tag:blogger.com,1999:blog-309406862024-03-15T18:09:58.335-07:00Arizona Geologyblog of the State Geologist of ArizonaLee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.comBlogger4351125tag:blogger.com,1999:blog-30940686.post-58921120751662101842018-03-17T10:39:00.002-07:002018-03-17T10:39:52.736-07:00Sonoran Desert field trip guides<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJqVkxTssRpPLoezw1imnWnI24ehlz0o9J87t7vFW8E5g4KJAP_YdTTH80eQd1Fgv1_SzfIqsViz4jAozt-nPt1Nc55IKCp2Zk4O4Wek6jijWmFSiRuh9svHb9uwdsC_tDPOYknw/s1600/SP-7-cover2.jpg" imageanchor="1"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJqVkxTssRpPLoezw1imnWnI24ehlz0o9J87t7vFW8E5g4KJAP_YdTTH80eQd1Fgv1_SzfIqsViz4jAozt-nPt1Nc55IKCp2Zk4O4Wek6jijWmFSiRuh9svHb9uwdsC_tDPOYknw/s320/SP-7-cover2.jpg" width="313" /></a>The Sonoran Desert of Arizona and northern Sonora, Mexico, hosts some
of the wildest and most intriguing geology in the Southwest. In March
1990, the Geological Society of America’s Cordilleran Section met in
Tucson, Arizona, to review fresh geologic research and to visit a broad
suite of geologic settings.<br />
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The field trip guides from 19 field excursions – 5 in north-central
Sonora, Mexico, and 14 in central and southern Arizona – are reproduced
in the Arizona Geological Survey’s Special Paper #7, Geologic Excursions
through the Sonoran Desert Region, Arizona and Sonora’.<br />
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For a link to free download, see us at our new blog space <span id="goog_1588088171"></span><span id="goog_1588088172"></span><a href="http://blog.azgs.arizona.edu/" target="_blank">http://blog.azgs.arizona.edu</a> Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-81862476194078916542018-03-08T09:43:00.002-08:002018-03-08T09:43:55.992-08:00Shaking it up with AZGS’ Earthquake Fault VideosAs part of our earthquake preparedness program, ‘<em>Arizona has Earthquakes</em>’,
we've produced a suite of video shorts showcasing active fault systems
in Arizona. Our objective: to inform the Arizona public and
decision-makers of the nature, magnitude and frequency of earthquakes
impacting Arizona.<br />
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For video titles, viewership and links see the post at our new blog site: http://blog.azgs.arizona.edu/ <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-0jAJIlmVf9Mz3Mn3_IAi8jJ5PeiLlsVNml2KZg-Zg6sDszRdTHM7ePVbK3-_5qakVxv5fmjIWuwCKORZkpaoO5fOpC2DJoKsTDtY6TV-7cTmFTDW21_5Pm7xqlafdjrTy8eKRg/s1600/brumbaugh-lakemary.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="725" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-0jAJIlmVf9Mz3Mn3_IAi8jJ5PeiLlsVNml2KZg-Zg6sDszRdTHM7ePVbK3-_5qakVxv5fmjIWuwCKORZkpaoO5fOpC2DJoKsTDtY6TV-7cTmFTDW21_5Pm7xqlafdjrTy8eKRg/s320/brumbaugh-lakemary.jpg" width="320" /></a></div>
<br />Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-84619206526797503102018-02-02T06:58:00.003-08:002018-02-02T06:58:48.002-08:00Arizona #2 in the U.S. in nonfuel mineral production in 2017Arizona come in 2nd in nonfuel mineral production in 2017. The US Geological Survey just released the Mineral Commodity Summaries 2018 for 2017. With nonfuel mineral production topping $6.61 billion, Arizona is the #2 state in the U.S. Nevada is a runaway first with $8.68 billion in production. Arizona is at a competitive disadvantage here; gold ($1352/oz) trumps copper ($3.20/lbs) every time.<br />
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For the entire blog and more on Arizona mineral production visit our new blog site: http://blog.azgs.arizona.edu/ <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2ZBGmsa5d5ko7vysGKVFfB-En_nW3O-HIHRMzVXdukXW9QYyGNbaN5sxKW_Vi5rpk1CcHY961afLCuL84FNLCVx9pDn2yVmhyQD60a1i6ImLamyde6XTOlLsZOBFaY2PqLl-HbA/s1600/az-2+nonfuelmineral+product+2017.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="725" data-original-width="975" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2ZBGmsa5d5ko7vysGKVFfB-En_nW3O-HIHRMzVXdukXW9QYyGNbaN5sxKW_Vi5rpk1CcHY961afLCuL84FNLCVx9pDn2yVmhyQD60a1i6ImLamyde6XTOlLsZOBFaY2PqLl-HbA/s320/az-2+nonfuelmineral+product+2017.jpg" width="320" /></a></div>
<br />Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-27177401014953629052018-01-29T05:57:00.003-08:002018-01-29T05:57:30.827-08:00Deadly debris flows in the SW U.S. fueled by drought, wildfire, and rain<span style="-webkit-text-stroke-width: 0px; background-color: white; color: #323842; display: inline !important; float: none; font-family: Roboto, sans-serif; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">On January 24, the<span> </span></span><a href="http://www.latimes.com/local/lanow/la-me-ln-montecito-mud-20180123-story.html" style="-webkit-text-stroke-width: 0px; background: rgb(255, 255, 255); box-sizing: border-box; color: #178e94; font-family: Roboto, sans-serif; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration: underline; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">LA Times</a><span style="-webkit-text-stroke-width: 0px; background-color: white; color: #323842; display: inline !important; float: none; font-family: Roboto, sans-serif; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><span> </span>reported that residents in the Montecito, California, area received conflicting information regarding evacuation zones prior to the worst post-fire floods and debris flows (often called mudflows) in recent California history. This is troubling news, as 21 people perished in these flows with two still missing, 65 homes were destroyed and another 462 were damaged.</span><br />
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<span style="-webkit-text-stroke-width: 0px; background-color: white; color: #323842; display: inline !important; float: none; font-family: Roboto, sans-serif; font-size: 16px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-decoration-color: initial; text-decoration-style: initial; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">To read the entire post, visit our Arizona Geology blog home - <a href="http://blog.azgs.arizona.edu/" target="_blank">http://blog.azgs.arizona.edu/ </a></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg70twK511OMNCcu8HoleoYJKXhMccMUn0NL_rJ1j2hMOyNZfMR7p4yPIIz0fdnloiqSyXTBTQHaRVz_fzy4NcEF-yEuIYCs0F6wXbxHLmumjQIyxALP0pFIWi4CxdWnMa3c_7pJA/s1600/abc-15.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="640" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg70twK511OMNCcu8HoleoYJKXhMccMUn0NL_rJ1j2hMOyNZfMR7p4yPIIz0fdnloiqSyXTBTQHaRVz_fzy4NcEF-yEuIYCs0F6wXbxHLmumjQIyxALP0pFIWi4CxdWnMa3c_7pJA/s320/abc-15.jpg" width="320" /></a></div>
Image courtesy of ABC-15. <br />Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-7042072086490725032018-01-26T11:07:00.001-08:002018-01-26T11:07:45.230-08:00Got a geology story to tellGot a geology story to tell? ESRI's StoryMaps might be just the platform you are looking for.<br />
You'll find the entire blog text and pointers to a new USGS StoryMap on North America's mid-continental rift episode at http://blog.azgs.arizona.edu/blog/2018-01/storymaps-brave-new-tool-geoscience-outreach.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiall_qEB_x_p429qetBTlvhOl7r2bnLEYY3zeBzqa4L3WSUTdez7VPmF7Pd33mM280ZBcm9MUCvRRP97L12kolEfypL6XaOqwtK1VeVy8N_zTbR0llC3FH7gBW4jrWOVDCDC7kjg/s1600/azgs+story+map.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="469" data-original-width="681" height="220" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiall_qEB_x_p429qetBTlvhOl7r2bnLEYY3zeBzqa4L3WSUTdez7VPmF7Pd33mM280ZBcm9MUCvRRP97L12kolEfypL6XaOqwtK1VeVy8N_zTbR0llC3FH7gBW4jrWOVDCDC7kjg/s320/azgs+story+map.jpg" width="320" /></a></div>
<br />Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-64447324667081146622018-01-24T06:29:00.003-08:002018-01-24T06:29:59.775-08:00The Case for Navigable RiversOur newest post (22 Jan. 2018) presents Jon Fuller's 135-page contributed report on navigable rivers. This illustrated report includes case studies for three Arizona rivers: Gila, Salt and Verde Rivers.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1yH3O7ZiYTudVeChDF4vB_Tuge6CKO_idT4Ymd-zGYt1zNXnFcDwYWhsfbpo7vfWfN-xZLhwf0oksfqjD7TlnijdvMezupn865YdItu4Bji1LHZ24mLs70hNqIp-3SlKBuIi0ww/s1600/Fuller-navigationblog1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="352" data-original-width="924" height="121" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1yH3O7ZiYTudVeChDF4vB_Tuge6CKO_idT4Ymd-zGYt1zNXnFcDwYWhsfbpo7vfWfN-xZLhwf0oksfqjD7TlnijdvMezupn865YdItu4Bji1LHZ24mLs70hNqIp-3SlKBuIi0ww/s320/Fuller-navigationblog1.jpg" width="320" /></a></div>
<a href="http://blog.azgs.arizona.edu/blog/2018-01/case-navigable-rivers" target="_blank">Case for Navigable Rivers</a>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-29889609173462014502018-01-05T08:41:00.000-08:002018-01-05T08:41:10.587-08:00Geology & uranium potential of Proterozoic rocks of the Central Arizona Arch and the Tonto Basin, Arizona<span id="goog_713017295"></span><span id="goog_713017296"></span><span class="field-content">We are releasing a second suite of Phil
Anderson’s geologic mapping and research of Proterozoic rocks, which
includes geologic mapping and geochemical sampling of the Central
Arizona Arch that covers roughly 3,000 square miles in central Arizona. <span id="goog_1136069329"></span><span id="goog_1136069330"></span></span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyjmKpcIP5GYXPauS1in4j9gL8eA4Km2UWwoioMDXOeIyLTMozcSpjJ-EVY-QWPIKYM4bku3REL63SZj-VNDX4FiZxpOhVnx95lnxsNx4ZMpqTAGWNCOOlyK40izbK2nZnBQ3HTQ/s1600/figure+anderson-blog.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="641" data-original-width="1517" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyjmKpcIP5GYXPauS1in4j9gL8eA4Km2UWwoioMDXOeIyLTMozcSpjJ-EVY-QWPIKYM4bku3REL63SZj-VNDX4FiZxpOhVnx95lnxsNx4ZMpqTAGWNCOOlyK40izbK2nZnBQ3HTQ/s320/figure+anderson-blog.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Study area & example of sampling.</td></tr>
</tbody></table>
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<span class="field-content">See our full blog post with links to the newly released maps at <a href="http://blog.azgs.arizona.edu/" target="_blank">http://blog.azgs.arizona.edu/ </a></span>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-85733210880130785412017-12-06T08:16:00.000-08:002017-12-06T08:16:02.447-08:00Arizona Geology e-Magazine touts new earth fissure mapsFor our most recent blog, which showcases our Fall-Winter Arizona Geology e-Magazine article, "<a href="http://blog.azgs.arizona.edu/blog/2017-11/arizona-geology-e-magazine-touts-new-earth-fissure-maps" target="_blank">Arizona Geology e-Magazine touts new earth fissure maps</a>", visit our new digital site: http://blog.azgs.arizona.edu/blog (/ 29 November 2017 /). <br /><br /><br />By way of preview, "Oddly enough, Arizona has an earth fissure season; a season when fissures are more likely to first appear or undergo renewed activity. Our <a href="http://blog.azgs.arizona.edu/magazine/2017-11/arizonas-monsoon-season-drives-earth-fissure-activity">Fall-Winter Arizona Geology e-Magazine</a> presents revised earth fissure maps for parts of Cochise, Maricopa, and Pinal Counties, as well as case studies of one new (Tator Hills) and one reactivated fissure (Apache Junction)."<br />
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The e-Magazine article includes 5 figures. Shown below is the fresh Pinal County earth fissure.<br />
Posted 6 Dec 2017 (MC)<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-h0dwRNJlPQErjbbxG_DNkUklQIVK6_hSh-E17nPiVE4hO7VAIsv3BWN82ukef7bN64ShNCyvtQxOfeZjrf4rKxTsE2537dhitHDNUFlx5ONZ_QBb1EExlIKynT4-BtstzzfI9A/s1600/Figure3-Tator+hill+fissureA.jpg" imageanchor="1"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-h0dwRNJlPQErjbbxG_DNkUklQIVK6_hSh-E17nPiVE4hO7VAIsv3BWN82ukef7bN64ShNCyvtQxOfeZjrf4rKxTsE2537dhitHDNUFlx5ONZ_QBb1EExlIKynT4-BtstzzfI9A/s640/Figure3-Tator+hill+fissureA.jpg" width="492" /></a>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-24678780810226620662017-11-03T10:38:00.003-07:002017-11-03T10:38:34.690-07:00Utah Earthquakes (1850–2016) and Quaternary Faults <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGqfbvdXt4krrBbjwzvTmA05vitmonFh0WmZP-NPhIllhUkyRG6_rEAh_uXZX3-tlVeS1bIUsOqP2IOMskR4Y9URr-0FnHtPeIOe02IcEix7sH7vbLs176eQpesu9ZXOoygxvtSA/s1600/UGS-EQ-Fig3-SaltLakeCity.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="549" data-original-width="1005" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGqfbvdXt4krrBbjwzvTmA05vitmonFh0WmZP-NPhIllhUkyRG6_rEAh_uXZX3-tlVeS1bIUsOqP2IOMskR4Y9URr-0FnHtPeIOe02IcEix7sH7vbLs176eQpesu9ZXOoygxvtSA/s320/UGS-EQ-Fig3-SaltLakeCity.jpg" width="320" /></a></div>
<span style="font-family: "Trebuchet MS",sans-serif;">Our newest post on the recently released, and magnificent, 'Utah Earthquakes (1850–2016) and Quaternary Faults' map by Steve Bowman (Utah Geol. Survey) and Walter J. Arabasz (Univ. of Utah Seismic Stations) is available at <b><a href="http://blog.azgs.arizona.edu/2017-11/utah-earthquakes-1850-2016-and-quaternary-faults" target="_blank">our new blog site. </a></b></span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">Image: Zoomed into the faults and earthquakes near Salt Lake City, Utah's largest metro center. </span> <br />
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<span style="font-family: "Trebuchet MS",sans-serif;">Thanks,</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">The Management</span>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-66724723099171389492017-10-27T13:56:00.001-07:002017-10-27T13:56:41.979-07:00One Paleontologist's / Data Scientist's Experience at the Geological Society of America's 2017 Annual Meeting For this invited blog by AZGS's newest hire Andrew Zaffos, visit our new Arizona Geology blog site: <a href="http://blog.azgs.arizona.edu/" target="_blank">http://blog.azgs.arizona.edu</a><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvIgVMb-WIERH1ubXtZ1eOTZX6b2bNhrnj4OBXKM5oUPN-QiM_36-ISeQKyMRAo2tilpegkAb89kAukmQQN_gRZoiUjdMd2LGM7gnewSZpklFdb7ZWaYHcTPN_ZEXqI1FeiLyTQQ/s1600/Andrew+zaffos+1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="720" data-original-width="1280" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvIgVMb-WIERH1ubXtZ1eOTZX6b2bNhrnj4OBXKM5oUPN-QiM_36-ISeQKyMRAo2tilpegkAb89kAukmQQN_gRZoiUjdMd2LGM7gnewSZpklFdb7ZWaYHcTPN_ZEXqI1FeiLyTQQ/s400/Andrew+zaffos+1.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Andrew Zaffos in the center. </td></tr>
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<br />Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-59579807982928874582017-10-20T14:52:00.002-07:002017-10-20T14:52:34.158-07:00Great Arizona ShakeOut Results The Great Arizona ShakeOut enrolled more 111,000 people. To learn more you'll have to join us at our new blog environment. http://blog.azgs.arizona.edu/<br />
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Please do join us. Thanks,<br />
AZGS <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXggf4tDa8BXhyphenhyphenI0eRsXc8-WCdbDtziwaz-J8V5Oh7Gyq-69DHg1RWXC3g5qScivf0qCoMRFIOHZAZ0lWsPruy2z7uQqkd3k4wB3D6QGlIv7k3PjEZNGOJ49Kzabq6YLkNr8iQ3Q/s1600/Newblogsite.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="687" data-original-width="1600" height="273" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXggf4tDa8BXhyphenhyphenI0eRsXc8-WCdbDtziwaz-J8V5Oh7Gyq-69DHg1RWXC3g5qScivf0qCoMRFIOHZAZ0lWsPruy2z7uQqkd3k4wB3D6QGlIv7k3PjEZNGOJ49Kzabq6YLkNr8iQ3Q/s640/Newblogsite.jpg" width="640" /></a></div>
<br />Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-56809413803137423382017-10-11T07:13:00.001-07:002017-10-11T07:31:41.490-07:00ARIZONA GEOLOGY BLOG now at http://blog.azgs.arizona.edu/<br />
<span style="font-family: "trebuchet ms" , sans-serif;">Dear Readers, </span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRW7zeSuyOgE8GVyyrpjk69n6IY6DcqACQVwbsvQ_2O6HSm9ouJVlsXFG1UVG76_fMnThRq3WxhIy8gfBEy2Ev1FFS1eTCwN-JFkVMYNNmtOtpDukBdp628qqgtrnwPze0zANhEg/s1600/state+geologists+blog.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRW7zeSuyOgE8GVyyrpjk69n6IY6DcqACQVwbsvQ_2O6HSm9ouJVlsXFG1UVG76_fMnThRq3WxhIy8gfBEy2Ev1FFS1eTCwN-JFkVMYNNmtOtpDukBdp628qqgtrnwPze0zANhEg/s320/state+geologists+blog.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Portal page of new Arizona Geology Blog</td></tr>
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<span style="font-family: "trebuchet ms" , sans-serif;">After 10 years and more than 4,000 blog posts (and more than 1-million views), the Arizona Geological Survey’s State Geologist’s Blog has moved to a fresh, more attractive web environment: <a href="http://blog.azgs.arizona.edu/" target="_blank"> http://blog.azgs.arizona.edu/</a>. <br /><br />When Lee Allison, former Arizona Geological Survey Director (now deceased), published his first post, <i>Arizona lives and dies by its geology</i>, on Monday, 1 January 2017, he could not have known that by October 2017, the blog site would be populated by 4,340 posts, more than 4,200 authored by Lee. <br /><br />With Lee at the helm blog subjects ranged widely, in-tune with Lee’s probing and inquisitive mind. Topics included: discussions of mineral resources of Arizona; earthquake events in the desert southwest; ASU researchers searching for alien artifacts on the Moon; causative processes of core complexes; rapid incision of Grand Canyon about 4.8 Mya; freshly minted digital geologic maps (e.g., Geologic Map of the Dome Rock Mountains); the Holbrook potash land rush; copper production in Arizona; Arizona mining laws; episodes of the Arizona Mining Review; AZGS efforts to monitor aftershocks following the M5.3 Duncan event of June 2014; impacts associated with earth fissures; Great Arizona ShakeOut; launching of the National Geothermal Data System and Arizona Geological Survey’s Mining Data repository; and much more. (You can cover a lot of ground in 4200+ posts.) <br /><br /><b>New Arizona Geology Blog Environment </b><br /><br />We are not moving to this new sight lightly, but this new space provides more functionality and an opportunity to build a stronger dialogue with our readers. <br /><br />Some included features and advantages of the new site: <br /> · Mobile-enabled <br /> · Multi-media capability <br /> · Finding aids for post search <br /> · Posts are indexed by category <br /> · Improved social sharing (in the works) <br /> · Improvement in design, presentation & efficacy <br /> · Hosting invited blogs from others in the Earth Science community <br /><br /><b>Field-Tested & Launched</b> - The new blog site has been field tested and is performing well. Original posts residing there now, include: <br /> </span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"> <u> Arizona Mining Review</u>: Interview with ASARCO’s Joe Wilhelm on retrofitting the 105-year old Hayden Smelter </span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"> <u>Getting real about earthquakes in Arizona</u>: AZGS at work for Arizona <br /><br />Over the next several months, we plan to migrate all 4,340 posts from Lee’s original site to this new site. <br /><br />Please join us at our new site <a href="http://blog.azgs.arizona.edu/">http://blog.azgs.arizona.edu/</a> for frequent and telling updates on the state of Arizona’s mineral resources, new geologic maps and reports, and for geologic hazard assessment and analysis: landslides, floods, earthquakes, debris flows, earth fissure, radon, and more. </span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">Sincerely,</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">AZGS Staff </span>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-22332759895735020362017-09-14T11:21:00.000-07:002017-09-14T11:21:00.062-07:00AZGS STATEMAP 2017 deliverables: Delivered!<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: "Trebuchet MS",sans-serif;">We just delivered geologic map data for four 7.5’ quadrangles to the US Geological Survey as part of our 2017 STATEMAP work – see the list below. Before releasing the map and GIS database publically, the authors will make any necessary revisions, polish the map appearance and the legend for consistency with AZGS standards. Delivery of draft maps to the USGS program managers is required at the end of each contract period; grant funding for the next STATEMAP projects depends on this. <br /><br />All participating state geological surveys submit draft maps, then clean and polish them before releasing them to the public. For the AZGS, it has typically required 6 to 15 months to finalize and release the maps, as this work is done while the geologists are also working on the next mapping projects. Meanwhile, the geologists are gearing up for the next field season, which begins later this fall or early winter. <br /><br />Since 1992, AZGS has participated in the U.S. Geological Survey’s STATEMAP. To date, AZGS has received ~ $4M in federal funds, matched $ for dollar by state funds, for a total of $8 M. AZGS geologists meet annually with Arizona Geologic Mapping Advisory Committee to identify high priority areas for new mapping. Our map advisory team plays a crucial role in helping select mapping that are particularly relevant to resolving challenging geologic, and often, socio-geologic problems. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXgPROeVXh83WF5iXrCg1dUMM7R6jth9z0Jufd-AVTB2BxO86mvhqeSFfSIL8X1kl3aTdHCEKjkILIFj_KvdhWqnFwKPojHB9JxlSUUWQ5JwmEtqxml5SmPl2w0E-cbbo2dmlfLg/s1600/ayouberg-ftthomas2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXgPROeVXh83WF5iXrCg1dUMM7R6jth9z0Jufd-AVTB2BxO86mvhqeSFfSIL8X1kl3aTdHCEKjkILIFj_KvdhWqnFwKPojHB9JxlSUUWQ5JwmEtqxml5SmPl2w0E-cbbo2dmlfLg/s320/ayouberg-ftthomas2.jpg" width="240" /></a></div>
<br />This past year, our mapping focused on quadrangles in SW and SE Arizona – see the map figure. The Dragoon area was chosen because it hosts porphyry copper deposits with substantial potential economic value. The Blythe and North Trigo Peaks quadrangles contain ancient river deposits that help us understand origin and evolution of the Colorado River, and North Trigo Peaks contains diverse and complex bedrock geology that sheds new light on Mesozoic and Cenozoic tectonism in the region. <br /><br />The ~½ of the Blythe quadrangle in California covers much of the late Holocene floodplain of the Colorado River. The surficial deposits there have been completely altered by agricultural and urban activity, but our collaborators with the USGS office in Flagstaff (Debra Block and Kyle House) used historical aerial photographs and early topographic maps to make a detailed geologic map of this area. <br /><br />The Gila River Valley near Safford contains the young river floodplain and multiple levels of terraces recording former river levels, and many great exposures of the basin deposits that are providing insights into how the river developed. Image: Ann Youberg examining basin-fill sediments exposed along near Ft. Thomas.<br /><br /><b>2017 Geologic Mapping </b><br /><br />· Geologic Map of the Blythe 7 ½’ quadrangle, La Paz County, AZ and Riverside County, CA. AZGS DGM-124 – Brian Gootee, Debra Block (USGS), Philip Pearthree, Kyle House (USGS) <br />· Geologic Map of the North Trigo Peaks 7 ½’ quadrangle, La Paz County, AZ – AZGS DGM-123 – Charles Ferguson, Philip Pearthree, Brian Gootee, Bradford Johnson <br />· Geologic Map of the Ft Thomas area, Graham County, AZ – ASGS DGM-126 – Ann Youberg and Joseph Cook <br />· Geologic Map of the Dragoon 7 ½’ quadrangle, Cochise, County, AZ – AZGS DGM-125 – Bradford Johnson, Joseph Cook, Charles Ferguson <br /><br /><b>2016 Geologic Mapping – to be released later this fall </b><br /><br />Meanwhile, later this year we’ll release static digital versions of the geologic maps and GIS data in a number of useful formats for the following map quadrangles. <br /><br />· Pima-Markham Creek – SE Arizona <br />· Oatman – NW Arizona <br />· Moon Mountain – W Arizona <br />· Middle Camp Mountain – W Arizona <br /><br /><b>2018 Geologic Mapping - Planning underway</b><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">We will be meeting with our Geologic Mapping Advisory Committee in the next few weeks to determine priorities for the next mapping cycle, which will begin in September 2018. The proposal for this mapping is due to the USGS in mid-November. There are many interesting and important areas yet to map in Arizona!</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"> </span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: x-small;">Contributors: M. Conway, P. Pearthree, J. Cook </span></span>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-87651732874836985582017-09-05T06:25:00.000-07:002017-09-05T06:25:07.952-07:00Modeling Post-Wildfire Debris-Flow & Flooding Assessment: Coconino County, Arizona <table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2HseQvxH89VJ1Y1oKMmOZmOTsBOaxqsbkGot4BB3D9PjjH3IX67AWQ4qPen7kv4nY667bGOvZwiEWZEXF9GevITYPXcOO0C8Mqy0p-Bw4i-oN6nQl-yE1ruK2mBPwt4lmp9lmgA/s1600/OFR-17-06+cover.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2HseQvxH89VJ1Y1oKMmOZmOTsBOaxqsbkGot4BB3D9PjjH3IX67AWQ4qPen7kv4nY667bGOvZwiEWZEXF9GevITYPXcOO0C8Mqy0p-Bw4i-oN6nQl-yE1ruK2mBPwt4lmp9lmgA/s320/OFR-17-06+cover.jpg" width="286" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "trebuchet ms" , sans-serif;">Cover shot of AZGS Open-File Report</span></td></tr>
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<span style="font-family: "trebuchet ms" , sans-serif;">Over the past decade the Southwestern U.S. has seen a surge in the number and intensity of wildland fires. In Arizona, wildfire season overlaps with the annual monsoon, resulting in post-wildfire debris flows and floods that threaten life and property. <br /><br />The Arizona Geological Survey just released a report identifying areas in Coconino County, Arizona, at risk from flooding and debris flows in the aftermath of a reasonable-wildfire scenario. This report was a joint research project with JE Fuller Hydrology and Geomorphology, Inc., with offices in Tucson, Tempe, Flagstaff, Arizona, and Silver City, New Mexico. <br /><br />The 63-page report, ‘Post-Wildfire Debris-flow and Flooding Assessment: Coconino County, Arizona’, includes six appendices. The report and appendices are online and free to <a href="http://repository.azgs.az.gov/uri_gin/azgs/dlio/1727">download</a> from the AZGS Online Document Repository. <br /><br />According to first author Joe Loverich, this work can propel ‘forest health initiatives forward in these at risk watersheds’. This Thursday, Ann Youberg and Joe Loverich will be presenting some of their results at the <a href="http://ahssymposium.org/2017/">Arizona Hydrological Society’s 30th Annual Symposium</a> in Flagstaff. <br /><br />The research team conducted a county-wide reconnaissance evaluation, before focusing on two pilot-study areas: Fort Valley and the City of Williams. The report results integrate field studies, two-dimensional FLO2D pre- and post-wildfire flood modelling, and debris-flow probability, volume and runout modeling to provide risk maps and identify mitigation options and opportunities. Conversations to implement mitigation options are in progress. <br /><br />Citation. Loverich, J.B., Youberg, A.M., Kellogg, M.J. and Fuller J.E., 2017, Post-Wildfire Debris-flow and Flooding Assessment: Coconino County, Arizona. Arizona Geological Survey Open-File Report (OFR-17-06), 63 p., 6 appendices. <br /><br /> <a href="http://repository.azgs.az.gov/uri_gin/azgs/dlio/1727" target="_blank">Appendices </a></span><br />
<ul>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Appendix A - Pilot Area Justification Memo, Kellogg, M.J., Loverich, J.B., Youberg, A.M. and Fuller J.E. </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Appendix B - Pre- and Post-Wildfire Hydrologic Modeling, Loverich<a href="https://www.blogger.com/blogger.g?blogID=30940686#_msocom_1">[AY1]</a> , J.B., Kellogg, M.J. and Fuller J.E. </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Appendix C - Pre-Wildfire Debris-Flow Risk Assessment, Youberg, A.M. </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Appendix D - Post-Wildfire Debris-Flow Modeling, Loverich, J.B. </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Appendix E - Post-Wildfire Debris-Flow, Youberg, A.M. </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Appendix F - Flood and Risk Zone Maps, Loverich, J.B., Kellogg, M.J. and Fuller J.E. </span></li>
</ul>
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: x-small;">Posted M.Conway 9/5/2017</span><br /> <br /> <br /> <br /> <br /></span>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-46860247842439584092017-08-30T14:15:00.001-07:002017-08-31T07:08:05.859-07:00Return of Arizona Mining Review: Mining Pozzolan in Central Arizona<!--[if gte mso 9]><xml>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZXZI99NkXQxDlKW3-ZgdReA0H17g7donLI7UXcOAg6M3a3CpzWLe318aaOYUSjPe50TuENtc9L9-0xEpg8I428EBtQSmLiJxKB6uPfhcgch_nh7sw21LhtIRA8CUzDYhiMNzvLw/s1600/Fig1-pozzolan+deps.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZXZI99NkXQxDlKW3-ZgdReA0H17g7donLI7UXcOAg6M3a3CpzWLe318aaOYUSjPe50TuENtc9L9-0xEpg8I428EBtQSmLiJxKB6uPfhcgch_nh7sw21LhtIRA8CUzDYhiMNzvLw/s320/Fig1-pozzolan+deps.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Volcanic tuff pozzolan exposed at Kirkland Mine</td></tr>
</tbody></table>
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<span style="font-family: "trebuchet ms" , sans-serif;"><b>Return of Arizona Mining Review</b> </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Following a 15-month hiatus, the Arizona Mining Review (AMR)
filmed and its 40<sup>th</sup> episode, Pozzolan mining in central Arizona, on
28 Aug 2017. The Arizona Geological Survey’s Geologic Extension Service launched
the Review in Jan. 2013. With a few lapses, we released monthly episodes until
May of 2016. In May, the Review went on hiatus as we moved from State Agency
status to the College of Science at the University of Arizona. Plans to restart
the program in Aug. 2016 were put on hold after host Lee Allison’s tragic death.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">We are now back in business and ready to explore and
broadcast developments in Arizona’s mining and mineral industry. </span></div>
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<br /></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><b style="mso-bidi-font-weight: normal;"><a href="https://youtu.be/NrWV2c5YPGw" target="_blank">Developing a Pozzolan Mine in central Arizona</a> </b>with Areta Zouvas and Al Burch (Kirkland Mining
Co.) (<a href="https://www.youtube.com/watch?v=NrWV2c5YPGw">https://www.youtube.com/watch?v=NrWV2c5YPGw</a>)</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVa42UF5cOjBrlMeY6XJDZJY4tq0Pnt2g3VdUS4WOkLnNu96VBFDU6yVFC2GcLFTz057RFvbF3sQCXFykD0ysw-K5rmPNNVESvluWCD7OCTM97ckSTqS1-h93kvsfeKpkf71ivOA/s1600/Figure2-location.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="207" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVa42UF5cOjBrlMeY6XJDZJY4tq0Pnt2g3VdUS4WOkLnNu96VBFDU6yVFC2GcLFTz057RFvbF3sQCXFykD0ysw-K5rmPNNVESvluWCD7OCTM97ckSTqS1-h93kvsfeKpkf71ivOA/s320/Figure2-location.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Project map for pozzolan at Kirkland Mine. </td></tr>
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<span style="font-family: "trebuchet ms" , sans-serif;">The small mine in the low hills north of Kirkland encroaching
on the southern edge of Skull Valley, Yavapai County, Arizona, has been worked
on-and-off for more than 100 years. It’s seen half-a-dozen name changes to
reflect changes in use of its mining products. In the 1950s, it was the Arizona
Capital Mine, as cutters carved out dimension stone for the Arizona State Capital
building. In the 1970s, it was the Kitty Litter Mine, as a more prosaic product
was harvested. </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Currently, Kirkland Mining Co. president Areta Zouvas and
project manager Al Burch are working with the Bureau of Land Management (BLM)
to re-permit the quarry to mine pozzolan. (The Zouvas family has owned the
Kirkland Mine claims since 1989.) An environmental assessment of the mine and
environs, a requirement of the BLM, is underway and expected to take 12- to 18-months
to complete. If approved, the quarry could open shortly thereafter. </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><i style="mso-bidi-font-style: normal;">Pozzolan is a geologic
material – a volcanic tuff or ash – that when admixed with water, lime, sand
and gravel makes a superior and long-lived concrete. Pozzolan is named for the
town of Pozzuoli in Italy. Two thousand years ago, the Romans mined pozzolan
near Pozzuoli to enhance concrete of new buildings and pillars, some of which
still stand today. </i></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Kirkland’s pozzolan deposit is hosted in Miocene-age
volcanic tuff. The tuff is a white to tan, massive crystal-lithic tuff in
excess of 250 feet thick that dips gently to the northeast. Extraction of the
tuff requires simple earth-moving equipment to quarry and crush the stone. The
mine operators anticipate extracting ~500,000 tons of ore annually at peak
production at an astounding 95% rate of yield for as much as 40 years. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"> </span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">The resulting pozzolan mine will find a market in the western U.S., where it likely will be processed and sold as a Supplementary Cementitous Material (SCM) added to cement and concrete to replace or be blended with Fly Ash to enhance the durability and strength of concrete. </span></div>
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<b><span style="font-family: "trebuchet ms" , sans-serif;">Online Resources</span></b> </div>
<br />
<ul>
<li><span style="font-family: "trebuchet ms" , sans-serif;"><a href="http://arizonageology.blogspot.com/2017/07/blm-invites-comments-on-pozzolan-mine.html">‘BLM
invites comments on ‘pozzolan’ mine in Skull Valley, Central Arizona</a>’
Arizona Geology Blog post. </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;"><a href="https://eplanning.blm.gov/epl-front-office/eplanning/planAndProjectSite.do?methodName=renderDefaultPlanOrProjectSite&projectId=80330&dctmId=0b0003e880f154f1">BLM
Resources</a> – <i style="mso-bidi-font-style: normal;">FAQs</i>, <i style="mso-bidi-font-style: normal;">Documents</i>: Mine Process &
Anticipated Equipment; Draft Mining and Reclamation Plan of Operations;
Conceptual Mine Plan; Biological Evaluation, and more. <i style="mso-bidi-font-style: normal;">How to get involved</i>: Public scoping period. </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;"><a href="https://eplanning.blm.gov/epl-front-office/projects/nepa/80330/118440/144217/Timeline_Process_August_25_2017_vFAQ.pdf">Kirkland
High Quality Pozzolan Mine – Fact Sheet, Project Timeline & FAQs <u><span style="color: black;"></span></u></a><u><span style="color: black;"> </span></u></span></li>
</ul>
<span style="font-size: x-small;"><span style="font-family: "trebuchet ms" , sans-serif;">Posted 8/30 </span></span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"><span style="font-size: x-small;">M. Conway</span></span>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-67083324763589272322017-08-29T06:58:00.001-07:002017-08-29T06:58:27.370-07:00M3.3 Earthquake & aftershocks in northwestern-most Arizona <!--[if gte mso 9]><xml>
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<tr><td class="tr-caption" style="text-align: center;">M3.3 Earthquake & 7 aftershocks (8/28/2017)</td></tr>
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<span style="font-family: "Trebuchet MS",sans-serif;">At 7:03 a.m. on 28 August, a magnitude 3.3 earthquake
occurred in the northwest corner of Arizona about 20 miles SSE of Mesquite,
Nevada. Seven smaller aftershocks followed on the heels of the initial event
(Table 1, Figure 1). </span><div class="MsoNormal">
<br /></div>
<span style="font-family: "Trebuchet MS",sans-serif;">
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<span style="font-family: "Trebuchet MS",sans-serif;">According to AZGS geologist Jeri Young, the earthquakes
occurred just west of the Grand Wash Fault.<span style="mso-spacerun: yes;">
</span>The range of depths, from 0 to 13 km is not uncommon ‘due to the
westward stepping off the Colorado Plateau here.’</span></div>
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<b style="mso-bidi-font-weight: normal;">Table 1*. Earthquake
events of NW Arizona of 8/28/2017 </b></div>
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<br /></div>
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MAGNITUDE (ML)<span style="mso-tab-count: 1;"> </span>DATE<span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span>LAT<span style="mso-tab-count: 1;"> </span>LONG<span style="mso-tab-count: 1;"> </span><span style="mso-tab-count: 1;"> </span>DEPTH (km)</div>
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0.8<span style="mso-tab-count: 2;"> </span>8/28/2017<span style="mso-tab-count: 1;"> </span>36.593<span style="mso-tab-count: 1;"> </span>-113.848<span style="mso-tab-count: 1;"> </span>9.7</div>
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1.1<span style="mso-tab-count: 2;"> </span>8/28/2017<span style="mso-tab-count: 1;"> </span>36.584<span style="mso-tab-count: 1;"> </span>-113.866<span style="mso-tab-count: 1;"> </span>13.3</div>
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1<span style="mso-tab-count: 2;"> </span>8/28/2017<span style="mso-tab-count: 1;"> </span>36.609<span style="mso-tab-count: 1;"> </span>-113.813<span style="mso-tab-count: 1;"> </span>13.2</div>
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0.2<span style="mso-tab-count: 2;"> </span>8/28/2017<span style="mso-tab-count: 1;"> </span>36.611<span style="mso-tab-count: 1;"> </span>-113.854<span style="mso-tab-count: 1;"> </span>0</div>
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1.3<span style="mso-tab-count: 2;"> </span>8/28/2017<span style="mso-tab-count: 1;"> </span>36.627<span style="mso-tab-count: 1;"> </span>-113.823<span style="mso-tab-count: 1;"> </span>12.3</div>
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1.2<span style="mso-tab-count: 2;"> </span>8/28/2017<span style="mso-tab-count: 1;"> </span>36.622<span style="mso-tab-count: 1;"> </span>-113.826<span style="mso-tab-count: 1;"> </span>6.1</div>
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3.3<span style="mso-tab-count: 2;"> </span>8/28/2017<span style="mso-tab-count: 1;"> </span>36.572<span style="mso-tab-count: 1;"> </span>-113.887<span style="mso-tab-count: 1;"> </span>3.8</div>
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<div class="MsoNormal" style="text-indent: .5in;">
<span style="font-size: 10.0pt; line-height: 107%;">*Data derived from the Arizona Broadband Seismic Network by Jeri
Young (AZGS).</span></div>
Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-25445420477259250762017-08-16T06:10:00.001-07:002017-08-16T06:10:58.797-07:00Remembering M. Lee Allison: one year later<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ92RH8eJ1PIBwwDs8nnWOrVm9ZLdgBu_K-PluFFkwGElG912AQkY9ivYvkcpbvs5SA1C0pzRxxrLUHwJSzZ5afSagU6yGfQlGgPGAIJonPWBheAd5E7WmTd-rCD3LtAKPI9tYtA/s1600/lee+schultz+pass2.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1175" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ92RH8eJ1PIBwwDs8nnWOrVm9ZLdgBu_K-PluFFkwGElG912AQkY9ivYvkcpbvs5SA1C0pzRxxrLUHwJSzZ5afSagU6yGfQlGgPGAIJonPWBheAd5E7WmTd-rCD3LtAKPI9tYtA/s320/lee+schultz+pass2.jpg" width="235" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Lee Allison examining a diversion ditch, Flagstaff, AZ. </td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="line number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="page number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
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<![endif]--><span style="font-family: "trebuchet ms" , sans-serif;">A year ago today Lee Allison, Director of the Arizona Geological Survey and State Geologist, passed away 3 days after suffering a tragic accident at his home. We cannot adequately express the scope of this tremendous loss to the AZGS and staff members. Lee was unique and irreplaceable, a dynamo who was primarily responsible for the survival and growth of the AZGS during the 10+ years when he was Director. For Lee, challenges were opportunities to do more, and obstacles never stopped him from going forward. The AZGS became involved in areas of research and outreach that we never would have imagined before his arrival, and the profile of the AZGS was raised within Arizona, nationally, and internationally.<span id="goog_461804581"></span><span id="goog_461804582"></span><br /><br /> Fortunately for us who have had to carry on without him, the legacy of Lee’s dynamic tenure as Director was incredibly influential as the state legislature considered re-establishing a state appropriation for the AZGS this past spring. It was much easier to explain the critical value the AZGS provides to the State of Arizona because of the work we completed under Lee’s leadership, addressing many different aspects of geology and its impact on society and commerce. Lee truly viewed geology as underpinning modern society, and he never passed up an opportunity to make that argument in public forums. (Photo by A. Youberg, 8/25/2010)</span><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;">Phil Pearthree</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">AZGS Director & State Geologist </span>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-28039348751089781362017-08-14T13:30:00.000-07:002017-08-14T13:30:57.189-07:00Eldred Dewey Wilson & the Proterozoic ‘Mazatzal Revolution’<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgn1e3-yHEg58dQoCC85bFQckFlqtfxMX1cF9hWiroazJLCAeWuC4hVmWRkAHhhyGsJZswmDTb9lm4smecaqc19CJSqBtM72k9j-2tNNP15rsQ360KKm701ueEay1Aas4iEA8vbQ/s1600/Wilson-studyarea+map.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgn1e3-yHEg58dQoCC85bFQckFlqtfxMX1cF9hWiroazJLCAeWuC4hVmWRkAHhhyGsJZswmDTb9lm4smecaqc19CJSqBtM72k9j-2tNNP15rsQ360KKm701ueEay1Aas4iEA8vbQ/s320/Wilson-studyarea+map.jpg" width="268" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Study area map of Wilson (1937)</td></tr>
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<![endif]--><span style="font-family: "Trebuchet MS",sans-serif;">In 1937, geologist Eldred Dewey Wilson coined the phrase ‘Mazatzal Revolution’ to describe mountain building along the western edge of the North American craton. While the Mazatzal Revolution occurred in the Proterozoic - more than 1.6 billion years ago - it continues to influence Arizona geology and mineral exploration to this day. <a href="http://repository.azgs.az.gov/uri_gin/azgs/dlio/1726" target="_blank">Wilson’s 1937 Ph.D. research</a> is now available online for the first time. <br /><br />In about 1920, twenty-two-year old Eldred Dewey Wilson joined a handful of geologists - N.H. Darton, Carl Lausen and Olaf P. Jenkins, among them – wrestling with the complex geology of the rugged mountains of southern and central Arizona. Wilson was an assistant geologist at the Arizona Bureau of Mines and working on his M.S. thesis, ‘The Mazatzal Quartzite, a new pre-Cambrian formation of central Arizona’ at the University of Arizona. In 1924 Wilson was promoted to geologist at the Bureau, where he remained, with a short leave of absence to begin his doctoral research in 1931-1932 at Harvard University, until his death in 1965. <br /> </span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Wilson set out in 1930 to address, ‘the chief features of pre-Cambrian regional structure within part of central Arizona’, for his Ph.D. dissertation – ‘‘The Pre-Cambrian Mazatzal Revolution in Central Arizona’. His field area included the Mazatzal Mountains, Pine Creek, eastern Tonto Basin or northern Sierra Ancha, Del Rio, and the southern Black Hills areas, all of which contained extensive outcrops of Proterozoic-age rocks. Wilson concluded from his observations of the field relationships of rocks and structures that the ‘principal features of regional structure originated from a great pre-Cambrian crustal disturbance’, which he called the ‘Mazatzal Revolution’. <br /><br />Wilson’s ‘Mazatzal Revolution’ was an early contribution to deconstructing the processes responsible for the geology of central Arizona. He noted, ‘The subparallel folds, thrust faults, and imbricate, steeply dipping reverse faults clearly resulted from intense northwest-southeastward regional compression. The transverse faults are believed to have been formed, also during the compression, by shearing normal to the trend of the folds.’ <br /><br />Wilson hypothesized, too, that, ‘structural weaknesses inherited from the Mazatzal Revolution may have influenced the localization of many of Arizona's prevailingly northeastward-trending veins and the pattern of the Tertiary Basin and Range faulting.’ The orogenic Mazatzal Revolution continues to impact Arizona geology today. </span><br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSgEKRhw6xHSmW-WDG9PocyPRNSaBGtJiIp6x7CZ0aanF-1o1B8hh9K9-Jkedkz9g8oUSS038IqyGC70MB5AGxaPdHHVhaFKY8rxfy49r9KFWwGFEEit4TYBd9U3GvgPxKfXbHww/s1600/Eldred+Wilson+pic.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSgEKRhw6xHSmW-WDG9PocyPRNSaBGtJiIp6x7CZ0aanF-1o1B8hh9K9-Jkedkz9g8oUSS038IqyGC70MB5AGxaPdHHVhaFKY8rxfy49r9KFWwGFEEit4TYBd9U3GvgPxKfXbHww/s320/Eldred+Wilson+pic.jpg" width="249" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">E.D. Wilson ca. 1960s. </td></tr>
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<span style="font-family: "Trebuchet MS",sans-serif;"></span><br /><span style="font-family: "Trebuchet MS",sans-serif;"><b>Reynolds & Others (2013)</b> on Eldred Dewey Wilson’s contribution to Arizona geology. Wilson published a number of important papers on Arizona geology. According to Reynolds and others (2013), Eldred D. Wilson provided the first geologic map and cogent discussion of the geology and mineral resources of southern Yuma County: “Wilson mapped this hitherto unknown area of southwestern Arizona from 1929-1932. In the process, he discovered a new set of mountains that had been overlooked by previous geologists and explorers. He named this range the Butler Mountains after G. M. Butler, former Director of the Bureau and Dean of the College of Mining and Engineering (Wilson, 1931). Wilson was the first person to describe and map the geology of a large number of mountain ranges in southwestern Arizona. The data from Wilson's 1933 geologic map were incorporated into the 1969 state geologic map.” </span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><br />See James T. Forrester and Richard E. Moore’s ‘Memorial to Eldred Dewey Wilson 1898-1967’ for more about the life and times of Dr. Wilson. </span><br /><span style="font-family: "Trebuchet MS",sans-serif;"></span><br />
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><u>Note</u>: AZGS thanks an anonymous patron who arranged at his/her own expense with Harvard University to scan Wilson’s dissertation and secure copyright permission from Dewey Wilson to re-release Dr. Wilson’s work as CR-17-C. </span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><br /><b>References </b></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><b> </b><br />Forrester, J.T. and Moore, R.E., 1965 Memorial to Eldred Dewey Wilson 1898-1967. Geological Society of America Bulletin, V. 76, p. 187-191. </span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><br />Reynolds, S., Spencer, J.E., Richard, S.M., Pearthree, P.A. 2013, <a href="http://azgeology.azgs.az.gov/article/feature-article/2013/12/geological-exploration-arizona-role-state-and-federal-surveys-and">The Geological Exploration of Arizona</a>: The Role of State and Federal Surveys and the Geologic Map of Arizona, Arizona Geology Magazine, Winter 2013. <br /><br />Wilson, E.D., 1922, <a href="http://arizona.openrepository.com/arizona/handle/10150/311431">The Mazatzal Quartzite, a new pre-Cambrian formation of central Arizona</a>. Univ. of Arizona M.S. thesis, 40 p. <br /><br />Wilson, E.D., 1937, <a href="http://repository.azgs.az.gov/uri_gin/azgs/dlio/1726">The Pre-Cambrian Mazatzal Revolution in Central Arizona</a>. Ph.D. Dissertation, Harvard University, Cambridge, MA, 335 p. </span>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-37970308669443881562017-08-10T10:22:00.001-07:002017-08-10T10:22:40.295-07:00Important San Pedro River Subflow Adjudication Ruling!<span style="font-family: "Trebuchet MS",sans-serif;">By Order dated July 13, 2017, Maricopa County Superior Court Judge Mark H. Brain (presiding judge in the Gila River adjudication) affirmed the most recent effort by the Arizona Dept. of Water Resources (ADWR) to delineate the lateral extent of certain hydrogeologic areas known as subflow zones in the San Pedro River watershed in southeastern Arizona. A well located within a subflow zone is presumed to be pumping subflow, which is water that is hydraulically connected to the surface flow of a perennial or intermittent stream. <br /><br />This ruling stems from technical reports and oral testimony presented before and during a four-day long hearing conducted in Phoenix in August-September 2015. It is the latest chapter in a multi-decadal effort to differentiate between surface-water and groundwater in Arizona. The San Pedro River, the Babocomari River and Aravaipa Creek were test cases for this issue; if courts bless a methodology there, it likely will be applied to other perennial and intermittent streams within much of Arizona where surface water rights are being adjudicated. <br /><br /><b>Adjudicating Subflow – More complicated than anticipated</b>. Since 1988, the Gila River adjudication court has been involved in developing a test to determine whether a well is pumping subflow based on its location and certain hydrogeologic factors. In 2000, the Arizona Supreme Court held that a well located within the saturated floodplain Holocene alluvium (FHA) of a perennial or intermittent stream (known as a subflow zone) is presumed to be pumping subflow rather than groundwater. Since then, water users, lawyers, geologists, hydrologists, and judges have been wrestling with how to delineate the subflow zone for the San Pedro River. In general, the combatants have broken into 2 camps: the surface-water users, who argued for a wide subflow zone to maximize the number of wells that would be subject to the adjudication, and groundwater users, who argued for a narrow subflow zone so that fewer wells would be impacted. ADWR has occupied a difficult neutral position as technical advisor to the adjudication court – imagine barrages of slings and arrows from both sides. Delineating the lateral extent of FHA proved to be much more difficult than was originally envisioned by the Arizona Supreme Court, and has involved numerous reports from ADWR and several evidentiary hearings with multiple parties. <br /><br /><b>A Role for Geology and Geomorphology.</b> The AZGS has provided substantial technical assistance in this process since 2007, when ADWR contracted with us to map the lateral extent of Holocene river alluvium and other geologic units along the river corridors. In 2009, we released geologic strip maps that accurately depict the geologic framework of the entire San Pedro River and its major perennial tributaries, Aravaipa Creek and Babocomari River (<a href="http://repository.azgs.az.gov/uri_gin/azgs/dlio/799">AZGS DM-RM-01</a>). </span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">Surface contacts between Holocene river alluvium and bounding geologic units were the primary data used by ADWR staff to define the lateral extent of FHA in maps released in 2009. After critical comments from technical experts and legal teams, this approach was rejected by the courts in 2012; the reasoning was that surface contacts underestimated the lateral extent of FHA in the subsurface (see schematic diagram below). <br /><br />In response to that ruling, ADWR contracted with us again in 2013. This time, we visited and documented stratigraphic exposures that shed light on the lateral extent of FHA in the subsurface (<a href="http://repository.azgs.az.gov/uri_gin/azgs/dlio/1724" target="_blank">AZGS OFR-15-02</a>). We also developed an overview of the geology and geomorphology of San Pedro Valley, focused on the nature and timing of river and tributary erosion and deposition that has shaped the river valley <a href="http://repository.azgs.az.gov/uri_gin/azgs/dlio/1633">(AZGS Special Paper 10</a>). These geologic investigations provided a conceptual framework for understanding river behavior in the late Pleistocene and Holocene (the past 50,000 years or so), and provided important insights into how FHA is likely distributed in the subsurface of the valley. <br /><br /> <b>The Result.</b> There is unavoidable uncertainty when attempting to estimate the extent of FHA in the subsurface. With our assistance, however, ADWR staff developed a new, more realistic delineation of the extent of FHA that has passed the latest test of thorough judicial review. It is uncertain whether any of the parties will seek review by the Arizona Supreme Court of the Gila River adjudication court’s ruling. <br /><br />Phil Pearthree <br /><br /> <br /></span>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-44451887465785737312017-08-05T10:06:00.001-07:002017-08-07T09:27:38.260-07:00Hypothetical Earthquake Scenarios: A planning tool for civil authorities<!--[if gte mso 9]><xml>
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<tr><td class="tr-caption" style="text-align: center;">USGS hypothetical earthquake scenario map tool. </td></tr>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
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<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
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<![endif]--><span style="font-family: "trebuchet ms" , sans-serif;">The US Geological Survey just released an <a href="http://usgs.maps.arcgis.com/apps/webappviewer/index.html?id=14d2f75c7c4f4619936dac0d14e1e468" target="_blank">online interactive map tool</a> that showcases earthquake event scenarios for select faults in the contiguous U.S. Their objective:</span> <span style="font-family: "trebuchet ms" , sans-serif;">"to convey event locations, rupture areas, and shaking for hypothetical earthquake scenarios</span><span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: white; font-family: "avenir light" , "verdana" , "geneva" , sans-serif; font-size: 12px;">."</span></span><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;">This is a great idea. It provides state, county and local emergency management teams with a much needed tool for planning and informing their communities about the hazards, risks, and likelihood of large magnitude earthquakes. </span><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;">This approach dovetails nicely with FEMA’s efforts to build awareness of the impacts of natural hazards, and more specifically, with the<a href="https://www.shakeout.org/arizona/" target="_blank"> Great ShakeOut</a> program’s efforts to inform people how to behave before, during and after a large magnitude earthquake. </span><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;"><u>Scenarios for select Arizona earthquake faults included in the USGS map tool:</u> </span><br />
<ul>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Algodones Fault – Yuma County | M 6.7 | Depth 9 km </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Big Chino – Little Chino Fault – Yavapai County | M 7.2 | Depth 9 km </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Hurricane Fault (south) – Mohave County | M 7.4 | Depth 9 km </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Toroweap Fault (south) – Coconino County | M 7.5 | Depth undetermined </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Aubrey Fault – Coconino County | M 7.2 to 7.5 | Depth undetermined </span></li>
</ul>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoLXEPfEuRou91XuusYHVNJsRBQcmwCPyVfKB9MWq5si6oFFHK-wuaKma-tZ8t2fciPWCv-jthJqeuHBFTDcjJ0n_l9qvb5-5V7TQ-qckyDol84-bdJQhpx5zObnWvuHsmfAEJ_Q/s1600/BigChino-littlechino.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="312" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoLXEPfEuRou91XuusYHVNJsRBQcmwCPyVfKB9MWq5si6oFFHK-wuaKma-tZ8t2fciPWCv-jthJqeuHBFTDcjJ0n_l9qvb5-5V7TQ-qckyDol84-bdJQhpx5zObnWvuHsmfAEJ_Q/s320/BigChino-littlechino.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">USGS earthquake scenario for Big Chino-Little Chino fault. </td></tr>
</tbody></table>
<br />
<span style="font-family: "trebuchet ms" , sans-serif;">Large earthquakes are inevitable and the Western U.S., including Arizona, is particularly prone to damaging seismic events. Each year, AZGS’s broadband seismic network records ~ 100 earthquakes in Arizona and along its border regions with California, Nevada, Utah, New Mexico, Colorado, and Mexico. Most of these events are unfelt. <br /><br /><b>Putting geoscience to work for Arizona</b>. AZGS’ seismic and IT teams are fleshing out the existing statewide broadband seismic network, deploying new seismometers in northern Arizona, deploying an automated alert system. Once the seismic equipment upgrade is complete, we should have the capability to detecting all M2.5+ earthquakes in Arizona and environs. <br /> </span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">AZGS staff works closely with FEMA’s National Earthquake Hazard Reduction Program (NEHRP) and the Arizona Dept. of Emergency Management & Military Affairs to share information with the Arizona public, government, private enterprise and NGOs on how to protect themselves, their property, and assets from the impact of damaging earthquakes. <br /> </span><br />
<span style="font-family: "trebuchet ms" , sans-serif;">To get involved in earthquake preparedness, register and participate in the <a href="https://www.shakeout.org/arizona/" target="_blank">2017 Great Arizona ShakeOut </a>scheduled for 19 Oct. 2017 at 10:19 a.m. </span><br />
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Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-56612763404788812402017-07-27T07:22:00.000-07:002017-07-27T10:07:31.145-07:00That sinking feeling: State-of-art technology at work on Arizona subsidence finds you’re not imagining it<!--[if gte mso 9]><xml>
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by Arizona Water Resources has found more than 3,400 square miles of land
subsidence in the state</span></b></span><span style="color: #212121; font-family: "segoe ui" , sans-serif; font-size: 11.5pt;"></span></div>
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" 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" /></a>Arizona is sinking. Well, not all of Arizona, just certain groundwater basins in south-central and southern Arizona. Subsidence is a nation-wide and world-wide problem; subsidence as great as 19 feet has occurred since the 1950s in the areas near Luke Air Force Base and the Town of Eloy. <br /><br />Land subsidence is the result of decades of excessive groundwater withdrawal that exceeds natural recharge, resulting in declining groundwater levels. As the groundwater declines, the pore spaces within the aquifer that were once supported by water pressure start to collapse, resulting in subsidence of the ground surface. <br /><br />In Arizona, land subsidence has produced 167 miles of mapped earth fissures, according to data provided by the Arizona Geological Survey (AZGS). Fissures frequently damage infrastructure: roads, canals, pipelines, railways, buildings, and highways. Land subsidence also has changed the natural drainage slopes, causing areas to flood that hadn’t flooded in the past. It has reversed flood control canals, changed aquifer properties, and led to the permanent loss of groundwater storage due to compaction. ADWR has detected more than 3,400 square miles of land subsidence (see: subsidence areas in salmon, above).</span><br />
<img alt="" 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<i><span style="font-size: x-small;"> Image Source: Geoscience Australia</span></i><br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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</xml><![endif]--><!--[if gte mso 10]>
<style>
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table.MsoNormalTable
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mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
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mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:8.0pt;
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<![endif]--><span style="font-family: "trebuchet ms" , sans-serif;"><u>Interferometric Synthetic Aperture Radar</u> (InSAR) techniques, using satellite-based SAR platform data, are used to produce land-surface deformation (subsidence and uplift) products with centimeter-scale vertical resolution. Changes in land elevation are detected through the change in phase of the radar signal. InSAR is used to detect surface displacement over otherwise undisturbed open land and deformation along active faults, on volcanoes, landslides, sinkholes, and other geologic features and hazards. <br /><br />Besides monitoring land subsidence, InSAR data from ADWR has the following applications: </span><br />
<ul>
<li><span style="font-family: "trebuchet ms" , sans-serif;">monitor seasonal deformation (uplift and subsidence); </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">track natural and artificial aquifer recharge events; </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">serve as a tool for geological mapping and investigations; </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">locate earth fissures; </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">identify areas where conditions may exist for future earth fissure formation; </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">provide dam mitigation; </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">monitor floodplains that have been altered due to land subsidence </span></li>
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<span style="font-family: "trebuchet ms" , sans-serif;"> <u>InSAR Drives Groundwater Management.</u> InSAR data have yielded some very interesting results in groundwater basins around the State. Land subsidence rates within the Phoenix and Tucson Active Management Areas (AMAs) have decreased between 25% and 90% compared to the 1990s. This is a result of decreased groundwater pumping, increased groundwater recharge, and recovering groundwater levels in the two AMAs.</span><br />
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<![endif]--><span style="font-family: "trebuchet ms" , sans-serif;">Land subsidence in groundwater basins outside established AMAs that lack access to renewable surface water supplies have seen subsidence rates increase anywhere from two to five times when compared to the 1990s InSAR data. This includes the Ranegras Plain and Willcox groundwater basins, Douglas Irrigation Non-Expansion Area, and the San Simon Valley groundwater sub-basin. Land subsidence as high as 16 cm/year (6.3 inches) is being measured in the Willcox groundwater basin.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif;"><br /><u>ADWR’s partners in subsidence monitoring</u> include: Flood Control District of Maricopa County; Pinal County Flood Control District; Metropolitan Domestic Water Improvement District; Central Arizona Project; Arizona Department of Transportation; Arizona State Land Department; Arizona Geological Survey; Community Water Company of Green Valley; City of Scottsdale; Cochise County; Salt River Project; Petrified Forest National Park; City of Mesa; the City of Phoenix; and the City of Glendale. <br /><br />ADWR currently collects InSAR data over more than 50,000 square miles across Arizona and InSAR data are collected throughout the year to monitor seasonal deformation. ADWR’s extensive library of over 1,500 SAR scenes - used to process InSAR data - covers an area greater than 150,000 square miles at a cost of more than $1.5 million, predominantly purchased through grants and cooperators. ADWR’s statewide InSAR dataset for active land subsidence areas spans time periods from 1992 to 2000, 2004 to 2010, 2006 to 2011, and 2010 to the present depending on the satellite used. ADWR now identifies more than 26 individual land subsidence features in Arizona, collectively covering more than 3,400 square miles. <br /><br />ADWR provides land subsidence maps for download from ADWR’s website. As of July 2017, 404 land subsidence maps are available for download and are used daily by geologists, hydrologists, engineers, planners, surveyors, floodplain managers, GIS analysts, water resources managers, and other interested parties. The maps can be accessed at this link: <a href="http://www.azwater.gov/AzDWR/Hydrology/Geophysics/LandSubsidenceInArizona.htm">http://www.azwater.gov/AzDWR/Hydrology/Geophysics/LandSubsidenceInArizona.htm</a></span><br />
<br />
<span style="font-family: "trebuchet ms" , sans-serif;"><b>Guest Blog Post</b><span style="font-size: small;"> by Brian Conway</span></span>, Hydrologist/Geophysics-Surveying Unit Supervisor<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">, Arizona Dept. of Water Resources, Phoenix, Arizona </span>Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-40287189409410163922017-07-13T13:16:00.000-07:002017-07-13T14:54:14.449-07:00Out of the wildfire and into the flood - Arizona Summer 2017<!--[if gte mso 9]><xml>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLH2YSNZ0WpDTPxed4hiTJpUogdtMMjL5J80UTgQZfc9wWNGwjl1J3YkA7CIYFT9ddNIob64tSBgMI3Dij0U6x2-UQpFCofhZs_15TiXJLPd6TxSSTq721-tDX3FZ6kemF-EWXsA/s1600/Dragoon-lizard+fire2017-3.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLH2YSNZ0WpDTPxed4hiTJpUogdtMMjL5J80UTgQZfc9wWNGwjl1J3YkA7CIYFT9ddNIob64tSBgMI3Dij0U6x2-UQpFCofhZs_15TiXJLPd6TxSSTq721-tDX3FZ6kemF-EWXsA/s320/Dragoon-lizard+fire2017-3.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Dragoon Mtns of southeastern Arizona, June 2017</td></tr>
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After several quiet years, Arizona has had a very active
wildfire season. Halfway through 2017, just over 352,000 acres have been burned
in Arizona by wildfires of >100 acres in size (Inciweb for Arizona: <a href="https://inciweb.nwcg.gov/state/3/">https://inciweb.nwcg.gov/state/3/</a>).
This was the worst fire season since the record burns of 2011, and is almost 4
times as many acres burned than in 2013 (Table <span style="mso-no-proof: yes;">1</span>;
Southwest Coordination Center: <a href="https://gacc.nifc.gov/swcc">https://gacc.nifc.gov/swcc</a>,
accessed July 12, 2017). While the worst part of the fire season is likely
behind us, based on recent years we can expect to see more wildfires in the
fall. Most of the 2017 burned acreage has been on land managed by the U.S.
Forest Service (USFS), followed by Arizona State lands (AZFD), Bureau of Indian
Affairs (BIA), and Bureau of Land Management (BLM) (Figure <span style="mso-no-proof: yes;">1</span>). </div>
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<br /></div>
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As the monsoon season ramps up, it is time to be cognizant
of potential post-fire flooding and debris flows. Both floods and debris flows
pose significant hazards to human health, property and infrastructure, and both
carry a significant amount of sediment, woody material and rocks. Debris flows
can be more dangerous, however, as they resemble slurries of dense, fast-moving
concrete that carry more sediment and woody debris and larger caliber rocks
(maybe up to basketball sized rocks in floods and car or truck sized boulders
in debris flows). </div>
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<tr><td style="text-align: center;"><a 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<tr><td class="tr-caption" style="text-align: center;">Proportion of land burn by wildfires in the first half of 2017.</td></tr>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
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<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
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Yearly total</div>
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Total acres burned by wildfires >100
ac</div>
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2012</div>
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163,120</div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.25pt;" valign="top" width="102"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
2013</div>
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<span style="mso-spacerun: yes;">
</span>95,105</div>
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<tr style="mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.25pt;" valign="top" width="102"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
2014</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.5in;" valign="top" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
207,209</div>
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<tr style="mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.25pt;" valign="top" width="102"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
2015</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.5in;" valign="top" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
141,413</div>
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<tr style="mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.25pt;" valign="top" width="102"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
2016</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.5in;" valign="top" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
293,674</div>
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<tr style="mso-yfti-irow: 6; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 76.25pt;" valign="top" width="102"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
July 12, 2017</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.5in;" valign="top" width="144"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
352,101</div>
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Wildfires significantly impact watershed hydrology, causing
much more runoff to occur and frequently triggering post-fire floods and debris
flows. In the absence of wildfire, unburned vegetation intercepts raindrops,
mitigating the impacts of high-velocity drops on soils. Depending on the burn
severity of the wildfire, interception of rainfall by plants can be severely reduced
or completely eliminated. At the same time, infiltration of water into the soil
is impeded by the presence of ash and fire-related changes to soils (e.g. hyper-dry
soils, hydrophobicity, and the destruction of organic matter). These changes result
in increased runoff volumes and velocities such that smaller, short-lived monsoon
storms can generate tremendous runoff, flooding, and debris flows, and do a
huge amount of geomorphic work (i.e. erosion and transportation of sediment) in
a very short period of time. </div>
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<br /></div>
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Over the past several years, AZGS has worked with US
Geological Survey researchers to assess geomorphic responses (no
response/flood/debris flow) of burned basins to rainfall events. The objective;
to better understand what intensity level of rainfall triggers post-fire debris
flows. These data can inform the National Weather Service decision-making in
issuing formal warnings.</div>
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<br /></div>
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This summer I worked with Dr. Luke McGuire (UA Geosciences) to
instrument five, small (~< 1 sq. mile) burned watersheds on the Pinal Fire
near Globe to monitor the timing of post-fire debris flows in relation to
rainfall. Without information regarding the timing of flow, the assumption is that
the triggering rainfall intensity is the peak intensity. A more likely scenario,
however, is that post-fire debris flows are triggered before peak rainfall
intensity. Data from Dr. McGuire’s study will help us refine those triggering
rainfall intensity thresholds. </div>
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<br /></div>
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If you live downslope from federal lands burned by wildfires,
contact your county emergency management office to find out if you are in
danger from potential post-fire floods or debris flows. This information will
have been determined by the U.S. Forest Service’s Burned Area Emergency
Response (BAER) team <span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">(<a href="https://gacc.nifc.gov/swcc/information/learn_more/baer.htm">https://gacc.nifc.gov/swcc/information/learn_more/baer.htm</a>). </span> If you are in an area of concern, contact your local
National Resource Conservation Service agent to find out what mitigation
measures, if any, are appropriate for your property. You should also consider
buying flood insurance immediately; if you are below a burned area on federal
lands, there is no waiting period for flood insurance to take effect.</div>
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<span style="mso-spacerun: yes;"> </span>Remember to stay
safe, and don’t enter flowing washes or drive around barricades. </div>
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<br /></div>
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Post by Ann Youberg </div>
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Wildfire in the Dragoon Mountains photograph by Charles Ferguson </div>
<br />
<br />
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Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-69510361218112615692017-07-06T06:26:00.000-07:002017-07-07T10:16:01.984-07:00BLM invites comments on ‘pozzolan’ mine in Skull Valley, central Arizona<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKOp5HJrijGR8EDf0V3Tc-MB3XeYnCYUn7n19JxukBYV-BuL-w6dppJc1RG2uuJmfIuXVoxtDdzc2m5aD9WG2HjCNFmzXvynlqHEy6zym1upLBR-DOWl1zpfGd_ksoiZ7tify6Tw/s1600/IMG_0013.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKOp5HJrijGR8EDf0V3Tc-MB3XeYnCYUn7n19JxukBYV-BuL-w6dppJc1RG2uuJmfIuXVoxtDdzc2m5aD9WG2HjCNFmzXvynlqHEy6zym1upLBR-DOWl1zpfGd_ksoiZ7tify6Tw/s320/IMG_0013.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kirkland, AZ, pozzolan quarry (Courtesy Al Burch)</td></tr>
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</div>
<br />
<div style="margin-left: -4.5pt;">
<span style="font-family: "trebuchet ms" , sans-serif;">The Bureau
of Land Management’s (BLM) Hassayampa Field Office recently received a <i style="mso-bidi-font-style: normal;">Draft Mining and Reclamation Plan of
Operations</i> from Kirkland Mining Company for developing a high quality
pozzolan<b style="mso-bidi-font-weight: normal;">*</b> mine on approximately 76
acres of public lands and for constructing support facilities on four acres of
private land owned by Kirkland within an approximately 160 acre project area.
The project area is located north of Kirkland, in Yavapai County,
Arizona. </span></div>
<div style="margin-left: -4.5pt;">
<br /></div>
<span style="font-family: "trebuchet ms" , sans-serif;">
</span><br />
<div style="margin-left: -4.5pt;">
<span style="font-family: "trebuchet ms" , sans-serif;">BLM has scheduled
a public open house-style meeting on 11 July, from 6 p.m. to 8 p.m. at the
Skull Valley Community Center, 3150 Old Skull Valley Rd., in Skull Valley to
hear comments on the <i style="mso-bidi-font-style: normal;">Draft Mining and
Reclamation Plan</i>. The open house kicks off at 6:15 p.m. with a presentation
by BLM staff. Staff from the BLM, Kirkland, and consultants will be
available with maps of the proposed facilities for review. </span></div>
<div style="margin-left: -4.5pt;">
<br /></div>
<span style="font-family: "trebuchet ms" , sans-serif;">
</span><br />
<div style="margin-left: -4.5pt;">
<span style="font-family: "trebuchet ms" , sans-serif;">In the
meantime, BLM has opened a 30-day public scoping period from 26 June until 25
July 2017. <span style="mso-spacerun: yes;"> </span>“Stakeholders are encouraged
to submit their comments for the record through the BLM online land use
planning tool, ePlanning, at the following Internet address: <a href="http://bit.ly/2rRYTII">http://bit.ly/2rRYTII</a>.“ </span></div>
<div style="margin-left: -4.5pt;">
<br /></div>
<span style="font-family: "trebuchet ms" , sans-serif;">
</span><br />
<div style="margin-left: -4.5pt;">
<span style="font-family: "trebuchet ms" , sans-serif;">BLM
recommends that those attending the open house review the information on-line
and identify relevant issues and the means to minimize their potential effects.</span></div>
<div style="margin-left: -4.5pt;">
<br /></div>
<span style="font-family: "trebuchet ms" , sans-serif;">
</span><br />
<div style="margin-left: -4.5pt;">
<span style="font-family: "trebuchet ms" , sans-serif;">You can
address written comments to Geologist Shelby Cave at the Hassayampa Field
Office, 21605 N. 7th Ave., Phoenix, Arizona 85027, faxed to (623) 580-5580, or
emailed to <a href="mailto:KIRKMPO@blm.gov">KIRKMPO@blm.gov</a>.”</span></div>
<div style="margin-left: -4.5pt;">
<br /></div>
<div style="margin-left: -4.5pt;">
<span style="font-family: "trebuchet ms" , sans-serif;"> <i style="mso-bidi-font-style: normal;">*Pozzolan is a geologic material – a volcanic
tuff or ash – that when admixed with water, lime, sand and gravel makes a
superior and long-lived concrete. Pozzolan is named for the town of Pozzuoli in
Italy. Two thousand years ago, the Romans mined pozzolan near Pozzuoli to enhance
concrete of new buildings and pillars. </i></span></div>
<div style="margin-left: -4.5pt;">
<br /></div>
<span style="font-family: "trebuchet ms" , sans-serif;">
</span><br />
<div style="margin-left: -4.5pt;">
<span style="font-family: "trebuchet ms" , sans-serif;"><b style="mso-bidi-font-weight: normal;">Background on the Kirkland Property</b> (Source BLM) ‘Kirkland began mineral
exploration in the area in 2016. The company now proposes to develop the
pozzolan deposit on its unpatented 160-acre Capital association placer mining
claim in Section 28, Township 13 North, Range 4 west, Gila and Salt River Meridian,
Yavapai County, Arizona (east of Iron Springs Road, south of Skull Valley and
one mile north of Kirkland, Arizona). The variety of pozzolan in the area is
valued as a cost-effective replacement for a portion of Portland cement and for
formulating concrete.’</span></div>
<div style="margin-left: -4.5pt;">
<br /></div>
<span style="font-family: "trebuchet ms" , sans-serif;">
</span><br />
<div style="margin-left: -4.5pt;">
<span style="font-family: "trebuchet ms" , sans-serif;">‘In order
for the BLM to process the Mining and Reclamation Plan of Operations, the BLM
will need to complete an environmental assessment (EA). The upcoming EA
will consider public comments received during this scoping period in the
analysis of the direct, indirect and cumulative effects from the mine.’</span></div>
<div style="margin-left: -4.5pt;">
<br /></div>
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Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
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Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com2tag:blogger.com,1999:blog-30940686.post-21268109703319328802017-07-02T15:11:00.002-07:002017-07-02T15:11:41.362-07:00Global Tectonics and Marine Animal Diversity<!--[if gte mso 9]><xml>
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><strong><span><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span>Arizona Geological Society</span></span></span></span><span><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><strong><span> - 11 July 2017. </span></strong></span></span></span></strong><span><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span>The Society's</span></span></span></span><strong><span><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><strong><span> </span></strong></span></span></span></strong><span><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span></span></span>July's dinner meeting hosts speaker Dr. Andrew Zaffos, Arizona Geological Survey (AZGS), discussing the role of global tectonics on marine animal diversity.</span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span>Andrew joined AZGS in June 2017 to replace Steve Richard (retired Dec. 2016) as the director of our geoinformatics group. From the Arizona Geological Society's note on Andrew.</span> 'He is currently part of several geoinformatics initiatives - the <a href="https://macrostrat.org/">Macrostrat Database</a>, <a href="https://paleobiodb.org/">Paleobiology Database</a>, the <a href="https://rockd.org/">Rockd</a> and <a href="http://fc.umn.edu/">Flyover
Country</a> social media applications, and the <a href="http://deepdive.stanford.edu/">GeoDeepDive</a> Library of
machine-readable scientific documents - which are all working to increase the
accessibility of geoscience data for the scientific community and general
public.'</span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">The talk is scheduled for 11 July, from 8:00 to 9:00 p.m. at the<span> Sheraton Hotel, 5151 E Grant Rd. (& Rosemont),
Tucson. Social hour begins at 6:00 p.m. and is followed by dinner at 7:00 p.m. There is no fee for the presentation. The dinner meal, however, requires RSVP and the cost is $30 members, $33 non-members. You can register <b><a href="http://www.arizonageologicalsoc.org/event-2536342" target="_blank">online</a></b>. </span> </span></span><br />
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<b><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"> Andrew Zaffos<span>, Arizona Geological Survey</span></span></span></b><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"> </span></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhseMx72kKynvYViTotgsvZY4J1gpkt-LvZKd4ga6Z5AlRdnrhHgf2FNCkAk5CufOQhRtvN8LpadszlH1bvUoBIQI4pNb0DaadxbtRF8kQ8E1kPaVDXc4st58H1rTsVeOVPcyTIfQ/s1600/zaffos-illustration.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhseMx72kKynvYViTotgsvZY4J1gpkt-LvZKd4ga6Z5AlRdnrhHgf2FNCkAk5CufOQhRtvN8LpadszlH1bvUoBIQI4pNb0DaadxbtRF8kQ8E1kPaVDXc4st58H1rTsVeOVPcyTIfQ/s320/zaffos-illustration.jpg" width="320" /></a><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><u><b>Abstract</b></u>: James Valentine proposed two seminal
paleobiological hypotheses in 1970. First, he argued that global biodiversity,
the total number of unique species, increases when continents are farther apart
and decreases when continents move closer together. Second, in a separate
paper, he proposed that global biodiversity began to exponentially increase
during the Middle Mesozoic (~200 Ma). Putting those two ideas together, he
further surmised that the breakup of the supercontinent Pangaea was at least
partly responsible for this explosive growth. His first proposition was widely
accepted by the scientific community because it made intuitive sense, but it
was untestable with the data available at the time. In contrast, his second
proposition, exponential growth, was and continues to be heavily debated
despite a wealth of data. Our study was the first to quantitatively test the
first proposition. In a modification of the original hypothesis, we found that
while the separation of continents promotes increasing marine biodiversity, the
collision of continents does not cause biodiversity to fall. Instead,
continental collision causes diversity to plateau. This implies that Valentine
was partially correct in arguing for exponential growth of diversity over time,
but only when continents are fragmenting. Because we are currently entering a
new period of continental collision, we should see long-term stabilization of
global marine biodiversity. Furthermore, if we lose many species to extinction
in the near future, the global ecosystem is unlikely to recover to current
levels of diversity until the next period of net continental separation.</span></span><br />
Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0tag:blogger.com,1999:blog-30940686.post-22805408273957598242017-06-30T19:40:00.000-07:002017-06-30T19:40:33.833-07:00Following a trail of galena and cerussite mineral flakes to track Zuni and Pueblo potters from AD 1275 - AD 1670 <!--[if gte mso 9]><xml>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizh-SW1Uv_ZkGG_N9yRZL9F_TdtFcJmx4ixxDn0pNpEQt2RDPxiV4n3JpIUj2gWP_CC6Hee-pJE6gAVUywDtEPf6LBP8UOxQkQsJ8tHUR2r0G1C8IhPbGZCXKQk2YtZOo4uqN_iA/s1600/Rumsey+map+library.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="261" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizh-SW1Uv_ZkGG_N9yRZL9F_TdtFcJmx4ixxDn0pNpEQt2RDPxiV4n3JpIUj2gWP_CC6Hee-pJE6gAVUywDtEPf6LBP8UOxQkQsJ8tHUR2r0G1C8IhPbGZCXKQk2YtZOo4uqN_iA/s320/Rumsey+map+library.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Southwestern North America (D. Rumsey Collection)</td></tr>
</tbody></table>
<br />
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<div class="MsoNormal">
<span style="font-family: "Trebuchet MS",sans-serif;">“<i style="mso-bidi-font-style: normal;"><span style="color: #212121; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">I am an archaeologist who uses
lead isotope analysis to source the ores used to make glaze paints on pre-contact
and early historic Pueblo glaze painted pottery</span></i><span style="color: #212121; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">.”, was the introductory sentence
of an e-mail received by Brad Johnson, Arizona Geological Survey (AZGS) <span style="mso-spacerun: yes;"> </span>research scientist, on 15 April (tax day) 2017. </span></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #212121; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Archaeologist
Judith Habicht Mauche, University of California at Santa Cruz, expressed her
interest in expanding her research on lead-glazed paints and pigments of the
Zuni and Pueblo potters of New Mexico to the upper Little Colorado River of
north-central Arizona. In e-mailing Brad, she hoped that AZGS could supply a
suite of lead-rich minerals from Arizona’s metallic mineral districts sampling.<span style="mso-spacerun: yes;"> </span></span></span></div>
<span style="font-family: "Trebuchet MS",sans-serif;">
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<span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #212121; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">She came to the
right place. For the past year, AZGS staff curated the assets of the Arizona
Mining, Mineral and Natural Resources Museum (MMNRE). Including more than
21,000 mineral specimens from the collection of the former Arizona Mining
and Mineral Museum; ~ 35% of those minerals (~ 8,000 specimens) originated in
Arizona’s metallic mineral districts (</span><a href="http://repository.azgs.az.gov/uri_gin/azgs/dlio/1711">Carter and Conway</a>,
2017)<span style="color: #212121; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">. </span></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #212121; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Dr. Habicht
Mauche’s primary interest was in common lead ore minerals galena (PbS) and
cerussite (PbCO<sub>3</sub>).<span style="mso-spacerun: yes;"> </span>Mineral curator
Catie Carter scavenged nearly 50 specimens for Dr. Habicht Mauche to sample.
Sampling involves scraping the face of the mineral with a small carving knife
with a disposable blade, changed out after each mineral to avoid contamination.
A minute shower of mineral flakes is captured on paper, which is then folded
and placed in a sealed and numbered plastic envelope for later lead isotope
analysis. (Museum quality galena and cerussite were not provided in the sample
set.) </span></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">From about AD 1275 to the 1700s, indigenous people of the
Southwest included lead flakes in glaze and paint pigments. The practice ended
about AD 1680, at the time of the Pueblo Revolt when the Pueblo Indians drove
the Spanish from New Mexico (then the <span class="st">province of Santa Fe de
Nuevo México)</span>.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">As Juliet explains in the accompanying video, <a href="https://youtu.be/-m4Tewbk_y8">‘Getting the lead out! Using Pb isotopes to
track Native American lead glaze technology</a>’, <span class="st">lead glazing
and pigment technology originated in the upper Little Colorado River before
migrating east and south into the Rio Grande valley of southern New Mexico. <span style="mso-spacerun: yes;"> </span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHsz658xHCUN4sKoLM0xfZgFdQE8H0ZeBghyphenhyphenWPZ4QlbNahYpnTNbQx_2Avkg7ayBwedoxvrIS-okJBY4X4ew57iaMtCWL7V4TLcwx2N4ZcDuUdSLixxk9mkSEmvtQlCo0Z-B0MKQ/s1600/judity-title.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHsz658xHCUN4sKoLM0xfZgFdQE8H0ZeBghyphenhyphenWPZ4QlbNahYpnTNbQx_2Avkg7ayBwedoxvrIS-okJBY4X4ew57iaMtCWL7V4TLcwx2N4ZcDuUdSLixxk9mkSEmvtQlCo0Z-B0MKQ/s320/judity-title.jpg" width="320" /></a></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">The lead isotope fingerprint of individual galena and
cerussite ore deposits is unique. So matching isotopes from the mineral source with
lead isotopic signatures of the paints or pigments pinpoints the source area. According
to <span style="color: #212121; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Dr. Habicht Mauche,</span> by
examining the concentration <span class="st">of lead, copper and manganese, ‘<i style="mso-bidi-font-style: normal;">we can see specific paint recipes and we can
see how those specific paint recipes moved from one area to another</i>.’ The
working hypothesis: paint recipes were specific to particular groups of people.
Fingerprinting the source of the lead provides archaeologist with a tool for
tracking technology transfer across the SW U.S. Thereby shedding </span>light
on migration or trade patterns of the Zuni and Pueblo people of the Southwest. <span class="st"></span></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">Carter, C.S. and Conway, F.M., 2017, <a href="http://repository.azgs.az.gov/uri_gin/azgs/dlio/1711">Mineral, Mining
Artifacts, and Physical Assets of the former Arizona Mining and Mineral Museum</a>.
Arizona Geological Survey Open-File Report OFR-17-02 v 1.1, 24 p.</span><span style="color: black; mso-ascii-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"></span></div>
Lee Allisonhttp://www.blogger.com/profile/11520300956249160005noreply@blogger.com0