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NI 43-101 Preliminary Economic Assessment - Verde Potash

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<strong>Verde</strong> <strong>Potash</strong> Plc 12-3<br />

Cerrado <strong>Verde</strong> Project<br />

<strong>NI</strong> <strong>43</strong>-<strong>101</strong> <strong>Preliminary</strong> <strong>Economic</strong> <strong>Assessment</strong><br />

12.1.4 Variography<br />

Introduction<br />

Variography is used to describe the spatial variability or correlation of an attribute. The spatial<br />

variability is traditionally measured by means of a variogram, which is generated by determining<br />

the averaged squared difference of data points at a nominated distance (h), or lag (Srivastava and<br />

Isaacs, 1989). The averaged squared difference (variogram or v(h)) for each lag distance is<br />

plotted on a bivariate plot, where the X-axis is the lag distance and the Y-axis represents the<br />

average squared differences (v(h)) for the nominated lag distance.<br />

Several types of variogram calculations are employed to determine the directions of the<br />

continuity of the mineralization:<br />

Traditional variograms are calculated from the raw assay values;<br />

Log-transformed variography involves a logarithmic transformation of the assay data;<br />

Gausssian variograms are based on the results after declustering and a transformation to a<br />

Normal distribution;<br />

Pairwise-relative variograms attempt to 'normalize' the variogram by dividing the<br />

analyses; and<br />

Correlograms are 'standardized' by the variance calculated from the sample values that<br />

contribute to each lag.<br />

Fan variography involves the graphical representation of spatial trends by calculating a range of<br />

variograms in a selected plane and contouring the variogram values. The result is a contour map<br />

of the grade continuity within the domain.<br />

The variography was calculated and modeled in the mining planning software, Gemcom Surpac<br />

Software. The rotations are tabulated as input into Gemcom Surpac Software (geological<br />

convention), with X representing the bearing, Y representing dip and Z representing plunge. Dip<br />

and dip direction of major, semi-major and minor axes of continuity are also referred to in the<br />

text.<br />

Grade variography was generated to enable grade estimation via OK. Interpreted anisotropy<br />

directions correspond well with the modeled geology and overall geometry of the interpreted<br />

domain. The results are show in Table 12.1.4.1.<br />

Table 12.1.4.1: Cerrado <strong>Verde</strong> Deposit Unweathered and Weathered Mineralized Domain<br />

Variogram Models<br />

K2O<br />

Nugget<br />

(CO)<br />

Bearing<br />

Rotation Structure 1 Structure 2<br />

Dip Plunge<br />

Sill 1<br />

(C1)<br />

Major<br />

Range (m)<br />

Semi-<br />

Major Minor<br />

Sill 2<br />

(C2)<br />

Major<br />

Range (m)<br />

Semi<br />

Major Minor<br />

Low Grade 0.21 180 -10 0 0.34 200 100 16.53 1.20 400 200 33.06<br />

High Grade 0 21 180 -10 0 0.34 200 100 16.53 1.20 400 200 33.06<br />

SRK Consulting (U.S.), Inc. September 16, 2011<br />

Cerrado <strong>Verde</strong>_<strong>NI</strong> <strong>43</strong>-<strong>101</strong> PEA_3<strong>43</strong>500.020_007_KG

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