| 99% z 345103 to 341651.97 |
3451.03 |
| 98% z 345103 to 338200.94 |
6902.06 |
| 97% z 345103 to 334749.91 |
10353.09 |
| 96% z 345103 to 331298.88 |
13804.12 |
| 95% z 345103 to 327847.85 |
17255.15 |
| 94% z 345103 to 324396.82 |
20706.18 |
| 93% z 345103 to 320945.79 |
24157.21 |
| 92% z 345103 to 317494.76 |
27608.24 |
| 91% z 345103 to 314043.73 |
31059.27 |
| 90% z 345103 to 310592.7 |
34510.3 |
| 89% z 345103 to 307141.67 |
37961.33 |
| 88% z 345103 to 303690.64 |
41412.36 |
| 87% z 345103 to 300239.61 |
44863.39 |
| 86% z 345103 to 296788.58 |
48314.42 |
| 85% z 345103 to 293337.55 |
51765.45 |
| 84% z 345103 to 289886.52 |
55216.48 |
| 83% z 345103 to 286435.49 |
58667.51 |
| 82% z 345103 to 282984.46 |
62118.54 |
| 81% z 345103 to 279533.43 |
65569.57 |
| 80% z 345103 to 276082.4 |
69020.6 |
| 79% z 345103 to 272631.37 |
72471.63 |
| 78% z 345103 to 269180.34 |
75922.66 |
| 77% z 345103 to 265729.31 |
79373.69 |
| 76% z 345103 to 262278.28 |
82824.72 |
| 75% z 345103 to 258827.25 |
86275.75 |
| 74% z 345103 to 255376.22 |
89726.78 |
| 73% z 345103 to 251925.19 |
93177.81 |
| 72% z 345103 to 248474.16 |
96628.84 |
| 71% z 345103 to 245023.13 |
100079.87 |
| 70% z 345103 to 241572.1 |
103530.9 |
| 69% z 345103 to 238121.07 |
106981.93 |
| 68% z 345103 to 234670.04 |
110432.96 |
| 67% z 345103 to 231219.01 |
113883.99 |
| 66% z 345103 to 227767.98 |
117335.02 |
| 65% z 345103 to 224316.95 |
120786.05 |
| 64% z 345103 to 220865.92 |
124237.08 |
| 63% z 345103 to 217414.89 |
127688.11 |
| 62% z 345103 to 213963.86 |
131139.14 |
| 61% z 345103 to 210512.83 |
134590.17 |
| 60% z 345103 to 207061.8 |
138041.2 |
| 59% z 345103 to 203610.77 |
141492.23 |
| 58% z 345103 to 200159.74 |
144943.26 |
| 57% z 345103 to 196708.71 |
148394.29 |
| 56% z 345103 to 193257.68 |
151845.32 |
| 55% z 345103 to 189806.65 |
155296.35 |
| 54% z 345103 to 186355.62 |
158747.38 |
| 53% z 345103 to 182904.59 |
162198.41 |
| 52% z 345103 to 179453.56 |
165649.44 |
| 51% z 345103 to 176002.53 |
169100.47 |
| 50% z 345103 to 172551.5 |
172551.5 |
| 49% z 345103 to 169100.47 |
176002.53 |
| 48% z 345103 to 165649.44 |
179453.56 |
| 47% z 345103 to 162198.41 |
182904.59 |
| 46% z 345103 to 158747.38 |
186355.62 |
| 45% z 345103 to 155296.35 |
189806.65 |
| 44% z 345103 to 151845.32 |
193257.68 |
| 43% z 345103 to 148394.29 |
196708.71 |
| 42% z 345103 to 144943.26 |
200159.74 |
| 41% z 345103 to 141492.23 |
203610.77 |
| 40% z 345103 to 138041.2 |
207061.8 |
| 39% z 345103 to 134590.17 |
210512.83 |
| 38% z 345103 to 131139.14 |
213963.86 |
| 37% z 345103 to 127688.11 |
217414.89 |
| 36% z 345103 to 124237.08 |
220865.92 |
| 35% z 345103 to 120786.05 |
224316.95 |
| 34% z 345103 to 117335.02 |
227767.98 |
| 33% z 345103 to 113883.99 |
231219.01 |
| 32% z 345103 to 110432.96 |
234670.04 |
| 31% z 345103 to 106981.93 |
238121.07 |
| 30% z 345103 to 103530.9 |
241572.1 |
| 29% z 345103 to 100079.87 |
245023.13 |
| 28% z 345103 to 96628.84 |
248474.16 |
| 27% z 345103 to 93177.81 |
251925.19 |
| 26% z 345103 to 89726.78 |
255376.22 |
| 25% z 345103 to 86275.75 |
258827.25 |
| 24% z 345103 to 82824.72 |
262278.28 |
| 23% z 345103 to 79373.69 |
265729.31 |
| 22% z 345103 to 75922.66 |
269180.34 |
| 21% z 345103 to 72471.63 |
272631.37 |
| 20% z 345103 to 69020.6 |
276082.4 |
| 19% z 345103 to 65569.57 |
279533.43 |
| 18% z 345103 to 62118.54 |
282984.46 |
| 17% z 345103 to 58667.51 |
286435.49 |
| 16% z 345103 to 55216.48 |
289886.52 |
| 15% z 345103 to 51765.45 |
293337.55 |
| 14% z 345103 to 48314.42 |
296788.58 |
| 13% z 345103 to 44863.39 |
300239.61 |
| 12% z 345103 to 41412.36 |
303690.64 |
| 11% z 345103 to 37961.33 |
307141.67 |
| 10% z 345103 to 34510.3 |
310592.7 |
| 9% z 345103 to 31059.27 |
314043.73 |
| 8% z 345103 to 27608.24 |
317494.76 |
| 7% z 345103 to 24157.21 |
320945.79 |
| 6% z 345103 to 20706.18 |
324396.82 |
| 5% z 345103 to 17255.15 |
327847.85 |
| 4% z 345103 to 13804.12 |
331298.88 |
| 3% z 345103 to 10353.09 |
334749.91 |
| 2% z 345103 to 6902.06 |
338200.94 |
| 1% z 345103 to 3451.03 |
341651.97 |
| 0% z 345103 to 0 |
345103 |