Skip to main content
. 2016 Mar 15;144(10):2107–2116. doi: 10.1017/S0950268816000303

Table 3.

Median with interquartile range (IQR), maximum number of holdings and probability of detection for the different combinations of classical scrapie (CS) and atypical scrapie (AS) cases using the simulation of actual Fallen stock survey data and randomly extracted data from the census for three 4-year periods

Actual Random
No. of holdings with cases Detection probability Median no. holdings (IQR) Maximum no. holdings Detection probability Median no. holdings (IQR) Maximum no. holdings
2006–2009
1 AS case 1 72 (79–67) 104 1 76 (82–70) 123
2 AS cases 0·83 2 (3–1) 9 0·15 0 (0–0) 5
3 AS cases 0·08 0 (0–0) 3 0·0001 0 (0–0) 1
⩾1 AS case, 1 CS case 0·99 6 (8–5) 18 0·55 1 (1–0) 8
⩾1 AS case, 2 CS cases 0·4 0 (1–0) 7 0·0009 0 (0–0) 2
⩾1 AS case, 3 CS cases 0·06 0 (0–0) 2 0·00004 0 (0–0) 1
2007–2010
1 AS case 1 61 (66–55) 88 1 64 (69–58) 94
2 AS cases 0·81 1 (2–1) 8 0·11 0 (0–0) 3
3 AS cases 0·08 0 (0–0) 3 0·0004 0 (0–0) 1
⩾1 AS case, 1 CS case 0·99 6 (8–4) 17 0·44 0 (1–0) 8
⩾1 AS case, 2 CS cases 0·38 0 (1–0) 5 0·003 0 (0–0) 1
⩾1 AS case, 3 CS cases 0·05 0 (0–0) 2 0 0 (0–0) 0
2008–2011
1 AS case 1 59 (65–54) 123 1 64 (69–58) 93
2 AS cases 0·68 1 (2–0) 7 0·11 0 (0–0) 3
3 AS cases 0·04 0 (0–0) 4 0·004 0 (0–0) 1
⩾1 AS case, 1 CS case 0·98 4 (6–3) 14 0·47 0 (1–0) 5
⩾1 AS case, 2 CS cases 0·26 0 (1–0) 4 0·0006 0 (0–0) 1
⩾1 AS case, 3 CS cases 0·03 0 (0–0) 2 0 0 (0–0) 0