Why is decompression melting common at mid-ocean ridges but not at subduction zones?
a) Tectonic plates are moving apart at mid-ocean ridges, resulting in an increase of pressure beneath the ridge. Tectonic plates are moving together at subduction zones, resulting in a lowering of pressure under new mountains.
b) Tectonic plates are moving apart at mid-ocean ridges, resulting in a lowering of pressure beneath the ridge. Tectonic plates are moving together at subduction zones, resulting in an increase of pressure under new mountains.
c) Tectonic plates are moving together at mid-ocean ridges, resulting in an increase of pressure beneath the ridge. Tectonic plates are moving apart at subduction zones, resulting in a lowering of pressure under new mountains.
d) Tectonic plates are moving together at mid-ocean ridges, resulting in a lowering of pressure beneath the ridge. Tectonic plates are moving apart at subduction zones, resulting in an increase of pressure under new mountains.
b) Tectonic plates are moving apart at mid-ocean ridges, resulting in a lowering of pressure beneath the ridge. Tectonic plates are moving together at subduction zones, resulting in an increase of pressure under new mountains.
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The four Paleozoic cratonic sequences, in order from oldest to youngest, are Tippecanoe, Sauk, Kaskaskia, and Zuni
a. True b. False
Non-native species can be declared an invasive species under what act, triggering federal aid and action to curtail the problem?
A) The Lethar Act B) The Wohl Act C) The Sattin Act D) The Lacey Act
Pesticides have a positive benefit in terms of public health because fungi, insects, and noncrop plants can contaminate crops with many natural toxins
Indicate whether the statement is true or false
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toZ/N/kWjlwwugFXVsFKOaiqlG4LOnTgkeeywDEhqAbAnPKVvzJzgHc0tvpVZPZYE0FGpnfrMMMYC7OwG4z9G5O8hGYC1ygNMdlxs4UytxeoM9tDTL20cetFjJ2bqVkIG4fl+5Zjh6K3czoodhtNc7s+OvbwDiwxcBRqnVJox5LEwkdBYZuqZ8SjC/wrHipjvcVSl1IJvHDJO2kRGZCxRwlVmTDhK7hcR77JgZdgwPmgiecBMoY4SiN/1gQvWhV+mjnCcM1IaCFUjU6qVR4VBh11QTJstmgM+be5gb/rNG1sQ5iYzW93PD6UQhnDDxNlCpqMPzf85OrvxA9FOtj20YEkXSeFbu9TJ9uneih2I3EqQqU/ZB6fsSZDwdnSC7TJ28LOM4/O51OQhmLgsYCPxGUTiVFfjn9AxCTZQJli99o/njRERJKEygiWqfQyBQNUJ4CNoohhrppaCs2hkyZgv6mda0hXFVYlSHF5Qg0NUo3ytcxNIqRFCM9r2htfBsAO1DxTRZtg/QYapfOakJjhM6aBsmz0scy0qcoYEHk5Th1J9pjDMNMmwWUTna9UDuWR+F2ct3140MffZw0egR20uih2M2MU59P/Xl2TuNMC1tn9nsFy5mo1Id4E5YoOJ7Me5ExRTzheYZYGuQqzoYF9BhGEOY1L1W7tCot2W4oFSC3ALI4PxidVoRD1go8fYJSkSCSAQgzwSkwwEqN0qFvoqJlMJbxXciN9YQEvcqUzoJxIdoAFAh3Sc2AIyhPcM5ojxqnzpWrNQEvQ6AtAo2BUOZizBx9OsM/BpsM5QInwzqdjrhAk+s0Y0+oYpwhh+xcxZly3fro47yPEwfb/nLooodiKbjMM1cYTx1t5ngKSx/nQWxJRwWfqngnvHTSt7LSTUyOPYx+ZCkCZVIM3PJq4kIh52OZICWJn6iOf96KrhgQGkEaq5HMNw6bk7U4K6aPX2rWFUu73RYiaWmsiXFOUpNzmzaaawNnbouSZ6066R6TZYWNQUN+QnnCVoYwF/aJ8BVfAsZaBdUwk+qSTPYKkfNWyMzRHjtj+JqhZzyBsUD/aOdsRm8lQEYAzus8d4OMtqnKBpiPtmcNgB4Ff3vLO6paYX8laFUJmrwZLL0+O9VHH7el4JHDdO4dxnROads9eijWx/YNBlJpqnZT0RgnuQwDmMXsl1XzbBlDFJ0ea0lKIXfFXPYojwMgER475IfSktcRvOEZOwEF2Vb18LilVp1ILBcrW/ttyTJZPc8x4XOYimUsf2UjQhqAj5kiQCZwT4vcotUicyFdjlwlxfeBPL5wbpG2s6LGgWQdS8ZGGWPpPw2rkXlBUxxMRyMYZ60DwNM+sqhrsNzbbvlr0J408EYKtH1Il4HPnwq70B/a6oHRz4766KOP8yx6KNbHdg9JI6kuNxZPh8YY4IQuAWa6Jaeg0j+dngeaSEZDptUEi/I4igo/60HMlyoYVCbnlo5zOf4T9kR489KI2cHBrmvBLjRiGsZ3FqAQBUotjZr8bq07KQoYeGfRZoTGrIVsnuF3GuWVAd2eMRDn+vi7ekalAGBe/I0YR3JOrHUH8Nx6oBnPgZ2PlzwE+o1yPDE22iH1FnUVgck0JP3nua+kuD0PwbE9Euujjz7Ot+ihWB/bOpLf4k1OiRmBMZJIM/OyYBRcI+9eWBrxduz8PNrHcc7EV63zB8vcR80Je0FJMRUedYsX1YLWRUq5xfbx1j7KhU5Sy2VEK7tpGiuOI1DbB3/L4wBEZK1iyDQckAZQF6O/mVjPOTEfVR1i7VFKDEFYZF7qsIZZXoBxOoKkD6TFVUrDKsj8/1T09AHoLIKyVmj4UVrkxOAt5rRpGIRFcbZUaLQ8yeHfNtLbffTRx7aKHor1sb1Db/UJuhEkhlKaWFlveVMCU3OnbdWmskzUi6t1m4oLDQbdA8N1za7yKFmutgTZpsf0lq2ZVqJs/lUkkRa2ZMVkid0EhNIqked5T5i55hwELJyKmTUZNPdh7G24RNrAUDLWjW8aILEoeS5OYNEKlnCYUZlRENy3hLHswJmCntGebcIdUmKBvQIizJRclHqpl56GJqCDkz2QAEIZzUbdNlCe9pfro48++jhPoodifWzrkA6NmMqI8wenWD3o0OqmbhXK73o+FpcE2gRCMRNsQRmM2VFh4fmY8BQ6NHXqAUheubJ9x6/r4z83MNmf+y6RZrPdY65cogtTOGwgxCur4SEpsmKyMlc4ORGVcUOlUcBVltsywVHTFtmsQDgMJHx6jA3DE0DnzDuTFslMh4GzhXO5M/TMwNJjlUXtNHcbhIiia4y0ee5C0CbQR7AAhgpjOeCxJZcpXl1FOTaLBpVmqyVUH3300cd5Ez0U62O7x4k47DT6vYAxLAnWFSHnaCyx4eeYDIVFRhdt8U0zq0woWEnkQjFPLC0VwRerU02TIVG7cctQzKoFnIelBZULNVZJqAmGS1ZELeSDlhi/xiKvupJ9FoBjUUHUsmVkpIw0FggGIlDkvTcejZXwjgN+0zZH/kzZwH8o2CPlKhTWDnPCc5bAHqTICMmBDQdwRW8UPBc9WjcLi5RbQDHWR4vmy5JQWoM/ayC9kH6ROeo6qV14H3300cf5E9sUigXdj+59ICIT0hdoW6fjIxm4h4uMV2KYacW2kXN4JPXIKCCKOVmR/X3Sp3U8MyNq+B1fXyUol0mr9wlZMRFrBRTjLBfqmFE6JWVFhd7HKPklxRkwJQiGtmd5aQShKSl3gtcvAhos8qUhYWYSjV+x0AZQFGGkCP9v9DZGTzsGe0rFDt7a8j7AHr1QQFcF6GJwXLKiwQHaPj6yUaqMYVKHGqVJYxmKIbUWCXbScTAzOFQq5/UseKDVGGuurybH9GjEf5zrqFK7bZn7nSfBCZ2Vc9mLnlzWRx+3mUh95fEk5IPuSo23BQuUWz22KRRTJ7TEg6EcYpcXMXIrkqc6p8CbokfXd3jd5qP7Rb2gmEXd0NOacrD7IifGGLUY0KQ0898lTwbBUtumpAi7QDAMKa4o0mWGhbe00L+8EMKilSc5DOy6tWysq3jalrmvlAhSGIFiLD8R0IzYcddYwl63Pm+q4/jzOWlEpd+ZhSRT13YQMwdFs5DOebkWNCGjukE6jPZxkLuM7SqDtB0EzsIZqJRxTRMsfVbFoBd8Ey3Y+kFDXt+HMuppDGx25HUTnFcj64pcDZwqwBozM6vHs3oc4jSoCp7irg5RpMaC9IhCmIyrlzrIt2LcicJnupSDuGryb7jgaGnZU+Cmx6lqoKe69uMZFk31Kfam1z/r4/wP5iGExtPEyjgHtR6Ok6y4/Tp0ti8UO00sJswEiulW+lXdREDWx+0kTn3rPcUbWJWLM2EigS/JLHC2CB9Z1C5ZeIulT5m/xRuzCd9zLySAlJxUNoEqJT5A6C5EiTAJhM2zYjqYdq80tLi8Tiso0xoozUlrso+pf1PNzcJPhi1DS10LgnRY2ovRDcqwIvDFEhVIwhmRzWBqnXGKERrvRtJ2VYxkmekFubGEw2ZelTGOawJmng9UHChrM1/ogrZVcHHV0ZdwNC7bEGrYOXnvuVGhVcQVHMbJuxaSIqe34Jt0Isc/9rT/Pvq4bQUnxuPx7d4d6ArbNSWmeih2E2MRhPWArA/V8plia8adKpIJLaXMFKe0Qvsqwy2uGUZWr0eCJHa5LM1KFiKz3xLw51yxVpsCwCe2BVJuSUyArO05FLCW+i7TU2mHsbA8B+W0lp4/myyMGEn5eTKYE0/adid7l7nh0qYRrlt3Hcj+BAZwDf3zddWoyocarkqqocD7ggcacxnBLZN5YwY5fyfk97Ja21qFMgaCYlw6NUzM4++NBcNF4eMtzpjbr3Dyn0mdqWFGn9Xuo48+bu3oodgZxKKFcw/FtmdIrkXOBHbuEAePhNGD0i0q0i022spiijoZFqVCpe5eRdMjO00qVhajRSNtAUkalplhXGz0HRcttEqzizw3qYeKX1A8HljEhWxRELTGjpi+/RTWx08AKK29KJ8hFDeVfAPA6IotjOMclefiZhObpiZAFqsQ66AbJAORWosM8nyUugRz9FHkVLmDUXmlTOndtCktK8nKgeLDzUXSKH2VNuiUyow6GU8p1dZa2z9sl++8nRT++vGkj/M+2pkqP9Zbnu+jh2I3Nfqxsg8JbokUxdRkV0ogAa2G3HnJbpKxld/vUmJcmtQs7SC4jRcGWIol6fnksqzAlayAWgxhRN+f/6xV0oPFJhdcU+fkL8F5bbJqa/oIEYI/4QsJGYsRFRdLWUsiyXwY3pnYqXX4RMnyXt6CmuZCIg0lTfwjvAhWmEIB1EDyFZQ45cG0A1jjd3F3pvKodGpnoDdrlAOpX9eqy7chV9iotEdWWPqx/bpRjtTW30YtcONSNvGmt+j0KbE++jjr0fWYn+sduQ1FD8VOF2bhbtefN30g2pY9zxxUq6X+FZuQkBbaCjXrZs1Ldx621wryD60juJDM0Ddguw2L8WSSZvXt+ZZY51KhS2tqXlc6B0UWbLGzRJwrtfQVHoctkJY64SuF+aaVADVoTKTts8lRB8XEIklwW0jcsshoLNU0AxcEwfdirj1aSDXTzcCPa0uunEkMoSG4xoKxJrZdkFCLdTZXaLdUYhPFgDYwTgwM/pIIyGl+ojn7JCwc4JsW0pXZRx99nIXQJ9xH+xurRA/FbiR0Ej1Xx7MJbx91jz5u4eCUVOh+/bbnNj0WqXipHIraReLnJxULLkp2tUveSGhREBuKt5mw+dkV23y+7mCZUm25Tqm2WKe6WmcilxnffcRissekP7e0pix+Qa6cLvg/xiR+llJmniuzDNkCf2PPh6AJnCET+poyYnguHuhtR4LnLgQDh0vuG+UATONsYpCeKcMG4ZkzoZFmU/lA7aXRIbJDeTxlmqsrBt9sLQtzivec6nZxYo7xRrbfjxt9bNdYvIh6AHZc9FDsRmKBOr0Fv/fN532oxFVHGQ5LEbJXMalJcP6GC47CH+OElYmcpWH1eUFOCWuFsFBO7G7w3VNCCJvf+APzuQStpF2JeuFPHfQCUYzVyFj0FfAnnjZRxE2X9AYv7ZJq3qoip3zoGHJci8Teyqv4ssyNI3AVGIYxbOM+gcDisQGq/1FlOuTWOOsyp6ylg4aqZ2R3JNpPRygywDa8ESGPEEUNRByX4kK2sXMuWOTsb6HmtTq3N/Irbok+JdZHH7dS9CmxLnoolmIRWUmqA5pJ1p5q1tufQ9s1Oi0ugAMTpTIHlj0EK0JI7ZMKgqjRS2JMCGGMlrjWBtpTW4qUIjgr5uNtncpOKot3n6pVl4sTyr+VQlpMBVOOaOelu6Qr227HsFW3jgvp3cVzePFzJe8le64Wno9dE3FXaIgLwU+DNDZvRcBHWREcA0kNfH2YjhuXaZs5dJGyjiygXwwxEciQZzOGd5g1MmibqqkDU8NCYZ3vPlEHkaSlrypvE0wmpdV5D+nJ0JUUdk98Wo7DIidBlovqR1unYScfBxbXuSljxanWOdMp35lupx/H+rjVQou0dSoXsJ8vx7ner9tE9FCsjz5ufsxtG6LxOlhlPLfu0QN0F7aUctEeM8K0YvDACAThFWfKJBfVWnSrJFvBJTv2G1LyWIX23qk7OdO2eZDNvpXuSOuxJU3x64bXR1bqVIJbLfJgshu48ZCYaJmSqssO6wU7SGkdsMhrocBqtOFOzBYFSldmUrPFwcFm4VkJbj43TXLpE2KwgTX954iBBmjWMQOvzCNb5ulD4AAKtyTWuTCciWSLSzkIXsRFOoYeJ+VkoOcjE3XLM2OwGOXx8c+fEIt90zcjeqzTRx993Gj0UOxGotMFUH3P7baP2JLnzdZnkxgqc/ktC3+ltFHgO31bNuywkWX+vGlPKCtWSpw6E98jeT4wCBOgxhkgnWqLfEa2QmPzs7LFSoKdolrMoqUdb19W3WbS87ZNIbGELHabDY7wdVp8FEUhQihxzB1j3VctwmAJIHrWoTBRUBoyZNJw2n62sUYV2hbGZVDqTzXcJqrGB/rngxI9M5XQJAQvRF2WW0O1FW8C9jegf42KBNDwdp5rb0FjkREjY1wunSb4hU1qlXN2jVtDsX1pE8UzMkeft0rIpuKWRoGuJnxjI8JJfh21dVPdq6faxBnyIM50O/2Y1setFn366zTRQ7E++viqI2oRFYOEqVaiuSA3OWm0VJw04oQZclcNZ56i5JwimiFFmJVQj9Pz8epkN/JWrmIrf1FcgFifPzCnPyWXzEKxUaXEVbs+h9gGpLZQaPqnsh4jM880eyMYRnF+yKpkBJmybUlcbaEgKLblYcFTiXEY1sHmlDM2VybTKmPvTXq1DrH2oaJ/AY2onqXXmMnfsPgrQBf8i6ylQ1VY+KWwxoWqgRUJh+EwhpA00Hz75VijNlrTCd6GLUslHa+ciGQCHXtx8u/V/ao3IR9mTkEuO+lvt3jk++ijjz666KFYH33czOiSZIrVrSLnx0RyX7Utt3Fe9kqpKaaUIWdkO/bVHC6FVsKeq4kLvg6m3YaoQXTPC8ZqbZG6NFhSPmVbpCjgi1FZqoqaOYcs4RZBgJ3fZUeTsoulxiRjwb5DUfkuL9cWL9MDHVNWLCmWgRQXrBC/jGX9fvzjt0OLP5qy8WUTWXFMxy7xxqDTMNtMO9oTR4Cp4MNZo+rJ5DLIyeLgWfmGnBVT3X4pZNH4eBguRDLBP/ARQZuEyMMRALVcTJZXWyPLFn1+lSfJcZhsu9q69NFHH6eLHor10cctEG0Rr1ukCK2pmuSdpGoWxU+RyVgx2SUlFIOEz0Lm5LiszCKRXMJK0ZOfNh1PncUudNLgl5Kb2EWqpMzCe6R1l4Izum03YKJ8lz2Ki80DHVlM+FV2Qd+rRWPRoIIaBWbZBGuMN5wlM0qszg07X4JVpwhI6cr70oeGU2KBRVnR7ckYig6PNWhxcC6D+itBJ9+gH9PHWhF0i9DICFKuTbky7H9svwq3EWhkIZlyxxK8BspnwcC3nH4M+JvzbxE6ewTVIt2vB