Upload File

new mexico bureau of geology and mineral resources … · 2016-12-05 · hed 4 hl hl qac py hedl4 d...

  • Home
  • Documents
  • NEW MEXICO BUREAU OF GEOLOGY AND MINERAL RESOURCES … · 2016-12-05 · hed 4 hl hl Qac Py hedl4 d Qa s Q es Qas sQa he l4 Q d Qd h e dl4 Ptd Ps d e Psg Ps Qas Q Qd a af Qes Ptd
1
Red Lake Spring Lake Artesia Illinois Camp Lake Mcmillan North Angel Draw Lake Mcmillan South Seven Rivers Dayton V V LsCg QCg QCg 23121 29443 25465 29444 24918 25467 24007 25665 00923 31122 00924 22492 #1 Kaiser Fee 22068 00928 24137 00970 00968 26432 22899 21834 00930 25750 27034 26116 21487 21448 21449 C C C C 3 13 2 1 2 21 20 11 1 2 3 27 8 12 14 3 7 9 5 3 Turtle Cave C C C C hl hedl4 Qac hedl4 Py hl hedl4 Ps Qas Qas Qes Qd Qas Qd Qd hedl4 Ps hedl4 Ptd Qd Qes Psg hl Ps Qas Qes Qd hedl4 Qa daf Qes Ptd Qas Qas Ps Psg Qes Qas Qas daf Qas hedl4 hedl4 Py hedl4 hedl4 Ps Qd Qes hedl4 Qas Ps Qes Qas Ptd hl Ptd Py Ps Qas hedl4 Psg Psd Ptd Qd Psd Qd hedl4 hedl4 Qas Qas hedl4 hedl4 Ptd hedl4 Ptd hedl4 Qas hedc3 Qas hedc4 Qd Qd hl Qes Qd Qas Qes Psd hsdl1 Ptd Ps Qd hedl3 Psd Qlt1 daf Ptd daf Ptd hedl3 Psd Psd Qd hedl4 Psg Qas Psd hedl4 Ptd hedl4 hedl4 daf hsdl1 Psg hsdl1 Ptd Qot2 hedl4 Qas hedl3 hedl3 hedl4 Ptd Psg Qd hedl4 Psg Ptd Qasr Psd Qes Ptd hsdl1 Psg Qes hedl3 hedl4 Qes Qlt3 hsdl2 hsdl1 hedl3 hedl4 Ptd Ps Qac Psg Qes hedl4 Ps Qes Qes hedl4 Ps hedl3 Qas hedc4 Qas Ps hedl4 Ptd Ptd Qac Qas Qes Ptd hsc hedl4 Qes Qasr Psg hedl4 Qot2 Ps Qlt3 Ptd daf Qas Ps Qd Qac Qas Ps Ps Qlt2 Qlt2 Psd Qes Qot2 Qes Qac Qaf Qes Qes Qes Ps hedc4 hedl4 Qes hed4 hedl3 Qlt2 Qlt3 hwd3 hedl3 hwd3 Qas Qas Qes Qd hwd3 Qas Ps Qes Qasr Qlt3 Ptd hedl3 Ps Qac daf Qas Qd Ps Ps Qot2 hedl3 hedl3 Qd daf Ps hedc3 Psd Qasr Qlt1 hedl3 Qas Qd Qac daf Qd Ps hedl3 hl Qac Qlt1 Qd Ps Qas Qd Qes Qasr Qes hwd3 Qd Qes Qot2 Qd Ptd Qd Qes Qac Qot2 hwd3 Ps Qac hl Qlt1 hedl3 hedl3 Qac daf hedl3 Ps Qas Qas Qd Qes Qes Ptd Qd hwd3 Qd Ps daf hwd3 Py Qlt1 hedl3 Qd hed4 hwd3 Ps Qd Qes hed3 hed4 Qes daf Qasr hedl3 Qes hwd3 hwd3 Qas Qd Qes Qes hwd3 Qd hwd3 Qas Qes Ptd Qes hedl3 hwd3 hwd3 Ptd hwd3 Ps Qlt1 Qes Qd Qd hwd3 daf Psd Qd Qd Qas hedc3 Qd Qd hwd3 hed3 hedl2 Qes Qlt1 Qes Psd Qac Qa hwd3 Qot2 hwd3 Qlt1 Qd Qd Ps Qd hwd3 hl hwd3 hedl2 hwd2 hedl3 hwd2 Qes hwd3 hwd3 hwd3 hedl2 hwd2 hedl2 hwd2 hedl2 hed3 Qes Ps Qes hedl2 hwd2 daf hedl2 hwd2 Qes Psg hwd2 hed3 hwd2 hwd3 hedc2 hl Qac Psd Qa Qd hedl2 hedl2 Qes hwd2 hwd3 hwd2 Qac hedl2 Qlt1 Qes Qes hedl3 Qes daf hwd2 Qes hwd2 Qot2 Qlt2 hwd2 Qes daf Qas hwd2 Qaf Qes Py Qd Qac hwd2 Qes hwd2 daf Psd hedl2 Qes Psg hedl2 Qes hed3 Psd Qd Qa hedc2 Qbs hedl2 hwd2 Qd hedl2 hsdl Py Qlt1 Qd Qes Qd hsdl Qes Qes Ptd hwd2 Qes Qes daf Qas Ptd Py Py Qd Qes Qot2 Qd Qd Qd Qd Qot2 hwd2 Ptd Qlt2 Ps Qd Qes Qlt2 Qd Qd Ptd hwd2 Qd Qot2 Qes hwd2 hwd2 Qes hwd2 Qd Qas daf hedl2 hwd2 Ptd Qd Qes Qlt1 hwd2 hwd1 hsdl Qlt2 Qes Qas hedl2 hedl2 Qd Qd Qd hedc2 Qd hsdl Qas Qas Py hwd2 hedl2 Qas Qa Qa hwd2 Qasr Qes hed2 Qas Qas Qd Py hwd2 Qd hwdc1 hedl2 hedc2 Qd hwd2 Qes hwd2 hedl2 Qd hsdl Qas Qd hwd2 Psg Psd Qd Ptd Py Qd Qes Py Py Qes Py hwd2 Qbs Ptd Qas Qac Qes Qd Py hedl2 hsdl hedl2 hwd2 Qas hsdl hed2 QTot1 Psg Qes Qes hed2 Qac Qes hwdc1 hedl2 hed2 Qd daf Qd Qlt1 hsdl Qlt3 Qes hwd2 hsdl Qot2 hwd2 Qac Qas hed1 hsdl Qlt2 hwd2 hwdc1 hedl2 Qaf daf Qd hed1 hwd2 Qasr hsdl daf Qd Qd Qac hsdl Qasr Qd hsdl hedl1 hwd2 hwd2 Qd Qd Qas Psd hwd1 Qlt3 hed1 hwd1 Qd hedc2 hedl1 Qd hwd2 Qac Qed Qed hsdl Qes hed1 Qas hl Qas hedl1 daf hedl2 Qlt3 Qas Qd Ptd hwd2 Qbs hwd1 hwd1 Ptd Qed Qed Qed Qlt3 Qas Qd Qas Qed hedl1 Qed hed1 hedl1 Hmp2 hedc2 hwd1 Qas Qlt1 Qd Qed Qlt1 Ptd Qlt3 Qd Qd hwd1 Qas Qd daf Qlt1 Qd hedl1 Qed Hmp1 hwd1 Ptd daf Qed hwd1 Qlt1 Qas Qas Py Qac Qed QTot1 Qed Qed hed1 Hpc1 Qas hwd1 Qd Qd Qlt1 hedc1 Qd hwd1 Qot2 Py hed1 Qasr Qot2 hedl1 Hpc2 Qed hed1 hedl1 Qd Qot2 Qas hwd1 Qed Ptd Qlt3 hedc1 hed1 Qas Qd hedc1 Qd Qot2 Qed QTot1 Qed Qas Py Ptd Qed Qd hwd1 Qd Qd Ptd hwd1 Qd Qd Py Qed Qas Qd hedl1 Ptd hed1 daf Qd hedl1 hwd1 Qac QTot1 Qac hedc1 daf Qot2 Qd Qd Qed Hmp3 Qaf Ptd Qot2 Hmp1 Qd Qed Qed hwd1 Qac Qed Qot2 Qed Qlt2 Psg Qd Qd Qlt2 Qas Hmp1 Hpc1 Qlt1 Qas Qlt3 hed1 Qd Qed hwd1 hwd1 Ptd QTot1 Qed Qas Ptd Qd Ptd QTot1 Qlt1 Qd Qd Hpc2 Qot2 QTot1 Qd Qd Qd Qed Ptd Ptd daf Qd Qd hed1 Qd hed1 Qlt1 Qas Qas Qes Psg Qd Qd Hmp1 Psd hwd1 Qas Qac hedc1 daf hwd1 Ptd daf Py hed1 Py Qd Qot2 Qlt1 Qes Qd Qd Qas Hmp1 daf Qlt2 hwd1 Qas Qes Hpc1 Qac Hmp1 Qd daf Qd Qlt1 Qlt3 Qot2 hwd1 Qes Hmp3 hwd1 Qes Qd Qd hwdc2 Qd Hmp2 Qas Qes Psg Hmp1 Hmp3 Hpc2 Qes Qd Qd Qes Py Qd daf Hpc2 Psd Qas Qes Qes Qaf Psd Qd Qas Qot2 Psd Hmp2 Psg Psg Psd hed1 Qes Ptd Qlt1 hed1 Psg hl Qd Qd Qas Qes daf daf Psd Qlt1 Qd Qa Qd Qd daf Qlt2 Qes Qaf Qaf Psd Qd Qd Hmp3 daf hwd1 Hmp2 Qd Qd Qas Qes Qd hwd1 Qd Ptd hl Psd hed1 Qes Psg Qd hwd1 Qd Psd Qd Qd Hmp2 Qes hwd1 Qd hed1 Qes Qa Hmp3 Qas Qac Py Qes Qd Psd Qd Hpc3 Qas Qes Qas Hmp2 Psg Hmp3 Hmp1 Qd Qd Qes daf Qd Qac Py hl Hpc3 Hpc1 Qes hed1 hwd1 Qlt1 daf daf Qes Qd Qes hwd1 Hmp3 Qas hed1 hwd1 Qas Hpc3 Qd Qd Qd daf hedc1 daf Qd Qac hwd1 Qes hedc1 Qes daf daf hwd1 Hpc1 Qd hwdc1 Qd Py QTbt daf Qd Qd Hcr Qlt3 hed1 Qd Qlt2 Qes daf daf daf Hmp3 hed1 Qd Qlt1 Qas Qes hed1 Hpc3 daf Qd Hcr Qd Qac Qes Qd Qes Qot2 Qd Qas Qd Qa hwd1 Qd Hpc2 Qa Py hed1 Py QTot1 Hpc1 hedc1 Qa hed1 hwd1 Qot2 Qot2 Qes Qot2 Qes Py Qot2 Qas hed1 Hcr Qas Qa QTot1 daf QTot1 daf hwd1 Qd Qas hwd1 Qes Qa Py hwd1 Qa Qd Qd hed1 Qlt1 QTot1 Hmp1 hwd1 hed1 Qes Qa Qas Qd Qot2 Qa hed1 Hmp3 Qlt3 Qa hwd1 hedc1 Qes Qas Qes Qd Py hwd1 Qd hed1 QTot1 daf Qa hwd1 hl Qlt3 Qlt3 Qes Qot2 Qas Qlt3 Py Qlt3 daf Qlt3 hed1 hwd1 Qlt3 Qlt2 Qlt3 Qot2 Qes Qlt3 Qa Qa QTot1 Psg hwd1 Qd daf Psd Qd Qlt3 Hmp1 Qlt3 Qlt3 Qa daf Qa Qlt2 Qes Qot2 Qd Qes Qd Qlt3 Hmp1 hwd1 Qac Qes Qes hed1 Qa Qd Qaf Qa hwd1 Qlt3 hwd1 hwd1 hwd1 Qot2 daf Qes Qes Qa Qlt3 Psd Qlt3 hed1 daf Qd Qes QTot1 daf Qd hedc1 hed1 Qd Hpc1 Psd Ptd Qes Qas daf daf Py Qac Qes hed1 QTot1 hwd1 Py Qas Hmp3 Psg hed1 Hmp1 Hmp1 hed1 Qd Qot2 Qd Qa daf Qac hed1 hwd1 QTot1 daf Hpc1 Qes Hmp3 Hmp3 Qac Qes daf Hmp1 Qlt3 Qaf Qes hwd1 hed1 Qa Qlt3 Qes Qas Qas Hpc1 Hmp1 daf Qd Qlt3 daf Qlt3 hwd1 Qa hed1 Tgq Qa Qd Qas hed1 Qlt1 Qbs Qlt3 Qes QTot1 Hmp1 Qlt1 hed1 Qas Ptd Qlt3 Qa Hpc1 Qa hed1 Qd Qd Hmp1 Ptm Qes Qd Qlt3 Ptd Qes Qd daf Py Qot2 Hmp3 Qd Qlt3 daf Qlt2 Qa Ptd Qd Hmp3 Qa Qlt3 Qd Qd Ps Ptd Qas Ptd Qd Hpc1 Qd hedc1 Qes Qot2 Qes Qes Ptm Qlt3 Qes Qes Qa hed1 Qd Ptm Qes hed1 Qbs Qd Qes Qes Ptd Qd hedc1 Qes Ptd hedc1 Qes Qd Qd Qes Qes Qd Qes Qlt1 Qa Psd Qd Qd Qot2 Qd Ptd Qa Qes Ptm Hmp3 Qd Ptm Hmp3 Qd Tgl Qd Hmp3 Py Qot2 Psg Qa Qd Qlt3 hed1 Qas Qas Py Qes daf Qes hedc1 Qd Qot2 hed1 Ptd hedc1 Qes Qd Qa Qd daf Ptd Qac Qlt1 Psd Qlt2 hwd1 daf Qas Qa Qd Qas Hmp3 Hmp1 Tgl Qot2 daf Qes daf Qes Qes Qot2 Qa Qes Qa Py hed1 daf Qd Hpc1 Qac Psg Qd QTot1 Ptd Qd Hmp1 Qlt1 Hpc1 Hmp1 Qd Ptm hed1 Qac Qot2 Qot2 Hmp1 Qot2 Qac Qes Ptd Qd Qd Qlt3 Qa Qaf Hpc1 Qot2 Qlt2 Qot2 Qd Qlt1 Qlt3 hed1 Qd Qlt3 Qes Qd daf Qlt1 Qot2 Ptd Ptm Ptd Qd Qas Qlt1 Qd Qes Qas Tgq Qes Hmp1 Qes Qot2 Qlt3 Qd Qes Qes Qd Qd Qot2 Qlt1 Qd Qas Qot2 Qlt3 Qd Qes Hmp1 Qlt3 Qa hed1 Qd Ptd Ptd Qd Qlt3 hed1 Qlt1 Qac Qlt2 Qes Qot2 Hmp1 Qd Hmp2 Qd Hmp1 Qd Qot2 Qot2 Qlt1 Qd daf Qas Ptd Ptd Qlt3 Qlt3 Qlt3 Qa Qes Qas Qa Hpc1 Hmp2 Ptd Qd Qd Qlt1 Qd Qd Qd Qd Qa Qes Psd Hmp1 Hmp1 Qd Qd Hmp1 Qa Qlt3 Qa Hmp2 Hmp1 Hmp2 Qas Qd Py hedc1 Qaf Qd Qas Qd Qd hl hed1 Qlt2 Qd Qas Ptm Hmp1 Qot2 hedl1 Hpc3 Qd Qa Qlt2 Ptd Qd Ptm Hmp2 Qd Qd Qd Qd Qa Py Hmp3 Py Qlt3 Qd Qlt1 Qas Qd Ptd Ptd Qd Qd Psd Qd Qas Psg Qlt3 Psg Hmp1 Qd Hpc3 Hmp1 Ptd Qes Qlt3 Qd Qa Qes Qlt2 daf Ptd Qa Hmp2 Qaf Ps Qlt2 Qes Qd Hmp2 Qd Hmp2 Qes Qd Qa Qes daf Hpc3 Qlt3 Ptd hwd1 Psg Ptm Ptm daf Qa Qd Qlt1 Qa Psd Py Qes Qlt3 daf Hmp2 Qa Qa Ptd Qd Qd Qd Hmp2 Qd Qaf Qd Hmp1 Qa Qes Qa Ptd Qd Qes Qes Qd Qd Qd Qlt1 Qac Qlt2 Qa Qd Qd Qlt3 Qd Qd Qa Qes Qas Qlt2 Hmp1 Qlt3 hed1 Qes Ptd Qot2 Hmp1 Psg Hmp1 Qa Qas Qlt2 Psg Qd Hmp1 Qlt1 hedl1 Qes Qd Qas hwd1 QTot1 Qas Qot2 hed1 Qa Qac Hpc1 Qd Qa Qa daf Qd hedc1 Qes Hpc1 Qlt3 Qd Qes Qa Qes Qd Qd Ptd Ptd Hmp2 Qa Qas Qbs hed1 Hpc1 hed1 Qot2 hed1 Hmp1 Qot2 Qot2 Hmp1 daf Ptd Hpc1 daf Qd Qas Qd Ptd Qes Qd Qes Qd Qd Psd Qes Qac Qd Hmp1 Ps Qd Ptd Qd Qd Qa Ptd Qd Psg Qa Qlt1 Psg Qac Qd Ptd Qes QTot1 hedl1 Qac Qa Qd Qa QTbt Qd Hmp1 Qd Qes Qlt3 Qd Qaf Hmp2 Qa Qes Qd QTot1 Qes Qd Qd Qas Ptd daf Qd Qd QTot1 QTot1 QTbt Qes Hmp1 Qd Hmp1 Qes Hpc1 Qd Hmp2 Ptm Hmp2 Qa Qes Qas Ptm Qd Ptd Py Qes Qes Qd Qd Qd Ptd Ptm Hmp1 Qes daf Qas daf Qd Qac Ps Ptm Qes Qes Qd Hmp2 Qes Qd Qa Qd Qd Qa Hmp1 Qlt1 Qd Qas Ptm Ptd Qaf daf Qes Ptm Hpc1 Ptd Ptd Qd Hpc3 Hmp2 hed1 Qa Py Qes hwd1 Hmp2 Qd Hmp1 Hmp1 Py Qd Ptd Qas Qas Qes Qd Qot2 hed1 Ptd Qd Hpc1 QTot1 Qd Py Psd Qd Hmp2 Qas Py Qlt3 Qlt2 Qes Qd Qlt3 Qd Qes Hmp1 Ptd Qes Qa Ptm Qa Hmp2 Qes Hpc1 Qd Qd hwd1 Hpc1 Qa Qes Qlt2 Qlt2 hed1 Qd Qes Ptd Qes Qd Qac Qlt3 Qes Qlt3 Qlt2 Psg Hmp1 Qd hwdc1 Qaf Qa daf Qes Hmp1 Qd Qd Ptm Qa hwd1 Psd Qac Qas Qd daf Qac Qes Qd Qd Qd Hmp2 Hmp1 Qas Qes Ptd Qd Qd Ptd Qd Qa Qd Qd Qas Qes Ptd Ptm Qd daf Hmp1 daf Qd Qd Qd Py Ptd Qa Qd Qd QTbt Qac Qes Qd Ptd Qd Ptd Qd Qes Psd Qac Qd Qd Psg daf Qes QTot1 Qd Qes hed1 Qd hedc1 Qd Psg Hmp1 Hmp2 Qes Qes Qd daf Hmp1 Qes Qd Qes QTot1 Qlt1 Ptd daf Qd Qd daf Qd Qaf Hmp2 Qes Qd Ptd Qas Qd Qd Hmp1 Qd QTbt Qd Ptd Qd hl daf Qd Qd Qes Hmp1 Ptd Ptm hed1 Qd Qes Ptd Ptm Ptd hed1 daf Ptm Qa Qd Qac hed1 Qas Qas daf daf Ptd daf Ptm hed1 Psd Ptm Qlt2 Qd Ptm Qac Hmp1 Qd hl hed1 Qd Qd Qes Qa Hmp2 Qd Ptm Qas Qas Psd Qas Ptm Psg Psd Hpc1 hwd1 Psd daf Qd Qd Qa Qlt3 daf Qes Hmp1 daf Qd Qas Qes hed1 Ptd Qas Hmp1 Ptd Qes Qd hwd1 Ptd Hpc1 Qd Ps Qd Psg Qd Ptd hwd1 Qd Qd daf Py Qas hedc1 Qd Ptm daf Qac Qd Hmp1 Qao Qac daf Hmp2 Hpc1 Psd daf Qa Hpc1 Qes QTbt daf Qd Qas Psg Qas Qd daf Py Qd Qd Qd daf daf Hmp2 daf Qes Qes Hmp1 hedl1 Qd daf Qd Qlt3 Qa Hmp2 Qes Psg Psg Ptd Hmp1 Qd Qa QTot1 daf Qlt1 Ptm Hmp2 Qas Qd Qd Qas Qot2 Qes hed1 Hpc1 Py Qa Qot2 Qes Qlt1 Qa Qlt1 Qot2 Qd QTot1 Qlt1 Ptd Ptd Qd daf Qac Qd Hmp1 Qd Qac Psg Qes Qlt1 Qes Qd Qot2 Qd Py Ptd Qd Qes Qd Qot2 Hmp1 Qlt1 Hpc2 Ptd Qes Qa Qd hed1 Qlt1 Qlt1 Qd Hmp1 Qa Qa Qes Psg Hpc3 Qot2 Qd daf hed1 Qd Qas Psd Qd Qes Qd Qes Qd Qes Qes Qd Qd Qd Py Qd Qes Hpc1 Qd Qd Qes Py Qot2 Qa daf Qd Qd Qd Qas Hmp1 Qd Qlt2 Qlt2 daf Qd daf daf Qes Py Qlt2 Qaf hed1 daf Qlt1 Qlt3 daf Hmp1 daf Qd Qlt1 Hmp1 daf Qd Qd Hmp1 QTot1 Qlt2 daf Qd Qd Qa Py Hpc1 Qd Hmp1 daf Ptd Qd Qd Ptd Qa Qa Qd QTbt Qes Qd Qlt1 Qas daf Qac Qd Qlt1 Psg Qas Qes Qd Qas Qlt2 Qd hed1 Qd Psg daf Psg Hpc1 Qas Qd Qd daf daf Hfpc QTot1 Hmp1 daf Psd Hpc1 Hpc2 daf Qas QTbt Qlt1 Qlt2 Qd hed1 Qd Py Qes Hmp1 Qas Psg Qd Hmp1 Qd daf Hpc1 Ptm Qd Qes Qes Hmp1 Hmp1 hed1 Psg daf daf QTot1 daf daf Qas daf daf Qd Qas Qac daf daf Hmp1 Qlt2 Hpc1 Qd Qao Hpc1 Qes Hmp1 daf daf Psd Qd Qd Qd hed1 Qes daf Hpc1 QTbt Qd Hpc1 Ptd hed1 QTbt Qaf QTot1 Qes Qd hed1 Qot2 Qa QTot1 Qot2 Ptm Qlt3 Qas daf Qd Qd Qao Qot2 Psg Qes Psd Psg Qlt3 Qes Qas Qd Qapc Qd Ptd Ps Py Qd Hafp Qes daf Psd daf Ptm Qd Qot2 Qes Qaf daf Ptd Ps Qas Qlt3 daf Ps daf Qes Qapc Qd Qaf Qd Qac Ptd Qd hed1 Ptm Qes Qa Qes daf Psg Qot2 hed1 Qd Ptd Qas QTbt Qas Qd Qd Ptm hl Hafp Qa daf Qapc Qao Qa Hafp Hafp daf Qd Hafp Qot2 Ptm Hafp Qd QTot1 Qlt1 daf Qd hl Qes Qot2 Qd Py Qac Qd Qac Qot2 Qas Qd Ptd daf Py Qes Qapc Qd Ptm daf Qes daf daf Psg Hafp Qd daf daf Qd Qa hl Qd daf Qes Ptm Ps Qd daf Ps Qes Qd Hafp Qes Ps Qas Qapc daf Qd Ptm Qas Qes Qd Qd Qes Ps Ptm Qd Qd Hmp3 Ptd Qbs Ptd Qaf Qes Qes daf Ptm Hpc2 Qd Qa Qas Qd QTbt Qapc Ps hedc1 Ptd Qd Qd Qd Ptm Hafp Ps Qd Ps hed1 Psg Psg daf Qd Hafp Ptm Qot2 daf Ptm Qd daf Qlt3 Ptd Ptm daf Qlt3 Qlt3 Qd Hfpc Ptm Qes Qot2 Qd Qbs Hafp Qa Hpc2 Ptm daf Qd Ptm Qot2 hed1 Hpc3 Psd daf Qes Ptd Ptm Qd daf Ptm Qas Qaf Qas daf daf Psg daf Qd Ptm Psg Qes Qd daf Qlt2 Qapc Qd Qot2 Qot2 Qot2 daf Qes Ptm Ps Qd Ptm Ps Qd daf hed1 Py Ptd Qot2 daf Qot2 Ps Ps Ptd Qd Qd Qac Qd Ps Qd Qes Qd daf Ps Hpc2 Qd daf Qd hed1 Hmp2 Qes Psg Ptm Qd hl Qlt1 Ps hpc4 daf Qot2 daf Psg Qes daf Qd Qes hl hed1 Qd Qes Qes hl daf daf Qd Qot2 hedl1 daf Qlt2 Qes Ptm hl Qd Qes Qes Qes daf Ptm Qlt3 Qd Qes Qes Psd Ps Psg daf QTbt daf Ps daf daf Qbs daf daf Qa Qd daf Qas Qes Qd Ps Qes Qot2 hed1 Qes Qd Qa daf daf hedc1 hed1 Psg daf Qd Py Qes Qd daf Qd daf Qlt3 daf Qac QTot1 Qlt3 daf hed1 Qa Qlt3 Qes daf Qd Qlt3 Hafp Qac Qd Qlt3 hed1 Qes Qa Qlt3 Qlt3 daf Qbs Qd Ps Qlt3 Qlt1 Qlt3 Qlt3 Hfpc Qlt3 Ps QTot1 daf Qes Hpc3 Ptm Qa Qa Qes Qlt3 hed1 Qa Qes Qas Ps QTbt Qes hedc1 Qes Qlt2 Qd daf hed1 Qes Ps daf daf daf Qlt3 Qes daf Qes Ptd Qd Hafp Qas Qd Qlt1 Qlt3 daf Qlt3 Qd daf Ptd Qlt3 Hfpc Qd Qes daf Psd Qa Qbs Psg Ps Qes QTbt Ptd daf Ptd Psg Qes daf Qas Ps daf Qd Qes Qa Qac Qas daf Qd Qlt3 Hafp daf Qlt1 Qd hmp4 Qes daf Qd Ps Qes Ptm QTot1 Qlt3 Ptd Qd daf Qlt3 hmp4 Qd daf QTbt Qa Ptm daf Qa Ptm Qd Qd Ptm Qlt3 Ps Qas Qes Qot2 Qd Ptm QTot1 Ps daf Hpc2 daf daf Qes Qlt3 Ptd daf daf Qot2 daf daf Qlt1 daf Ptm daf Qlt3 Qd Qas Qlt3 Qlt2 Qbs Qlt3 Qd Ptd Qd Ptm Ptd Qes Qlt1 Qd Ptm Ptd Qas Ptm Py hmp4 Qas Qlt2 Qd Qas daf daf daf Qapc Ptm Qes Qd Qes Qaf Qapc Qlt1 Hafp Qas Hafp Qas Qlt2 Ptd daf Qd Qlt3 Ptd daf Qd Ptd Ps Qd Ptm daf Qlt3 daf Qes daf Qot2 Ptd Qlt1 daf Ptd Ptd Qas Ptd Ps Qes daf Qes Qes Qaf Qlt3 Ptd daf Qlt2 Py Py Qes Qlt3 daf Qlt3 Qd Qlt1 Qes Qes Qd Qas Hcr Qas Qlt3 Qlt3 Qlt2 Hafp Qas Ptd Qlt3 Ptm Qlt3 Qlt3 Py Hpc3 Ps Qot2 daf Ptd Qbs Ps daf Qa Ptd Qas daf Ptm Ptd Hmp3 hmp4 daf Ptd Qlt3 Psg Ptd Qa Qes Qes Psd Ptm Qlt2 Ptd Ps daf Ps Qlt3 Qlt2 Qd Qes Qes Qot2 Qes daf Ptd Ps Qes Ptd Qot2 Ps daf Qbs Qlt3 Hafp Ptd Qlt2 daf Hfpc Qd daf Qlt3 Ptd Ptm Qes Ptd Qbs Qas Psd daf Ptd Psg Qa Ptm Ptd Qes Qot2 Ps Psd QTot1 Ptm Ptm Hafp Hafp Ptm Qas Hafp Qlt3 Qes Qlt1 hmp4 Ptd Qes Qes daf Qas Ps Qes Qot2 Qaf daf Qlt2 Ptd Hpc3 Ptm Ps Qa Qlt2 Ptd daf Qlt3 Qas Qes Qes daf Qd Ptm Hmp2 Qes Qes Py daf Hpc3 Ps Qd Qes Psg daf Qes Qes daf Qes Qes Qes Ps Qlt3 Qa Ptm Qes Qes daf Psd daf Qas Qes Ptd Qes Psd Hafp Qes Qaf Psg Qes Ptm daf daf Psd Psg Ptm daf Hmp3 Qas Ptd Qas daf Psd Qes Ptd Ptd Qac QTot1 daf Qas Qes daf QTot1 Qapc Psg Qot2 Qes Qapcm Hmp3 Ptm daf Qas Hmp2 Qes QTot1 Ptm Hpc2 Qas Qac Psd Qes Qas Ptm Ptm Qlt1 Qes Ptm hmp4 daf Qas Hcr Qd Qot2 Qlt3 Qas Ptm Qapcm Qas Qaf Ptd Qlt3 Qac Qas Qas Ptd Qapc hmp4 Qes daf Hfpc Qot2 Hcr Qes Qapc Qapcm Qapcm Qa Qot2 daf hmp4 Ptm Ptd Qas Qas Qas Psg hmp4 Hmp3 Ptd Hcr Ptd Qes Qot2 daf Hcr daf Ptd Psg Ptd daf Qes Qes Qapcm hmp4 Qlt1 Ptd Hmp3 Qapc daf daf Qot2 Qes Qapc Qlt1 Psd Qapcm daf Qes Qapcm Hafp daf Qes Qlt3 hmp4 Psg Qapcm Qes Qapcm Qlt2 Hmp3 daf Hpc2 Qot2 Ptd Qlt3 Qapcm Hmp3 Qlt1 Qapcm Ptd daf Qlt2 Hmp2 Psg Psg daf Qapcm hmp4 Qapcm Qes Qbs Hmp3 Qes Hfpc Qapcm hmp4 Hpc3 daf Qes Qac daf Hafp Qes Hafp Qas Qes hmp4 daf daf Qes Hcr Ptd Ptd Py hmp4 Qas daf Py Hafp Qas Qes Ptd hmp4 Ptd Qas Ptd Psg Ptd Hafp Hcr Qes Psg Hafp daf daf hmp4 Py Qes hpc4 daf Hfpc hmp4 daf daf daf Qas Py Qes daf QTot1 daf daf daf daf Qes daf Qes Psd Qas daf Py Qas daf Qbs Qas Qes daf Ptd Py Qas Psg Ptm daf Hpc3 Psg Qes daf Qac Hafp Qes Ptd hmp4 Psg Ptm Qac Qa Qas Hmp3 Qes Ptd Ptd daf daf Ptd Ptd Py Py daf Qas daf Qas Psg daf Qac Hmp3 Ptd daf daf Ptd daf hmp4 daf Ptd Psg Qas Qas Qes Ptd Qes Qas Qot2 hmp4 daf Qaf Qlt1 Ptm daf Qlt2 Qes Qlt3 Qbs Ptd Qa hmp4 hpc4 hpc4 Hcr daf hmp4 Psg Qa daf Qbs Ptm Psg Qac Psg daf Qas Psg Psd Py Qes Py Qes Qes Qes Py Ptd Py Py Ptm Ptd Ptd Ptm Qes Ptm Qas Ptd Qes Ptd Qes Ptd Qot2 Qa Qa Qa Qlt3 Qac daf Hfpc Qbs hed1 daf hpc4 hedc1 Hpc3 Hmp3 hsc hsc hsc hsc hwdc1 hwdc3 hwdc3 hwdc3 hwdc3 hed2 hed1 hedc1 hedc2 hedl2 hedl2 Qes Qas Psg Psg Qas Ptd Qes Qes Qas Qes Qlt3 Qas Ptd Qes Ptd Qes Qes Qes Qes Qes Qas Qas Ptd Qd Qes Qes Qas Ptm Qes Qes Qas Hmp3 hmp4 hpc4 hwdc1 hed1 hed1 hpc4 Hmp3 Hpc3 Hmp3 hwd1 Hmp3 Hmp3 hwd1 hedc1 hed1 hed1 hwd1 Qa hwd1 hed1 hwd1 hed1 hwd1 hwd1 Hmp1 Qac hed2 hedl2 hwd3 hwd2 hwd3 hwd3 hwd3 hwd2 hwd2 hwdc3 hwd2 5580 00 3610 000 3610 000 3611 000 3611 000 3612 000 3612 000 3613 000 3613 000 3614 000 3614 000 3615 000 3615 000 3616 000 3616 000 3617 000 3617 000 3618 000 3618 000 3619 000 3619 000 3620 000 3620 000 3621 000 3621 000 3622 000 3622 000 3623 000 3623 000 3624 000 3624 000 104°15'0"W 104°15'0"W 104°17'30"W 104°17'30"W 104°20'0"W 104°20'0"W 104°22'30"W 104°22'30"W 32°45'0"N 32°45'0"N 32°42'30"N 32°42'30"N 32°40'0"N 32°40'0"N 32°37'30"N 32°37'30"N 558 000 559 000 559 000 560 000 560 000 561 000 561 000 562 000 562 000 563 000 563 000 564 000 564 000 565 000 565 000 566 000 566 000 567 000 567 000 568 000 568 000 569 000 569 000 570 000 570 000 Quadrangle Location Magnetic Declination July, 2013 7º 48' East At Map Center Geologic Map of the Lake McMillan North 7.5-Minute Quadrangle, Eddy County, New Mexico Mapping of this quadrangle was funded by a matching-funds grant from the STATEMAP program of the National Cooperative Geologic Mapping Act, administered by the U. S. Geological Survey, and by the New Mexico Bureau of Geology and Mineral Resources, (L. Greer Price, Director and State Geologist, Dr. J. Michael Timmons, Assoc. Director for Mapping Programs). New Mexico Bureau of Geology and Mineral Resources New Mexico Tech 801 Leroy Place Socorro, New Mexico 87801-4796 [575] 835-5490 This and other STATEMAP quadrangles are available for free download in both PDF and ArcGIS formats at: http://geoinfo.nmt.edu 1 0 1 0.5 Mile 1 0 1 0.5 Kilometer Contour Interval 10 Feet North AmericanVertical Datum of 1988 1:26,488 1000 0 1000 2000 3000 4000 5000 6000 7000 Feet New Mexico New Mexico Bureau of Geology and Mineral Resources Open-File Geologic Map 167 by David J. McCraw and Lewis A. Land May, 2008 New Mexico Bureau of Geology and Mineral Resources, 801 Leroy Place, Socorro, NM 87801 NEW MEXICO BUREAU OF GEOLOGY AND MINERAL RESOURCES A DIVISION OF NEW MEXICO INSTITUTE OF MINING AND TECHNOLOGY Base map from U.S. Geological Survey 2013. North American Datum of 1927 (NAD27) World Geodetic System of 1984 (WGS84). Projection and 1000-meter grid: Universal Transverse Mercator, Zone 13S 10 000-foot ticks: New Mexico Coordinate System of 1983(west zone), shown in blue. Roads...........................................................................©2006-2013 TomTom Names.............................................................................................GNIS, 2013 Hydrography............................................National Hydrography Dataset, 2011 Contours........................................................National Elevation Dataset, 2002

Upload: others

Post on 10-Jan-2020

0 views

Category:

Documents


0 download

Report

TRANSCRIPT

Page 1: NEW MEXICO BUREAU OF GEOLOGY AND MINERAL RESOURCES … · 2016-12-05 · hed 4 hl hl Qac Py hedl4 d Qa s Q es Qas sQa he l4 Q d Qd h e dl4 Ptd Ps d e Psg Ps Qas Q Qd a af Qes Ptd

Red L akeSpring LakeArtesia

Illinois Cam pLake

M cm illanNorth

Angel DrawLake

M cm illanSouth

Seven Rivers

Dayton

V

V

LsCg

QCg

QCg

23121

29443

25465

29444

2491825467 2400725665

00923

31122

0092422492

#1 KaiserFee

22068

0092824137

00970

00968

26432

22899

21834

0093025750

27034

2611621487

21448

21449

C

C

C

C

3

13

2

1

2

21

20

11

1

2

3

27 8

12

14

3

7

9

5

3

TurtleCave

C

C

C

C

hlhedl4 Qachedl4 Pyhlhedl4 Ps QasQas QesQd QasQdQdhedl4 Pshedl4 Ptd QdQesPsghl PsQas

QesQdhedl4

Qadaf Qes Ptd

Qas Qas PsPsg QesQas Qasdaf Qashedl4hedl4

Pyhedl4hedl4

PsQd

Qes

hedl4 Qas Ps

QesQas Ptd

hlPtd

PyPs Qashedl4 Psg Psd PtdQd PsdQdhedl4

hedl4 QasQas

hedl4hedl4 Ptdhedl4 Ptd

hedl4

Qas

hedc3

Qas

hedc4 Qd Qd

hl

QesQd

QasQesPsdhsdl1

Ptd

Ps

Qdhedl3Psd

Qlt1

daf Ptd dafPtdhedl3Psd Psd Qd

hedl4 Psg

QasPsd

hedl4 Ptdhedl4hedl4 daf

hsdl1Psghsdl1

PtdQot2 hedl4 Qas

hedl3

hedl3hedl4 Ptd

Psg Qdhedl4

Psg PtdQasr

PsdQes

Ptdhsdl1 PsgQes

hedl3hedl4

QesQlt3hsdl2

hsdl1 hedl3hedl4

Ptd

PsQacPsg Qes

hedl4

PsQes Qes

hedl4

Ps

hedl3 Qas

hedc4

Qas Ps

hedl4

PtdPtdQacQas

QesPtd

hsc

hedl4

Qes

Qasr Psghedl4

Qot2

PsQlt3 Ptd

daf

QasPsQd

Qac

Qas

PsPs

Qlt2Qlt2Psd

QesQot2

QesQacQaf

QesQes

Qes

Ps

hedc4

hedl4Qeshed4

hedl3

Qlt2

Qlt3

hwd3

hedl3hwd3 Qas

QasQes Qd

hwd3

Qas PsQesQasrQlt3

Ptd

hedl3 Ps

Qac

daf Qas Qd Ps

Ps

Qot2

hedl3hedl3

Qddaf Ps

hedc3

PsdQasr

Qlt1

hedl3Qas QdQacdaf Qd Pshedl3 hl

QacQlt1Qd

PsQasQd

Qes

Qasr

Qes

hwd3QdQes

Qot2 QdPtd QdQes

QacQot2 hwd3PsQac

hl

Qlt1

hedl3hedl3

Qac

daf

hedl3 PsQas QasQdQes QesPtd Qdhwd3Qd Psdafhwd3 PyQlt1

hedl3

Qd

hed4

hwd3Ps

QdQes

hed3hed4

QesdafQasr

hedl3

Qes

hwd3

hwd3 Qas Qd Qes

Qes

hwd3 Qdhwd3 Qas Qes

Ptd

Qeshedl3hwd3hwd3

Ptd

hwd3Ps

Qlt1 QesQdQd

hwd3

daf

PsdQd

QdQashedc3

QdQd hwd3 hed3 hedl2 QesQlt1

QesPsdQac

Qa

hwd3Qot2 hwd3

Qlt1 Qd Qd PsQd

hwd3

hl

hwd3 hedl2hwd2 hedl3hwd2 Qes

hwd3

hwd3

hwd3hedl2hwd2

hedl2

hwd2hedl2

hed3Qes

Ps

Qeshedl2

hwd2

daf

hedl2hwd2

QesPsghwd2

hed3hwd2 hwd3hedc2

hl

QacPsd

Qa

Qdhedl2hedl2

Qes

hwd2hwd3

hwd2 Qachedl2

Qlt1

QesQeshedl3

Qes

daf hwd2Qeshwd2

Qot2

Qlt2

hwd2 Qes daf

Qas

hwd2 Qaf

Qes

Py

Qd

Qachwd2

Qeshwd2 dafPsd

hedl2

QesPsghedl2 Qeshed3 Psd

QdQahedc2

Qbs hedl2hwd2Qd hedl2hsdl Py

Qlt1

QdQes Qdhsdl Qes QesPtdhwd2 QesQes daf

QasPtdPy Py QdQes

Qot2

Qd QdQdQd Qot2hwd2

PtdQlt2 Ps QdQesQlt2Qd QdPtdhwd2 Qd

Qot2 Qeshwd2hwd2Qeshwd2 Qd Qasdafhedl2hwd2 Ptd Qd

QesQlt1

hwd2

hwd1hsdl

Qlt2

QesQashedl2

hedl2

Qd QdQd

hedc2Qd

hsdl

Qas

QasPyhwd2 hedl2 Qas

Qa

Qa hwd2Qasr Qeshed2Qas Qas QdPyhwd2Qd

hwdc1

hedl2

hedc2 Qd

hwd2

Qeshwd2hedl2

Qdhsdl QasQdhwd2 Psg

Psd

QdPtdPy Qd QesPyPy QesPyhwd2Qbs

PtdQasQac Qes Qd

Py

hedl2hsdl

hedl2

hwd2 Qashsdl

hed2QTot1

Psg

Qes Qes

hed2

Qac Qeshwdc1 hedl2hed2

Qddaf QdQlt1

hsdlQlt3Qes

hwd2hsdlQot2 hwd2

Qac Qashed1hsdlQlt2

hwd2

hwdc1

hedl2

Qafdaf

Qdhed1hwd2Qasr hsdldafQdQdQachsdl

Qasr

Qdhsdl

hedl1hwd2hwd2

Qd

Qd QasPsd

hwd1

Qlt3

hed1

hwd1Qd

hedc2

hedl1 Qdhwd2Qac Qed Qedhsdl

Qeshed1 Qas

hl

Qashedl1daf

hedl2Qlt3

Qas QdPtd

hwd2

Qbs hwd1hwd1Ptd

Qed

QedQed

Qlt3 QasQdQasQed

hedl1

Qedhed1

hedl1Hmp2

hedc2

hwd1Qas

Qlt1

QdQed

Qlt1

Ptd

Qlt3 QdQdhwd1 Qas

QddafQlt1

Qdhedl1 QedHmp1 hwd1Ptd

daf

Qed

hwd1Qlt1 Qas Qas PyQac QedQTot1Qed

Qedhed1Hpc1 Qas

hwd1Qd QdQlt1 hedc1

Qdhwd1

Qot2Py

hed1

Qasr

Qot2hedl1

Hpc2 Qedhed1hedl1 QdQot2Qashwd1

QedPtd

Qlt3

hedc1

hed1

Qas Qdhedc1

QdQot2Qed

QTot1

Qed

QasPyPtd

QedQd

hwd1 Qd QdPtdhwd1 Qd

Qd

Py

QedQasQdhedl1

Ptdhed1daf Qdhedl1hwd1Qac

QTot1 Qac

hedc1

dafQot2 QdQd

QedHmp3

Qaf

PtdQot2

Hmp1 QdQed Qedhwd1 QacQedQot2

QedQlt2

Psg

Qd

Qd

Qlt2

Qas

Hmp1

Hpc1

Qlt1 Qas

Qlt3

hed1Qd Qedhwd1

hwd1 PtdQTot1Qed

Qas PtdQd

PtdQTot1

Qlt1

Qd Qd

Hpc2

Qot2QTot1

QdQdQd QedPtd PtddafQd Qdhed1

Qd

hed1

Qlt1 Qas

Qas

QesPsg QdQdHmp1Psd

hwd1Qas

Qachedc1daf

hwd1

PtddafPy

hed1

Py

QdQot2Qlt1 Qes Qd

Qd QasHmp1 dafQlt2

hwd1 Qas Qes

Hpc1

Qac

Hmp1 Qddaf

QdQlt1

Qlt3Qot2

hwd1QesHmp3hwd1 Qes Qd Qd

hwdc2

Qd

Hmp2

Qas Qes

Psg

Hmp1Hmp3

Hpc2 Qes

Qd QdQes

Py

Qd

daf

Hpc2 Psd Qas QesQesQaf Psd Qd QasQot2 PsdHmp2 PsgPsg Psdhed1

Qes PtdQlt1

hed1 Psghl Qd QdQas Qesdaf daf PsdQlt1 Qd

Qa

Qd Qddaf

Qlt2

Qes

Qaf

Qaf PsdQd

QdHmp3dafhwd1

Hmp2 Qd QdQasQesQdhwd1

QdPtd

hl

Psdhed1 QesPsgQd

hwd1

Qd PsdQdQdHmp2 Qeshwd1 Qd

hed1

QesQa

Hmp3

QasQacPy QesQd

PsdQdHpc3

Qas

Qes

QasHmp2Psg

Hmp3Hmp1QdQd

Qes

daf QdQac

Py

hlHpc3

Hpc1Qeshed1

hwd1Qlt1

dafdaf Qes QdQeshwd1

Hmp3Qas

hed1hwd1 QasHpc3 QdQd Qddafhedc1daf Qd

Qac

hwd1 Qes

hedc1

Qes dafdaf

hwd1

Hpc1 Qd

hwdc1

QdPy

QTbt

daf QdQdHcr

Qlt3

hed1 Qd

Qlt2

Qesdaf

dafdafHmp3

hed1

QdQlt1 QasQeshed1Hpc3

dafQd

Hcr QdQac

QesQdQes

Qot2

QdQasQd

Qa hwd1 QdHpc2Qa

Py

hed1Py

QTot1

Hpc1hedc1Qa hed1hwd1Qot2 Qot2

QesQot2 QesPy

Qot2Qas hed1

HcrQas QaQTot1 daf

QTot1

dafhwd1

QdQas

hwd1Qes

Qa Py

hwd1Qa

QdQd hed1

Qlt1QTot1

Hmp1 hwd1

hed1

QesQa

Qas

QdQot2 Qahed1

Hmp3Qlt3 Qa hwd1 hedc1

Qes QasQes

QdPyhwd1Qd hed1QTot1 dafQa hwd1

hl

Qlt3 Qlt3Qes

Qot2 QasQlt3 Py

Qlt3

dafQlt3hed1hwd1Qlt3 Qlt2

Qlt3Qot2

Qes

Qlt3QaQaQTot1 Psghwd1 Qd

daf

Psd

QdQlt3 Hmp1Qlt3

Qlt3 Qa dafQaQlt2

QesQot2

Qd

QesQdQlt3Hmp1

hwd1

Qac QesQeshed1Qa

Qd QafQa hwd1Qlt3

hwd1hwd1hwd1Qot2 daf Qes Qes

Qa

Qlt3

PsdQlt3 hed1

daf QdQesQTot1

dafQdhedc1

hed1Qd Hpc1Psd

PtdQes

Qasdafdaf

Py

Qac

Qeshed1

QTot1

hwd1

Py QasHmp3Psg

hed1Hmp1Hmp1 hed1 QdQot2

Qd

Qa

daf Qached1hwd1

QTot1 daf

Hpc1

Qes

Hmp3

Hmp3 Qac QesdafHmp1Qlt3 Qaf Qeshwd1 hed1Qa

Qlt3

QesQas QasHpc1Hmp1 daf QdQlt3 daf

Qlt3 hwd1

Qa

hed1Tgq

Qa

QdQashed1Qlt1 QbsQlt3 Qes

QTot1 Hmp1Qlt1

hed1 Qas PtdQlt3 Qa

Hpc1

Qa hed1

Qd

QdHmp1 Ptm

QesQd

Qlt3

Ptd QesQd daf Py

Qot2

Hmp3 QdQlt3 dafQlt2

QaPtd Qd

Hmp3

QaQlt3 Qd Qd

Ps

Ptd QasPtdQd

Hpc1Qd

hedc1 QesQot2 Qes QesPtmQlt3

Qes

QesQa

hed1

QdPtmQeshed1 Qbs QdQesQes

Ptd

Qd

hedc1 Qes

Ptd

hedc1

QesQd Qd

Qes

Qes QdQesQlt1 Qa Psd

QdQdQot2Qd

Ptd

Qa

QesPtm

Hmp3

QdPtmHmp3

QdTglQdHmp3 Py

Qot2

Psg

QaQd

Qlt3hed1

QasQasPyQes

daf

Qeshedc1

QdQot2 hed1 Ptdhedc1 QesQdQa Qddaf Ptd

QacQlt1

PsdQlt2

hwd1

dafQas

Qa

QdQas

Hmp3

Hmp1

TglQot2 daf Qesdaf

QesQes

Qot2Qa QesQa

Pyhed1dafQd Hpc1 Qac

PsgQd

QTot1Ptd

Qd Hmp1Qlt1 Hpc1

Hmp1

QdPtmhed1 QacQot2 Qot2 Hmp1Qot2Qac

Qes PtdQd

Qd

Qlt3 Qa QafHpc1Qot2 Qlt2

Qot2

Qd

Qlt1

Qlt3

hed1

QdQlt3QesQddaf

Qlt1

Qot2 PtdPtm PtdQdQas

Qlt1Qd

Qes

QasTgq

QesHmp1Qes

Qot2

Qlt3 QdQes

Qes QdQd

Qot2Qlt1Qd

QasQot2

Qlt3

QdQes

Hmp1

Qlt3

Qa

hed1Qd Ptd PtdQdQlt3 hed1

Qlt1 Qac

Qlt2

QesQot2 Hmp1 QdHmp2 Qd

Hmp1

QdQot2

Qot2Qlt1 Qddaf Qas PtdPtd

Qlt3 Qlt3Qlt3

Qa

Qes Qas

Qa

Hpc1 Hmp2

Ptd

QdQd Qlt1 QdQd Qd QdQa QesPsdHmp1 Hmp1

Qd QdHmp1Qa Qlt3

Qa

Hmp2Hmp1 Hmp2 Qas QdPyhedc1 QafQdQas

Qd Qd

hl hed1

Qlt2 QdQasPtm

Hmp1Qot2hedl1Hpc3

Qd QaQlt2

Ptd QdPtmHmp2 Qd Qd QdQdQaPyHmp3 Py

Qlt3Qd

Qlt1

Qas QdPtdPtd

Qd Qd

Psd

QdQas

PsgQlt3 PsgHmp1 Qd

Hpc3

Hmp1 PtdQesQlt3QdQa

QesQlt2

dafPtdQaHmp2

Qaf

Ps

Qlt2

QesQd

Hmp2

Qd Hmp2Qes

Qd Qa QesdafHpc3

Qlt3 Ptdhwd1 Psg

Ptm

Ptm dafQa Qd

Qlt1

Qa Psd

Py

Qes

Qlt3daf

Hmp2QaQaPtd

Qd QdQd

Hmp2

QdQafQd

Hmp1

Qa

Qes

Qa

PtdQd

QesQes QdQdQdQlt1

Qac

Qlt2Qa QdQdQlt3 QdQdQa Qes

Qas

Qlt2

Hmp1Qlt3

hed1

QesPtd

Qot2

Hmp1PsgHmp1Qa Qas

Qlt2

Psg QdHmp1Qlt1 hedl1 Qes

QdQashwd1

QTot1

QasQot2

hed1

Qa

QacHpc1

QdQa

Qa

daf Qd

hedc1

QesHpc1

Qlt3

QdQes

Qa QesQd Qd

Ptd

PtdHmp2

Qa

Qas

Qbs

hed1Hpc1

hed1

Qot2

hed1

Hmp1Qot2Qot2 Hmp1 daf PtdHpc1 dafQd QasQd

PtdQes

QdQes

Qd Qd

Psd

QesQacQdHmp1

PsQdPtdQd QdQa PtdQd

PsgQa

Qlt1Psg

Qac

QdPtd Qes

QTot1hedl1

QacQa QdQaQTbt Qd

Hmp1

Qd QesQlt3

Qd QafHmp2

QaQes

Qd

QTot1 Qes

QdQdQas

Ptddaf Qd

QdQTot1

QTot1

QTbt

Qes

Hmp1

QdHmp1 QesHpc1

QdHmp2 PtmHmp2Qa QesQas

Ptm

QdPtd

Py

QesQes

Qd QdQd

Ptd

PtmHmp1Qes

daf Qasdaf QdQacPs

Ptm

Qes

QesQd Hmp2 QesQdQa Qd QdQa

Hmp1Qlt1Qd

Qas Ptm

Ptd

Qaf

daf QesPtm

Hpc1Ptd

PtdQd

Hpc3Hmp2

hed1

QaPy Qes

hwd1

Hmp2

QdHmp1 Hmp1

PyQd

Ptd

QasQas QesQdQot2

hed1

PtdQd

Hpc1

QTot1Qd Py

PsdQd Hmp2 QasPy

Qlt3Qlt2 Qes

QdQlt3 Qd QesHmp1 Ptd Qes

QaPtm

QaHmp2

QesHpc1

Qd Qd

hwd1

Hpc1Qa QesQlt2Qlt2 hed1Qd Qes

PtdQesQdQac

Qlt3

QesQlt3

Qlt2

Psg

Hmp1Qd

hwdc1

Qaf

Qa

daf

Qes

Hmp1 Qd

Qd PtmQahwd1

Psd

Qac

Qas QddafQac Qes Qd Qd Qd

Hmp2

Hmp1QasQes

Ptd

Qd Qd

PtdQd

Qa QdQd QasQes

Ptd

Ptm

Qddaf Hmp1daf Qd Qd Qd

Py

PtdQa QdQd

QTbt

Qac Qes QdPtd Qd PtdQd QesPsdQac Qd QdPsg

dafQes

QTot1

Qd

Qes

hed1Qdhedc1 QdPsg

Hmp1

Hmp2 Qes QesQddafHmp1 QesQd Qes

QTot1Qlt1 Ptddaf

Qd Qddaf QdQafHmp2 QesQd

Ptd

QasQd QdHmp1 Qd

QTbt

QdPtd

Qd

hl

dafQd Qd

Qes

Hmp1 Ptd Ptm

hed1

QdQes

Ptd PtmPtd

hed1

dafPtmQa

Qd

Qached1QasQasdaf daf

Ptd dafPtmhed1 Psd

Ptm

Qlt2Qd PtmQac

Hmp1

Qd

hl

hed1Qd

QdQesQa

Hmp2 QdPtmQas

Qas

PsdQas PtmPsgPsd

Hpc1

hwd1

Psddaf Qd QdQa Qlt3 dafQes

Hmp1 dafQd

QasQes

hed1 PtdQas

Hmp1 PtdQes

Qdhwd1PtdHpc1Qd

PsQd

Psg

Qd Ptdhwd1Qd

Qddaf

Py

Qas

hedc1

QdPtm

daf QacQd

Hmp1

QaoQacdaf Hmp2

Hpc1

PsddafQa Hpc1

Qes

QTbtdaf Qd QasPsg

QasQddafPy

Qd Qd Qddafdaf Hmp2dafQes

QesHmp1

hedl1

Qd daf QdQlt3

Qa

Hmp2

QesPsgPsg

Ptd

Hmp1

QdQa

QTot1

daf

Qlt1PtmHmp2 Qas Qd Qd

Qas

Qot2Qes

hed1

Hpc1 PyQa Qot2Qes

Qlt1Qa

Qlt1Qot2QdQTot1

Qlt1

Ptd

PtdQddaf Qac Qd

Hmp1Qd

Qac

PsgQes

Qlt1

Qes

Qd

Qot2

QdPy

PtdQd QesQdQot2

Hmp1Qlt1

Hpc2

PtdQes

QaQd

hed1Qlt1Qlt1 QdHmp1QaQa

QesPsgHpc3Qot2 Qd

daf hed1Qd

QasPsdQdQesQd QesQd Qes Qes

Qd Qd QdPy QdQesHpc1

Qd QdQes

Py

Qot2 Qa dafQd QdQd

QasHmp1QdQlt2 Qlt2 daf Qddaf dafQesPyQlt2 Qaf

hed1

dafQlt1

Qlt3daf

Hmp1

daf QdQlt1 Hmp1daf QdQd Hmp1QTot1 Qlt2

daf QdQdQa

PyHpc1Qd Hmp1 dafPtd

QdQd

PtdQaQaQd

QTbtQes

QdQlt1 Qasdaf

QacQd

Qlt1 Psg QasQesQd QasQlt2

Qdhed1 QdPsgdaf

PsgHpc1 QasQd Qddaf daf

Hfpc

QTot1Hmp1

dafPsdHpc1

Hpc2daf Qas

QTbt Qlt1

Qlt2Qd

hed1

QdPy

Qes

Hmp1 QasPsg Qd

Hmp1

QddafHpc1 Ptm QdQesQes

Hmp1

Hmp1

hed1PsgdafdafQTot1

daf daf Qasdaf daf Qd Qas

Qacdaf

daf Hmp1Qlt2 Hpc1 Qd

Qao

Hpc1QesHmp1daf daf Psd QdQd Qd

hed1Qes

daf Hpc1QTbt Qd Hpc1Ptd

hed1

QTbt

QafQTot1Qes

Qd

hed1Qot2

QaQTot1 Qot2

Ptm

Qlt3

Qas

daf QdQdQao

Qot2

Psg

Qes

PsdPsg

Qlt3

QesQasQd

Qapc

Qd Ptd Ps

Py

QdHafp

Qes

daf Psddaf

Ptm

QdQot2

QesQaf

daf PtdPs Qas

Qlt3

dafPs

dafQes

QapcQd QafQd QacPtdQd

hed1

PtmQesQa

Qes

dafPsgQot2

hed1

QdPtd QasQTbt Qas QdQd Ptmhl

Hafp

Qa

dafQapc

Qao

QaHafpHafpdaf Qd

HafpQot2

PtmHafpQd

QTot1Qlt1 daf Qd

hl

QesQot2 QdPy QacQd Qac

Qot2 QasQdPtddafPy QesQapc

Qd

Ptm

daf

Qes

dafdafPsg

HafpQd dafdaf Qd

Qa

hl

Qddaf

Qes

Ptm PsQddaf PsQes

Qd Hafp Qes PsQasQapcdafQd Ptm

Qas

QesQd Qd

Qes

PsPtmQdQd

Hmp3

PtdQbs Ptd

Qaf

Qes Qesdaf PtmHpc2

QdQa QasQdQTbt

QapcPs

hedc1

PtdQd

QdQdPtmHafp PsQd Pshed1 Psg

Psg

dafQd

HafpPtm

Qot2daf

Ptm

Qd

daf Qlt3Ptd Ptmdaf Qlt3

Qlt3Qd

HfpcPtm QesQot2

Qd QbsHafpQa

Hpc2 Ptmdaf

QdPtm

Qot2

hed1

Hpc3

Psd

dafQes

Ptd

Ptm Qddaf

Ptm

Qas

Qaf QasdafdafPsg dafQd PtmPsg

QesQd dafQlt2 Qapc QdQot2 Qot2

Qot2daf QesPtm Ps QdPtm Ps

Qddaf

hed1

Py PtdQot2

dafQot2 Ps Ps

Ptd

QdQd

Qac

QdPs

QdQesQddaf PsHpc2Qd

daf

Qd

hed1

Hmp2

Qes

PsgPtm

Qd

hl

Qlt1Ps

hpc4dafQot2

dafPsg Qes

dafQd Qeshl

hed1

Qd

QesQeshl

daf dafQd

Qot2 hedl1daf Qlt2 QesPtm

hl

Qd QesQes

QesdafPtm

Qlt3 Qd

Qes

Qes

Psd

PsPsgdafQTbt dafPs

dafdafQbs

dafdaf

Qa

Qd daf Qas QesQdPsQes

Qot2 hed1 Qes Qd

Qa

dafdaf

hedc1

hed1Psg

daf QdPy

Qes

Qddaf

Qddaf Qlt3

daf

Qac

QTot1

Qlt3

dafhed1

Qa

Qlt3 QesdafQd

Qlt3 Hafp

Qac

QdQlt3

hed1 QesQa

Qlt3 Qlt3

daf

Qbs

QdPsQlt3

Qlt1

Qlt3Qlt3 HfpcQlt3 Ps

QTot1

dafQes

Hpc3Ptm

Qa

QaQes

Qlt3hed1

QaQesQas Ps

QTbtQes

hedc1

Qes

Qlt2

Qd dafhed1

Qes

Psdaf daf dafQlt3

Qes

dafQes Ptd

Qd Hafp QasQdQlt1 Qlt3

dafQlt3 Qddaf PtdQlt3

Hfpc

QdQes dafPsdQa

Qbs PsgPsQes

QTbt PtddafPtd

Psg

QesdafQas Ps

dafQd

Qes

QaQacQas

dafQdQlt3 Hafpdaf

Qlt1Qd

hmp4 Qesdaf Qd

PsQes PtmQTot1Qlt3 Ptd

Qddaf

Qlt3

hmp4

QddafQTbt

Qa Ptmdaf

QaPtm

QdQd

Ptm

Qlt3 PsQas Qes

Qot2

Qd

Ptm

QTot1

Ps

dafHpc2

daf dafQes

Qlt3Ptd

daf daf

Qot2

daf daf

Qlt1

daf Ptmdaf

Qlt3Qd QasQlt3

Qlt2Qbs Qlt3

Qd

Ptd

Qd Ptm PtdQes

Qlt1

Qd PtmPtdQas Ptm

Py

hmp4Qas

Qlt2

QdQasdafdaf

dafQapcPtm

Qes

Qd Qes

Qaf

Qapc

Qlt1

Hafp Qas

Hafp

QasQlt2 Ptd

daf

Qd Qlt3 Ptddaf

Qd Ptd

Ps

Qd Ptmdaf

Qlt3daf

Qes dafQot2

Ptd

Qlt1 dafPtdPtdQas Ptd PsQes

dafQesQesQafQlt3Ptddaf

Qlt2 PyPyQesQlt3

dafQlt3

QdQlt1 Qes

Qes

Qd QasHcr Qas Qlt3Qlt3Qlt2 Hafp Qas PtdQlt3

Ptm

Qlt3Qlt3

PyHpc3

PsQot2daf

PtdQbsPsdaf

Qa

PtdQasdaf

Ptm Ptd

Hmp3

hmp4

dafPtdQlt3

Psg PtdQa QesQes

PsdPtm

Qlt2Ptd Ps

daf PsQlt3 Qlt2Qd QesQes

Qot2

Qesdaf PtdPsQes PtdQot2 Ps

daf

QbsQlt3

Hafp PtdQlt2

dafHfpc

Qddaf

Qlt3PtdPtmQes Ptd

Qbs

QasPsddafPtd

Psg

Qa

Ptm PtdQes

Qot2PsPsdQTot1

PtmPtm

Hafp

Hafp Ptm

QasHafp

Qlt3 Qes

Qlt1

hmp4

Ptd Qes

Qes

daf

Qas

PsQesQot2 Qaf

daf

Qlt2 PtdHpc3 Ptm

Ps

Qa

Qlt2 PtddafQlt3

Qas Qes Qesdaf

Qd Ptm

Hmp2

QesQesPy

dafHpc3 Ps

Qd

Qes

Psgdaf QesQesdaf Qes Qes

QesPsQlt3 Qa Ptm

Qes

Qesdaf

Psd

daf Qas QesPtd

QesPsd

Hafp

QesQaf PsgQes

Ptmdaf dafPsdPsg Ptm

daf

Hmp3

QasPtd

Qasdaf Psd QesPtd

Ptd

Qac

QTot1

daf QasQes

dafQTot1

Qapc Psg

Qot2

QesQapcm

Hmp3

Ptmdaf

QasHmp2 QesQTot1

PtmHpc2Qas

QacPsd QesQas Ptm Ptm

Qlt1

QesPtm

hmp4

daf Qas

Hcr

QdQot2Qlt3 QasPtm

Qapcm QasQaf PtdQlt3

QacQas

QasPtd

Qapc

hmp4Qes

daf

Hfpc

Qot2Hcr

Qes

Qapc

QapcmQapcm Qa Qot2daf

hmp4Ptm

PtdQas

Qas

QasPsghmp4Hmp3 Ptd

HcrPtd

QesQot2 dafHcr

daf PtdPsg

Ptddaf QesQesQapcm hmp4Qlt1

PtdHmp3Qapc daf

dafQot2 QesQapc

Qlt1

PsdQapcmdafQes

Qapcm

Hafp

daf

Qes

Qlt3 hmp4

Psg

Qapcm QesQapcm

Qlt2

Hmp3 dafHpc2Qot2Ptd

Qlt3

QapcmHmp3

Qlt1QapcmPtd

daf

Qlt2

Hmp2Psg

PsgdafQapcm

hmp4

Qapcm Qes

Qbs

Hmp3QesHfpc

Qapcmhmp4Hpc3

daf

QesQacdaf

Hafp

Qes

HafpQas

Qeshmp4daf daf QesHcr

Ptd

Ptd

Py

hmp4 Qasdaf

Py

Hafp

Qas

Qes Ptdhmp4

Ptd

Qas PtdPsg

Ptd

Hafp

Hcr QesPsgHafp

daf dafhmp4

PyQes

hpc4 dafHfpc

hmp4 dafdafdaf QasPy Qes

daf

QTot1

daf dafdafdaf

Qes

daf QesPsd

Qas

dafPyQas

dafQbs QasQesdaf PtdPy

QasPsg PtmdafHpc3 Psg

Qes

daf QacHafp

QesPtd

hmp4Psg

PtmQacQa Qas

Hmp3Qes

PtdPtd

daf daf

Ptd

Ptd

Py

Pydaf

Qas

dafQas

Psgdaf QacHmp3 Ptddaf daf Ptddaf

hmp4

daf

Ptd

PsgQasQas

Qes

Ptd Qes

Qas

Qot2

hmp4 dafQaf

Qlt1Ptm

daf

Qlt2

Qes

Qlt3

Qbs PtdQa hmp4hpc4

hpc4

Hcrdafhmp4 PsgQa

daf

Qbs PtmPsg Qac Psg daf

QasPsg PsdPy

QesPyQes

Qes Qes

PyPtd Py Py PtmPtd

Ptd

PtmQes Ptm QasPtd

QesPtd

QesPtd

Qot2

Qa

Qa

Qa

Qlt3

Qac

daf

Hfpc

Qbs

hed1

daf

hpc4

hedc1

Hpc3Hmp3

hsc

hsc

hsc

hsc

hwdc1

hwdc3

hwdc3 hwdc3

hwdc3

hed2

hed1

hedc1

hedc2

hedl2

hedl2

Qes

Qas

Psg

Psg

Qas

Ptd

Qes

Qes

QasQes

Qlt3Qas

Ptd

Qes

Ptd

QesQes

Qes

QesQes

Qas

Qas

PtdQd

Qes

QesQas

Ptm

Qes

Qes

Qas

Hmp3

hmp4hpc4

hwdc1

hed1

hed1

hpc4

Hmp3

Hpc3

Hmp3

hwd1

Hmp3

Hmp3

hwd1

hedc1

hed1hed1

hwd1

Qa

hwd1

hed1

hwd1 hed1hwd1

hwd1

Hmp1

Qac

hed2

hedl2hwd3

hwd2

hwd3hwd3hwd3hwd2 hwd2

hwdc3

hwd2

558000

36100003610000

36110003611000

36120003612000

36130003613000

36140003614000

36150003615000

36160003616000

36170003617000

36180003618000

36190003619000

36200003620000

36210003621000

36220003622000

36230003623000

36240003624000

104°15'0"W

104°15'0"W

104°17'30"W

104°17'30"W

104°20'0"W

104°20'0"W

104°22'30"W

104°22'30"W

32°45'0"N 32°45'0"N

32°42'30"N 32°42'30"N

32°40'0"N 32°40'0"N

32°37'30"N 32°37'30"N

558000 559000

559000

560000

560000

561000

561000

562000

562000

563000

563000

564000

564000

565000

565000

566000

566000

567000

567000

568000

568000

569000

569000

570000

570000

Quadrangle Location

Magnetic DeclinationJuly, 20137º 48' East

At Map Center

Geologic Map of the Lake McMillan North7.5-Minute Quadrangle, Eddy County, New Mexico

Mapping of this quadrangle was funded by a matching-funds grant from the STATEMAP program of the National Cooperative Geologic Mapping Act, administered by the U. S. Geological Survey,

and by the New Mexico Bureau of Geology and Mineral Resources, (L. Greer Price, Directorand State Geologist, Dr. J. Michael Timmons, Assoc. Director for Mapping Programs).

New M exico Bureau of Geology and M ineral ResourcesNew M exico Tech

801 Leroy PlaceSocorro, N ew M exico

87801-4796

[575] 835-5490

This and other STATEM AP quadrangles are available for free dow nload in both PDF and ArcGIS form ats at:

http://geoinfo.nmt.edu

1 0 10.5 M ile

1 0 10.5 Kilom eter

Contour Interval 10 FeetNorth AmericanVertical Datum of 1988

1:26,488

1000 0 1000 2000 3000 4000 5000 6000 7000 Feet

New Mexico

New Mexico Bureau of Geology and Mineral ResourcesOpen-File Geologic Map 167

byDavid J. McCraw and Lewis A. Land

May, 2008

New Mexico Bureau of Geology and Mineral Resources, 801 Leroy Place, Socorro, NM 87801

NEW MEXICO BUREAU OF GEOLOGY AND MINERAL RESOURCES A DIVISION OF NEW MEXICO INSTITUTE OF MINING AND TECHNOLOGY

Base map from U.S. Geological Survey 2013.North American Datum of 1927 (NAD27) World Geodetic System of 1984 (WGS84).Projection and 1000-meter grid: Universal Transverse Mercator, Zone 13S10 000-foot ticks: New Mexico Coordinate System of 1983(west zone), shown in blue.Roads...........................................................................©2006-2013 TomTomNames.............................................................................................GNIS, 2013Hydrography............................................National Hydrography Dataset, 2011Contours........................................................National Elevation Dataset, 2002

praktika PtD

Matlab Automotive QAs

PTD Report

EnvDip QAs

Notification PTD

This page is specifically for Test PurposesQ po R. Qas pt pos o Qb02 Qam —xOas 0 O o a O o o O 4 Qporhì* Qas Q pom Qas oa Q po m Qpa Q porn Qbo Q ba Qpa Qpo -toa Qptc Qpo bo Qbo

ATTACHMENT Q PROCUREMENT GUIDANCE AND THIRD …mdot.ms.gov/documents/intermodal planning/public transit... · mdot-ptd- smp-2014 page 282 attachment q procurement guidance and third

QAS Refresh

150. CPA5 Ingeus-Deloitte PTD Q&A

Estatutos PTD

PTD 701 / PTD 702 / PTD 703 / PTD 704...SL Navodila za uporabo 337 - 377 HR Upute za uporabu 379 - 419 Zu dieser Anleitung 1 Betriebsanleitung PTD 701 / PTD 702 / PTD 703 / PTD 704

Ptd Guidelines

PTD 701 / PTD 702 / PTD 703 / PTD 704 - Miele · 2020. 8. 4. · 600 kPa (6,0 bar) Durchflussmenge Standard mind. 4 l/min PTD 701 AE RO, PTD 702 AE RO ... (included in scope of delivery

QAS 14 - Marchandise

soalan ptd

Electrical QAS

367. CPA16: Ingeus-Deloitte - PTD Q&A

QAS- SERIEN - Hillmo

QAS Restore

047. CPA1: Ingeus-Deloitte PTD (Post Tender Discussion) Q&A

Balikli Hes Ptd

Listrik - PTD

The Importance of Verifying Addresses Through Your Website A Q&A with Experian QAS

202. CPA8: Ingeus-Deloitte - PTD (Post Tender Discussion) Q&A

Ict Qas May11

085. CPA3: Ingeus-Deloitte PTD (Post Tender Discussion) Q&A

Marr Ogy Qas

Генераторы QAS FLX

KronoWin M17 I.E.S. POLITECNICO DE VIGO CURSO … D… · DdPdER2 FPJ ptd D4 DdPdER2 FPJ ptd D4 DdPdER2 FPJ ptd D4 DdPdER2 FPJ ptd D4 DdPdER2 FPJ ptd D4 PdC2 IN1 psd D4 ... Nº 23

Qas Inotes

PTD pertemuan 2

Generator Options - d3is8fue1tbsks.cloudfront.netd3is8fue1tbsks.cloudfront.net/PDF/Atlas Copco/Atlas Copco QAS... · Model QAX 24 QAS 30 QAS 58 QAS 90 QAS 120 QAS ... 125 x 57 x 50

329. CPA14: PDDG Ltd - Ptd Q&A

QAS 25 QAS 45 - ABLE Equipment Rental · ATLAS COPCO QAS 25 & QAS 45 COMPACT & POWERFUL Need Power? The Atlas Copco QAS 25 and QAS 45 packs an impressive amount of power into a heavy

Aib Nuevo Qas 275 - Qas 325_es