ESS
Grade-10
Easy
Question
____________layer of the Earth is termed as Sial.
- Crust
- Core
- Mantle
- Inner core
Hint:
Crust
The correct answer is: Crust
Granites of various sorts make up the majority of the crust on the continents. The rocks that make up the continental crust are frequently called "siAL" by geologists.
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![](data:image/png;base64,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)
What are ‘A’ and ‘B’ in the diagram given below.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOUAAADjCAYAAAB6kNMLAAAgAElEQVR4nOy9adAl13nf93vOOd13ed/ZZ4DBYCPBAUgs3EmJgixxESWbYuJAjqwklUpcSSqU/cEVVar8MVX5oErFcpKyyhUn4YdEKaesmClJdFIULUuRIlECLYrgioUABhjMvs+736W7z3ny4Zzu2/ddZgacGcwA6H/VO3fuvX379j19/ufZnyOqqnTo0OGugbnTF9ChQ4d5dKTs0OEuQ0fKDh3uMnSk7NDhLkNHyg4d7jJ0pOzQ4S5DR8oOHe4ydKTs0OEuQ0fKDh3uMnSk7NDhLkNHyg4d7jJ0pOzQ4S5DR8oOHe4ydKTs0OEuQ0fKDh3uMnSkfLfg67/KT4sgIoj8Kl+/09fTYUd0pHyX4Otf/TLPNs++zFc7Vt616Ej5rsDX+eqXAb7El770NABf/vXf5NgdvaYOO6Ej5bsBX/8qkZPP8L/8g1/haYBnv8LXOlbelehI+S7A16OY5EvPfAGOfpFfiazkKx0r70p0pHyn49hv8utJdX3mCwBH+WJkJc9+5WudCnsXoiPlOxzHvvaV6OD50jN8Ib129Iu1Cvtr/KPO4XPXoSPlOxrH+NpXos/1S898YfZyo8LClzs37F2HjpTvZBz7GpGTtepaY6bC8uWvdjHLuwwdKd/B+Po/+rUtqmuNRoXtYpZ3HTpSvmNRxyY3qa41OhX2roV02xa8Q/H1X0V+MbHy6aeTVNyEZ59NWT5P849f/Qv+i6Nv2dV1uAY6Ur5D8fVfFWpO3gie/sev8hcdK+8KdOrrOxIt1fX3FdWd/37/S/G4LmZ596Aj5TsQx37z10k5PGxnTrbxhWcaVnZpd3cJOlK+hagtBe89qsrv/d7v3YZvmcUmt/O6bsEXniHS8ll+rcskuCvQkfI2w3vf/D+EAIC1FhFhz549t/4Lm9jkDl7XLfgCtbDsYpZ3BzpS3mZYawkhoKpYawGYTCYAfO5zn7vl39ek1d2A6lqjUWF5nlc6FfaOo/O+3maoKiKy5f/e+4akHTq00UnK24xaZd38/w4ddkJHytuMWn0FMCYOd1VVHUE77IiOlLcZIYSGjNPpFFXFOQfAK6+8cicvrcNdis6mfAtQliVZljXPq6rCOcfGxgYLCwt38Mo63I3oSNmhw12GTn19F6AOwUBUp9vPr4eyLKmqivF4zGg0Yjqdzr3X4dajk5TvcNSqcv1YI4SQGjPLDZ+rDul04Zzbi05SvsNRk8cYw9raGhAlXO18uh5qL3FZlojIXBJEO1upw61DJynfBdgsJW/mPNZaqqoiy7I5z3KHW4duRN/hCCFgrUVV+d73vsf6+nrz+o2ux1VVATTqbk3EjpC3B92ovsNhjEFV8d7zG7/xG4xGI8bjMcaYG7Yn6wSIdiJETdQOtx43r9N0uKtRk8g5R1mWhBAYDAZvSvWsJaSqzn2mncvb4dahI+U7HDWh6hrOWnL+OKrnZgJ2hLw96NTXdwE6X97bCx0pO3S4y9CRskOHuwwdKTt0uMvQkbJDh7sMHSk7dLjL0IVE7jC284u+2UDDtX2rgooyW3+3W4cDqHnzX9zhtqAj5R2EAts1BdmONg1fdP7Fnc7R/pwiKKCY9Cetc4brnMFs+dptr6vDLUNHyjsIIU75NiVqQoq2DroB1OfZTGiFREkQQvpTpGa0pIMI6fn2Fs3my+gin7cPHSnvMITAtpWJO5Fx7vWAQPy8gm0I1jpco4xEFaclTgtESxr6XoOI9Xdc+zI6t8StRkfKO4oAGmZiUXdg4rYvt0hVY1vxpel13XRQEpPiGoF5Q9fb4bajI+WdhrSswjmJtZkmZk7bFAywjXOmUXtrAiXLUQQvFi8C9R8OD3i2yrut3x7/7WzI24+OlHcctWW5PQ209by2GbezHZuzyez4+HltztN29kjj/Olwt6Ej5R1FJAjcmGJYy9S2x3ULnTfblOlISfanNK8JUVaa7dVXpSVtr/0bOtxadKS8g6j5E9heYm0mimx63JYO9ZuJaapRtmoiXy0tpTkwbK+SdnrqHUNHyrsE25mGojN1dDtJpsQi450IrQAiBBWMNdgsp/QBlZl8lbaMVo2E3aZOsr2A1NhO6Y6n6YqfbwYdKe8gauLUEk83k1BAfYsGDUtjBo4IoMK28z+9VlUB5wxVFdjY2MCIQxBCADExVNJ8XKSRoJuJ7lunrdVdTwzHdPS7tehIeYfRJAmoxpiitmSSCCJm3rbTFEbZHOLYhpkCZA68L3HWsWthSOYM08mIfn+46bOblOF0HSGFaYzMvqLtaNp2Peik5E2hazF5J6GAL4nxQtleVw1h/r3tIDv4Y1UBiw+xefI3vvENPv7xjzMcDne+pBtRPXXW77V2VHVEvHXoSHknocQJvjlhXJVQK7aJj6H1kfpRNGXzbBtprCFzJA8B6vY8tWDezPnZfwNaFojZHA8NM+kq9hrf3eHHQUfKO4D2kEuTzWPQ6LohtBLNvUJQCCmeUdt09V+9l9f1gheFgkufHxUwzNPXsrV+pA6dmE1/MWMvNJJSRBCz1QLqHD03h46UbzE2D7fXgIrFtIhY/9WdVX3rtXaMstr0F9KxrXRXigoWe7A2huEAfABnYFqCs9FWzCRK3Frmxfhl/NP0WBOT9H59fAZN7u78YtOR8sfF24SUmxzxuuk9Sa+zpbJpm8/P7KD5Y7Ye13zfZsx9ySyMvznuWD+2/+9br3mgZObZrICRwvpGJNFkCldWJmyMp6ytj9kYTxhNCsbTCZNJwbgKrBWGUg1FVcYdskrftJNUVdTEbQbyrM94PCbLsqbLuTOQZxZnFGcszhkyZ+hnGQu9nDwTdi0O6ecZu4c9di0M2bU4YPcCLCzCQg739rcS2gI9Zp7Zds7StRIJr4VrhX22ycPf9tit2Hy/ty9T2zqPbq+6fsdJuWUAtpQstWVEuq1qWuNZpTvvUNlyJIQKkdoGirWFPuW3CIJDCN5jTboaTfqiTQMvBk0eSBGZMaq+NpktCj4R0zOTXiVQpMcRsFbCpRU4fwkurgXeuDpleeJZWl1heWWNtfUx42lJUXlKH/ChzlPfOhG8GHAZOjfl5o+7nsTy3s/HKtHmHhhCauacsoFEsQjW2khqUQ4s5iwOLPt37Wb/ngUO7B5yeN+QX/oo7GImSS2Qp6urJeuWMjOFEBRrt17z/BXO7m879fBaifWmdYZrL9ZmW6rGz1StV24fMd+epJyTlrNk7rZqB/Vgps8Hjw8BsRYRR2hSrAPa7hbevqBQgbEggqab5X1UAY2BYONtKlpX4oGlCs5dgctrcOzURS6tjjlx/ipnrqyytD5lXAW8OErTZ2wXKXD4QPwu4xBrCcTqDWuzpnhE6rpHaCR02Kmy5AZxPdLWzZtrzE0X9ZhQYKlQ76GaYqoJWSj45CE4cmAXD+zfzf337uXBew9x5F44sAhDZkRV5klrgaryZFawUt+OeaKEZB/Xanp960KqE207xWbZT6F5p/EYb0u/eY2nfvVdRMoAlM3At0nXTJVWDmaUQmZOLYS2jVPN1fkpMWieuRaJNd4q1RS/y+oZ76J082DtbNh9VWCcoGSN1JsQJd8EOFvC6Ytw7A1448x5zl1d5fLqiCsbE5YnJUEclcnw1kWniHFghICmCS5R8luHGIO4DMTgg8GjaKivL2A2q+2AanQM3U5s3seyUY3VI1qAhJTXoGRiMAJufQ0TKkzwOJTMGQZZxsAq771vLw8c2sX7H76HRx+E+/fAfgsLRLU3B1y9mGrAqyLGoUnGNiTR+hiNcyQAYsBkcwt0/FSVjgOPRTGzxAdNBd71zKp17tkI0GhobH7v1uOuIGWthOhc4paJ5UnthVlazoyUzwkzUsaC4fb6ZuayZJo71R5UCY2ULYlrYX1YvS5WRAIuVXD6Mrx8cp0XXzvDGxfXOXZ+nYn2KNVQicXbDHU5weUE4wjG4sXEEIfWNzxelJGACwETPF4lSb1aKidR0Hg352TF7PLl5jZvve7tb8VJ2+SMnwtYl5xVdXxFBVSwuPhaSFlDIliEjAozXcaV60g1YWAKDi0Yjt63j8cfOMiDBxf58GP3sG8B9uVR/W28v8R/co3OKQlV9AS3t2BoQjWbJVmddAEqhoBpkbsejERySVZ+E/+tle63JvRzZ0nZiLvQqtkNacoZDCaqbJtVWmn1ldFEPpk5TKBOVUo3QhUfFGOzZBd61BeoGEp6eCC3M1uwANaAq8BfvgKvXhzz/IkLnDi3xMqooPRx4xwfDHZhL0EyMAavgdIrXkNUj43gNYB1ceKY5JIIaXXXgBGLCUpIEk8wjRoLRLWwDQmthepaRVy3BpvVV5gROa4tM/dNrfGokfRb6w/42mCEqmDBCY6QXgpx89kQcOLpacHAlhzelfPo4T089fAhPvjeXTxyGHYDfWCRKFHbEEB9iGHTucudjY9KyzxKH2pL1DmShjBz4jWSs66oeSc7etojUmsIjQ2ZpKCarboqgCSZFgAsWDNXsNuoJqFMEkdAbKP+CjNVtLYJR8AbF+D515f47rHTvHxhhdMbsC59RtKjNH2syzHGYRGCKpOiiFLEGDJrkm0aHSRB09bmIeAVVJPXRkyMR4jBhhClCUmoNCt8rSrNpfc0j7Uqq9exKW82NFGTsp4mW2KQoXagJWLqvM0bx72lrmjAlBUiBpWMYLK4ANW/I3gYLdPrKbulwE2uMvBrPLC3z4cefQ8feOgQn3r/Ant7MLBRkta2qNGk+jbu2Nai1XbV1hNAZl7w+hADM0HQFhhimuN2SsS/Vbg7SKnMfmlkErMB3UTK+nNz5Kz/DyQHSbP6qcYAvQZ8EEpj8RIJuAxcAb73Ojz3w0u8ePwsJy5vsOYF7S8gvQFe4oQLEklTYQlqQKLtl/X7VL5Ayyo6htQ3QfpmVTZRJVVxSTV1afL6pColFdEk+7L2torEFRsa1StiszvrNmLz9JCWJ7r1mmjM0Q3peIeg6uOgtcRT1FSkUSGbipV6sVKwmcUXE8QX9Eygjwc/hqrAaUU/FHzgoXv5xPvfw0eOWj5wLxyQaJNGe3S2KNf9i6BK1wKInVdv2wv+NvGQej5tWfBvE+44Kbc4W4EY5qhVonnPm9HNNnjbO1ufKdqnvvVOrZaOgMsevvUSfPOF13jujYtcWC/YCD3sYB8+38VUHBWCagVSBzpqe8ShONB0a0LRMjeiakxQJGhLvYsSTcRGMlMHGRSljAtLY/fWjp3o9SXZblu8zc0LN2dTXg+bJe2897W2k0O8DjOTiFKFtrsOJWDTvQwoauJ4RDuxZoOd/e6ktouLaYdalCBK7ixSFWTlGDO+yi4Z88jBPh9/9AhPf/Bhnno4hmJyZlK0R3Icae2/cDPbU3dY1GrBzvYj/o4lZe1cgdp7WtuAUBvrAahkNjB1uVDb9NZQYYwjTl7fjFiFY4qwAZyo4NvH4Y+/e4rv/OgUS6MC+guE3iKVMSiOkEIfUTKa2M8mSbmIVtKZSpRyMm05BNohm9ZnajWoWVCit7LtVW7GZNPdnreBQut5UidvMymvCwmpY96mC9f59LtozxmQqrVcboZpDg4ye94ef6HClhNyE9Xo4CtCMSYPJYs2sNuV/MyHj/L0E4f42HtgP1GCDqhjptO4kKa8pVAJJuvhBaoKnItjbgRUYyKGTb4IZWYJ3U7cBaSMN6chZUiTWKIa5xWms6dJJYle1jg2kQC1o6cOVVTAGPj2ceXZH53ij58/wfGlkml/P264F7WWIihVIqIkO000eYKFpF7VpGzFplrkUjPzHtfNqGbHSotx2nj3RLfGzJqjdiJlInCblCqy80r/FqEeh3nUsb5Eqs2/Kfm1ReujQhr32efj56IXWms1V+v7VERCIqgKGuJilYunT4muX2CvLXhkX4+f/uAjfPqj93J0byRmD1gIniwUMfyEo6xJCFF9lpbDp3aseR/vr729Mco0Lnc2JKLphkotXTZ5x7xAGSoyE291KEaRvM5CGUB6II5CM9YdrBs46eGPfgC//61jvH55g5GJIQpcjBGW3hOCj6qSy9LNTl+pteOifR3avC6atLQkzWupqg3/zDadImsSpnheaxLvRErZ6a5s7puj233fWwNRE6Vfg+SAkkCQkLZLmCelIiD9lspapUXK77wwYlFJIbPa56AeNPbMtaLxHKoQPJmzUE2xxZheGLM3q3jkvv185icf569/AO4henAhCgMHaCjQytPLckQsVeERsbGXLhVYD5rMKsm4naXId5yUM3sp/ciWJqRCrAU0ivdTQjEl7/dmRqLtUeCY2Ggr/mgZ/p9vXeVf/+ANjq9njAb70eHumIKjFVjFmujq9t4nVdcmadNSPRuPXcwEol6vNTSENBpXcU8/Sqw2jSWt/A2BQpqYs2Oaiarxe0W3ShSgeb15jBHPlk/iTkpKs0lNnWkASLVFLZfauyw5zS/QGBGOxNQtWTazbRbqxSeFjBIpjQRsrcqrxswoYm6vCQFTTch1itOSvlQccCV/66ee5PMfXeTBQZScQ6IUzZsodTKMksmswWNsAC1SRv8A5J1Kys0hkSQZ2xAtMHVvVDVoJYjLQeFygCUHf34G/uAvX+MvXzrN2UmO3XMfsrCHUQmzSZuIEipUPUYEaw2qPq3IFiVveeZM+s4q/lFFT65GtbkmZSX95vy1GiZ4DNWcVAtEzTzUpK+9fymkYJRtM3OMRs9v/f7mx+1ts7cKJk7O9nXXaqgyb1fPoZpbsJqzzWlJbYeSNM8D0ro/20CJ4SlnoCqoyikOTyYCwWOpMH7KPin47JMP88s/c5CP7II9QOYrnJZUQbF5r0lFqY0SqT3htS11m3BXkVITKZMvLw1JSTWeYPI+anuseagsrALfPQ3/25/9iBcurHJhwyMLBwj5XiY+MdyYaC36EnyIGSnJaDdACBVCm5TJmW5akrJOKQjRjzubK/XqXduZUUoYtCUlQyPh6rCK1oQU6jd2VlWBWcB6q7c+XsWdI2VMQHKzi2snNoS2DV4TKB5oKahvfL0QafLVNr9V4iK82bmltUe6Lq6us4gg2nzGwHScEjaiCWgFQuUJvsS6nLIoWcgtC+NLHCiX+ez7D/HLn36cp+6JyQlZuoYyKNZAhmA0Cmf7FjQluvOkrFPsZFY3aABHGVfdsoCsTyUZy8Qsm784B//8j07wnZOXWHcLVFmfPM8JCGVZIliMs1FFhcZ75hWCT7fdGLC2CV3UMISWBNJ0v5P6Kcnr2jhzoiSVVuV/rWrVZ9serYl2A71VlWi/zau38fvvJClrxBGNP6jxKreI2CQWzATeLAJUP4rZpKrvlK0Uky2EuMhqy0GkIggWcVlcQ6tUZSpgQlR3nXMp9VLQ6YQeBQt+wrBc5mcff4D/8G88zCMLcJCo0rpQpYQQQ1EqNpO3QfLA9oHGHQ+bfXH7yazOMN6KkBrqRwKsAevAdy7D//Enp/jTYxdYcruY5LuRfBg7vmks0TIhlmEZYyIpU26oV4meVEnxMZUk/WwK9IcmiibpSmpCetOScE0gxiRVrYzeRG0FwqUOiWyOg4VGojQVH9ch5WyYWpkpc2/u0Lf1LYPOLTC1CtqWgM2RSTuQObW2bnkZmufzj/W5aQZDUvcDQ0wMieRU6jtIBfR68fPeI1awKMGXcRGW6FayLrZfCNMRPT9lN2P2VSv80qce5wuf2MMHFiELsGDiMux9LCtrKo9a3vjZ72ldb/stAjeanndzpFRmNkRSyZr7s4l0dWV8vcpYnV1x5aNjtE44L0OBMY4KwzpwGvitP1nnd599gY1sL2U+ZKMo6O3Zw7QMiQS1F3dHt+Wmd+YHqB03nP249L+2U6YVP4uvhdmPbdSoreffdMqEOy/lbgVmi8LWsddrLhnXIuPOpJxfiOYn2s7OrzAnndtXVd8+q9DzU8z6JR472Odv//QTfPFD0Vs7UFiUAEyhKsDlKI5yWpC7PDkNsll/FpnNZ6U2beJCfb1F9PaSsp7oyZZq5xjaeh4rYGAyKhkMM6ZlAVnOiGg3/vEb8D//33/JSyuwcOT9XBmVlEFZWOizsbKC6fffIVO7w1uGLU6k2v51UcWtJgyqNXZPLvH0I4f4O79wlI8ciGGU3JcMLAStqIKS2xwKDybVs9RSR2Y5tUqFkAosbujyblJ9nY8zbtJmFWZ1bNGr6aW9UsXVcDSeMBxYQqgwvsc0M7xYwD/9g5N87YWTTIb3gNvFuIKyKqA/oG9zqiqgEjpSdrhxiGKoogRr4o0tZ50GMlFsOWUQCmTtIvf3pvzK5z7JM5/osxcYVLDHRUNmMpng+n2KYsows6CKN1nyMpRJQloEtyXSsPMl3gQplZiREy2tWZlVo+UBhDrjxYI41NQrSNTLqwDOODyBCkMB/NlrBf/kD77DC+uOlcV7GZs+FJ4sz8gHOePxlDAuMf1hTHruaNnhRiFtf0HyD6RE+FnGFeTOEYqCRRNYDCPKKyf52NEj/N1feoyPDGMZWV5CnsUsMgF6KWm0IEuCZ5qyz3qtTDVuLynr+kOIib9bXfspCVgBYlVF3V4nrlbK1JcYO8QDF4D/9Zvn+O1vvsBlDjFy+/CyiO31UQe+GMG0iFk4eS86apqO4R063CBqk3PL1E+ec7XUDXKdAefH2HJCXwL3mjF/968/yecfhfuBfh25AUoKHCZ54+v8bIuEJCVl9hXXwi2QlBF1n5UZ6mydenlIRbuNLyTgMUyIntULAf6Hf/F9/vDsKkv9Q4x1Abt4ED8pY3Boug4Eev0FvAaq0kM/g9Jvypvs0GFnxIyiWl0tMTor/QviopmVD5LEKcDHCp7MmpjCN1riUHGB/+znfoJ//5MZ+4m2ZlVOMVkOVGQUiQu9mdqafCc3YlTevE25KSQiTXsPiIHvrLkmaBcfQ2GidPzhBvz3v/d9XrgKa+zH9/ZQOksox9B3UE4Rk+PEUpYx/zBzjnI6iUW4dzYm0OFthBjaymNYKkwxWmHxKIIXRxAbJaUxkbTEounSBzQoPQe98RV2jS/zNz/6fv7eLxziSIC9pg7rTejFHFDQwZyrtw6xXS80cnMJfK1slPoLo0JbxxjzphsAzKvS3sAK8P11+O9+50W+twTVwmEqP6QIFiMmdg0OFXVbszL4mM4fAhQFPWuj+tyRssMNQkk5iiqoSaqqStIqk/vRBKgKrHOIUYrJFJtluF6fYjqmt7ifVYHf/cHrrE2n/INffCD2EqoCiy71I9GskUR16qihal3JzsS8+ZBIzT8LnoBlzGx56DFNnQBMk0loGAXD2MB3NuDX/vcXuJTtJ3gbmwqLwdtUT2egbpUxaycRxzTz8fXKCP5O5mR3eNsh5i1DOy/a4psEkuiZNfiUeGJUESqspo7BYlFVbAb99Ut85p4+//W/9xiPAb2yAJM336UWxlrgxESdMShSh092ur6b+3mzHM8ZHLUN2dZsxVcEX1FiGBn4UQX/zf/5EuftQZZkD2N6sXhHPEEKEN+yR1McResBUrwBL9Kprh3eFGLnCo9tx9dxse1kq0VJU0MrJha/t7YkFGOZjgtG2SIbe47wF5cK/tvfOcYK4E1OOYmnjk3gAlYMFRVC7OV0Pdyc+ioBTK2c9lLGQnt3CYMDijLQcw4VwwpwHviHv/caz10p8Ht7oIbKpdwPCVEoSurzqQIEbAgYVYzG4tYyJRx33tcObwYqikl9RwWNNZ8S561v5m3KJqoXfImJdV7z6KBUsLt348vANBiuDA7xr944w+F/fZb/8heOcHAhnsJrgWCxZGilqYM01zW3br4obEtLi1l1QNJq6actAMbELJ3/6feP8ezpq8jho1SFASqCSbsIi43J13WwMzI0VngQbQJvTKypS+qtdEZlhxuFAMGCBKwGgihBlEiFrHVgWwOMtpSXqJZmBiofVVHyBSoJTA46/vlzL3P48GH+ow8ZdgHWukgwr/Rdxmzbw2vjJklpaJMQZh2/moyeUCHGsRZg2cLvfr/gaz84DQ88zkYQsOPURjK5o0MvtjRMjiMjPq5oBiqR6B0jVWsokJLMO3S4MQiVjY82FVZbwJMkZtPlLhbBG61LzGLyCwKln4AqxhhCMYH+gJEdEA4d5Z/+f9/jPfd8jM8chiEOCTGpneSfNG6eL9vhJm3KmboalcyZ7yci5r2WCmML374I/+zPnqe6532slDauGlYQq4g1KRXPojZ1G0sqRp2BUe/R2MRUOrW1w5tFM4eigzA1dGdWO+tTwkuFSaSNPVzCTO00gunlGCNJ+gkUnmKwm0t2gd/6k+9xmqgZeo1KHUGbutrr4ebV12DmiOIbx3LVBDF9ikd+5VsXuDC4jwuhR9bLKUOJMVkq3bGzC1ad9cJpZfhKek/FzxcQdN6eDjeIpi2LAORRQU0lcFaLxgNb13aG5OyJplNs290fDJisrhCGC7hhn2p1HXKHVCMW9h7kuXPH+eoP4e98MJZ9oQHCFJsP5jXJHXBLgwntasP4QlyGxsBzF+HPX7/KqtsNdojY2GclqKBat8av5exMn4+vtjexadywTf+ImpNvt8edUK/em/+udSypm01zfo2Nn1VAjVK3zoRZ243b+fvu9Nhec8znNK62OhkwpKL1tJ9IXX4VPxZLsCbrG5jhEEJFtbaCDDJ6WYYvCpYLT3ngYX7nmy9xNsBEwFMmHZZaebwmboGjp/1fg0vepTJGfjA2ptH99p+eY7T7PsbBgTNUjMCEhrgROjun7FRTL3OHzjxkb89HUW2qB4Fr2Mez9XNutAwgHut9Ws0dKjZmrRgFN4lHBocoOC1T7aiNC536+ZPeqsfbcc5bdm2S/BGt7Beiv0LVNs7LWafA2QlUgEzSvp0e+rHP07QC+rspCVwNY5zJ+ZfPBe77pKFvLINqA+xCU7J4LdwyUjae3iaLQSjiZfOD83Bqdcqa7IrpSybumYU10VDcJn/hzWY06Nv0EdVZ3Z203tjMTdX4ls7GuunuBs0uWJLCSFr3ywnJHip8djYAACAASURBVNIiRY/iebxIcmoIxLtxa3/XLTzX7bi22Qt+7mkcY7PpGJ1/LprmrG+9H++KYiHvse5zvvXaaZ755EPcg4tV/D60HEk746ZJOTeHWtdez68KeO7lkyyPN9DFAxgnBBN1AhEXd2h6t9qEm2JWccxk9qSNVkbT7LMmNQdWggm4YLFqEFEqW6YTWqIJVSBGEc1QbNoywCRd9l06/j82YqcLSSGUpg0MQt2fyNicV0+f5KWzD/HEEQBLULmh7uq3sHllUpZbq4wnqq4vnrlEaRYweXQpq0YbJ/ZWMe/eOdEmZHIsNM2gt4zJPFm1eZJS/E1FkICEFCKq91gkxn3rOG/chiHV9CQz4d17A35cCHXvp+Y5zG5ipdhsSJXv4rlXrvA3jxwgqMPMtqa+Jm4tKWtCajQVPXB8DK9dHeMH+1AJeD+N7f/ERl9xeHeHNbR1P+N/2/+yycGV0LaNUsxWjeIlZptET6KPHuzg8GLxpkfTpEoFbTyQHSnfNCSSSzTuX9M0/pIUkNTY+i3sPsBLZ66yzgEOSC+2c7qBob4p72u0YtoIc76aABy/DMv0CHkfbytUy1SjljrK3VoH8NsWQdi2GfMcZNMfsatbbKefNJU6PzM4jLq0fQCJ/WkXFkN0sm3JW+5ww5Doqw1zNmLA4Mmcowgwkh6Xp8qVcRRQ09Lf0Pp3+3qvE3t4nVmFarCXkGcxzzDTNG9sjP0bf53zvLtQE9NsVnO29W56bChBAr41OUwQCEO8KD4bg0wx3iDB4CXtTsY0Poqjk5RvFu3c2DpRXUFiq1ERxQfD1GWshZwr6xAGJPv/+riFpJx3GJj0yuUNT5EtMAnR5+CcJXgQXPTG1yL/3Yj2z240jHn1tfHvbEdKwDRphqbpzCgiTYuKXNaxjHE4gvQYG0sQg0hsjalBudM7d709kea7QN2cSgAjAV95bJ5j8pyNqbI6jg7PgZPYHM5cm3a31qZkq9NGjWXsBbOQg6/wAtZkqQWKEETetZyMSISox6Dexjw9dTZ2eq+3NZ9lpEj0Xoe4MuNScbkK3iiYKQthgyNcYbpyBu3vYmx3U6mntAOCn2KGC+iEd/n4v3nMCvu1ZUooMenApAoRJQTwYpBslhLjTG307bwQ3hQpt1iErb0kpAmmgZGc0iuYuINSUCWEKjl83u0u+fnfrjKvupZV3aIzVsoYEXzw4D2qnqrKoJ8T+6tUuODZ5wK7dJ1+eZLpmb9g79BzZdqnt/9xqt4ilQ7A9giTAiS/tkewS/bfApGQejjWAqUOZsW/WPCvzQJbtsz2G6loumlJuYVTm+JuoYBMQKsAgwxBCGVcYURSQPzdfN+3sR3brhdxlrS/WzxcNbZKsTHM4TPABZAeWMe+asKDq2c4cOEbjK/+Kea+U2jP4vUQFzfWYfAwvtpH3l+gKMax5cq7efzfLJr7lVypdUC+HQ60BvVRa8lVKUtNyu2NpcTcekdP67st4DdG5D5g84zKuGjDpEXGmLn51qFGe2GzJkrJoDFrRzWm/RqDWEGsUI1WycTwsPMcWHoZffWPcf47HL3/MuP9F1jJCvJszMZKj3NLr9Dfcw++zLGmT6BCr1Xjdye3L70bsR23ksNH014mYuIuXRawviJUU6A/Swy5rY2zaqTskrpben3hFqg2VpGiYrhnkVV1sTmzkdT/qq72ePcu1bU6o7MX5hDK2GLTWrCx/D0SxQc0CJIL9w3gnvOvMHz1Gzx44Zvcs/cC4/cWrO9dpTBjXChx/hwP7d7P5QvPM9zzGKulENxu5Do2fUfJrYjl+CZmo9XeNc2i6mrSJgXWsKCCTEb4aoLST71fXX2SHXHT3ezaTteQLtC0Og/IdEy5skHv3nvrVwBFJW6tLnOZEe8+bLYxdEss3yIicQELikOwzuLEMPRjFlYuMDz3Q/ac+iaHRy/w3oUz5Ps3WN+ljPICpEJCwOmIxXCJ9wzOcO78v2HhyBe5UtX1qte4vs6mnIMoKTsqZUYJxOyoEJPZ6+MA5yumS0uIPxL9LzvlNW/CzUvKxhOVskSofUuxEtJWJRtXLtMLj0XPlLXUuynPGN255LeFAM7GAtmkRhpjMArVdMpg6RRHnvsqj01+yKHsNczeFdaOZFw9uMB0UGEETGbwVYEzA6rRGkcHb7B2Vlne+Elk4Z4tSdkdbgBzqaGzLDbUzaVHynTK6pUraKhigVjb/rwGbrlNWTt7JaXa2apifXmJvCxTk4LYfAEVjJGU1TOPH0dlmrO338LHeoTrDgmbN3etDXxJo1MXpGkaequzqg2tVfnG507yssb2Swvi2V2NyFYu4E+/xq7T3+Yn9DUO6EvY4TmK+zKWjuxhKS/wvsQ6oUKRLKcqS/buGlCunuTBvXs4ce77DN//fkY+JJu1/g2zq9XWpbR7y2yeV9uPy527J9d63Iw3PdeE7RKTQYhzWQFRnPe4SUm1vBpzCkiO7Lcs97XlkQp1R7BQNwrJ8GvrrF+9TO/IYabUDZUtwSuyXdr8tt7cusbtllzxLUJqhyIBCbGXUG1ZxzaFSQtIrSaMemyqX6xSryGnAbGGiUmahgGMA1WkimEk8UqGsDAd0Tv+bfa/+iwfX3+JR4dXWKteozri2XhoFyt7lfV8gnGKNZ5KAzbv4X2FtVNglWwwYG+vYHDpFarLP8Dc+zhB+0gZcCHgvUecQzJDVcVNd+viXqUVm3sbp+dt3k50FmtM0E2PbajBuIxQ+WhX1q1CAGtjP1hfFezKM6bnL8DKOruGu4Do1LwRwt0aUspslW1sSmWWZK3C+PQZ9t9/hOl0BMZier2Yl6ntPe3nzzn3//Yqs83xm996Sx4F6tistndnbtTxWrWJ+U11b4AgUHcBGJdTctfHZBlBAwSf/hS8Z4/JyccrDJbPo698k8MXn+NT7iIfMsdw5Rk4Elg60mPpgGOtL5TGY6iw1oMapqpkWUZmx1TFGrn1LGTLPHZgle+feZbhwQcYkYNWGGvxanHOMPUkUTn7vSqasodm97rZOn2bW3NH7sl1HrdwT5gn5XaitfV/BYpiQt7vowJllVRCDVRlRSZCf5AzunSZ8tJlFl1GMZ4AC81erNfDTfZ9nf9BtXUo6YkKuLq4c2mN9VPn2XPkIKtaEvC11bxlh/E5Z0fz/ySBa2GSRvqGErlvG9I2DSnp2yNICKn8KuaU1iupYlDtx1rSBh67d0hRVDCOuwPjiKS0lr3O4s6cZv+ZFxl+91/yUY7z9IFlhsUpJv0pZwcbTB45yPp+oezHdvtx+3BT7/QQmw9YwUp0Rjg3ZVhd4KmDVzl1ZsTa6afY9eBPMTEFhQiSD2InGvWx/jKlkIU64V1dXHAlbgDXaANvE8wRczMZd0C7M0RsTwdqfCQkQOZir6qiwKLkGlg6ewpWV1kUg/Fp6bpBLe+WtgOZyYdYYR1iiI0MKCsoXn2DvfsWObh3yKXxCPoDCJFU7SwWo2kQNpNNZ19p9E6SsUYsdm2nF4YkPUMjMesefwLt8EP6Lb6sILcY6wilx1XCgjGwfBl79jUGr3yb+64+zy/uuchj7iJm9CoXqw3OH4BdP3mU8wsbbAyEylSIDzhiuElMwIkhD4p4H2NnfYeRiqo4z/7haT543xH+9MS32HvoUegvsFYK9A1MS6zNMCieMhLSpNK8u8p8+PEQ2gv+dki/ccucTMe7nqEsx6AZZL1k+yu5dQwNrF48BefPgXF4HxhkLgqr631vwi1rxkyK3cwkpeIRynLKQn/ASqno+pjLLx/jgY8+gTiL2jRRA6jOD4IlTec5d1ZrTtdN9ETvYCaYRMlBvHYvgeA8SAVSpBI7gw1xVGp/c/okBhtV+GIKFCxmfXpTgTOnyF/+DgdP/Dk/PzzJU/YNjmycQ9wKx3SDjUcW6P3kg7zgLzEdCsEKzkO/Jr7RVLKlZCm1UXGo61GZEdIbgz/G0SO7eeHsaZZf/Tfs+9DnGGV9vHjIon2rmpw+RhMpo/oTBYyNWs7bSErWuFajizpDbbuGDBYIRvGaSub6g7jf7KgEDH1rCaN1quOvQTElc0OCClbjZ3Wbc26HmyRlux6vjk2m5rUxLxevFRI8/cwxViGcOcf5XX0OfOiDXPZVI0Q0nWnz6kTrGzT93VmVdR5zJVaSamPEQWuHpdqLafFNgkztELPeMDB9+ibA5bOsvfAC/Vd/wJPhPD+3f5UnpyfZH04yNZd5rQisH+2jH36Ak3bMdFcvbVQKuVesGDQRsrJA2ipcTUZFwBMIxjHY5ZgsX6GXX+CjRx/kD//qWfxDH2aw732sVxMY9gljCOpn9sicwy3ur/F2UltrXJeQCTvNr6iIlk0ZlpYKYhjmFl0rWX7jJFy+ClmPUBis61NMphhi4Cnb/rRzuAWOnpr+8zeopqvLLYUvZ7YlQnHiJGuHDmN37051lulMkpIeFIxK4yhqt0T0Mm9zyh1kpwA22ZOVSBoCCyHt3kt9zYrTEPdCVI+KYWoygloWKotdnbB88lXk2F/x+PoLfHrXEj8p5zk8PoWdLjEeeF7UwPSpAe6TD3DSbLBSeHoywKjgNNAXwRioDFSiGBP3ZHHeIxIQHEEljl/m8P11VJd58PAyhw84Lh5/hYF7EHZHzy91Y605x076jVpvFRHH/u2k0W6OaMw6PjAnxXb8TSYtuhYoAvhAP8swI8/amXNw5hxxb0pLUIvJ+9StQ5yb853tiFu71CnJ02gaqeb6FpMpU1/gsoxe3oPKMP3uCwwKpVelIvjWKUKLfDXlhdYAthxMd7YUUNFaVRXfiHvxYFWiwyd1eq/STk6GgAsVPV+xWE4pj7/O+rf+mOEP/pCni5f4d3ef4TPyIo+sfZ890+MUdplXqisUj+9HP/gAZ+06017Jvj0D8hBtSEusIMF4VCrUesQKzhpyo1hfkRPoWYulT1EJWX8X1lVYfY1PPNEjnPg+euUie52DUZGa+KbrVxf331CTnFra3N+3EyGhtaAL23r9m9+V5tbmPzBQBTKTk2NZEMtCpayfPwenTscFrT+EEsRkqFgGgwXKKg5l5autX7oJt0BSRilZu5el9XoADuxbIFBghzlFoVjrMMESvGX9uy+x+8NPID2LGThGIaBVCcMeqlBNCozJyFPTp8pr7LdpbVLSAa/XVEluLwIhi71wnFdQIT1EB5CEWPOYXNEljkFmWQieKyfPs/b6q+TnXudDep6Pm5f4VP8i752+zuLoIpkYLtspL1DhPnoP5qkDLPWnVIVnWEHuxpRWmBL7lVY2OpTipIu2vU3eemc9XkosFotDQx730TAeqjM8cOgh7j98D2eOP0f/4EEk7yOLEMZ1S0RJ/Whi6Cc+3qCB9DaEbm5hXtsctcpuh/iJZ5da+gFWLpyFE6dgOoXeAKZr9Pq7KKfg8oyFhUHMmQHsDTR+vTVpdpvdyum5Ae6/7yCDnnC5HEN/H6EM0V1vcnRcsvq9F9n95PtBLJmFatAj+NSkuZ8Tpp6pCjZV1GdZ7DHjA1Clmsw7BMXiiwlicozJCJ5UjAw+I7ZxnFaxi5+BBWsoLl5h9ZUXGFw5zSNrp/kAF3lCT/Cze68yPP8c98gKvQG8MYKXBQY/dS8rDwzZWCgoTEkuFqHCM4ljkA9SYD8Ovkqq9FOHDYIxHkP6E4OhR52zKeLJ+iOCOcPjDz3Ahe/9iLWTR9n/gSe5sl7Fre1TBp5J21P4WoWVcANuzLsUtekjc08bCRmd5nXPo6TGR69XxKRi98DRG8HVk6cpz5+BYgpZDj5gTI9QBQTP4sBx330plNlEdW9jkXM7ON7o6ps8qEcf6LF7IFypPOoMVSlkYsg8FBpgUrH6gxdYfPIxFg/tYbmooBfzYxGBvkO94r0iqtGGrDuIWMedLS0S8myRoozFG+RgTcD7EkKGYnBDh0xgMAmsvnYcTp5m//oJnlj9Dj/hTvCh7CSPLUyYnD3Fvh7kmnN8ueD5Hgx+Zi/jD+xnzU2hnNCzFSELlCYwweIFjEmNsjQk+ztlHquN88kqUIGZxlzYUAEuqaIVakvK6gKPPnyFV06sc/L4D8mOPIFbrKgIIHmyneMvDnX3AxGwHnytsrwNsZ0wEWJjt14W/18GCAFjbPSwT0p2DzLCGiyfvUB5/iKMJjEqJpoazmeIeHLd4P5DC+wbkEJ/VTOO18ItEDMzxrd19HrBObILHr5nD2cvwSR4cBmKEApPljmCjZNr/fmXMe97iN0PH2Z5WkJmaXbVMjFIbRQ0qbDGGFwmFLc5l/p6VRJVmuP1SPrKgwaMgb6AHQVGZ8+x+sJLuI1lHppc4ujoGJ/fc4EnOcP9/iT2csz8mAbhjVDwgoGFT++mevwgl7INRlLSw5MZiREkCYiBzGUxvU9b2yCl7t2mjokmYzwYDxJiUy31KUc3ELTCsMZi/zgfeewRTn7jda689l32fOz9LJVx70ZFUuvKeg1Umr6y0mot+jZDW17N7RkyyNBJtP1M7nABylGJxbCnn1GNYPX0WTh9DnxF1u+joSKUNFVP/dxiJpf4xOOPxqmhsX74RnDzHdJrO7IhZOoQTew4sAh85qNP8J2vvUhp05UZh+Ax1iAGfDEF5wjHT7BcTtj98P2Mqgq3mDOZFqRyh6TrC+IFE5TgBbvjniNvDQKpfa0HCqCXM+znDFbX8Rcus3zsPCytsr9Y4YGrz/P5/CU+e2Sd4cZJBuOL+Okyg/4QLxmvj1Z4vg/3P/MoSw8oF90ahZRYC9rrxa73HvoKuRQELaMqSoYNNlr24gniU1gm5mYGkwJvonhRREPamxG0gl4vUBWv896HD3D0+BLHzn2T4uICC/c8xFiUyszGWBLJNTkQ5G3WzHnec5+sr9b6pXHNin4LHwjjCiOOPVmGKcCvFKy8/gZsTKINpYr6qOIal7K4VDFhg912lZ/75CP0iDImlf1f9xpvipR1bDF+XTtmGV3wBhgCn/vE4/zWH71KpTAK8dpM3zIty7hPnnNRb897cOoCq6vr7H3sUQotGS7kFAJVIG2qEgtIEfDeY9ydrce0OWjlMUHo5QZRqM6NWXrjFTh9nPzyVe73a7wvXOJz963zE+Esw3M/YJAJuRHUZaxUgbPFCq/14N6/cZSVh3pcyZYpbEEusWFWQKkEMjU40wM8VShJmx/iyKJEtCmtz5SAwwTBEnchVqnQuqVk2qre2Yx+bhn5q/TcGZ48eh+nl06x9urzHNz7IMVAqcxs8bVpdzSfNIi5SpK3CxIp29ceaIVKSo9kFoPFBo2LYAWrl5aYnDsLGxuAQTKHU4NqIKQwkjEGCUo1XucDR3bxsUdibHK2td5Mq9kJNy0p6/32msbAQB1EzzTmtT56GD778Y/yO3/5Os4OKA14qSBLV2odDkM1mSI2Q5c3WP7u8wwffQ+iu3HDjGATKYMQbLKXMLNmw3cIvqroibBoLWZjwuqpCxTH34ClZQ74VZ6yZ/mgO85PD85y3+gNFqZX6GdQhoDaPt5a3li9yst74cF/61GWDwsXwwVyB7mEWEsZhJISLw6fx9CKCwtkoYwOHhGcMXGrcBtQ4wlSxjTNKkfUkQXwJqOSHJC0Jxo461BVshyKcIkH71/mkTOBF09cYPXsZcx7j7TTjlFKRBWCTZ3BQc3brGKk5Z9Sibn/7dddz1JtTAhi2dPL8KslF0+chktLUX/v5VAWWC9kxuLFUqV0LRWDEc8gE7742U+wG8hr6WVrlfk2twOJrG9l9SS3cSz3gRxlEce//ekH+f0//y4yGLJqTPSwDvqgFoqSqiqxLkOCEEyPII7Rj47Dvfux9x1kcHA3U+uoBCDuVa8SkOv00KyxE2/r+1E7SOpawrrqpd6PSrbZNdoq9Iyl55Xp+YusH3sFLpxnt59yJIw5Mn6dn917mafkJI+Ur7CrvBy7amMRm7PsJ7y8tM7G/fDwz7+P8UM9VvQKrpfCGNMSZ2zq+2IIqT7SVwFVcC7HM402pUYJaepwItH7Z02s8YyqpkPEpPmRpoY1TMo18h6ga/Sz4zx4z328cem9jE4dZ+8D91Ai+OTT9yoYTb1mVbbdRGrTHN/x/Tdzn24WjURsa9uS5u4mL2w1Llgc9nEVLJ2+gp69CKNpNL0EKKakyBNF8FQIuCxKSvX0dcr9exxf+Jn3MgCoSjQEsD1uJDXgJltMBlyjI1uQWYGvUAEl+ILc7OEnHoJ/52ef4rf//GX6e+9nxBA0iz6DfoaWU7xxOJsTpgVUCnYA567i18dsrB4kP3yA/i5HIQphGp2IGJrNVjZHs1vetTrvsFG1Qoq1mQDWkKngC6VSAQtOBFJaOYAVTUnFhkBUKfveYq6sc/X1E3DmPFQrHNBlHhod56c4w187sMED1Sn6o9PYMKEiw2DJbMbG+gY/2hhz/oNw6LOHKO8VlspLuExx1lBVFbbXj43GpCZZIMOQubSIaMwogpgwLoATg9PYT9cIiC2b4bB4TLPxT1qEJJBlhhBK+tkE51/kQ0eH/OD4RUarl1h+6VUe+MgHOVsU0M/RKiMIZAtQbgTq3J45otXq4Sb2Ncddw3mmOrtHO6nFuql9/ObDYvF8PJnWu4KnBAsxyVNuiPceRVNKpIjgcOS9nNGlNcK5q7C8HqspTCouCLEo3GY5fupxeS/pvgExgYFOyddP8/f+47/NfgOOClyF+LjlYV2/cC3cwiDfLAIDjcYDmSOTwAKG//yXH+GvfvQ6r61fpT88wCRobA3iaTx4VSgQF2v6vPfku/cymUzg1HmKtXW4Zy+9fUPMwEBmGRdp0sqmm2PSX51AkWZEIxktiBGCs1BMmZYBZweIiwNXhbirL2rIBw5bGqYbU3ICu/o5k9GI1XOX4NhJWFlhUK5yf7jEeznJJ3df4ml3noeqM5iN0yzkhlHpKbzgVDi3dpmLQPko3Pfzh1g9LJT+Kj7zDIdDKhQNsWg2WN8ks1lAtO0o0NkPa/7s7PV6j/ptjxNUPKV6+r0M64WqHOFcweLCFT74aODy905Rruzn8muXOPSBQ1ycVoh1iIVyTGxPGXZgzg4Q2D4xe7vsmh24W9tnc+dsvR+mBViLWItLMQj1xH7Dlcz8LRqTLax1WA2YSjBFycbpU7BRwnoSDmIQsTHkYTyqJmpoWU5ReaQ3hFDS1xF24zJ/62ee4q89LiwA08mYXt/FqMMNemBvTZyyVbpk596LOz0FNUyncKQPf/8/+Dz/1f/4L8gGfSqfYfIeZSASQoRyMkLwkAVUPJOS6Agig7UprJ9lutCDew/QP3iAxR4UHqrgYxjAGjDgg0IVEGtnHvu0eqKaEqoVJhNwDtMbUNXz1YDauD+Hs45iJcbj9g977Kpg5eQSoxMvw8ULEDwH/BJHR6/wMXuKz+67wnvMeczoPKFao78r4+rKGnk+YHFxDxcvXOG1MWx8Ag59/mHGB8HYMRKUPI/7fHhfISZgjG4rbWaPbbK9+ccgUU23BobeMq4sVT4kyJQnH13n5ePHOXHxfibnV9j1nkP0jVJREsRBUcIgb1bhNn+aBJhtZoxodBZtJladh1B7R5ufLZseo5a+tXtA+/h+3lxHlTykABgTm16U6TzWkts4S8uNwPj8Jbh8BcZlIxFjw3DX6iThoIjZVEgOmSEbDCiWL7CYee5dNPynX3yCB3spUtYfAI7Ka5PVcz0VXVRvLvq++cONfZmY4H1Km5S4V+UK8M/+3wv8k//rT7GH3seaGTAqAsZmsQyLCtCYVG0dwQtg6Wms0yy0xGNgMIg26YEFsoUeg4U+GCgTQePHWv1ymqA3DTHRQGaVqlI0RJuAGEkg9vMPUMBib0i/gtGZwOjVH8H5UxBWyM2I+6rLHC3P8NmFZT7Ru8i9az9kt7+IzYRRMcWLRVyP4IXTS+ucKyD7sMX83GGmRyxXNpawPYu1lkoDlfeoEYyLrvXQGuFrq3V17eaNP6qAWoNUMCwFjzIdWjb8kL59kme/fy//6q8+Qcg/BQ8e4OCjD7HGmKkAkoHNwOt1J9nc/NDUKrOF+h4Fmf3/mqTUrdJS547RmYrcbMaS7nkFAxOLwEOA8UZAry7D0gqMKvCeXFNbF6sEA1W9KWyd7qMBk/dmaYh+yh4Zs7DyBv/w7z/DL34ABgrWj8ldhuIoS8hvpESEW9QhPVbdR8QtTNPN1xjuqYvte8Gzz1j+k5+7l5OnnuBrz51E9r4P6Q8R1vDlBtLvY90QNjxBe9HeKSZMwxSsIFkPkQydCow34qo1zKgWFljYtUh/0CNYS5lWSRWhrAuNTZKkrWrT3BtMBVMjjerKpISsZGHQw4qhurTE5WPn4cQZmIwxuWevFNy7/iqfsi/zmX1jHgtLLK6cJ7cTVDKq8YTFfMC4EjA9Tly9yuslyNOw+9OHGB9QlqeX6S/kaYBCzEQQT97r/f/tnWuMJNd133/3UVXdPTM7+14+dkku3xSpFykp0pKybEm2TAq2YwkSYgeOkFiR4A+JhcRGYOdTPuRrICEIAsl5GUaAQAiMWLElG0gkRTZpKfFDsiVa4q4scvne9+5MT3dV3XtPPpxb3T2zS4rS7nJXy/oDuz093V1TXXXPPef8zwvrHU3TUCx0KuiEcbNL1b1uf+BHLV4WJCZwJaVzJBMZ2g28HObe21f55lNrHD3xHDy9Dnt347YXYALWWW172eU9L5zJ4qZxISEL7sItYLaapJs+uHhM7IU15OxnozFEHViDdQ6bfRxnhDJAO67ZOLcOaxtqqgbBSsHQDkAiiYjkcjdVzZ2yMVg3JK1NsPt2k86dYcnA8NwJ/unPP8j77ta3FhacK0lNwBY+C+TmMseXwiXzKbv6erCbD5ovZlOvUZUlPkc0//kv3ce5SeTzh4/jV3YzGhWsm5IohoBVp8+VtGGqfU5tRcy+FilgXImtSmJo4dwYWdtg/ewaftsKg+UlXFVgnMFVhgJHk4SAzGvDjMHimI5rBoMKKaFRJU1VFbgkcHrMuWdfhCefgxNrtYHEWAAAIABJREFUeCPs8GOWzz3LbcVp3rLjBO9cOsvu099mb2goaBk3DeILhuUqGxtTbDHg8adO8uII9r6noHxoNydXNliPgeHKAGMMIQSSgbJyODEaYhA1dzQ2nxlUElYWNR4LK/kHN2EtBpGI9Z7CF0RJmNiwVFlC/Rx7d57m7oNjnj95mDbcwelnX6BcuhE7LJEU56eRraILuYoLS2DT6b6cv7j4eN6xOmtnk728+bF0RhlusVpBE0BiIoSAtJGzp07Deq0tWJLB+iGVd6Q6Mp5OGZQF0UC0yjIbl0vuRTQm2UTNyz53imUfWVp/no++/638o/euUjVQdAJoHLbImSXGZGKpw0sL5sWZr9L9cUuNakuHSroTVO10lctWA/8BxyQZkoXvNvCb/+Wv+L9Pr9EwIPolpuI1Im9EfZam1h0vm0nGAcYoLypJa7wKrx50DBCynbBjlaXt20jeau/UwugubZhVchiBIunPTQJSy7ASloFzz5+lPnIUThyHtgY8K+kM99ZP8sb0txyqjnLv8CSD+igjplqqYxzGFjQ1xNYzGCxx9Oj3eG5F2HgnrDy0m7DaclamiFsmGkOINcYIzqkJGyXR5PKerjvaojCaXD51qVLbjAgGh7hKe/G2Y8rCMoktsbyb504/xOe+OODpM2+ntgfh7gMMb9xL3QTE28x+z9fDorbcpCUXzdBO88yEyS68cf75C1kG0YLYzX8ToItsuASESGk9pdXnsY6M19Zp19dhMoF6qgIjOo5RGj0XU1b40hFSmB3ULPQBSaI/O+epjMU065RnvsdH33U7v/bzd7KUYGT07ZNmSlkOdHRB3ahgDj1JBGs6H+kl78nF+JRZMIyl0c48ehGBEkDC3GEGmhApyoEKgIUx8CTwr/7DX/HV7xwnruxnbJeYmgLSFHw26wRl+VJmYpxohrQIjgKJSTvBOZvNU1RAJcDKMiyNGK6u4AdeazUzC9tZsU1M+MKyVEI4eYq1I9+D587ARkNJzWoaMwpnORCf46Hyed65cow7mu8yWHsSsS228Ejy1I3GTa0fcm4dnj7zIqcN3PDeXbTvHPHitrM0dgq+IKYRTYg4n7BOiFEJHucLnLekqOPSTWS2wk3WRXZGX+qt+2HrvK1A4T110xJ8SVk4XD3BSEt0hknYiRsd4n89uo2v/PUDnIuvg+v3snL3PdRYolch0fPLB10QTLiAQALnTZC+gFB2MFsEVTur2PPIZJt9VScwsAZphHY8YbK2jqyNoW11l3C6G5uQsAGc8Sok1jLtpmL7bs2KbvpJeQ2M9i1yccJSmjAYP89H3vMmPvHT17EDqHT/RGz+GJp1NjSGrpRP6dfu34Vx8UJJRDk8T7twXT3gCCBdnKxAjN+UlidYNoDnEvyb/36U3/3aEerttzAtVqgnNaawSGqUAHIWnCGFbkv0GAw2hNlfle76Lf6TlAt2nbJyoxGD5RFVVWALJYWcNdjWcOrJZ+DoCzCtIU4xzRp77YQbzx3hUDrCg6snubs6yVL9PNKs4a0QxGKNwTY13jrEwIn1dU63kSMB9v3sTsrXLSM7J5xKZ2mKAckXpGg15CFTMJFu5IP2JJrHEO2sW5EWSGtFzvz1i0eaFZVbsfhkMZIQG4gyBG7g2bNv4j//4a280LyN1Awo73wjo+t3czaCFCh9KWgu5NbYVEesbdo4Fsgrc4HBCam7f4bzmo0lTVSTbHw5w6x21LRAGxmfOqP3cDyFELMr5LBRSBLykBvBiMNb1VpBEuKiVr7YqJu6KXJQs8L7ZUI00ExYiqfY0zzHx957Lx99zwG2AbZOFKX6seLKTcnuakEmTUARFgTzwrgEQtk5wOpJBrM5H9ZR59c1myHmi2hEf58az6RwnLLwW18a8+8/9yhx9QBmeSfjVrN2ElFTyERtTWsrRAzStBot6TYGoyPd5wnTmXGb2UGocHqrGRgOduzbwekXX4BjZ+DYORgnrBd2cYo94UV2bTzFQzvP8ZPD57il+VvK8dMQN0iuJNmSOmhjpFICbVtzemPCcy08M4RbHtnB9PVDwvaIkynT0FJXQ4I1SBPACNYyE66uq9/Wx+7kzSzyvPjIRQtnMkkD8mLwscwmssZohYKJ/Tt87v/dx1f+eh9Neh1U+1m5917aJZgaNLmzYzetzY9bGR7moQmJ5wvuDA5bGFJilvA9G9qZu+kVYrSBp6jyCW2gGU+QtfVcRuVysnS2LIz6lnoKoiYwRmtEu2vAgpRLgMrDpNbjtDqEY1SNcJOT3FCe5V/84iHefxBWIgxSVtW0eTOp5l/ZaJ2CAcqZO2e3fOfNuCihzNpaqZuU9bZVweus8iqHOHRLnZszhlY/LQViLGdraCr4P0fhX//OF3lifURavR4pK5qNMW5QURQF0/UpmJJBtUSoG4wNswWUzHyxal5mQqxThlHyxU5kn0YLj2lrOHFM6+ZsCZTsmJ7m7vG3eH3zBD+x5xj705Msy3FsfQYXWkqTKEWQEPGpYDQoWa/HHFubcBY4ugSjDy1RvmEHrV+jbjeQxmOcJw6UrbQxYDEEzCbf60KUjL4415Bs0pQXJ5BqXUTEBoxYbKywqczd3BJBppjl+/ibF9/MZ79Q8MLpd9O0t8DBG9h223WMTSJ28YWO3c4abTPmq3CWcQOz8X6gWhMxOsvU6FgLu0CWmwQmgp8m0rRhMpnAZKoZN10RsjEaF7MWDfovjBGcfWefNbDkddtt2iXgVLsWXinUeo3tDsrJGn5yjvtvWuVjH7iH+/fADqCYQlG2YAJtsBRFNZ/v6Cx5vrYKJcw3o5cRyosv3aLj8bIpK+CMnbVTjDO+devJzK90jA3bK89adLzrJsPeX3s3//ZzT/HFx59lI62wtLqTetoyXZ9SlMuIGOqNDcrhgJAiszQ75o+me56EJNmqkjwlySitaUWoTMGEEgi6QkNLFda40x7joW0nuWPjMKvxOVLZIgW4YoCLgg8t3jgE2NjY4NRkwikDp5bhtp/ZzbF7DMcGp6hsQkTwVnu7BtOSUsA7Tf2ymHz95kKYZD5idJa8PNOGWx6NuWhNaQ15zL3gRLKplZeGjdTNs9y8ex9vvG0nJ7/2AmlwK+GFozS7BpQ7ttEao43DpONvZCZJhvlcsc5giaErXDDz34vt3D2802obEqQAEhJt2yrr2TbU640SekHIdVb6JazHGiF5rwSNaOdatZrmSkOzJvLmZvQEDCWI1zXiB/q+MydYHgmj6UnKc8/zwXc+wEd/Zh+70VoK22qzAf2ClqIotNZ30/2ys1W5yGO8HC5aKDvz3814h7lgdn54xM4qrhf2y3yiAs7SiFA5gwPureA3PnAzb7ptJ7/zxW9wbL1Bym0MV5Zppg2SDMWwokk1Yg2yME5vK5Uu6E6sw2rtZh8ltnpzrcBoAK7EJFg9W7N6/K8JG1/n6fYU0yVhZdnibECsYVBUjKQikWi84/nTL3Ja4MQ22P3+AZM7A2YQKVOiTQ6sxzlLooXUqhBYPbfOZzwvtC82m68vZcjkChmJL7fpviJIJzom4U2DsYKNBckYXOlI9XFG/gnectcD/NW3jnOyPc56I0xfeIaVlTtJtsRkv2xmxrouBU+ysMrs3jinvnenrKxRN46oFqQJQmwTTV3rCPi21SyUgAph7qNrXam3NAtfDKKsvHGaAN5JgXNZCHWsYMeMzfK0jcfisCEXSqSAaxp2bx/QHj/M7Tvhn/yDR3jwACwBrp6yVDmkLFQLSpEnarXYLvE8Z+rPSxrVj9xk/bwELkmViH4zDzabEUScqInYJRV0JV6LGT+adKBibY1qiyIFSuupHOy9f4U33P4Qn/m9b/PYt49itu3FuSG1cYgr1A9wfpNFIGwWTG+UUlocJScmm03kNDZXgdTQBCQ5CqlZimcYTk/gpOHM8Smnj2nGVVXBqIQV6yldycmNCetLhrN7LK/74JuZ3gunRqcx7RjXTvDlEsZZbJwSU0PhClXU3TCdFPK8w3zbTNe8UbKZ91JCKbk58MXewQ46cMi6JidwB3UzrLBcGWJ4gf17ptx7e+Ar33iCwfAOpqfOMjm7hlvdTlE5SIaQdGiTJOmUEF6MkmHZPezCxQRIMRFDoq1bJEQ1/TZqFeiYQ14Cxro8DMrjvNVsp5SIUTRunWsZsS7X3Wp6pTFOK1qM0/0hJQpr9bMAttR1mASkpTCBZRJFe5rhsVP8wrvu4xfeu5N9VgVyhYQpDRC0kZsplfAXMLHb+OfhwfOY6FeAi6wSAZ8vdAAwHm9a9d2yU+6M764rEZjzr2q8JSx1aFn2VjX+JOJLz4qBIsCPb4M3/tLd/NF37+bTv/enHD57Drd6A401GFcq+TPTupxHyUfp5s3rb2MiT+A1GFMwpQA/pYwNpJYWixiHKQYUxYByOsEGiF75g40GTq9B5QOrS4Fdq9t5sjnDxuv38RVO0z4r+JXEtuESo2oJCTWF8YiMaHBICUKDC2NKI4i3JMwFCB5txbG1NmrrjbUXoSdVYWgM1KUCSEQXULOuxZMwKVAVJWMxIKd44PWJJ44+w7H6FqZpQHjxJMGXLPkVXMekGu0Gr80O1G+THIdyAhvrE1IndCGoGdrm8FnKvr1RAbTe63GAlLSYuE1NznG2GDOvThQRSBrznT3PhFMU7fGEESyBiACl/i0BZIq4hm3FlPLkUzx0225++eEf443XKY9V5lU2jg3LzpMiWtGklzDfjJKY3Vk7S5C0OfEDzIwDeHmxu6QZPYpuz+cCVPj5MMDQF6SQm06XlTraxjBwlkHSeO8jt8Hb/tk7+G9/Ifzul77G8dMRu20vY7tEs8B2zVIUZ8jOvjGz3RX0+OIdVrRFozEOXwAMcW1FjI5pE1hKLVWlG8q0Vc00WC4wNrHRRsqNDUZ7K/783HGOHTtHOJlIUrO9dCwNDGVl2LY6YlBWuIGn2FHhTMFQCkajIUGSdjqTiEuCkDAiJImISB6u213RdN7lNLmg/EIE0ezRdHMzNz9ak0hYrNjsu1qiLcEkrNHOBCGCweNdxcbkJHfctM4dNwWe+9YJqA7CiXOwuoNiaUWJ7XyG63UgtlFNz7ZVoQsp52Oqrz9LPhELxmF9ge3uU+4MmFIk5ftnuhj0QtkDJOJCC0hjjOZG020IIGixgnUGawuamC0naylNQlKNbc+yy21wg5/wK7/8bt55EPYBgwilg5QCGxIoXam+vrOaAdWdW77Yzr+MRpTsw24KmJyPSzLgp2PFFXa+u2cFtfnPL7y2cAKmqzhyzOn0fPK7l2CKhsN+5X7Dz933dr706BE+96ff5ogcYDzaB17N1CRopknKI8kBYz3G2uxnJEyhfpy0U0pXUBeOOpaEosQEQ0qWqhhirQev68mjFeTWFIRgCamlGlVU5YDYTNk2WmU6HDCmQcwqMVlOjiNhAulsi09TxCWohKowLDlL4WoGyyXOQ1l6BqWnLB1VaSm8oXA69coaraW0JuZLk5TKMh3tv+iTKrVhReOPJknWvHbTo0m6GVlXAGY27NbkO1JIriW1FcYOce2AYUyY5psceusDfO27G2yERgfcvHCS9eSplobEpiERoXGZ2cxBc1y+g26+DFICtHu8kYSJ+rxzBaNFTU9gNoZPQJtD67FnaXdWlYGkbBu7AnFqcThXkGKtmTqmgnIEMVGmWjtBrL/IXTstP/vgfbz/gRE70DY2FZoMhoA1nuUtBfWzznRzQ2xhadutv1j43auU+7qVwDn/JLe83r22uK0YmKdfzXWvE6sV3KJDobaXcPNP3M5PPXg7//VP1vnjw8c5/OzzyGiFYnUvGwhTEnYwJLWQYlQNafXvS0hQFvhBQaynSJxgtm8n1q2maA0GTKYN4hwpT542kgtIjMNZCBhKk/Au4l3AW4P3Hi+QrMMk9R2l6IQnYEwkmcQ0QGzUv27OrmNyx4BOAJ1NeCtYIywNHc4YvBMKZygLT2ENzjmNiRubhxx1mqB7rmLqcruPfCW3PELbBgSLpJaYhJAsEiJGWpII6zFwdu0kQz/CUDGpv8eJBsrBbTAWNT8ThHGtHF9TK5lS7IAYdH6KCdlUVrJlxkx2AmeVaMpeMgmrmUKQN/jZE10jMYG3ummSs7m6EIz1Ki1OQxspqKHqbUFhHdYIIaxRpZrh5CR3bi/5wHvfzsNvgt3AANBiq4Vwk7Ezd+wCC/oHwCsjAK5cJ+OMC1YGLOZF5sbM1hgGllncZxm4tYTffPcyT79jmS9963r+8C+P8I0Tz2CqXfilXYToNVHAqPninMsOviYhhFBjSg8rAyRMIbYUw4rUtIx2bCNOC8QOEBlDcppBZC3WBEojDG2Lsy3Wgy9afKHkDFaw0lCQSD4gVihyO5EknhQttlUTbri0CgQ1VdH5kpJNMhHDyTPtLIGx8x+VkdWFruaTzM2oTGma3DlBcpuQmWAu5syahOtIsCQkcUhSITZJx/nJoCKJYUOGxBhJ1rMWLNEUWF9mDaYMc8LnouECjM9mnWSzsvOx8pyKLhyR72fXiEsnY1vmZVI2U9UmJzVEpGiAhtQmZbatwzhNqJcYMc5rwrwkTFVQGYe0DdIII1lnR/sM91w34Kd/6n5+7B7YBRQRrfawKCdi5hIoeXG+Wg3CrrhQLkLzcbrdCWYpSTmTx+Ui1TxXBS+wLLBUwf63DPixB+7jy0/AF/78GR5/7hnGdgTFEtE4MI4mNDlraqCp/EGQZqwmoIFqVFBurGMmJxmYQOmSFuTmxS82+6eYWemlF9U7zlq8tzpB2QpehEQAHxGT6LrVRxymUI1nMYQUSaZLpetY4YTLAlYMOv9cGUeTf+7eK5t8lK6rWpqxy+djCx9oJBfNGLTvnbYscRLACufaKYOlJWgNbV3jKxjZVWJskRQ0SaMzH512ZTc5b9QheepBN3w25vdnB2yrWTfTpiYLJiqMaKjMZfIrWcAWGGdJISoDKwFrC6x3xBCwVqhcpJQaO93ATMbs27bM3XsH/L1Dh3hgv7KpJsCyhZFDM6ZS3HSJhLnNZg0/vJL8AXAVCGXa9H++JVuQJTRq3mPloFw4c4tqztsM3HwXfPCu/fzl0/DV76zz5a9/l9MyZN0t0VQjNqynNUHNWUlUwx3U04ifnmGHD5TjY/zj9z/E3j/6MuapMwyG2tXaW423JmsRPKQWsSVGCnycUsmAynkKH8C2uJTwRisKUm5slQAxEUfCuxaDw9gSTDG7ApKDRyJRGy9Lk327NM8TFTtrEm2ALjBuZjl53TKS2fvmV7V7jwVxM6tP/biuRCmRCIhJDEaGaX2Gqhgxqgo2pms4n6hcS2FbGilmciTZSnAawcUbndUZrboOMqOeivyBfGa6N+QNpntPyq5amOW3WpuwxtK2ajFZSYi1OKvUeExAjHhjGbmEHZ9lMD3OXbtK3vWOWzl03wp3LaO5qlEFsfAgTUuKAVdlZiTHvRcbr9hNJNsli0NdEFdYKHND4AWiotvzdbHZeUJxt7N2C1BE43zO4q3WcFZBw1qrDnYfgLceWOYX3/1Gvvx1+NI3nuSJU89wGs/YeWJRIWZAmAgrvqCcnmGvO8tvfPx9/Nx++POv1KwVAZtVnEngkjZHEgMxWsQ5DCWOSGEsAwtFkcBGLZ7GEE0OlOcc12gcloSPAZsgmFY1KSaPMJ9rOxC87+KqZoG40bo+K9D1yOnM1dnJZkjXhe9CpV6aPpOvPnQNpKwkjKhQmkKnj5QxUpYFmIpz0yllnFClGikKWuPAe8Raks3ZNdJxwo5ks3ZTfafSlzvsWWGe3yt67p25qCZuTgggzbqzl24Jj8VI1O8nLSZOsLHFhwlVmLKrTLz54C5+8q238Nb9KogVunm7pIyqhIhxDuOdMjpR9HuwWSDNbGUuWh6XTzCvAk05t1QVdkEwraooIWftZ5rLaGDbuZwMmQwYh/MOJxqJKVEGbbeBW++HD99/C09N4YvfmvLYd57i6JlTnGWFs8niJ2f58du38S9/4e3cWsKwfR5XP4/YmqYsMdHhYsKEgHUB7WZndRK1C1jXMvANw8Iz8i21S1Q4CjytmExI56R6pwyoDxqKaCWC1TxYyU5L5ytihKaZZC2mmUvOGiVGjBqbJJN7Y9msZdmUV2q7xjBbF5FYxHY98sgZNnbWOR006D5pN1gariBTS6obtg9HSFtw5549/MUT66SlAa3JoY5kSeKYkokWyJqyI3d8NkeVJVYN2YU58sbQaSmbWVsjer87PSUWNia4ckRRGKjXYXKK7bbl4GrBwdWCn3zDnbzxAOyvlDGvclgD0Jk0TscwOK9pkqHV9iu2UNeoI3mzV7tgvb18KONS4QoLZacfuwtg835kt2hMNABETuOKYZ4yl9O4NpUM5Xvpbf6CRmvdlgZw0wMDPvTAXXxnDf7ssPBnh49x4/br+PX3LXE9sBI2IG0w9J61coDJ1RkuaTgiZYIiZao/+IpQWIxLeB8oihZsZICjwFCIQ6tcEsm0RJOwWM3sEfBWX5NMyiSZt7I0xlAOciC8a3w8K57M2tK6TECkGeO6yK6mhcTwrXNRuoR2MYnUsbXSteqwJBKuKrC0+GJEHQIuNezftczNe9/A9448zekUGXurrKfXJlPGgaREcpb5jE40lGEA0xFbHWmlsdaUk+xnZqxBN92csGkQvAS2DS2y8RxmbcyeFccbXrebt96xgzffDAe9asNllEXV75JjpBi8dcQIi5N2fKkJ8iHl7EDmAjkPb6S5tXGZHcsrK5Qz9bh5t+xeSmx1rq3unovxIqk2XySTMC7NjqFcpmYWDTEMULZt/wr82P2Gyf37qIHtqHYNqcKzSrQ7Ga8Z9i0bBmIokm4KjQjWe1JqcBjCcDvnTKBcXma4DGdkg7I0+MZgguCMjqozJmJtxLuEFspqrE0bSoc8Qi/7icbk2UaL3exkRnZ1UI0aF3yxhcvSpRXO391doPyaRcPsNczMaoNL2k4RcQiORhqcsXgCo5EnSk07foH3PngTjx5c40++N6H0ewiiowA1fBoRafEUWdh9l+ybCVWHmBaMyemxuZTLZqOxbaDQTnMuCVJPoWkoBbaxwV3bDK+/ZxtvvvMArzsA11kNZXRZN53lNSHXveM1xCEJJOJsDj7K/NoYA3Yh/LI1UqeliQuuwGUUzKvAfO3YRc77ojPBhIXs+kXzYeGzM6SZIHZCCUoYFKA1dN0CMYntPhBJpFbLbqJ3IEP2vfldYBJnnznMZO0kRdsQ6wk4Q+U9BS2mWua7p1sO/cMPc+r16zx65o8xNmAsuMJSVgNiiJrUkN0ochJ5l6tti9w0mblAApiUkGRwTpeZ5NiRyQ2Gu6nKgZjTt+YXYlEjnj81zMzeqvZIBFJeCF2lhiEaZXYHPtetWqF0QhNrirJmO+t84H1v46v/7kuUVv0+cbruk0VzjKMshps3uymCMp0WnDc4BBtbTGwYFALTMWa6ThVb9q6MuPPWG3ndrSvcuQ/etEN9xAHqJw4AF0QbTTudxtmVvnf+oXZkmltmc/9bsrAu/JxTQM/Ha0FTdugYciGbiOeT+ZufL7QeyW5mB11eaSaWs8WuUUZmrSQAcNAGnMtVLO0EW1RQlez/wC+x/+c+BONTnPjW11n72+9w+ugRzrz4FMdffJ527TSlX+bQh/8+ux85xIsv/i5nztUs37CEKafEjYamPUdRbMsMZ4vQYkzAe4MbeKwpqOs2f495nFErGboYSk6zW2Bc9bmObvB0rOXiVcqhDmNm5ut5UxeMltt5o0sgZl/Op+66qRlpSyGZSIXT5Hm0RYpwjLccvIV779rPV546i3X7CLM+0NpDSYzVdieAJeKCISVDm3N6jQg+NFRNSxk3GLZTBmmDG1ZLbr1hmTccvIf7Dnhu3g6rqABaumTvFo82t3YGrM+aT1Iurgfwc5K3U4xmFu3Nvmq3ftLmRZZN+PnrnP/zZcKVF8qXCMi+3Hdf1Atb15r+fjELZP6OlDUB3T8BTMW8l5DDkJhEKNwy0S5R7tjN7gcPsPut7+FgHMP4BJx4nvrJo5w+u8Hu9z4MhXBuvJOl8k5sOkmzcYKR85lNHeBd0koRV4LUJGlpUk0ba0bDpZzjqp3lRHTaSMqxxio3FrayWRt2/o012d9MmoamoQUla5Ik7R+7+HXz9VFfSytDdBqUSpTP8c2EEK3QhnVcASNfEZqIKT1DcZRMqIAP/tQb+LPP/G9a1klmSCgsiAp1ZVtMjJhUY2NLGdVnhYR3MLKw5A3XbRtw2/U3cu9NjoN74OaRknQjVAsOBKpupzYJXMybLgtClq9NTHO2nk7rweL8yTl8DnVkD7Irkn+JNfmqBCm5GoRyEVu+tL3Arzfb+gmbzS8oZtT+5sNs9hHCwoETqpCceIruj0nO6khacqQ9qoaQHPgR7N4Ju2+huv1tXIeGCKDm5v0P47ffxPH1v2FtehTCOpP6JFLUiNlAQoM1Ld6rTzocOGU/25bFQlzNGOoydCwiYXPVvMzLuYxYbGfWGrUPVOhkJpzO2gsIJbO4oIh2grf5ivjcviVk5tMXQAp4F0kxUFoDk4YhLZGad91cceiOHXz11DPY0tEUq9QJbD3Gtg1F2GBgp+wZOm7cPuC6oeeWnUNu2rnMwRuHXL+qpEzJfPau9nfK/J7MsiPV9UwWa23u9KECrua/al9l67dkhXe5wwiawzS3tGLewO1sPZEJsyuHKyuUW8yC7jp2l2yTcGVzwpgL6UB9ZrMGWFx83UG26JmZidz1ZupeqKeBovSEBspygf0tS546+gwr1+9iNNiOYUpV6FKKFOxdej17lm4h7HsQOMOUFxhznOPnnqYOp5lMTjOdnKapzxGahqkJiGkoXdSYoAiRiDOC2NzakKSZMN1QHpsLhW3nJ89+na/N4rfTNarm6+KVyhtXbr2RjLaJjEavnU9q+LVmoL1oB4l2UmPDkCIJ1hbEdsiQJXzu8PCht9/N0//zT9iYVLTTdcRRRmvzAAAHlElEQVQ43nHPDRzY5di/C3Zvh50jzS3dgZqiA+btSAth1mlg9qUuYDKaLKmxC11ngZrHES0iZnN1/+znqIkIeIRqtj4WPUybt3hDJhjPY3tmThOXE1deU55nEugFPs9Nmv1sZ4KiIZRM5Xdmhyzc15la6Iyz7rhbtGdMpKANm8ohJFr8UAgx6o5tCto28Vv/6T9y79vfws++/xGW/ABioHU12j9ghKNiwHagZsjN7CBw3TalHAza3S8xZT2e4Wx7mo1whnryIkkmhFhThwkxbNDEDdo0IaYpgRqMdrwT22IIpKjWgZiI0JBs0O+UTcOZaZc6oict+KNdip4KswmiFSKuxCRLISOQEuwS0ViasxPtpRoLKlNSmAFFdQuysULpPTtLeOTuEfX4ftLybkYl7F2F+3fOF1cX9Og0oMvPJeaOj5074XJscrYS5tv0zMcWC24eMpOUtKDa2FlpV2TRz+60rpt93qSEM9lcNXPhlC3CNptSvrAu53zk5RPMi54lcqkwP4mF/NfNL2TGce58L+50rnvvFiZW/ccLeZ6Lf8Bkk0dobUtMDQO7/IrOO9IqnSR2vjEkclfgqO0bEax4nBjVeqYlUJOYYFnHUKN18IFETaKmZUKkpmGMoMIZ0oQQp8QYaFNLkilBptr4KrOyKWvdrg6zI3rmWnS+mKxA6ZU+SabEG0+JxVCSnAqlc8JqsYzBIUmrLTw3sod3QbsNLLQG1qx2besKtLZ1/UaFXNenF0aQzTNFOzNU5jmnMtdX+U1m096tzbQNriPvZPY2Ld1bWBuWTijTnO3qNPICSSizDX7rVereMt/szCbO4tLjqhHKzXgJIbpA8Hbhfmz+xSJeSWOpHHvafOFfGVQDXyA8Y+bx0vnxuh1XmNe8LJqYnWGdqzTIzWsWPrv4PjnvWr2C77rl3B3FTEsYOt+0VAGahZTmC9FSYdgOqdAjGENr5mvdyYIcLrLjFwh7/XDn/fK9brYugc3a7qXOw26+dRc88qtjvl6lQtmjw+W+PZ1ZG3Po5dlnn+Xo0aM89NBDhBDw/uU9nJc6v/Pjoz1eKa4szdTj+8JsiV9e6n8haMVMN7fk8ccf5/d///dp21YbUf2Q59fjh0cvlK9xeK/FyG3b6ozMEBiPx7Mepj1effRC2WPWVMzk7gzD4fBKn9JrGr1QvsbRNA0AhQ5VpK5rUkqv2HztcenRX/XXOMpS0/hi1LBKURRUlc5tadv2+3y6x+VAL5Q9dP5F7j/U+ZTQM6hXCr1Q9tBc0gVSpzNle/P1yqC/6j16XGXohbJHj6sMvVD26HGVoRfKHj2uMvRC2aPHVYZeKHv0uMrQC2WPHlcZeqHsAcwTBYqimKXe9bgy6IWyxwxt29K2LVVVzapGerz66IXyNY4QtH1I27YURYH3HuccRVEwmUyu9Om9JtEL5WsczjmMMQwGA0SEpmkYj8fEGKmq6kqf3msSvVC+xrHYRX06nbKyssL27dt78/UKohfKHoQQCCEwHA4Zj8ecO3eOwWBAXddX+tRek7jyfV97XFGICGVZzhpgbWxszKpE+p5qVwZ9N7seC71hDSdOnGA6nXLDDTf05usVQm++XuN4pXtuVzu5Z88eDhw4cN7nuudd02dQsxeYdShY/Ewn6Fubb3Xvadt20zEX39u1u1yMl3YM8dbjbz2XawG9przGsTiM9lpFjHHWie/79an9UUCvKa9xXOt7bggB5xxt2+K9vyY0Zi+UPX6k4b2fNfyCa6OvUC+U1zheC312jDFMJhNE5Jogp3qfskePqwzX/jb6Gscr2XOPfOHjLz1v5MEHefDjX+DIkVfhZHsAvVD2AHjimy/92mOP8dhnHuGOOx7kU71gvirohfIahYiQUvrBiI9Dn+RwjkN2/w5//mMcAuAxPvGRT9HL5eVHL5TXGLpSLBHBWnvRIZHbH/40v/1JFUse+yx/0EvlZUcvlNcYvPebsmguRYjg9vd/eKYtHz980Yfr8X3QC+U1hsXslh4/muiF8hpDN5G5LEum0+klOeaRP/gsjwHwMf7uw5fkkD1eBr1QXmNYJHcGg8HFH/DIp/jIJ1QkD33y1+ll8vLjRz97t8cmdMROV2nxA2W4PPYJPvLgZxeeP5Y1JBz65GEe/dXbL9FZ9ng59EJ5jaEzX3/YdLPHHnvswr//xB08+Pjn+e1PP0wvmpcXvfl6jSHGODNfO235inGBOKUcPsznc0jksc88wh0f/8KlPuUeW9AL5TWGxWLgS5KcffvtPPyrj3K4i1V+5hF6uby86IXyGoP3/rxY5aXAPFYJ33yizyC4nOiF8hpECOHSl2zdfif3Xdoj9ngJ9EJ5jaHrdH7J8YX/wWfyj/fd2VM9lxO9UF5juPQCeYQjn/o4Dz6SRfLQJ/n1Plh5WdGHRH5E8fWvw5vedIkP+tgnuMN84qVfP/QxPv/bv9qHRC4zek3ZA+58eW/x0KGP8cnPH+bwo5/m4V4iLzv6diA9elxl6DVljx5XGXqh7NHjKkMvlD16XGXohbJHj6sMvVD26HGVoRfKHj2uMvRC2aPHVYZeKHv0uMrQC2WPHlcZeqHs0eMqQy+UPXpcZfj/nXLoD4SS2KsAAAAASUVORK5CYII=)
ESSGrade-10
ESS
Which of the following process contributes to the carbon cycle?
Which of the following process contributes to the carbon cycle?
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
_________ is the first layer of the Earth where we live.
_________ is the first layer of the Earth where we live.
ESSGrade-10
ESS
Identify the process by which the most of carbon moves from the lithosphere to the atmosphere:
Identify the process by which the most of carbon moves from the lithosphere to the atmosphere:
ESSGrade-10