Lower viscosity magmas will result in more explosive volcanic eruptions
a. True
b. False
Indicate whether the statement is true or false
False
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Rime is produced by supercooled fog.
Indicate whether the statement is true or false.
According to the USDA, only a small amount (approximately 15%) of the world's food is grown in ____________________ and this percentage could easily be doubled.
Fill in the blank(s) with the appropriate word(s).
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y7SUZkloFgFqkb2BZViHdTJjkfB3xfcqfpI/mY8Kk0PU+G2iE/1IahqCuTQzhxT7+FpPnl/+8LnZ8AtPilDrYyiULCpzdBV8kmaRinhKRhRDU2mkLk3/kHPCmEzmH6KFrKIP3MdwGp+J49Mrqqc6fhPTbASnyMBA3KZUGyYXN8PUTB3YNPGSW4TI1+dRYyb4adfBj/+QZtlZNOmjE3Gwf1JG+nbacJwU809TiLMeUJHWMiKSOby/QTvFdrDG+DxLs6x7S/qxpN2VE7qX2D/fG7t6Xp9We2o63Vs+wWu7y+eu/yJx/MveL/8qUvIaL3oEcu6FyECTOPC7hGcN0ZXwGqoCshGD5osqSaETSwclUdilUuv0Et4LOuxRXDyuPX0aT75tO3z6U8z+zoIKbN8YSAAyxIptwIi8WASM1vlbyczO8nH54kxxH8wufv42NBUEYr6UWLWLB4KU504/j7pqWCp4FQhSpOu6lS8IQljWuGsMk5ZQc84w4lqteRNLSP2PD38SyNCD0TfVWY6toJ0+0dkTZ/aBzREmPQHPT61z6F9Xtcrf2a3r37kje7x5/vhWeJoj338x7cPH288C/Ph53vs48c0nY67X469vg9er3teR8xRNfiFDgYJJQGGpEyRcjZkCcqXAyiAAY8GirfUqRwSUvULDkXZSVY/t1x9qSvlYafRMWD8wCOO//OaT7789rj9ecz4BN+eHfPjRQtbaUrmayGsjwNhYhM3THw7cqCoDdHYHmUxVNKMeI+yE6T7VXt/2mzUHKbZMY4/5pv/FCqfZVW50ix5gUJt8gky+agmzRFJ/HgRufsAnZGHLe/PxKgRFUjlDaRko9SjdWZSGtz0SM5OwTvApPHWRN4hONhglYujBGf8pZnuqw/XGh/1OLUP352rLzm34+PO94O9Sj+Lc/yZjx/XPocjP1zlY67XY5/vZ9c+Cts9+vnqD37k3PhI89XhcB5nfjiE9T78fI95/JhLO5kuPdL98r7xdpdYwnJM56CoTGfUoPVeq45Z1kEfKkEWhOqwOmbJ3zesWu4z/rVEqOVJkxmErUtpfQgFaiSdjkH86VHn/49rv/oc+3Pv98dbT4/Zy2WEtgU5loFSnmPjwpuaAE0HbeAtZaADyQSpc+A73w/CC6wSqNXBai42vff7a12om4+4X8iGjsrRmix1uFMOef1SMXV0/C1gNMoNRbRataYq0pgia9G3MDavKtGblVhkVdGMdqmKFeR7YAUitaAykr5uxK3IM0MugOwrpR7j8TDWP/iKqsc5kl/m8S/tfD/i8ePa53Dkn+f5fnbt4yLjv0B/fsDj1B7p/n3sz6+PH3y+H/F4dMuPfH3v/ZP7AWuyOTq1s6lTZq/UXuud1hujN1p3OvcwcFQBq2k2qMmD1KcmqFXOrc6tUo1Sy4JNtVqq8opZJVSgNFTaybqvxzNwx/Xqlzz//CUe/wdf2aRMMEb8rQoudaQcgQwh1KRuGZuZjOpO2P8YQl96OAHNIR8fYxBPkHInIlEaS4hVmiDFERZWyEscqSqmvKs3RfEnXX8ciU/ITBMULFNu3/RPgvZClyY5J8kIBG+qRabAVH8t9r/WWIJmAk08QLFdr4nLgqn5E7+p7gb5VhEBQGpD7wyTppSwx3bY5kz7IY+fgx/40/k+4uPHRRQ/hyP/hc6Xt+P4eIO3yodbe8aTTcuwqSvklOtYV+g8BRzHt02bVzP7+JuT+w315e24yp0/zLPPnz75Ma7v/VSKyfNPu6flkfW7hycdO2OaQ7U6fIv87pDlzffJChBvBtG4JEzfxc/nX01XKtcX1RHzw0idjp9v5Fve8/lyVFaWqrGg0azT5ERGflD+lBBgej8x3OH9/AhzGHUcVdU2Sc+HyaHnSZYcBgNJGMPF6+bj3Wtxezzfard+JaOdH68Te3X6rZHIJ089GN2pgj5159SmzZdO7xTs8TutNkaV5wWhdk1T/gasJ81tjHRvVO313kXdWtVk7VNuTS7wdBn1wtqzlJdJtRFotcnZA25AQNhy/ZYYaOB5EXPgfPWNM83Cn6vPbP75zObbL/v4gbU40M00ng1lllqC51WXmQhFidWynEPFdmQgk1LTzVLfKb+l2xPfND4S3WW5qW88r6/oad2QKghqGoN1Ch8xpXy7QlQfY3e6l4Ut5YICuQHha30zAK+G5TxEL9B1yxdMZ+4ME78QctCogdGb8oqNudyoUNIgvR92WX3tJXYilbkqPcKjqGOPeuSpC+l84/GRjvBXP1/1ax/zL/w4W2OOePwcjvwXPN9DmweCp9fwviz+HIgaKdwjoocrS6NjtgcnEUwYIZYF0sScB8ERVuYK4ktETLKtazz8Osav19BCKaaCphSmKQIV8urmXvEPpylLVFOysZ69+OmvL7955oJZj/eB3lOcTMdeG59ISoL8mE06gD8jZYGYPypUh5kFoRQxGc4/EiLLzHs4khlQm1819ohJFf5lBpQ/eGaYaQbGz0/v+Xw5MM1UHWTPkvwI8gMSfSxlkvCx4SVFGRhYfSvWi08o1aLSwOWRH8dUdKM91yaTZAmzLoPlyShjo2CBmCk08+0C3RZJtaSI32uOHy0ZHved4+1meL+Eernws609THpm3GvxamUr9ua89DHpLuggUCbrci84QyzIrKWtzj9k/b21P7T64sTvfUGrNhmbveW6CFfzciME3lHsXkYzcR56s3Q6Zlv6MqY8BNUnM4TGpFUIp869sv7rkJ91w6qPK6VW2jQxuDJ0rN9n3eW45fBzRrc6L+Zomwcqozp+fvPPZzFz/hkcP2gBk+kPuvJlxEVthqFR8aT1jUGZ0ISK8eX2tVaVf95CDw1MxjmaUfxx/rHkUzljYxhlWqVmvGfUl2cZUTJX0J5U1ztmeiw3p9OsqJsJcWkDJduknDGHWAXxqJCh4mbhlB3K0J+cLeTODyxlFYecgmU+PrxOYywTi21O3Ops2+VmuQxD2f5ZM24XnBrvbPwBd8hRm4pgMRHbPOL6dINBESnqJ378yIF176fpRznCz/d8/3wf/9J66agznVFcnN3GH7XUnavNzOi5Q5uwUdXcs1mDG77giWkvjoUd1eaIMrX4d6DonFKioGdkJxPZ5IqOlHA++ZA/wIktHb4vTwemjjrfo66vmmbh+r1qBgfnn3YAAaNfX+K7JQwlkyHeCRif5CTLN7A2uFYjlpp3bVJSeCarXMnFSQ/K75ox06YeWD1SmWAnYH18/9z9/PTQ53ORwFOcrZGTTY4hRF1WxnLgKJsWidh0Y6wz0fR7OtpkOi8GC5okiD4MZ6c9ancqF1HURvXadtkOCTg1j+UTlXVlcR1C5KcSFhuJagPNZiusc1K3txACUg9XKk9i7rHzK38jF0sLpsemTHNPNl76zP0FJHvcMCSmcwQdBwcXyY1Vb6391tkfW/+msZenprO6d4DomiiSa3xZIQN0olYLU4ekEBkYrdFS9qYsvCHlPuoh+SFtun7Thc22u1D6K9/+rl0h5ThE0w0NAECMBn2K2ovgYRPjl4cRlcarllVdgj+X+ecznG+/4OMHa5DkltRZ/B1SucW0DSxuCXiWYHJK/4dMpaZEukeTU5aBnKI33C7f+6huP+YHHuVocp3v6qJiOE+aEdrK61HJLpfxOBm6WX5Swnuo8QPJkcqMZMo8o4wvc4ySalj6sEo59dSe2lP7YpuZrda11UzeKWSpBJQkCeOCv7R164mIZBQXuZRZFhwAMoywlhmUkXtUJYU/FLKVsVMdFLVHUkOUm+kkzFGtkZvFA8SMtKMixZgqWpI5K/vKb92CYZ+yc0BIzN0jD501B+ojCEAXET+W+V8QLRaDnCt4z1pg9+wTyjdgCpUT0LpuAtSIq6j5TxNyHdGRGT9EDmd++vPnd67shzUzqrLMeCi32vgdWCSahLOOIEEKKo02JRsFLlpqOwqCDOVyF3y2iHGdutX2ehH7sjXxsWCu3rOaC3xdMkiQaEy0tne+t0jc2LqmX5/uc0GePmUbVBs1eObBBFRttzHDPoZxrqh9j2yHZA4F6+do/640Q4KD475DmCMOcCUjLYx8jjwKXjcoS0NGSWtEChWQd4HaZZRvrblu9I/evvHuXeO2S6dat/CoYcMLxkeCa1aBgoUUmWkMMuMk6pmz1PJEWnIOIak2qyEBnXsdTd6g8jhq4wxaX2m9dubELl7G2IaM/7L2uKFwq+pRV0OSagyJftx4eGpfVJuPdM6NFMWMv7NaislrPcpHb2xi6q8eod1Mor/94lTmNOYbP84eteRD3fpDU24dHvDdz3/Cpk/tqX3RbcI3hJij4iqpmVvNSETN3l8WwUD4NbnoxfF18fxQdcJIsi5K3WSSpoQ85c+zEapM14rQXFTVDbHUiK4qVpgtrgKps74HdHzCpsUOb/a1E3N5fyMnITnvKh245pxGZs6QrjNjKFylLMgTML9qsyqSOETtC4oSfJxrfe0PPfj61R/cDAW+H/r5ItLKBORKHGEQG7ORBx+ih+BDNXpowsYOF264XPbb5123DL1PyaXchKE8KagTLAsKKkKqWbBppy00m1oXbNp1Z71fGnMS7Grn88Y0G4wprb0N2D6hYyOEDxnxOpXz0ePh1hImyoSgZe/EV7h/COVsCgSXXBKERbkZs7kg4q1V1868bey71v3Y+KvW7lubF7Z1lmSO+JtO+cSUCGgOe36+FGjMUowUVjnyrdo4AzdICxScXBuWjT+JarO/2u62+/23yi6cfdmu/m0ypzY0Q3BD8giTeotylOWDTDDySVnN7p25nO+p/bm1yS509LkvIy2am7e0nhVryCMYPdiaPsIh3QKOeWzqDjxVk+3ULKM/zxrfwmmQaVXaim5WMdJy4/Z/wqZP7al9wU3QD90T0xTfn/84MkbSpmgpWVJU+haLuuCsfJqWQIzEQClj78t7WCVcDPPGpRehf8MUYwNqSduIeQUC1tnaOXKlN1FpkkOaMNxjds49UK1G5wnl6/tm0XDRxUpwkLVOxARb3xAvGjlDkT+NeDfxreO7BLxqNWn/CXghwJVsIXVgwu4oAtTP6Rl8/I2/zfPP5zfeyEkziOMnSD6jqRsUC/476RiXMZx1l682b9f7Czv81HTbZ0ktEsaDs7q1xjlVnpTTDGWnQ5Y1BjztQ4op77W5evdmcMvsT7vF+eX6uT891euVbtsdK3ni/aQbB2WiYy7xjaS6AwirfaXT/PCV+DrKqGY6M58EaltTOlxWbtg0bEej5qXPgUV3BpeunfrJme+Xzfetf7P2m4WNXptGW2uojYPaQJiqkbsSIQtxtaQYjx46qmJYWYzhI2WCSq50iVUOSSJmqaI3BRAPeld6yab4/aC31vyusb+x+oXuF11yONHS9XZQeqCAMjH3Y5QfP7W/gKYrYxqw/acIdZx+Z423dd03jb+acOqnOpKb7lG3Yeocet55G4dsErxJA6jEKAN2bzmP1QGs9VrbOaWqRv3ZEzZ9ak/ti24V+ow7TpNHyDXd66NDHh+hXU/QyKteK4TmDZ+YRKpJjXv0XJdzZfZmEmHWVsBlmVFa2JLnRiefVJt067TL2kUUB9cj8E2qFgQRNlffhq3ZvJfF/DRNzmgWjB99mt/7/kkkSj3tlMuEViPHoC8KvnB0hI7SyemQR6CyiCvUmCCfmaT0qDzx8Y1yWAFAyGziKwVK5ROl1/3+2fby/Pri1e7iLFwu8rZAq1PbkOnQzBMmm840Jpyb5Sk6JmCYAt6QRXG16/fD9Xa7v9pep92l6p6p4dys165d7owfuBeKsKYvUBFLLLc4RwWv5+OnfGeQ65Mmgnw+xqB5dTQnKON8b9VlY98uzB8b89168ePCXaxcaC2zTCCVtrXso9ZT5IHPiejVaMrI2IGsxQYh/RrHIFiGejYx2Sqo2MXrnPLSmubcrtdxs73a7C83m2vvrxZt+cqldmc6+i7FAdaWBcty6wgYbGELVO+sp/Zn3ojSMq31Ienm/F1AKll6DrbpnVofdnITb/pI7Ol9B3n7lQmkSpjpQKwmAaaMw3HPXkmLMltYLzLTJIn6+bCtfsKmT+2pfcntBid6U8vIUGCldGoakBBySGRhln557K3qrNqpdG1Mp/XOml7bXumeQfzOqE6CLRKaRnQ6A4xqdRriIuVVSEud10aXf0t6zLUjU5soSx151lmUf+S3RhTyqGzQGNkdy+KNxK06gE09y4vSUocEofqCY4JKkcoFRrzHVmErVwsPj5MKXaMRoxDhqpVwgNVvED+OiaeHWf2O3lTfgWVHds6Hsa1T3Hk6mfq3dPvu17H76mr3zdXmq6urk+6qMbulDWudW9s4u1J11UkkPSOGGPPvBa5pWzCmBfGYXZviUjdd6t8h9H+92m6vu7cn16dvlidX33zzrl1v7VKZ1iszWL8FAMNHufugaRqPUI2XVFfSV15RM2Ve4o9u/MWYCEcNhkVwP7i89+pyYb5b+W9X/vdL+9Pada0NjYFvhckFCkDYN9Z+JCGup37iE2PmIGBalUd7B58kzp9YyBQvhqyjLrdSGSTOeBsb05czz3FbNjTDvkH5UtsY86rg9JjrPUJxQqJHJfXZd3PkntqfV5NAt+ymGRSIyDVk6MZANTJSpIjjVLepu2D008LTO7ToPXLS2XfPY/16yoJS1XyVRU1rQA/mq9o4bmoPmHs89PSETZ/aU/tiW02ZSAK8yuQVR6mShPVrpjxpPCTlFGgJfjQYNRQ8agoSVVvkJutr7+krbjpnO2uCxr8CNQfoBsWpjftaaAuhMGy77ieTliGvVF7mdJrNyuhV1qdGPY+qJW+Ux0R/o6rHnhGEqseC0ZzDHhGYSiY4W01ITbV76q8rZYgfBLVHl3tIVAWbqgK86LMEkf8wHfmcpXa2nGyt4BKz5BWZWLkBI+FgOl+bmU3AZwQvamFq1K0uO49hEbt12L3ab178+Pqb3e7rrluXpbGN1iXvfDmPfYwZ8W6mreOJsWJAOsDLKTI2FxE+T6kgvJxX1rTGnpncptwN+
What is the elevation of the Monument Valley Visitor Center? What is the relief between the top of Mitchell Mesa on the west side of the map and the lower elevations along the east side of the map?
What will be an ideal response?