1. The problem is to find the total sum of all the given numbers, including those expressed as percentages of other amounts. 2. To solve this, we first convert all percentage expressions to their decimal equivalents by multiplying the base amount by the percentage (expressed as a decimal). 3. Calculate each percentage value: - 33% of 85.09 is $$0.33 \times 85.09 = 28.08$$ - 33% of 150.17 is $$0.33 \times 150.17 = 49.56$$ - 33% of 150.20 is $$0.33 \times 150.20 = 49.57$$ (appears multiple times) - 30% of 20.00 is $$0.30 \times 20.00 = 6.6$$ (appears multiple times) - 33% of 86.19 is $$0.33 \times 86.19 = 28.44$$ - 33% of 87.12 is $$0.33 \times 87.12 = 28.75$$ - 33% of 20.00 (again) is $$6.6$$ - 33% of 65 is $$0.33 \times 65 = 21.45$$ 4. Replace all percentage expressions with their decimal values in the list. 5. Sum all the numbers: $$6.99 + 28.08 + 19.99 + 49.56 + 399.5 + 49.57 + 14.79 + 162.56 + 29.06 + 243.02 + 150.2 + 20.09 + 140 + 49.57 + 329.62 + 26.86 + 15.91 + 24.59 + 6.6 + 49.8 + 38.93 + 69.99 + 21.01 + 6.6 + 49.57 + 26.86 + 78.15 + 24.59 + 18.51 + 105 + 13.5 + 92.97 + 92.97 + 2.59 + 24.59 + 26.86 + 49.57 + 2.59 + 1178.73 + 61.17 + 66.27 + 13.68 + 73.45 + 8.6 + 0.01 + 0.01 + 26.86 + 6.6 + 24.59 + 24.6 + 265.55 + 2059 + 9 + 25.45 + 117.81 + 28.44 + 23.83 + 83.82 + 216.82 + 145.73 + 60.26 + 26.86 + 24.59 + 6.6 + 28.75 + 13.79 + 80.59 + 60.27 + 514.9 + 100.17 + 60.27 + 24.23 + 21.45 + 26.86 + 6.6 + 11.97 = 6617.88$$ 6. Therefore, the total sum of all the numbers is **6617.88**.