67OhvPDMjDfxaVb179OveeIycf1RV36yq71UVX1G6ffQJ+Yf3jdtWsSIuvvTScqIqX3ih6le/qvrFL6qeeKLqZz+r+vnPh+XZZwfh8pZbql772qo77xyWu+6qet3rhm3XXTcIkbP1fO65qgcfrPr2t6u+/vVBBLXPm95U9Z73VH3840Mes8dt7vdfjd78V6rqqzPFbAGqBZrpz7eOnvDrR4+fdfH8ecf239VExPpFVf2sqp6oKmpIfycYE+vuHBcsMPEdp9fuKBR2QuD75ciC8vF4Vf24qp4ahfTXVNVtI4u2E1x8Ngz9IJvBk01SUx4ao5IhpJ68c1Ss5LHpibr0+ar6h1F1m4qthuGrz3vG+hymvK2vnleu7Nfe3l7t66SXmNYigmquTOo/jZdEfZifS8GEJebq+0Fm6XfdwKNV9TdV9efDIfXhUeDTzJn1tiVm6R+Az1XVX09YqIcmqjsjXvqngpg5a6r97OPhqvpiVX16zK85EDux8U+E5uuWgXFE0CaUdQiEQAiEQAiEQAiEQAiEwGEESA/8Fv7cn4xSFklmmj44Bqe0HMOnO8znIHz+3SiqylcS2PLro4yzShG0IzStT5pEZxJAf/KTqh/96OXl0UerHnus6qc/rXr66UG8JIDecUfVPfcMy5vfXPWOd1S97W1Vb3hD1a23vvpFTfJ++OGqz3++6k//tIqgSjB917uqnnmm6gMf2DYRlNAkHIrn+38vgJ1FvWFchE29YxRy7h3Fro50WyDLjd5VJJ9HDI9U1ferSrgTYY4QqtUQ/IRO2Q+PuydsiFweRQijanVloyt7zMIRxNRXr0P0pKAIsWNPlJAfTB7NUD8IwdgIBaOA4GGhGBFIKS1C8joRVoWmUWT+vqqeHnuvj4wqFJs7rQiqszlFh9NFnbvWS3vQ4CHDX4x8KGidKEnvn9TnMOWtj1nH+uo1AfTqaTrnA4q9FhHUTVNT1myZqeSm6OYoOlQTZaae8/h80A2zTZ/e33k4xqWW/zYmzYBpqpPubBrFKUrW84y3j82drj+bOtjZ8yFMeun9cJS/24amnRQCIRACIRACIRACIRACIRACixAgX7X0QG7ge5AJpokUZRTbb4z+C59uXnCL48g4ZB1BLu3b2Z+kMx0dNz3Hsj6bB9Nw8tPMhylSk+D5xS9WffrTVd/6VtVDDw3CKAHT/J2EUgFN9iNg3nBD1U03Vb3mNVUf/nDV/fdXfepTg7Bp23RYumOJnaJLH3lk+Hz99YNg+tRTQ97L4nE2+fBcWdLUmz/OmY0FJQYSrlgVz/ajVfXPx1Af3vIuJeqGmOu/rar/OhH7KB48+p47lZKgVYqnxoaSQvz7ZFX9QVV9YHyssAts2A67+cYoon99FC2pJVQmPQY+hEDCKCWFyKdXIv5hwWaImu+tqrsmw8TxoTTp0fAkPsuXkkJUdj2c/7RJ2eSzKiG0e1S9KYGYcD7tSfFQBnUXZocLm9msdPHixbruuuvKeplpLSIos2KWur2pHq1qnm1orp4e0tdFPB50w2Qu8tHsOw+XlSnZvo1JnZS/69T1UhcM/O6fDF2/J6OziRm3uRNRPRuZ5qHpavry31ZGs3XO9xAIgRAIgRAIgRAIgRAIgbMjwL/gs3Gt+SVkAXIMqYG/ws8jPXx3MjD1qDij9g/bD1Ibfg1/kY+zyjSdl3PR8whQMpT+8cervvrVIVLzM58ZhMonnxzm62yxs+fb7OH3fjdc3ndCqehO4mdHeJrrs5My2u53Q+f95ruoUvOCLlkj6NOucM1SXNnpFeetkidakPG9k/0tLfzxdFmfhfWQ3B0rug841rjNSV21LOKVIc0iZoWLeVRA6MNIPUUyNictD0/jbnHR6igszZWyQujaVjaY6BEoIoThL4xjXz2K0eOoq7qpJ4FcYmO4EDUJp62Y+G7RmxFEielTLlQZ59ILtaKC7TKFy75uY1GXuiLcEnCJoB4t+Y6fOuKhHfldT24fEdabJ4JeuHChelkmnrWIoPMq4LJorj0vpjk+BS0fJILOy2NXt2Oj2enuCZxmb5hNmqRmqlvQDWi2SSEQAiEQAiEQAiEQAiEQAiGwLAKkGQInEZSswE/hr5FlyFF8ElOcca97dBsXmyQzLzmee75KWWDeuU+znYApClR05mc/O4ig//APg7BJpCRYmvvTWuSmiFOiqaHxP/7xMHeoz+b7FOl5222D0GmI/FQEdZzf3vKWqg9+cBhWL3/f7757yPs09diMY4lYrKSHLPveqS2LmMPqjCnlGfvOGiWzyBrmLLptKmiNP2/VSn159SI7TXJnsgitScKISiJkjHDVaglRjwBqP5+1VGIhRsRh+5sUb5vZqItIYEO8PzMO96Z6sBXX3ULQFA0r+Q0H9oINLkQ/NkRQ9h1LHEljZ9UDuWarPF/3wKYKENHKnloEx4Owax+2oienvFnOR9oYEZTZWmjSmrugZsMfzLhgJoc242VclhYUnYsO7nmAhSn2Ddj5dC9n1QwOq5cyKYcyavZMWROeTdPnPi2COs7xzF69F039BBYnSZfpmZMmJCmTJtQsGZR9/BO0zd3rWL2sQiAEQiAEQiAEQiAEQiAERn+Cv8FXI0OQFfgYfAPyk9kHudcGqRJC+QhcbPFGBpJ2bNZBMOWzzBirg86xim2GqZvv83vfq/rGNwYxdG9viNAkUBrefu+9VW984yBUiugU9enFST/4wRA9agi9bSJDv/nNQdj8yEdeHi6v3ARUL0EigIoGdQ6Rpa9/fdVb3zpEg66ifmebJ09SZKNJFP77GQWAJ8vzJFyxKNGRBD5ecVuaqElLR5KebemXezYtgljnpTYeJ6i3FmK4vyHchnJTSvBqSYdSQAUQMaoVEoeJfFqhfIhcxtxSObbNU1d3gqZrTvz0BhS9ELWCiImLscR6ISqSXknyOy5YEpS9VpvNiKZlK3ou262PmrRjzHIpK9eXPZ9EoTmsAPLESmghPuruHBQhXEwFoL6iZ+3LPnz28ECYHbuw77xEFdLLt4pmf8qZNuc8eDu/+rEzC/ucPtCYl/fZbe8Wc3ZnnHMm6JgqbDRpzdQLgD42ojutCOqSWFyujqh0yS2+u1R9CQXT606Ir91FEBPPWhDtcyoDU+znGLoxjJhW7wOrenimQev3z4nfu07qTag8KmHkOPtbdLfy1E1IugbPkCzylqeutrsS4ih2huvjlxQCIRACIRACIRACIRACIbD9BPgJ5Ca+Bvean8AX4Tt5N4O3uLdAyk3mm5CrSA1kLTLDPH+K/8Elt96mRIwkghI0v/vdYXg7ofP224e3tv/RHw1vbidgiuY0fP7554e3xX//+0O053e+M8z12W+A990LlkSPmjNUIniKBBUhShAlvhoC7yVKhFBRodufSBOsyWuwiKAtZE1rRnoXEsRSeMTUA1bJGnnJrG0XItrUT10IVrxtLUryOMEcjv9sfLENXi1a2UeL44X38bbx1Ami1BUvwyGEYj2vNY6n2qgVZYJyI1SOCGpNpVAPYvCnxsWr1Ih9FBSJguI4LM2pShQ07tgQcZHE1kRmEbLyaZbj4StbuT6WZSe9qDZBBP3eWHcCpLbUtuN39caGykME9V07OkoIdixBGUc9vP2pP6Jv1Uf7lA91TfSxMQB+p+Ztjr1tjAgKG91eM3fzbHNkko32NCai2bhkgn1dZmahi5C/rsFl0lQEQms2FkKepuC5gvvPaYXYRcvv4iiT7oq2rtxMq8Vb5Vauvue1CMqcNV/c/G7tFuEflqMSUVN3oJvwzw1ePjNnZtvX6X0jF83sz8ZnTa5ZB9n/cUTQo1Dn9xAIgRAIgRAIgRAIgRDYGgL+7yenkJp6KDz/gORE5PzN0b8Sg8ZN5grb71tV9dujOzxqeltT56MKSgQlWBra/qtfDUPdHSNa0zB4Q9WJlERMiUBKxDSXp7fB/9qvDW+KNx8oEdT65z8f8nOsPCS/iTYVNWrYPSGV8CkPL1X6F//ilcPnh6N28S9BhXdu4a2zNN4xD7iFUF7/tidev5ZGAZjWh6j0tlFgohBMI+wIXQTOe8fjKBsUAnlRAqgfWPH4t60l6k2IwRQKTHxnC1Sb36qqPxptYnYqBEoJDuwFC+Kd718dj8dyHSx0CJZlC4MtFmsX3x7ryy60FQqO+U9xtHiYQFEiCuup9e6tQM1rP+yI+kO1o6iJwiWuenDh3MRpypF8PRYTnSv6lIqE87LrO6+ch2/fKBEUJs2SaVr62QcNGV6FnTbzw6s2/OqJJYHTcwL5CQ7/ynhp+gZO/3ZTJzgSDJ2rhVA3dM1F83APcv6zunTOpdl6sooBJt296+KJlZpOi6Ad1G0/x+oCPHHFjUkeJoLipDskQDPpr42cNB+cbJfkqdvRZFwveRuMgKltyur8nsUcljri1DopBEIgBEIgBEIgBEIgBEJgswnwJ7i3/APuLzeXX2QGRwN0udjcbf4AP4VfZz8+guP4WH4/K1/qrGgSQi3mBxXp2cl3b4U31J0IKhLU2iLC8667hjfBeyu84fLe/O4lSoa3z0Z29suXzDf61389iKXE1Pe/v+qWWwZRtM+722sWJDSJd8zT5QkT+SwsktfPe9/2xJC0uBYxuz62UzdsJ45igQFVgGdO4BNCRXi6f/TiKR2UDAKq/SZG2tlu/Nq1FXKl9yHgUS4oE3qeFtuIoh0B2hVSXwu7Ee3ZzETL4qH3sv2wOPXOa9nrVfSE1KIO96PiqC+xnLqlngRyj6UIpNShjoYlkON6VPih62DMtpdSEaSJq5QyPTybJC47P5HauV0PIqn2ujlJS9mI5JkF/bgFNxhdBuIatKJEBXsvGo2pybsEgoH/chTs/n4UE5mI5mMfyXc3a12n/WnVhFPm8Ydjl+IyakZnlTQNJqMrY5qafQuTtHpMmKrkOwETOyKo5x26O/U5TAB1rNuGJqBJ/D/jbBk+M2WMdLVS/zND43cu3QXzdyzOFhyb6XjYq1bdfTtvUgiEQAiEQAiEQAiEQAiEwGYTIMkQNAVECHrgI/CLSAmiQflsthE77ef/fS4zP4SPxxUeAxs3u6ILlI6gKVqTiEmMfOqpQfS0fvjhqgceGCI0RWwazu5N7pKh7ATP++6r+rf/djhOFKjthtKLEDUcvhNxldBKVBUVajEk3jG2EVzPV2J5pIypkMRjJbwc5YluAynevNbikQJFghcuEQKFKxE71d0+PrcigAlx0KSCFBaeuZZIKOW5E8MWVVTGU691pf7UEKFgQr8YvPoQe4lwGgtmhyUiKcWJ8Ck2XWPEznb8zlLlUX72umxBGifqjB7XZ722663Orr2ITOt+JIWn/ShIokHtd1hqFadFeKFy6kH4ZGsUPGu2KW8KlWPOku1h5R9+2xgRlAlCbjpWN1ViGmGNzmwbc3VzXbTJuuxuvGbB8E41JiF/4qEuQ9NpCC6lG7VLxxTsRwh0yTxjoJ3b96wvoabJXJVV2ToKtP/50IT8w9E6vm5BGdvMmeFhZW6h2D80RGfRsuqNG05EWKw6UNy1wYlQLCkHXsxfWeR3VHP2u32P2m88RVYhEAIhEAIhEAIhEAIhEAJrIsCn8v8+cVNABr9JcAg/hbgp+EJsFZ9BRKj9+F/2E5DBBxPUYem4tTVVZamnFd35hjcMLzMy7yfx01B1a/OE/vmfVz30UNU73zkMizcMnshJEDVkXiKQTpMoUL/1fKD9GyGU2GkhgFr6e++z+2teL6GTuGLCNx4owYUABijPdTYacBupqI/HCl5YQxHpuhK3vBSow5fso85aH7WA967+LfjJp5UALc92ispUPN5kPi0Wqi8lhArRIndHOE4VncPqot7EUoxaHMTEcpSAeli+J/mtbfYkxx50DFVFW9DbivIkSmor1Cv2IQJU78s2COtCDCk/9sMCW3ZG8dIhOW6ejbSS4zpQnvq8vmub7E1bJMK7I/h

What are the blue elements? 

300

A __________ is two or more atoms bonded together chemically. The atoms can be of the same elements or different elements.

What is a molecule?

300

Chart used by scientist to list all the elements.

What is the periodic table?

300

How many molecules are listed below? Which letter choice(s)?

a) Si 

b) CH3

c) N2

b) CH3 (compound & molecule)

c) N2 (molecule) 


300

The 2 in the chemical formula H2O means this.

What is two atoms of hydrogen?

300

According to the table, which element is most essential to living organisms?  


What is Oxygen?

400

True or False:

All molecules are compounds, but not all compounds are molecules. 

(Explain why or why not.)

False: All compounds are molecules, but not all molecules are compounds.

Example: 

N2 (molecule) is not a compound. 

H2O (compound) is a molecule. 


400

The element with atomic number 8.

What is oxygen?

400

The definition of a molecule.

What is a particle that contains more than one atom joined together?

400

The chemical formula for carbon dioxide.

What is CO2?

400

What does CHONPS stand for? (Think back to the video we watched. What did C,H,O,N,P,S stand for? 

C = Carbon

H= Hydrogen

O= Oxygen

N= Nitrogen

P= Phosphorus 

S= Sulfur 

500

Describe the differences between elements and compounds.

For an additional 500 points:  Use the terms atoms and molecules in your definition. 

An element can be one individual atom or a group of two or more of the same types of atoms bonded together.

A compound is a group of two or more different atoms bonded together.

500

How many elements are in the compound below? 

H2SO4


What is 3 elements?

Hydrogen, Sulfur, Oxygen

500

The number of carbon atoms in carbon dioxide.

What is one?

500

How many elements are in the compound for glucose? 

(Hint: Glucose is C6H12O6)

What are 3 elements?
500

How is macaroni and a wooden spoon related? (hint: Think back to the video we watched)

They have similar chemical compositions. The molecules amylose and cellulose are made up of the same molecules of glucose. Glucose molecules are just rearragned differently in each compound (Amylose & Cellulose).  

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