Function |
Method |
Nominal |
Std. Uncertainty |
95% Coverage |
k |
Deg. Freedom |
![IMG0](data:image/png;base64,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) |
GUM |
10000.00128 Ω |
0.00065 Ω |
± 0.0013 Ω |
1.960 |
inf |
![IMG1](data:image/png;base64,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) |
Monte Carlo |
10000.00128 Ω |
0.00065 Ω |
(10000.00000 Ω, 10000.00255 Ω) |
1.962 |
- |
![IMG2](data:image/png;base64,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) |
GUM |
10000.0013 Ω |
0.00050 Ω |
± 0.00098 Ω |
1.960 |
inf |
![IMG3](data:image/png;base64,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) |
Monte Carlo |
10000.0013 Ω |
0.00050 Ω |
(10000.00032 Ω, 10000.00228 Ω) |
1.960 |
- |
![IMG4](data:image/png;base64,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) |
GUM |
1000.034768 Ω |
0.000092 Ω |
± 0.00018 Ω |
1.960 |
1305544786.3 |
![IMG5](data:image/png;base64,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) |
Monte Carlo |
1000.034768 Ω |
0.000092 Ω |
(1000.034587 Ω, 1000.034949 Ω) |
1.962 |
- |
![IMG6](data:image/png;base64,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) |
GUM |
1000.034627 Ω |
0.000082 Ω |
± 0.00016 Ω |
1.960 |
inf |
![IMG7](data:image/png;base64,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) |
Monte Carlo |
1000.034627 Ω |
0.000082 Ω |
(1000.034466 Ω, 1000.034787 Ω) |
1.959 |
- |
![IMG8](data:image/png;base64,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) |
GUM |
10000.0008 Ω |
0.0011 Ω |
± 0.0022 Ω |
1.960 |
122538273.4 |
![IMG9](data:image/png;base64,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) |
Monte Carlo |
10000.0008 Ω |
0.0011 Ω |
(9999.9986 Ω, 10000.0030 Ω) |
1.959 |
- |
![IMG10](data:image/png;base64,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) |
GUM |
9999.9751 Ω |
0.0012 Ω |
± 0.0023 Ω |
1.960 |
56585304516.7 |
![IMG11](data:image/png;base64,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) |
Monte Carlo |
9999.9751 Ω |
0.0012 Ω |
(9999.9728 Ω, 9999.9774 Ω) |
1.959 |
- |
![IMG12](data:image/png;base64,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) |
GUM |
100.003878 Ω |
0.000011 Ω |
± 0.000022 Ω |
1.960 |
2408282652.1 |
![IMG13](data:image/png;base64,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) |
Monte Carlo |
100.003878 Ω |
0.000011 Ω |
(100.003856 Ω, 100.003900 Ω) |
1.959 |
- |
![IMG14](data:image/png;base64,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) |
GUM |
10.0005941 Ω |
1.3e-06 Ω |
± 2.6e-06 Ω |
1.960 |
25179230.3 |
![IMG15](data:image/png;base64,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) |
Monte Carlo |
10.0005940 Ω |
1.3e-06 Ω |
(10.0005915 Ω, 10.0005966 Ω) |
1.961 |
- |
![IMG16](data:image/png;base64,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) |
GUM |
1.00006347 Ω |
1.5e-07 Ω |
± 2.9e-07 Ω |
1.960 |
7785363.5 |
![IMG17](data:image/png;base64,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) |
Monte Carlo |
1.00006347 Ω |
1.5e-07 Ω |
(1.00006318 Ω, 1.00006376 Ω) |
1.960 |
- |
![IMG18](data:image/png;base64,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) |
GUM |
0.99999927 Ω |
2.5e-07 Ω |
± 4.9e-07 Ω |
1.960 |
8444.6 |
![IMG19](data:image/png;base64,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) |
Monte Carlo |
0.99999927 Ω |
2.5e-07 Ω |
(0.99999878 Ω, 0.99999975 Ω) |
1.959 |
- |
![IMG20](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEMAAAAfCAYAAAC8hnD/AAACbklEQVR4nO3YO2hUQRTG8V+iBo34QsFC0CAo2ihYCQFRMIVYmEKsrASJEUED4qMLCNpoZWOlsVBshBRWGsEmaKEBH6QRdEFEBcW3kYCJxcyym+ze3eze3Sws+4dh584939xzz8zsnLm0SCSD6TLlL97jAY5hQSMcrQdts64z2CC88PcE++VYnNc2ir1R01RkhNEfKmHThu24JzdbrtbbsUaQUT4YWTrwItr/wcp6OTVftKfQTuJarC/BjvTuNJY0wYC3efW1KftqOGmDsSmv/iFlXw0nTTA60R/rX/AkvTuNpZpgdGAPRrAltp3XxFvrBD4WKV8xJbelTuBUA/ycFzLKZ6DTeIgzWNcQL+tE0jK5KSRX2dKJA3gV72/GcyEtb1oySiddyzAWbSbRm2A3pHA2TeE3xnFJSOvTaAajze4S7/Mo2pTiLL7BwjKGs/kpBGAMq3ELO/EywX4An/Oul6IH54Q/4W78q4GmWvbhgpBBF5Axt3S8V270xs08uJEb5a4E/d14/1AKzaDqZ0YbTgize1qcGdXmGcO4HutbcbFC/e34211nTRKPhcPliDDLkS7pGsC7WD+JXRVos9O8kmVajSaJ9TiK/cLST93xDxzBfSGoN4Sj/a85aHvi79MKnpekWYE1CZpFCe1dwhKZQdoojwgn135sxGXh61eWVXLBaRfykoPowxvcKdJnpZrhKvwuCASFweiqouPjsRRjrEhbNmnrEzLYtJrTQs5TjCvYlnCvgFqsv1IcxqdYnxJG/LWQ1tdK80zYNYpR6jkF1DsYo8J2XW9NTUj7PaOpaAUjj1Yw8mgFo0WLFi2q5D8F8rUt96PvbQAAAABJRU5ErkJggg==) |
GUM |
0.99999953 Ω |
1.5e-07 Ω |
± 2.9e-07 Ω |
1.960 |
27454495.0 |
![IMG21](data:image/png;base64,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) |
Monte Carlo |
0.99999953 Ω |
1.5e-07 Ω |
(0.99999924 Ω, 0.99999982 Ω) |
1.962 |
- |
![IMG22](data:image/png;base64,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) |
GUM |
0.099996764 Ω |
1.6e-08 Ω |
± 3.2e-08 Ω |
1.960 |
2966862.0 |
![IMG23](data:image/png;base64,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) |
Monte Carlo |
0.099996764 Ω |
1.6e-08 Ω |
(0.099996732 Ω, 0.099996796 Ω) |
1.962 |
- |
![IMG24](https://xdevs.com/doc/xDevs.com/CalFest_2021/results/dcc_resistance_jan2022_compare.png)
Standardized Input Values
Variable |
Mean |
Std. Uncertainty |
Deg. Freedom |
Description |
![IMG25](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
10000.00128 |
0.00065 Ω |
inf |
xDevs.com SR104 from Calfest |
![IMG26](data:image/png;base64,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) |
10000.00130 |
0.00050 Ω |
inf |
T2 ESI SR104 from MI CAL |
![IMG27](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAXCAYAAACrggdNAAAC4ElEQVR4nO3XT4hXVRQH8M+o41/UFA0UyxBBg7DRRCiYmIXtqkWQtbDZqCASpDTLFuJmIFDQhYG4UFxkMCtzoSA2UhRki6QJdSG6MBktHDUsR0d/Le69/S4/33u/34/xz2a+8LjvnXPuOff77nnnnscExo3l2FQg70EtXivHG2TSeB20gT78jneedqApTztAhncxtUT3Dy7G+9HxBnqWpKrwsyeQdgnPMv2eC3qED/UvzMUh3InXL3gl2i3AF/geN3Aft/EbduPlBr871YtAfl0piF1UKKZhG85gREjPqziK7lZJjeC7eH8XY7iMDrwd9WkBiVC+2BGsyvz2YTja1vBvfD7bAqmlGMp0Dxri17BPRcbljh9icyQyC28Iu3c96s9GWUecOxfbY9Aajhf4H4y6o01iJ1IzcCHKbqEX06NuEfZnc3a1QurrAv0W9d1ZXOLjgPpuNWJQe6Q+j89jeLMk3p5sTUuTsGzbThbIvhXOmA9wrWTeUBxnl+jbwcdxPIafSmx2CenciY+SsKykXyyQDccrxxwsw6tYg/ejfHLTJVdjSvQHpyrsbglFrBvr8slFuF0R7BPhLXbhxQb9o8qlto756ln0RxPbpF+YBGWkihY3ByfU8/s+zgkf8xB+xGvY23TJzdHR3OR/JPK1JGino+gXCN3DVnwT73OsbcNfFW4KFXgyljSxfSmON5KgnY7iwzgewWGPEyLsVEI7b7sRD/BrvF9fYTdf/ds7l4TtkEoVrWzO69iQPXc26B/GsdUiko6V95SX9J1Cx1HDQJFBj+p/mtNRN4qN6qk7D596vLN4oWH+QJSfx8wWYs+Ktunc640ECIfvV9mc/iJCrZBag78zmzGhpOZdyOHsuath/o5MN4o/1XetLPayjFg6ZG8KhSxvk0p3vxkpWCF8U1eFvL8rVL+DWB2dDytuXTrxpVCCU1Oamt+q2DPwGX4QXuI9XBJe4FtlZCYwgeeE/wDJC9ziQURdCQAAAABJRU5ErkJggg==) |
9.99965361 |
6.5e-07 |
3.3e+08 |
DCC Ratio to MMG9330-1k |
![IMG28](data:image/png;base64,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) |
9.99965505 |
6.5e-07 |
inf |
DCC Ratio to MMG9330-1k, T2 value |
![IMG29](data:image/png;base64,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) |
9.99979373 |
6.7e-07 |
1.7e+06 |
Hulk1 5720A |
![IMG30](data:image/png;base64,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) |
9.99995991 |
6.5e-07 |
1.5e+09 |
DCC Ratio to xDevs.com 100 R |
![IMG31](data:image/png;base64,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) |
9.99965386 |
9.2e-07 |
5.9e+07 |
DCC ratio for CM Duck |
![IMG32](data:image/png;base64,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) |
9.99995932 |
6.8e-07 |
4.3e+05 |
FSL935 from H1-10 |
![IMG33](data:image/png;base64,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) |
9.9996282 |
1.0e-06 |
inf |
DCC ratio for FSL935-10k |
![IMG34](data:image/png;base64,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) |
10.00095835 |
7.1e-07 |
1.4e+05 |
DCC ratio for MM LN4221 0.1R, +23.12°C |
![IMG35](data:image/png;base64,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) |
0.99993580 |
2.0e-07 |
3500 |
DCC ratio of PP to FSL935 |
![IMG36](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF0AAAAkCAYAAADrXDbKAAAESElEQVR4nO3aW4hVVRjA8d9oZmapSQVGpUhRQZRZBAnGVPYQVA9Fl4f0pQtRQYVCRD2IPghBYQbd6CHpISNfuhAVUacLKdlNMtIkijKxKXSszMuMTg9rbfduz95nzjlz5szM6fxhs/de61v7+9a3117r+9Y5dGh7zsLtBeXdGIjHua00aDSY0EJdy/Atrm6hzjHJMS3UdS2OLan7B9vi9cHWmDN6tNLp1fjM/2BaSWjl9NKhgG5hIfsD0/Ei/ozH55gT5U7Go/gYPTiEvfgGj+PM3HOXSxfJ7PFTge6ihXQy7sGH2CNMPzuwDgsb6ehYolvo9B58EK/3oR8/oguXx/rEQYnDs87cgwsyz12GXVF2APvj/aYC3Xmnz8aWTF1fTv8A1hjHX2y3tCOHcYfg6Km4WBj9v8X6TbGsK7adjgcEpwzgzYLnV2LduiF0J06fgq2xrBdLcFysm4WnM21W1NXTMUS3tBMvF9TfKR3dp5U843npaM9TUZ/Tl8b7flxWou+JjE2zS2TGHGWf5TsFZW8IMfYN2FnSbks8nzhMu+DWeH4dG0pkVgjT1STc0gSdLaEsZNxWULYrHlmmYS7Ow3xcH8snNsGu+fH6vSpyvcIivxCXDlNnyyhz+t4q8ouFUTgPp+bqjzTHLDOlX+GvQ8gm9ac0SfeIU+b0IudNw9vS+fUQNguL3RZ8ivPxZBPs6hpa5CjJyxlogt5qVISBNqOBtg/h4aRtPRnpKsHhB3A3XonXWS5pwKAidgsR1EScPoTsGfHc0yTdzeYarBS2OlBffHtTPL+EtQY7nDDSE+oZrXn68HW8XlRFbqZ07t88DH0jQRfuw2vCQn+UepyeRCRlbS7EzZn7Sbn6w/Fc6yKbhK3XKQ8ZlwsZ6wDW1/jcVrEBTwmBwJdlQt2q72m/H+sO4jbp1HSS8EbzmemMXPv1sfw7HF+D7qlRNon7lwgOJiRHz2TarCqwt4KNuBJfCaHldiFD7mpQrhcL8JEwXfTgOSE5zLNTmmAmbQdR1PEs8/FXRqY/Piibxa7N3M/LtX8wU3cQv0tHfZnuuVLHJ0nQbmGhz24DFH09FSHE3S9Miffi3UybRuT6og/W4C68qvwry25jVzTodDgnGrYjGrBPiF5ewEVC53cpTs0n4TEhxEs2rZLNsWq6p+B+fBINP4AfhBe8oMRO0gx4ZaasC28JA+TsBuXyv3x9EftT9ltB0ra3Sn3bUBFeUD47XiQ4b2kDckcMnhqfjXKzhrClN7kZt7tzNfKzMB1k+T6e5zYg97dM6BdJorjJaqTdnX6ooCyZ//sbkGtKxt3uTp9tcAKYzNHbG5BrCu3u9BP8d+GbIISCfULSUq9cUxgrP0yPFIexWsiUt+JGXIFH8EsDch2GoCJEDFcJ/7fZL2wtLB6mXJ7VQvQypwZb2p6K2jpaq1zTaPc5fUzScfoo0HF6hw4dOnTo0GF88S+MDFR/hx/XjwAAAABJRU5ErkJggg==) |
10.00059878 |
6.7e-07 |
3.7e+06 |
DCC ratio from Hulk1 10R to PP1R |
Uncertainty Budget
Variable |
Component |
Description |
Standard Uncertainty |
Deg. Freedom |
![IMG37](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
- |
xDevs.com SR104 from Calfest |
0.00065 Ω |
inf |
- |
![IMG38](data:image/png;base64,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) |
Calibrated OCT/2021 |
0.00065 Ω |
inf |
![IMG39](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAfCAYAAACGVs+MAAAB0klEQVR4nO3WT29NQRgG8F9v46auqrKxEGwQFiKxspI06V6/gD0bauPPB+jWRiJNEKwsxM6uJLVQFtKEYIcbISSIkGhpUIuZm3vcnHsuPXMPEk8yyWTO887zvGdm3hn+MjSx3KN9xkvM4BAGywgO5BjYGkU+dOGPYCgzdhvjMaY0mkKWlwo4A9iD69p/5UwK8V810EIdDyJ/AaMrEaytJChiCdOxvxp7qzYAzzL9jX/CwPZM/1XVBho4HPvvcLcqA3WM4QZ2xrFTEh/DRbzOae/xXfv4LWIyhXCngV7tJo5jU1nBbktwWSg4rdbAATyM33fgvlCSk6KpuBCtxXzkLGGiYK79wn3xUdgf8zhY1gBswdvI+4TdOZx9+IqnOIkjuBNjTpQ1QMi8tR8e+/lygnt4gw2ZsUHMCRt3fVkDcCFj4nRmfFQ4KedyYiYjfzyFgRE8j/xvwpoTMt2GzTkxU5E/lsIAIZNWXXiC4QLusFBLFoTNnMQAnNVeiukunBquRs7Ub8ydBDVcjOKzWFWl+BCuRfE5Bb++H1iHW1F8BmuqFG8IGS8La1+vUhzOR/ErejzbO5/lKbALj/AFR4Vj14lZvOiDNjim93U+0S/x//j38AP1CJhVsnry+wAAAABJRU5ErkJggg==) |
- |
T2 ESI SR104 from MI CAL |
0.00050 Ω |
inf |
- |
![IMG40](data:image/png;base64,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) |
Calibrated JUN/2021 |
0.00050 Ω |
inf |
![IMG41](data:image/png;base64,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) |
- |
DCC Ratio to MMG9330-1k |
6.5e-07 |
327104479.7 |
- |
![IMG42](data:image/png;base64,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) |
XFER to 1000 Ohm |
3.1e-08 |
1579.0 |
- |
![IMG43](data:image/png;base64,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) |
SR104 U |
6.5e-07 |
inf |
![IMG44](data:image/png;base64,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) |
- |
DCC Ratio to MMG9330-1k, T2 value |
6.5e-07 |
inf |
- |
![IMG45](data:image/png;base64,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) |
XFER to 1000 Ohm T2 |
4.0e-08 |
inf |
- |
![IMG46](data:image/png;base64,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) |
SR104 T2 U |
6.5e-07 |
inf |
![IMG47](data:image/png;base64,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) |
- |
Hulk1 5720A |
6.7e-07 |
1710039.5 |
- |
![IMG48](data:image/png;base64,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) |
XFER to 10 ohm |
1.5e-07 |
4096.0 |
- |
![IMG49](data:image/png;base64,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) |
XFER 100 |
2.7e-08 |
inf |
- |
![IMG50](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAAAfCAYAAAAvDsVdAAAG2UlEQVR4nO2ae4hVRRzHP7qutj7WR2atZZYs+ephrkQv4xb2hxUVhRRSYlQQUVikSFD4wgJLK3tRCmYiFfZHpWRG5okkowflo9KgTFPRzXZ1zXXvbuvtj9/MztyzZ+acvbtnXex+4XDPmd/v/OZ3Zn4zv8dcKKKIDkJv4DFgM1ALNAKHgHXA7QlljAHqgRUdr14sKoH7Q20ZIKeuUZ2tUARuBjYANUAD8DvwCjDMwX8hcAJ4J23Fzgd2YgarEThqPeeA1UCJR0ZPYJt6b0iaykZgJpAF3g21Z+g6BvC0pcu/5I9vLXC14725imdaWoqVAD+oTg4DdyGTCVABLLUUfcYj5ynFMzstRT0IVN9hA7gCMeydyGo6VbgTM4bzgL6q/WLgW9VeDQyMeLc3sB/4GzgrbeWudfC8rOgNQP8I+rnI1l8NlKWgYxwCog2gK6A78DOi37II+kBkgnPAQoeMRxT9jTQUXKGEf+fhGYsxkskR9NeJ3yHSREDXNYBJmLG7yMHzpKLvBbpF0PsCdUATMMLVUYZ4f/eQxaMxA1iD+CgXBlnv3R1Bq1e0KOW0XoeR3eMt5GPqEKO7wOIdjLiSL5HdRMci24HFSKxiY66ll339EerbNSa9gIeBLxA/nAX2IYY0MYK/ECxU/e/x8Eyw9LzEwbNM0V9yCclQmAEkwa3We9eEaHp72h6jVy2wSd0fRwKh3RiLv07x+ALRWuBSS/ZM4KDizSER80HEr9p9R43JcGCHRW8K9Z9D4p/uju9Kig+UrE88POVWn1MdPHoOaoEeUQwZ0jGAEvIDlXDnaxXtBcf7tl7NwAPIpPcBqhRPfyTlzKm+qjCG0R9JT5sUfV1EHwHRLsDu2x6TMkzWcwSJsM9QtArgNeu9+Y7vSgo9dlH+38YxxTfTQe+LjF8OR8aQIR0DeN5659EQrRSj+HTH+7Zernz2QcyqH+rgeROzAsIIaJsBPIFJx65y9LfE0mm4gycJdik5L8bw6QXgM7hfFc8c3dDe7SkOc5DBAliPFC1sVGJSmh0J5G1wtK8FbgTuAA44eLT8fgn6iYOOYz4Ctjh45iMupRRJjQuF3jEbY/iyIf4oaDd7eVh4R6M7sgJmqOfvkUEL7xxnW/fVCeTucrQfVJeNciSoHA2MR3wg+ItRSdBDyQP4zMN3BAlSJyL1hEJxQv329HJJQAp+Q9Fj3DLuaRhAH6Tqd5t63gLchETtYdiFiaMJZPt4egD3IoY2jtbVxJMJ5CfBIMzOuT+GV9PbU4A5pn7j6iO91W/UOGvo8WsZm7YaQNzqGYoEWXqLWYtMSL2Dv7QNssE9ieVIlKz9cSOwFQnUdgBfIVUzZwrUBkTl2S5oQ/HFTLORPH6Ag/4ncCVSLHOhH8aV+oxS69My77YB5CIYwyj3CB8NfAqcp55fRVxAs+cd21oHI4ccheBZZPIbkED1PXVvY0KBssOoQb6pBPOtLuhDGpd7mwwswL1AQAx4CjDSw2MHqD95+PRO1LKT2hOdte5dEz3G0V4JbEQGJAfMQvJ73+SD5PFh5QrBFPW7ClhJ68kH2QE02rKKw2gCflT3kzx8gzCxwtYQrRsyPh+SvwtGYZP6rcSdTWg9qklmALujiMMwKc+sCPo5SGATTgPLMAWRZtp26tQTCXJySH4fhQzx6amWsdxBvwwxCi0nHFBtVO1rEvadJA3Uh2Anab16v1a0j5EA+YhDBoix7MFdCxiAOQuY65ED8JviW+Bi2KYY6oBbVOfdgBuQCDxLawOYb7X5ysEu6MF/20HPEG8Anyt6FrgH49oGIistXBEcEHr/fdX+CyaY8vXdR/HqusI0TBRegTnbyCHuKYwDmIJWgN8AwGRQOeA5zIHaWOAb1X4I2XVc0LtzDrjexZTBrKYc4pv0yjkK3Ee+AfQif1c4hEnJXFc4J9alYFetO0O8AYzHFJT0yrT1akZcg34eF3r/cYuWBf5CfLyv7xEYI9AFnxpkxeu2pUQHt/YOFBBvACBnGa7vq8O4Gxem4q7G5mEUcuCyHxmMvUgV7XxFsw2gynpOek0P9Xcm5jCoitbI4J4EGyORGGAf4qePI1nAciQrKUEMMKpaVgossr55n/reuL7LkEB3MzIhDcg2uxL3HzTCCEhmACDp9HrkYKwJmZvleE74LOhdbnHCvjoV2rrj6t2nIwKSG0ChqEAMpl7ddzkMAf5Rly/VPB0RkL4B6L+TLUm5n3ZhHqGDiv8JAtI1gHIkNqshv/Te5VCKpETH8Ve9TjcEpGsAi5CF1Z4DqU7DKMRPrTrVinQiAtIzgBFIYLo6JflFdAAC0o8BnEj7/wBFFFFEEUUUUUQRRXRB/AfQz0EuRNvGtwAAAABJRU5ErkJggg==) |
XFER 1k |
3.1e-08 |
1579.0 |
- |
![IMG51](data:image/png;base64,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) |
SR104 U |
6.5e-07 |
inf |
![IMG52](data:image/png;base64,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) |
- |
DCC Ratio to xDevs.com 100 R |
6.5e-07 |
1478418900.8 |
- |
![IMG53](data:image/png;base64,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) |
XFER to 100 |
2.7e-08 |
4096.0 |
- |
![IMG54](data:image/png;base64,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) |
XFER to 1k |
3.1e-08 |
inf |
- |
![IMG55](data:image/png;base64,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) |
SR104 U |
6.5e-07 |
inf |
![IMG56](data:image/png;base64,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) |
- |
DCC ratio for CM Duck |
9.2e-07 |
58567283.2 |
- |
![IMG57](data:image/png;base64,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) |
XFER 1k |
4.8e-08 |
436.0 |
- |
![IMG58](data:image/png;base64,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) |
SR104 U T2 |
6.5e-07 |
inf |
- |
![IMG59](data:image/png;base64,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) |
SR104 U |
6.5e-07 |
inf |
![IMG60](data:image/png;base64,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) |
- |
FSL935 from H1-10 |
6.8e-07 |
428179.5 |
- |
![IMG61](data:image/png;base64,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) |
XFER 1R |
1.1e-07 |
305.0 |
- |
![IMG62](data:image/png;base64,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) |
XFER 10 |
1.5e-07 |
inf |
- |
![IMG63](data:image/png;base64,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) |
XFER 100 |
2.7e-08 |
4096.0 |
- |
![IMG64](data:image/png;base64,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) |
XFER 1k |
3.1e-08 |
inf |
- |
![IMG65](data:image/png;base64,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) |
SR104 U |
6.5e-07 |
inf |
![IMG66](data:image/png;base64,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) |
- |
DCC ratio for FSL935-10k |
1.0e-06 |
inf |
- |
![IMG67](data:image/png;base64,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) |
XFER 10k FSL |
4.1e-07 |
inf |
- |
![IMG68](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKoAAAAfCAYAAAB3cVZEAAAIbUlEQVR4nO2aaYxVRRbHf0h3szcNrsw4OiIRcN8yiThOnuIyI6LGfQs+4jpm4rSGZNQ4Ixoc1Ik6Y1wHoqJx94NREzQK4r6gQcE1xmUQHO1RGmi2hsHrh39V3+rLrXvrve5Hs9x/8nLvqzpVdW6dU1VnKShQYCtHA7AAiIC+gW32BFYB99WKqQyMAM5LlJUQ/xEwamMzFIgSlfFYqVzGAc8DS4A1wJfA7cCvuokfgN2A1cAjgfTdhl7ANGKGQyakAZgPLAN2qB1rqZgEtAOPJspLbFmKWqlc/urQ/h/Jxv5vBcZ0kR8Xk02bCRW06RLq6TwZoYp6taH9S+1Y82KOGTupqL8BPjW/3TYyT6EoEaYYlcrlZIfuWmCgKd8bmGvKW4AhVfKTRH9gMfAjsH0F7arC7sBbdJ6MEEX9JTryW4B+tWTQgzmkK+rmgBL5ilGpXLYBPjY001LqhyClioDrq+DHhz+ZdvdU2C4YdcCt6PiMgOXI3ghV1LsM3d9rxWAO5rBlKmq1cjnSodnDQ3OlqV+ITIoQfvIw0PC4DhjuIwoZ4GKHxkWTUz4LreAyYYo6FO2mkYc5y9cPwGDgfvMxy4F3gV87tNshE+JVtDuvRXbVAuBmYJdE35MdHt3f14mxfXPSB7gEeBnZbO3AIqTwh2V8cxb6AJcCrwFLzTd8B8xE9lvvBH0Wj01UJ5frTf1/Mvg82Olnn0B++qO5ioAVwOEp/Vrz5F++gbMGsPAp6mCkHOOcsjJhimq3+wU5fLUCL5n3lci4/4p4Nf/O0NgxrZK6CtgK7Ov0PQkpwVpTv9r8n5sYO21OdgU+dOrXJcaPgNvQMRqKBmJBWgcm2edMOitrFo/VyuUpU/9cBq+NTj9nBfDTF3jRlLfhX8jHE8uqLo3AN4ALn6KmoUz+hAA8Y2hu9dS7fK0HzkfKOQA4yNAMBr43NHNNeS+nrhkpUgQ8mzLGHNKPfndsd076IQcrQrveBOcbhwF3Ou2u83xXGi4jFtJ4YoUcZPqxfZ4bwKMPZfLlYp2lNPvURZuhm5TDTwNaYBHaPNKiBRYDkZwjl66S1V4L1KMPA/gggP5xYDrxrvqeKT8NhbTWASeYcruYlgH/JI7NHtpFnkHH/Ug0oX8AHkAxRoD/mnq78K5Au28IxprnDLSA15v/bcDfgBfM+35d4D0Ejea5ModuVYI+DfXAE8DvkSyOBt7IoF8BfGHej7KFPa2oI4jDHh8G0D/vKX8GfdRJwLceGtv/oGDu/DjDPJ8G3vTQXIdMiXrg9MB+V5jn0SgSksRxSCkuD+yvWtgjd20OXXuCPq2fR9Bx3oqctLcDxrdm4AFJhnoKOzrvLQH0n3nKvzM/F43IORsNHIgmCzZ0RipFnekPZHP5sBQ5e4eheGwIZiClHo0yQK+YMV4A5pGvON2F1ebZkEPXxzx9fN1DfHzPRvMRAqsLHfrR0zuqG9hdFkCfRVMHTES77veGdh7wMLKhRlTJYxJDiedtcQ6trQ8NYM8ELkTHewPagW5Apsy3KIy3j7d196HNPPNi2v3Nc7mnfgwyx0AJhPGB41s5d2QoK1XUru5GSdRX2PdPnvJGtPvci47NJmTzPobSgGORo9Id6JVP0gE7v0nn80pky65hQwduGjr2zzF1/zPlOyFndh5yKGuJb8wzzfywGERstvkWbCvwW+B18/9uJJs82HmrSxZA58n0KXCW0VwN3JW4XRf6mQocggRfRp7+/siWnIKOndCLMXlYQuzk7JxDay9uuGbNGJTYWIRCc2medRvwEHAmOv72Ba5CseTeyDlsqpjzcFh7fmQGjRth+MhDcwrwDnABMg9+AdwSML49gTpOUFch2513n0LuGTBIJfjKee9KfvdU83wQ2XlrUmj2dt4r2RWTWAe8b96PzKAbSmzLuhEN67FPQRGMWeZ/P+CPKNDtxnptjHkqcLYpG0Dn7+luvGSeI/BHLOy3t+BXVOvYfkKcdZwIHJMzvtWFDv1wFdXdvtOCsTsRbmOE4nNipRrdhX6sJ+87CfZDISyL+kS93SFDTRt7HW082snTMBk5GxHwpFNuHZCkvb0WKe+lwEWePt1T78dAXqvBayg1Csr0JdGETgOI0995mIruD4BOkazT2erCfB/BfOKc8HFo5+kFHIE8bpsz7s6A/yxD84CnvkR+QHu2qW9Htp21bYagCU1mqJoS7Z805Z8QOwhZYw8wtDY4P4FYAYcRCy9CArL4OsFHROcU8BRT9hNwDdqVQQvocBQJiNBxmsejD2XC5HKGQ/cPZE4B7GXGj5DTOjTRLoufMejbIvwXT3Z22qelWDsGWe0QrkI7ns0oTHTq8lAmbEJsCtWXVy6RL4gDibMkNvW41Pm/HpkE9v/+ifaXOXXtyIHpnTP2cGJljdCOuIRYEBFKobq79InIPIlQPv0cpPQWfYnTxPa3jDirFiFHZ/cK58dFmTC5gO5H+OZ0ObFp4yKPnzuc+rEp9WeZuhZywqej0MWPxUhoC4F/owsdo5xB8lAmbEK2Jb6UclBKfYkwQYxESrAICXYlSnNOR4Hj3ijWGrFhWrMeuIn4mxeh780bux/wZ+ILJGtQVmUG/jRhs+mv5KmvQ87HbLRg7B2Ct5FDlUxY5PGYRJlwRQU4FoXNfjC8LERz6rvdlMdPI5rfCNmgAxP19nS7OYC3jQ67cvNyy1sCmslW1K0Zw9BiWGXeO9DTAX+LG9EOeCbdHwIrsPngfHSi3I3izJskrkU7zTU9zUiN0Uyxo6ahETlnS+icWt/kUI9ShSvJzohs7mimUNQ03ITmJfQCT49iFLJPHuxpRmqIZgpFTWI4ckQf8hH09O2pJD6lcxyzwNaBL8mJQGwqzlSBAgUKFChQoECBAgUKbFb4GS0YuwRfZgYEAAAAAElFTkSuQmCC) |
SR104 U |
6.5e-07 |
inf |
- |
![IMG69](data:image/png;base64,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) |
SR104 U T2 |
6.5e-07 |
inf |
![IMG70](data:image/png;base64,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) |
- |
DCC ratio for MM LN4221 0.1R, +23.12°C |
7.1e-07 |
141825.7 |
- |
![IMG71](data:image/png;base64,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) |
XFER 1R |
2.3e-07 |
1616.0 |
- |
![IMG72](data:image/png;base64,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) |
XFER 10R |
1.5e-07 |
inf |
- |
![IMG73](data:image/png;base64,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) |
XFER 100R |
2.7e-08 |
inf |
- |
![IMG74](data:image/png;base64,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) |
XFER 1k |
3.1e-08 |
inf |
- |
![IMG75](data:image/png;base64,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) |
SR104 U |
6.5e-07 |
inf |
- |
![IMG76](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANwAAAAfCAYAAACMJqObAAAJsElEQVR4nO2bf7BVVRXHP/D44ZNfI4GBIhS9JkgqEaemSLvj1DT9kH5HVtZz0JHoB/0gG0cbGWpKG8ixX2pYqEwWM85UgGVO2kspGTNLsaJM0YQC5PePB+8B3f747v3Ouufuc8899577eL7Od+bMuWfvvfZeZ5+91l57rXWhQIECL0jcB5RTrs0pfbwS6AZWtY7NRHQAC2JlJSLeZ/Q3QycBJfr3fd9pxjulRrtTgc8CG4C9QC+wA1gPvDtljGZoLUYAm1J4fSlwBPhxhn4bxm7HzG5ge8L1YA36EcDjwH7g9JZyWo0lQA/wk1h5iULgWoVJwE7SBW4qUtS+XS9aI1aR/whoy5nWYgiwsg5eAZa6Nh9L6bMpTDPMTG2wj2sc/ZfyYioDutzYcYF7Lfpgm5H2Guwo0T8CNwS4l8qFH1rEbcCfXP0uYD5SzACTgW8Z+q/lSGsxnEphq2c33oY2nok12jWF9zhGnm+Q/kxkSu4E2vNiKgO6CAvc/xtK9I/ALXFjdFN7Eb/P1L8xoa9vu/qjwLicaD1eBmykUtjSBA7gU67dLSntGsYyN8C9DdLfRLqmaSW6KAQO+kfgzkXm+27gamov4lWu7pEa/Z1t+nhbTrTDgBscn2XgADqX1Stwox3NMWC6rRhqfpdIn+yFpo3FbHd/NIWREMYDH3e/bw3Ue752IS10G3qZA2gyX2LaTkCm6YNot/Q2+yZgBdXm7lLX95vc83z3/Exs7KQ5GQksAn6LDuQ9wFYkuOeHXzcXeL62u+d5wP3APjQvG9G7eMwF1iILpAeZyFejhZVlvF3u+S3A3a6/o8CTwHLSz96jgDuRaXcFMr1q4c/AXcDPa7T5j/ltd6lmaEcjR8sINK+zgV+l8GpxCFiD5ndxUqMSjQvcVle2APg88BvgWeBvSDO8uQZzfvvdlMLXXtdvGTgMHAe2oPMAwAWuTa0D8l7g1abvJWjR9rr6I+75D7GxQ3MyDXjC1B+LjV9G54Sh5A/P13bgOjPegdj4l6NvdsI9HzS/y2jxh/qNv68v30XlrnQIvbd/fg4dD5Jwq2u3yj13Gtq0XSMJ80wfc3OiHYeU9jtMWVZefd97SVBsJcKTbRESuNNN2REqP7i9VqEDaBzrXP0NCWNavk4AlyEhGwXMcW3GIVdvGQnLHCJBHIe0lV8Y6wNjdBE2Ke3Ydk7aibxf+5BHyn+EycD3DN2yhPdqBp6v/7r7ajcuwCuAfxIJ4Angp0SmzUSiOS8DswL9JgmcF9a1wEw0x6cgR5enuymBZ3+megoY48o6DV0jAteGvncZWTT17tiN0HaSjdfRRPP1hlCDEuHJtggJ3FtN2b8dYxORuXUe+ti+/jux/oYjrVt2dGl8JcU3Lifa1c5IaPN9Io0TRxfZBO4Lruw48PqE8b5peJqW0KZRWL42BOoXmPqHqN5lzzT1CxP6DQlcGXiASJlZrHf1zwbqzgL2UD1fnWRbxHEsN/SfbjFtJ9l5/Ydrf60vyMPcOY7s+Y3IjX4b0VnhEeTBvMO1XQS8ytB2IE0AMs/SkGRHr0PnivcioQ/B9z8moT4LPuTua9GCDmEZ2vGHU3meyhu3B8rsXN6BdkKLbUjRQXbX9Q+pPlIA/N7dXxwrH4p24NOAr5I8X1lxLVJ8AL+kWpm3ijYL/DHJ+zgybcFJuM9dtXAl8FE0+fMNI/bj7KxjrL8nlPvAusVYZEbNRJ6xea48LciZhmGuP4Bf12i3Dymc85EiahX+Gijbb34/lUDXjZRP1vkIjQd6X4hiXR5XIafURiRwzWIosh4Wu+c/IgUYUgJ50jYCv6b71nkeAlcPdiAHytnu8rDadT/pqNVmGHAJmsBzqPaYxbV8oxhPZBmkedl8fcsCoKTPW2/O4x1MKPfza83N1yFP8CGkcI83OfYolBnyLvf8EPB2dFZtJW2j8N+mby1mFbhmdgc/+KmmzDpR6uk7SWjGAvcQnQ96gceQY+MJZO7MAm6sl9kaCJ1fkuAFs1UaFJpfxFmR5V0WojU2HPhdoN4mOTzj7svdFccZ6JzozbN1SLl218FHM7TNwH//PjmzAlcONIxjbKDsYhQL20LtwPEkd7exD6tdJqCDdSP4OhK2o+gjr3G/Lc5rsO849iDvUxswJaXtWe5ej7k8GOGV00iqz3Zx+PrRgbqZKKnCz/d3kVl4og4emqFtFt6y6bNCrGD1mN8hwQJl88dxBcoQ+UqNgTuI3NI2gXlLgLlG8AF3X42cCHFhg0r3d5ZdKo5jKKgKteOL44nOeo81Md4LGZ1orpOuS03bdle2NNZHB/IRTEGbwhdR7LYegWmGNg/4Nd23zq3A2fNIKEtiEnBRoPxn7t4BvD9QPwRleYB2hzWm7kki4ZgZ4rhOeM9j0s78GuCD5jkeD/QfoF6T2YcnLiI5LLAUafYyyngokB3taH1NRseJTsLmZt60ecGv6cd9gV2gzxF5D7+M/qvkNdGFKH0plFh8C5En7AcoBuTPaR0oDuc9hJ9EB2iPXiJ38gWZXqUS3tV8CTqce1P5NKTRHkCL38OeIyGKzc0K1IVwMzoftgG/QIFv3/9kFPz1sZ3rqfSudrnrQuS5O4JiV59Bc70Yzedh4GGyZ08MJlxF5GRbShReajVtHphCZNXdn9SoRGW2SDfagcrIDr3U1Fm8HC0SmxGyzzz3ImELwad2hQKmnqe0gPy5RAF0H5C2459ApqZ/PidG/zlT14PiiG0pY09Hnlf7jnuIsj/KKLUrvmt2oRDGfpSWtQj4i2t/N/A0ihFd6d7heaoz2dPmZIapLwXqcTyUqTThkvpNGw+S0/5qodPQxIPJI6n8hjtI/p+lv+bnQNsIryF8mDqzWGag4PU2tPj+hbI0plL5IeMYg1J8HkaL/yiyXVdSeX6K40VEf9OYE6gvkf6xQSlNq1Fe5zG0Q2xG+Xuz0cL3iyyebjUc+AbRO29F75s2djvakTagD3wUKZ7bSUjnIcpqsX9QnOvKDhKlaIHOHGWqz4ppfA0GgZtj6uq9OnOgbYTXEO5ybVekNTwZWIGYW3myGekHdKF3td64Ca7snlhbn3/Y0n8PF8gdk5HS76ZSgbYkk70RXI92pItJ9pAOJhym8izrY2k7Yu28M2egfKcC9eEyZEbeTGUYbMB8yJ1olxuFzlODHUnB6lYGyAv0D8Yiv8RetJFUYKAIHCjP7lHkLKj1n6oCBQYyrkGpXJ+g2mIZUAJ3DPgIco1fd5J5KVCgEUxH4Z07qYw396G/kpfrxWbqi4MVKDAQ8TQpHsyBtMMVKFCgQIECBQoUKFCgQIECBQoMGPwP/FBl6O+Rw/4AAAAASUVORK5CYII=) |
XFER 0.1R |
8.7e-08 |
inf |
![IMG77](data:image/png;base64,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) |
- |
DCC ratio of PP to FSL935 |
2.0e-07 |
3537.6 |
- |
![IMG78](data:image/png;base64,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) |
XFER PP1R |
4.5e-09 |
3525.0 |
- |
![IMG79](data:image/png;base64,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) |
XFER FSL1 |
1.1e-07 |
333.0 |
- |
![IMG80](data:image/png;base64,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) |
Hulk 10r |
1.5e-07 |
inf |
- |
![IMG81](data:image/png;base64,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) |
XFER 100 |
2.7e-08 |
4096.0 |
- |
![IMG82](data:image/png;base64,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) |
XFER 1k |
3.1e-08 |
1579.0 |
- |
![IMG83](data:image/png;base64,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) |
SR104 U |
6.5e-08 |
inf |
![IMG84](data:image/png;base64,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) |
- |
DCC ratio from Hulk1 10R to PP1R |
6.7e-07 |
3740928.9 |
- |
![IMG85](data:image/png;base64,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) |
pp1h |
4.2e-08 |
60.0 |
- |
![IMG86](data:image/png;base64,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) |
10 |
1.5e-07 |
inf |
- |
![IMG87](data:image/png;base64,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) |
100 |
2.7e-08 |
4096.0 |
- |
![IMG88](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAJ0AAAAkCAYAAACT4zhrAAAHpUlEQVR4nO2ba2xURRTHf4UW5P0QFeQliBGMEQTjM+gK6BeBD4qKRskSMRIkUUMTVExsgICgQMREQEgUia+ERCNq1IiuomKCD14GhRCQAEIV2vJusawfzkzv9O7M3rvdu20p959sbnfmzJ0zM/+Z85gtxIjRwjAWSKvPRSHkrwFOAW8WUikHBgGP+coSePoPbmyFIkCC6PVvA2zDvaYDgNPAexH1lxN6AuWEJ10bYCtQBVxaWNUyUApUA+/7yhPEpDNRBKwkeE3LVP2kCPoMjSLgSzzlwpDuBSU3s7CqWZFSfftJdyPwh/oMaGSdokCC6EhXQn3CZVvT9sAB4AhwSZ79hkapUuoU4UjXW8mWA+0Krl0mUthJd74jQTSkuxL4ifqEC1rT6UpmRR79hsZwxFQdAWYRTsFlSmZewbWzI0VMOhuKgSXIeqaBY4ivFmZNOyr5s8DAfBScasjY0AExRWlgApAMoWB3vBPRppzW61+gC/CWGswx4GfgCkO2B2KmNyCnZg3iI24DFgH9fO8uI3P3poG9vr5dc9IWmAZ8C1Qgi7MfIe9Ix3hzhdahUn2fAGwEjiNzsgF4FGidpa3WfzTwiWp3GtgFLMZtArsa7dcjJ16ScKQDzxy/GjS4fEi3StXp6DOMgvoY3hagVwXwjfr7JPAfsAfxHwFuVzK6P004k0wVwHXGu0uBQ0o2jSzEIWCTr2/bnPQHthv1Z339p4GlQCvHuMJC61BJfctRhcyB/v4RmXNs6v+u8fdxoNb4fgC43NJ3F4TU9xhlSYLXVGM83rwXZxtcQ0l3nyrfDXTKQcF1qn6Jo97UqxaYghCtAzBCyXQBDiuZTaq8yKh7GiFFGtnpfqSwm1ezb3NO2uGd6JVIlKbH1wt43Wg32zGusNA61ALnkPENVXWd1Pt1Xy9n0T8NfIakpfQYZhp1b4TUJ0l40nXEI/etNgFTwVxJ1xc4iuy8W3JQsATZdWklG6SXK/fzON7pZtuxIJOqd50fKXIj3QxV5h+vicWGTv0dMmFg6rAb6GyRmYd9/GbbjdhP3U9V/Z6Q+iQJTzqAnUr2RV2Q79Gv37EG6AbMRQYXFoOQ3QBiqoLwhaN8HXAXcC9w0CGj39/JUZ8LJqrnx7jHOxsx1yXAgxH0CTAH8WX9WACcUX2Nd7RdgZyUfmxQz155a2eHdpuu1wVWO5sjngPuQELquTm2vcz4uzyE/J+O8kPqY6IzEpgMQSJqvRg2hzsXFKv3AXyVRa4SCXRGIvm+KPC5o7wK2AzcrPpabpHZ4Wh7WD3bqk91HvrZoNe1bq3zJd1NSAR4AngEMTe5wIyaqkLIZ5MpRqK4icAwMm81bLu8IeiOZyEOBMjq+igSpNVkbiwTf6tnT0e97YSE+q5SkUMmH+g1q1uPXEnnPyWmqneUAD9Y5M1E7171fEV9UO1c77bBRZzOyCmg/asaYAvi7G8HfgSuJUvongNyWRhNTle0nwtqA+r1/NU46qPQoSHQc1DHNZN0aYugH34nVi9AW+qbSht0fUejzNx9PZBgpCGYjxDuDLIRPlB/m7ihge/24yhCgNZAnwDZvuoZxnUIQntk7k446nUA4fJpmwr6lK+zUia5TFtui5DAC7c1kgjxXJ/Jhmw7VVZmlJkRUz4m6H71XAOsJpNwICedRj5m5CziPwGMySLXHc/325JHfyZuy9KXzj9+F1FfUUGva91am6Qz/RNbNr0nMC5ihXbhEWRIHu/REanrhB4KPGB8L/HVa9MVNsjQqZtxuFMmZYgFSANrQ743CM9iH+Ms5Fc6x7DnIZsSel23ugS24t2xjcU7sUYhkaO+gwvrHyQJzumsV/VvO+oT2HNlJr5W9dVIQKPdhm7IjYf/ZqKrr/1aVb4DMWNBfXdQsjrvNwkhGEjqYZnRbr6vrxQS6Y8CfsO7jirFfgKbOmgCa7PdFUmX6LppWdq65i5J8Bo1VL6PIXunSyiBTIIWPIWcRPraZbJRFwZhFNTXYH9l0Slo4objJZl10rbS+F6LmF39fZiv/TNGXTXwD3LqZet7IB7xdGL2KBLs6LKlZJ6eKSQKPY24A0/i/QxsacD49eY6h5eM13UvkUnabPprJAleo4bKP6zkygkIWgcjl+oHkAXYh2Tz+6m6qEl3Md6F/whLfYLgiQO4GlnE/YjfdRKJXlchicnWyGLbrqZKgIV4Y96PjDeo73bAU8D3CMnPILcGq3Fc++DdfswxyoqQK6pa4CqfvKnDEOTXzb8ipD0IfKhkbAjSHwpLOm1BFoV4b6NjEaLcyqZWpBGQQsjpvxkZg8zBDF95gnCbrrmhF7L5T+G77YjiGiwKLEBOpodwR84tCfsQd8DETvV0/vbsPMMUxKQux0tcA82HdOXIadcB8a9aOmwJXO375Xqr0xzRGfHVK5ADpdmiBPgFOfF6N7EuhUQKOeX8jvXdiAmd7itPcP6Z14WIvlH90KGgGIz4AGuaWpECIoUsyBNGWSskgq3BS4doJDi/SDcQ8VnfaWpFYnhIISb0NPAakjLRqZDnm06tGC0ZKSS9Mhr4HSHfZuQXMjFiFAQpvH+yuSDRXKLXGBcQYtLFaHTEpIsRI0aMGDFixIgRI0aMGM0f/wNFR35mVwxY3wAAAABJRU5ErkJggg==) |
1k |
3.1e-08 |
1579.0 |
- |
![IMG89](data:image/png;base64,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) |
SR104U |
6.5e-07 |
inf |
Sensitivity Coefficients
R_REF_
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG90](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
1.0 |
100.00% |
1.00 |
100.00% |
![IMG91](data:image/png;base64,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) |
0.0 |
0.00% |
2.9e-08 |
0.00% |
![IMG92](data:image/png;base64,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) |
0.0 |
0.00% |
0.000022 Ω |
0.00% |
![IMG93](data:image/png;base64,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) |
0.0 |
0.00% |
0.000022 Ω |
0.00% |
![IMG94](data:image/png;base64,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) |
0.0 |
0.00% |
0.000022 Ω |
0.00% |
![IMG95](data:image/png;base64,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) |
0.0 |
0.00% |
0.000022 Ω |
0.00% |
![IMG96](data:image/png;base64,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) |
0.0 |
0.00% |
0.000016 Ω |
0.00% |
![IMG97](data:image/png;base64,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) |
0.0 |
0.00% |
0.000021 Ω |
0.00% |
![IMG98](data:image/png;base64,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) |
0.0 |
0.00% |
0.000014 Ω |
0.00% |
![IMG99](data:image/png;base64,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) |
0.0 |
0.00% |
0.000020 Ω |
0.00% |
![IMG100](data:image/png;base64,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) |
0.0 |
0.00% |
0.000073 Ω |
0.00% |
![IMG101](data:image/png;base64,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) |
0.0 |
0.00% |
0.000022 Ω |
0.00% |
R_REF2
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG102](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
0.0 |
0.00% |
2.0e-08 |
0.00% |
![IMG103](data:image/png;base64,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) |
1.0 |
100.00% |
1.0 |
100.00% |
![IMG104](data:image/png;base64,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) |
0.0 |
0.00% |
0.000020 Ω |
0.00% |
![IMG105](data:image/png;base64,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) |
0.0 |
0.00% |
0.000020 Ω |
0.00% |
![IMG106](data:image/png;base64,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) |
0.0 |
0.00% |
0.000019 Ω |
0.00% |
![IMG107](data:image/png;base64,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) |
0.0 |
0.00% |
0.000020 Ω |
0.00% |
![IMG108](data:image/png;base64,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) |
0.0 |
0.00% |
0.000014 Ω |
0.00% |
![IMG109](data:image/png;base64,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) |
0.0 |
0.00% |
0.000019 Ω |
0.00% |
![IMG110](data:image/png;base64,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) |
0.0 |
0.00% |
0.000013 Ω |
0.00% |
![IMG111](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIoAAAAfCAYAAAA4LFWUAAAFk0lEQVR4nO2aa2xURRTHf+1aLA9pIWiCsVaJRvGDYlGjImR9YNSoiZj4iFoTkcQYXwSUD2psMIia6AdMNIJRwRhRm0h8RI0Kq5CWQCUxQoQPPoOktEq3ILW1reuHM9Odzs69ey973Wyb+Sc3uzPnnDnn3nvmzJkzFzw8KhBnAIsd/Wkgp66zy2mQRzRUl1HXcmAPsLCMOj0SwnFl1HU9MCGA1gfsU/8HymOORxyU01HCsAO/5FQ0yrn0eIwTpJFk8g+gDngTOKyuDuA0xTcDeALYCnQB/wC9wPfAC8Cp1rgt5BNV8/rFoduVzB4P3A98DfQgS9N+YCMw/1hu1KM0pJEX1QNsUf+PAkPAz0AVsEDR9UvVTmI6QA9wrjHucqBT8eaAv1V7p0O37SiNwG6DNmjpzwFr8JGxrEiTf/jDwL2Ic0wG5iJR5qCi71R9VUq2DngEeZE54GPH+BlF21hEt3aUicBe1ZcFmoFaRZsJvGzIrIx1px4lIU3+wb/joC8hH0VODhhjLfmoYiNDPEdZptpDwCUB+l40bGoM4PFIAEEh+3NH30dIDWQRcCBAbrf6PaFEuwBuU78fAu0BPCuRpawGuDUBnR4BCNoe73P0darLxFRgFjAbaAJuVP2pBOxqUv+/DOHLIon2fOCiEnV6hCDIUXpD+O9CZvsc4CSL/m8yZjGdfLT7vQivpp+YkG4PB4KWHtcLnwp8A7wOXA3UA98B7wJPAlcCSxOyq6o4ywj0PeQS0p0EMki0KxUzgT+BTQH0BcAXSAmjH9iFTORj5TOxAuMe4lRmVyNJZT9wH+Ig/RbPBTHGC8MhZOeVAk4pwtugfrsS0l1JWIdEVxcuBjYDvwHPIMcgtwMbkM3GczH5TFwLPK14C5Am/AS3S9HWhtzYBmMMOypkiLfr6VDtD0L0TUecNQc8HsJXbmQoPaIsRoqLOdwRpQPoZrQjpYA2JMGfFpMP5J09QL7mldWEOIUqvZMJkjkPuMVo11j0YcPIKNBb9BsI3h63IJXbHNAacdyxgEZk698SQK9Hkv1NSPTVGAbeQ+pNc2PwabQDLyEbiF1BxqUJjyibFW0AuJP8sjUN8UK7Qltvybeq/h+ASRF0T1a8ui7TjDgFyNr9iiGz2mFvRl1XANuR2fMr8BAycx4GfkSqzzuAeQnJavms1d4GXKZ++5BZvo7RMxo1/ldq3BTuiJJCvu1poBCrlMzlMfg0DpAvtNr3MII04Y7SBBwxeIbUQGY1d73RnmPJLzVoA8iD0tElSPcs8s6iC2uHkGTbLOG7olQG2c73As8i50V7lMwnwE9IUe8xdR/dSIW5VFktn3XYchipKC9BcjxXcfNBZDk9R7WDlh4Xpig9fYTXsoL4zM9A7HsYQZriX5mdBbyFHMoNIjNqL/AacD7ywjpxl9VrgOeR7aw+2NMHiGG6JyIzeJsyvB+ZzeuBSwPshHxO1Gz0zVN9R5CopPGo6r8qAVktn3XYcrdl43bE+XWEPRN5pisMnqiOUg28r/hXJcCXIZmdW8UjgzyMKUbfDNX3mcV7M6MdoxRZLZ+12sMULrl6+WxAXmAb4jxmhIziKNXAG4o3Q2F+GJdP25zVjUr5cOn/wlHgL6M9pH4PWnw60TYT9VJkg2yxt5v6a74Ucsp+IZIz2HnLBMRR+xxj1AJvI0cr7UjyP+jQH5XPifF+PD8U0B+lOFeKrAvFqtbXIRN3K5Lz6AukrtGN5EQm6pBzuUXITmUhsjTaiMoXiPEeUcYSllEYSUAqqm3AU0gSrTEJ+BQpHbQCdyD5jo2ofKHwjlI5+DaE1k3h4ega5OVvRMoVw7ZQTL5QeEcZm5gN3IPsALcgJXkbGWTrG4VvfzGF3lHGJq5BimK1wKsBPDcBp0fkK+ooHh4eHh4eHh6ViP8AUGfXC8DUK4EAAAAASUVORK5CYII=) |
0.0 |
0.00% |
0.000018 Ω |
0.00% |
![IMG112](data:image/png;base64,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) |
0.0 |
0.00% |
0.000064 Ω |
0.00% |
![IMG113](data:image/png;base64,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) |
0.0 |
0.00% |
0.000019 Ω |
0.00% |
R_1k
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG114](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
0.10 |
49.95% |
0.100 |
49.73% |
![IMG115](data:image/png;base64,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) |
0.0 |
0.00% |
3.2e-09 |
0.00% |
![IMG116](data:image/png;base64,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) |
-100.0 Ω |
50.05% |
100.2 Ω |
50.05% |
![IMG117](data:image/png;base64,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) |
0.0 |
0.00% |
2.4e-06 Ω |
0.00% |
![IMG118](data:image/png;base64,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) |
0.0 |
0.00% |
2.4e-06 Ω |
0.00% |
![IMG119](data:image/png;base64,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) |
0.0 |
0.00% |
2.4e-06 Ω |
0.00% |
![IMG120](data:image/png;base64,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) |
0.0 |
0.00% |
1.7e-06 Ω |
0.00% |
![IMG121](data:image/png;base64,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) |
0.0 |
0.00% |
2.4e-06 Ω |
0.00% |
![IMG122](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGcAAAAfCAYAAAD6MNNVAAAFRklEQVR4nO3ZeahXRRQH8M/LTM1Sk6y0TaSVoMwiaOVFCwRtFC1/tEAbFpUvkiKsiBaFooJWiIqWP1IpsgWiiPq1U0oRGmVRSZiaRdqqlvXrjzO333333ft7voXHe/r7wuXemXPmnJk5M2fOnEsLLSTshYtL6ttRT89+A9mhwYytBlDXTHyGEwZQ55DG1gOo62RsU0H7E0vT94aB6c7gx0Aapxk+0nJnXTCQbq2FPqBdHMg/YSyewK/pWYTJiW9H3Ih3sBp/4Rcsxt3YoyD3Fo3DPv8sK9FdFhCMwBV4C2uE21uOuTi6NwMdimgXk7MGb6bvP7AR36INxyR6NpGZYfKTvgYH5uTOxKrEW8e6VF5YortonD2xJEf7u6C/jvtsAR6gXWPA/+ASYZDROETsph8SfWGqa0ttx6JDTF4dL5fIryXa3G50Z8YZhS9S3VpcgJGJNhEP5drc2qORDkG0awz2mRL6pRq7ZVKFjEc0dk8RNT0zzrWpvBGHV+i7J9enPSt4hiyq3MGrJXUviTvKGVhR0W5Jem/fx37Buen9Ij6o4LlVuMnhOKcfdA4qVIXSS0vqVqUnjzGYgv0xDaem+mH90K9p6fv1JnxrRbByNA7ro85Bhyrj/NKE/3yxqqdipwL93/7plvEau/r7bngz+oR+0j1oUOXWyiZ5DN7G4zgR4/Ap5uEmHIdr+qlfbd2z/I9sDPUS2g1YifXKz7oy1MSOrML13dB3xdPCy/yG18RC7okO9CxDMEcczOsxXRhlfYHn0B7Ia4afRcQ4DLt1w7t7eq8u1B+B2cLt3SSuA33FSbhNpJvKMBZvYGfcKwwwQyzqQ/FlbxW3a54ZXp1ojzSR8VRORnH11/QsWluUys830TdeLJA6ZhVol6f605q0L0NN11Xdhis17mpFeoabE/3IXN0kcZF/rhsdXdCTy1sWgVW1OQhn58rDC/R/0ntTg4UsnD9FdSh9i8gg1PFsgTYivavOz57gA9wvgpOPm/Cdh0/wXq5uBeaLcYzpbQfaNd85byTahtSJzCXuIFZVMVMwrtD+2VT/ObbdBN2jE292b7pAY8In4uFcmzkFecsKfamL9NOY1O5rjTTQYzrf22q6ruoVGpfyMro03irPMj3RjqnQsZVYjHVcVdK+W+NMEwdcxrMxKchnFZ7MlacW2l+To23Ajxq7qEr3FA0DZZfNn0XAkk/fFHfj6eJQruMOsZhG4xWRkpojfvrdJdziYg2PUNN18vO/OsrocEDSd3MJ7dREu7BERptYIHVcXdIWm/Y3cl8x6OUiVfOHSLE8ioPFJK1SnlIZjjtF6Jut2ixJ2kz3KHGovpsGtF6s/CfFoV+FjiSvPZUnpPIDBb6ZwhVNTuWa5udBFf3wJP/aEtrxiXZFiYz7Em1GE52bHTp0Ns4I4Xp/xEUimChDTe+Mc4Rq45yQaNMLMmZrkhvc7LO5OWwQ+cGRwo2sFgf9DbpepnuD39O7eJ7m637N1Y1Nuv/FUWUCtyTjEFHTbiLLMU+cabOFa+7rn9hl6b1rCS0LOJYX6mcJV3+sCDi2GHTo7Na2FedCPjJrw2WJ7+5UV9M7twZf6fyfKsNjIoDarkTGKHwjItKJ+UZb0s6ZjPdxXa6ujg/T98Z+0DFPZALybmoSzsICDdeXxzoRKIzDg/3QhyGBDp13DrwgfPzj4vy5TqR1fsPeiaem9ztnHL4Tu2CWCI2zXbFPNzLmpv6e2UT3ZoMOXY2zHW4XOa514s60QGQ3MtT03jjET7/5iWetuFsdWOApk7GLMOJKcbFvoYUWWmihhQHDfypynW/Nh5ayAAAAAElFTkSuQmCC) |
0.0 |
0.00% |
1.6e-06 Ω |
0.00% |
![IMG123](data:image/png;base64,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) |
0.0 |
0.00% |
2.2e-06 Ω |
0.00% |
![IMG124](data:image/png;base64,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) |
0.0 |
0.00% |
8.0e-06 Ω |
0.00% |
![IMG125](data:image/png;base64,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) |
0.0 |
0.00% |
2.4e-06 Ω |
0.00% |
R_1k_T2
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG126](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
0.0 |
0.00% |
2.4e-09 |
0.00% |
![IMG127](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAfCAYAAACGVs+MAAAB0klEQVR4nO3WT29NQRgG8F9v46auqrKxEGwQFiKxspI06V6/gD0bauPPB+jWRiJNEKwsxM6uJLVQFtKEYIcbISSIkGhpUIuZm3vcnHsuPXMPEk8yyWTO887zvGdm3hn+MjSx3KN9xkvM4BAGywgO5BjYGkU+dOGPYCgzdhvjMaY0mkKWlwo4A9iD69p/5UwK8V810EIdDyJ/AaMrEaytJChiCdOxvxp7qzYAzzL9jX/CwPZM/1XVBho4HPvvcLcqA3WM4QZ2xrFTEh/DRbzOae/xXfv4LWIyhXCngV7tJo5jU1nBbktwWSg4rdbAATyM33fgvlCSk6KpuBCtxXzkLGGiYK79wn3xUdgf8zhY1gBswdvI+4TdOZx9+IqnOIkjuBNjTpQ1QMi8tR8e+/lygnt4gw2ZsUHMCRt3fVkDcCFj4nRmfFQ4KedyYiYjfzyFgRE8j/xvwpoTMt2GzTkxU5E/lsIAIZNWXXiC4QLusFBLFoTNnMQAnNVeiukunBquRs7Ub8ydBDVcjOKzWFWl+BCuRfE5Bb++H1iHW1F8BmuqFG8IGS8La1+vUhzOR/ErejzbO5/lKbALj/AFR4Vj14lZvOiDNjim93U+0S/x//j38AP1CJhVsnry+wAAAABJRU5ErkJggg==) |
0.10 |
37.09% |
0.10 |
37.13% |
![IMG128](data:image/png;base64,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) |
0.0 |
0.00% |
2.4e-06 Ω |
0.00% |
![IMG129](data:image/png;base64,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) |
-100.0 Ω |
62.91% |
100.0 Ω |
62.82% |
![IMG130](data:image/png;base64,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) |
0.0 |
0.00% |
2.4e-06 Ω |
0.00% |
![IMG131](data:image/png;base64,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) |
0.0 |
0.00% |
2.4e-06 Ω |
0.00% |
![IMG132](data:image/png;base64,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) |
0.0 |
0.00% |
1.7e-06 Ω |
0.00% |
![IMG133](data:image/png;base64,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) |
0.0 |
0.00% |
2.4e-06 Ω |
0.00% |
![IMG134](data:image/png;base64,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) |
0.0 |
0.00% |
1.6e-06 Ω |
0.00% |
![IMG135](data:image/png;base64,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) |
0.0 |
0.00% |
2.2e-06 Ω |
0.00% |
![IMG136](data:image/png;base64,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) |
0.0 |
0.00% |
8.0e-06 Ω |
0.00% |
![IMG137](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAF0AAAAkCAYAAADrXDbKAAAESElEQVR4nO3aW4hVVRjA8d9oZmapSQVGpUhRQZRZBAnGVPYQVA9Fl4f0pQtRQYVCRD2IPghBYQbd6CHpISNfuhAVUacLKdlNMtIkijKxKXSszMuMTg9rbfduz95nzjlz5szM6fxhs/de61v7+9a3117r+9Y5dGh7zsLtBeXdGIjHua00aDSY0EJdy/Atrm6hzjHJMS3UdS2OLan7B9vi9cHWmDN6tNLp1fjM/2BaSWjl9NKhgG5hIfsD0/Ei/ozH55gT5U7Go/gYPTiEvfgGj+PM3HOXSxfJ7PFTge6ihXQy7sGH2CNMPzuwDgsb6ehYolvo9B58EK/3oR8/oguXx/rEQYnDs87cgwsyz12GXVF2APvj/aYC3Xmnz8aWTF1fTv8A1hjHX2y3tCOHcYfg6Km4WBj9v8X6TbGsK7adjgcEpwzgzYLnV2LduiF0J06fgq2xrBdLcFysm4WnM21W1NXTMUS3tBMvF9TfKR3dp5U843npaM9TUZ/Tl8b7flxWou+JjE2zS2TGHGWf5TsFZW8IMfYN2FnSbks8nzhMu+DWeH4dG0pkVgjT1STc0gSdLaEsZNxWULYrHlmmYS7Ow3xcH8snNsGu+fH6vSpyvcIivxCXDlNnyyhz+t4q8ouFUTgPp+bqjzTHLDOlX+GvQ8gm9ac0SfeIU+b0IudNw9vS+fUQNguL3RZ8ivPxZBPs6hpa5CjJyxlogt5qVISBNqOBtg/h4aRtPRnpKsHhB3A3XonXWS5pwKAidgsR1EScPoTsGfHc0yTdzeYarBS2OlBffHtTPL+EtQY7nDDSE+oZrXn68HW8XlRFbqZ07t88DH0jQRfuw2vCQn+UepyeRCRlbS7EzZn7Sbn6w/Fc6yKbhK3XKQ8ZlwsZ6wDW1/jcVrEBTwmBwJdlQt2q72m/H+sO4jbp1HSS8EbzmemMXPv1sfw7HF+D7qlRNon7lwgOJiRHz2TarCqwt4KNuBJfCaHldiFD7mpQrhcL8JEwXfTgOSE5zLNTmmAmbQdR1PEs8/FXRqY/Piibxa7N3M/LtX8wU3cQv0tHfZnuuVLHJ0nQbmGhz24DFH09FSHE3S9Miffi3UybRuT6og/W4C68qvwry25jVzTodDgnGrYjGrBPiF5ewEVC53cpTs0n4TEhxEs2rZLNsWq6p+B+fBINP4AfhBe8oMRO0gx4ZaasC28JA+TsBuXyv3x9EftT9ltB0ra3Sn3bUBFeUD47XiQ4b2kDckcMnhqfjXKzhrClN7kZt7tzNfKzMB1k+T6e5zYg97dM6BdJorjJaqTdnX6ooCyZ//sbkGtKxt3uTp9tcAKYzNHbG5BrCu3u9BP8d+GbIISCfULSUq9cUxgrP0yPFIexWsiUt+JGXIFH8EsDch2GoCJEDFcJ/7fZL2wtLB6mXJ7VQvQypwZb2p6K2jpaq1zTaPc5fUzScfoo0HF6hw4dOnTo0GF88S+MDFR/hx/XjwAAAABJRU5ErkJggg==) |
0.0 |
0.00% |
2.4e-06 Ω |
0.00% |
R_CMDUCK
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG138](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
0.50 |
8.61% |
0.50 |
8.58% |
![IMG139](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAfCAYAAACGVs+MAAAB0klEQVR4nO3WT29NQRgG8F9v46auqrKxEGwQFiKxspI06V6/gD0bauPPB+jWRiJNEKwsxM6uJLVQFtKEYIcbISSIkGhpUIuZm3vcnHsuPXMPEk8yyWTO887zvGdm3hn+MjSx3KN9xkvM4BAGywgO5BjYGkU+dOGPYCgzdhvjMaY0mkKWlwo4A9iD69p/5UwK8V810EIdDyJ/AaMrEaytJChiCdOxvxp7qzYAzzL9jX/CwPZM/1XVBho4HPvvcLcqA3WM4QZ2xrFTEh/DRbzOae/xXfv4LWIyhXCngV7tJo5jU1nBbktwWSg4rdbAATyM33fgvlCSk6KpuBCtxXzkLGGiYK79wn3xUdgf8zhY1gBswdvI+4TdOZx9+IqnOIkjuBNjTpQ1QMi8tR8e+/lygnt4gw2ZsUHMCRt3fVkDcCFj4nRmfFQ4KedyYiYjfzyFgRE8j/xvwpoTMt2GzTkxU5E/lsIAIZNWXXiC4QLusFBLFoTNnMQAnNVeiukunBquRs7Ub8ydBDVcjOKzWFWl+BCuRfE5Bb++H1iHW1F8BmuqFG8IGS8La1+vUhzOR/ErejzbO5/lKbALj/AFR4Vj14lZvOiDNjim93U+0S/x//j38AP1CJhVsnry+wAAAABJRU5ErkJggg==) |
0.50 |
5.09% |
0.50 |
5.09% |
![IMG140](data:image/png;base64,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) |
-500.0 Ω |
8.63% |
500.8 Ω |
8.64% |
![IMG141](data:image/png;base64,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) |
-500.0 Ω |
8.64% |
499.9 Ω |
8.62% |
![IMG142](data:image/png;base64,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) |
0.0 |
0.00% |
0.000019 Ω |
0.00% |
![IMG143](data:image/png;base64,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) |
0.0 |
0.00% |
0.000020 Ω |
0.00% |
![IMG144](data:image/png;base64,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) |
1000.0 Ω |
69.04% |
1000.3 Ω |
68.93% |
![IMG145](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEgAAAAfCAYAAABEZosIAAAD+ElEQVR4nO3YW2hdRRQG4C/WmLbRtBYrVtSWIKggtkYRFCoBL08qIngBbR/U4gXRFINQsFCKGlD0QURBqhgUrNIHUUEEL8cLLVpBS6u2gtiHqjWVpFWriU09Psyc7p2dvc/JScIhevLDZi5rzaw1a69Zs2aYxYzC2bgjp78b5fid20iFauG4Bsrqxde4qoEyp4zjGyjrGpxQQPsTe2J9pDHqTAyNNFA1fG6Gba0KGrnF/vPoFoLkr1iAl/Bb/L7Assh3Ch7GJxjA3ziEnXgSZ2Xm3SAJwOlvb47svCDdhnvxEYaELbgPm7FyMgudLLoFBYfwYawfxih+QAsuj/TKYirGSS98CBek5u3F/shbxl+xvT1HdtZAS7ErRTuSkV/G0xq0E9JKHsWdglHacZHgVb9E+vbY1xLHLkBPXEAZb+fMX4q0zTVkVww0D7tj30GsxtxIW4JnU2M21rXSSSKt5Ks59DUSrzm9YI7nJV6URUl9BnowtkdxaYG8p1I6LS3gmRKKXPPdnL63hBzmBvxUMG5XLE+aol5wSyzfxLYCno3Clm3FzdMgcxyKjvk9OX3745dGBzpxHrpwXeyfMw16dcX6e1X4DgoHyEpcMkWZhYrk4VAV/lXC312BUzP0f6ZHLYsk3v1jDd4KffE0yR6Doi2Wt9AOfIwXcTUWYgdew3pcgbXTpFdLbZZjqKyhnENbh58xLD/25aEkeCbqy6T7hGA5jLsFwwxneC6uY75qGBRO0jk4owbvmbEcyPRfhseELbheSFXqRj35w42xfBn9xhsHzk/V6/GCLI7gq1i/sgrfIkms2pGhLY/lI9iE9yejSD0GqpxMRWOW46ZUuzVDPxrLiQbwSqpxreJjfoOQaZexJUNri2VRPK0b3aq/yXwQaSO4TbI9T8Z9xmfUCzPjt8T+bzF/ArLbI28lr1otWfQSPJca05eZb29Gl7JwVeqI476XXFleMDavK0nFoFpKptGF31M8o3GidPbdn2qvyIxfm6KN4IDEm4pkd0qMVEkIB4VDJH3VyHrl9UIoKONR4Ye24x3h+tQnPNw9IYSKnZKdUTJJA8E5UfA+IU4cFq4Dm3BhVHS//PS/FY8Lx3Ll71UuttVkz8MD+DQqPix4QL8QiIvQE+frju3Fsf1Mhq8XX0ou4yUFBvq/ocdYA7UJYeAAbhcCfB5KUgZqpvegEeE+OVeIOwPCFWad8QnvMTSTgeB1Ia9aJeRxnUKutFtBWGkmA80X0oV2vIJbcRruEk7iNXmDmslAy7AVD6X6yvgs1kfzBs2UR/tG4Bvh6eR+IR/aJnjOPfhDOImbCj3GnmJwonD1+E54RxrEG5JrCU10zM9iFrOY+fgXS7Ug5mIM83sAAAAASUVORK5CYII=) |
0.0 |
0.00% |
0.000019 Ω |
0.00% |
![IMG146](data:image/png;base64,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) |
0.0 |
0.00% |
0.000013 Ω |
0.00% |
![IMG147](data:image/png;base64,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) |
0.0 |
0.00% |
0.000018 Ω |
0.00% |
![IMG148](data:image/png;base64,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) |
0.0 |
0.00% |
0.000064 Ω |
0.00% |
![IMG149](data:image/png;base64,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) |
0.0 |
0.00% |
0.000019 Ω |
0.00% |
R_FSL10k
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG150](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
0.50 |
7.59% |
0.50 |
7.57% |
![IMG151](data:image/png;base64,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) |
0.50 |
4.49% |
0.50 |
4.49% |
![IMG152](data:image/png;base64,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) |
-500.0 Ω |
7.60% |
500.8 Ω |
7.62% |
![IMG153](data:image/png;base64,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) |
-500.0 Ω |
7.62% |
499.9 Ω |
7.60% |
![IMG154](data:image/png;base64,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) |
0.0 |
0.00% |
0.000041 Ω |
0.00% |
![IMG155](data:image/png;base64,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) |
0.0 |
0.00% |
0.000042 Ω |
0.00% |
![IMG156](data:image/png;base64,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) |
0.0 |
0.00% |
0.000030 Ω |
0.00% |
![IMG157](data:image/png;base64,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) |
0.0 |
0.00% |
0.000040 Ω |
0.00% |
![IMG158](data:image/png;base64,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) |
1000.0 Ω |
72.71% |
1000.1 Ω |
72.63% |
![IMG159](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIoAAAAfCAYAAAA4LFWUAAAFk0lEQVR4nO2aa2xURRTHf+1aLA9pIWiCsVaJRvGDYlGjImR9YNSoiZj4iFoTkcQYXwSUD2psMIia6AdMNIJRwRhRm0h8RI0Kq5CWQCUxQoQPPoOktEq3ILW1reuHM9Odzs69ey973Wyb+Sc3uzPnnDnn3nvmzJkzFzw8KhBnAIsd/Wkgp66zy2mQRzRUl1HXcmAPsLCMOj0SwnFl1HU9MCGA1gfsU/8HymOORxyU01HCsAO/5FQ0yrn0eIwTpJFk8g+gDngTOKyuDuA0xTcDeALYCnQB/wC9wPfAC8Cp1rgt5BNV8/rFoduVzB4P3A98DfQgS9N+YCMw/1hu1KM0pJEX1QNsUf+PAkPAz0AVsEDR9UvVTmI6QA9wrjHucqBT8eaAv1V7p0O37SiNwG6DNmjpzwFr8JGxrEiTf/jDwL2Ic0wG5iJR5qCi71R9VUq2DngEeZE54GPH+BlF21hEt3aUicBe1ZcFmoFaRZsJvGzIrIx1px4lIU3+wb/joC8hH0VODhhjLfmoYiNDPEdZptpDwCUB+l40bGoM4PFIAEEh+3NH30dIDWQRcCBAbrf6PaFEuwBuU78fAu0BPCuRpawGuDUBnR4BCNoe73P0darLxFRgFjAbaAJuVP2pBOxqUv+/DOHLIon2fOCiEnV6hCDIUXpD+O9CZvsc4CSL/m8yZjGdfLT7vQivpp+YkG4PB4KWHtcLnwp8A7wOXA3UA98B7wJPAlcCSxOyq6o4ywj0PeQS0p0EMki0KxUzgT+BTQH0BcAXSAmjH9iFTORj5TOxAuMe4lRmVyNJZT9wH+Ig/RbPBTHGC8MhZOeVAk4pwtugfrsS0l1JWIdEVxcuBjYDvwHPIMcgtwMbkM3GczH5TFwLPK14C5Am/AS3S9HWhtzYBmMMOypkiLfr6VDtD0L0TUecNQc8HsJXbmQoPaIsRoqLOdwRpQPoZrQjpYA2JMGfFpMP5J09QL7mldWEOIUqvZMJkjkPuMVo11j0YcPIKNBb9BsI3h63IJXbHNAacdyxgEZk698SQK9Hkv1NSPTVGAbeQ+pNc2PwabQDLyEbiF1BxqUJjyibFW0AuJP8sjUN8UK7Qltvybeq/h+ASRF0T1a8ui7TjDgFyNr9iiGz2mFvRl1XANuR2fMr8BAycx4GfkSqzzuAeQnJavms1d4GXKZ++5BZvo7RMxo1/ldq3BTuiJJCvu1poBCrlMzlMfg0DpAvtNr3MII04Y7SBBwxeIbUQGY1d73RnmPJLzVoA8iD0tElSPcs8s6iC2uHkGTbLOG7olQG2c73As8i50V7lMwnwE9IUe8xdR/dSIW5VFktn3XYchipKC9BcjxXcfNBZDk9R7WDlh4Xpig9fYTXsoL4zM9A7HsYQZriX5mdBbyFHMoNIjNqL/AacD7ywjpxl9VrgOeR7aw+2NMHiGG6JyIzeJsyvB+ZzeuBSwPshHxO1Gz0zVN9R5CopPGo6r8qAVktn3XYcrdl43bE+XWEPRN5pisMnqiOUg28r/hXJcCXIZmdW8UjgzyMKUbfDNX3mcV7M6MdoxRZLZ+12sMULrl6+WxAXmAb4jxmhIziKNXAG4o3Q2F+GJdP25zVjUr5cOn/wlHgL6M9pH4PWnw60TYT9VJkg2yxt5v6a74Ucsp+IZIz2HnLBMRR+xxj1AJvI0cr7UjyP+jQH5XPifF+PD8U0B+lOFeKrAvFqtbXIRN3K5Lz6AukrtGN5EQm6pBzuUXITmUhsjTaiMoXiPEeUcYSllEYSUAqqm3AU0gSrTEJ+BQpHbQCdyD5jo2ofKHwjlI5+DaE1k3h4ega5OVvRMoVw7ZQTL5QeEcZm5gN3IPsALcgJXkbGWTrG4VvfzGF3lHGJq5BimK1wKsBPDcBp0fkK+ooHh4eHh4eHh6ViP8AUGfXC8DUK4EAAAAASUVORK5CYII=) |
0.0 |
0.00% |
0.000038 Ω |
0.00% |
![IMG160](data:image/png;base64,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) |
0.0 |
0.00% |
0.00014 Ω |
0.00% |
![IMG161](data:image/png;base64,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) |
0.0 |
0.00% |
0.000041 Ω |
0.00% |
R100
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG162](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
0.010 |
33.27% |
0.0100 |
33.25% |
![IMG163](data:image/png;base64,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) |
0.0 |
0.00% |
1.7e-10 |
0.00% |
![IMG164](data:image/png;base64,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) |
-10.0 Ω |
33.34% |
10.0 Ω |
33.46% |
![IMG165](data:image/png;base64,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) |
0.0 |
0.00% |
1.3e-07 Ω |
0.00% |
![IMG166](data:image/png;base64,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) |
0.0 |
0.00% |
1.3e-07 Ω |
0.00% |
![IMG167](data:image/png;base64,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) |
-10.0 Ω |
33.39% |
10.0 Ω |
33.31% |
![IMG168](data:image/png;base64,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) |
0.0 |
0.00% |
9.3e-08 Ω |
0.00% |
![IMG169](data:image/png;base64,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) |
0.0 |
0.00% |
1.3e-07 Ω |
0.00% |
![IMG170](data:image/png;base64,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) |
0.0 |
0.00% |
8.5e-08 Ω |
0.00% |
![IMG171](data:image/png;base64,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) |
0.0 |
0.00% |
1.2e-07 Ω |
0.00% |
![IMG172](data:image/png;base64,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) |
0.0 |
0.00% |
4.3e-07 Ω |
0.00% |
![IMG173](data:image/png;base64,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) |
0.0 |
0.00% |
1.3e-07 Ω |
0.00% |
R_10
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG174](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
0.0010 |
24.62% |
0.00100 |
24.59% |
![IMG175](data:image/png;base64,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) |
0.0 |
0.00% |
7.1e-12 |
0.00% |
![IMG176](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADUAAAAXCAYAAACrggdNAAAC4ElEQVR4nO3XT4hXVRQH8M+o41/UFA0UyxBBg7DRRCiYmIXtqkWQtbDZqCASpDTLFuJmIFDQhYG4UFxkMCtzoSA2UhRki6QJdSG6MBktHDUsR0d/Le69/S4/33u/34/xz2a+8LjvnXPuOff77nnnnscExo3l2FQg70EtXivHG2TSeB20gT78jneedqApTztAhncxtUT3Dy7G+9HxBnqWpKrwsyeQdgnPMv2eC3qED/UvzMUh3InXL3gl2i3AF/geN3Aft/EbduPlBr871YtAfl0piF1UKKZhG85gREjPqziK7lZJjeC7eH8XY7iMDrwd9WkBiVC+2BGsyvz2YTja1vBvfD7bAqmlGMp0Dxri17BPRcbljh9icyQyC28Iu3c96s9GWUecOxfbY9Aajhf4H4y6o01iJ1IzcCHKbqEX06NuEfZnc3a1QurrAv0W9d1ZXOLjgPpuNWJQe6Q+j89jeLMk3p5sTUuTsGzbThbIvhXOmA9wrWTeUBxnl+jbwcdxPIafSmx2CenciY+SsKykXyyQDccrxxwsw6tYg/ejfHLTJVdjSvQHpyrsbglFrBvr8slFuF0R7BPhLXbhxQb9o8qlto756ln0RxPbpF+YBGWkihY3ByfU8/s+zgkf8xB+xGvY23TJzdHR3OR/JPK1JGino+gXCN3DVnwT73OsbcNfFW4KFXgyljSxfSmON5KgnY7iwzgewWGPEyLsVEI7b7sRD/BrvF9fYTdf/ds7l4TtkEoVrWzO69iQPXc26B/GsdUiko6V95SX9J1Cx1HDQJFBj+p/mtNRN4qN6qk7D596vLN4oWH+QJSfx8wWYs+Ktunc640ECIfvV9mc/iJCrZBag78zmzGhpOZdyOHsuath/o5MN4o/1XetLPayjFg6ZG8KhSxvk0p3vxkpWCF8U1eFvL8rVL+DWB2dDytuXTrxpVCCU1Oamt+q2DPwGX4QXuI9XBJe4FtlZCYwgeeE/wDJC9ziQURdCQAAAABJRU5ErkJggg==) |
-1.0 Ω |
24.68% |
1.0 Ω |
24.75% |
![IMG177](data:image/png;base64,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) |
0.0 |
0.00% |
5.5e-09 Ω |
0.00% |
![IMG178](data:image/png;base64,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) |
-1.0 Ω |
25.99% |
1.00 Ω |
25.94% |
![IMG179](data:image/png;base64,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) |
-1.0 Ω |
24.72% |
1.00 Ω |
24.64% |
![IMG180](data:image/png;base64,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) |
0.0 |
0.00% |
3.9e-09 Ω |
0.00% |
![IMG181](data:image/png;base64,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) |
0.0 |
0.00% |
5.2e-09 Ω |
0.00% |
![IMG182](data:image/png;base64,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) |
0.0 |
0.00% |
3.5e-09 Ω |
0.00% |
![IMG183](data:image/png;base64,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) |
0.0 |
0.00% |
5.0e-09 Ω |
0.00% |
![IMG184](data:image/png;base64,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) |
0.0 |
0.00% |
1.8e-08 Ω |
0.00% |
![IMG185](data:image/png;base64,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) |
0.0 |
0.00% |
5.3e-09 Ω |
0.00% |
R_FSL935
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG186](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
0.00010 |
19.43% |
0.000100 |
19.38% |
![IMG187](data:image/png;base64,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) |
0.0 |
0.00% |
4.9e-12 |
0.00% |
![IMG188](data:image/png;base64,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) |
-0.10 Ω |
19.48% |
0.10 Ω |
19.51% |
![IMG189](data:image/png;base64,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) |
0.0 |
0.00% |
3.8e-09 Ω |
0.00% |
![IMG190](data:image/png;base64,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) |
-0.10 Ω |
20.51% |
0.100 Ω |
20.44% |
![IMG191](data:image/png;base64,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) |
-0.10 Ω |
19.51% |
0.100 Ω |
19.42% |
![IMG192](data:image/png;base64,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) |
0.0 |
0.00% |
2.7e-09 Ω |
0.00% |
![IMG193](data:image/png;base64,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) |
-0.10 Ω |
21.07% |
0.10 Ω |
21.06% |
![IMG194](data:image/png;base64,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) |
0.0 |
0.00% |
2.4e-09 Ω |
0.00% |
![IMG195](data:image/png;base64,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) |
0.0 |
0.00% |
3.4e-09 Ω |
0.00% |
![IMG196](data:image/png;base64,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) |
0.0 |
0.00% |
1.2e-08 Ω |
0.00% |
![IMG197](data:image/png;base64,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) |
0.0 |
0.00% |
3.7e-09 Ω |
0.00% |
R_PP
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG198](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
0.000100 |
6.86% |
0.000100 |
6.86% |
![IMG199](data:image/png;base64,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) |
0.0 |
0.00% |
4.0e-12 |
0.00% |
![IMG200](data:image/png;base64,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) |
-0.10 Ω |
6.87% |
0.10 Ω |
6.90% |
![IMG201](data:image/png;base64,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) |
0.0 |
0.00% |
3.1e-09 Ω |
0.00% |
![IMG202](data:image/png;base64,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) |
-0.10 Ω |
7.24% |
0.100 Ω |
7.23% |
![IMG203](data:image/png;base64,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) |
-0.10 Ω |
6.88% |
0.100 Ω |
6.87% |
![IMG204](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE4AAAAfCAYAAABJePtPAAAED0lEQVR4nO3YXYhVVRQH8J+alVlaokWRWSJYEGkWQpkxREEPFWFkPdS8ZFARfZDZSw/iixEU1ENCFCQ9ZGAvfYBBH9PXFFqUpJRBH4LVOIajmebH6PSw9vGejufcude5XnWYP5y7z15r7b3WXnftvdc6jOCkwAzcV0LvwEB6Lm2nQUeL0W3UtRgbcVMbdR4znNJGXbfg1AreHmxK7/vaY87Q0E7H1cNaJ8kWzdDOrTps0SEO578wEa/h7/R8jYuT3GQ8jc/Qi/3Yie/xHC4qzLtU7eDPP7+V6C67HE7DQ/gEfWIrb8EqzD+ahbYaHcLwPnyc3nejH79iFK5P/GyRmdPyDunDFbl5F6MnyQ7g39RfV6K76Lhp2JDjHSjoH8CLjvPO6cgZcxCLhLPG4yoRhVsTf12ijUpjJ+IxsbABvFsyf1firRpEd+a4cfgx0XagE6cn3vl4KTdmWVMrbTE6coa8UcK/Xy3KLqiY42W1qCuiS3OOeyL1+3FNhb7nczZNq5A5JqgK8fdLaO+IHGwB/qgYtyG1Zw3RLrg7tW/jywqZZWLrj8VdLdDZMKrSkU0ltJ705DEB03EZ5uC2RB/TArvmpPcP6sjtEBfXfMwdos6mUOW4nXXk7xXRMBvnFviHWmOWSWq74fdBZDP+lBbpbghVjitzwASsUTtv9mO9OMA3oBuX44UW2DVqcJHDyBw80AK9DaOZymG5cNpePIA303seV7fIru3iZh+DCweRnZra3hbpbgjN5D93pvZ1rHSk04iIy9BM1BRxAN+l9xvryE1SOwvXD0Ff02jGcdlNWTVmFhbm+mML/IOpbfTiyFKiW1WnI0tFZTGA1Q3O23J0qP9N7KPE24d71Lb5OXjYkRXE2YXxqxP9B5zRgO7xSTbLCzuFk4gEeEVuzPKKNc3CW9gmSsdu8ZUmQ1d6bsBXIrXZjEfEjnkUP4sKai3mlSkpMz6POdiVk+kX6UC+2liZ688ujH88x9uXFpNFX5Xu6WrOyxLd7eLyypdcZVE8V3yu6hWR+WBa/CHcnmS6RIq1E8+Imnhjmvc9/CIS8SVprdtElfQ/VBmfx0xxxm0R59Bucau+givTAnqUl0Fj8axIH7JCPfsgUE/3OPHPf56M3yuiYCWurbATvkjyU3O08SKivkn9rqSzMyczL9F2icjO8GSi1ztzT3pMEZH1aglvplp51iWccWaOPznR1hTG3SHn5BPlQ2arMU2cUT+V8IpV0W78k+v3p3ZrQS673EYf/hmGyAKikaS4v4Jed+xwddzm1M4o4S0SZ3LxZm8Kw9Vxf4oLYAHOy9HH4SmRF+4ZioLhesYRudiHwoErRMrRiUtw81AnH86O68Z1Ii1aIs6sb0Wy++lxtGsEIxjBCE54/AeNISEvNc0xdgAAAABJRU5ErkJggg==) |
0.0 |
0.00% |
2.2e-09 Ω |
0.00% |
![IMG205](data:image/png;base64,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) |
-0.10 Ω |
7.43% |
0.10 Ω |
7.45% |
![IMG206](data:image/png;base64,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) |
0.0 |
0.00% |
2.0e-09 Ω |
0.00% |
![IMG207](data:image/png;base64,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) |
0.0 |
0.00% |
2.8e-09 Ω |
0.00% |
![IMG208](data:image/png;base64,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) |
1.0 Ω |
64.72% |
1.00 Ω |
64.65% |
![IMG209](data:image/png;base64,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) |
0.0 |
0.00% |
3.0e-09 Ω |
0.00% |
R_PPH1
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG210](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
0.000100 |
19.53% |
0.000100 |
19.51% |
![IMG211](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAfCAYAAACGVs+MAAAB0klEQVR4nO3WT29NQRgG8F9v46auqrKxEGwQFiKxspI06V6/gD0bauPPB+jWRiJNEKwsxM6uJLVQFtKEYIcbISSIkGhpUIuZm3vcnHsuPXMPEk8yyWTO887zvGdm3hn+MjSx3KN9xkvM4BAGywgO5BjYGkU+dOGPYCgzdhvjMaY0mkKWlwo4A9iD69p/5UwK8V810EIdDyJ/AaMrEaytJChiCdOxvxp7qzYAzzL9jX/CwPZM/1XVBho4HPvvcLcqA3WM4QZ2xrFTEh/DRbzOae/xXfv4LWIyhXCngV7tJo5jU1nBbktwWSg4rdbAATyM33fgvlCSk6KpuBCtxXzkLGGiYK79wn3xUdgf8zhY1gBswdvI+4TdOZx9+IqnOIkjuBNjTpQ1QMi8tR8e+/lygnt4gw2ZsUHMCRt3fVkDcCFj4nRmfFQ4KedyYiYjfzyFgRE8j/xvwpoTMt2GzTkxU5E/lsIAIZNWXXiC4QLusFBLFoTNnMQAnNVeiukunBquRs7Ub8ydBDVcjOKzWFWl+BCuRfE5Bb++H1iHW1F8BmuqFG8IGS8La1+vUhzOR/ErejzbO5/lKbALj/AFR4Vj14lZvOiDNjim93U+0S/x//j38AP1CJhVsnry+wAAAABJRU5ErkJggg==) |
0.0 |
0.00% |
6.7e-12 |
0.00% |
![IMG212](data:image/png;base64,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) |
-0.10 Ω |
19.57% |
0.10 Ω |
19.63% |
![IMG213](data:image/png;base64,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) |
0.0 |
0.00% |
5.1e-09 Ω |
0.00% |
![IMG214](data:image/png;base64,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) |
-0.10 Ω |
20.61% |
0.100 Ω |
20.57% |
![IMG215](data:image/png;base64,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) |
-0.10 Ω |
19.60% |
0.100 Ω |
19.55% |
![IMG216](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE4AAAAfCAYAAABJePtPAAAED0lEQVR4nO3YXYhVVRQH8J+alVlaokWRWSJYEGkWQpkxREEPFWFkPdS8ZFARfZDZSw/iixEU1ENCFCQ9ZGAvfYBBH9PXFFqUpJRBH4LVOIajmebH6PSw9vGejufcude5XnWYP5y7z15r7b3WXnftvdc6jOCkwAzcV0LvwEB6Lm2nQUeL0W3UtRgbcVMbdR4znNJGXbfg1AreHmxK7/vaY87Q0E7H1cNaJ8kWzdDOrTps0SEO578wEa/h7/R8jYuT3GQ8jc/Qi/3Yie/xHC4qzLtU7eDPP7+V6C67HE7DQ/gEfWIrb8EqzD+ahbYaHcLwPnyc3nejH79iFK5P/GyRmdPyDunDFbl5F6MnyQ7g39RfV6K76Lhp2JDjHSjoH8CLjvPO6cgZcxCLhLPG4yoRhVsTf12ijUpjJ+IxsbABvFsyf1firRpEd+a4cfgx0XagE6cn3vl4KTdmWVMrbTE6coa8UcK/Xy3KLqiY42W1qCuiS3OOeyL1+3FNhb7nczZNq5A5JqgK8fdLaO+IHGwB/qgYtyG1Zw3RLrg7tW/jywqZZWLrj8VdLdDZMKrSkU0ltJ705DEB03EZ5uC2RB/TArvmpPcP6sjtEBfXfMwdos6mUOW4nXXk7xXRMBvnFviHWmOWSWq74fdBZDP+lBbpbghVjitzwASsUTtv9mO9OMA3oBuX44UW2DVqcJHDyBw80AK9DaOZymG5cNpePIA303seV7fIru3iZh+DCweRnZra3hbpbgjN5D93pvZ1rHSk04iIy9BM1BRxAN+l9xvryE1SOwvXD0Ff02jGcdlNWTVmFhbm+mML/IOpbfTiyFKiW1WnI0tFZTGA1Q3O23J0qP9N7KPE24d71Lb5OXjYkRXE2YXxqxP9B5zRgO7xSTbLCzuFk4gEeEVuzPKKNc3CW9gmSsdu8ZUmQ1d6bsBXIrXZjEfEjnkUP4sKai3mlSkpMz6POdiVk+kX6UC+2liZ688ujH88x9uXFpNFX5Xu6WrOyxLd7eLyypdcZVE8V3yu6hWR+WBa/CHcnmS6RIq1E8+Imnhjmvc9/CIS8SVprdtElfQ/VBmfx0xxxm0R59Bucau+givTAnqUl0Fj8axIH7JCPfsgUE/3OPHPf56M3yuiYCWurbATvkjyU3O08SKivkn9rqSzMyczL9F2icjO8GSi1ztzT3pMEZH1aglvplp51iWccWaOPznR1hTG3SHn5BPlQ2arMU2cUT+V8IpV0W78k+v3p3ZrQS673EYf/hmGyAKikaS4v4Jed+xwddzm1M4o4S0SZ3LxZm8Kw9Vxf4oLYAHOy9HH4SmRF+4ZioLhesYRudiHwoErRMrRiUtw81AnH86O68Z1Ii1aIs6sb0Wy++lxtGsEIxjBCE54/AeNISEvNc0xdgAAAABJRU5ErkJggg==) |
0.0 |
0.00% |
3.6e-09 Ω |
0.00% |
![IMG217](data:image/png;base64,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) |
0.0 |
0.00% |
4.9e-09 Ω |
0.00% |
![IMG218](data:image/png;base64,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) |
0.0 |
0.00% |
3.3e-09 Ω |
0.00% |
![IMG219](data:image/png;base64,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) |
0.0 |
0.00% |
4.7e-09 Ω |
0.00% |
![IMG220](data:image/png;base64,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) |
0.0 |
0.00% |
1.7e-08 Ω |
0.00% |
![IMG221](data:image/png;base64,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) |
-0.100 Ω |
20.69% |
0.100 Ω |
20.67% |
R_MMLN4221
Variable |
GUM Sensitivity |
GUM Proportion |
MC Sensitivity |
MC Proportion |
![IMG222](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
1.0e-05 |
15.75% |
1.0e-05 |
15.70% |
![IMG223](data:image/png;base64,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) |
0.0 |
0.00% |
8.3e-14 |
0.00% |
![IMG224](data:image/png;base64,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) |
-0.010 Ω |
15.79% |
0.010 Ω |
15.80% |
![IMG225](data:image/png;base64,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) |
0.0 |
0.00% |
6.4e-11 Ω |
0.00% |
![IMG226](data:image/png;base64,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) |
-0.0100 Ω |
16.63% |
0.0100 Ω |
16.56% |
![IMG227](data:image/png;base64,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) |
-0.0100 Ω |
15.82% |
0.0100 Ω |
15.73% |
![IMG228](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE4AAAAfCAYAAABJePtPAAAED0lEQVR4nO3YXYhVVRQH8J+alVlaokWRWSJYEGkWQpkxREEPFWFkPdS8ZFARfZDZSw/iixEU1ENCFCQ9ZGAvfYBBH9PXFFqUpJRBH4LVOIajmebH6PSw9vGejufcude5XnWYP5y7z15r7b3WXnftvdc6jOCkwAzcV0LvwEB6Lm2nQUeL0W3UtRgbcVMbdR4znNJGXbfg1AreHmxK7/vaY87Q0E7H1cNaJ8kWzdDOrTps0SEO578wEa/h7/R8jYuT3GQ8jc/Qi/3Yie/xHC4qzLtU7eDPP7+V6C67HE7DQ/gEfWIrb8EqzD+ahbYaHcLwPnyc3nejH79iFK5P/GyRmdPyDunDFbl5F6MnyQ7g39RfV6K76Lhp2JDjHSjoH8CLjvPO6cgZcxCLhLPG4yoRhVsTf12ijUpjJ+IxsbABvFsyf1firRpEd+a4cfgx0XagE6cn3vl4KTdmWVMrbTE6coa8UcK/Xy3KLqiY42W1qCuiS3OOeyL1+3FNhb7nczZNq5A5JqgK8fdLaO+IHGwB/qgYtyG1Zw3RLrg7tW/jywqZZWLrj8VdLdDZMKrSkU0ltJ705DEB03EZ5uC2RB/TArvmpPcP6sjtEBfXfMwdos6mUOW4nXXk7xXRMBvnFviHWmOWSWq74fdBZDP+lBbpbghVjitzwASsUTtv9mO9OMA3oBuX44UW2DVqcJHDyBw80AK9DaOZymG5cNpePIA303seV7fIru3iZh+DCweRnZra3hbpbgjN5D93pvZ1rHSk04iIy9BM1BRxAN+l9xvryE1SOwvXD0Ff02jGcdlNWTVmFhbm+mML/IOpbfTiyFKiW1WnI0tFZTGA1Q3O23J0qP9N7KPE24d71Lb5OXjYkRXE2YXxqxP9B5zRgO7xSTbLCzuFk4gEeEVuzPKKNc3CW9gmSsdu8ZUmQ1d6bsBXIrXZjEfEjnkUP4sKai3mlSkpMz6POdiVk+kX6UC+2liZ688ujH88x9uXFpNFX5Xu6WrOyxLd7eLyypdcZVE8V3yu6hWR+WBa/CHcnmS6RIq1E8+Imnhjmvc9/CIS8SVprdtElfQ/VBmfx0xxxm0R59Bucau+givTAnqUl0Fj8axIH7JCPfsgUE/3OPHPf56M3yuiYCWurbATvkjyU3O08SKivkn9rqSzMyczL9F2icjO8GSi1ztzT3pMEZH1aglvplp51iWccWaOPznR1hTG3SHn5BPlQ2arMU2cUT+V8IpV0W78k+v3p3ZrQS673EYf/hmGyAKikaS4v4Jed+xwddzm1M4o4S0SZ3LxZm8Kw9Vxf4oLYAHOy9HH4SmRF+4ZioLhesYRudiHwoErRMrRiUtw81AnH86O68Z1Ii1aIs6sb0Wy++lxtGsEIxjBCE54/AeNISEvNc0xdgAAAABJRU5ErkJggg==) |
0.0 |
0.00% |
4.5e-11 Ω |
0.00% |
![IMG229](data:image/png;base64,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) |
-0.0100 Ω |
17.08% |
0.010 Ω |
17.06% |
![IMG230](data:image/png;base64,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) |
0.0 |
0.00% |
4.1e-11 Ω |
0.00% |
![IMG231](data:image/png;base64,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) |
-0.0100 Ω |
18.93% |
0.0100 Ω |
18.85% |
![IMG232](data:image/png;base64,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) |
0.0 |
0.00% |
2.1e-10 Ω |
0.00% |
![IMG233](data:image/png;base64,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) |
0.0 |
0.00% |
6.2e-11 Ω |
0.00% |
Expanded Uncertainties
GUM Approximation
Function |
Interval |
Min |
Max |
k |
Deg. Freedom |
Expanded Uncertainty |
![IMG234](data:image/png;base64,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) |
99% |
10000 Ω |
10000 Ω |
2.576 |
inf |
0.0017 Ω |
- |
95% |
10000 Ω |
10000 Ω |
1.960 |
inf |
0.0013 Ω |
- |
68% |
10000 Ω |
10000 Ω |
0.994 |
inf |
0.00065 Ω |
![IMG235](data:image/png;base64,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) |
99% |
10000 Ω |
10000 Ω |
2.576 |
inf |
0.0013 Ω |
- |
95% |
10000 Ω |
10000 Ω |
1.960 |
inf |
0.00098 Ω |
- |
68% |
10000 Ω |
10000 Ω |
0.994 |
inf |
0.00050 Ω |
![IMG236](data:image/png;base64,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) |
99% |
1000 Ω |
1000 Ω |
2.576 |
1305544786.25 |
0.00024 Ω |
- |
95% |
1000 Ω |
1000 Ω |
1.960 |
1305544786.25 |
0.00018 Ω |
- |
68% |
1000 Ω |
1000 Ω |
0.994 |
1305544786.25 |
0.000091 Ω |
![IMG237](data:image/png;base64,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) |
99% |
1000 Ω |
1000 Ω |
2.576 |
inf |
0.00021 Ω |
- |
95% |
1000 Ω |
1000 Ω |
1.960 |
inf |
0.00016 Ω |
- |
68% |
1000 Ω |
1000 Ω |
0.994 |
inf |
0.000082 Ω |
![IMG238](data:image/png;base64,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) |
99% |
10000 Ω |
10000 Ω |
2.576 |
122538273.41 |
0.0029 Ω |
- |
95% |
10000 Ω |
10000 Ω |
1.960 |
122538273.41 |
0.0022 Ω |
- |
68% |
10000 Ω |
10000 Ω |
0.994 |
122538273.41 |
0.0011 Ω |
![IMG239](data:image/png;base64,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) |
99% |
10000 Ω |
10000 Ω |
2.576 |
56585304516.73 |
0.0030 Ω |
- |
95% |
10000 Ω |
10000 Ω |
1.960 |
56585304516.73 |
0.0023 Ω |
- |
68% |
10000 Ω |
10000 Ω |
0.994 |
56585304516.73 |
0.0012 Ω |
![IMG240](data:image/png;base64,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) |
99% |
100 Ω |
100 Ω |
2.576 |
2408282652.10 |
0.000029 Ω |
- |
95% |
100 Ω |
100 Ω |
1.960 |
2408282652.10 |
0.000022 Ω |
- |
68% |
100 Ω |
100 Ω |
0.994 |
2408282652.10 |
0.000011 Ω |
![IMG241](data:image/png;base64,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) |
99% |
10 Ω |
10 Ω |
2.576 |
25179230.33 |
3.4e-06 Ω |
- |
95% |
10 Ω |
10 Ω |
1.960 |
25179230.33 |
2.6e-06 Ω |
- |
68% |
10 Ω |
10 Ω |
0.994 |
25179230.33 |
1.3e-06 Ω |
![IMG242](data:image/png;base64,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) |
99% |
1.0 Ω |
1.0 Ω |
2.576 |
7785363.55 |
3.8e-07 Ω |
- |
95% |
1.0 Ω |
1.0 Ω |
1.960 |
7785363.55 |
2.9e-07 Ω |
- |
68% |
1.0 Ω |
1.0 Ω |
0.994 |
7785363.55 |
1.5e-07 Ω |
![IMG243](data:image/png;base64,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) |
99% |
1.00 Ω |
1.00 Ω |
2.576 |
8444.55 |
6.4e-07 Ω |
- |
95% |
1.00 Ω |
1.00 Ω |
1.960 |
8444.55 |
4.9e-07 Ω |
- |
68% |
1.00 Ω |
1.00 Ω |
0.995 |
8444.55 |
2.5e-07 Ω |
![IMG244](data:image/png;base64,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) |
99% |
1.00 Ω |
1.00 Ω |
2.576 |
27454495.01 |
3.8e-07 Ω |
- |
95% |
1.00 Ω |
1.00 Ω |
1.960 |
27454495.01 |
2.9e-07 Ω |
- |
68% |
1.00 Ω |
1.00 Ω |
0.994 |
27454495.01 |
1.5e-07 Ω |
![IMG245](data:image/png;base64,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) |
99% |
0.100 Ω |
0.100 Ω |
2.576 |
2966861.96 |
4.2e-08 Ω |
- |
95% |
0.100 Ω |
0.100 Ω |
1.960 |
2966861.96 |
3.2e-08 Ω |
- |
68% |
0.100 Ω |
0.100 Ω |
0.994 |
2966861.96 |
1.6e-08 Ω |
Monte Carlo
Symmetric Coverage Intervals
Function |
Interval |
Min |
Max |
k |
![IMG246](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADsAAAAfCAYAAABZGLWTAAACiUlEQVR4nO3XW4hNYRTA8R+miSmXojwwkSKXIp68EKG88cS7F5cSI414mlKevPHgyaVIISR5cCmSeEC5i+KUXBpJmGYmCQ/fPp3jzPnOnH327Jkm86/V+fbZa317rW9/e6318R9TwJ9+pBfvcQ1bMGYoHG2EURXXBcwQAvoW0Z+AsWX/3cHqxGZYURDe3vEaOqOwCJeV3vahvB3Lg4L+gy3SjMeJfjcm5eXUQDE6g+1PHEnG47Akuzv5kiVYeFs2nppxrtzJGuzssvHHjHPlTpZgW7A1GX/Bvezu5EsjwTZjJa5jbvLfXsO49PTgUxX5it9KJacHO4fAzwGhoP8O6g9uoB3ThsTLBolt4xNC81CUFqzD0+T+HDwS2sZhS0HtpmI8HiY6P7E+oteh+o74JSSzmxHbmF2lzEyh31GcvCnibIwfiZMPMRmnsBRPIvoH8KLsuhnzhSx+Qdgtl+qwq+RzCv3HsUkK6msX1yut3HP/HgworfiKiP0yIdE9SmlXSSr9RuvsRRxNxvOElU3DbbzCQuHTGBSyNBVteJeMd2B5Svuu5LfymJkbab/Zcr5jE64Ki3ZMOPp11TJKaE10XyfzVDIRUyK2vVWeEdPvTgTZe+PrSiefWTgYcaIorVgrnIWbsC8y70UhCVWTwyn028uVKt/szGhYcbYlEnO6Gi+xEeci93frm7yKfEih/6b8Iss2roeiE6OFZLQHndiAZzXsHgi1uF7q0s872HInruKKcDq6JZSfWrV0wMn6zablOTYLDclZfetzrgx2sHAaZ7AA+wfzwXlv4xjbsQq7cB53K+6vwfQa9veFJJeKoQq2U2hETgr1ebFwNi4SK0lF2jQQ7AgjjDC8+As8mr3hLLV5ZwAAAABJRU5ErkJggg==) |
99% |
10000 Ω |
10000 Ω |
2.573 |
- |
95% |
10000 Ω |
10000 Ω |
1.962 |
- |
68% |
10000 Ω |
10000 Ω |
0.994 |
![IMG247](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEUAAAAfCAYAAACxmAC4AAADTUlEQVR4nO3YXYweUxzH8U+3slkbtN4iQaM3REkIbupCQ5A0EekS8XLhhgsviVARwtWGkLglES5QQog2bERI6q2NeLlYm7QoQXjiPRVEW9tNWevifybPmD7z7DMds8+mnm9yMmfO/P9n/vOfOef8zjBgXlqYm6fM4Hu8jhuxtB+BNsmSwnkLJ4kH/73E/giM5NrexUXJ56CkJb6GDV1sluBMvKL99TzcdGD9pGX+pGQMY3uyn8bypoJaaIZq+O7Do6l+KM6uH87ioE5S4Otc/biafS0a6ibl5Fz9x5p9LRrqJGUUN6X6L/igfjiLgwNJyjAuwBs4NbXd7X+wJO/FTx3Kb/hbeynei9v6EOeC0jK/op3Dm7gTJ/QlyoYpGz5PCZGWlVGsw8fp+inYJuT+QU9Ld/F2OKaSzT6MldiN6/yF/SUm5S0lvmV+xbKygv14rv81Ys+2S8yBU7i2GMQhJQ9Vxu70MFM4Gs9iNT4qsX8An+bOh3GaWLVeEl/fyz34Ffm5gv32dFyNt/BNsp/GNXgax+PBspu19Cbzx7TfxA7/3iDSfoPnl/ifJybsbRX9ilSxnxTJPCrXthTviQXjyKzxQHXKBJ5I9VUi81V4B5/jDDEkm2a52IZM4Ndc+yxeEC/1nKyxjnhbj29T/VYxXquwJx2Lvy+aYLdYHO7tcO3YdJzNGqrOKXl24TpsFsl9UvxS2NPNKbEi2X6R+imyDMeU+M50uEeZ/XQqs/iyw/XDcL0YPpNlwbb0/usg4xHt+SXbNY+n83Up2KyswFoxl8zhikJfmV+3sqGC/XiXuIewMdndn79Q/FJWdumkjJtT6cRESftnuAqbSq7fYf9JOOOHCvZflfQxhMfFS9mqkLw6w6cXsmCHxKR6F3biSnzSxe9DoWV6pYr9iJASl+N9XIo/8wZNJyUf7Ga8KnbTW8Wy3E2LNMEyoYvWiA3tGP4oGtX9n1KVHbhBCL+N9tc3TTKK10RCNuESHRLCwicFnhPa4HTct4D3fQjn4nlcLbYpHWl6+JRxCy7E7XhRjO08F+PELv6TYrLulVVCPszgbSHvi2zBd/QvKTuF4HtG6JuzhFbIuGce//WqJWWtEIkjeKzE5jIpKQMGDBjwX/IPAtv2XJwi/7EAAAAASUVORK5CYII=) |
99% |
10000 Ω |
10000 Ω |
2.577 |
- |
95% |
10000 Ω |
10000 Ω |
1.960 |
- |
68% |
10000 Ω |
10000 Ω |
0.995 |
![IMG248](data:image/png;base64,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) |
99% |
1000 Ω |
1000 Ω |
2.575 |
- |
95% |
1000 Ω |
1000 Ω |
1.962 |
- |
68% |
1000 Ω |
1000 Ω |
0.994 |
![IMG249](data:image/png;base64,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) |
99% |
1000 Ω |
1000 Ω |
2.572 |
- |
95% |
1000 Ω |
1000 Ω |
1.959 |
- |
68% |
1000 Ω |
1000 Ω |
0.994 |
![IMG250](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGgAAAAfCAYAAAALO4jYAAAEwUlEQVR4nO3Za4xdUxQH8F9ftJ6TqtQrNUUbEdTjCwmiSSOUUFR8QNJ4VhuvEgkfZBDxoSISzy/i0iBeFdWgaSUoVV/qTYOkN6I0HvVqDKXGh7Vv7pk75547c89MG+n9Jzv7nL3X2nuts9bee+116OB/hSr6WpQ/sRErMR9jdoSgOwtGNbxXcbAwwq9N6PfC+EzbO5iVeDoYYVTFKqkU0IzCDCxXX1X3j7RgHQSqWhuohl3wUaL/A10jJdTOjNEleLfikfQ8AceVF6eDRpQxEGzIPE8uOVYHOShroGmZ5+9KjtVBDsoYaDdcnZ5/wtry4nTQiHYMtAtmYhUOT2236ITZ2wVVEZX1YlNO+Rn/qofXvbh+B8i506KqdSahD6/jZhy4Q6TcidBsi3tcXEhrZTecg09S/3R8KFI+HWxHVBVfVPfEukSzFXNajDdB5OtW43v8hS9xn/ywvKK+So8sGPfmDF1XDm+tbE3zvoazmozVk2hPLZjvjUTTiHb1687pG6eenVkiLZ6hBgm/C6P8lAZ8Ekc1oZ2Kd/EwfsNiXIe3sADv47CCuc4r6Jtb0HcDLkllYZp/Gl7GHQV8Q0VZ/bIYg6dwJp7GPHHWD0DV4FI9c9S99DP9k6dEpPeB8Kizc/hPEVHfev2dpJLG/EoomIcpieZ7+SuoO4dnd6xJ/bMb+noMfQWV1S8r4yhxpPThGS3+DlQNPhf3qLqR7m3ouya131XA/2CiOS3TVklti1M9NYdvkci0P23wBiJW0TaRfc+ix9ANVFa/rIwPpbbnMLZgPAzNQHvh60S/TXhNDWtT+0EF/JOwX0NbJfGdkOpFOXxrxB5do+1q4O0umHO12Dr2ybT1GLqByupXk/Ge9L5UE+OUyST8hkvTBKPxGPYQS/Z4YbxvCvh/FHerPKzH5waeQwcI4z3fpswfJ/mOaZOf4dEPbseNeA8X4p88orK5uFXqGe1DhEfsK7zh25Jjv4AT9Y+GzscWrGhzzM2pnlRCruHQ7ybcJpz7aAXBRKOBuoWHzBvCZAvU70vz1T2h5X7aAkuFfHMybXNFNNZuWmlcqvNC5sFiOPRbiFeEw00Q0fC4PMKyKygPm8UHbNx/h4r3xe+M2jY3GSdpf3ujfvb8kGnrTXXRBx+r7hTDod9KodeL4lw6VpMrwEgYCN4WB+iUApoZ4tC+qIBmqUjMduFc8ef21RJyHStWzweZtp9TvXcB38QMHeX1my9CdOLetlFcvk9uJBwpAz2X6qsKaOaJFbFrAc0LYunPFtvBcu1vb9PFX9839f/Yn6Z6RhO+PXCoCDBqKKtf9hL6C64QtlgiouMRx1iheK+BF0M4Q+zlX4hLXw0V/UPnUcK7VuBvYaRmtLX37pz5xquHyrMa+saJaGwT9s/hvTXxXZ5pK6tfnoy1e+UTOX0jguniXrUNL4k0yLV4VnjQtziigaei/0eHB1LbFnGgNqOtvV+Pi1O5DHeKzESfCG3zcLr6L5a7xfXhWixLfMsM3G3K6NedI0P2XnlBEzmHHROFB64T+bu/hFctlh/qVgw00MzU9mwL2tp7tvwtfsUvE15dhKPFXW6DMNaPItd2pebpl3b1624y3mmpf7POr5wOOuiggw52MP4D2kx9WoyyEBAAAAAASUVORK5CYII=) |
99% |
10000 Ω |
10000 Ω |
2.580 |
- |
95% |
10000 Ω |
10000 Ω |
1.959 |
- |
68% |
10000 Ω |
10000 Ω |
0.995 |
![IMG251](data:image/png;base64,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) |
99% |
10000 Ω |
10000 Ω |
2.574 |
- |
95% |
10000 Ω |
10000 Ω |
1.959 |
- |
68% |
10000 Ω |
10000 Ω |
0.995 |
![IMG252](data:image/png;base64,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) |
99% |
100 Ω |
100 Ω |
2.576 |
- |
95% |
100 Ω |
100 Ω |
1.959 |
- |
68% |
100 Ω |
100 Ω |
0.995 |
![IMG253](data:image/png;base64,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) |
99% |
10 Ω |
10 Ω |
2.577 |
- |
95% |
10 Ω |
10 Ω |
1.961 |
- |
68% |
10 Ω |
10 Ω |
0.994 |
![IMG254](data:image/png;base64,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) |
99% |
1.0 Ω |
1.0 Ω |
2.574 |
- |
95% |
1.0 Ω |
1.0 Ω |
1.960 |
- |
68% |
1.0 Ω |
1.0 Ω |
0.995 |
![IMG255](data:image/png;base64,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) |
99% |
1.00 Ω |
1.00 Ω |
2.581 |
- |
95% |
1.00 Ω |
1.00 Ω |
1.959 |
- |
68% |
1.00 Ω |
1.00 Ω |
0.995 |
![IMG256](data:image/png;base64,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) |
99% |
1.00 Ω |
1.00 Ω |
2.577 |
- |
95% |
1.00 Ω |
1.00 Ω |
1.962 |
- |
68% |
1.00 Ω |
1.00 Ω |
0.993 |
![IMG257](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAHMAAAAfCAYAAADUdfLHAAAEg0lEQVR4nO3aa4hVVRTA8d9olpnlGIZokFNhJBS9CIpKCBJ6EGnah4IgeodCRWJERFIWEVIf6kMvagqiKEULKyStKSgNQi2iBwRdsheFVk41Zuntw7rH+5hzH+eecZQ4fzjMOWevdfaes/Zae+11LgX/W0ootzl24nu8jZsxdn8MtGA4PQ3XJcwQBvu9ifwRGF9z7wNcUNEpOIAoCe/rbyHTg1OwRtVbH9vXAyvITkl7YyYcjE8r8n+hd18NqqAzxuTQ3YUnKueH4vT8wynIQx5jwjc151NzPqsgJ3mNObPm/MeczyrISR5jTsAtlfNt2Jh/OAV56MaYB+N8rMOJlXt3KbYmBxwlkZ0O4aeU41fsUd2SDOG2/TDOgg4oaV8BKmM9luDo/TLKglSahdnnRXEgOSbgMnxWaT8Bn4iyXsEBSknrosHh2FSR2YW5TeT6Vb34pBb9LamR6x0h/US3r4VeYz/3tJDZIt5LM6aJBHB1SttsUcPeIXKKTbi6yXOyyCbcid+Si6wJ0KAw4DaMw4s4uY3O5S3aFnTQZ179TrhbNZnLytM4MuX+WXgHx+NBMfH+xgvCCN3KJlyE+1sNrKSzct5cVY/4XH3hneqM/xqbmzzjmIrMz5p7Zjf6iW5fm/+hVraM9w3/8EBrz7xOvPSy4Z75MX5Rb+ix+FAkjpO7lO3BIhEZy3J4ZsJqPFs5nyVmUxqrcCqOTWlbIELK+hb95NXvlFU4Dzdl0JmBR7A0pa1XlDdXY3vN/d14RUz+M7qQhQ3iw8Y6EYr3kqdocDu2Vs5vFTG/kZWVv/NS2hbgdTGzm5FXv1MWCw9/CNM7kO8Rk/krPJzSPiiSxPtS2o6q/N3dhSwRkW7AJRXdveQx5g5cK1x9DJ7DxAaZL/GF4evedLFOrGjTR179TtkuJuQkPN6B/CKcg2vUv+iE3WKJ2Npwf6IIzUMitGaVJZaPZ8R7ryNvbXad6peT47A8RWYlzlZfiJ+PP7C2gz7y6nfKy3hDRIFWSddM4cH3inyhU5IJPxWPavCqDLK7MvQ5IvSrJiWnVc5r16P3RCbcKDsS+sl1X8ZxEiFsED8IL6U+ARojkpKN6n8uk5YA1ZIYp4wBsRMYCdkBI5AAZWGz+FSWzPapOFfnITKvfha+FduUadLXwsU4s/J3MqZUDqJmPUUUWGoZj1dFSN6AS/FPk/6zyI4a/epn/HIRHnrFj8AGVbczjbJ59ZPrvi7GSUzwj0QNerZ6zxzQvtS5tOZZk0QUKYuCwGEtxpJFNmHAKHsmse6Nw8VivVsj21eWvPpZ2IPr8S+ewiE1bXdgTspBhN85YqNPeOhbYkKsENnnn036zCI76vSrn/E9oo67VoSN+S1k8+on131djLOWZareVmrznLQ1M8k4X9L+56hZZGsZUOOZB2VQzENZbMwXihn35ijoPyA9Y9yimoG3YhmuEHvArMwS27adeBdXpsgM4LuMsi0ZLWMSoXKhMMTQKOhf1eT+azoz5k7cKF5wVi4U0WQ8nmwiM08YKItsQUFBQUFBwQjwH37ciUKqDy9bAAAAAElFTkSuQmCC) |
99% |
0.100 Ω |
0.100 Ω |
2.574 |
- |
95% |
0.100 Ω |
0.100 Ω |
1.962 |
- |
68% |
0.100 Ω |
0.100 Ω |
0.993 |
GUM Derivation
Measurement Model:
![IMG258](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGgAAAAfCAYAAAALO4jYAAADEklEQVR4nO3ZT6gWVRjH8Y9Xueilf2DgIi9egsIKilq5MRIT3OlK921MQfyDGLV6IXDVThet0qAIUvQS4kINCglbpKDlTQp0QMqyIkrRkP4tzrze29z3zDvzzry+3fvOFw7vYc7zPHPe3zlz5jlnaJhTJPinS/kD3+EUXsXCQXT0f06iJh0XdAi8InX+LWL/EBbPuPYZXk59GgKJPumYCKN7KMdmAZ7DcdOzYX+RXg8RiT7pWCRwm1FcTO1v45ECPsNCoiYdRyp04i7eTutL8EKFWMNMro5VBgiuzqgvqxhrULR0f6Fny0TNfYjquKhi4Cdm1K9XjDUobuHHkj5/1dyHwjomiq+dY/g6tf/ZfzOSYSdRk469LHGjWIPTWJlee12TZpelJx0TYSTv4IcO5Vf8bXotvoOddfd8HpDok47twN3Kx9iLx+r4N/OQRE06xpa4d4WNVLuMYQO+StufxAXhqGKus0fnWZ5XxgvGrl3HRP7L7UGcT23uYmPErqXzjPkTv+CTiG/ML5bmFrFvRfpY9p5l0uxEPTqWTrNvpsHOYynexyp8GbHfJ2QobUbxNLbimDCbPirgl+WnEvYXc+IQBqjVxaZuyup4j0Sx9HCj6dk0ZXaK3UrbXor4rxZekhdK+mUpa3+/SNSjY88nCZN4J60/JczgMpzBN3hWeNyHlUlddKxy1LML19L6DrxY0v9W+pv95DFs5OpYZYB+xyvC4zmCg3igoO+4cNT+bRony8N4NFI63SNmP1awP4MkV8eqh6WnTZ/EPo63Mu1Z4caxXvgGsghvROJOColAp3KghP3e0v9oMER1zGZxEz0E35aWTkxGrl/GZhyJtO8xO4Fo830J+yuRGP1mogefjjpWPc3uRlu4ESEheA03sAmXcvzOCXulopS1nzP0e4BmCncSJ/A5PhVS7by9ToPq76CyTGGLsDk7rPlE0ZX7PUDwAT7EM3hzAPefU/R7iYuxHWuxG0dxNtO+Dstz/L8QEo15z6AG6IawKXtPyPufF76JtIml3212GZIBamhoaGhoGBT/ApZ1Qi3aa4ZRAAAAAElFTkSuQmCC)
![IMG259](data:image/png;base64,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)
![IMG260](data:image/png;base64,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)
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PB6Px+PxeDwej8fj8TQ9/wP0waeVjeTcYQAAAABJRU5ErkJggg==)
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Input Covariance Matrix [Ux]:
- |
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4.2e-07 Ω² |
0.0 Ω² |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
![IMG451](data:image/png;base64,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) |
0.0 Ω² |
2.5e-07 Ω² |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
0.0 Ω |
![IMG452](data:image/png;base64,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) |
0.0 Ω |
0.0 Ω |
4.2e-13 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG453](data:image/png;base64,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) |
0.0 Ω |
0.0 Ω |
0.0 |
4.2e-13 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG454](data:image/png;base64,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) |
0.0 Ω |
0.0 Ω |
0.0 |
0.0 |
4.5e-13 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG455](data:image/png;base64,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) |
0.0 Ω |
0.0 Ω |
0.0 |
0.0 |
0.0 |
4.2e-13 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG456](data:image/png;base64,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) |
0.0 Ω |
0.0 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
8.5e-13 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG457](data:image/png;base64,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) |
0.0 Ω |
0.0 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
4.6e-13 |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG458](data:image/png;base64,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) |
0.0 Ω |
0.0 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
1.0e-12 |
0.0 |
0.0 |
0.0 |
![IMG459](data:image/png;base64,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) |
0.0 Ω |
0.0 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
5.1e-13 |
0.0 |
0.0 |
![IMG460](data:image/png;base64,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) |
0.0 Ω |
0.0 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
4.0e-14 |
0.0 |
![IMG461](data:image/png;base64,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) |
0.0 Ω |
0.0 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
4.5e-13 |
Sensitivity Matrix [Cx]:
- |
![IMG798](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABUAAAAXCAYAAADk3wSdAAABM0lEQVR4nN3UTytEYRTH8c+MEhOTnYWiFLGQ8gKUsuc1yIKdlfIGrOxsrBhLOws7LJWVInuTEgsSxWiKsZjn5pru/GnmZuHUqdNzfs/3nqd7zuEPrIhKE//AHY6xgq5aSCYBOhIuviR8NIM8emJnZ5gPdxpWWmjwmgymcRSrfruBviVoZN24Cvp3DESJbAuX61kZOyHuxUwaULiJxYNpQcdi8X0a0BxWQ/yE806g3ZjDCSbC2YYWWqqEhwR/xpefViphrVkVEbSZn2IdQ0mQes/fV23yyHNYwHXIj+NSdVybWlRpoU6+HxdBU8ZiGlAYxmPQvWGqVtDO37/FcohzOPB7wbTdp4fYDfEkNhuJi1pfKHnVqiv4xGyU6GSiXrEUoFnsoa9TKNWpijbVKLY65P0H+waCeFpMRde1GwAAAABJRU5ErkJggg==) |
![IMG799](data:image/png;base64,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) |
![IMG800](data:image/png;base64,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) |
![IMG801](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAAAfCAYAAABXscv8AAADpUlEQVR4nO3YTYgdRRAH8N/uupoPzSZBBcUYCYIGRONG/IKE9eBNRTz4AZqLCiKCirmpEAIxKKjoQSEE1HgwakRRD4oSnygRzF7E9SMHUSTKuko2UbLJxo3joXt87ezMvH2P8EzW/UMz013VXVXd1VU1wxy6ivNxZ8n4ELLYLuymQr1dlLUeX+HaLspsiZO6KOs6nFxBm8Ce+D7ZHXUCurkBdfhcl10/RzevwHGPISEI/YYBvIjfYxvGeZHvdDyCTzCGIziAL/Ekzi2su0EzwKXthxLZZUHwFNyLjzEuXJG92I41nRhahVyJcXwU3w9iCt+jB2sjPVc2Nz41bBwXJ+uux2jkzXAo9neXyC5uwHKMJLQ/C/IzPOsYeXKqxFHcJRi9EKsFr/gl0nfHsZ44dwAPRAUzvFuyfiPStreQnW/AfHwbx/ZjHeZF2ll4LpmzsS1LK5Aq8UoJ/W7NUz+7Yo0tml5QREN7G/BQ7E/hqgp5TyU6La/gqUWV67xfMvaOkMNvws8V80bi87ROlCng1vh8G59V8GwUrlQ/bulESFUa3FMyNhpbikVYgZUYxA1xvK8TZQp6Dcb3D2v49gsBeg0u71RQGQ7U8N8hnM4qnFmg/9WJEiVYqumdP7XgzelndCKoagPKDFmE9zTv4xF8IQSqEezCRXimE0UK6GnN8g/yjcpKaGvxKK4QqtCv8TRezhnaqQQ3C8Yfxj14Nb6nuKyN9eqwT8hEfTinBe+y+BwrjF+JnfgRjwnl9m3YJgTxx4sLDan/IhuLtC01ymxL1iieYkN7WWA49t+skbdUOIQMDxdow/g18uToEzz1EJbQXgGRR/aqOZfg5qTfX6AfTZSYCfJUfL3qNLhBqBQz7EjGFwtB9C3Bm1IdXhPqidXFxYbUe8DOSJvE7ZrXZwnuM70iXFyYvyOOf4MFM5C9MPLmdcW6aCyhEHo+mbO5sF6f8O9hmenYFOdcUySUKZFiEH8kPFNCGkqrx5eS/qrC/AcT2qTgnrk3VMleobkJecGzTwjSaSk8U686VUjlE0pqlSolUlwgRNC9Qtl7UMgCW3FpVGRUeXnajyeEtJV/0OQfTnWy5+N+fCps+GF8J2z21bXm/hu9eD3K2NTGvFmBXrwgGN8wPT7NaszDG4LxuxybMv2EwYDwHyHDB0Jg/d9ggXDimXD3q/5Hzlps1fy0r8wS7dTcJxJWCr/gJ4UMMlHC0xAy0axEWnNUtRv/K+XmMIc5HD/4Gyt8F+Gmvy19AAAAAElFTkSuQmCC) |
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0.0 |
0.0 |
![IMG812](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACoAAAAfCAYAAACRdF9FAAAB/0lEQVR4nO3Xz6tMYRzH8ddcmdyJixVSrMhGylpK2Vgh/8JdIL9WJDsLCwsLortRrGR5S1Ko2ai7ocgWJ8W1ICy4uuWOxfOMOaY558zMmR9X3U+dejqf7/k+73mec57vd/hPlaBRcP3CBzzGcawaBVilA+j2CPM9I34Ka1L3nuFgfGZkSoRVu5MTU8EePNBa5RvDBmtXohi0qSpexfif2DAsKJgo8ewiZuJ4EnvL42SrDCi8S403lcyVq7KgO1Lj+ZK5clUGtIYTcfwFc+VxstUPaBUH8AS74r2LxnQ8LeBTh+srlrSOpQWcGyVgU4niytTAU5zH1lGBZW39XeFgb141HMbr6O/ES6GUjkWJ/AN/HV7EmEUc6TLvBXzL8Oo5XqYSxZVpGz7HuB/YXZDzkPCjsmDqOd5f9fPVv8d0HNdw379NSlMVnMIsVvcxT64S3df621of17UO/lz0HuK5MWx9U1PC6jbwG/vb/I/CylcKYNq9CdyLeU8PApTQhzbP1TdYm/KqOTBZoBWtnTqTN3GvoHBL6xWYyYhJw+R512Oesz3MP1ClYbK8KwLk5U5BZbunQWm90C8sYV+ngOUCCpdwVWh4pgtih6a67t7RSbwVmp8t6aDltKKEbuyk8P/rZtpYbqDwSKh2R3Fs1JPX9VaZNgvbP4+NQ2Ja0YoGqj8pzZtvLoltFwAAAABJRU5ErkJggg==) |
0.10 |
0.0 |
-100 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG813](data:image/png;base64,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) |
0.0 |
0.10 |
0.0 |
-100 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG814](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGgAAAAfCAYAAAALO4jYAAAEwUlEQVR4nO3Za4xdUxQH8F9ftJ6TqtQrNUUbEdTjCwmiSSOUUFR8QNJ4VhuvEgkfZBDxoSISzy/i0iBeFdWgaSUoVV/qTYOkN6I0HvVqDKXGh7Vv7pk75547c89MG+n9Jzv7nL3X2nuts9bee+116OB/hSr6WpQ/sRErMR9jdoSgOwtGNbxXcbAwwq9N6PfC+EzbO5iVeDoYYVTFKqkU0IzCDCxXX1X3j7RgHQSqWhuohl3wUaL/A10jJdTOjNEleLfikfQ8AceVF6eDRpQxEGzIPE8uOVYHOShroGmZ5+9KjtVBDsoYaDdcnZ5/wtry4nTQiHYMtAtmYhUOT2236ITZ2wVVEZX1YlNO+Rn/qofXvbh+B8i506KqdSahD6/jZhy4Q6TcidBsi3tcXEhrZTecg09S/3R8KFI+HWxHVBVfVPfEukSzFXNajDdB5OtW43v8hS9xn/ywvKK+So8sGPfmDF1XDm+tbE3zvoazmozVk2hPLZjvjUTTiHb1687pG6eenVkiLZ6hBgm/C6P8lAZ8Ekc1oZ2Kd/EwfsNiXIe3sADv47CCuc4r6Jtb0HcDLkllYZp/Gl7GHQV8Q0VZ/bIYg6dwJp7GPHHWD0DV4FI9c9S99DP9k6dEpPeB8Kizc/hPEVHfev2dpJLG/EoomIcpieZ7+SuoO4dnd6xJ/bMb+noMfQWV1S8r4yhxpPThGS3+DlQNPhf3qLqR7m3ouya131XA/2CiOS3TVklti1M9NYdvkci0P23wBiJW0TaRfc+ix9ANVFa/rIwPpbbnMLZgPAzNQHvh60S/TXhNDWtT+0EF/JOwX0NbJfGdkOpFOXxrxB5do+1q4O0umHO12Dr2ybT1GLqByupXk/Ge9L5UE+OUyST8hkvTBKPxGPYQS/Z4YbxvCvh/FHerPKzH5waeQwcI4z3fpswfJ/mOaZOf4dEPbseNeA8X4p88orK5uFXqGe1DhEfsK7zh25Jjv4AT9Y+GzscWrGhzzM2pnlRCruHQ7ybcJpz7aAXBRKOBuoWHzBvCZAvU70vz1T2h5X7aAkuFfHMybXNFNNZuWmlcqvNC5sFiOPRbiFeEw00Q0fC4PMKyKygPm8UHbNx/h4r3xe+M2jY3GSdpf3ujfvb8kGnrTXXRBx+r7hTDod9KodeL4lw6VpMrwEgYCN4WB+iUApoZ4tC+qIBmqUjMduFc8ef21RJyHStWzweZtp9TvXcB38QMHeX1my9CdOLetlFcvk9uJBwpAz2X6qsKaOaJFbFrAc0LYunPFtvBcu1vb9PFX9839f/Yn6Z6RhO+PXCoCDBqKKtf9hL6C64QtlgiouMRx1iheK+BF0M4Q+zlX4hLXw0V/UPnUcK7VuBvYaRmtLX37pz5xquHyrMa+saJaGwT9s/hvTXxXZ5pK6tfnoy1e+UTOX0jguniXrUNL4k0yLV4VnjQtziigaei/0eHB1LbFnGgNqOtvV+Pi1O5DHeKzESfCG3zcLr6L5a7xfXhWixLfMsM3G3K6NedI0P2XnlBEzmHHROFB64T+bu/hFctlh/qVgw00MzU9mwL2tp7tvwtfsUvE15dhKPFXW6DMNaPItd2pebpl3b1624y3mmpf7POr5wOOuiggw52MP4D2kx9WoyyEBAAAAAASUVORK5CYII=) |
0.50 |
0.50 |
-500 Ω |
-500 Ω |
0.0 |
0.0 |
1000 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG815](data:image/png;base64,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) |
0.50 |
0.50 |
-500 Ω |
-500 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
1000 Ω |
0.0 |
0.0 |
0.0 |
![IMG816](data:image/png;base64,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) |
0.010 |
0.0 |
-10 Ω |
0.0 |
0.0 |
-10 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG817](data:image/png;base64,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) |
0.0010 |
0.0 |
-1.0 Ω |
0.0 |
-1.0 Ω |
-1.0 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG818](data:image/png;base64,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) |
0.00010 |
0.0 |
-0.10 Ω |
0.0 |
-0.10 Ω |
-0.10 Ω |
0.0 |
-0.10 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
![IMG819](data:image/png;base64,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) |
0.000100 |
0.0 |
-0.10 Ω |
0.0 |
-0.10 Ω |
-0.10 Ω |
0.0 |
-0.10 Ω |
0.0 |
0.0 |
1.0 Ω |
0.0 |
![IMG820](data:image/png;base64,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) |
0.000100 |
0.0 |
-0.10 Ω |
0.0 |
-0.10 Ω |
-0.10 Ω |
0.0 |
0.0 |
0.0 |
0.0 |
0.0 |
-0.100 Ω |
![IMG821](data:image/png;base64,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) |
1.0e-05 |
0.0 |
-0.010 Ω |
0.0 |
-0.0100 Ω |
-0.0100 Ω |
0.0 |
-0.0100 Ω |
0.0 |
-0.0100 Ω |
0.0 |
0.0 |
Combined Covariance:
![IMG822](data:image/png;base64,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)
Uncertainties:
![IMG823](data:image/png;base64,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)
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)
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)
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)
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WWOUX6FQfkmWTzmX53vu5Y1RDoZAGbiYfMu6UPJtjHItFMq2ePmSX77n1hjlVSiUV9IHX7KyCd9zta4xyt8QKHtlkYTYJ7QRSz/S1hj1P6FQH7QYzsSeerfb0AUhjHwcowwLxWeAK4GdBy6HhMenXKwSQmZWGaM8DYkyVaKxCdvJee7QBWlghAXgRS3nTzuMIzLv7Qp8BXhky2WOmR7iqZ2A/3HTXwsstVyntPM87G//2qELEqkzgRuBPTpaXh/ttcgYteFQvB+7M8pthy6IALP3yU3NKxPKjFFWhEL9fbi6Hks0MXTGFBmj3AmJxinxGzKj8nzMrKwxyq+QKL8k5VPO5fmee3ljlIOhUAYuHt+yLpR8G6NcC4myLU6+5JfvuTVGeRUS5ZV0zZesbML3XK1rjPI3FMpeWRQh9gltxNKPtDVG/U9I1AfFbR/gBuCjQxfECSEfxyjDQvEX2N/+hKELIkHxLRerhJCZVcYoT0PSa6Zu7mOhIiXuDOwLnD10QRrY5l4vbDn/ue71+cBewD2ATwKfA86YrWi1/Bp4k/v3rsDd57BOmfimez1uzus9Ces4xnNe7zxtAZaBbwPXdLTModtrEbXhYX0au5nEPJ96eRLxt9+2Zu2Tm/IxE8ooK4al/j5MfYwlmggpY4ood4ancUrchs6ovNAzK0v5NTzll4B/OZcXU+7lKQeHpQxcLD5mXYz5plwbnrItPj7lV0y5pbwanvJKuuRTVjYRU67WpfwdlrJXFkGofUIbi9iPtKX+Z3jqg+L2MOwip48NXRAntnxUhg3rE+71sXNe70kow0LmWy5WiS0zqyhPh9drpmYvyF1m8jjkO5ZM/7TMNOK3VSb/V3V/Rj2XaRvwK+CrNadfZvht8kj3+t2W838eu6r+UcBVwH8AbwaePnvRavtB5t8HzHG9MtlujsAGOSFYZvh2V8fhwJ7A+R0u04f2WkRteDhfc6/HDlqK+pYJo/22NWuf3JSvmVBGWTEc9fdh6mMs0URoGVNEuTMsjVPiNnRG5cWQWVnKr2EpvwT8y7m82HIvTzk4HGXgYvEx62LNN+XasJRt8fEpv2LLLeXVsJRX0iWfsrKJ2HK1LuXvcJS9sghC7RPaWNR+pC31P8NSHxS3+7jXrwxaiokY81EZNpwvANdj2/mWgctS1zLKsKH5lotVYszMKsrTYfWaqTt0vUDxxjXAZQ3nuanh9Adjj87+Wc3pt2F3Lrix4XqGdAf32vRvmfVK4G+xpwP/ZOYSNXdo5t+XDLD+RZZuN1uAQ4BvDViW2BzjXi/oeLlDt9ciasPD+bp7DeXAXOy66JOb8jETyigrhqP+Pkx9jSWaCCljiih3hqVxStx8yKi80DMrS/k1LOWXgJ85lxdT7uUpB4ejDFwsvmZdjPmmXBuWsi0+vuVXTLmlvBqW8kq65FtWNhFTrtal/B2OslcWQch9QhuL2I+0pf5nWOqD4rbNvZ43ZCFyYstHZdhwbgS+CdwN2Ap8edDSSCh8zMUqsWVmFeXpsHrN1M3TJ5FAnQYc2PDnRw2WfwpwIfCUBvMcC5zdYHof3M69Xj7jcq5nmM5iN+z/CuzC6c8NUIZFdhVwg/v37aomlMbSO+j8uIdlD9Vei6gND+sy7AYXhwA7D1wW6a5PbsqnTCijrBiW+vsw9TmWaCKEjCmi3Bmexilx8yWj8kLNrCzl1/CUXwL+5lxeDLmXpxwcljJwsficdTHlm3JteMq2+PiYXzHklvJqeMor6ZKPWdlEDLlal/J3WMpeWQSh9wltLFI/0pb6n+GpD4rXbbEHil0C/HzgsuTFko/KsOGlT/neVjmViPE5F6vEkplVlKd+6C1TdUGuNHUgcBbwRiwg6m6Ut3U/5/RUrr7s616vGbQUze0E/D7wcSYHfV6MdVwyX9e6130GLUV80gueYh2IqQ374xJgE3ZwToYVap/cJ2WFP9Tfhyf2sURflDt+0TglXsqo7im//KL8EuXc/CkH/aEMXBzKun4p1/yibIuL8qtbyiu/KK+kK8pK/yl//aHsldipT5As9T9+UR8Upzu51yYPIZN6lGH++LZ7vfOgpZBQKBf9ozz1S2+ZukPXC5So3Qt4M3bnoJuxC7rv7V5vnjLvNuxxz6Fd1b+7e72hcqphPAp4QMH7OwN7YzuSYMH9Yuz/TuYv7Th3r5yqvVXgL0s++y1greD9Q4BxT+WZl5F7vXTIQsxIbTgMlwCHYu3mwo6Xvcpitt+2fO6T+6SsCIP6+/CM3GvIY4m+KHfCoXFKvEbuVRnVjPIrHMovGblX5Vy3lINhUAYujpF7Vda1p1wLh7ItLiP3qvyqT3kVDuWVdGXkXpWVw1L+hkHZK7EbuVf1CYtD/U841AfF6fbuVTdCaEcZFoZL3OvtK6dqbxVlWEyUi8NQnoajt0zVBbnSxLeBo7AngL0KC4a9gcOB86bMeyzwFeBXPZavDzu71xsHLUWxXdxPmU8AHwXeDfx4LiWSIum2s3PlVO1dg10kn7UrsBd2ofwVBfPc1FNZ5il9AuG1lVP5TW04DL90r0s9LHtR229bPvfJfVJWhEH9fXhiGEv0RbkTDo1T4qWMakf5FQ7llyjn+qEcDIMycHEo62anXAuHsi0uyq/mlFfhUF5JV5SVflD+hkHZK7FTn7B41P+EQ31QnHTh2WyUYWFIt+++LshVhsVFuTgM5Wk4esvUzV0vULzxfOyuW01+Dp6yzF8wOXDwjsz722qUZxtwds2y++Q697pTxTRrc/gp8g7szgnpz27AQ4Cvu88PA85HAT60dNvp66DbacCBuZ9nu89+VPDZge790KVPILy+cqr5tM827RfUhkPR51MvF7X9tlWnT4bh27z6+8Wk/j48IY0llDtSRuOUeCmjlF+xU36Jcq77DATlYCiUgYtDWTd7tinXwqFsi4vyS3kVM+WVdEVZOXz2gvI3FMpeiZ36hLh/iqj/CYf6oDjt516vqTHt0BniW36BMiwUP3ev+1VO1Z4yLC7KxWEyVXkajt4ytekFuVu6LoD0Zg/ggIY/Tf5/v8Xk0c3TLsjdF7gzcE6D5dfV9zaZPtG36mlnm+bwU8d1wJnAMcBXgdsAHwIeWnN+6Ue67YT2dOgqPvQFdQ9mzqN9dtF+QW3YV30emBuCD+23rTp9Mgzf5tXfLyb19+EJaSyh3JEyGqfESxml/Iqd8kuUc/1nICgHfaUMXBzKuu6zTbnmL2VbXJRfyquYKa+kK8pK/7IXlL++UvZK7NQnxP1Th/off6kPilPd3IXhM8T3/AJlmK/S7XtXmv1/+kwZ1h/loh+Zqjz1V2+Zmr0gd63k/ay9St5fpfhK8BuBnwEJ5RvSrsDTsKenXg7cAHwHeB12kWje9szyf6dkmQAvzEy3VDBv+vNrt97/Ah40pX7LFetLKL76vW39RgWf7Qh82H3+LqovqF6leVCMK5ZXJH3i7bQLcu/tlt/0gtxZtsmuXD6n9XTpaqy9/QzbZt4N3HXKPE220+20b4P5+eu2w1Xat0FoV79RwXKatEHc53u6f182ZVpf+NDu6rjJvcb4pPembVj96HppGUcFnzVtwzDZCbypcio/hNJ+2wqxT+6T+vuN1N/XF3te1BHzWKIvfecOaJyicYqklFHd0rhpo6HGTSnllyjn5kvHmtbTGK4+ZeBslHX90fhuI43v6lO2Taf86o6Op22kvKpPeeU3ZaXftB+8nvaD61P2ShvqEySl4xUbafxfn/qg+ppceCb1aQy93tBj6HT73oQ9ddN3yrBhKRf9ojHhRkOPCXvL1GwBbsj8uyzw7jxlea8CHpf5eSrwduB3gQ8A/ys3/SHAZ4F/BH4JvAZ73PmngadjV4bfoWJ9D6/47BEVnz0nU8Y/c+s/FLsC/WUV8zU1a/2ytgD/CjwQeA9wEnBzh2VtI70g90Cq67EN+Cbw04bL72KbnNX33GvR4KnIZuAVwBXARcAJmc9W2Rhea9S7cL2pHwJPdv/eDXgvsEvJtLNsp23bIITXDtu0wVsw2an/bsNyD8WHdldH+gTCsu26iC/ts466bVj9aP/9aPp3D+Gpl6G037aa9slQ3e67sBewX+b3BLiy43VUUX8/of6+mdjzoo6uxxJdGTpXpplX7oDGKRqnLDYfMyqfT+BfRlXRuGliyHFTSvklyrn507EmozFcM8rA2fiYdeD/fmddGt9NaHzXjLJtOuVXt3Q8bUJ51Yzyym8+ZmWoOdkX7Qcb7Qc3o+yVNnzsE0D9wlB0vGJC4/9m1AfVt4N7bXqhtbJ3Oo2hjQ9j6Bsz/96x5rqGpAwblnLRPxoTTvgwJpxLph7M5AKkFxR8fiC28afTZK1SfcXzNqyy52fe2wk4Dwvg/IW6AMdhVyJfyPoLh7e7dX0X++MXua2b5nKK75AxKphnd+Bc9/kf5T5bpfkV3bPWL1vGTcA73PvvxZ9Hth/BZHs4uWK6c4F/arH8WbbJrrzaLfutNad/PfAj4HjgCdiO3Mh9tuqW9UrgxMzPycBpbto1ireXrLGbbnuN8ryVyd/n7wo+b7Odbqd9G8zOPyqYr6wdrtLurgqz1C9bvrZt8K5unmvo+PHmU5zk1jtuMa8P7a6Oi93679hgnnm0zzrGdNOG1Y/Opx89y833yAbzzOIk4m+/bTXtk6G63c9qG/Y01OXMe/cD/rij5Y9Rf18kQf196iSUF7PoeizRhb5zZZoxw+YOaJyicUrcudOEbxlVlE8w34yqMkbjpiIJ/o2bUsovUc51a4yONRVJ0BgOlIFD8i3rYPj9zrrGaHxXJEHju9RJKNv6pPyqb4yOp5VJmH0sVlQ+5dWE8mpYvmWlrznZlzHaDy6SoP1gUPbK/PnWJ8Di9QvzMkbHK4ok6HhF6iTUB83Dmdjf4NSG8y169o7RGLpIgp9j6Lsw+T+Y1wW5J6EMC5Vycb7GaExYJMHfMeHcMvV/3Ep+iT1qeJP7+QPgW9gfoigIV5n+B77QTbOn+/2Z7vdXVsxzupvm/pn3trv3XuNeDymY77nAVdiVz3U7ZLArum8CPpN7f5XmG9Cs9cuW8Y3uvTOY3MHAB5uBX2Ble3vJNLti283jWq6j7TbZlYe5ZZ89bULgMGz7yf5/vhN4qfv3KtXbUdGF60XG1A/xvbA7LKy5sh2X+7zNdrqd9m0wO/+oZH1F7XCVdiE+S/2y5WvbBh/h5vtYg3l8MHS7q+PLbv33rjn9vNpnHWO6acPqR+fTj57j5v29hvMNJYT221aTPhmmt/tZrTB9u57FGPX3RRLU33cl5ryoo+uxRBdW6DdXphkzbO6Axikap8SdO034llErDJtP04zRuKlIgn/jppTyS5Rz3RqjY01FEjSG64IysD3fsg7CybsxGt8VSdD4rivKtmrKr/rG6HhamYTZx2JF5VNeKa984VtWruBnTvZljPaDiyRoP7gLyl5pyrc+ARavX5iXMTpeUSRBxyu6oj6onnT7rtq+8pS9GkOXSfBzDH0PN+8N0yb0iDJsOMrF+RqjMWGRBH/HhHPL1GXgOiZhdy12xfEa9h/yRIqDcJXpf+AvuWnSx5B/zv1+m4p5bondESFru5vvKPf63IL5zgXelZl2KTfvqGKdZ2MXXd0i894qzTegWeuXlvE09/v78eti3NSHsfJ9t+TzZab/zass026b7Motse3hihrTbgLuk3vvqcAH3L9Xmb4d5S9cLzKmfogD3BerwxrwPWCPzGdtttPttG+D2flHFevMt8NV2oX4LPVLyzdLGzzVzdv0jiNDW2bYdlfHGW79J9Scfl7ts44x3bRh9aPz6Ue/7+Y/uMW8Q1jG//bbVpM+Gaa3+1mt0O/O4hj190US1N93ZZl486KOrscSXVhh2INQY4bNHdA4pSmNU+LlW0at4PdB8jEaNxVJ8G/clFJ+iXKuW2N0rKlIgsZwXVhGGdiWb1kH4eTdGI3viiRofNeVZZRtVZRf9Y3R8bQyCbOPxfLlU14pr3ziW1au4GdO9mWM9oOLJGg/uAvLKHulGd/6BFi8fmFexuh4RZEEHa/oyjLqg+r4J+xv8PoG8yh7NYYuk+DnGPrebv6635X1wTLKsKEoF+drjMaERRL8HRP2lqmbc78nwN2wx/n+BHuU7+XAm4G7Ap9tuZ6DgSOA72B3PdiEXWX8Q+Diivl+Clxa8tmFwDeBh+fePwjbuP5vy7J+zZVva8v5oZv6AfwV8Dzg88CjgBtnKFNf0qfU3R64VcHnx2J/g3HL5Se02yZXmXTa2Z8bgZ+55T60xvp/igXBLbE6VlkD/l/uvR+zcdBV5Rr3uqnBPNN8HHiT+/ftsFBK1zHLdtpXGwR/2uGsbfBe7vU/Gs43tIT5t7vjsCcL/hIbgH+F6idrf9+93npaZRxf22cdRW1Y/aiZRz96K+yOKD9uMe8QEvoZy9W1F7BfrjxXdrTsJn0yTG/3CXYnxBdiO/y/wJ50CvAEbIxzFfBr4CLgDUxuLLMdeK379yeZjHMSiut7T+BD7rPrsIw7uUYdmlB/r/6+qYS48mLosURCeaZAt7kyj0ypo6/cAY1T6tI4pZk+xykvqljWrbGDnJcCVwP/zfRtcJ4Z1Taf0uVemVuvLxlVReOm4cZNKeVXM33lV1V2Qf38Us75l3PT6FhTOY3hNkqIMwPnwaesgzD3O+vS+E7ju6YS4sm2FwOXYMfD/q3BfFXr7OMcXMJ8jsf7nl86nqa8aiohnryCdpk1bZ1d7NtOW0cRn8Z62/HvvKVvtB9cTvvBGyXElb1DSeim3LfCvnP2wZLP654jbnouOTWtnwGdd5ZyOl6h8X9TCeqD6rjIvTb57q+OvTanMXS5eYyhD3Cv4xbzDiVBGVYmoX1Z6oxHlYt+05hw+DFhb5ladIXwhcBJFfNUXYi0N3aRRGpX4C7Aq926XuLe38/9/pO6BS3xPrfMA4DL3HsnYBdNfRR4WItl/ty93rJyqmpd1O/5wJ9hYXc4cAeswfjm05l/bwP+Pff5NiYX7bY1yzb5Ktb/3XYC7gycgt3B4SHAmVPW/y/A0Vhdvjdl2tQWbLvc3/27jvyF62VGNZeX9XT3k9XFdtpHGwQ/2uGsbXAzdjeFrwH/07IMQ5pnuzsK+ATW4b4KuyvOo4F3YoOCVxes4zz3+tsV5SjTZ/usY9Rinnwb3h/1o9N00Y/uD+yCDe5vnqEs8zZL+53FNmwA/yhspwnglcA+Ha6jTZ8M5e1+K9YmT8Xy5mz375dhdXk3sCPwIOAZ2Lb5J9gdpbYAJ2K59cWKdd8P+E/szjp/h+2E/jHwVuxAw3NK5hs1qF9K/X1z6u/jyAtfxhJb2Zgp0G2utM2UOkYt5ukrd0DjlGk0Tmmmz3HK8cDLsezJ2xvLpwOwA81XAs/GjqXcE/h2yTLPc699Z5Qv455ZjVrMo3FTc10dq1R+NdNXflVlF9TPL+XcfHJumlGLeXSsqTmN4cqFloHzcp579SHrwI/9zrpGLebR+K45je/Cz7ZjsPb8JSwLftBB+aC/c3Bb6Xe8NkR+jVrMo+NpzSmvws8r6Cezutq3beM89+rDWC+G/dqmRi3m0X5wc9oPLhdK9sbgzcC+JZ/VPUfc5lwyTO9nUue5V513jt+oxTw6XtGcxv/qg6ZJvzN4UMv5F/XY66jFPBpDN9dVhqXbd5PvyPpAGdatuuNR5eJ8jVrMozFhc11eT+l9pq5S/FTE9OebWMNI7everzoIWGY7k8cm3839+08zn38Ka9z5abO/jyqW/2o3Tba8qzR7xHIX9VvDwuVh7t9fwQLLNzthIb+G3dkgawt24Vo+POZhler/s23YTtb5NZa1D1aPM6ZMtwV4DHYXg2vc+q8HPpIr00OwcEp/DgYe4Mqyxvo7mvWp7Xa6nfZtMPveqGId+Xa4SvPHnM9av1nb4LFuvmc0XH/IVmnX7r6EDaSyB1C3AOdidzopGhAf7Nb1qZplC619TqN+tFxaxi760fu5eV/XohyLaIXp/8+zqtsnw/R2n7j3js/MsyN2J6ezcsvaBFzA+gvyV9hY34T1d2/agn2h4GfYzmr2/bPc/L9boy6zUH9fLC2f+vthrNBtXvgwlkjYmCnQba74kCl1aJxSLi2jxinzt0L345RNWP7/2i37yoJp/rf77N6Z9w7C2v77KpY9j4yaNZ/S5V6ZKUMIGVVF46Ziafm6Olap/GpmhW7zq052Qf38Us6FlXNVNIYrl5ZRY7j5W6H/Y0198i3rIJ79zro0viuWlk/ju2Gs0F22ncLk3FZTCeVjwa7zK11fn8fjQ88vjcWKpeVTXg1jhW7HYm0zK2FjXnW9b1u0jml8G+utEMZ5S58oe8ulZdR+8PytEPZ+cFbC7E8kexL2ZMs1ip+QW/cccdNzyXX7mZTOO0tTOl5RLC2fxv/DWCGcPujuWFkvajCPjr12Q2PocmkZu8qwV7n5X9Fi3kW0gt8ZltBsbNx0PKpcDJPGhMXS8nWVp9Bjpm7ueHnPxwaxfwi8AHt88AXYBUzZJ6f+HGuwTR6LXeSrWCNMH7N8APal+Fker3wL93pF5r3r3GvRE4XJfHa9+3cX9fsYVq8PYBvV3bC7Cfjm19gjoAGOy312BLAnsz8htw9nY3e7PBwrY5VfAP8I/BGwe8k0+2KPbX8X8C3g/thj15/K+m0J7ADRFZmfH2Kd107YnTlm2X6b6GI77aMNwsZ22LQNwuz1m7UNPhK4HLtDh5iidreEDQQ/yORuGgA3Yf3GLtjj6vN+hA0cD2d6XxZi+5xG/eh0XfSjW93rOTOUQ7pVp0+G+u0+f1LkN8CtsLuhZh2A7QTu0bC8d8d2Wv4Z6xNSN2F3roJJ++uL+vtq6u/Dt4Q/Y4miE61d5ooPmVKHxinTaZwSh89iNyb7OHbQr8iJ2Lb8mcx7P8Hy6cFYlhSZR0bFOO6ZlcZN1bo6VrnVvSq/hlEnu6B+finnwsq5KhrDTacxnDSlrBuexnfVNL4L387u9aqOl9vXObg+Myz0/NJYrJryKg5dZlbX+7ZtaKwXPmXvdNoPliH9FvaErNWSz5eod4647nRZdfuZlM47S1M6XlFN43+Z5mvYg8RuS70xvcbj3dEYerquMuww9/r5yqkkVk3Ho8rFMGlMWK3L6yl7y9SuL8j9Mtbw/xs4Dfg97A5QnwLulJv2HOA2WMMvcwR2AddjK6Z5P/D72M7zw7Aw+UjF9NOkV4mfl3nvF+5174r59s1MB7PX72nYHb7AHrX9Y+CF2BMmffNp9/o7rL96fhv2N/n6vAtU0zXudVONaU/DOpETSz5/N1bfh2OPxj4XuBr7m3w5N23dC9fnoYt22HUbhI3tsE0bhNnqN0sb3A14HPB/mHRAYvLt7mqskyvqIPdzrzeVLOs/mNzdo0qo7XMa9aP996P3wm488fEG84Qswf7uL8ROhv+CyVOhn4D9ra/C/iYXYTt86c7bduC17t+fBMaZZV6ZW889gQ+596/DdhhPblDOaX0y1G/3v8K2+awb3Lxvc/NdClwCHE29MUPWIe71woLPLshN0yf19+rvu5RQnhUw/7zwaSxRlCnQXa74kil1aJyicUqXEvzKndRtgacAD8QyIW8JOBS783rel7C79m0tWTbMJ6NiHPfMSuOmfsZNWcovMy27oJ/8mpZdUD+/6k5XRjnnH43hNIbrUoKfY7gjsKehXYHdqftc4EG5cifAHwCfc8u7CHgWlhvPBr6HZc4XWP+0tSLKuuFpfKfxXZcS/BnfjXPLWmNyR/u9sBtbfg/7P74Yu6HgQfWqCfRzDq7PDIshvzQWU151KcGvsdiY4sxqm1dd7tsW2Qy8x5XzmRXl0FgvfMpe7Qd3LWE+37mAevmb0H4fd5Z5iyTY3+ZY93ottm/+ZoqfUPs27OKAvylZXt1zxG3OJdfpZ/J03lma0vEKjf+7lODP8Yp0vs9hfchX3XTfwb6bm8+qJtOmfuPmAcvPaTQe75bG0PO5/mcrVp9FuKlAgl8Zls5bJ5vqTpc6Brvu6lrsAtR/onj7bDoeVS6GS2PC/seE0GOmdn1Bbt4F2OOPbwGcgd1RKnWGe/3T/EwZJ2E74TtXTPM+7EDpHwEnAB9m/ZXVTRyGXWn/KdZvDN9wr0eUzLcHcHvs7gKpWet3c+bfV2Khuhm7E8Esd2nsw9nudTPrD64ciwXt2txLNN3B2P/nd9j4ePQiVwAvwRpzvt0cCTwAeCd2cCXreOATufeaXLjety7aYZdtEIrbYZs2CLPVb5Y2+ETsZNEbpky3aIra3U3Ad7G7BWbtATwJG5wWnSQD+Ff3+gcV6wy5fU6jfrTffnQH4L7ARyk+uRGrrdgJlFOxnb2z3b+3YztOLwKeh+0APQO7MxFu2n9x/34VsFKy/PthY4O7Y3cz/XOsnb+VyU7xNFV9MjRr9/kTK5uwNvEh4K7YTvJfufJ+qGb58svLvmZtca83FHzWNfX36u+7tpWNWQHD5IVPY4miC3+7zBVfMqUOjVM0TunaVvzJndQIeAvlxzxu7V4vLvjsJ+616sBx3xkV67hnVho39TNuSim/6u9jQT/5NaI6u6B+finnJkLKuSoaw2kM17Wt+DWGOxK7q/g24HS37h2AM4GHZqa7I3a35cSV7Rrg9di2/GzgjVieHIY9Yafq5LOybnga32l817Wt+DG+W8kt63FM7lb/XuDx2I1mn45dVPZY7P+p7vdD+jgH12eGxZBfGospr7q2FX/GYisUZ1bbvBrR3b5t3ibs4rA/wcZ+VeeANNYLn7JX+8F92Eq/37mAZvvCs+zjdrl/DHAH4Czgf9z8nwCe7JaT9QzsO6gnUX7j5brniNucSx4xvZ/J03lnaUrHKzT+79pW/DhekRoB/4k90Ov52NP7XoP1I3lNpk0l7vXIimnSzzUe75bG0P1f/7MncDtXrvzFbbHail8ZBvWzqe50u2P90nmujJ/Cnkj71pJ1Nx2PJu5VuRgWjQn7HRNCIJm6ijX45ZLP3+s+f03mvR2w/5jrsP/8vOOBG4FvAztl3t/ulrXkft+EXe38Uezq/hMqpk1/HxWsbxcsiNawgXjWjthB2kuxx2znvcTN9+TMe7PWr6iMb3WfvbPgsyHtjv3t17AnhKXSDnAIq1h5HgLcMvNzMNaJnO8+f0TJ/EU2Y53MU3PvP8ct6z65949icneGbJmWC5b9aPfZ11l/4Xrf2myn22nfBrPvjQrWV9YO27RBmK1+ReWr0wb3wg7iTRvQxGiVbtrdZqwDXgNeOWXabwKfqfg85PY5jfrRfvvRbW7aR9eYNhYJVufjM+/tiA1Az8pNuwlrQ9mbWqywsR0lTA5sbsF2Nn8G7J+ZZotb/hrwuzXLWtYnQ/12ny1b6jg3b9HJ9S+wfgd3her6gvUF+fFR6hj32SsKPuua+nv1911K2JgV4FdeDDGWSCg+kdNlrviSKXVonKJxSpcS/M+d7LJSR7v5nlcw/X3dZ0+vWCb0m1Gz5lN+uSFlVBWNm7ofN2Upv5plF/SbX9nlZNXNL+XcREg5V0VjOI3hupTg3xjuM27egzPv7Y7dUT2943da7sdnprm3e+9q1m9vL6B4+8zzJesgrv3OujS+0/iuSwl+je+KlrWfe+8fcut9PvYFqVHBOst0lV9l61vU42ZlNBZTXnUpwb+xWH55XeVV2edN9lmzy/h799mzK9aZ5ctYb4Vwzlv6RNmr/eCuJcw2Xlxheltukr9pedrs484yb1G50+U9gfU+hz3tbDf3+6HYk7iy3zldwy74nabuOeIm55IT6l/Mp/PO0oSOV2j836UEv45XpOV5eW69Z2EXdx1aUPY602b9tptv2gVgOvbaPY2h+7/+53g3/V/WnD50CX5lWLZM07Kp6XRPypX7y9gFpztRLluPKsrFMGlM2O+YMF2H95m6ysbGkrU/8FMsWI7OvH8Y9ljwm7Ar7J+N3d3g37Ermn8C3Dm3rO1s3Cj+wb13DbBrxbTp7yvAie7nSVgIftd99lcldXgAtiFcCvw19njyZ2F3zl5zr/k7NM5Sv1FBGfYCfug+f2RJOYfyeaxc6UGFQ93vxwxUnlW3/rKfbwJ/3GK5B2AXFR6YeS/tmI7IvLcr9hj77P9TWqblkmUXXbg+D0230+20b4PZ91Zo1g7btMFZ6jcqWFadNng6dveVRbTK7O1uM/B2N32CdeBVnoz9P/5Wyed9t89jsfy7Cvge1Xfw6IP60f760dPd8qt2dGKTYH/X3XLv78LGO5keiN0tKnsHmhWqd55+133+1wXrPrriszJFfTLUb/fZsqUe5uY9Jff+72Hb4Rq2gwDwTPd79g6n+WXugG1z+R35zdhdsfI78n1Sf6/+visJxVkBfuTFUGOJhOKDX13mStNM0ThF45RYJPidO/llpdKDw0Vf+ruf++xpFcuEfjNq1nzKL7fNuOdIJk8kybobdrD+V9jdQY8qmKZPGjd1O27KUn6ZutkF/eZXdjlZdfNLOWe6zrnQMhA0htMYrliCX2O4/dyyi+40/ttMcihx8+2R+fyW7r3/ys13gnv/8VTzJeug+/3OUGh8p/FdVxL8Gt8VLWtn7FjQFdg2tG9hTep9kaur/Cpb35DHzf4C+ztdSvnxwxEb+4S+aSymvOpKgl9jsaLldZVXZZ832WdNl/Eq9/7LKtaX58tYr+vzlrPkZNN94bLlzIuyV/vBXUro9zsX0Cx/E9rv484yb1G5E2w7zP9t/tHNezC2/Z6LXaS7JTPNGtMvyK17jrjpueSE+hfkxnzeuQ8jmuf/AcDlwIMy71WdE697vrys7+qbjldo/N+VBL+OVyTYk/n2zE2X3hgnO0ZvMm3el7CL8qqyXMde+6ExdL/X/6Q3ijqsxrQxSPArw9J562RTk+mK6vgmN13RBY5F9ZhGubjRiHpjzqHGg6AxYZ9jQggkU1fZGGJ5j3XTXMj6/+R9sSuiv4I1phuwK5xfg+3E521n40bx++69f58ybfp79uc3wCXYBpC/O2Te4dgO+Q+wjemnwGexp7NtKZmnbf1GJcu7v/v858Ctp5R3nk7DynUD9v/7ROxvNNQOzSqTjuy+2N/t+djB/G8Ad5lh2Vuxi/NS93LrehfWyO+BHRh6Y0mZlkuWW3bh+jw02U63074NZt9r0w7btMG29RuVLKuqDT4QeG1FOWK3ymztbhfgfW4Z57JxgFpkJ+yuHmU7U322z32w7eAx2ADi7u73aU9E6Jr60eIyj0qWV6cf3cV9PtRT3oeSYHcyzduEHcx+G9Y2L2X9NpBaoXqn9o/d508oWMfe7rN/a1jmrazvk6F+u8+WLbU/dmetnwOnYidM3oTtNF/nlruPmzatzxlYDpQt84FYO7nYLfNZwNlu3r+vUccuqb/fWL5RybLU35dLKM4KGD4vhhxLZMuf1XWu1M0UjVM0TolJgr+5U7Ss1OFuvlMLpn+I++wxBZ9l9ZlRs+ZT0XLrZtQm7MDslVhby9rFzX8KdpLgZOzLFfP+Qp7GTRvLNypZVt1jlcqvibrZBf3mV3Y5WXXzSznXfc6FmIGgMZzGcMUS/BrD3dP9Pu3/IMFOVmctuXnfkXv/oe79k6Ys05esg273O0Oj8d3G8o1KlqXxXbkEv8Z3RctKl3G1++xGbBt6Meu/1JRdZ5mu8qtsfUMdNwP7Mv7JJfVKjdy8GouV63sslpZvVLIs5VW5BL/GYmXL6yKvyj5vss+aMKn/TcAnKtaX58tYr+vzlm1ysu2+cH45Q1D2Fpd5VLI87QeXS+j3OxfQLH8T2u/jzjJvUbkTNj7JDOB1TLa3F2Lt4Vhs20x/1rCnjN2S8ptN1DlH3OZccr4eVWI979yXEc3z/8NYX51ekFt1TrzO+fKqvmtedLxiY/lGJcvS+L9cgl/HKxLs/znvtm6603PrqDtt3tPdNA+qmEbHXvujMXRxmUcly2ty/c93gC9OmSYmCX5lWDpvnWxqMt20sXCZhPrjUeXiRiOqx5w+jAdBY8KiMo9KltX0espFy1QJ1P9i0iCXsc7vUwOWZ5WNHSvY1fO/xBr/nWZYfv7CwpcCv3brvJiNj5SvKlNW2YXrEoZZLvSOwSrt293eWGasAR8Ddm+w3pOxi37L2kxf7XMrNiDNeh/wv2uVWnz2ROwE4N5DF2TOEjbuQG0C3o9t+1/EdhBPwe5gnN7VJrVC9U7to9h4Eia1L8Unbuooyt467T5btqyj3GdXYTuPX8XuCvUYt7z0rjq7Yn+b67CB/S4VyzwG+Ihb5q+wO3A+vqpS4rVF7+8TirfzofNi6LFEQvnBr65zpU6mbEXjlFgt4jglwc/cmVbGvdx8byqY/hT32XEVy0z1mVGz5FPZcutk1EuB84EXsPGA9vHY3QyzvoYdqJewKb9Mk+yCfvOrqHxQP7+Uc93nnDIwXsrAiaHGcEe531/YotxLbt7tufcfWrH+PB+yDrrd7wS76/kXsS9pfwM7CT7Csu+52Hb/U1efF2N/g0uZfsMGCYOyzQw5vitaVmpv7M727wYuY/IFlTtW1KVIF/lVtb4hjpt9C7vz/nXYkwMAXo3l0+XYE99uhx8XiEk3lFcTQx5PK1oezJ5XZZ832WdN3O8vwZ7wsYZ9qbQuH8Z6XZ63bJuTbfeFs8vZEbvY6j+xpyhLuBYxe6H/71xAs/wtKs8S9fZxZ5m3aP6i5cH6ixASNn4xPP+zmpu/7jnitueSy8pdJsbzziPq7+c3nTbN/5Er24uY9DevzZXjadgN+8dMLjLZSvk58arPUlV9l4RrEfugBL+OVyTA1wumO8RN9/rcOupOm7crtg/xrxXTQJjHXkfYMddT3Xp/gj1RcNpnEr70XMYiHUNP8CvD0nnrZFOT6a4smO51VF94WDVvEeVi8WdrwF8A33fr+NvMcjUejNsiZqoEal/sgOwaFmbfAV4xYHlWKT8B+Wj32deZfLmqC7sAB3W4PJHQrNKu3e2G3b1mDbsLStMna2/C7q6xUjHNPNrnPtjBnIf0vB7p12bsJOO0O/7GKGHjjs5xWNt8Q8H0X6DZyaEj3ef/p2BZx7jPuhw7qF8W6UdC8cGWIfMilrFEnzROicOijlMS/MudumUsu8veW7GnftT5Um+MGXUrrF7LbDyg/RzsS31Z/xfdUCB0yq+JJtkF/eZXUflSdfNLOVesbc4pA+OkDFxvqDHcrdzv/1ww7ZOBt2D7lkXlXmL2C3JjzLr9sRtxPhG76/WDsS88bGXyRZMdgadgfcLfud9Pwb6EK2FTtk0MOb4rWtZuwNGsz5NN2B3q15h82aioLkVizC9Y/yX++7jfbwHsgPUJ70QX5MZCebXekMfT8svrKq+qPq+7z5pdxq7YFzR/gY0h64gxK8c0z8m2+8LpcvbGnuRyFroYN3SLmr3Q/3cuoFn+FpVnCX8vyL0H9vTS/M8a8Bn379tl5q17jniWc8ll5S4TY58wov5+fptps09LfxPWBxyFPTXraDftYVi/vi/r+6i8qnPiRZ9V9V0SpkXtgxL8Ol6RYE+73CE3XfpEu2fk1lF32iJ/DlxL8RNLs0LN3jOwm0jcA9tHecCUzyR8b8b2SbcMXZA5SvArw9J562RTk+muZKPX0e0FuaBcLPvsjdg4cys2zry3W67Gg3HrPVM397VgWTg/By5w/z4RuAP2uHAfvQc7iHsX4OUdLvd67I4KIrJRVbv7e+wA2r8Bf4LddaWJNezE3Auwk0BF+m6fewMfAr7sXiVc6V3y3j50QTyRtqkLcu//HrbTApOdyZvca9n48ivAj7AD7vtn3t+M3WUI4D9al3Qj9csi8zVkXsQwluiTxinx0DhlvRDGKe8F7gkcm3nvIOyOkB/ELliYJsaMuoSNJ0hSu2MnB7Kuxb4wI+FSfk00yS7wP7+Uc8Xa5pwyME7KwPWGGsNdgu0TPRw4IDPtrtjTV45mY/vrUoxZ90Dge9i2fRO2v/kH2BcZwL5s+xvgE9iJ7vT3j2JfBFG2hU3ZNuHb+G6EXWyQfSL4GvZUAbAvwzcRY37l3YD9rZ8M3B6rb9FTwSVMyqv1fDqeNqLbvCrSZp/1OuDp2EVnp9dcT+xZWTcnZz3m98/YF2MfxmRMKWFS9q7XZfbC/L93MU9fBj5e8AN2EefHsS9Tp+qeI571XHITMfcJTfbz2x4TeDXWB3wOuBA4FGsf7wKehX1HuUzVOfGyz6r6LgmT+qCJoY9X7MH6Jy5uBp6PZUG+n2oybd4bsD7iWVOmCzV7V7CnRX4Ze3rno2t+JmG6BTZWeRWTNrmohs4wqJ9Ns2RYH5SLxZ/9NTbOPA+7ecch7n2NB+M1l0zNX40vMotPYxfbHYZttOcOW5xKz8Tu4vhc7FHonx22OCILoajd3Qm7I9n1wCcp3ilMgIunLPtr2BN6/4b1A9t5OAT4MPblo0dhTwuXMO2HbZ/3QwPs1Gewuyu9Ejsofgl24vok7CTFLsCe2N2ELnPznAIcCPxrblk3us8+iO3g/hNwFXbS+1hsR7DoLtUiEoah8iKGsUSfNE6Jh8YpG4UwTjkN+3Lah9y/r8YOAN8EvKTBcmLNqCLXYhfGZO1GvYv6xE/Kr/WaZBf4n1/Kueaqck4ZGB9l4EZDjuGeBfw/7ET8P7ppH4/tN83j6QGxZd0BbNzX/gKTO7mnX5JNT3Jf6V7T/VLdNDpcyrb1fBvfXQCciWXeXti5uH3cMq/BnmrYVGz5lXcO9v/1Z9hNhcfYkxy/MVyRpCPKq418Op7WR17ltd1n/S/sYt5HAScA76uxrpizsoucrLO/exBwa+Be2PfPJEzK3o26zF7Q9y5Sdc8R71lzumnnkpuItU9osp/f9pjAFZl//8ZNdyp24cRHKspWdU5c58sXh/qg9YY+XnET9uTH38EusD8B+H3swrcf5ZbdZNq8X2Fj/LdgF/9fOWX6kFwP/Djz+8VY/zftMwnX87B95bcNXRAPDJ1hUD+bZsmwPigXN34Gk20FbBvSdZTxU6ZKcB6N7cisYZ3VkFbZ+Oj5vMe6aS5k44FfEWlulebt7jlMcqPs56ENyvAmbDA7L3fH7qr2d+gLRKHbAdvZOnbKdDFLKN75Osp9dhW2U/JVrO0+Bmujj3TT7YpdbH8ddnB9l5JlHoMdKL8K2/n7PLrbvEhIEsoP1AyRF6GPJfqkcUo8Fn2ckuBX7jQt428B/+4+v9It//AayywSU0aB7Tv+NPfe8ay/wz3Yl1cePo8CSeeUX7PtY0G/+VVWvlTd/FLOlVumWc4pA+OiDPRzDHcP4D/dtFdiX8Y9bkq5l1y5tufef6h7/6SSdZWJJesex8ZzgS/Fbtq7ht0VHuwC3arfJSzKNr/GdysUn5fbA3gF8O3Mej4IHFGjLlViyS+wi8ke5P59MJO/zR7Yk9N/hT0FUnkVLuWVf2OxFTZmVhd5Ne3zOvusRcs4EPv7XIJdKFxXLFk5pn1OLtNsX3jklrMv8GLsSTW7zFZ8GciiZy/M7zsXUC9/i+Zdot4+7izzFs1ftDywixfWmNzcqcgatm1l1T1HPOu55LJy1xFLnzCi/n5+22nz0wF8CdumLmRyHOdK7ILaa4A/d9NVnROve758mY19l4Rl0fugBL+OV6Tz3Qe7ict12IX1j6soe51pq5wBvL7hPD4bYf9H2X2RN2AX2FV9JuE6CPgZcLehCzKABL8yLFumadnUdLq81zF9LFw27zTKxfWfFY0zs5bReDAmi5ypErDbMDlQEVOAi0g4NgN/O6d1HYAdtHvRnNYn/XoCi3tQTkREJuY5luiTxilx0ThFUrFkVGqZjQe0d8buWvlMYEfszvWXA7vPtWTSFeWXNLXoOacMjIsyUMrEknW3wL7YciKwBXiw+/0e6ILcmCnbFlss+QXrLzR7BPa0itu53/8Ue4LCCOVVyJRXMpRYsnJM+5xcptm+cHY5O2JfYv7rbqohc6bsFVkvlj5hxLAX5OaNmfRRVefEm5wvX0YXYIROfZBfEupfPNZk2ip7YxfwHzFtwkCMsFx8EzaWPhL7Ox035TMJ1/uBZwxdCPn/JdTLprrTDUG5uP4zXZC7WJSpEqzvY6H1iKELIiILa15PgHsJlnfX5H5eOaf1S7f05EAREUnF0CdonBKXGLZJ6U5M28MyxQe0DwfOBa7G7nJ61BzLJN2KaXuV+Ylpu1mmec4pA+MR07Ys3Ytl+zga+Bx2N/nzKP5yw7TfJSyxbLvSXizbwJjJl/gBXgb8BDt+9iVsDDZCeRWyWLZVCVMM29+Y9jm5TLN94fxyjgV+jZ5iEqIYtn2RrsXQLkb4e0Fu1TnxJufLl9EFGKGLoa3FJGH+F+SCXXT2WWC3jpY3pBGWYacBlwE/wC48n/aZhOkp6AnHvkkI/4JcUC5mP9MFuYtDmSpBewcWWgcOXRAREREREREREREREREREREREREREREREeldwjAX5AJsA17e4fKGMqL8JmFVn0l4jgRORzcW8E1CHBfkgnJRFosyVYJ3B+APhy6EiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIjMRcJwF+QC7Nfx8oYwQheeLYoDhi6AFEqI54JcUC7K4lCmioiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiCyQEbrwTEQka4RyUUREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREQW3P8H7s6vWe4ATxkAAAAASUVORK5CYII=)
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)
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)
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)
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)
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)
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)
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)
Simplified:
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)
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)
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)
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)
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)
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)
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)
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)
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)
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)
Effective degrees of freedom:
![IMG847](data:image/png;base64,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)
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7NyE++pW65N8QhnJh9Ki99yCP3lRXFXyawKUtU3d369R3z8siQnYk+pxmYSoM3StZkvxKRIhqycMd2GdzxZinXV3x27eNxPdpOZWrPPdZk32uSP2A/eRBt9fiWXsJ2EFhZXYU400/gnLoN/tPj/v/k6MXNtMCaznSXN+c7DhWAE+i3XwOxUborYIQ1jcLnevFdgYxXmMP/wbbEQIsLhbjg15K0ZpIe0ah93f/pJiH3dig0qcnzIsAwxvM5yFJ7ARURZiHRnbsQyr7HlHVoHqAF2r2VJ8ikTIa8bgvwAfx0YbuoLhnTSucH8/3mQfNeA9+LXtYT/DmurMwprvXEO65kjbYL3Hb8YvAHid+xqNwjEe2BKrdQtKc36vBt6/gE0uNxr7od6QYszAznW8C0Mf8B2y71/x2sD7R93xVmR8jG6ntCivClaoC47NvYh8MsdJbYUNE7im1YotBJsAlc3FWEXVu4meNyiuxcAOmYSoM3StZkvxKZKDPpp3Cv4x/niwQetgmfFV1E+U5tkH6wtwP/6j4X7qmxmNwmrfr8d6gR8S2D68bnBZJeJ46+J3Xg42PxoLPI7VVkX9AJ3mtjk2tDzN+UWF7zL33fcjvsvbENGjAjxN9MQmQRUsk9KPFX6OwIZkvAt4zr0uwdLyKqywtAo4geGZr72wzNdS7AlQVLzGFd43lCdj14zSotwqlPdcZtF4wstOeA/2f/cCdu9b6d7/qbAQNXYZ8NWCjl1h+HUK7V2rWV6nXtjK+v/dTAXd+0QK10fzAsNUbFinVxg+8sQ2wKD77ufYkGEnAD/BLth/ANsH1u9neCHAG1FoOdZBuNm63rITsRvGEVhTji/hT9RxVsQ5zMRuHk9ifQmOduH8hdvmF0Q/qWn3/CoR+9oQq+kYAj4Y8X2ewpnUcdh5LKf5PBPg3xD7sCcp27vtZrjvt8duvN4wtoPAvqFtx2N9YVYBB2OFsVlYjU94zPS4gvv2dMONWmlRbhXKey6zqZ+UskgDlCNOGvkmNsR2ESrUX6fru2VJr9UdyfY6De67jP/fzVTQvU8ktbyaJHmewjLKo7EOvMFM/f1YE6AvYI+Rz8SeROyE3bB3oHV725+5v9cyvONxIxdgzXsux2oVjnXHmQV8MWL9Bdgj+OuwH92LXVhfhzU5Ooj6ZkSeLM7PsxT/KcalwBtjbpeV27CamVUuLP+M3Vwfj7n9PKwpxINYhvdOrLma1/+j1fnMxvrIXInVTl6LFdQa9W/pZUoLacdYokd/SzpeeTuvJDoRnlbhW0HxnZ6963QlVrmU9Fqtoes0TPc+kRTSziDc517NzHOvKM8BX3GvVmoML3n/GnuMGGfdqGVx/Qn4aBvbpT2/oIVEn2sn7ALcB2yBPbJ9Bvhdgu29DohrsT4Zx2A1PH/AMjKtCq5TGT4R3iO0rlXvRUqL8nrF/Q1mNjeKWrEAq4gevMGbrGw8lpk6HJskqpkpwHuxPmMTsaanWUkTnquxJ8Jpw7QuxbdZD3babuda3RBdp2G694mkkPcTBuktf8Mm6TsEOD3Bdl4t3mxsXo6dsE6YHyJeR/VHGd5Uawtsyvd2lDljF5fSonyWYG2lD8QK90cBmxcZoIAlRBcYjsOeolaxwRo+EWNfO2B9vRbQXsa8ijXBjJImPKQIU9BE7Ol4kYJPPtq5VrO+TqH7r1Xd+0RSUIFBknoEG+71iyQfSWRDrIP6Gqwt6anYDdebmG4N0SNB/RgbQvdgYAzWaXx/4EcJj+8pc8YuCaVFubwEfBL4N6zZWBWYX2B4gh7CRn8J3/PnYp18wZ44r8aedP4Ga/62EfYk6wbg99hoXCdhTTHnYPPuTMWegN6MNdGYnCKcacIz062bNkybYM1WyqKda/VnZHudQu9cq7r3iYjkINzR1rMQ66A1psm2Feo7da2H1RouxW6WP8Hag3rjup+GNQU4I2LbvbBHx8uwJjneJH3tOhybw+BFrH/NL4nfZG0KdpOfidVUdUqctJiADTE8gI0g5tVYVRi5adEoTsrEOw/I7//qcRoPvzsNuAcbKKKGDdULNh691xn0WOxpVhUbcKKGZc4vxB+l62jgnAzC2k54yChMD9J8gs88VRjeEbbdazXr6xQaX6tVbNTCAfe6B6vJh+Kvvwrdee+r0jhORUSkC1TxMyhlcxLwKff+WOxHr5dVaZ0W3RAnVfL/n+oHjoxYPh3LjGzrPtewWlewDNM8bEjna7A+a1XqCwzX4rfj3hb4acpwthseb900YZqMZeAkmSr1/78T8ecx6obrr4yqNI5TkY5L2+lZpGgTsAzE67BO5h/E2qR+AHus/CpWO7Mv1u4/KsMUVsNqJdcB9sOaSYzHajuPxH4Ad8ZqmMZjmZf/wR5vv4g9Wn4+9Zm1Zy72uB38Jh2dUta0KDJOPDXincc1wOux5kNR57KW+jiejzWTiBO/87ARXYLzuWyJNQHaHxtO0uON/HYilvmehw0rPQqrcQ0OwPAANkTl48CuwMNxIqSBLMKTJkx7YTXOvS6PazVoKv51VobrL295xyfUx6lIx6kPg3S7TwA3YfN89OPXSq4E3o9NavY8sBs2Nnnc4RIXYyMSvRmr5dkLG9L2YOzR9VX4N+/TsCYTu2MjtZzc/umkthQbEWcaFjdzO3jssqZFkXESFOc8FgTWjzqXcByvS/z4vQHYDMvceM4ANnD7GsCGwQ6ajw0JfQs2t8zrscz3HlgzKrCM+8fcOh8Evh4jLhpJE56DA+tFhekot+2l1MdB0KHu+16Xx7V6ENZn5CHgP7ECMpTn+stTXve+RnEq0nF6wiDdbkv8GtMr3N8dsBpnsB+r+937ZdiN+qUY+/U6PT6N1WoehWWQFkWsuw3wDff+NtLPqJrWdOxH+TCs822nlDktioqToCTnAdHn8iz1cVwjWfx+BXvKcIn73Gq46BuAt0Qs3z70eWaL/cSVVXhgeJh+BTwGfA0rlCwLfb8ZNjrSo62D2fXyuFavwpoezcCeEgWHIC3D9ZenvO59zeJUpKP0hEG63f3Y8HhgtTxeJ7SkE0aFhZtAHAncS/MmGZC8SUaNxjN8t8Nr0nEAVqPdSWVNi7RxUiObNEpyHhB9LuE4nkyy+L0RK4hMShLwHvEENpHmQurnOfB8nOjJO9tVI9trO0t5XatgE6Jdjt+JOMt7Uo1yxmme8QnD41Sk41RgkG53KTYG+wCwN/VNOrLQ6SYZabVq0pGnsqZFkXESJU2zmnAct9Om+XS3v5HmYmBTrNnIG0LfvQ8bfrXVJHG9Iu9r9QLgnVi/nLJdf3nIOz6hPk5FRGSEqVHOGjPx1ei9NBrfepURJWpSu7Rq9N7/TdFqKE5FCqE+DCKd99rAey/jNhlY7t6/jI2KI8Xp9TRa3nqVESWrtOz1/5siKE5FRGREGmrxGigsZOJRGkk79H+TPcWpSAnoCYNI5+0VeL83cApwBDbrKBQ3h4P4lEbSDv3fZE9xKlICKjBIM1mN8DDShUe/uTHw3puN9rfUT1QVprTITzh9QGkk8ejazpauxXSi4k8kEyowSDO6+UR7DTbW9mRsXPcj8IfMzIvSIr4i0geURtKekfp/cyg2F8l+Oey71+M0z7gTiaRhVUWS2wer3doNeA57TC7lofRpbR5wXuDzeGAFsF0xwZERZlNgDr2fsc+D4k5EpEtsjY27DTa753sKDIsMp/RpbSY2a6yX6TgC+H1xwZERZDTwY2z252sKDku3UdxJYdQkSSS5l7Ha68XYxFmLig2OhCh9WrsBGAvsgrUHPxybSVYkb6dhk7g9XXA4upHiTkSki5wPnODeHwl8s8CwyHBKn3i+AXwLG+d+JTC12ODICLEIGwr1Dmxm7V6c+TkvijspjJ4wiCS3FH+ioCeA3QsMiwyn9InncuA64M/Ar4CnYmwzBXgvcDXWrGki1kRCJK53uL8V4CLg34sLStdR3ImIFGR9YOOE20wGfgn8BrgJu3lLPpQ++boHeBQ4LOb6VSyjIgLtXZ+eCiO7Hb7iTkRGhBnAPyKWvwm7kS0FHsdvGlJWi4B9gc2A5cAGxQanLb2SFlF6IX3K7HPY05j13OcaVtC6DdgIuArr7/B7bASlXwB/x54u1ICTsaZMC4Gb3feTgQnu/e3AfCxzVMOGu70ee7LxeeAWrGO6mG67lrvh+oyK0zLEZzfEnYhI20YBRwMvAM9EfLcIG65xLDANG9Zylw6GL6lB7KbdjXotLaIM0r3p041qwHfc++nAnu79scDp1D9hqGEFhguxceHB/h/PAU7Fb1/9QeDtbv3vuWXfBz7m3t8DjMvuFLpSt17Lg5T3+mwUp2WJz0HKG3ciIqmdjv3An8LwH7Z3YTU5YwLL3oLVVHZi3PcKVlvaj/1IHAHMBu7CfhCeAy7BH0ryKmxCr1VYDdOQCxfAXtiPylLgbmBWhuHMSpnTIkqF4ekDjdOo29OnG9WwzD5Yes3DMvfXAH1EFxiuxZ+Bd1vgp9iwtrtG7PsU9/4ity+AW/HTdaQqw7Vcobfun43iNI/4rKB7m4hInTdgN7wqw3/YPok1X/gm8CRwPzYbJXRm3PcKduPtw2b73R571DvDfb89dhPeM7DNIFbL4207HqtxWgUcjA0MMAv70XhbxuFNq8xpEaVCffqs75Y1S6NBujd9ulENKwSAPTn4iHt/LnAW1oH84tC6/46lBcAxwNexpk7Hu2WfAA4K7VsFhnpluJYr9Nb9s1Gc5hGfFXRvkx6nmZ4lqSewm1uUKcAe2M15MyyD8C1sTPzguO+Q77jv84A1wIPAW4E7sdqjKcDzwBtbbD8buBG4EliL1aD+Aj/zVBbdkBZRvPRZidX0JU2jbkmfbjcfOBPrZ7AN8HrgYez/6uDAeudizYtuwZoffR17wvA+bAjIvYEFnQp0lyrTtdwr989GcZpnfOreJj1Lw6pKltZgj13PdZ9vA34GHIBlJn6A3RD/itX61HIKx5Pu71rgOKzWcznwB+zHoFVBeSpWyxT0CH6zi25QlrSI8mTgfTtp1AvpU1b9gfc3YE01wraPWDYzYtlBTfb9qcB7zcTdXKev5V6/f+YZn7q3Sc9SgUGy9Ffsf2oM8IpbNgb/8W47476DP/b7auKN++7VKs3GhovcCf9G/nCM4z0KvDu0bAtsNI1uUWRaTAB+iD1iX4PV0j0b+D5Y69dOGvVC+ojE1e61XMVqvB9wnydjmeT5xLs+e/X+mXV8/iiwb93bRERCqgxva7sedmM7G7sh7wIswzqZeZKO++4dK87Y7xXqO4/NAf4Xu7G/BuvMOYTV+nj+iv1gBrfdCms3ejD2Q7IP1q50eoIwd1KVcqXFSfg1yMcCZ7j3FerTB1qnUS+kj0hcVbK7lqvUX6sTsUxw3OuzV+6fVerjNOv4BN3bREQaqjL8hw3shrcAe+Q7CHw09H143HeIP/b7HBqP+w7Db9rrYeO+LwWWAD/B2oaeHzj2adgN+gyGj1TxB+yH5D6GN68okyrlSosNA/v01oPoH9VWadQL6SMSV5XsruUq9RncrbERe+Jen71y/6wyPE6zjE/QvU1EpCNqxBv7vUbjcd8lGzWyS4tpWE3dpNxCG20CNgzoADZJ2EYdPr5IGVSxwv3NwENYZ9odA9/r+kymSvP4FOlpGiVJyuJB9/dpLOP5feBArJNY2DbAHe79bUR3zJT2ZZEW07HOg4dh45J30nFY7WEVq+H7RIePL1IWV2FD4X4Y2Bi/Q62uz/Y0ik+RnqcCg5TFq+7vidhQckcC92Id0YbwO6SBdTrzxrbelXgd8SS+tGmxJXAZNurI4vyDO8xcd3ywNsqrCwiDSJnciXXmPR9dn1kIxqfIiKBRkqRs5mNNXuZgo1M8gz/2+0NunXOxIRo/i7UBPWLYXiQL7abFecAG+MNoXoVN7tUpS93faVjt5e4dPLZIWV2AzRw8F12fWfDic2f8vgwiIiLSRaZj7bO3LTogIjKMrk8REREp1JbAn7CRS0SkXHR9ioiISOG+izWZGnCvzxQZGBGpo+tTRERERERERERERERERERERERERERERERERCL9Hz9tnY+zYd+kAAAAAElFTkSuQmCC)
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)
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)
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)
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)
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)
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)
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/w/4NfD+gum3ANsSDra8+8XHe3qol7UVoTv7XnF+qYqjCcf59WOaT5IG0U/uMV9Js8fzG0mD8pxDUlXmC0lFPM41iLUJt8hseQ3wly5/z88t44HAw+Nf3kGE+9BuA1xEaMu7ndA++ADgJ8AzCB078/6LdofOfQkj4t5E2NcPj3XeBZxa8r8tBO4fn99YUic1pwPHx+dHAH8jtKNeRrgo4xbCrUpvGMXKTyRs7Bspb1VeQucetlsCdwG/yZUvpd3z9ZfAd3PTH0ToWbpPru6g82bnb5TEXBRjq+X87FydFRT3sH0t4d63rRsxFw2JXGR9wkH1d1bvkdxLvbUyz5djD1tVcwlhf7mYkGgO71h78PkkaRD95B7zlTR7PL+RNCjPOSRVZb6QVMTjXIN4LO0enVX/mrllLM1MK7IZobfobwgdIG8l7K+HExqMu3kc8DngD3H+awjtaIu7zHe/TFxFo9uOU5NqPWxb9iQM5/xXQvvn1cBJwENGFF9lSwj/xD7AfTN/WwK7E+5dO0fo8Zq1lHZj6LsIvUQ3z0x/LXAzYeNk6w46b3b+Rpf/LT/vufH1czJ1VjC/wfZhwG3AkZmyKg22C4EzY91jh1APbLBV7xr0NzxHv/NJ0iAa9J57+plH0mRr4PmNpME08JxDUjUNzBeS5mvgcS6pi7IhkXu1jNDVufV3NaGFeS1CF+wvdpj37BjHvpmy/YEvE3qpdjLIvL36d8LVBSfQHps6byHwGeDnwHE9LHshcDIh9m9TflPiqvUkSZIkSZIkSZIkzYAlhJ6ebwB2JYxnfQSh0fYXhJvtFlnK6r1Xfw98NT7fnNBrdr+SuoPMmy1rdP7XCuc9LJZ9Ir5eweo9bN9E6AK9M6v3OJ4DzovP182tZx3C/XjngO9TPhRy1XpZy7GHrYI5whDat8a/24ArgEPqDEqSSpizJFVhrpA0CHOIpKrMF5IkKXlLKL6H7SMIwxL/FdiuYL6lrN4Yehzwj/j6UMLNedcpqTvIvNmyRof/q2zehcAPCffIfQrzG2yX030M8SWZ+hsResrOAV8H1iuJpWq9vOXYYKtgDtgh83oN4EWECxyKjlFJqpM5S1IV5gpJgzCHSKrKfCFJkkZuWEMi5/0SeCXhhsVn0v1GvWcBaxJu1vtcwnjuVYc0HmTeXt0LvAy4G/gk82+6/AZgt4I/CL1idwNOia/XJQwb/RTCkNF7Ea7Qy6taT+rFPcCpwA2U94SHcGHDHLB+puwS5t+8XJJGyZwlqQpzhaRBVM0hYB6RZp35QlJWA49zSUOwaITLPo1wb9l/A94FvLFD3YuBPwEvJvTWPaCH9Qwybz9+DrwfeEt8fVVm2qUd5rseuDDz+qPAE4HTgQMJJ3tFqtaTerEWoUf6fQjHkCSlzJwlqQpzhaRBmEMkVWW+kCRJQzfKBluA1wJPB14PnA38oKTeHHAO8GpC79HzelhHv/MeSxg+OW8FcGKXef8v8Dxg24rrytsOeCmhJ/C3gBcU1FlOuE9tlXrX9BmHZsv3Cb3E1wYWABcQjk/3H0kpMmdJqsJcIWkQ5hBJVZkvJEnSSI26wfY64HDgc8CngX8Bbi+pexah0fW8DnXK9DPvC0vK/5vuDbZ3AK8gNKL2Y3fCyd06wCdK6uwHbFOxnieHquJJwGWE/eocwj2mf1hrRJJUzpwlqQpzhaRBmEMkVWW+kCRJkjSwOWCHzOutgRtpD+1dZss476aZsivxHgySRsucJakKc4WkQfSbQ8A8Is0a84WkTjzOJUlSZfkvFxBOGv4BPLLDfGsBqwhDcy8g3Cv6XjzhkDRa5ixJVZgrJA2i3xwC5hFp1pgvJHXicS5Jkior+nIB8DXgEmCNDvO+ELgCuIkwtPmX8YRD0miZsyRVYa6QNIhBcgiYR6RZYr6Q1I3HuSRJStqmwL6E+zY/f0TraAJHdKmzP+FECWAD4FxgOfBVYLOSspbDKixf0nSokrM2AX4EfLxgWhPzhTQLejm/yZ9HLAJOBy4ClhJ+4C0qkzS9WjkEes8j5gtptvSaLySlZzHwR8JvjsuBnwEH1BeOpJQtrDsASVPtkcCuwAXAGTXFsCVwKGFIEoCXx3gWA2cCryopA/gY4QcSSbOhSs7aEfgJ8OpxBSUpOVXPb4rOI/YnXHm/C+GHm2eVlEmaXq0cAr3nEfOFNFt6yReS0nUO4TfHxcBTgLfVGYykdC2qOwBJE61JuD/DIsKPBScB6wMbAwcDrwceC1wWy08BPgesTRgi5MXAPsBewIaE+zssB/YGrozLaHaZno1lT2Aj4H7A82Kd44CjgGNivZOAu+LzRcAdJWUA3wAuBe7b64aRlJwmnfPVr6iWs94HbAVcTMgx7yMMkXY+cPWY/hdJo9Vk8PObGyk+j3gC7VE/LgSeHZ/ny5YN+X+SND5NquWQc4EHEHJE1TxSlEOWjfS/kTRKTYaXLyRNhvvT/t1RklZjD1tJg7oceBLwEOAEYDfgE8BzgOMJV5G1TkSOBj4JPJXww0JraK+/A88Erid80dgFeBSwVsXp5Op9mtBgezRhqLDrM3VuBm4Htif0pD2ppAz88UOaNp3yFVTLWUfFOksJP5KeEJf55zHEL2l8hnF+s6xguRsCt8TntxFuy1BUJmmyVckhF2TqV80j5gtp+gwrX0hK137At4HfAf9FuFBDkuaxwVbSoH4bH68nnHCcQrjHypoFdbcl9EoD+D7w8Pj8svh4M/Cb+PwW2g2y3aa3/CI+/hlYJ8ZxJOE+T08EDo/TdwI+T7j/y6oOZZKmSy/5CspzVst7gMcTev4/cIhxSqrfMM5vitxM6DlDfLylpEzSZBv2OUeL+UKaPqPKF5LScQ7hIosXAJsDV9UbjqRU2WAraVD3xsfXAecRhu35OeGesXO07x0L4X5Lj4/Pnwz8Pj6f67KObtPL6j2OcH+IA4AfAB8BHgqcTBiK+fJYr6hM06FJ2C8a9YahRHTKV1A9Z7UcQLgK/qmE3v1bDD1ijUsTc4VWN4zzmyI/pn0vuqcTfnAtKtNkaWIO0ep6ySFQPY+YLyZfE/OFVjeqfKG0NTEXzKIfAZ8l9J6XpHm8h62kYfkKoeHiUOA64K+ELw5PIwz5AaE32lLgPwhDeB1IuB/tOL0VWC/GAeEqt0cXlH1kzHFJGp+ifAXVctYOmeX8FDiD0Cv/MuAavOe1NG36Pb8pcybh3Od7wB+AYwg/xObLJE2HTjnkOZl6VfNIUQ6RNB2GnS8kpelDwArC/akvrTcUSZIkaXyaeNWqpO6amCsk9a+JOURSNU3MF5LMBZKkAvawlSRNm2wPx9Y9vjYBbo3P7wJuGmtEklJkrpA0CHOIpKrMF5LAXCBJkiRpxsx1+VteW2SSUmKukDQIc4ikqswXksBcIEnqwh62GpW5ugOQNBMWFJTtlnn+DOCNhPv6XBvLbiyYx5wlTTdzhaRB5fOIOURSGfOFJL9/SNOp6NiWJElSBU28L4yk7pqYKyT1r4k5RFI1TcwXkswFkqQCC+sOQNLQ7Q98eYbXn5daPEVSiXFt4EvARcDn8TNi2tW939W9/rzU4slL8fhMfZtp9OrcB1La/1I8PsuktN1SikWjV8f7nfKxOQn7f2oxphaPqkvlWExtH0otnjIpxZlSLGqr+32pe/15qcVTJLUYU4tHqk1KX1gkDW5L4FDqG56h7vXnpRZPkZRi3ANYCewC3EAYokfTqe79ru7156UWT5HUjs9J2GYarTr3gdT2v9SOzzIpbbeUYtHo1fV+p3psTsL+n1qMqcWj3qRwLKa2D6UWT5mU4kwpFrXV/b7Uvf681OIpklqMqcUjSdJQLATOAHYCzp3B9eelFk+R1GJ8GPCJ+PwUYOcaY9Ho1L3f1b3+vNTiKZPS8Tkp20yjU+c+kOL+l9LxWSal7ZZSLBq9Ot/vFI/NSdj/U4sxtXjUu7qPxdT2odTiKZNSnCnFora635e615+XWjxFUosxtXik2i2qOwBJQ3M0sBS4fkbXn5daPEVSi/EuwlXPlwN3AJfUG45GpO79ru7156UWT5mUjs9J2WYanTr3gRT3v5SOzzIpbbeUYtHo1fl+p3hsTsL+n1qMqcWj3tV9LKa2D6UWT5mU4kwpFrXV/b7Uvf681OIpklqMqcUjSdLQXAIsBy4G/gYcPmPrz0stniKpxXg8cFh8fjDwwRpj0ejUvd/Vvf681OIpk9LxOSnbTKNT5z6Q4v6X0vFZJqXtllIsGr063+8Uj81J2P9TizG1eNS7uo/F1Pah1OIpk1KcKcWitrrfl7rXn5daPEVSizG1eCRJGroG9Q4jUff68xqkFU+RBmnEuAR4cXy+G3ByfaFoDBqYK7IapBVP3hLSOz4bpL3NNHoN6tsH6lx33hLSOz7LNEhnuzVIJxaNXoPxv99LSPfYbJD+/t8grRgbpBWPqltCGsdig7T2oQZpxVOmQTpxNkgnFrU18LeFrAZpxVOkQVoxNkgrHqk2DokspWldYAPg2hldf15q8RRJLcZ+4vkI4Z5ChxCGrTpkBHFpuOre7+pef15q8ZRJ6ficlG2m0alzH0hx/0vp+CyT0nZLKRaN3qTli1Efm5Ow/6cWY2rxqHd1H4up7UOpxVMktRhTi0dB3e9L3evPSy2eIqnFmFo8kiQNzSXA3vH5VsCtwHo1rL+OdRepe3tUkVqMqb2HGo2697vU9rO6t0dVKW23SdlmGp0698cU97+Ujs8yKW23lGLR6NX5fqe4r6UYU15qMU5CjlVnde9Tqe1DdW+PKlKLMbV4FNT9vnhs9y61GFN7D6WJZA9bKU33zTy/Gli/pvXXse4idW+PKlKLMbX3UKNR936X2n5W9/aoKqXtNinbTKNT5/6Y4v6X0vFZJqXtllIsGr063+8U97UUY8pLLcZJyLHqrO59KrV9qO7tUUVqMaYWj4K63xeP7d6lFmNq76EkKeNU4AOZ1+sDtwHb1RNO7RrATcBSYBVwIHAAcClwQ/w7EVgAnAPcC9wOHBbnnaP9Ybcb4aqlm4EVwJ5DXDcF6x9k3VXjoUNMw94eg8RZV4xFsdBDPOPYXpMulZzVIK1cQQ/rH8V+VhTTJOcKCuIcR45NbZtNslRyRZkG9R7HReuvc//rJR4KYqorh9AhzjrOOcwhw5NaDmmQ1nlHavmCPmMa5b5fFGdK+YIe4jFfdDaufNFgMvIABetPOQ8MK6aqcU5qHsjGYx4o1m8uaOCx3SkeOsTkZ7yf8ZI0dXYHrqL94Xsg8OP6wqldg/BhtQRYG3gEYXiIx8fpjyB8cD09vl5Je1iL1rzrA9sTPvyeQ+ghvyfhRG3HIa47u/5B110lnnVj2bi2R79xjvM96xZLL9ts2LFMq1RyVoN0ckUK+1k+pjqPw2HFmI1zFDH2Gk8rluy85otyqeSKMg3qPY7z6697/+s1nmxMo4inSox1nxfl46n7PZw2qeWQBumcd9S9r+Xj6fdYfNSQ4qkap99Rpte48kWDyckD2fUPuu4q8dT9mVw1zknNA9n5R507J1m/uaCBx3ZZPKnup/k4J/XYHnYs0kxZWHcAmlpfB9YEnhRfvxD4bH3hJONU4E7gt8AOwI+AzYBNgRuBB3eZ/wDgQuBs4G7gPOBLwIsSX3eneP4O/CmRmDrFmcJ2G3SbjWN7TarUclYKuSKl/Syl43BSYkwtnmmRWq4oU/dxnNr+l1o8nWJM5bxoErbZJEo1h6Rw3pHKvjbosdgccjzd4kxhu9X9mTOtxp0vzAPz40nlM7lbnClst0nJnZNo0FzgsT0/ntT305S2m5/x0ph5D1uNyj3A5wmJ+dfAYsIH26z7S3y8G3g5cAjh6qSfEE7Aul1EcX/ClXVZVwFbJL7uTvGkFFORlLbboNtsHNtrUqWWs1LIFf2ufxT7WUrH4aTEmFo80yK1XFGm7uM4tf0vtXg6xQhpxDkJ22wSpZpDUjjvSGVfG/RY3HDI8ZRJabvV/ZkzrcadL8wD8+NJKaYiKW23Scmdk2jQXOCxPT+efmPyM97PeGnkbLDVKH0WOB/4BfBN4LqK820KPAW4A9gIOGMEsTUJN0M/rkOd/YEXA88CNgBOIwzncCfhirZ/FJT9Lc57GLBWwfLn4uMBwPOBR9P+8Pt9hbivBp6YK9sGuKbCvHWuu1M8KcVUJKXtNug2G8f2mmT95KxWvlpGGKqoLGdtAnyVMHTRq3PTmszPRynkin7XP4r9LKXjsExqMaYWzzQZx/lN9jxiEfA5wpXLvyN8Qb6npLyl7uM4tf0vtXiKpHZeNAnbbFINmkOW0fmco6VKHmlJ4bwjlX1tGPlzpyHGUyal7Vb3Z840G1e+APNAUTwpxVQkpe02KblzUhXlgsWE3o9XxDqbAO8BTs/N67E9P55+Y/Iz3s94aeQcElmj9DPgeuBoehuu45HArsAFjKaxtootgUNp3yPi5TGexcCZwKtKygA+RviBpJMNgbsIDb1rA28ifGCtGaffGevknQE8jTD2/xrAHsCzmX9CNsi6y9Y/jHX3G9Mot8ekxthPPOPcXpOon5zVylfQOWftSLj6MN9Y203d+11q+1nd22MYMZbFmVKuGGU802DU5zf584j9CT/E7AL8kXAhWafyvDqP49T2v9SOz37jHOd2SymWaTFoDoHh5ZG8lL+j1LGv9RPTWSOMZ1gxQlrnHeaLcuPIF3kp54Gy9aeWB0YdU+oxTkLunDRlueAcwm+SiwkXabytwzI8tnuLKYX9dBqObT/jJSkxbwBuAu6TKWsC3wG+Txjz/hzCPRl+DGxHGMv+j4QG0yMIwyd8Dfh2nLZJXMaZhB5r5wNHAhcBp2TW0W36EfHxC7HeT4CHEi5kOINw1dS5sf6Gmf+hFVdRGcC+meW3NGjfcJ0435mEm7NfG2M4Gzg+Tj+acBP2txbMu1uM9RbgMmA/Out13fn1D7LuKvFUiWmY26PfOOuMMb+8XuMZx/aaFvmc1aRavtqd9nFflLN+EOs1gacCF8eyt7N6vmiQTq7odf2j2M/yMU1DrsjHOeocm+I2mwajOr+B+ecRHwL+T3z+tPi6rLxBvcdxfv1173+9xpOPqY4cUiXOcZ5z1P0eTqtBcki3cw6onkcapHPeUfe+ll/mIDGNct/Px5lSvug1HvNFNaPOFw0mJw/k159yHhhWTFXinOQ8kJ3fPNBZPhcsBk7ITH8YcGnmdQOP7bJ4qsTkZ7yf8ZI0M5rAJ+PznYCnx+cvA95C+6SjSfhi8WHCVeEALwWOjdM+E8tOAV4Rn/+MMPRXlemtBtulcdprgTcTPlj2IHw4tRpsW7aPy9i4S1lr+bPoMNr/+yLCVVMXEbbzGgnGU2eMmwA/Aj5eMr3J5OxHTbrHuj/w5fh8A8LxtZxwwcRmJWUt2fdxnJpUy1etumU5K1vvg8CBhB78L2ey3udhMlf0plO+aDI5+1CT3nIFTF++aFKeK7LLav0PJ9MeeuvxwEldymdFajmkSkypnnM0mZwcAp5ztOoOI4/Mivx7mkLOMF+MRxPzRZPu+WJWpHbukHIegOnJBU2mMw8sJlyY8W3C7Q4uBB5VQxwp8Niuzt8h0z+2NeMcEll1+W18vJ7wZeEUwpXgaxbU3ZbQGw3CFaQPj88vi483A7+Jz28hNMhWmd7yi/j4Z2CdGMeRhA/PJwKHx+k7AZ8njNe/qkPZLPsY/Q2/Vmc8dcbY7zC5k2jUw4yPUi/5CspzVst7CD+WLgceOMQ4J4m5onezki/yuQKmN190yxUtN9O+Onl9wrlMp/JZkFoOqRqT5xzj4TnHfOaL1dWdM8wX6TBfzI7Uzh1SzwMwO7lgkvPAOYQRvF4AbA5cVWMsdfHY7s2sHNcw2ce2ZtiiugPQzLo3Pr4OOA84ldCIsYAwbEL2h9orCI0b1wBPpn1D8+yNz4t0m15W73HxsUG4KvUjhKGSTyaMs78yTi8qm3XfIAzBct/4+gm0r2S6kLCtliUWDwVly8YU3/uArQhfnK+Mr+cIw3i/c0wxZDWBvQjDfd9LaFDcO8b2zQ7TDs4tY09gI+B+wPNineOAo4BjYr2TCPe+gPBZdEdJGcx/H8etl3wF5Tmr5QBCbvkN8D3C+30Hs8Vc0btWvvgzYRSIVHPFwV2mfzOzjCq5AqY3X3TLFS0/JtyH7luEHjQXdymfBanlkKoxUVC2bEzxdTrnuHpMMbQ06T+HeM6xukHzyCwoek/rzhnmi9408TtKkVHli2mV2rlD6nkAZvf7xyTlgZYfEe5tezzhAo5Z4rHdG3+HDCbl2NYMsoet6vYVwj0cLyJc8fkAwheHpwGbxjrvIQxpfBEh6b5//GHyVmA9wlAVywm9bovKZt2y3OsNaV/BfxthqIlxWpZ7XRRPnTEeRbgicinhBO0E4EmEL0R1+TvwTMKV2jcSrvh7FKFneqdpRcv4NOGYPZrwP16fqXMzcDthSPFXEU6Sispg/D+6l+mUr56TqdctZ/2UcJ/sbxFGArhmpFGnaVnutbmiu1a+2JD0c0WV6dk6nXIFTF++6PX85kxgG8IFHg8FzupSPguW5V7XfXxC+nkktXOOYeSQbD3POfrLI7NgWUFZ3TljWe61+aI7v6OUG3a+mFbLcq/NA93N6vePScwDEO5P/wTgsXUHMmbLcq/rPm6W5V6ndmz7GT95x7ZmjD1sVYelmedfp3gonkfkXu/eYRmvyTzfuY/pLV+Mfy0rCVfuALykoH4nRcufRakNv1YWTwoxvofwRfvlhCu56tJpKPF+hhnfgXAc7UoYcvxhhIsbPkIYUvwk5g8zni+r09LM86r5CubnrOXxD8KPpf8yYFzTxlxR3STkiirToXqugOnNF/lcUbSsu4AXFtQpK59FqeUQmKw8UkePuVHc2sRzjvLlmS9Wl1rOMF9053eU1S3NPB9GvphF5oHqZvH7xyTkgeW0f2OA8Fm/fS2RpMVju7pJOLZn8TNeM84etpJGqTX8GqQx/FpRPKnE2Bom96mEq8K2qCmOTkOJDzLM+GLC//gDVh9mfB/g8livqEyzIZXjsMVc0d0wbktQJVeA+ULdpXJ8ZplHOhvlrU0W4zmHOkvlWGwxX3TndxQNWyrHWIt5oLtxff8wD0y2VI6bFo/t7vyMlzLsYStplM4kXNX0PeAPrH5PwjoUxbOgoKwOrWFyVzEbw+RmhxSHMCTLowvKPoJmgbmiulnLFWC+UHep5RCYvDwyzfdnMocoL7WcYb5Ih/lidpgHqpu17x/mgcnmsV2dx7bHtiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJkiRJGqP/AfsGOZ40JO/vAAAAAElFTkSuQmCC)
GUM Validity
Comparison to Monte Carlo 95.00% Coverage
1 significant digit. δ = 0.000050 Ω.
R_REF_
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
10000.00001 Ω |
10000.00255 Ω |
MC |
10000.00001 Ω |
10000.00256 Ω |
abs(GUM - MC) |
5.7e-06 Ω |
6.1e-06 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 0.000050 Ω.
R_REF2
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
10000.00032 Ω |
10000.00228 Ω |
MC |
10000.00032 Ω |
10000.00228 Ω |
abs(GUM - MC) |
7.0e-07 Ω |
1.3e-06 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-06 Ω.
R_1k
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
1000.034588 Ω |
1000.034948 Ω |
MC |
1000.034588 Ω |
1000.034949 Ω |
abs(GUM - MC) |
7.4e-08 Ω |
9.1e-07 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-06 Ω.
R_1k_T2
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
1000.034466 Ω |
1000.034788 Ω |
MC |
1000.034466 Ω |
1000.034788 Ω |
abs(GUM - MC) |
2.5e-07 Ω |
3.2e-07 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 0.00050 Ω.
R_CMDUCK
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
9999.998649 Ω |
10000.00299 Ω |
MC |
9999.998635 Ω |
10000.00298 Ω |
abs(GUM - MC) |
0.000014 Ω |
0.000012 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 0.00050 Ω.
R_FSL10k
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
9999.972817 Ω |
9999.977443 Ω |
MC |
9999.972832 Ω |
9999.977457 Ω |
abs(GUM - MC) |
0.000015 Ω |
0.000014 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-06 Ω.
R100
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
100.0038556 Ω |
100.0038998 Ω |
MC |
100.0038555 Ω |
100.0038996 Ω |
abs(GUM - MC) |
8.4e-08 Ω |
1.3e-07 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-07 Ω.
R_10
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
10.00059148 Ω |
10.00059662 Ω |
MC |
10.00059148 Ω |
10.00059662 Ω |
abs(GUM - MC) |
1.7e-09 Ω |
4.1e-10 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-08 Ω.
R_FSL935
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
1.000063184 Ω |
1.000063762 Ω |
MC |
1.000063183 Ω |
1.000063762 Ω |
abs(GUM - MC) |
1.1e-09 Ω |
7.8e-10 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-08 Ω.
R_PP
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
0.9999987812 Ω |
0.9999997544 Ω |
MC |
0.9999987805 Ω |
0.9999997526 Ω |
abs(GUM - MC) |
7.0e-10 Ω |
1.8e-09 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-08 Ω.
R_PPH1
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
0.9999992387 Ω |
0.9999998153 Ω |
MC |
0.9999992371 Ω |
0.9999998141 Ω |
abs(GUM - MC) |
1.6e-09 Ω |
1.2e-09 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
1 significant digit. δ = 5.0e-09 Ω.
R_MMLN4221
95.00% Coverage |
Lower Limit |
Upper Limit |
GUM |
0.09999673205 Ω |
0.09999679624 Ω |
MC |
0.09999673178 Ω |
0.09999679611 Ω |
abs(GUM - MC) |
2.7e-10 Ω |
1.3e-10 Ω |
abs(GUM - MC) < δ |
PASS |
PASS |
Monte Carlo Inputs