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Table 1 Relationship between activation trigger, cumulative diagnosed cases and intervention activation delay.

From: Developing guidelines for school closure interventions to be used during a future influenza pandemic

  

R0

Activation trigger

1.5

2.0

2.5

Cases diagnosed per day

% of population diagnosed per day

Cumulative diagnosed cases (%)

Activation delay in days

Cumulative diagnosed cases (%)

Activation delay in days

Cumulative diagnosed cases (%)

Activation delay in days

1

0.003

1 (0.003)

5

1 (0.003)

5

1 (0.003)

5

5

0.017

19 (0.063)

14

14 (0.047)

11

12 (0.04)

9

10

0.033

53 (0.177)

20

40 (0.133)

14

31 (0.104)

11.5

15

0.05

97 (0.33)

24

60 (0.2)

16

48 (0.16)

13

20

0.067

136 (0.45)

26

83 (0.277)

17

68 (0.227)

14

25

0.083

190 (0.63)

28

109 (0.364)

18

85 (0.284)

14.5

30

0.1

237 (0.79)

30

136 (0.454)

19

99 (0.33)

15

40

0.13

335 (1.12)

33

188 (0.627)

20

140 (0.467)

15.5

50

0.167

454 (1.52)

36

235 (0.784)

21

179 (0.597)

16

60

0.2

586 (2.0)

38

288 (0.96)

21.5

214 (0.714)

16.5

70

0.233

708 (2.4)

40

345 (1.15)

22

245 (0.817)

17

80

0.267

848 (2.83)

42

409 (1.364)

23

298 (0.994)

17.5

90

0.3

958 (3.2)

43

447 (1.49)

23.5

342 (1.14)

18

100

0.333

1107 (3.7)

45

528 (1.76)

24

366 (1.22)

18.5

  1. The table shows a range of daily diagnosed case(s) in the community, which our simulations use as school closure activation triggers. It relates the activation trigger to the proportion of population newly diagnosed per day, the cumulative number of diagnosed cases, and the consequent delay in intervention corresponding to each activation trigger, for three different simulated epidemics with R0 values of 1.5, 2.0 and 2.5.
  2. For a number of daily diagnosed cases to count towards the intervention activation, it is assumed that the following sequence of events occurs:
  3. i) The individual becomes infected with the pandemic strain.
  4. ii) The individual experiences significant symptoms.
  5. iii) They seek medical attention.
  6. iv) The infection is identified as pandemic influenza strain.
  7. v) The case should is reported to a public health monitoring scheme.
  8. The diagnosis ratio (or ascertainment efficiency) is assumed such that 50% of the symptomatic cases should be diagnosed following the conditional probability that event e) occurs given that both a) and b) have occurred. A further assumption is that there are no false positive reports during pandemic influenza.