阻值表即为平常所说的NTC热敏电阻温度传感器RT关系表,主要反映NTC在不同温度所对应的不同电阻值,其正确的参数在软件开发中有非常重要的作用。标准的RT表一般包括几个主要参数:①标称阻值;②B值;③±范围内允许的公差阻值
ntc热敏电阻里面,在低温的使用范围内,阻值10k的是最为常见、应用范围最广、也是价格最为经济的阻值。本文收集了 ntc 10k 3435比较常见的的几个精度的阻值表,仅供参考。
标称阻值:10k kΩ @25℃;公差精度: 1%
B值 :3435K@25/50℃;B值精度:1%
Temp. |
Rmax |
Rnor |
Rmin |
(deg. C) |
(k Ohms) |
(k Ohms) |
(k Ohms) |
-50 |
383.6636 |
366.4286 |
349.9328 |
-49 |
360.5607 |
344.5753 |
329.2657 |
-48 |
339.0119 |
324.1796 |
309.9653 |
-47 |
318.9022 |
305.1344 |
291.9319 |
-46 |
300.1258 |
287.3413 |
275.0738 |
-45 |
282.5857 |
270.7097 |
259.3068 |
-44 |
266.1922 |
255.1561 |
244.553 |
-43 |
250.8629 |
240.6035 |
230.7407 |
-42 |
236.5216 |
226.981 |
217.8035 |
-41 |
223.0983 |
214.2231 |
205.6803 |
-40 |
210.5283 |
202.2693 |
194.3148 |
-39 |
198.7519 |
191.0637 |
183.6545 |
-38 |
187.7137 |
180.5546 |
173.6511 |
-37 |
177.3629 |
170.6944 |
164.2601 |
-36 |
167.6522 |
161.4387 |
155.44 |
-35 |
158.5379 |
152.7468 |
147.1525 |
-34 |
149.9798 |
144.5807 |
139.362 |
-33 |
141.9402 |
136.9052 |
132.0356 |
-32 |
134.3847 |
129.6879 |
125.1427 |
-31 |
127.2809 |
122.8985 |
118.655 |
-30 |
120.5991 |
116.5089 |
112.5462 |
-29 |
114.3116 |
110.4932 |
106.7917 |
-28 |
108.3927 |
104.8272 |
101.3688 |
-27 |
102.8185 |
99.4883 |
96.2564 |
-26 |
97.5669 |
94.4558 |
91.4348 |
-25 |
92.6171 |
89.7101 |
86.8857 |
-24 |
87.9501 |
85.2332 |
82.592 |
-23 |
83.5479 |
81.0082 |
78.5378 |
-22 |
79.394 |
77.0194 |
74.7084 |
-21 |
75.4728 |
73.2523 |
71.0899 |
-20 |
71.77 |
69.6931 |
67.6695 |
-19 |
68.272 |
66.3291 |
64.4351 |
-18 |
64.9663 |
63.1485 |
61.3754 |
-17 |
61.8412 |
60.1402 |
58.4802 |
-16 |
58.8858 |
57.2939 |
55.7394 |
-15 |
56.0899 |
54.5998 |
53.144 |
-14 |
53.4439 |
52.049 |
50.6855 |
-13 |
50.9389 |
49.633 |
48.3557 |
-12 |
48.5666 |
47.3439 |
46.1473 |
-11 |
46.3192 |
45.1743 |
44.0532 |
-10 |
44.1895 |
43.1172 |
42.0668 |
-9 |
42.1705 |
41.1663 |
40.182 |
-8 |
40.2558 |
39.3153 |
38.393 |
-7 |
38.4396 |
37.5587 |
36.6943 |
-6 |
36.7162 |
35.891 |
35.081 |
-5 |
35.0802 |
34.3074 |
33.5481 |
-4 |
33.5269 |
32.8029 |
32.0914 |
-3 |
32.0515 |
31.3734 |
30.7065 |
-2 |
30.6497 |
30.0145 |
29.3896 |
-1 |
29.3174 |
28.7225 |
28.1368 |
0 |
28.0508 |
27.4936 |
26.9448 |
1 |
26.8464 |
26.3245 |
25.8102 |
2 |
25.7006 |
25.2119 |
24.73 |
3 |
24.6103 |
24.1527 |
23.7013 |
4 |
23.5726 |
23.1442 |
22.7213 |
5 |
22.5846 |
22.1835 |
21.7874 |
6 |
21.6436 |
21.2682 |
20.8973 |
7 |
20.7472 |
20.3959 |
20.0486 |
8 |
19.8931 |
19.5644 |
19.2392 |
9 |
19.0789 |
18.7714 |
18.467 |
10 |
18.3027 |
18.0151 |
17.7303 |
11 |
17.5624 |
17.2935 |
17.027 |
12 |
16.8561 |
16.6048 |
16.3556 |
13 |
16.1823 |
15.9475 |
15.7145 |
14 |
15.5391 |
15.3198 |
15.102 |
15 |
14.9251 |
14.7203 |
14.5168 |
16 |
14.3387 |
14.1475 |
13.9576 |
17 |
13.7786 |
13.6003 |
13.4229 |
18 |
13.2434 |
13.0772 |
12.9117 |
19 |
12.732 |
12.5771 |
12.4228 |
20 |
12.2431 |
12.0988 |
11.955 |
21 |
11.7756 |
11.6413 |
11.5074 |
22 |
11.3286 |
11.2037 |
11.079 |
23 |
10.9009 |
10.7848 |
10.6689 |
24 |
10.4917 |
10.3839 |
10.2762 |
25 |
10.1 |
10 |
9.9 |
26 |
9.7323 |
9.6324 |
9.5325 |
27 |
9.38 |
9.2802 |
9.1806 |
28 |
9.0424 |
8.9428 |
8.8435 |
29 |
8.7186 |
8.6195 |
8.5206 |
30 |
8.4082 |
8.3096 |
8.2113 |
31 |
8.1105 |
8.0124 |
7.9147 |
32 |
7.8249 |
7.7275 |
7.6305 |
33 |
7.5508 |
7.4541 |
7.3579 |
34 |
7.2878 |
7.1919 |
7.0965 |
35 |
7.0353 |
6.9403 |
6.8458 |
36 |
6.7929 |
6.6987 |
6.6052 |
37 |
6.5601 |
6.4669 |
6.3744 |
38 |
6.3364 |
6.2442 |
6.1527 |
39 |
6.1216 |
6.0304 |
5.94 |
40 |
5.9151 |
5.825 |
5.7357 |
41 |
5.7167 |
5.6276 |
5.5394 |
42 |
5.5259 |
5.438 |
5.3509 |
43 |
5.3425 |
5.2557 |
5.1698 |
44 |
5.1661 |
5.0804 |
4.9957 |
45 |
4.9964 |
4.9119 |
4.8283 |
46 |
4.8331 |
4.7498 |
4.6674 |
47 |
4.6761 |
4.5939 |
4.5127 |
48 |
4.5249 |
4.4439 |
4.3639 |
49 |
4.3793 |
4.2995 |
4.2207 |
50 |
4.2392 |
4.1605 |
4.083 |
51 |
4.1042 |
4.0268 |
3.9504 |
52 |
3.9742 |
3.898 |
3.8228 |
53 |
3.849 |
3.7739 |
3.7 |
54 |
3.7283 |
3.6544 |
3.5817 |
55 |
3.6121 |
3.5393 |
3.4677 |
56 |
3.5 |
3.4284 |
3.358 |
57 |
3.3919 |
3.3215 |
3.2523 |
58 |
3.2877 |
3.2185 |
3.1504 |
59 |
3.1872 |
3.1191 |
3.0522 |
60 |
3.0903 |
3.0234 |
2.9575 |
61 |
2.9968 |
2.931 |
2.8663 |
62 |
2.9066 |
2.8419 |
2.7783 |
63 |
2.8196 |
2.7559 |
2.6934 |
64 |
2.7355 |
2.6729 |
2.6115 |
65 |
2.6544 |
2.5929 |
2.5325 |
66 |
2.5761 |
2.5156 |
2.4563 |
67 |
2.5004 |
2.441 |
2.3827 |
68 |
2.4274 |
2.369 |
2.3117 |
69 |
2.3568 |
2.2994 |
2.2432 |
70 |
2.2886 |
2.2322 |
2.177 |
71 |
2.2227 |
2.1673 |
2.1131 |
72 |
2.159 |
2.1046 |
2.0513 |
73 |
2.0974 |
2.044 |
1.9917 |
74 |
2.0379 |
1.9854 |
1.934 |
75 |
1.9804 |
1.9288 |
1.8783 |
76 |
1.9247 |
1.874 |
1.8245 |
77 |
1.8709 |
1.8211 |
1.7725 |
78 |
1.8188 |
1.7699 |
1.7221 |
79 |
1.7685 |
1.7204 |
1.6735 |
80 |
1.7197 |
1.6725 |
1.6264 |
81 |
1.6725 |
1.6262 |
1.5809 |
82 |
1.6269 |
1.5813 |
1.5369 |
83 |
1.5827 |
1.5379 |
1.4943 |
84 |
1.5399 |
1.4959 |
1.4531 |
85 |
1.4984 |
1.4553 |
1.4132 |
86 |
1.4583 |
1.4159 |
1.3746 |
87 |
1.4194 |
1.3778 |
1.3372 |
88 |
1.3817 |
1.3408 |
1.301 |
89 |
1.3452 |
1.3051 |
1.266 |
90 |
1.3099 |
1.2704 |
1.232 |
91 |
1.2756 |
1.2368 |
1.1991 |
92 |
1.2424 |
1.2043 |
1.1673 |
93 |
1.2102 |
1.1728 |
1.1364 |
94 |
1.1789 |
1.1422 |
1.1065 |
95 |
1.1487 |
1.1126 |
1.0775 |
96 |
1.1193 |
1.0839 |
1.0494 |
97 |
1.0908 |
1.056 |
1.0222 |
98 |
1.0632 |
1.029 |
0.9958 |
99 |
1.0364 |
1.0028 |
0.9702 |
100 |
1.0104 |
0.9774 |
0.9453 |
101 |
0.9851 |
0.9527 |
0.9212 |
102 |
0.9606 |
0.9288 |
0.8979 |
103 |
0.9368 |
0.9055 |
0.8752 |
104 |
0.9137 |
0.883 |
0.8532 |
105 |
0.8913 |
0.8611 |
0.8319 |
106 |
0.8696 |
0.8399 |
0.8111 |
107 |
0.8484 |
0.8193 |
0.791 |
108 |
0.8279 |
0.7992 |
0.7715 |
109 |
0.8079 |
0.7798 |
0.7525 |
110 |
0.7886 |
0.7609 |
0.7341 |
111 |
0.7697 |
0.7425 |
0.7162 |
112 |
0.7514 |
0.7247 |
0.6989 |
113 |
0.7336 |
0.7074 |
0.682 |
114 |
0.7164 |
0.6906 |
0.6656 |
115 |
0.6996 |
0.6742 |
0.6497 |
116 |
0.6832 |
0.6583 |
0.6342 |
117 |
0.6673 |
0.6429 |
0.6192 |
118 |
0.6519 |
0.6278 |
0.6046 |
119 |
0.6369 |
0.6132 |
0.5904 |
120 |
0.6223 |
0.599 |
0.5766 |
121 |
0.6081 |
0.5852 |
0.5631 |
122 |
0.5942 |
0.5718 |
0.5501 |
123 |
0.5808 |
0.5587 |
0.5374 |
124 |
0.5677 |
0.546 |
0.525 |
125 |
0.555 |
0.5336 |
0.513 |
126 |
0.5426 |
0.5216 |
0.5013 |
127 |
0.5305 |
0.5098 |
0.4899 |
128 |
0.5187 |
0.4984 |
0.4789 |
129 |
0.5073 |
0.4873 |
0.4681 |
130 |
0.4962 |
0.4765 |
0.4576 |
131 |
0.4853 |
0.466 |
0.4474 |
132 |
0.4748 |
0.4558 |
0.4375 |
133 |
0.4645 |
0.4458 |
0.4278 |
134 |
0.4544 |
0.4361 |
0.4184 |
135 |
0.4447 |
0.4266 |
0.4092 |
136 |
0.4352 |
0.4174 |
0.4003 |
137 |
0.4259 |
0.4084 |
0.3916 |
138 |
0.4169 |
0.3997 |
0.3831 |
139 |
0.4081 |
0.3911 |
0.3749 |
140 |
0.3995 |
0.3828 |
0.3668 |
141 |
0.3911 |
0.3747 |
0.359 |
142 |
0.383 |
0.3669 |
0.3514 |
143 |
0.375 |
0.3592 |
0.3439 |
144 |
0.3673 |
0.3517 |
0.3367 |
145 |
0.3597 |
0.3444 |
0.3296 |
146 |
0.3523 |
0.3372 |
0.3227 |
147 |
0.3452 |
0.3303 |
0.316 |
148 |
0.3381 |
0.3235 |
0.3095 |
149 |
0.3313 |
0.3169 |
0.3031 |
150 |
0.3246 |
0.3104 |
0.2968 |
151 |
0.3181 |
0.3042 |
0.2908 |
152 |
0.3118 |
0.298 |
0.2849 |
153 |
0.3056 |
0.292 |
0.2791 |
154 |
0.2995 |
0.2862 |
0.2734 |
155 |
0.2936 |
0.2805 |
0.2679 |
156 |
0.2878 |
0.2749 |
0.2626 |
157 |
0.2822 |
0.2695 |
0.2573 |
158 |
0.2767 |
0.2642 |
0.2522 |
159 |
0.2713 |
0.259 |
0.2472 |
160 |
0.2661 |
0.254 |
0.2424 |
161 |
0.261 |
0.249 |
0.2376 |
162 |
0.256 |
0.2442 |
0.233 |
163 |
0.2511 |
0.2395 |
0.2284 |
164 |
0.2463 |
0.2349 |
0.224 |
165 |
0.2417 |
0.2304 |
0.2197 |
166 |
0.2371 |
0.226 |
0.2155 |
167 |
0.2327 |
0.2218 |
0.2113 |
168 |
0.2283 |
0.2176 |
0.2073 |
169 |
0.2241 |
0.2135 |
0.2034 |
170 |
0.2199 |
0.2095 |
0.1995 |
171 |
0.2159 |
0.2056 |
0.1958 |
172 |
0.2119 |
0.2018 |
0.1921 |
173 |
0.208 |
0.198 |
0.1885 |
174 |
0.2042 |
0.1944 |
0.185 |
175 |
0.2005 |
0.1908 |
0.1816 |
176 |
0.1969 |
0.1874 |
0.1782 |
177 |
0.1934 |
0.1839 |
0.175 |
178 |
0.1899 |
0.1806 |
0.1718 |
179 |
0.1865 |
0.1774 |
0.1687 |
180 |
0.1832 |
0.1742 |
0.1656 |
181 |
0.18 |
0.1711 |
0.1626 |
182 |
0.1768 |
0.168 |
0.1597 |
183 |
0.1737 |
0.165 |
0.1568 |
184 |
0.1706 |
0.1621 |
0.154 |
185 |
0.1677 |
0.1593 |
0.1513 |
186 |
0.1648 |
0.1565 |
0.1486 |
187 |
0.1619 |
0.1538 |
0.146 |
188 |
0.1591 |
0.1511 |
0.1434 |
189 |
0.1564 |
0.1485 |
0.1409 |
190 |
0.1537 |
0.1459 |
0.1385 |
191 |
0.1511 |
0.1434 |
0.1361 |
192 |
0.1486 |
0.141 |
0.1337 |
193 |
0.1461 |
0.1386 |
0.1314 |
194 |
0.1436 |
0.1362 |
0.1292 |
195 |
0.1412 |
0.1339 |
0.127 |
196 |
0.1389 |
0.1317 |
0.1248 |
197 |
0.1366 |
0.1295 |
0.1227 |
198 |
0.1343 |
0.1273 |
0.1206 |
199 |
0.1321 |
0.1252 |
0.1186 |
200 |
0.1299 |
0.1231 |
0.1166 |
201 |
0.1278 |
0.1211 |
0.1147 |
202 |
0.1257 |
0.1191 |
0.1128 |
203 |
0.1237 |
0.1172 |
0.1109 |
204 |
0.1217 |
0.1153 |
0.1091 |
205 |
0.1198 |
0.1134 |
0.1073 |
206 |
0.1179 |
0.1116 |
0.1056 |
207 |
0.116 |
0.1098 |
0.1039 |
208 |
0.1141 |
0.108 |
0.1022 |
209 |
0.1123 |
0.1063 |
0.1005 |
210 |
0.1106 |
0.1046 |
0.0989 |
211 |
0.1088 |
0.1029 |
0.0974 |
212 |
0.1071 |
0.1013 |
0.0958 |
213 |
0.1055 |
0.0997 |
0.0943 |
214 |
0.1039 |
0.0982 |
0.0928 |
215 |
0.1023 |
0.0967 |
0.0913 |
216 |
0.1007 |
0.0952 |
0.0899 |
217 |
0.0991 |
0.0937 |
0.0885 |
218 |
0.0976 |
0.0922 |
0.0871 |
219 |
0.0962 |
0.0908 |
0.0858 |
220 |
0.0947 |
0.0895 |
0.0845 |
221 |
0.0933 |
0.0881 |
0.0832 |
222 |
0.0919 |
0.0868 |
0.0819 |
223 |
0.0905 |
0.0855 |
0.0807 |
224 |
0.0892 |
0.0842 |
0.0794 |
225 |
0.0879 |
0.0829 |
0.0782 |
226 |
0.0866 |
0.0817 |
0.0771 |
227 |
0.0853 |
0.0805 |
0.0759 |
228 |
0.084 |
0.0793 |
0.0748 |
229 |
0.0828 |
0.0781 |
0.0737 |
230 |
0.0816 |
0.077 |
0.0726 |
231 |
0.0804 |
0.0759 |
0.0715 |
232 |
0.0793 |
0.0748 |
0.0705 |
233 |
0.0782 |
0.0737 |
0.0694 |
234 |
0.077 |
0.0726 |
0.0684 |
235 |
0.0759 |
0.0716 |
0.0674 |
236 |
0.0749 |
0.0706 |
0.0665 |
237 |
0.0738 |
0.0695 |
0.0655 |
238 |
0.0728 |
0.0686 |
0.0646 |
239 |
0.0718 |
0.0676 |
0.0637 |
240 |
0.0708 |
0.0666 |
0.0628 |
标称阻值:10k kΩ @25℃;公差精度: 5%
B值 :3435K@25/50℃;B值精度:1%
Temp. |
Rmax |
Rnor |
Rmin |
(deg. C) |
(k Ohms) |
(k Ohms) |
(k Ohms) |
-40 |
218.8661 |
202.2693 |
186.4637 |
-39 |
206.6232 |
191.0637 |
176.2341 |
-38 |
195.1479 |
180.5546 |
166.6349 |
-37 |
184.3872 |
170.6944 |
157.6234 |
-36 |
174.2918 |
161.4387 |
149.1596 |
-35 |
164.8167 |
152.7468 |
141.2069 |
-34 |
155.9196 |
144.5807 |
133.7312 |
-33 |
147.5616 |
136.9052 |
126.7008 |
-32 |
139.7068 |
129.6879 |
120.0864 |
-31 |
132.3217 |
122.8985 |
113.8609 |
-30 |
125.3753 |
116.5089 |
107.9988 |
-29 |
118.8388 |
110.4932 |
102.4769 |
-28 |
112.6855 |
104.8272 |
97.2731 |
-27 |
106.8905 |
99.4883 |
92.3673 |
-26 |
101.4309 |
94.4558 |
87.7405 |
-25 |
96.2851 |
89.7101 |
83.3752 |
-24 |
91.4333 |
85.2332 |
79.255 |
-23 |
86.8568 |
81.0082 |
75.3646 |
-22 |
82.5383 |
77.0194 |
71.6899 |
-21 |
78.4619 |
73.2523 |
68.2176 |
-20 |
74.6123 |
69.6931 |
64.9354 |
-19 |
70.9758 |
66.3291 |
61.8316 |
-18 |
67.5392 |
63.1485 |
58.8956 |
-17 |
64.2904 |
60.1402 |
56.1173 |
-16 |
61.2179 |
57.2939 |
53.4873 |
-15 |
58.3113 |
54.5998 |
50.9968 |
-14 |
55.5605 |
52.049 |
48.6376 |
-13 |
52.9563 |
49.633 |
46.402 |
-12 |
50.4901 |
47.3439 |
44.2828 |
-11 |
48.1537 |
45.1743 |
42.2733 |
-10 |
45.9395 |
43.1172 |
40.3671 |
-9 |
43.8406 |
41.1663 |
38.5585 |
-8 |
41.8501 |
39.3153 |
36.8417 |
-7 |
39.962 |
37.5587 |
35.2117 |
-6 |
38.1703 |
35.891 |
33.6635 |
-5 |
36.4696 |
34.3074 |
32.1927 |
-4 |
34.8547 |
32.8029 |
30.7948 |
-3 |
33.3209 |
31.3734 |
29.4659 |
-2 |
31.8635 |
30.0145 |
28.2021 |
-1 |
30.4785 |
28.7225 |
27 |
0 |
29.1618 |
27.4936 |
25.8561 |
1 |
27.9096 |
26.3245 |
24.7674 |
2 |
26.7184 |
25.2119 |
23.7308 |
3 |
25.585 |
24.1527 |
22.7437 |
4 |
24.5062 |
23.1442 |
21.8032 |
5 |
23.479 |
22.1835 |
20.9071 |
6 |
22.5008 |
21.2682 |
20.0529 |
7 |
21.5689 |
20.3959 |
19.2385 |
8 |
20.6809 |
19.5644 |
18.4618 |
9 |
19.8345 |
18.7714 |
17.7209 |
10 |
19.0275 |
18.0151 |
17.0139 |
11 |
18.2579 |
17.2935 |
16.3391 |
12 |
17.5237 |
16.6048 |
15.6948 |
13 |
16.8232 |
15.9475 |
15.0795 |
14 |
16.1545 |
15.3198 |
14.4918 |
15 |
15.5162 |
14.7203 |
13.9303 |
16 |
14.9066 |
14.1475 |
13.3936 |
17 |
14.3243 |
13.6003 |
12.8806 |
18 |
13.7679 |
13.0772 |
12.39 |
19 |
13.2362 |
12.5771 |
11.9208 |
20 |
12.728 |
12.0988 |
11.472 |
21 |
12.242 |
11.6413 |
11.0425 |
22 |
11.7772 |
11.2037 |
10.6314 |
23 |
11.3326 |
10.7848 |
10.2378 |
24 |
10.9072 |
10.3839 |
9.861 |
25 |
10.5 |
10 |
9.5 |
26 |
10.1178 |
9.6324 |
9.1473 |
27 |
9.7515 |
9.2802 |
8.8096 |
28 |
9.4005 |
8.9428 |
8.4862 |
29 |
9.0639 |
8.6195 |
8.1764 |
30 |
8.7412 |
8.3096 |
7.8795 |
31 |
8.4317 |
8.0124 |
7.5949 |
32 |
8.1348 |
7.7275 |
7.3222 |
33 |
7.8499 |
7.4541 |
7.0606 |
34 |
7.5764 |
7.1919 |
6.8098 |
35 |
7.3139 |
6.9403 |
6.5692 |
36 |
7.0619 |
6.6987 |
6.3383 |
37 |
6.8199 |
6.4669 |
6.1168 |
38 |
6.5874 |
6.2442 |
5.9041 |
39 |
6.364 |
6.0304 |
5.7 |
40 |
6.1494 |
5.825 |
5.5039 |
41 |
5.9431 |
5.6276 |
5.3156 |
42 |
5.7448 |
5.438 |
5.1347 |
43 |
5.5541 |
5.2557 |
4.9609 |
44 |
5.3707 |
5.0804 |
4.7938 |
45 |
5.1943 |
4.9119 |
4.6332 |
46 |
5.0246 |
4.7498 |
4.4788 |
47 |
4.8612 |
4.5939 |
4.3304 |
48 |
4.7041 |
4.4439 |
4.1876 |
49 |
4.5527 |
4.2995 |
4.0502 |
50 |
4.407 |
4.1605 |
3.918 |
51 |
4.2667 |
4.0268 |
3.7908 |
52 |
4.1316 |
3.898 |
3.6683 |
53 |
4.0014 |
3.7739 |
3.5505 |
54 |
3.876 |
3.6544 |
3.4369 |
55 |
3.7551 |
3.5393 |
3.3276 |
56 |
3.6386 |
3.4284 |
3.2223 |
57 |
3.5262 |
3.3215 |
3.1209 |
58 |
3.4179 |
3.2185 |
3.0231 |
59 |
3.3135 |
3.1191 |
2.9289 |
60 |
3.2127 |
3.0234 |
2.838 |
61 |
3.1155 |
2.931 |
2.7505 |
62 |
3.0217 |
2.8419 |
2.666 |
63 |
2.9312 |
2.7559 |
2.5846 |
64 |
2.8439 |
2.6729 |
2.506 |
65 |
2.7595 |
2.5929 |
2.4302 |
66 |
2.6781 |
2.5156 |
2.3571 |
67 |
2.5994 |
2.441 |
2.2865 |
68 |
2.5235 |
2.369 |
2.2183 |
69 |
2.4501 |
2.2994 |
2.1525 |
70 |
2.3792 |
2.2322 |
2.089 |
71 |
2.3107 |
2.1673 |
2.0277 |
72 |
2.2445 |
2.1046 |
1.9684 |
73 |
2.1805 |
2.044 |
1.9112 |
74 |
2.1186 |
1.9854 |
1.8559 |
75 |
2.0588 |
1.9288 |
1.8024 |
76 |
2.001 |
1.874 |
1.7508 |
77 |
1.945 |
1.8211 |
1.7008 |
78 |
1.8909 |
1.7699 |
1.6526 |
79 |
1.8385 |
1.7204 |
1.6059 |
80 |
1.7878 |
1.6725 |
1.5607 |
81 |
1.7388 |
1.6262 |
1.5171 |
82 |
1.6913 |
1.5813 |
1.4748 |
83 |
1.6454 |
1.5379 |
1.4339 |
84 |
1.6009 |
1.4959 |
1.3944 |
85 |
1.5578 |
1.4553 |
1.3561 |
86 |
1.516 |
1.4159 |
1.3191 |
87 |
1.4756 |
1.3778 |
1.2832 |
88 |
1.4365 |
1.3408 |
1.2485 |
89 |
1.3985 |
1.3051 |
1.2148 |
90 |
1.3617 |
1.2704 |
1.1822 |
91 |
1.3261 |
1.2368 |
1.1507 |
92 |
1.2916 |
1.2043 |
1.1201 |
93 |
1.2581 |
1.1728 |
1.0905 |
94 |
1.2256 |
1.1422 |
1.0618 |
95 |
1.1941 |
1.1126 |
1.034 |
96 |
1.1636 |
1.0839 |
1.007 |
97 |
1.134 |
1.056 |
0.9809 |
98 |
1.1053 |
1.029 |
0.9556 |
99 |
1.0774 |
1.0028 |
0.931 |
100 |
1.0504 |
0.9774 |
0.9071 |
101 |
1.0241 |
0.9527 |
0.884 |
102 |
0.9987 |
0.9288 |
0.8616 |
103 |
0.9739 |
0.9055 |
0.8398 |
104 |
0.9499 |
0.883 |
0.8187 |
105 |
0.9266 |
0.8611 |
0.7982 |
106 |
0.904 |
0.8399 |
0.7784 |
107 |
0.882 |
0.8193 |
0.7591 |
108 |
0.8607 |
0.7992 |
0.7403 |
109 |
0.8399 |
0.7798 |
0.7221 |
110 |
0.8198 |
0.7609 |
0.7045 |
111 |
0.8002 |
0.7425 |
0.6873 |
112 |
0.7812 |
0.7247 |
0.6706 |
113 |
0.7627 |
0.7074 |
0.6545 |
114 |
0.7447 |
0.6906 |
0.6387 |
115 |
0.7273 |
0.6742 |
0.6235 |
116 |
0.7103 |
0.6583 |
0.6086 |
117 |
0.6938 |
0.6429 |
0.5942 |
118 |
0.6777 |
0.6278 |
0.5801 |
119 |
0.6621 |
0.6132 |
0.5665 |
120 |
0.6469 |
0.599 |
0.5533 |