1. The problem is to find the sum of all the given numbers. 2. We will add all the numbers step-by-step to ensure accuracy. 3. Grouping and summing the numbers: $$131.3854 + 129 + 6002 + 155.3499 + 281.6403 + 93.28071 + 503.6326 + 82.3366 + 29.1124 + 422.5291 + 106.7621 + 151.5143 + 396.6100 + 45.0676 + 116.2012 + 331.7516 + 130.4187 + 122.8167 + 108.8419 + 127.6842 + 400.8587 + 218.0802 + 182.2131 + 25.5639 + 98.035 + 92.0453 + 92.7955 + 79.7449 + 116.4975 + 13.2581 + 18.6881 + 18.5201 + 48.552 + 72.0654 + 246.4296 + 223.8497 + 128.5485 + 186.0959 + 92.2092 + 79.3271 + 79.3267 + 118.5284 + 70.4167 + 81.0579 + 84.5371 + 114.7903 + 65.2482 + 65.5731 + 113.2363 + 266.7859 + 181.6970 + 18.5209 + 18.6412 + 61.3851 + 98.3677 + 78.2635 + 37.0790 + 37.0834 + 79.8105 + 24.9062 + 13.7866 + 9 + 516.9043 + 605.7399 + 24.2764 + 13.784 + 29.0330 + 27.7005 + 44.4569 + 40.9672 + 33.7050 + 119.3766 + 81.305$$ 4. Calculating the total sum: $$\text{Sum} = 131.3854 + 129 + 6002 + 155.3499 + 281.6403 + 93.28071 + 503.6326 + 82.3366 + 29.1124 + 422.5291 + 106.7621 + 151.5143 + 396.6100 + 45.0676 + 116.2012 + 331.7516 + 130.4187 + 122.8167 + 108.8419 + 127.6842 + 400.8587 + 218.0802 + 182.2131 + 25.5639 + 98.035 + 92.0453 + 92.7955 + 79.7449 + 116.4975 + 13.2581 + 18.6881 + 18.5201 + 48.552 + 72.0654 + 246.4296 + 223.8497 + 128.5485 + 186.0959 + 92.2092 + 79.3271 + 79.3267 + 118.5284 + 70.4167 + 81.0579 + 84.5371 + 114.7903 + 65.2482 + 65.5731 + 113.2363 + 266.7859 + 181.6970 + 18.5209 + 18.6412 + 61.3851 + 98.3677 + 78.2635 + 37.0790 + 37.0834 + 79.8105 + 24.9062 + 13.7866 + 9 + 516.9043 + 605.7399 + 24.2764 + 13.784 + 29.0330 + 27.7005 + 44.4569 + 40.9672 + 33.7050 + 119.3766 + 81.305 = 13288.9273$$ 5. Therefore, the total sum of all the numbers is **13288.9273**.