diff --git a/WebSites/ts2_helevpres/dashboard.json b/WebSites/ts2_helevpres/dashboard.json
index 887f7e25567da44e9a6f4c1ce936da6c52b91ad4..020de7c40978aa8da9c5b0942952cf031b329aa7 100644
--- a/WebSites/ts2_helevpres/dashboard.json
+++ b/WebSites/ts2_helevpres/dashboard.json
@@ -130,7 +130,7 @@
"type": "vertical-linear-gauge",
"settings": {
"title": "Temperature",
- "value": "function p2t(p) {\n // This formula uses the Table 3 of ITS-90 from NIST paper: https://www.nist.gov/system/files/documents/pml/div685/grp01/ITS-90_metrologia.pdf\n // Check if pressure is a number and is within the range of validity of this function that is from 1.25 to 5 K.\n if (isNaN(p) || p == null || p < 1.14734339634282 || p > 1960.16532874851) {\n return \"N/A\";\n }\n if (p <= 50.4181) {\n let P = p * 100; // From mbar to Pascal\n let A = [\n 1.392408,\n 0.527153,\n 0.166756,\n 0.050988,\n 0.026514,\n 0.001975,\n -0.017976,\n 0.005409,\n 0.013259,\n 0.000000,\n ];\n let B = 5.6;\n let C = 2.9;\n var t = A[0];\n var i;\n for (i = 1; i < 10; i++) {\n t += A[i] * ((Math.log(P) - B) / C) ** i;\n }\n }\n else {\n let P = p * 100; // From mbar to Pascal\n let A = [\n 3.146631,\n 1.357655,\n 0.413923,\n 0.091159,\n 0.016349,\n 0.001826,\n -0.004325,\n -0.004973,\n 0.000000,\n 0.000000,\n ];\n let B = 10.3;\n let C = 1.9;\n var t = A[0];\n var i;\n for (i = 1; i < 10; i++) {\n t += A[i] * ((Math.log(P) - B) / C) ** i;\n }\n }\n return t.toFixed(3)\n}\n\n//return p2t(datasources[\"TS2\"][\"TS2-010CRM:Cryo-PT-003\"][\"value\"]).toFixed(3)\nreturn p2t(datasources[\"TS2\"][\"TS2-010CRM:Cryo-PT-003\"][\"value\"])",
+ "value": "function p2t(p) {\n // This formula uses the Table 3 of ITS-90 from NIST paper: https://www.nist.gov/system/files/documents/pml/div685/grp01/ITS-90_metrologia.pdf\n // Check if pressure is a number and is within the range of validity of this function that is from 1.25 to 5 K.\n if (isNaN(p) || p == null || p < 1.14734339634282 || p > 1960.16532874851) {\n return \"N/A\";\n }\n if (p <= 50.4181) {\n let P = p * 100; // From mbar to Pascal\n let A = [\n 1.392408,\n 0.527153,\n 0.166756,\n 0.050988,\n 0.026514,\n 0.001975,\n -0.017976,\n 0.005409,\n 0.013259,\n 0.000000,\n ];\n let B = 5.6;\n let C = 2.9;\n var t = A[0];\n var i;\n for (i = 1; i < 10; i++) {\n t += A[i] * ((Math.log(P) - B) / C) ** i;\n }\n }\n else {\n let P = p * 100; // From mbar to Pascal\n let A = [\n 3.146631,\n 1.357655,\n 0.413923,\n 0.091159,\n 0.016349,\n 0.001826,\n -0.004325,\n -0.004973,\n 0.000000,\n 0.000000,\n ];\n let B = 10.3;\n let C = 1.9;\n var t = A[0];\n var i;\n for (i = 1; i < 10; i++) {\n t += A[i] * ((Math.log(P) - B) / C) ** i;\n }\n }\n return t.toFixed(3)\n}\n\n//return p2t(datasources[\"TS2\"][\"TS2-010CRM:Cryo-PT-003\"][\"value\"]).toFixed(3)\nreturn p2t(datasources[\"TS2\"][\"TS2-010CRM:Cryo-PT-003:MeasValue\"][\"value\"])",
"units": "K",
"min_value": 0,
"max_value": 5
@@ -175,7 +175,7 @@
"type": "vertical-linear-gauge",
"settings": {
"title": "Temperature",
- "value": "function p2t(p) {\n // This formula uses the Table 3 of ITS-90 from NIST paper: https://www.nist.gov/system/files/documents/pml/div685/grp01/ITS-90_metrologia.pdf\n // Check if pressure is a number and is within the range of validity of this function that is from 1.25 to 5 K.\n if (isNaN(p) || p == null || p < 1.14734339634282 || p > 1960.16532874851) {\n return \"N/A\";\n }\n if (p <= 50.4181) {\n let P = p * 100; // From mbar to Pascal\n let A = [\n 1.392408,\n 0.527153,\n 0.166756,\n 0.050988,\n 0.026514,\n 0.001975,\n -0.017976,\n 0.005409,\n 0.013259,\n 0.000000,\n ];\n let B = 5.6;\n let C = 2.9;\n var t = A[0];\n var i;\n for (i = 1; i < 10; i++) {\n t += A[i] * ((Math.log(P) - B) / C) ** i;\n }\n }\n else {\n let P = p * 100; // From mbar to Pascal\n let A = [\n 3.146631,\n 1.357655,\n 0.413923,\n 0.091159,\n 0.016349,\n 0.001826,\n -0.004325,\n -0.004973,\n 0.000000,\n 0.000000,\n ];\n let B = 10.3;\n let C = 1.9;\n var t = A[0];\n var i;\n for (i = 1; i < 10; i++) {\n t += A[i] * ((Math.log(P) - B) / C) ** i;\n }\n }\n return t.toFixed(3)\n}\n\n//return p2t(datasources[\"TS2\"][\"TS2-010CRM:Cryo-PT-003\"][\"value\"]).toFixed(3)\nreturn p2t(datasources[\"TS2\"][\"TS2-010CRM:Cryo-PT-004\"][\"value\"])",
+ "value": "function p2t(p) {\n // This formula uses the Table 3 of ITS-90 from NIST paper: https://www.nist.gov/system/files/documents/pml/div685/grp01/ITS-90_metrologia.pdf\n // Check if pressure is a number and is within the range of validity of this function that is from 1.25 to 5 K.\n if (isNaN(p) || p == null || p < 1.14734339634282 || p > 1960.16532874851) {\n return \"N/A\";\n }\n if (p <= 50.4181) {\n let P = p * 100; // From mbar to Pascal\n let A = [\n 1.392408,\n 0.527153,\n 0.166756,\n 0.050988,\n 0.026514,\n 0.001975,\n -0.017976,\n 0.005409,\n 0.013259,\n 0.000000,\n ];\n let B = 5.6;\n let C = 2.9;\n var t = A[0];\n var i;\n for (i = 1; i < 10; i++) {\n t += A[i] * ((Math.log(P) - B) / C) ** i;\n }\n }\n else {\n let P = p * 100; // From mbar to Pascal\n let A = [\n 3.146631,\n 1.357655,\n 0.413923,\n 0.091159,\n 0.016349,\n 0.001826,\n -0.004325,\n -0.004973,\n 0.000000,\n 0.000000,\n ];\n let B = 10.3;\n let C = 1.9;\n var t = A[0];\n var i;\n for (i = 1; i < 10; i++) {\n t += A[i] * ((Math.log(P) - B) / C) ** i;\n }\n }\n return t.toFixed(3)\n}\n\n//return p2t(datasources[\"TS2\"][\"TS2-010CRM:Cryo-PT-003\"][\"value\"]).toFixed(3)\nreturn p2t(datasources[\"TS2\"][\"TS2-010CRM:Cryo-PT-004:MeasValue\"][\"value\"])",
"units": "K",
"min_value": 0,
"max_value": 5