| Sample | <IS>     | <QS>     | G        | A i  (%) | QS i | Li  | Identification |
|        | RBF      |          |          |          | LDF  |     |                |
| 1      | 1.51 (2) | 8.55 (4) | 6.89 (8) | 62       | 7.3  | 2.3 | i=2            |
|        |          |          |          | 38       | 10.8 | 2.4 | i=3            |
| 2      | 1.47 (2) | 8.40 (3) | 6.82 (6) | 18       | 4.9  | 2.0 | i=1            |
|        |          |          |          | 33       | 7.4  | 2.8 | i=2            |
|        |          |          |          | 49       | 9.9  | 2.5 | i=3            |
| 3      | 1.48 (2) | 8.27 (4) | 6.80 (8) | 26       | 5.3  | 2.5 | i=1            |
|        |          |          |          | 74       | 9.1  | 2.5 | i=3            |
| 4      | 1.45 (2) | 8.07 (3) | 6.57 (6) | 16       | 4.4  | 2.0 | i=1            |
|        |          |          |          | 84       | 8.5  | 3.0 | i=3            |
| 5      | 1.47 (2) | 7.75 (3) | 6.47 (6) | 55       | 6.8  | 2.3 | i=2            |
|        |          |          |          | 45       | 9.2  | 2.5 | i=3            |

Caption: 125Te Mossbauer hyperfine parameters for the ternary glassy samples a

You are provided with a table from a material science paper. Here are JSON templates for two types of numeric cells: "Other" and "Glass_Compound_Amount":
{"value": "xx", "type": "Other"}
{"value": "xx", "type": "Glass_Compound_Amount", "constituent": "xx", "unit": "xx", "material": "xx"}

Please describe all numeric cells in the above table following the JSON templates (proceeding by row in a left-right, top-down direction). For each cell, output one JSON description per line. For any unanswerable attributes in the templates, set their value to the placeholder "xx".

Cell Description:
{"value": "1", "type": "Other"}
{"value": "1.51", "type": "Other"}
{"value": "8.55", "type": "Other"}
{"value": "6.89", "type": "Other"}
{"value": "62", "type": "Other"}
{"value": "7.3", "type": "Other"}
{"value": "2.3", "type": "Other"}
{"value": "38", "type": "Other"}
{"value": "10.8", "type": "Other"}
{"value": "2.4", "type": "Other"}
{"value": "2", "type": "Other"}
{"value": "1.47", "type": "Other"}
{"value": "8.40", "type": "Other"}
{"value": "6.82", "type": "Other"}
{"value": "18", "type": "Other"}
{"value": "4.9", "type": "Other"}
{"value": "2.0", "type": "Other"}
{"value": "33", "type": "Other"}
{"value": "7.4", "type": "Other"}
{"value": "2.8", "type": "Other"}
{"value": "49", "type": "Other"}
{"value": "9.9", "type": "Other"}
{"value": "2.5", "type": "Other"}
{"value": "3", "type": "Other"}
{"value": "1.48", "type": "Other"}
{"value": "8.27", "type": "Other"}
{"value": "6.80", "type": "Other"}
{"value": "26", "type": "Other"}
{"value": "5.3", "type": "Other"}
{"value": "2.5", "type": "Other"}
{"value": "74", "type": "Other"}
{"value": "9.1", "type": "Other"}
{"value": "2.5", "type": "Other"}
{"value": "4", "type": "Other"}
{"value": "1.45", "type": "Other"}
{"value": "8.07", "type": "Other"}
{"value": "6.57", "type": "Other"}
{"value": "16", "type": "Other"}
{"value": "4.4", "type": "Other"}
{"value": "2.0", "type": "Other"}
{"value": "84", "type": "Other"}
{"value": "8.5", "type": "Other"}
{"value": "3.0", "type": "Other"}
{"value": "5", "type": "Other"}
{"value": "1.47", "type": "Other"}
{"value": "7.75", "type": "Other"}
{"value": "6.47", "type": "Other"}
{"value": "55", "type": "Other"}
{"value": "6.8", "type": "Other"}
{"value": "2.3", "type": "Other"}
{"value": "45", "type": "Other"}
{"value": "9.2", "type": "Other"}
{"value": "2.5", "type": "Other"}