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The most critical circular failure surface <br /> is specified by 26 coordinate points <br /> Point x-surf y-surf <br /> No. (ft) (ft) <br /> 1 210 .53 4748. 00 <br /> 2 203.56 4747 .34 <br /> 3 196.57 4746. 92 <br /> 4 189.57 4746.73 <br /> 5 182 .57 4746.77 <br /> 6 175.58 4747 .04 <br /> 7 168 . 60 4747 . 55 <br /> 8 161 . 64 4748 .28 <br /> 9 154 .70 4749.25 <br /> 10 147 .81 4750 . 45 <br /> 11 140. 95 4751 . 88 <br /> 12 134 .15 4753 . 53 <br /> 13 127 . 41 4755 . 41 <br /> 14 120 .73 4757 .51 <br /> 15 114 .13 4759. 84 <br /> 16 107 . 61 4762 .38 <br /> 17 101 .17 4765 . 14 <br /> 18 94 . 83 4768 . 10 <br /> 19 88 . 60 4771 .28 <br /> 20 82 .47 4774 . 67 <br /> 21 76.46 4778 .25 <br /> 22 70.57 4782 . 04 <br /> 23 64 . 81 4786 . 01 <br /> 24 59. 18 4790 . 18 <br /> 25 53 . 70 4794 . 53 <br /> 26 48 .70 4798 .78 <br /> **** Simplified BISHOP FOS = 1 . 943 **** <br /> The following is a summary of the TEN most critical <br /> surfaces <br /> Problem Description : Nix CELL 1 MAX 2 .5 : 1 Static <br /> Dredge <br /> FOS Circle Center Radius Initial <br /> Terminal Resisting <br /> (BISHOP) x-coord y-coord x-coord x- <br /> coord Moment <br /> 4 <br />