The only known infectious agents that lack genetic material are
A. prions.
B. certain viruses.
C. bacteria.
D. none of the above
Answer: A
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An example of a shield volcano is:
a. Kilauea. b. Mount St. Helens. c. Mount Shasta. d. Mount Mazama. e. Fujiyama.
Using the letters associated with the diagrams above, diagram ___ illustrates contact metamorphism
a. A b. B c. C
Which rock type would make the best aquifer?
A. shale B. sandstone C. mudstone D. All of these choices are correct.
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qeB17/k4gt+4QPvs3SFoYNKlFEw2eKAp1YfY/lTu2TPLbQ+/Q+f/ZM/+1h7YXFgxUpOSZpRWZXBbnVdh0ew2zxLIZuenn796179jre+LUszU1MZSxTYSpXyg4mqt4IzhBBcgUAgEAheCORdbQv75FKxXDQDI/sPHAG7vf3220uDg47jtDrtocGRpaVGkiYS46qiSHmAFrYE2Q2CcOOmDe96x9vXrZr0PB87lsk6pRQ0lJ+oB3ay4his6XR9p+z8/d9/5kP/83+ppjm6dl2v64FDgxQbqla0JUvjEDZWsLRtvGrl5M/89LvO2bw+CHxTwwQG2zRlRcwwE5xRhOAKBAKBQPCTDHvKcy4Va5cbMDTavT/84//9uS98Hqd8VeugnrphNJvNIAi4pGi6IilKUfg2r5yQMppdc9XV737n2+EwjmlpqpwkkaHr2cl2vKcEcRmGb50P/vff/tu/+wfLde1yKUlT3TSwDW+aMcPEml+UcUINQ+OUdfvez7z7HddedTVjpGQ7hFPMXiBSmiSaqKIgOIMIwRUIBAKB4DTAntxZTDqhi8U/nC+/CgtopjJ+Zc9xI3gGa9A+5eVv8PMtJTDYJ4dTJTmOIsO0YbEXhqZlwcLswtJv/OYHb7vjrjRMy6MDlWoNRDYI4iShUZqUymXf81zDNQzd8/qarHj97gXbt/3iB35e1+QsyXRNoSl2W6BZBgNQNQ1G1un3NM0wTSNIKGXk9//gD7/wT1/u9rsjkysysGOG2/f7fqVUVxSVEZakUaXk+F7f7/euuuLy3/2t/1dTZLW4fgmkFr1W04VvCM4o4hdOIBAIBILTjESetWaAlHfu4rndFh3BfuCRlu0WJJimKVhnp9ctlSuWZcXgnkT67Oe+8M1v3wTeWRkZsUslkOcsY3GU9v3QMh1KKXhwkiWyLFm6QbNkZGTo537mZzZt2og5sTo+YOEwFcviSjJnnHW77Up1ABQ7I6TvBX/60Y995tOf7Xr9kbEJ8NpOY0lWFNuxTFOHXeI4HhsZ6rSwgRlNk1UrJn75P/8nLY8Xn3r94PbwI4v8W8EZRAiuQCAQCARnFH7C/qQ8SCudSDZ48vyuAjmfRYbrKWMqkUtuJYoTw9B1Rf7iP3/5U5/6VNBs1sbHa7UBMOcky0A60ygFGdU0jUvYeSGOMU8g8nG22XXXXfea17zGNFRK0Tjh9IxQGAEW+ZLlMI3Bbr0wtC0rDJOPfvTPP/mJv+r1eqVqVVX1IIhgLKZt6KrOdYkxZtv2wsKCbRpREIJzv+c977nmmpc+JaWisNs8gC0KhQnOHEJwBQKBQCA4nfyA8O0pyE9JrsXA7tP9ttgyT28wDCujHCeMqWqa8dvuvusv/vzjR48eHVq50nXLxaZK3soBKNeqYehbjg3LlmlautFrd1auWPG2t7y1Xi9llISBV3btYheSmzUjkq5Z/SAwbfvRXXv/9M8+9r3v3RHHycTEZJxSr9eXVaVWrkmqlMaJpmpZyjRF8tMkpAln9NprX/7Od76TMqLJy1KbXxT+8Ge+LoHgR4gQXIFAIBAITg9PUdsf4Lmgs7n1Pe1re1zP83+XUxeKCGsB2K0XJqCr3/zWTb/zu/9j394DpmmD+OZVurDSl6piUwWmMEw5kLC+gakbuqHOzc05jvPWt771kksukSVCObcsi0gyHBy0Fc6XUhbFKaxUdfPW2+/8/37/j++8466RkTHHKUVRwogMRzN1yzKtMA5AmnVHJ7Lsed7o6OiRQwe2b9v63ve+p1JxlSeyiGEM2FSCLFdvEOFbwRlFCK5AIBAIBKeBf1vgNt/y39bV60TcEx0Rg70UHy1Lv+X2uz70oQ899tDO2ugYKCkorWlaaULb7Xaa+rquu64LUgmPSZaC18qE+b5//XXX/My732VaCrYsU0GfUaCzLCtK5ML2cGQvSh595PHf+5+/f8+td46sWKWbVuJ5nEmGoaUME22xkq6qg4PDcl4BV51fmB0bG/3Zn373JRdtZ5SBNJ+8DadepuhjJjjDCMEVCAQCgeA084Njtye2OXWrvC+uJBcT0E7Ed4sXcDOsu6CQJOb9dv9v/vpvd97/4OT6DZqhm4YtaxrPAVXNshgE17AtWFZV1WRMkSRK2VVXXvnud76rXnNoVmQAM67AeopTv2Q1g30VNeHklu/d9v/8P7+1tNhce+6WZrNtWHbJxZ4RWF4sirIUdDixdEMzDC8IcpVlSRi+5b0/98Y3vp6xvGmwHzq2BcMvYrf8ZKaCyMAVnFmE4AoEAoFA8CMHnfXflot60m6LFN2T+1BCgij52F98/JZbb6uPr+BcCvzItkrw0uLioiJr5XLZspwsy+AIap6sUK2WlxYWJM7e+ua33HDD1VGYWpaWT1sDZ8XDa6oGx0+yTNHkO++692Mf+4sDu/fptmNZ8cjICOEyY6zd7sKWpmnatp2mcRAEhqm5tg3SOzs7c/U1V77z7W8bqNq+H5mqadnGU2y2mF4mIriCM4wQXIFAIBAITgPPpnAsB4wTLC9jVMmTaxlnivREAq4knbRZnjGuyEqSZKquUkbCKHFsPc5AQ8n//F+///nPfx5WOg44KJJlDI5i6RblEuwChwANdUsVTcUIrsRpHEY//TPvfPvb35QnOuT5vRLpdrvVakVR5E6/XyqVoiTb+eDD//W//mqr0ysPDcHBy6UqIXKM9XQT2K9SqURB2PO6pZID1+L3vUqtPD09ff4F237j1379nI1ren0M3BJsZibnp2Anrks+NRotEJwxhOAKBAKBQHA6ySd4PaG7RZIreCE8YlYA56ryrH98eb59P/Ad2+n7kW2blq0fn2uOjg384e9/+Lbb7+j2fNe1FUUzDEvXTUpDQJZUzdCKqC3oqe24ksxtXWs2l2644eWvedWrFQlODVqswyn8IKxVK/0gcG0b7DZM6fcf3PGbH/zvs/OLBGs1mIYOqipnWZamKQiurutRFMHTarUMazihw8PDrVZjbHT4p9/1zosvvAAuD+wW+5RxHicR9jYTCH7cCMEVCAQCgeA0cGoGQrFcaC6oIZbiypd1WS82kKVnaHtQ7C8RCdvqEuI6ZhCmpqUNDg589+a7//4zn223206pUqtXdUXXNVPmCk1YmlDLckBDJVUxTbNcqYBiZjQJQ29ycuJNb379RRduphmOqZj/VbKtIE7AbqOMKap8730PfvC///Zju/Y4jlsGSlU4exqlSRSBzoKRF95su1acJHnrXcv3+71+99f/3X990xtfb5lyFGeWoTLOWEY17IVGntZeWPR4EJxphOAKBAKBQPAjoQjlFo6Iqa5pglO6FDXve8CVZ3Jcgrm23DKtOMtgL4IzwMjBw1N/9tGP9fu+W66MDI26rp3FGehkloFHyrbtOo6DDq3IlUqlVC7DC0kKL6evefUrL7rgfBBnTUVvhgHgSJhkGjrjRFfl79x852/97oceffzx8bEVRGKwu6VbQRCEYQh2K0kyeDMOiaaGYUdxUK9X0yydX5i7+uor3/fz7x0aqAR+pKkYo47T2ND0PB+BPeN1CQRnEiG4AoFAIBCcNk6N3RZPdcOAVUEYJElSKpWK9fmcs+VNTslnyNMYGJOIoqtqq+dXys6uPYd/53d+94EHH3bcim6Zmm7IiiarEktwY9M0wVkd25EUWTONer0uK0qYxHCoiy+58IYbr6+UzSSPsBLOQEApwlCyGbn97vv++MMfeeTBnYPjE5QTS9V5RoMERBoUNwIX13VFyoHnSRpVq2XG2NziwkUXXfSrv/4rQ0MVmnHbMhUZxoyxW0wyBofGIK7oWyb4MSMEVyAQCASC08ZT6gVIOH2MS0QyDMO2sHNYGIVRFNWqtZPb5IHeJ3ZRZCVOM9DYatnZe+DoRz/2F3fdfU+pVLZsV8njqYxxRVGoosoS13WdMYwQY8GwkmtZVt/zwE3Hx8ff/OY3D9YqYK6mgTHjwO+X3VKaxqZpB2F61333fej3/mDnY7tWrt/Q6fmWic1/OWVg4SxLZUyoxeSKYniVasnzeooiHzs+PThY/5Vf/5Urr7g0SalMmC5rjMMesWWYhNM84VhMKhP8+BGCKxAIBALBaaAoFnBqx65Cdot5WqCtYJmPPvroLbfcUq/X3/a2t9mm/YzHgc10Taece0H8j//4pW9961tgq7JuKZqJjivJnIJZYtVbiWJxBhBQx3FNC1504YRpmo6Ojl53zRVbt57LMB6caYpKaaGeOKRut/voY3s+9KHfe/jRXYNDo0mcDQ2OENhMk9IoKLbUVRkjvYTmAVyiaZpTLvUDf3h4+Gd/9qdvuOFaMF9DUxglGWUgzYqUz6LjTFaeMe+iSFoQmbiCM4cQXIFAIBAITgcy5tYWS/hwojyWohl5rVm+d+/eP//LT/71Jz/5kssvv+zSl27etLFIU+BYVAv0FwwR/yiHUWSaKhjkZz73j9+56eZKbZDIyw0dquUK6Kzf73NOcVaZJGmyYtlmXgHXUg09igJFldatWfXKG1+mKjgOVVGiJLJ0U7VLYZrphrXv8QMf/K3f2bv/8NjoeLvjVeoDrm22W02VE0xNiBNFUWRZxZwH+EdH5hbnMPlBlm+88RXv/8B7QduVPAUBbFuRJV2xGE3RhGWFZqmiak+5MSecnwnHFZwxhOAKBAKBQPD8YUXTsV6vWynXOJFb3V6lUmactLtBtWo//Nie3/zN39y9ezfRLKKYjChZkmi6DFpLKVc1hRE5pWiOqmFGGdjtl/76b/+h0+kNDY6YpuU4TqVUTpIkpVjHADNpCcdKCqYJTyvVqqJISRR3uo2Lz9/+np9+h60Sg5BOr2VbrqmbQcp0Te5F5IG774dhBH6kO5WMKMPDw9ggLeyVLLXf68ZxaJgWGCqILpFlzdAzSoNed3BwcH5+/pprrvzFD7xvfKCagZZnTNEwiEwK01W0/A5Iud3+AIv9t80/48UnhNPxtgjOVoTgCgQCgUBwGqAZ2GBWKVdSmvW8COzWi9KM8krVvvu+R/7szz561933TUxMyLrnBzGRNE3XCY04J6qGmbUZJSljUi6N//zVb33xn78aRMnQyHi5XJYltdA9GeuH5VV1JaJJxHJs17Uty0hZrOuWH/Q2b1x3zdUvlViqK0aaxCacQ9OxrgGXji/2vvHN7/yfT/6VF+P8NFRRQ9dNVOwsTViGBXVrAwN9z/O63frgMOUMFu2Su2psbO+eXdu2bf13v/ALmzauj5NMlWRDw4yHJyuo/K/FaEWiguDMIQRXIBAIBILTAMinoiyXuQUrJXn2baXs3P/gro985CM333yLaZppmrIkGRsbwwgsOjFV1MJuuSRLhiKDA+7aP3XLLbccP358eHi4VKrqul6tVnVFjcMIkweowhjT8ullpVIJBFfTYU3m+56uq5dccskFF2xLIoyxcibZlhumjChyEMWf/L9/9cm/+lsiK+VSxdBNTVVsU1dlKY2xVUQcx7KqZJRJkuw4WFW33e3AieqVaqu5tGXLln//737hxpdfDXKaxEzTZcbZM5XyPXXN04O1/2a1lYQKC54vQnAFAoFAIDgNSPksriCITNsBv/TirFp2Hnn8wIc+9KE777xTUdTx8fF2u004X716NdYL4yC1KgGtzBhoqGXp4KKHjs38zd98amrq+ODgYK02AB5ciKycA36s5pUNFF01Td22bcPE3ABd1bvNpe1bt1ywfZsqE8NWsfmCCZIauBW70Q7+9M//8tOf+awkKSOjo2mSaZqm59VrszgC4iRJs8x1S0EQ4EuW6QW+ZVkg1r7Xgw3e9573vPmNr5XQbk/2dMgkTf9x33KB4FkRgisQCAQCwfMH7RZc0DAMznmr0y/Xyq22/3u/93u3fPe71Xo9y2iz2TQM3XCdUtkdGx+EPWQdM1YzShVFwdjtnoNf/NI/P/LII26pUrUcRdHK5fLQ0JAkyb1eT1I0nDamyOCgtg3+aWiKxDkFNw3jcNWKicsve8nocC1LqIKNztQoIWC3x+c6f/XXf/O5z35B1+zJlaNz8wu26yhgtyDWSRzFUZqXsIVhS5JkWA5odJJi3TEwbFniMzMzb3/LW152/bWaTGBb29QkwlmW6E+bSfYU+A+Mvz5Teq1oDyE4nQjBFQgEAoHgNJBlTDctiUgp47VaOUrJX3z8/9z3wP2W44CNpmkG4tvtdmF506ZNkkIoI7IEmxPVQFns9OOHdzxy6x131AeGhodHQWeBiYkJ27Z7vT489ns+2Kemmzq4qm2alk5olqRpGkdguZdee+WGdesU8GVdCYLQsS2ik26f/e3ffebvP/N52ylX6vVmqwVnL+LBjGYpzQAOKqBrqqp5/aBSq8JIdF0H3201l+Ckr331q3/hA+8bHR5I4sw0wHJJliaGplKWKVgETWQRCH5CEYIrEAgEAsHpINdVbJ8ry36QfP4fv/TpT39akbVard4P/GqpBMLanJ1ZtXLlS196WZIQWSOMcoLNwkij7T/w4EN79uypVqsDAwMYUDWwcgKYKDhx5AeyphXdHAwd/lUMTZE5YZxxmqkyWbdh49at5zmWkVKqK4oqyWlK2r34z/784zfd8r2R0XFJkuMorVbrkiK7rptlSRikjDFFwVivImO9MqdUhpPCiV3XDn3su3bxBRf8u1/8wNrVY9j2QVFVCew2Lgrd0jRTDO0ps8qe3uDh2fJwT91SetIrIo4rOD0IwRUIBAKB4DSgyIoXJpaFman/8Lkv/H9/+EeeH4Ke1oeGwBr7/X6WZZJhrF+/dtWqFbqGYkclrLMVp2Tv/gPfvfl7UzMzmzafq5s2yKXjlGq1Guc8TVMw45RRyzYs27ZME/bjFPQ0oxQEmVqWccVLLx/Ig69AmlHQ1IWl7if/+jPfu+3OvuevXLkSa5ClqaprYRwRDDZncRzDAUwTizBIhMGrtlPJGLMsy+97jebiuZs2vfENrztn46okprIO0gw6DiNB102jUDeMf7WurXBVwY8RIbgCgUAgEPwQFMbJc7BsF+fgi6qmgc8VBb++9o3v/