Also, the central peak appeared narrower (sharper) with increasing the number of packets
Results, 3.3, paragraph 1; Figure 6
On the primary reading (both diagonals, raw counts, each dish normalized to the mean of its two ends) the width at half height above the least affected area (w1) is 1.051, 0.545 and 0.488 mm for 4, 20 and 40 packets, and with LOESS spans 0.25 and 0.5 it is 0.800, 0.654, 0.560 and 0.992, 0.863, 0.817 mm. Unsmoothed, w1 depends on the center reading (0.591, 0.511 and 0.437 mm under c2, still in order). w1 decreases in 182 of 216 combinations, 40 is narrower than 4 with 20 out of order in 28, and 6, all unsmoothed with c2, are out of order. The distance between the side minima (w2), counted once as it does not depend on the center reading, decreases in 71 of 108, is partial in 28 and out of order in 9, all unsmoothed; on the primary reading it is 2.367, 1.650 and 1.435 mm with LOESS 0.5 and 1.363, 1.722 and 1.148 mm unsmoothed. Per dish, w2 on LOESS 0.5 is 1.722 to 2.367 mm for 1Px4, 1.435 to 1.650 for 5Px4 and 1.363 to 1.578 for 10Px4, so 5Px4 and 10Px4 overlap; the criterion asks for no test. With the ROI extent from the footprints w1 keeps the order under all three smoothings.
How the test differed from the paper’s method
- ROIs placed by code, pixel size assumed, dark offsets estimated and 3 dishes per treatment, as for fig6a-more-packets-more-uptake. Widths in mm rest on the assumed pixel size; their order does not.
- LOESS is fitted with statsmodels lowess without robustness iterations, a standard choice; the paper names LOESS (Methods 2.4) without a span or implementation, and the claims file names spans 0.25 and 0.5.