Researcher calculation: 10,000 × 0.40 × 0.01 ÷ 0.482 = 82.98755 liters, not 114.1. The printed volume contributes 54.9962 liters of alcohol instead of 40. Summed printed alcohol contributions are approximately 4,015.0339 liters versus the 4,000 target. Which input the author intended is unresolved. Printed density units L/kg conflict with multiplication to obtain kg. Do not deploy this table or infer exact final ABV from summed volumes; contraction and temperature matter.
September 8 complete supplied-PDF re-review. Source assertions and researcher checks are distinguished.
Figure 9 prints a 10,000-liter, 40-percent-ABV target and a bourbon component at 1 percent of alcohol, 48.2 percent ABV and 114.1 liters; these inputs are inconsistent.
PDF 8; printed 55
PDF 7; printed 54
Figure 9 and proof adjustment discussion
Located text and displayed page/figure checked in the supplied nine-page PDF. Verified means faithful source representation, not independent validation of every author assertion.
No access / Blending Canadian Whisky: A Review — Full-Source Literature Note
Evidence
Figure 9 prints a 10,000-liter, 40-percent-ABV target and a bourbon component at 1 percent of alcohol, 48.2 percent ABV and 114.1 liters; these inputs are inconsistent.
Location and context
PDF 7–8; printed 54–55. Figure 9 and proof adjustment discussion.
Annotation
Researcher calculation: 10,000 × 0.40 × 0.01 ÷ 0.482 = 82.98755 liters, not 114.1. The printed volume contributes 54.9962 liters of alcohol instead of 40. Summed printed alcohol contributions are approximately 4,015.0339 liters versus the 4,000 target. Which input the author intended is unresolved. Printed density units L/kg conflict with multiplication to obtain kg. Do not deploy this table or infer exact final ABV from summed volumes; contraction and temperature matter.
Citation: [SRC-126] Figure 9 arithmetic and dimensional audit.