ESS
Grade-10
Easy
Question
What can be done to reduce carbon output in the atmosphere?
- Use four-wheeler as a mode of transportation.
- Use bicycle whenever possible.
- Make a habit of using vehicle to complete short distance work.
- All of these
Hint:
Usage of bicycle can reduce carbon output
The correct answer is: Use bicycle whenever possible.
Usage of bicycle can reduce carbon output in the atmosphere.Every year about 6 to 14 million tonnes of co2 emission is prevented by this way.
Related Questions to study
ESS
Select the human activities that has significantly influenced the increase of greenhouse gases in the atmosphere.
Select the human activities that has significantly influenced the increase of greenhouse gases in the atmosphere.
ESSGrade-10
ESS
________ is a greenhouse gas.
________ is a greenhouse gas.
ESSGrade-10
ESS
What is ‘A’ and ‘B’ in the diagram given below.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARcAAAEyCAYAAADQspRRAAAgAElEQVR4nOy9WbAk2Xnf9/vOycyquvf23j3T3bMBg54BBjNYBguXobiABCmBsGVIpmg7HLYi7DAkPTjMcIQeHeEHhcMmbYcUCssOPth0yCFacJCC7AAhijRpEuRABDGYATALZu2Z3ve+ay2Zec7nh3MyK6vu7Z6e5c693X3+EXXzVlVWVlbmOf/z7Z+oqpKQkJDwPsPs9AkkJCTcmUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLchu9uaTTz7Jc88990GdS0JCwi7Hpz/9aZ599tlb2ldullskIqTUo4SEhAbvhBOSWpSQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSSkJCwLUjkkpCQsC1I5JKQkLAtSOSS8J7wzb/zU4hI5/FT/KPXdvqsEnYDErkkvAd8k6//5tNzrz3Nr/3GN3fkbBJ2FxK5JLx7fPPr/OZWr//m10n0kpDIJeFd4jX+0T+YUstTX/0qT7XPfpOvJ3a565HIJeHd4bVv8LVWI3qKX/37X+GJztu/mdjlrkcil4R3hde+8TWm3PKrfPnEl/jKVzs7JNXorkcil4R3gdf4xlRs4alf/TIngC/NsktSje5yJHJJeOeYV4m+fCL8+6WvMEMv/+AfkbzSdy8SuSS8Y2xWiZonc6rR01/jG4ld7lokckl4h9haJWowqxo9zdcSu9y1SOSS8M7wzd/g17ZSiRrMqUZPf+0bSTW6SyGqqjd8U4SbvJ1wF+Kbf0f45S0j526Ep/iHr/45/8WJt98zYffjnXBCklwS3gG+ydffEbFAUo3uXiRySbh13Cjc/23w9K/9Rop5uQuRyCXhlvHNGbHlq/yeKnqDx+91DS8p5uWuRCKXhFvEnEr01a/wpZvsPes1SukAdyMSuSTcGuZUoq9+5WbUwiavUUoHuPuQyCXhljCjEj31D3k7bgkBdU91nj/PK8mue1chuaITEhJuGckVnZCQsONI5JKQkLAtSOSSkJCwLUjkcpvDObfTp5CQsCUSudzmsNbu9CkkJGyJRC63OZI3L2G3IpHLbQ7v/U6fQkLClkjkcpsjqUUJuxWJXG5zJMklYbcikcttDmPSLUzYnUgjMyEhYVuQyCUhIWFbkMglISFhW5DIJSEhYVuQyCUhIWFbkMgl4T3Be9/WzX3uuedYX1+fef1WUNc1MM2TSvlSdwYSuSS8JxhjUFWcc/z6r/86w+GQ0WiEMQYRuaVjWGvx3rdbmBJOwu2LbKdPIOH2RkMGWZZRVRXeewaDAd77W47BEZG2wln3M6p6ywSVsPuQyCXhPaEhBudcSw7zJPFOjnWz5wm3F5JalPCekTKzE7ZCIpeEhIRtQSKXhISEbUEil4SEhG1BIpeEhIRtQSKXhISEbUFyRd/h2MqP804dvDf3BQkqynSd2mq98qDmnX9xwm2NRC53MBTYqk7dVtO/nfc6++KNjtH9nCIooJj4kM4x/dscwWz62i3PK+G2QyKXOxhCmLrdqd0Qi2hnp1tAc5x5YlKI1AKCjw9FGmaSuBM+Pt9aE58/jRQ5c/sjkcsdDsGzZQnvG5HKzOsegfB5BdsSRWd3DTILqmRakWmJaEVLQzchlOY7bn4aySx4uyKRyx0ND+qnYoregFG2fLlDDg22FCc0vq5zO0WxRbJWgLml8024Y5DI5U6HdKwmMxLE/HQ3M1qMYIAtjLCtOtUQQbSsiODE4kSgeZDhAMdm+WPzt4e/ycZy5yCRyx2PxvKy9XTWzvPGprKVbaU9mkz3D5/X9jhdo660Rt6EuxWJXO5ohIkOt6ZwNDJO10O0iZbmbS5xT4n2GWlfE4LsYrZWi5SO9HPz35BweyKRyx2Mhgc8W0sQ8xNe5rZbTuvmzcgYqkHW0UgijfQi7Y5+a1Un6T93PBK53CXYynQiOlVztpIslFCs6UbEpAAieBWMNdi8oHIelam8I12ZSTUQzxZ1WrpE2GArZS4cZnpGqebL7kUilzsYDQE0EojOk4mAus50btkmRNSKACpsOX/ja3XtyTJDXXs2NjYwkiEI3oOY4KJuPy7SSjTzhOU6h23UKEdwgyf6uD2RyOUORxsspxpiUrQjI4ggYmZtHxrd1/Ou5S0YRoA8A+cqMpuxZ3GBPDNMxkP6/YW5z84pWfE8fHSPG5l+RdegvCWvJWnltoDoTcqINXVNE25TKOAqQryJsKUO5P3se1tBbuA/UgUszjustXzrW9/is5/9LAsLCzc+pVupi6vT6v+NQToRyu7AO+GERC53MpQwUecTC1XxjcIUecV3PtJsRWN07paRKg1khqy8h6Z8biMozXPX9F+PViVi5uNp/FTaEXuT7074oJHI5S7HrMGzic41aDDR4jsJiU7BK/joR25sHs0jj8d5O6dxqZDFzw9LWCji17I5X7pxWZu5R8gk8K3kIiKI2ay5J4PuziGRy12M+fvl1KNiMR1CaR5NZyDXea0b41LPPXzct5NORFnDUg/WRrAwAOchMzCpILPBlpJLkIAaGSTEv4SHxm1DMMT3m/1zaHOjthqLiVw+WLwTTkgGXWCTA1Tn3pP4OpsqEmzx+amdYHafzfu13zePmS+ZhrPNx6002+7/TqaRsQ6oxLaemBoYKqxvBDIYT+DqypiN0YS19REbozHDccloMmY8LhnVnrXSUKmhrCuqqqKuXNtGRFVRY6nrmiLvMxqNyPMcEcEYQ2agyC2ZUTJjyTJDnhn6ec5ir6DIhT1LC/SLnL0LPfYsLrBnacDeRVhcgsUC7u13iEmkJZ55yad5rRuPfLNkh5vhZq73LXI3t9x3M+bv/dalJjaPqdtXJbzjJZdNN29TqYHumh2HpJrOWKjjqM1Q2bQn+BqRxkYQapu4GK8qCBmCdw5r4tlo1ENsHDRi0OgxEZEpWzTnJlNyc5FgHFNpogLKuB0CaxVcXoELl+HSmufNaxOWx47rqyssr6yxtj5iNKkoa0flPM43+YybB7ETA1mOzkyX2f3eTnJwzs3GuqDtPTD42FQtRveKYhGstYGcRDm0VLA0sBzcs5eD+xY5tHeBowcWOHYIDu2BY/tgycAeplKOBQqmpLPVr1MF7xVrN5//7NlO73U3PeJmyZimc4SbL0BmS8oJn6k7r+wegklqUQfvilxmpJdp0l9XZYBmIMTPe4fzHrEWkQzfpuJ5tNt9sHtCvgZjQQSNA825oFoYA96GIVZ2zsQB12s4fxWurMFrpy9xeXXEWxeucfbqKtfXJ4xqj5OMyvQZ2SVKMpwnfJfJEGvxhGxla/M2WTpcm+b3hq2/USb1LeLtyKdpotZgZrypw/gSS406B/UEU4/JfUlPKvpScWjQ49CC5fihPdx/cC/33bufB+49wvF74dASLDAlHGWWfCxQ147cClaaWzM74X20JTWqYHMbfaxZ0zWETyObfftO6+3akkZmpdHm1UQutwU8ULWDpkse7ZDv5LgEqcDMqBvQtQHUM3VGlBA8lmcdMtIwzFRj/EfezNwsSBsOrJ0OGVeXmExQ8lYKGRMkkTFwroIzl+C1N+HNsxc4f22VK6tDrm6MWR5XeMmoTY6zWTB+mgyM4NF47yRIYjZDjEGyHMTgvMGhqG/Oz2Pm1UFANRiAtxNN18YGrcqlDtESxMf4PiUXgxEwCkY9fjTCqMf4GuMdGUqeGQZ5zsAqHz62n/uP7OGjD93DIw/AffvgoIVFoEcgmaxZINTjVBGToVHmaSe7NvtoGC8eEAMmn1l0wqfquB84LIqZBgNqLJrVjLJGl5teDVrpmfn3dh6JXFoEcmkEWp0JKDehrEB3oZSO0TLmy8CUXELhpe4aY2aiXttR1h0Q4luppyKsR81uzdpUE4jkeg1nrsDLp9Z58fWzvHlpndcurDPWHpUaarE4m6NZgc8KvMnwxuLEBNeyNoM1nJQRT+Y9xjucSpRCGikpLsetN2ZmvZ6evmxZauqW8bbjpxNn0yWZ8DmPzaJRuvFrq8Qb5cGBFAUhEDiqmzGOxiLk1JjJMlm1jtRjBqbkyKLhxLEDPHb/YR44vMSnHr2HA4twoAhqVeu5IvwpNBikxdfBi9VtU9u6y+cliyYQEVQMHtMhqebCRLKSaBFrY4kaZW73SCtdJHJp0IofvlP7yMepYzCYoArMq0rSqfuqkURkGqIOjSU8DiJVnFeMzaPdxKGuRMVQ0cMBhZ3aSkpgDbgG/MUr8OqlEc+/dZG3zl9nZVhSudDg3XmDXdyPlxyMwamncopTH9QuIzj1YLMw6E00N/q4wqrHiMV4xUcJRDCtegQEdaML8dPrcdPiC+8P5tUimBJS4MipabaRQNV0bFQwWwNLXWNQgbpkMRMyfHzJ45wD78nE0dOSga04uqfgkaP7eOKhI3ziw3t4+CjsBfrAEkHC6UIAdT6E4Myc+vRaqXRU8PihroQzQzbeTw33rSTTZJPvLpJJ5NKgezcbabO1sUSpRM1mHQhAoozhASxYM1P4qBVzfRUlAAGxrVolTFWcxmYyBN68CM+/cZ1nXzvDyxdXOLMB69JnKD0q08dmBcZkWASvyrgsw6puDLk10XYTDKFea7Iso/Yep6AarbNigh9YDNb7sKITF/Z2lW3E7plw3XbbqEj6NjaX9+oKbsilGWebInh9YyiPBBMlgjZfwNedgwkz2ZjqMVWNiEElx5s8kGrzm7yD4TK9nrJXSrLxNQZujfv39/nkIx/iYw8e4Sc+usj+HgxskGwaW43RqFK17qMOEXddS81gkKkHr9nFwHRx6y6CYtr9bpS8uVNI5NKgIRdlepcCIzAdDHPk0nxuhmSa/4FoCG1XINUQqKYe54XKWJwEIlkGrgLPvQHP/PAyL548x1tXNlhzgvYXkd4AJ2HieAmTv8bi1YAE20je71O7Eq3qMJHUtcFq7cpogqqjkkWVJ4uT0EWxO6oeJtpfGu+QRPUCWjE+YN5svY2YH18yK5U0r4mGHCjfSDXxLdskQqoLF7AjLgQpUlrVpM3WbghYweYWV44RV9Iznj4O3Ajqkkxr+r7kYw/ey+c++iE+fcLysXvhkASbTbDXTBeaptYw1PFcALGzalN3EdvkbZgO2U2L2C5BIpcGulkgCajbG954aRoYnbevdb1JzZGC/cZ13mnUnSFwxcF3XoJvv/A6z7x5iYvrJRu+hx0cwBV7mEhGjaBagzQO5kZHz1Ay0DisfNlRwYPKhVfEa0dtCBKGiA2kROPcVZQqEGRrF2oMuMFLRbRtbPKOtS+8N5vL22Fe8pn1FjV2JB/Ow3Skksa+EnfvFshUPDbeV4+iJlybYEdpZrWdXoOoGkoWUiO0rECUIrNIXZJXI8zoGntkxMOH+3z2keM89YmHeOKh4AIvmEo1PaKBWBtbXza1zegNiLoRtNj66idy2YVojKjQeHsaGwk0hjgP1DK9qU2af9espr7GmIwwCV17t2syJggbwFs1fPck/NGzp/nej05zfVhCfxHfW6I2BiXDR5dzkFRMqDcbpY6ATliYSpA6ZNIx9nVd5Z3PNCJ1S4zBu9L1grXXZG6kztoFfOd5VFO2mVzeFuJjh4H5KdaVBmYnbbB3GJC6swTMw7Q7e5k+794LocZWYwoTVDXvanw5ovAVS9azN6v46U+d4KmPH+EzH4KDBIlmQBNzMwmLQ4xJ9rVg8h5OoK4hy8L1NxIkL+ccNtrtlKm2vZuQyCUikEsYWC25+DgZJagHTmEyfRrF2+AVCvc1TOTGoNu4iGtgBHz3pPL0j07zR8+/xcnrFZP+QbKF/ai1lF6pI6FItGOIRs+VEEX1hlw68QwdklAz9XY1Ra+n+0qHObT1QIhujrNo97oRuUQi6pKLitx4tf2A0FyHWcz9ps5rm35f9MmJNnv5eA9mjxVUp0a9DPc83LMyEAuCqqA+EHAhjj4Vun6R/bbk4QM9fuoTD/OzT97Lif2BYHrAonfkvgwhAGRUDZnEE7fSMew2xnTnwr22uyvGBRK5dOCjAZfodp51PSPgBCpfk5ug7PhyGEgos1B5kB5IRqk56xmsGzjl4A9/AL/3ndd448oGQxNcw2QhxqRyDu9dELuzPA7U+JXaGCi756Ht66JR+o/SVSPlqEwn0WYba0MmMR6kMxlvRC5yo9s6X9dWt/q+DwaiJkggLaKhuQnw65yrxh/UPVdFQPodVaiOxOtuTPZYVGLYQmOfUwca+j9Z0XAMVfCOPLNQT7DliJ4fsT+vefjYQX7uxx/jr34M7iF4nCAscBmgvkRrRy8vELHUpUPEhr5Q1GAdaFTdJWc3ZekkcmnRBD5Be4M6ErYKoRaJUZyb4MsJRb83NaLYHiUZYxtsKT9ahv/nO9f41z94k5PrOcPBQXRhbwip1RqsYk1wKzrnogpl4+rfUWlar0KI7KVZM9W3xGI0rKSOfpAgunQkcfVtJ5ePk2q6TzvJNHyv6OZVHWhfb7chYqZjb9zJldOAdieW7xDnbCTxvOonjWdMCtpfoyG6KBCMboqanbaibQg1uu0juRjx2EZdVA1Rz4Q8KuM9ph5T6IRMK/pScyir+Js/+ThffHKJBwZBklkgSDVFG/EUle9oXlLvMNaDljELdACSyGX3oWshizqP26QWlJimt48atBYkK0DhiofrGfzZWfj9v3idv3jpDOfGBXbfMWRxH8MKppMvTnhfo+owIlhrUHVxVbQoRcd7YOJ31uFBHTxPGtSxhlxq6bfHb0R6wWGoZ6QMT9D4fENejYciunKNsmWkrdHgqWren99uba/4oGDCxOqed1elmWGUORd7i3qGhNsjz0iwXSOytM890rlXW0AJIQKZgbqkriZkOHIR8A5LjXETDkjJFx5/iF/56cN8eg/sA3JXk2lF7RVb9NrwzEbxlcaL1+jruwSJXBrMkYtGcom+h3g7K+rRGFP0UdtjzUFtYRV49gz8b3/6I164uMrFDYcsHsIX+xm7yFTGBGuKq8D5EGEaDXIG8L5G6JJLdFyajuTShNb54HeajvNmBW3sMGHVNmhHavGtxNG4s7UhFqF548YqEDAN1ppT1dqz2DlyCQHF2fTkugF+7XaOVNrn4UOWkmYQNOSq0bfU/m4JC8u8QVsbb1pTsKqJEIZgEzEGJqMYxBhMJFbA1w7vKmxWUJUVi4VlcXSZQ9UyX/joEX7lZx/jiXtCkF4ez6HyijWQIyHiOKaJ7CZigUQuUzRelE6EbeN3yajCKliVkPepJWeZEDX75+fhn/3hW3zv1GXWs0XqvE9RFHiEqqoQLCazQfWB1sLvFLyLQ9YYsLZ1GTcw+I5EoHGsRrVGopeoNdoGyUY6leAasb052tboTJJb6A2kBPvGrNoUvn8nyaVBuKLhBzVesEby8DPXYOp560bISuc44T0zpw7eKBI5BCAKPs6Fro1HECyS5WFdqGPFGwHjgxqVZVlMDxF0MqZHyaIbs1At8zOP3c9/+Nce4uFFOExQlTJfxyBJQ1kpNpcURLetaCfJre3WYD702jEVZEKYmaMRQteAdeB7V+D/+OPT/MlrF7me7WFc7EWKhVAhX0NpBeND+QRjTCCXmHvjVILnR2JMRZP/EsO8RH0beSHxTBpicaYjcbQOcBNVgCp4PLQTBCaNK3o+dsK3K3yb4fw25DK9TJ3o0pk3b9B36AODzhClmbvRXVWva7zWKLnJjGTTtD3x7fPZbfM9tBdGYmU8QwiWbOZEczepgV4vfN45xAoWxbsqLCwSzMc2C6X5/GRIz03Yy4gD9Qp/4yce40uf28fHliD3sGjC0uJcKAfRZt13PInT39M53+5beLYrbeDOIRdlqmNHUb8dZ3Pk0VRKa5jeKu3OtQuOnCYxsfIlxmTUGNaBM8Bv/fE6v/v0C2zk+6mKBTbKkt6+fUwqHydz43W6oZtl7p3Zm9uNO5n+uPhf1/jaibkIr/npj21F8s3HnztkxM5LHe8Hpvxx87GoN6XBm5HKjcllllxnB92NDd5+RlrqnlVzK61Cz00w65d59HCfv/VTH+fLnwzepYHCknhgAnUJWYGSUU1KiqyIBrZ8WoNUpmNbadTnsPi83wvD3UMuzYSNtoZu3oZt5qMCBsbDisFCzqQqIS8YEuwqf/Qm/C//91/w0gosHv8oV4cVlVcWF/tsrKxg+v07ZIom7Ag2GYsbA3EWVKd6zKBeY+/4Mk89fIS//Usn+PSh4L4uXMXAgtea2iuFLaB0YGL+drOSyjRnSakRYlLudvycO4ZcYC5OZU5LUpjWzgheGCfd1SKsSMPRmIWBxfsa43pMcsOLJfyT3z/FN144xXjhHsj2MKqhqkvoD+jbgrr2qPhELgnvDqIY6iBRtPEqHQO9enJRbDVh4Etk7RL39Sb86s9/nq98rs9+YFDDviwoy+PxmKzfpywnLOQWVHEmjxa5KkosFiHb5CV9337SnUIuSoiwDZaIaXmEVnsA8E0EqwXJUNOweNBVaw+ZyXB4agwl8Kevl/zj3/8eL6xnrCzdy8j0oXTkRU4xKBiNJvhRhekvhIS4RC8J7wbSta1FW1pMmJxGU0ORZfiyZMl4lvyQ6uopPnPiOH/3bzzKpxdC+YeigiIPEeIC9GJiS0keF9NJjCzvdaLQSeRyIzT1TyAkhW12qcYEMQUIWcRN+duwYigTV2HsAg64CPyv3z7Pb3/7Ba5whGF2ACdL2F4fzcCVQ5iUIaq26AWDbNuBMCHhXaAxyWyaR9Hrp5am2VNmIHMjbDWmL557zYi/+1cf54uPwH1Av/GYAxUlGSZ6EptcOIv4KLXI9CveT9wx5BIkl4Cm9ukUTfRtQ9Gx+FFr8/Q4DGOCJ+iih//xn3+fPzi3yvX+EUa6iF06jBtXIaBgsg54ev1FnHrqykE/h8rN5aIkJNwaQoRwowZVGJ2W7/CSBVW+GMRVtAQXstdza0JqwfA6R8qL/Ke/8GP8+5/POUiwxdTVBJMXQE1OGedFb6oORTvjdhhd7hhygQ7ht6TRqEEQAsDy9npCt4gTlCZIKz/cgP/hX3yfF67BGgdxvX1UmcVXI+hnUE0QU5CJpapCTkeeZVSTcShmtJsCDRJuG4TwgiKEBvgJRmssDkVwkuHFBsnFmEA+hOJTlfOoV3oZ9EZX2TO6wl9/8qP8vV86wnEP+00TWjGmF/JUQAczrqkmzOH9dknfOX2LOtGlzcUKilITo1K01eFgVr10BlaA76/Df/87L/LcdagXj1K7BUpvMWJC9y5f05R+r7wLKaveQ1nSszaoZYlcEt4FlJhHoYKaqAKpRG0luhyMh7rEZhlilHI8weY5Wa9PORnRWzrIqsDv/uAN1iYT/v4v3x9q/daepSzW2dS8XV2b9BZD3TmTnckP292SizLlEQsOj2XElKJ7TGJlONNmZxiG3jAy8L0N+LX//QUu5wfxzobmXmJwNtbwMNCUgJyWRgzjIXfh9doIbidz9xJua4QcMejmoFlcG1QZPEkGF4MxjSpCjdXY/UosqorNob9+mZ+7p89//e89yqNAryrBFO13qYWRlmRigjzvFWnc1u8T3gkn7PJpM82hmSKjsbF0NSZxNd7VVBiGBn5Uw3/zf77EBXuY67KPEb2QaC8OLyWI69hrov9am5urOBO7FyapJeFdIlQ1dNhurBZZaDfSKb3Z1vMREwqKiWkDLsVYJqOSYb7Exr7j/Pnlkv/2d15jBXCmoBqHQ4fC8x4rhpoaIdRd3knsbrVIPJhG6enFqMNu92BDBpSVp5dlqBhWgAvAf/cvXueZqyVufw/UUGcxflN8EFIk9qZRATzWe4wqRkNhoComoyVvUcK7hYpiYu8ZQUPNGQlj2LVjOEYHN4uYhIB/p0VwSijYvXtxlWfiDVcHR/hXb57l6L8+x3/5S8c5vBgO4bREsFhytNbYyY0dVel3N7kAm+t1TFPgo7ZEP7ZGHRGibv/n33uNp89cQ46eoC4NUONNaK+K2JCk1wTLBKYJGc0EPdkZE+p4RLVJktEl4d1AAG9BPFY9XhQvSph2eWfHrnQe9HUnQd3JDdQuqDgUi9TiGR/O+GfPvMzRo0f5jz5p2ANYm4XJ7JR+loe06punw287djm5GLpkAtOq6G2Erq8Rk7HmYdnC736/5Bs/OAP3P8aGF7Cj2D4kuv58L7SyiAZiIy6sKgZqkWDBJ2YnKxCTERMS3jmE2oatjQWqLOCIEkzbFSAUFjPalIYIAaEIVG4Mqhhj8OUY+gOGdoA/coJ/8v89x4fu+Qw/dxQWyBAfkh+JPgmTzc6dDxq73OYyVYOC8jK18QaEvKJKYWThu5fgn/7p89T3fISVygbmtoJYRayJKQIWtbEiexRXmyhKPxPRmNShhPeIdjwFp0DTLHJax8fFINAaE8kn1Cn1U3XGCKZXYIxEaUSgdJSDvVy2i/zWHz/HGYLU7jQI3Hhta/zsJHa55EIIZe5MeNc68eo2CMbFeJavfeciFwfHuOh75L2CylcYk8c0ezu92LElRTC4TbO/JL6n4maTZJNVN+FdoC09KgBFUHxiGQurZesxamrL+GjUDep5aKXXHwwYr67gFxbJFvrUq+tQZEg9ZHH/YZ45f5Kv/xD+9idCuQbUg59gi8GslL8D2OWSyyy61U7CC2EpGAHPXII/e+Maq9lesAuIDbVPvQqqTcvQRu6Z6rjh1W6z9dZt1NZCbLjldtveCM0KOv+42b7ECrPt8TU0YFMBNT5iNx8AACAASURBVErTMgWmJSR3+vfv9BaYy+/pqikeQywEFvtFN2UTwsdC6YTx+gZmYQF8Tb22ggxyenmOK0uWS0d16CF+59svcc7DWMBRRd2IRrDfMex+yUW6/xqyaAGvQrQAxobw/t/+k/MM9x5j5DPIDDVDML4loACdHlNuVGNNZnadWvFvz62othVLgJvYj6brzMzVMoA4rHNxRc1QsSHy1Chk47CnzxCFTKtYu8YGwlY3e9C7bduEOUgnIpRg21O1rcNi2mVhegAVIBe8j2pUP9RkntRAfy8Vnmt+RGYK/uUznmOfN/SNZVBvgF1sy47sFG4bcmm9am0kolAS5JAfXIDTqxPWZE8IpTaKR0NRUy9sThrrep9uDXqbblGd1vqQzhvzHKMa3tLptW4r4EOU/DwS3ffa1LP10UagZfTah+M4kWiwFAh3Y1dcjw/8+tN9wc08DdfbzO2js89F4/h1nffDHVIsFD3WXcF3Xj/DVz7/IPeQhcpozncMxjuDXU8uM3Ohc92beVIDz7x8iuXRBrp0CJMJ3gT5UiRDZySXuwxzcQ7hmsn0SRedCOXpZ01szKV448m8xapBRKltFQ9oCWaFEjGKaI5iY/tUE3Wku/T6vy8IVRAluq7bUqdIJHWDsQWvnjnFS+ce5OPHASxeZce7Ne56cpkiKpAdpncElejFs5epzCKmCO471WADCKHK5u4d211iiUbDtinbpmsySzraPompoKbGi0d8dM1LswqHuKEmTii0p4057FH9vHtvwPsBoanT3D6H6Q2tFZsvUBd7eOaVq/z144fwmmFivtxO4vYil4ZYNJhSHHByBK9fG+EGB1DxODcJrR7EBr+cv7vdydoZi+Hf7l/mDNkRXXtBjPlRozgJEaPB2+GCx81nOLE406MtgK2Ctl6SRC7vCRJIQjT0Km8LjEsMaNFQbt7vPcRLZ6+xziEOSS+UXt7hy76rvUVBy+/Cz9hkPXDyCizTwxd9nK1RrWJdjFiBf3f/xA8MXtiyKdoMZO5BqHwfWotGybHJefEZRjO8+LbSfttl2xCM6ZvywhLeFST4lvyMDcVjcORZRulhKD2uTJSro7DoTiq345x+G0ku8wh1zs+uQj3Yjy/ykLuRaxz/NsTAGfc2x7m70BDMfIuOzV4OgpfIVyAe1xnYxgv4BZwoLh+BTDDOIN7gJKywMAlbydjxUX5bo5t71CQ0KkhoNyOiOG+YZDlrvuDqOvgB0Va2s7iNyGXWMGjiK1c2HGW+yNgH22KWWbwDIQte0EZ8vBvR/dmtxDerFrV23K3IBTBt+oNpu3CISFtusZB1LCMyMrz0GBmLF4NIaImiXmc9IgnvAnHsCzSFpAUw4nG1wxYFpijYmCiro+DkGGQSCtKbnZvitxG5zGWPRqixjJxgFgtwNU7AmjyWJRW8yF3LLQFxYjfXILrlG8Els6FzpGps+NW45USCt82H1ZEsFulSwRkFM2HRb3Ccq0xWzqL9PYzsXmp1VHaAdxPMwiI65i6//u8N02Jp2lFXlRB8Z2JGtOI9ODFIPg0TzUxjWNgZct/V5LLJYtLpFSxtMAYYKaicgjEh2lYV7+to2L3bXaGzv11lViWq6qY1S8gMNyI478A5VB11nUO/INQNrcm840Dm2aPr9KtTTM7+OfsXHFcnfXoHH6PuLVHrAGwPPy5Bipt7LXba6rjLIeJj/4tmkWwCCsIjFFHTdtGoOiaunc7m39XkAltww1zchi8hF9DawyBHEHwVWF4kBobdzeN3C9tK18QqmQ0BV83uqqEEqA3uZZcDmQfpgc04UI95YPUshy5+i9G1P8EcO432LE6PcGljHQYP4eoDFP1FynIUSonezdf/vaC9d9H10wR3dUMyrEFdkCgLVapKo9K0w35obgNy2YTOdbOA2xhSOI8tcmqTBR0/Er0xM/MmoUGXoK0JUovXEIWrGtKqjEGsIFaoh6vkYngocxy6/jL66h+Rue9x4r4rjA5eZCUvKfIRGys9zl9/hf6+e3BVgTV9PHUQ6W+Ene5FvpuxFUdEw67GXtViBKOxO4ar8fUE6E+DJXfQW3p7kEuMFm26LzYX3QL1xipS1izsW2JVs9AkzUiss91kN9+9S2cjGuv0hRn4KrRWsRZsKIEWJrzzqBekEI4N4J4Lr7Dw6rd44OK3uWf/RUYfLlnfv0ppRmS+InPneXDvQa5cfJ6FfY+yWgk+24u8jc0rUcvNEUqcmRBp3ljUNQ8qkYnNW61hUQUZD3H1GKUfexdlzUF2BLubXKZpFEBMSW+bbEf71mREtbJB7957m1cARcUHZ/VMdOPdh3m9WzfFtFlEJBCxVzIEm1kyMSy4EYsrF1k4/0P2nf42R4cv8OHFsxQHN1jfowyLEqRGvCfTIUv+Mh8anOX8hX/D4vEvc7Vu6uXc5PySzeWGECVGPseoZ4EQ+exD0mOzH5C5msn164g7HmyVN8oh+wCxu8kF2qVNJUZ90ti/QyUWW1dsXL1Czz8arOfWgq9jG9aGmZIrdEsIkNlQXCiqJ8YYjEI9mTC4fprjz3ydR8c/5Ej+Omb/CmvHc64dXmQyqDECJje4uiQzA+rhGicGb7J2Tlne+HFk8Z5NCXsJ7xAz6SvTCHU0m0nhkMmE1atXUV+Hwg5d+8wOYfeTyxwax5rEFABb16wvX6eoqli0LhQSRAVjJEbpzuLdiOIztrQPcNuMjqZinuhsk7bGeCfx6jSFJDTeWqvTLGVtVMTWv0n0CoXSzovi2FsPyVcu4s68zp4z3+XH9HUO6UvYhfOUx3KuH9/H9aLEuQqbCTWK5AV1VbF/z4Bq9RQP7N/HW+e/z8JHP8rQ+WjTaX7D9Gy1cyrdeq/zc2Inrvv7sZ3HOx53wlZJYCCEca2AKJlzZOOKenk1xNYRnXApt+gW0LGa+6Zqum8KYOa4tXXWr12hd/woE5rGZhbvFNkqNXRL71NTV2M7fsC7RSzzKR7xodZvY3kKLSmiVBbLJhp12Fg/pY61gDP1iDWMTZT8DGAyUEXq4L4Xp+QIi5MhvZPf5eCrT/PZ9Zd4ZOEqa/Xr1McdGw/uYWW/sl6MMZlijaNWjy16OFdj7QRYJR8M2N8rGVx+hfrKDzD3PobXPlJ5Mu9xziFZhuSGunYglqYwktKJ57hD0gZmm/ox1dwb6Ny2CzWYLMfXLthdmhKYgLWhn5GrS/YUOZMLF2FlnT0Le4DgyNjpyb3T339rkOmq19pclGkyngqjM2c5eN9xJpMhGIvp9ULei/qti6DPE0yX6bfYf/6tD2Qr0MT2qDS/oxsU1YjJIV65qRXnBZqqcKNqQpH1MXmOVw/exYeCc+wzBcVohcHyBfSVb3P00jP8RHaJT5rXyKqzcNxz/XiP64cy1vpCZRyGGmsdqGGiSp7n5HZEXa5RWMdivsyjh1b5/tmnWTh8P0MK0BpjLU4tWWaYOKLoMv29Khqjgaf3uvkdO3L93+N2E4cIs+SylajT+V+BshxT9PuoQFVHcV09dVWTi9AfFAwvX6G6fIWlLKccjYHF4ITbYWvA7iaXuZvRWE8kPlGBrCmMc32N9dMX2Hf8MKta4XGNRawt9tVgxqjZ/h8lomZxj6PklhL+tg2xfW1MDnQI4n0smxBydprVTDGo9kMtmxYOu3+BsqxhVEJWhI95B9ayP7NkZ89w8OyLLDz7L3mSkzx1aJmF8jTj/oRzgw3GDx9m/aBQ9UPrUfGKiGk64IZidFawEgyNWTZhob7IE4evcfrskLUzT7DngZ9kbEpKEaQYhOqw6kL9lxjO7pvESM3CwiFV+H23sc1shmDmSeUG6FYNDOX8QY0LxAKQZ6GudFliUQr1XD93GlZXWRKDcZGOd4EEvrvJBWbof7pehypbPoRokANVDeWrb7L/wBKH9y9weTSE/gB8IIduVKrReAPnSUOnX2l0J0mlQSgU1E178FGa8a0E0/REEOi6feNvcVUNhcXYDF85slpYNAaWr2DPvc7gle9y7Nrz/PK+SzyaXcIMX+VSvcGFQ7Dnx09wYXGDjYFQmxpxnozg5hfjycRQeEWcC/EW/QwjNXV5gYMLZ/jEseP8yVvfYf+RR6C/yFol0DcwqbA2x6A4qkAsJpbU2AWT4v2E7y5iWyH+3k3jM+6f9QxVNQLNIe9FO5lS2IwFA6uXTsOF82AynPMM8iwswG/3vR8AbgNymZYsluiEDpKL4hCqasJif8BKpej6iCsvv8b9T34cySxq44TzoDp7Ay1xWs6Y3Dtzs2k6ILqDEeoSVnLCuTvx+MyB1CBlLOthsD5clcY/Fj+JwQbVsJwAJUt5n95E4Oxpipe/x+G3/oxfXDjFE/ZNjm+cR7IVXtMNNh5epPfjD/CCu8xkQfBWyBz0GwIzGkstKHlMuVAyNOtRmyHSG4F7jRPH9/LCuTMsv/pvOPDJn2eY93HiIA/2H9Vo3DUaySWIo2GRt0HqvE2llgY3K4LYRJ9vVazPAt4oTmPZi/4AMaDDCjD0rcUP16lPvg7lhDxbwKtgNXxWtzjmB41dTi7deiBNbEtsHBVytnBaI97RzzNGKviz57mwp8+hT36CK65uF3WNR5pfIeh8g8bHzqpCs5gpjSAxF1wyQu5rQON1sbg24LUxfFtnGJg+fePhyjnWXniB/qs/4HF/gV84uMrjk1Mc9KeYmCu8XnrWT/TRT93PKTtisqdHRUkGFE6xYtBILLUF1JOLoianxuPweJMx2JMxXr5Kr7jIkyce4A/+8mncg59icOAjrNdjWOjjR+DVTfXcGcN66Jl8u6pDDd6WWCJuNNaCglO15RO0UhDDQmHRtYrlN0/BlWuQ9/ClwWZ9yvEEQ3D+51sf9gPDLicXmGquswOtoZ2ssJSumtpeEMq3TrF25Ch2795Y5yUeSWLgooJRaQ3C3VYYTmZtMrKDLCOAjfaWWiReAgveIj7cunDOSqYeozVWHSqGicnxalmsLXZ1zPKpV5HX/pLH1l/gZ/dc58flAkdHp7GT64wGjhfVM3liQPb5+zllNlgpHT0ZYFTI1NMXwRioDdSiGBN6bmfOIeIRMrxKuH55huuvo7rMA0eXOXoo49LJVxhkD8De4KmiKeA9Y8CNv1GbFrrh2t+umtK8J3laDZAZqeKGv8/EhcQCpQfn6ec5ZuhYO3sezp4HLKjFq8UUfZqSmFk2Yy/fEdxeS4MSPSOmlTKyvsXkysSVZHlOr+hBbZg8+wKDUunVsSha5xC+QyINdQmdm98xJO9sKRJFGxVIXCt+iQOrEgy7sXNkLSHfxODJfE3P1SxVE6qTb7D+nT9i4Qd/wFPlS/y7e8/yc/IiD699n32Tk5R2mVfqq5SPHUQ/cT/n7DqTXsWBfQMKH2wslpAxjXGo1Kh1iBUyayiMYl1NgadnLZY+ZS3k/T3YrMbq63zu4z38W99Hr15if5bBsIxNqOL5axZ6KquJxmtt7+/tSizQWaSELT2W7W+M42z+AQZqT24KCiyLYlmslfUL5+H0mUDS/QWoQEyOimUwWKSqw2WtXb35Sz9A3AaSS5BaGleedF73wKEDi3hK7EJBWSrWZhhv8c6y/uxL7P3Ux5GexQwyht6jdQULPVShHpcYk1PE4tK109AjxtqouAJObyrebi88Pg+1ajOnoELcBEOv+FBzJbrOKjIGuWXRO66eusDaG69SnH+DT+oFPmte4if6l/jw5A2WhpfIxXDFTniBmuzJezBPHOJ6f0JdOhZqKLIRlRUmhB47tQ2G4zBhgu3LRs9oZh1OKiwWS4b6IvRGNg7qs9x/5EHuO3oPZ08+Q//wYaToI0vgR037C4k1YoPLPWx3gdHgA4DOt0Rs9NpGLbQLuLFjj1r6HlYunoO3TsNkAr0BTNbo9fdQTSArchYXByGOFLA73Lho95PLfAwA0+cGuO/YYQY94Uo1gv4BfOWDm9QU6Khi9bkX2fv4R0EsuYV60MO72CytX+AnjokKNlZYy/NQA9Z5oI41YXYIisWVY8QUGJPjHbGoE7ic0L5jUoeuBwYWraG8dJXVV15gcPUMD6+d4WNc4uP6Fj+z/xoLF57hHlmhN4A3h/CywOAn72Xl/gU2FktKU1GIRahxjMM1KAYxwC1cfJVYXUQzrBeMcRjiQwyGHk0ejIgj7w/x5iyPPXg/F5/7EWunTnDwY49zdb2GftZmBpjYttc1qpH4W3C13AZo1GuZedpKLMHh19QnjqpisHQHjGv2DjJ6Q7h26gzVhbNQTiAvwHmM6eFrj+BYGmQcOxZDYdoIoVQs6gaYBom1+uucx+fE/T32DoSrtUMzQ10JuRhyB6V6GNes/uAFlh5/lKUj+1gua+iF/CNEoJ+hTnFOEdVgY2kqY9qMnS0JIBT5EmUVkpUpwBqPcxX4HMWQLWTIGAZjz+rrJ+HUGQ6uv8XHV7/Hj2Vv8cn8FI8ujhmfO82BHhRacHK55PkeDH56P6OPHWQtm0A1pmdrfO6pjGeMxQkYEwtyq4/2qZjZpTbMBatADWYSco18DWRRxalRW1HVF3nkoau88tY6p07+kPz4x8mWamo8SBFtS+EX+6YanghYB64RIW9zbLVACqGYfC8P/1cevMcYG7yD44q9gxy/BsvnLlJduATDcYhMEI3NLHNEHIVucN+RRQ4MiOEXdXtNdwq7nFygy7pdvbUh/eN74KF79nHuMoy9gyxHEXzpyPMMb8MkWX/+ZcxHHmTvQ0dZnlSQ2xhDQuy1E+piaFSNjDFkuVBuc87d22UF13GuNnfK1Q7UYwz0BezQMzx3ntUXXiLbWObB8WVODF/ji/su8jhnuc+dwl4J0ZsTL7zpS14wsPize6kfO8zlfIOhVPRw5EaC5148YiDP8pB2oDJ16sQOgKaJqYnGKm8ciA/Fu9XFHCiP1xrDGkv9k3z60Yc59a03uPr6s+z7zEe5XileQnEj1xjVFYJHrGkD22kpcxujKz/M9IQe5Og42EZMkZF5qIYVFsO+fk49hNUz5+DMeXA1eb+P+hpf0Wb89wuLGV/mc489EoaJhlpGO41dTy6txbsllthljlCBbgn4uSc/zve+8SKVjVfVZAgOYw1iwJUTyDL8ybdYrsbsfeg+hnVNtlQwnpTE9N6o/wriBOMV7wR7w57SHww8sf2SA0qgV7DQLxisruMuXmH5tQtwfZWD5Qr3X3ueLxYv8YXj6yxsnGIwuoSbLDPoL+Ak543hCs/34b6vPML1+5VL2RqlVFgL2uuFDqAO+gqFlHitgopDjvU2WL7E4cVFd3jId/EmBmuI4kQR9cHmAmgNvZ6nLt/gww8d4sTJ67x2/tuUlxZZvOdBRqLUZnqNJZKVRgOb3MZN1Wa9jlHD73CyBh4ONj7n8aMaIxn78hxTglspWXnjTdgYBz1dFXVBdTJZjNBWxfgN9tpVfuHzD9MjrJuxlNpO/OwWu5pcmtgUCB1xps+C69MAC8DPf+4xfusPX6VWGHrAgulbJlUFzgS/nBgoenD6Iqur6+x/9BFKrVhYLCgFak9s+B2K7yDgnMNkO1sPxhagtcN4oVcYRKE+P+L6m6/AmZMUV65xn1vjI/4yP39snR/z51g4/wMGuVAYQbOcldpzrlzh9R7c+9dOsPJgj6v5MqUtKSQU5vYotUCuhsz0AEftq8BseDLyIKHYmG5gKiDDeMFicFIET1LTSkQ1uLFtTr+wDN01etlZHj9xjDPXT7P26vMc3v8A5UCpzXQRsRp8KC5KdDOZ07cjIrl0f4en46KuHJJbDBbrNRB7DauXrzM+fw42NgCD5BmZGlQ9PrryjTGIV+rROh87vofPPBxiW5pmjJ6pxLkT2NXkAoF7W8OUNqJyCCbLNeQNPXIUvvDZJ/mdv3iDzA6oDDipIY9X2WZkGOrxBLE5urzB8rPPs/DIhxDdS7aQ420kFy94G+0JmGnTrx2Cq2t6IixZi9kYs3r6IuXJN+H6MofcKk/Yc3wiO8lPDc5xbPgmi5Or9HOovEdtH2ctb65e4+X98MC/9QjLR4VL/iJFBoX4UMvFCxUVTjJcEVzamV8k91Uw5IqQGYMXxVuPGoeXKqS+1AWiGbkHZ3JqKQDBBtMsmc1QVfICSn+ZB+5b5uGznhffusjquSuYDx/vpnWhVIgqeBu7C4Ka2zhDumOTVgn5ot3Xs56l3hjjxbKvl+NWKy69dQYuXw86Yq+AqsQ6ITcWJ5Y6hmKrGIw4Brnw5S98jr1A0azItlHFUpnLGyIwbydKN7roQpo+FChLZPzbP/sAv/dnzyKDBVaNCR6hQR/UQllR1xU2yxEveNPDS8bwRyfh3oPYY4cZHN7LxGbUAuCDLUA8cot9X27EP81YagyhTS2TJsvbx63o5glkFXrG0nPK5MIl1l97BS5eYK+bcNyPOD56g5/Zf4Un5BQPV6+wp7oSOvNhEVuw7Ma8fH2djfvgoV/8CKMHe6zoVbJedB9PKjJjYy1Wg4/1WVztUYUsK3BMgs1Fg8RimnAUgofCmlBjJqgwGSImju04rK1hXK1R9ABdo5+f5IF7jvHm5Q8zPH2S/fffQ4Xgov/UqWA09kpSQbaYG40DcX57s+v/Tu7Ze0UroXQ1OonjeM5rVI9Klhb6ZDVcP3MVPXcJhpOg3gtQTojef0rvqBHI8iC5qKOvE+7bl/Gln/4wA4C6Qr0H22Onw9h2NbkInqzVGy3ItFCSUAMVuJLC7OPHHoR/52ee4Lf/7GX6++9jyAJoHmyD/RytJjiTkdkCPymhVrADOH8Ntz5iY/UwxdFD9PdklKLgJ8HpgaFtBD4f1dXxADS5HK0I72OshvFgDbkKrlRqFbCQiUBMPwSwojHhzOAJqkrfWczVda698RacvQD1Cod0mQeHJ/lJzvJXDm1wf32a/vAM1o+pyTFYcpuzsb7BjzZGXPgEHPnCEap7hevVZbJcyayhrmtsrx8KmktDFp4cQ55FMtQQIQwhsVCATAyZhn5QRkBs1V4Oi8O0DeojmYonzw3eV/TzMZl7kU+eWOAHJy8xXL3M8kuvcv+nP8G5soR+gdY5XiBfhGrD08TqzpCETK/3zHbu1oTYqBtTiOr0ft1I9dK51pTzu4WCZOFgqhqiv2PQoZjo5TOEcYCiMW1DRMjIKHoFw8tr+PPXYHk9ZOCamJDqQ6Etmxe4iSMrelGn8ojxDHRCsX6Gv/cf/y0OGsioIasRpyHPbOe80MAuJ5dZTL320ErSkGfk4lnE8J/9ysP85Y/e4PX1a/QXDjH2GkpeOlqPQ+1LJAs1RZxzFHv3Mx6P4fQFyrV1uGc/vQMLmIGB3DIq4+STuYFl4qMJgoyjuZVULIgRfGahnDCpPJkdIFm46bX3GEJLzmKQYSvDZGNCgWdPv2A8HLJ6/jK8dgpWVhhUq9znL/NhTvH5vZd5KrvAg/VZzMYZFgvDsHKUTshUOL92hUtA9Qgc+8UjrB4VKncNlzsWFhaoUdSHgkPeujbI3gKiXSNgVzZoHnb6esijuMF+goqjUke/l2OdUFdDsqxkafEqn3jEc+W501QrB7ny+mWOfOwIlyY1YjPEQjUitCXxN5j1twCBrRP4toqWvQEHNfaLmWN23veTEqxFrCWLvl91hN5ZtUztqhoCEK3NsOoxtWDKio0zp2GjgvW44IlBxAZXs3GomiA95wVl7ZDeAviKvg6xG1f4mz/9BH/lMWERmIxH9PpZ8JjuAo/RLieXTlGkeIPtzHs9wOPVMJnA8T785//BF/mv/qd/Tj7oU7scU/SoPGFii1CNhwgOco+KY1wRDL7ksDaB9XNMFntw7yH6hw+x1IPSQe1dcL9aAwacV6g9Yu3UUxpXMFRj4p3CeAxZhukNqJt5Z0Bt6L+c2YxyJcRzHFzosaeGlVPXGb71Mly6CN5xyF3nxPAVPmNP84UDV/mQuYAZXsDXa/T35FxbWaMoBiwt7ePSxau8PoKNz8GRLz7E6DAYO0K8UhShj7NzNWI8xuiWK/50eyMF5Na2XoL6Zw0sOMuottTFAl4mPP7IOi+fPMlbl+5jfGGFPR86Qt8oNRVeMigrGBTtatKd+6pT4uhu5yEaDMTzBNHE5jXenPYSyNw2aIKbq8l19+8X7TnV0aMDgDGhIGIVj2MthQ0jttrwjC5chitXYVS1Ekpo4pd1qgxmUIZIaaSA3JAPBpTLF1nKHfcuGf6TL3+cB3oxWqE/ADJqp22U7k762UR1fnh13hThJm9/IJj/9tb+Eme0czEtRWAdWAH+6f97kX/8f/0J9shHWDMDhqXH2DyUT6AGNCTf2QzvBLD0NNSJKbXCYWAwCDabQ4vkiz0Gi30wUEWiCR/r1LNtg79oCQb15Fapa0V90JMJHlxCn1MPJSz1FujXMDzrGb76I7hwGvwKhRlyrL7CieosX1hc5nO9S9y79kP2ukvYXBiWE5xYJOvhnXDm+jrnS8g/ZTG/cJTJccvVjevYnsVaS62e2jnUCCYL99Z3rvDNVYSmdsytb1VArUFqWKgEhzJZsGy4Bfr2cZ7+/r38q7/8HL74CXjgEIcfeZA1RkwEkBxsDk7f9QQRje1SOmjul5fp/zclF90svejMPjpVvdrG2/H+1zAwobCW9zDa8Oi1Zbi+AsManKPQWLrUKt5A/f+39+6xll33fd/nt9bae59z7r1z7wyHMxTfb1Ik9SItVx5SliPJdkQhcSPDRp3CNdK4EvJHaqFNUCTtP/2jf/SfQkJRFFELNEFQoAgKo1FsKQFSyVUsxm7txC8pFoeyyOGb8577OOfsvdb69Y+19j7n3hkyEsnDeWh9gJlzz2uf/fzu3/q9Vi6HGNJ3NWLqZlEqEeZsypS1i8/z3//t/5CnH4axgg1TalehOLoO6hWVRP8omnCNWy6LA7vkeckCkxoLWZvSVACaGDhsLH/jU8c59eIj/PYfnkK27kNGE4RtQreLjEZYN4HdQNQm+QPaGfM4BytI1SBSoXOB6W66c0wq/NoaaxvrjMYN0Vq6fKdSqkgCEgAAIABJREFUEbq+YZPJls1Sp546GIyHuZFhSMSsg6pjbdxgxeBPn+fMc6/BCy/DbIqpA1vScnznJB+z3+NnDk95MJ5n/eJr1HaGSoWfzlivx0y9gGl44dw5/qIDOQGHPnEz05uUC/MzjNbqvINiysiTQN00GGdp25ZqqXNdLyr73Qz9++ZHfkxNoBQNEWxNbS1RAmOzh9OTPHr/Jn/2wjanzrwCL+7AsaPYrQrEY6xJ0530dWVLa/Km/pEriIW3V25zenCos++LS59XzJUtluFvSTkoaXJyjLWYPI62otQeut05e5d2YHsvDYG8YrRibEaggUhAc8uKZCr1N1DB2DFxe4o5fpR46QJrAuNLZ/jP/9qT/PzD6aOVAWtrYusxlcvCsr9VydXgmheXnr7fGpj9K51PhHa+TVPXuJwR81/+6mNcmga+dvI0buMok0nFjtQEFTwmOUVsTednaZ4e0xCyL4LoEVtjmprgO7i0i27vsXNxG3dog9H6GrapECvYRqiwtFHx6KKngwgGy2x3zmjUoDW0yWiiaSpsVDi/y6WXX4fnX4Ez2zhRDrtd1i+9zH3VeX7i8Bk+vnaRo+f/nGO+paJjt21RVzGuN9nbm2GqEd994SyvT+DYpyrqp45ydmOPneAZb4wQEbz3RIG6sViVFNrVZDqnHLUc8SFidNkCYekq/NGHRgZBNWCco3IVQSMSWtYag5+/wrEj53n4nl1ePXuSzj/A+Zdfo167DTOu0RgWq5Gt1LeKCh04Hfat+lv5U5YfL1tWb4nuG5Ptf6ytpOicmlQ97kFDxHuPdoGL587Dzjy1GY2CcWMaZ4nzwO5sxqiuCALBpAiZ2NzGTDXltLQh1cBdOse6C6ztvMqvf/aj/Kef3qRpoeqFRCymytmWItmB3HN1BObaHhYpkFtazknWiyUpolWSGdB3gDIpAc5jmUYhGvh+C3//H/4J/++L27SMCG6NmbqUmSaaxvTtPN11svktFhBJcRyNqTdD5ZJ3LHjw2eY8vMna1iGiM2nun0rSnVIYKpdFoYrp7zYCsWPcKOvApVcvMn/uFJw5Dd0ccGzECzw6f54Pxb/gRHOKR8dnGc1PMWGWyurFIqainUPoHKPRGqdO/YBXNpS9j8PGU0fxmx0XdYbadYIIPswRUaxNQ6OgkTaX4vcd5JdFRXLbg3cr5V5UESxqmzSXVLdLXRmmoSPUD/PK+af46jdGvHjhY8zNPfDwHYxvO8a89agzOVq3OB/ezHrZZ7UsD296S2AQBbP0wcWyrmS1BQNq9v8+QB9RthHwgdo4apOeh3lgd3uHbmcHplOYz9KFrw4NoG1aF6kbXG3x0Q8LlaX+llHT39Y6GjFIu0N94Qf8+ifu5+/8tQdZizCR9PFpO6OuR2lK13mbBGbsiKoY6cfh7w4/iiZc2+LSX+BiaFPnXCDtqhpA/cIZBrQ+UNWjdCEb2AWeB/7b//VP+L3vnSZs3M6uWWMmFcQZuDxcUFJUImaPq9VUSaeKpUJDTJ3zrcnDHpLQqIeNdVibMN7cwI1c6hWTo0b96KgNEVcZ1mrwZ8+x/dwP4JULsNdSM2cz7jLxF7kjvMJT9at8fOMNHmi/z2j7edR0mMqh0TFvU96NcWMu7cCLF17nvMCtn76J7uMTXj90kdbMwFWEOKH1AesixiohJEeudRXWGWJQgsRUwpPHnpJtAzOEWNKxf7v9soxC5RzztsO7mrqy2PkU0Y5ghak/gp2c4F9++xDf+tMnuBQegfcdY+Ph9zPHEFy6wNP65YUecN4u+0MuExbIQ4ylu/gVxGV5Wct/p+6hZrEr8j+TfTlWYWQEbZVud8p0ewfd3oWuSytl0x1GfMR4sOLSxW4MMw3p/HH9+avpRhaTDxBJPYZtmLIWp4x2X+XXPvVhvviXb+Ew0KR7Amry10gZ5WMR+nYcKVzU/3t3uLHEhUCKOTiy4x3I1gsetM+zqFBx+8oFFMMe8EqE/+H/PMVv/v5zzLfuZlZtMJ/OkcqgsU2OXmvACtH3tyWHIBjvh1/V/tgv/9OYGx/ZFDmYTBitT2iaClMl5681gumEc8+/BKdeg9kcwgxptzlmptx26TlOxOd4cvMsDzdnWZu/irbbOKN4NRgRTDvHGYsKnNnZ4XwXeM7D8b96hPqRdfTIlHPxIm01IrqKGEwKNesMJNBPhZt6Bi9yUMzQTTg1mkoV6Iv3341j2DfnMmpw0SAaUeMJOgZu5eWLH+Z/++f38lr7k8R2RP3gh5i87ygXA2hFCrEoqUajzwnIjtSFBPbH42DoaMlhLVeYXDb2x1K4rMF5TAn0mg1jKwx9bKQDusDuuQvpeO7OwIc83LaYoET1eUJzRdTiTLIivEbUhlT1bUK6UUmVk2IanFvHB4F2ylo4x83tK3z+04/y65+6g0OAmUeqOvl51Nb7iiKTdR9TUqayJDDvDjeYuPTOreRp8bK/3sgyz++njMSQTwDR9HpsHdPKcs7A//LNXf7nr36bsHkHsn6E3S5l4UZCSm3XNIYxpkFV0LZLUepe4ERTXvBQWJejAoNNTRIZZ1IWpYXDxw9z/vXX4I0L8MYl2I0Yp9zEOW72r3PT3gs8deQSPzt+hbvbv6DefRHCHtHWRFMz96npcq2erptzfm/KKx28NIa7nz7M7ANj/FbA6oyZ75g3Y7wRtPUgijEMItHPgnDwsV95GbKulh95xyITJaZkNBVcqPPQK+X4KBVT8x/w1f/vMb71p8dp4yPQ3M7Go4/SrcFMSAUzfQTGmMXfIhiRhWW1z+GSn2jY//o+4bGYSoiRoTAQzTslz0RQqaRJXDQZA77ztLtTdHsntz+wuTAtW32SfC9pFTQNrZDUr6bfHyyplXpoHEznaTldmqh40kyw07PcWl/kv/rrJ/jsPbARYBSz6USXRbFZbLKk2lYB6sFlYA5s8zvjhhGXbPklF23MNqBJAtKPVJscWk63uIVpLHTp21qhYrg4h7aB/+cU/Hf/+Bs8uzMhbr4PrRvavV3sqKGqKmY7M5CaUbOGn7eI8cOFEGVx0aW6l4gamyIimk+USB7npwZOdHM480bq1WFqoObw7DwP736HD7TP8pdufoPb4/Os62nM/ALWd9QSqVVRH3CxYjKq2Znv8sb2lIvAqTWY/NIa9QcP07lt5t0e2jrEOsIoRVdM8BgEj+wbNlzJ9ZreXFgs7LNc3pmwJGsvoMYjajChwcQ6d7yPeJ0h64/x717/CP/k6xWvnf8kbXc33HMrh+67hV2JhD6W20fjlJSDYN8syW5xNQ0ZtKSLvX8iubxAszVkTOoRPESVI0gAN4vEWct0OoXpLGXQ9s2cRFJugjGk5DdBlubdTtvvskWk+Rzub0Q1YJO1U7kU8plvs2Whnm7jppd4/M5NPv+59/P4zXAYqGZQ1R2Ip/OGqmpyVzPAGjz9bbB3G1y2O94xN1QoOg1z+xM/3YWsmGEajTDEhzJy4A+JhNCy1Ti2g+UTdwrH/s4n+R+/+gLf+O7L7MUN1jaPMJ91zHZmVPU6qsJ8b496PMLHwJD+z+JR+udRiZqtdbUMXmFJvotGKqbUgE9Xmu9o/DYPmjd46tBZHtg7yWZ4hVh3aAW2GmGD4nyHE4sCe3t7nJtOOSdwbh3u+ytHeeP9whujczQmoqo4k+Ym8tIRo8fZlIZukLz/FmISVYfnQ2HbYJ0ceBR5x5aLEVJSoShWNZvt+dQzgXn7MncdPc6H7jvC2d9/jTi6F//aKdqbRtSHD9GJpAbl2vtmdVi3FE3qj7hc5vANPiw+27+upneH4GyqNCdC9KA+0nVditJ0LfOdNjnxvZL7I6QNMg4jSnQuOWI1zcKULNrFjTBlEmbBlrQCQg3q0vniRulzF86wPlEms7PUl17lFz/+BL/+V45zlFR/a7rUfC5toKGqqtR3aN+xM8MZuuzzu1pc8+LSD4ntMLheCEzvYwuYoevW0j0LyCeiNbSqNFawwKMN/L3P3cWH7zvCP/7GH/PGTovWhxhvrNPOWjQK1bihjXPUCDqIy36n37B81VSj09/6+pUIXToxjcJkBLZGImxenLN5+k/xe3/Ei905ZmvKxrrBGo8aYVQ1TLQhEmmd5dXzr3Ne4cwhOPrZEdMHPTIK1DHSRQvGYa0h0kHs0sVs0rr1PpXLUtzU5GHRm92FckW4hnd849P+speIkxYxigkVUQRbW+L8NBP3LD/x0BP8yXdOc7Y7zU6rzF57iY2NB4mmRrKvYnlINBzxpJgkC5Y0K2TeLGuTn6o3HowkNwchjUzEK6GLtPM5cdYmZ2wIyTTW0Ht1MbZOhzeLSPCaIopiU6FgfzVbm8XEJusoj9mGmjhxGCzG5+La6LFty9GtEd3pk9x/BP72f/I0T94Ba4Cdz1hrLFpXySrRKqUtaYfpCxRzdeeiLUnys+yzTK8C17y4DCNVcWCySUrAahp69Ml1fWuG5QzelHyX5MlIuntX0VMbR2Ph2OMbfPD+p/jKP/1znvnzU8ihY1g7Zi4WtVUaG1u3z7pU9guMk+Q67k1FY3Jmau5Loko6AXQOrUejpdI5a+EC49kZrLZcOD3j/Bsp+7tpYFLDhnHUtubs3pSdNeHizYZHfvEjzB6Fc5PzSLeL7aa4eg2xBhNmhNhS2SoZTv2k79Encz3vHyP9pB2ahwxvJi6aJ+Z6x4cwYwGDsW0u7vNJF4yy3gjBv8btN8949H7Pt/74WUbjB5idu8j04jZ2c4uqsRAFHxUx2THbO3Z1MApwmvww2cVDn3qEhxgiwUe6eYf6kIYUe/MkTCGnHSiIsYgRwGGdSZnMMRKCphyo3EsFY3MPoFQCImJTNbfYpHMxUhmTvgtg6nRORgXtqMSzTqTqzjN+4xy/8onH+JVPH+G4ScKyQURqAXxqHi91ClYqSOhvZosUjWUhuZqe0p5rWlwEcPkk8QDicNIl30Z2uFlx/TlBABbxojQoiBjmvmPdmWQ9TgOudmwIVB5+5hB86Fcf5l98/2H+wT/915y8eAm7eSutEcTWyck7WEEMJ3JP0Ozcza+GCGrSc5GKGRW4GXVoIXZ0GFQsUo2oqhH1bIrxEFzyDe61cH4bGufZXPPctLnF8+0F9j5wnG9xnu5lxW1EDo3XmDRrqJ9TiUN1QotFa1BarN+lFkWdISJXcOSmFpMHexocPCnNO7j3pZt2yqGxsQIiwXrSEKHDEZHoaaqaXRXQczzxgcizp17ijfndzOII//pZvKtZcxvYPtojeXbJmKrHyduV+sBENOcCWIW9nSmxFw/v0/CmyykMMfvBJAmJcS4tB4gxNWXqYpvryQwii+4oqgox5Q8Nz3O2c9DUjxlRDJ6AAnX6LQV0htqWQ9WM+uwLPHXfUf7mZ36aD92SfNd1PuN2Q8u6dcRAquZPuzMfmJqQ3T1mKOIwORkSZPCXXb1L/JoWl2UWo/7+HswVwo6XI8DYVUSfJ66rm+REE2FkDaOYcp2evg9+8r/4Kf6Pf6P85jd/n9PnA+bQMXbNGu2SR34o+xjIjrzs6Ep3srR8dRajaWoOEYurAMbYriEEy6z1rMWOpknCOOuSpTBarxAT2esC9d4ek2MNf3jpNG+8cQl/NhJ1zlZtWRsJdSMc2pwwqhvsyFEdbrBSMdaKyWSM15i6wWvARkWJiCpRA6qaEtuGPRov252SG3NdyRE8POYM34OPRiIRg1GTfTuGYGqQiJHUqc4HEBzONuxNz/LAnTs8cKfnle+cgeYeOHMJNg9TrW2kQFxeQ0/ypYYsEqELaUjTdUk8fMw1I8kvNiRkqgGxGFdh+mOWZ1WIMRDzsZQ+n2mpVBYiYWnqDxFJdWj0wgZKKnA1VjCmog3ZqjWGWiIa55juIjfZPW51U/7W3/wkH78HjgOjALWFGD176qltnfxi1qTs5n7d8o637i0sFM0+nn2B6veWa19c8pB6UYdlFnfbbDDs33VL77HYQOk7BViGO0y/44+uwYyUTvG3Hhd+4bGP8c1vP8dX//Wf85zewe7kOLg0/IlKyhyNkmtfQIxDjMlj74hUyc+h3YzaVswryzzU+KpGvBCjoanGGOPApWvBkbqIGanw3uBjRzNpaOoRoZ1xaLLJbDxilxaVTUI0nN0N+CnEix0uzlAboVGaSlizhsrOGa3XWAd17RjVjrq2NLWhckJlFRHFSOrlYiTkXROTy1r6EOuyzya5LY2m/BWJmi0hs+9RYhJVYytAsugkIQGoNPeyMQ1ixthuxDhEpP0zTnz0CX7/+3vs+TZNvv7aWXaio1kbE9qWSKANKW1gmEEs9gmXMR/khkEYDOl90syUohEJ6XnvKgmGNKSBNCnbkE/jhmUP5QAm3eA05jGXrVCbrEFrK2KYp8xbaaCeQIjUcZ66BO68zkNHDH/1ycf47BMTDpNatTakRG8UjDjWDzQpGzr5L4zkpdPcHHxh6bVSW/Tv5aCj9vIdfOD9/r1laRdYpIIvbCGrJnXxUhgZ2Krhrr90Pz/35P3877+7w786eZqTL7+KTjaoNo+xhzIjYkZjYgcxhGSxmPT76iPUFW5UEeYzNEyRrS3CvEvp4qMR01mLWku0qeGHaC6YFos14BFqiTgbcNbjjOCcwylEY5GYfCta9SLgEQlEicw8hDb5n9qLO0juINcLiTURZxQjytrYYkVwVqmsUFeOygjW2pQPJiYlGQ534/55khub21jmPXngEbrOoxg0doSo+GhQHxDtiKrsBM/F7bOM3QShYTr/AWdaqEf3wa6moUwEvztPvvx2nmd/NGAcmFESl+DTXNni83AsOVWHSEovHCY5l7NHiYhJWcCQb1rDk3S+hAjOpBsBOVM75mUal656m0LK0acBkDMVlbEYUbzfpolzxtOzPLhV87lPf4zPfBiOAiMgNUlYCvmLGYb8Vzi5fwSunqj0XDfi8na5YvXrcq1JniDNiDAyDLkC68C9Nfz9T67z4k+t883vvI9//m+f44/PvIQ0N+HWbsIHlxLmJJnC1trsvEt3Ve/nSO1gY4T6GYSOatwQ247J4UOEWYWaEaq7EG3KCDYGI55alLHpsKbDOHBVh6uSExajGG2piETnUaNUuU1mVEcMBtOl4cB4bRPwaQhETHkY2bxXFc5e6IbCit6/kiJI6SJNprguTPIcdpHcSU9z+8tBYJZrkiRie2d3VKJaNCYxkhiJRHTUEFXY0zEhBKJxbHtDkArj6mxFpIhYxOWGS1WyFG0FsZ+ATbKfQxDpfRB5Lt8+DJyPbd/8G6p8MeehtpocZpOc6BfQqgVaYhdTVM5YxKYiTA0BsS4VWWpEmopGLNq1aKtMdIfD3Uu8/5YRf/nnHuen3w83AVUgVTcbkv9QFkqi+US9rpuSZ254cVkm5df2dwgY0qNzZq7NDX7ynN84hXWFtQZu/4kRP/3EY/zOs/D1P3yJ777yErtmAtUaQSyIpfVtzuAepXJVr2i7m4YWAs2kot7bQaZnGYmntjE1M8oXh5rsv0GG1i9Okx1gjcE5g7UBjOJUiXhwAZVIP3NnwCJVskAMgo+BKH2Kfx/FitgsFNWo91+lqIjkv/vP6r5xe995Pg7RsMs5ELMQzUXiQponILXitOrBKJe6GaO1NeiEbj7HNTAxm4TQodGnZMV+KGLTLI999Es1ZHEAi+aZYdNQD0L+bnZQHBwuDNaNDMtI9VUpXcFmh3c0gKkQa4g+pIiReoypMM4SvMcYpbGBWueY2R4y3eX4oXUePjbiPzpxgiduT9Ef8bBuYGJJ2dAx7NtdysKeNsLbN1quEX4MxCXu+z+fTgfIShNSLUljoV7aM4ZkydwncNdD8IsP3c6/fRF+73s7/M4ffZ/zOmbHrtE2E/aMoxOfhkkaacaHmc8CbnaBw85T777Bf/bZpzj2L34HeeECo3GaGc+ZlK8TjUFxEDvU1IhWuDCj0RGNdVTOg+mwMeIkVc3G3EA7AioBS8TZDsEipgaphj2gOWivGhCBqG32fcRF7Y0a+snaBOiTwmSoFegvAR0+t9ir/WcMqB1GEMm30bcTiEQ8KpHRRJjNL9BUEyZNxd5sG+sije2oTEer1aABmq02mxMqJQhqI4LgJIB4gknDUx3czVX+cl7LpHdZNPvPxOzK8EP9kDERI4auS9as0YgagzUprBciEAJODBMbMbsXGc1O89BNNZ/4qXs58dgGD62TaoFCEpTKgbYdMXhsk72IOYdqubmo2edYv/rDm7fLDS4ueWKuJYdkfw9OF41ZFJv1d7f+QlJNeSLW4EzqIdP4lAqxaeHoHfDRO9b565/8EL/zR/DNP36eZ8+9xHkcu9YRqgaVEX6qbLiKenaBY/Yif+8LP88v3A5/+K0525XHZJNDItiYGi+rQAgGtRahxhKoxDAyUFURTEhNqBCC5CSxXEMUxGKIuOAxEbx0ybJBUvmCLKwPUJzr83JkyUGbeokYZUiv74dBw8pmtJ+14EotGlIKbN770DenNhoRTeIiVZpdug6Buq5AGi7NZtRhShPnaFXRiQXnUGOIJmXI2v7I5gmPks1liSZbG8n+WDh9c7h60EdN29EPQ9LQKSfGEYeZH2u7hsMgGtK2aoeEKSZ0OD+l8TNuqiMfuecmfvajd/PR25OgNKQbko0pAqQ+INYizibPbdC0TewXFhnO0mWr8PoUmBtcXBL9CChhlgTGJJNByZWp2RUvKcHL2lxgEgXEYp3FaoqA1yQv/1GBex+HX378bl6YwTe+M+OZ773AqQvnuMgGF6PBTS/yM/cf4r/+lY9xbw3j7lXs/FXUzGnrGgkWGyLiPcZ6Uvd/g1oB6zG2Y+RaxpVj4jrmNtJgqXB0KjmAlosvbYrYOJ9CwJ0GMKnOSPNAvvelIErbTrNVkTKRrZHk9JQ0iCFK7sFtstXDvlod0zdrPXgBqEFNP6cAOUvWDDMxQko4m3Z7rI030Jkhzlu2xhO0q3jw5pv5N8/uENdGdJLDytEQ1TIbhjmackeGA+0JpnfiujzMSRGuZLH04eUsdr3VYHKUSTQd+95uUAN7U2w9oaoE5jswPceW6bhns+KezYqf/eCDfOgOuL1J0b4mh5OBNP+4TVPVWpdKOXyXWoyaKg2/+6BU9vosWdZXL4T8bnGDi0tvr/QHz+R7gjlgwZCSBsjp5SFP79D32ejjlUujAtFc/Jy/3yisjeDOJ0b80hMP8b1t+IOTyh+cfIPbtm7h7/78Gu8DNvwexD3GzrFdj5BcjWxjCgPH7HyMOazqXYOvDGIjznmqqgMTGGGpECq1pKruSJSOIBGDSZm6Cs6k9zQ7X6MupjAREepRTgLrJyBbKjFWTZOiS46u9RGi5WhQjAsr5uC8133ho0ok9tEl7dtOGiIR21QYOlw1Ye49NrbcftM6dx37ID947kXOx8Cuy5EhlxpYiwWNLWjyP6GGaA0y5PmTQsgCSO/M7h3VKW8n5sLMYXgkpBtJLioRFKeeQ2OD7r2CbO9y84blg48c5aMPHOYjd8E9Llkn66SoT9qunGOD4IwlBFieEd7VqZDSx1x3yUJYFmHluLAEr2PHy40tLoO5sv+O1b8VOeg4M+kOtpxjoM3+AywRsXFYRoq9pEzhMcKIFBG4fQN++nFh+vhx5sAWydrxscGxSTBH2N0Wjq8LIxWqmMStVcU4R4wtFsGPt7gknnp9nfE6XNA96lpwrSBesTJGiIgEjAk4G0lNhlJ+RprYLV1ggx9FJLXz7MsT+q3JTu2eZOGEJf/E0m7pyx0Wn+53UH7PkFLM5jAM1wQb09QZqEWxtNpixeDwTCaOoHO63df49JN38u17tvndH0yp3c14rdJ82QISAxpmiBM0eqDCUWUBc31hVQ4AWVQ6EMnlR7kFg8mDka6FKnXmt1HR+QzallrhEHs8dEj4wPsP8ZEH7+CRO+AWk0LIfRZtbxVPyb3EcCm0rBE0YE1OXtHFfhIBsxT2PpgtkdqLLA03r1OBubHFBVhk83LZQRoEBpYqSJdN0aXvDsRBUHpxgeQMrCD17ehPbolsOU8gErtUIh+cBR1z/COfAIlcfOkk0+2zVF1LmE/BCo1zVHRIs873z3ec+Bu/zLkP7PDtC/8KMR4xYCtD3YwIPqTkvuxaIBcb9nV8psqTl7EQFgCJEY2CtekS0RyzF82h49zu0hNyKvliRyxbKAetlcWQoh+ABiDmE62vRhaCpEjUyOW+OUaprdKGOVU9Z4sdPvfzP8nv/U/fpDbJF6I2XbPRkDsCRmxVodGklP+4fy2WdZMYwIB1gkUxoUNCy6hSmO0isx2a0HFsY8KD997GI/du8OBx+PDh5EMZkfwoI8B6TZO/WUNIVVL0sbOkfyYNKYcV6n1VmkVn6e9cpnI5xXK5PuijkUoeelweRN3/fKmlZnbD9KTLJA7yMly0KUuFoS0iABY6j7W5arubYqoGmprbP/er3P4LvwS75zjznT9i+y++x/lTz3Hh9Rc4/fqrdNvnqd06J375P+bo0yd4/fXf5MKlOeu3riH1jLDX0naXqKpDOSLToXSIeJwT7MhhpGI+7/J2LPJUUrVuH7vO6f9LEaL0PE1p6+gjK8t7KYeYRYZh0WWz0Upqk+EknWIh+zdc7PdbGpKYWokSaLCpyJLU+lN5g5+4524efeh2vvXCRYw9jh/mYxNoGjTOCSH5SFRMaukJGALWCzEKXa6fElWcb2najjrsMe5mjOIet27W3HvrOh+85/08dofjri3YJAmJoS8K7HCkCeesgHHZEtGYG5YBuEVQqjdUZMgcyr6c/lyK+0+4PExcvM/lf1+H3Pji8ibJSG913Jbv0wevmfT6cibn4hMx35np/ykgDYtevxYhMg1Q2XWCWaM+fJSjT97B0Y9+invCLuyegTOvMn/+FOcv7nH005+BSrm0e4S1+kFMPEu7d4aJdTn6M8LZmCqjbQ06J2pHG+d0Yc5kvJZriFInftU0m3TMuSpNntTL6H7rpB/zG8n+mJhS4lMYNzmKeh4tAAAK+ElEQVRlo8Y0/9Hy5ub9k/wPqRJahXwJpvyc5PNQglE6v4OtYOIafBuQ2jFWS82UBvjFn/sgf/CV/5uOHaKM8ZVJfrEY81QpDpFIYzokBCTOMaGjDsm/AxFnYWJgzQm3HBpx3/tu49E7LffcDHdNkmN+QrJKRgpNf/eRCDbkGwlLYpH3U4iLSCO9FULe3oO4HGLOHpa+8dibnJ/Xu7DAj4O4LHPggJkrvLx//Bsx2ayHagip7l/M/nGzX1pwJBkIVh1V/2OaMzNjag+QemGPU6apm8DRI3D0bpr7f5JbSKFZmHPX7Z/Bbd3J6Z1/x/bsFPgdpvOzaDVHZQ/1LUY6nEs+m/HIpmhN17HcxChlAPcZtwZVv79zmi7aMIgaTD9ckmSvJfHQQWSsMVcQF4ZcEtU0s6TJe8TltqQ+R2dcBUSPs4EYPLURmLaM6QjM+cRdDSceOMzvnXsJU1vaapN5BNQnB33XYbzHdC2V32NkZtw8tty2NeKWsePuI2PuPLLOPbeNed9mcr7W5ARF+l7M2aevQwVHcs1EgzEmd7BMQpWGmMkaSpHGA9WDfZ0WSspPXljBId+UzHBukZ3kNyY3trgcMDH7c6A/3PtEIpumfXMzOHj3SVGYvhH9MKaX/Z9dCigNFrz04YArrNuwDuN6//tLM+YFKo6tfYCb1+7GH38SuMCM19jlNKcvvcjcn2c6Pc9sep52fgnftszEo9JS25BySlQJBKwoavI0FsSUzdpPHm9ykyXT+5GGl/O+Wd66dH2lYdHynsoCnNtIRknTgwRJ+87FNIjoZJTmUhpFuukc48dUUTGmInRjxqzhcjbLL33sYV78Z7/L3rShm+2gYmlcx+b6iK0j69y0cYg7brLcfhMc3YIjk1S7c5g0xBmxmJKmUobOc8MGXmEoIllxQp8GlYVhkYdiUJX93d6Gv0NKyMOhNMO5suyBMfm2JeSgwmVe3WFgzvXKjS0ucAXzMp0cl7kRhr/NEJ5OoescQu1NWF06J4fbdG/098s9YM2EmEPdPzodc1I/uQmWhhFbwJwxd3EYzy2HkjtRSLMhRGbshAtc7M6z5y8wn75O1Ck+zJn7KcHv0YY9ujglxBmeOUiaIUBNh+CJIVlrKgGlJRqftikPM4ZhQuwdunHJX9OXDiRREq+pItrWSDRUOgGtwawRxNBenKb5f0JFIzWVjKiau9G9DWrnOFLD0w9PmO8+Tlw/yqSGY5tw8wRuHiUN7oWj3+c5ZtSn0aXgc8gzffRDVptzW+g3ZXHrGfxRasAu0hY0xtxDxgwtGQLLPqneCrLD9yVGrORhkCxERg+Ihu6LWvb7mX3n0/XGNd2g+91ksRVL9UX738gRkoVjbfluY/vPHogcJf/KlTwzyz8gvF0dD3TJbaxmIXCRPCNXSNN2oBh1WJVkhUiHZ05kimEHYU7qheaJzInM6ZgSmNOyi5JExscpPswIwdPFjqgzvM5Sg+0cRYrZCur7wPQO3YVVs7gQjELtkms0So0TR41BqIk2iYu1yma1jmDRmCqKHbdxM5+A7hAY6AS2Teps3zdTmJCm/Mk7aXFsqn6fp6ie7EsryMdKFzU9urAf8odk3/0oTXCXMoJl2UeSfeK6dJ4YenGJCw93byEtBQZ0uGkd3GP9RxYCLvv8e1efG6b7/+p4EzG4QuLS0rm0/4VlfqgG1m/vBNl/kh34fVnk2yzCmf1dT1nUeC8PXfoBW65KJjeUXfru8uf0sn31w2zr/vW3VMOdWuh9N3W6+IdQ/uIiMjQIWxCrtAQROllcp1YXfpJ9x2X5hSukHry9bXjrXrQHT4f91sebrYfZfxivuORrc1hUxKXwQ7Pq49sPl0IOeb/88sucOnWKp556Cu89zr21RffvW7/L82wKq+RH0YRrSxYL7zlyIP/l3f7nfaoQ7+el/u53v8tv/dZv0XVdanL9DtevcO1SxKWwUpxziAhd12GtxXvP7u7uMO9O4caliEth5fSmtORufePx+GqvUuE9oIhLYaW0bQtAVaXEnfl8Tozxhx4WFa5fytEtrJS6TsmBIaRwdlVVNE2al7vruqu8doVVUsSlsHJijHnWABl8LlAiPTc6RVwKK8fkKU17+iFSGRbd2JSjWygUVkIRl0KhsBKKuBQKhZVQxKVQKKyEIi6FQmEllMLFQqHwQ1MKFwuFwlWniEuhUFgJRVwKhcJKKOJSKBRWQhGXQqGwEoq4FAqFlVDEpVAorIQiLoVCYSUUcSkUCiuhiEvhPeDrfPnJt+ri/yRPPvkFvvz15672ihbeRUr6f+E94Ot8QZ7mKz/MR098iZPf/g3uX/UqFd4WJf2/cP3yzBf5tS8XC+ZGoIhL4T3nxJdODnNPq57ka186se/9Z/7Jb1Pk5fqniEvhKnM/n/mNf8Q+fXnmu5y8autTeLco4lK49jjxCA9c7XUovGOKuBSuMs/x9S//Gl98ZvHK5/+b4tC9EXBXewUKP34888UHkC9e6Z0TfP5r/4h/8Jn3eo0Kq6BYLoVriGf4s//rtynpLjcGRVwK1xTPfOWLPP3AF/j61V6RwjumiEvhPWd/KFrRk1/bHy3iKzz9hSIv1ztFXApXn/s/w298+2t8fvm1P3u25Lpc5xRxKVwjPMAjJdflhqKIS+Ea4STfXQpHl1yX658iLoWrz3PP8eUvHChsfOzBkutynVPyXArvOW+e59Jzgi/93ZLscr1TLJfCNcYJvnTy2/xGMVuue4q4FN4THjnxVu+e4MSJz/Olr53kpBZhuVEozaIKhcIPTWkWVSgUrjpFXAqFwkoo4lIoFFZCEZdCobASirgUCoWVUMSlUCishCIuhUJhJRRxKRQKK6GIS6FQWAlFXAqFwkoo4lIoFFZCEZdCobASirgUCoWVUMSlUCishCIuhUJhJRRxKRQKK6GIS6FQWAlFXAqFwkoo4lIoFFZCEZdCobASirgUCoWVUMSlUCishCIuhUJhJRRxKRQKK6GIS6FQWAlFXAqFwkoo4lIoFFZCEZdCobASirgUCoWVUMSlUCishCIuhUJhJRRxKRQKK6GIS6FQWAlFXAqFwkoo4lIoFFZCEZdCobASirgUCoWVUMSlUCishCIuhUJhJRRxKRQKK6GIS6FQWAlFXAqFwkoo4lIoFFZCERegbdu3fA7QdR2z2QwAVR1eW37c29t7y+V0XUcIAe/9FX8DwHtPjHHfa9PpdFi+9354vf9cCOGy3zn4mf417/2wDFUd3u+3bfnvfjt7Dv5OCGF4Lca47/nB9VjePoD5fH7ZMpa50nr369O/F2Mc/vX0+0pVmc/nxBiH7/Xvvdm6wf5jNp1Oh2X3y+vXeXkf9uvff7d/fnD//bgh+hZ7QERu+B0UY8QYM5yE1tp97x18radtW+q6vuz1/sSy1g77TkSYTqeMx2MgnXQiQghh+FwIAREZfqtffr9+y6jqsAwRYT6f0zTN8NivR79sEdn3Xe89VVXRdR3GmOE3vfc454B08VVVNQjQwXXol3ml95aX1b/fX4zLr4UQMMYgIsNry/t1+XP9Oi5vT3/h97+//LnlbTl4fPpj2h+D/ngd/NzBYwFJeEej0fAbxhiMMcPry7/7ZutwPfOjaMJbbvnW1ta+E7NQKPx4s7W19UN/9i0tl0KhUHi7FJ9LoVBYCUVcCoXCSijiUigUVkIRl0KhsBKKuBQKhZVQxKVQKKyEIi6FQmElFHEpFAoroYhLoVBYCUVcCoXCSijiUigUVkIRl0KhsBL+f/eE/js2auy0AAAAAElFTkSuQmCC)
What is ‘A’ and ‘B’ in the diagram given below.
![](data:image/png;base64,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)
ESSGrade-10
ESS
______ factor contributes to the increase in the amount of carbon in the air.
______ factor contributes to the increase in the amount of carbon in the air.
ESSGrade-10
ESS
Which of the following statement is correct?
Which of the following statement is correct?
ESSGrade-10
ESS
The amount of ________ in the air is 78%.
The amount of ________ in the air is 78%.
ESSGrade-10
ESS
Majority of the global warming is due to the disturbance of which of these cycles?
Majority of the global warming is due to the disturbance of which of these cycles?
ESSGrade-10
ESS
What is the effect of altitude on temperature?
What is the effect of altitude on temperature?
ESSGrade-10
ESS
Which of the following statement is correct?
Which of the following statement is correct?
ESSGrade-10
ESS
Which of the following is done to release the CO2 in the atmosphere?
Which of the following is done to release the CO2 in the atmosphere?
ESSGrade-10
ESS
Fossil fuel represents __________reservoir.
Fossil fuel represents __________reservoir.
ESSGrade-10
ESS
Which of the following statement is correct about the water content of the atmosphere?
Which of the following statement is correct about the water content of the atmosphere?
ESSGrade-10
ESS
Which of the following statements is correct about effect of prevailing wind on climate?
Which of the following statements is correct about effect of prevailing wind on climate?
ESSGrade-10
ESS
_________ reservoir controls the amount of carbon dioxide in the atmosphere.
_________ reservoir controls the amount of carbon dioxide in the atmosphere.
ESSGrade-10
ESS
What change can be seen in living things as climate change?
What change can be seen in living things as climate change?
ESSGrade-10