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degrees North(or decimal associated calculations are explained as follows and are <br /> degrees) available in Table V. The GNSS altitude as measured by <br /> minutes North the Bad Elf was converted to feet (measured elevation). <br /> seconds North <br /> To obtain height above mean sea level for each point, an <br /> NOTE:fGr 56 degrees 15 miinutes South,you can enter orthometric height had to be calculated. The <br /> the latitude as- <br /> a Decimal Degrees in just the first field,e.g.,-56.2 5 orthometric height approximates mean sea level and is <br /> c;r the difference between GPS ellipsoid height and geoid <br /> b',Degrees Minutes Second's in their respective fields,e.g.. <br /> -5,&degrees,15 minutes. height. This was accomplished in a two-step process <br /> using the UNAVCO calculator found here: <br /> I degrees East(or decimal https://www.unavco.org/software/geodetic- <br /> .......................................................I minutes East utilities/geoid-height-calculator/geoid-he <br /> ight- <br /> seconds East calculator.html <br /> I NOTE.,,fir 102 degrees aO milinutes West,yGu can enter Entering the Latitude, Longitude and GPS elevation the <br /> the lGrigitude,as: conversion is made by submitting this information. For <br /> a)Decimal Degrees in just the first field,e.g.,-10 2.5, an explanation of the geodesy associated with these <br /> Gr <br /> b)Degrees Minutes SecGnds in their respective fields,e.g., terms please see: <br /> -1,02 degrees a,,&minutes. <br /> http://www.esri.com/news/arcuser/0703/geoidlof3.html <br /> ej 1 1 ig: meters <br /> Illustration I (left): Screen capture from the UNA VCO site <br /> Reset SUbmit showing the method of converting GPS measurement of elevation <br /> to height above mean sea level. <br /> Your Input Coordinates and GPS Height-- <br /> Latitude = 40.43' N = 40'25'48" N <br /> Longitude= 107-54' W= 107' 32' 24" W <br /> GP S ellip so idal height=222 7-10 (meter&) <br /> Geoid height 14.021 (meters) <br /> Orthomeffic height (height above EG-M96 geoi-d which approximates mean &ea level) 224 1.12 1 meters) <br /> note- orthornetri-C height=GPS ellipoidal height- geoid height), <br /> Illustration 2 (Above): Screen capture from UNA VCO site showing the mathematic relationships between geoid, <br /> orthometric and ellipsoid heights. <br /> As illustrated in the above methodology,many variables affect the precision of field-collected elevations <br /> measured with a handheld GPS unit. The average GPS positional error for the 45 points collected in the <br /> field was 6.74 ft. However, as demonstrated by the data collected and illustrated below, the difference in <br /> field collected elevation appears generally consistent throughout the site and corroborates TMI's <br /> approved post mining topography. <br /> Using Microsoft Excel® (Table V), the Division charted the PMT from the ARR (M 1) map <br /> elevations, and the on-the-ground measured elevations, converting the field data (GNS S—Alt) to elevation <br /> above mean sea level and created cross-sections for each transect and its associated reclamation parcel <br /> for comparison. This underlying data for the topographic analysis is presented in Table 11 at the end of <br /> this document. The illustrations below show transect locations, field collected points in relationship to the <br /> 2016 ARR Map and transect cross sections exhibiting the elevation differences between the TMI map and <br /> Permit Number C 198 1010 Prepared by: R.Reilley,MS,GISP <br /> SLI 8 Page 10 of 22 <br />