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. 2018 Jun 29;115(26):437–444. doi: 10.3238/arztebl.2018.0437

eTable 2. Endpoint results of included studies (video laryngoscopy vs. direct laryngoscopy).

Study First-pass
success
rate
Overall
success rate
Intubation
attempts Ø
Time to
successful
intubation
Airway
trauma*1
Aspiration Cardiac
arrest
Death*2 Esophageal
intubation
Hypoxemia Hypotension
Driver 2016 (17) 92.2 vs.
86.3%
Not reported 1.1 (1.0–1.2) vs.
1.2 (1.1–1.3)
Not reported Not reported Not reported Not reported Not reported Not reported 25.2 vs. 27.3%
SaO 2 <93%
Not reported
Goksu 2016 (18) 62.7 vs.
58.7%
92 vs.
96%
Not reported 33.4 ± 25 vs.
42.4 ± 51 s
Not reported Not reported Not reported Not reported 0 vs.
9.3%
33 vs. 48%
SaO 2 <90%
Not reported
Griesdale 2012 (19) 40 vs.
35%
100 vs.
100%
1.8 vs.
1.75
221 [103–291] vs.
156 [67–220] s
Not reported Not reported Not reported 0 vs.
0%
Not reported SaO2*3
86vs. 95%
mmHg*3
81 vs. 77
Janz 2016 (20) 68.9 vs.
65.8%
Not reported 1 [1–1] vs.
1 [1–2]
126 [89–197] vs.
153 [93–253] s
1.4 vs.
0%
1.4 vs.
1.3%
1.4 vs.
1.3%
Not reported 1.4 vs.
5.3%
19.4 vs. 21.1%
SaO2 <80%
10.8 vs. 9.2%
<80 mmhg
Lascarrou 2017 (21) 67.7 vs.
70.3%
100 vs.
100%
1 {1–4} vs.
1 {1–5}
3 [2–4] vs.
3 [2–4] min
0 vs.
0.6%
2.2 vs.
2.2%
2.2 vs.
0%
0.5 vs.
0%
1.6 vs.
3.3%
8.1 vs. 10.9%
SaO 2 <90%
4.4 vs. 2.2%
<90 mmhg
Silverberg 2015 (22) 74 vs.
40%
100 vs.
100%
1.39 vs.
1.93
120 vs.
218 s
Not reported 9 vs.
7%
Not reported Not reported 0 vs.
7%
4 vs. 8%
SaO 2 <80%
11 vs. 13% <70 mmhg
Sulser 2016 (23) 99 vs.
100%
100 vs.
100%
1.01 vs.
1
32 ± 11 vs.
31 ± 9 s
0 vs.
0%
Not reported Not reported Not reported 0 vs.
0%
1 ± 2% vs.
1 ± 2%*4
Not reported
Yeatts 2013 (24) 80 vs.
81%
Not reported Not reported 71.0 (65.3–76.7) vs.
56.5 (51.1–62.0) s
0 vs.
0%
0 vs.
0%
Not reported Not reported Not reported 50 vs. 24%
SaO 2 <80%*5
Not reported

*1 Including dental injuries, *2 during intubation, *3 minimum, *4 maximal decrease in SaO2, *5 for a subgroup of patients with severe head injuries

() contain 95% confidence intervals for a mean, [] contain the interquartile range for a median, {} contain the range for a median, ± shows the standard deviation of a mean.

Some values had to be converted for entry into RevMan for meta-analysis. To permit estimation of the standard deviation of a mean based on a 95% confidence interval, an equation from the Cochrane Handbook was used (Higgins JPT, Green S [eds.]: Cochrane handbook for systematic reviews of interventions version 5.1.0 [updated March 2011]. The Cochrane Collaboration, 2011. Available at http://handbook.cochrane.org.). To estimate a mean and standard deviation on the basis of a median and interquartile range, equations from Wan et al. were used (Wan X, Wang W, Liu J, Tong T: Estimating the sample mean and standard deviation from the sample size, median, range and/or interquartile range, BMC Med Res Methodol 2014; 14: 135.) For estimation of a standard ?deviation based on the mean and a p value, the RevMan pocket calculator was used (available at training.cochrane.org).