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Brunoni AR, Chaimani A, Moffa AH, et al. Repetitive transcranial magnetic stimulation for the acute treatment of major depressive episodes: a systematic review with network meta-analysis [published online December 28, 2016]. JAMA Psychiatry. doi:10.1001/jamapsychiatry.2016.3644
eAppendix 1. Search strategy
eAppendix 2. Risk of bias assessment
eTable 1. Characteristics of the 81 studies included in the meta-analysis.
eTable 2. Relative odds ratios (OR) with 95% confidence intervals (CI) estimated from standard pairwise meta-analysis for every available direct comparison between the 9 interventions with respect to response.
eTable 3. Relative odds ratios (OR) with 95% confidence intervals (CI) estimated from standard pairwise meta-analysis for every available direct comparison between the 9 interventions with respect to acceptability.
eTable 4. Relative odds ratios (OR) with 95% confidence intervals (CI) estimated from standard pairwise meta-analysis for every available direct comparison between the 9 interventions with respect to remission.
eTable 5. Relative odds ratios estimated from the network meta-analysis comparing every pair of the 9 interventions with respect to remission (lower triangle) and acceptability (upper triangle).
eTable 6. Results of the side-splitting approach for inconsistency for all outcomes.
eTable 7. Relative odds ratios estimated from the sensitivity analysis without studies at high risk of overall bias comparing every pair of the 9 interventions with respect to response (lower triangle) and acceptability (upper triangle).
eTable 8. Relative odds ratios estimated from the sensitivity analysis using only studies on primary use of rTMS (i.e. on treatment resistant patients and as an add-on intervention) comparing every pair of the 9 interventions with respect to response (lower triangle) and acceptability (upper triangle).
eTable 9. Relative odds ratios estimated from the sensitivity analysis using only studies with at least 15 sessions comparing every pair of the 9 interventions with respect to response (lower triangle) and acceptability (upper triangle).
eFigure 1. Contribution matrices for (A) response and (B) acceptability.
eFigure 2. (A) network diagram and (B) contribution matrix for remission.
eFigure 3. Boxplots and histograms showing the distribution of four potential effect modifiers (mean age, baseline severity, percentage of females, number of sessions) across the available direct comparisons.
eFigure 4. Rankograms for (A) response and (B) acceptability. The horizontal axes contain the possible ranks and the vertical axes contain the probabilities for each intervention of achieving every rank.
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eFigure 5. Relative ranking of the 9 different rTMS strategies for response (horizontal axis) and acceptability (vertical axis) based on the surface under the cumulative ranking curve (SUCRA). Different colours represent different groups of interventions based on their performance on both outcomes jointly.
eFigure 6. (A) Rankograms and (B) cumulative rankograms for remission.
eFigure 7. Forest plots showing the inconsistency factors (IF) and the respective 95% CI (truncated to 0) for every loop of the (A) response, (B) acceptability and (C) remission network
eFigure 8. Comparison-adjusted funnel plots for all comparisons between an active intervention and sham for (A) response, (B) acceptability and (C) remission.
eFigure 9. Bar-graphs showing the percentage of information coming from studies at low (green), unclear (yellow) or high (red) risk of overall bias for (A) response and (B) acceptability for every network estimate and for the entire network.
This supplementary material has been provided by the authors to give readers additional information about their work.
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eAppendix 1
SEARCH STRATEGY
• No language restrictions were applied.
• Cochrane Central Register of Controlled Trials (CENTRAL) through October 1st,
2016
#1: transcranial magnetic stimulation:ti,ab,kw or transcranial magnetic:ti,ab,kw in
Trials (Word variations have been searched)
#2: depression:ti,ab,kw or "major depression":ti,ab,kw or "major depressive
disorder":ti,ab,kw or "major depressive episode":ti,ab,kw (Word variations have been
searched)
#3: #1 and #2
• EMBASE through October 1st, 2016 (via OVID)
(random$.tw. or placebo$.mp. or double-blind$.tw. or trial.ti,ab,kw) and (magnetic
stimulation.ti,ab,kw or rtms.ti,ab,kw or transcranial magnetic.ti,ab,kw) and
depress$.ti,ab,kw
• PsycInfo through October 1st, 2016 (via OVID)
(random$.tw. or placebo$.mp. or double-blind$.tw. or trial.ti,ab,kw) and (magnetic
stimulation.ti,ab,kw or rtms.ti,ab,kw or transcranial magnetic.ti,ab,kw) and
depress$.ti,ab,kw
• Pubmed/MEDLINE through October 1st, 2016
("randomized controlled trial"[PT] OR ((randomized[TIAB] OR randomised[TIAB])
AND controlled[TIAB] AND trial[TIAB])) AND (“magnetic stimulation”[TIAB] OR
rTMS[TIAB]) AND depress*[TIAB]
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• Web of Science through October 1st, 2016
1: TI=(random* OR placebo OR double-blind OR trial)
2: TS=depress*
3: TI=(rTMS OR repetitive transcranial OR transcranial magnetic)
4: #1 AND #2 AND #3
We also checked reference lists from previous meta-analyses, systematic reviews and
consensus papers 1-7 and electronically contacted experts in the field.
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eAppendix 2
RISK OF BIAS ASSESSMENT We adopted the following general rules to decide on risk of bias:
• Randomization (Selection bias)
Low risk: randomization method described.
Unclear risk: randomization method not described.
High risk: wrong randomization method adopted (in this case the study would be excluded as
we only included randomized clinical trials).
• Allocation concealment (Selection bias)
Low risk: allocation method described (e.g., sealed envelopes).
Unclear risk: allocation method not described.
High risk: allocation was not concealed.
• Blinding of participants and personnel (Performance bias)
Low risk: If using sham coil: blinding should be described. If using angled coil or two active
interventions: blinding integrity of participants should be successful and; for it should be
described that the rTMS applier did not communicate with the staff.
Unclear risk: For sham coil: blinding is not properly described. If using angled coil or two
active interventions: blinding integrity not tested, communication between rTMS applier and
staff not described.
High risk: for angled coil/two active interventions: rTMS appliers also evaluated patients or
communicated with the staff.
• Blinding of outcome assessment (Detection bias)
Low risk: study describes that evaluator was blinded. Unclear risk: study does not describe whether evaluator was blinded.
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High risk: evaluator was not blinded to the assigned intervention. (in this case the study will
be excluded)
• Incomplete outcome data (Attrition bias)
Low risk: no attrition or attrition was properly described with reasonable reasons for missing
data.
Unclear risk: attrition was not sufficiently described. High risk: attrition was unbalanced; analyses were carried out only or primarily in patients
who complied to the protocol (i.e., “good adherers”).
• Selective outcome reporting (Reporting bias)
Low risk: all outcomes are reported. Unclear risk: not all outcomes are reported; however the primary outcomes are reported.
High risk: at least one primary outcome is not reported.
• Overall risk of bias Low risk: low risk in all domains or low risk in all domains except for unclear risk in
allocation bias.
Unclear risk: at least one unclear risk of bias domain, except for allocation bias.
High risk: at least one high risk of bias in any domain
QUALITY ASSESSMENT OF THE INCLUDED ARTICLES
Aut
hor
Sequ
ence
gen
erat
ion
Allo
catio
n C
once
alm
ent
Blin
ding
par
ticip
ants
an
d pe
rson
nel
Blin
ding
of o
utco
me
asse
ssm
ent
Inco
mpl
ete
outc
ome
data
Sele
ctiv
e ou
tcom
e re
porti
ng
Ove
rall
risk
of b
ias
Aguirre 2011 Unclear Unclear Unclear Low Low Low Unclear Anderson 2007 Unclear Low Unclear Low Low Low Unclear Avery 2006 Low Unclear Low Low Low Low Low Baeken 2013 Low Unclear Unclear Low Low Low Unclear
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Bakim 2012 Low Unclear Unclear Low Low Low Unclear Berman 2000 Unclear Unclear Low Low High Low High Blumberger 2012 Low Low Low Low Low Low Low Blumberger 2016 Low Unclear Low Low Low Low Low Boutros 2002 Low Unclear Low Low Low Low Low Bretlau 2008 Unclear Unclear Unclear Unclear Low Low Unclear Brunelin 2014 Low Low Unclear Low Low Low Unclear Chen 2013 Unclear Unclear Low Low Low Low Unclear Chistyakov 2015 Unclear Unclear Low Low Low Low Unclear Concerto 2015 Unclear Unclear Unclear Unclear Low Low Unclear DellOsso 2015 Unclear Unclear High Unclear High Low High Duprat 2016 Unclear Unclear Unclear Low Low Low Unclear Eche 2012 Unclear Unclear Unclear Low Low Low Unclear Eschweiler 2000 Unclear Unclear Low Low Low Low Unclear Fitzgerald 2003 Unclear Low Low Low Low Low Unclear Fitzgerald 2006 Low Low Low Low Low Low Low Fitzgerald 2008 Low Unclear Unclear Low Low Low Unclear Fitzgerald 2009 Low Low Low Low Low Low Low Fitzgerald 2011 Low Unclear Low Low Low Low Low Fitzgerald 2012 Low Low Low Low Low Low Low Fitzgerald 2013 Low Unclear High Unclear Low Low High Fitzgerald 2016 Low Unclear Low Low Low Low Low Garcia-Anaya 2011 Unclear Unclear Low Low Unclear Low Unclear Garcia-Toro 2001a Unclear Unclear Unclear Low Unclear Low Unclear Garcia-Toro 2001b Unclear High Unclear Low Unclear Low High Garcia-Toro 2006 Unclear High Unclear Low Low Low High George 1997 Unclear Unclear Unclear Low Low Unclear Unclear George 2000 Unclear Unclear Low Low Low Low Unclear George 2010 Low Unclear Low Low Low Low Low Hansen 2004 Low Unclear Low Low Unclear Low Unclear Hausmann 2004 Unclear Unclear Unclear Low Low Low Unclear Hernandez-Ribas 2013
Unclear Unclear Unclear Low Unclear Low Unclear
Herwig 2003 Unclear Unclear Unclear Low Unclear Low Unclear Herwig 2007 Low Unclear Unclear Low Low Low Unclear Holtzheimer 2004 Unclear Unclear Unclear Low Low Low Unclear Hoppner 2003 Low Unclear Unclear Unclear Unclear Low Unclear Hu 2016 Unclear Unclear Unclear Unclear Low Low Unclear Huang 2012 Low Unclear Unclear Low Low Low Unclear Isenberg 2005 Unclear Unclear High Unclear Unclear Low High Jakob 2008 Unclear Unclear Low Low Low Low Unclear Januel 2006 Low Unclear Unclear Low High Low High Karamustafalioglu 2010
Unclear Unclear Unclear Unclear Unclear Unclear Unclear
Kauffmann 2004 Unclear Unclear Unclear Low Low Low Unclear Kazemi 2016 Low Unclear Low Low Low Low Low Klein 1999 Low Unclear Unclear Low Low Low Unclear Koerselman 2004 Unclear Unclear Low Low Low Low Unclear
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Kreuzer 2015 Low Unclear Low Low High Low High Krstic 2014 Unclear Unclear Unclear Low Low Low Unclear Leuchter 2015 Low Unclear Low Low Low Low Low Levkovitz 2015 Low Low Low Low Low Low Low Li 2014 Unclear Unclear Unclear Low Low Low Unclear Lingeswaran 2011 Low Unclear Low Low Unclear Low Unclear Loo 1999 Unclear Unclear Low Low Low Low Unclear Loo 2003 Unclear Unclear Unclear Low Low Low Unclear Loo 2007 Low Unclear Unclear Low Low Low Unclear Martinot 2010 Low Low Low Low Low Low Low McDonald 2006 Unclear Unclear Unclear Low Low Low Unclear Mogg 2008 Low Low Low Low Low Low Low Mosimann 2004 Unclear Unclear Unclear Low Low Low Unclear Nahas 2003 Low Unclear Low Low Low Low Low O’Reardon 2007 Unclear Unclear Low Low Low Low Unclear Padberg 2002 Unclear Unclear Unclear Low Low Low Unclear Pallanti 2010 Low Low Unclear Low Low Low Unclear Plewnia 2014 Low Unclear Unclear Low Unclear Low Unclear Prasser 2014 Unclear Unclear Unclear Low Low Low Unclear Rossini 2005a Low Unclear Low Low Low Low Low Rossini 2005b Low Unclear Unclear Low Low Low Unclear Rossini 2010 Unclear Unclear High Unclear Low Low High Rumi 2005 Unclear Unclear Unclear Low Unclear Low Unclear Speer 2014 Unclear Unclear Unclear Low Low Low Unclear Stern 2007 Unclear Unclear Unclear Low Low Low Unclear Su 2005 Unclear Unclear Unclear Low Low Low Unclear Szuba 2001 Unclear Unclear Low Low Low Low Unclear Triggs 2010 Unclear Unclear Low Low Low Low Unclear Zhang 2011 Low Unclear Unclear Low Low Low Unclear Zheng 2010 Unclear Unclear Unclear Unclear Unclear Low Unclear Zheng 2015 Unclear Unclear Unclear Low Low Low Unclear
Random sequence generation Low risk Thirty-five studies adequately described the method of sequence generation (Avery 2006, Baeken 2013, Bakim 2012, Blumberger 2012, Blumberger 2016, Boutros 2002, Brunelin 2014, Fitzgerald 2006, Fitzgerald 2008, Fitzgerald 2009, Fitzgerald 2011, Fitzgerald 2012, Fitzgerald 2013, Fitzgerald 2016, George 2010, Hansen 2004, Herwig 2007, Hoppner 2003, Huang 2012, Januel 2006, Kazemi 2016, Klein 1999, Kreuzer 2015, Leuchter 2015, Levkovitz 2015, Lingeswaran 2011, Loo 2007, Martinot 2010, Mogg 2008, Nahas 2003, Pallanti 2010, Plewnia 2014, Rossini 2005a, Rossini 2005b, Zhang 2011).
Unclear risk The remainder (46 studies) did not provide details and were at unclear risk of selection bias.
Allocation concealment Low risk
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Eleven studies were rated at low risk of bias as they had adequate allocation concealment (Anderson 2007, Blumberger 2012, Brunelin 2014, Fitzgerald 2003, Fitzgerald 2006, Fitzgerald 2009, Fitzgerald 2012, Levkovitz 2015, Martinot 2010, Mogg 2008, Pallanti 2010)
High risk of bias Two studies (Garcia -Toro 2006, Garcia-Toro-JNP 2001) allocated deliberately the left- handed participants to the sham rTMS and were rated at high risk of bias.
Unclear risk of bias The remainder (68 studies) had unclear allocation concealment.
Blinding participants and personnel Low risk of bias Thirty-three studies adequately described the blinding of participants and personnel (Avery 2006, Berman 2000, Blumberg 2012, Blumberg 2016, Boutros 2002, Chen 2013, Chistyakov 2015, Eschweiler 2000, Fitzgerald 2003, Fitzgerald 2006, Fitzgerald 2009, Fitzgerald 2011, Fitzgerald 2012, Fitzgerald 2016, Garcia-Anaya 2011, George 2000, George 2010, Hansen 2004, Jakob 2008, Kazemi 2016, Koerselman 2004, Kreuzer 2015, Leuchter 2015, Levkovitz 2015, Lingeswaran 2011, Loo 1999, Martinot 2010, Mogg 2008, Nahas 2003, O’Reardon 2007, Rossini 2005a, Szuba 2001, Triggs 2010) and had a low risk of performance bias.
High risk of bias These studies had a high risk of bias for the following reasons: Fitzgerald 2013 (priming + rTMS vs. no sham-priming) and Rossini 2010, Isenberg 2005, Dell’Osso 2015 (compared HF-left vs. LF-right without sham on the opposite hemisphere to keep personnel blinded).
Unclear risk of bias The other 44 studies had unclear risk of performance bias as the method of blinding participants and personnel was not adequately described
Blinding of outcome assessment Low risk of bias Seventy-one studies had a low risk of detection bias as the raters were adequately blinded.
Unclear risk of bias Bretlau 2008, Concerto 2015, Hoppner 2003, Zheng 2010 did not adequately describe blinding of outcome assessment. Dell’Osso 2015, Fitzgerald 2013, Hu 2016, Isenberg 2005, Karamustafalioglu 2010, Rossini 2010 also did not describe methods to maintain the outcome assessment blinded.
Incomplete outcome data Low risk of bias
Sixty-four studies had a low risk of attrition bias, because: • 13 studies were analysed on an intention-to-treat basis (Anderson 2007, Avery 2006,
Blumberger 2012, Brunelin 2014, Duprat 2016, Fitzgerald 2009, Fitzgerald 2006, George 2010, Herwig 2007, Huang 2012, Loo 2007, Mogg 2008, Rossini 2005b)
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• 31 studies adequately reported and dealt with attrition (Aguirre 2011, Baeken 2013, Bakim 2012, Blumberger 2016, Boutros 2002, Bretlau 2008, Chen 2013, Chistyakov 2015, Fitzgerald 2008, Fitzgerald 2013, Fitzgerald 2003, Fitzgerald 2011, Fitzgerald 2012, Fitzgerald 2016, George 2000, Haussman 2004, Holtzheimer 2004, Hu 2016, Klein 1999, Koerselman 2004, Loo 2003, Martinot 2010, McDonald 2006, Leuchter 2015, Levkovitz 2015, O’Reardon 2007, Padberg 2002, Prasser 2014, Rossini 2005a, Speer 2014, Zhang 2011).
• 20 studies reported no losses to follow-up (Concerto 2015, Eche 2012, Eschweiler 2000, Garcia-Toro 2006, George 1997, Jakob 2008, Kauffmann 2004, Kazemi 2016, Krstic 2014, Li 2014, Loo 1999, Mosimann 2004, Nahas 2003, Pallanti 2010, Rossini 2010, Stern 2007, Su 2005, Szuba 2001, Triggs 2010, Zheng 2015).
High risk of bias Two studies had a very high attrition rate (Berman 2000, Januel 2006), and two studies excluded the dropouts participants from analysis (Kreuzer 2015, Dell’Osso 2015).
Unclear risk of bias
Thirteen studies had an unclear risk of attrition bias because reasons for loss to
follow-up or the handling of missing data were not consistently indicated or were unreported (Garcia-Anaya 2011, Garcia-Toro-JNNP 2001, Garcia-Toro-JAD 2001, Hansen 2004, Hernandez-Ribas 2013, Herwig 2003, Hoppner 2003, Isenberg 2005, Karamustafalioglu 2010, Lingerswaran 2011, Plewnia 2014, Rumi 2005, Zheng 2010).
Selective reporting
Low risk of bias Seventy-nine studies had a low risk of reporting bias as they fully reported all the primary clinical outcomes.
Unclear risk of bias Two studies (George 1997, Karamustafalioglu 2010) had an unclear risk ok bias.
Overall risk of bias Low risk of bias Seventeen studies had low overall risk of bias (Avery 2006, Blumberger 2012, Blumberger 2016, Boutros 2002, Fitzgerald 2006, Fitzgerald 2009, Fitzgerald 2011, Fitzgerald 2012, Fitzgerald 2016, George 2010, Kazemi 2016, Leuchter 2015, Levkovitz 2015, Martinot 2010, Mogg 2008, Nahas 2003 and Rossini 2005a).
High risk of bias
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9 studies had high overall risk of bias (Berman 2000, Dell’Osso 2015, Fitzgerald 2013, Garcia -Toro 2006, Garcia-Toro-JNP 2001, Isenberg 2005, Januel 2006, Kreuzer 2015, Rossini 2010).
The remainder (55 studies) had unclear overall risk of bias.
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eTable 1. Characteristics of the 81 included studies in the network meta-analysis.
Author
Group 1
Group 2
Group 3
Sample size
Interventi on
%
Fem ales
Mean Age
Only TRD/fa
iled trials
DLPF C
positio n
Group 1
Group 2
Group 3
Sessi ons
Hz
% MT
Total pulses
Hz
% MT
Total pulses
Sham method
Aguirre et al., 20118
LF
Sham
34
Add-on
67
47.5
Yes/1
5 cm
20
1
110
24000
Sham
Anderson et al., 20079
HF
Sham
25
Add-on
64
47
Yes/nd
5 cm
12
10
110
12000
Sham
Avery et al., 200610
HF
Sham
68
Mono
56
44.2
Yes/2
5 cm
15
10
110
24000
Angled
Baeken et al., 201311
aTMS
Sham
21
Add-on
61
49
Yes/2
NN
20
20
110
31200
Angled
Bakim et al., 201212
HF
Sham
23
Add-on
88
42.5
Yes/2
5 cm
30
20
110
24000
Angled
Berman et al., 2000 13
HF
Sham
20
Add-on
30
42.3
Yes/1
5 cm
10
20
80
8000
Angled
Blumberger et al., 2012 14
HF
Bi
Sham
68
Add-on
58
51
Yes/2
5 cm
15
10
110
21750
1/10
100/120
6300/15000
Angled
Blumberger et al., 201615
HF
Bi
Sham
121
Add-on
64
47
Yes/2
NN
15
10
120
31500
1/10
120 / 120
9000/22500
Angled
Boutros et al., 200216
HF
Sham
21
Add-on
24
50.6
Yes/2
5 cm
10
20
80
8000
Angled
Bretlau et al., 2008 17 HF Sham 49 Aug 62 55.4 Yes/1
5 cm
15
8
90
19200
Others
Brunelin et al., 201418
LF
Sham
101
Aug
60
54
Yes/1
6 cm
10-30
1
120
3600-10800
Sham
Chen et al., 2013 19 HF Sham 21 Add-on 54 45.8 Yes/2 5 cm 10
20
90
8000
Angled
Chistyakov et al., 201520
TBS
Sham
29
Add-on
62
51.8
No
5 cm
10
@
100*
@
Sham
Concerto et al., 2015 21 HF Sham 30 Add-on 43 52 Yes/3
5 cm
20
10
120
60000
Angled
Dell’Osso et al., 2015 22
HF
LF
33
Add-on
49
50.9
Yes/1
5 cm
20
10
80
15000
1
110
16500
.
Duprat et al., 2016 23 TBS Sham 50 Mono . . Yes/1 NN 20
!!!!
110
32400
Others
Eche et al., 2012 24 LF HF 14 Aug 57 48.1 Yes/1 5 cm 20
1
100
2400
10
100
40000
.
Eschweiler et al., 2000 25 HF Sham 12 Add-on . . Yes/1
5 cm
10
10
90
20000
Angled
Fitzgerald et al., 2011 26
LF
Bi
142
Add-on
67
47.2
Yes/2
6 cm
20
1
110
18000
1 / 10
110
18000
.
Fitzgerald et al., 200327
HF
LF
Sham
60
Add-on
47
45
Yes/2
5 cm
10
10
100
10000
1
100
3000
Angled
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Fitzgerald et al., 200628
Bi
Sham
50
Add-on
62
45.5
Yes/2
5 cm
10
1 / 10
110 / 100
4200 / 7500
Angled
Fitzgerald et al., 200829
pTMS
LF
60
Add-on
58
45.2
Yes/2
5 cm
10
%
%
%
1
110
9000
Angled
Fitzgerald et al., 2009 30
HF
LF
27
Add-on
40
44
Yes/2
5 cm
15
10
100
22500
1
110
10800
.
Fitzgerald et al., 201231
HF
Bi
Sham
66
Add-on
56
42.9
Yes/2
NN
15
10
120
22500
1/10
120
13500/ 22500
Angled
Fitzgerald et al., 201332
Bi
pTMS
179
Add-on
69
47.3
Yes/2
6 cm
20
1/10
110/110
18000/15000
%
%
%
.
Fitzgerald et al., 201633
Bi
Sham
46
Add-on
59
47.9
Yes/2
NN
20
1/10
110/110
20000/20000
Angled
García-Anaya et al., 2011 34
HF LF 20 . 70 31.8 No 5 cm 15
5
100
22500
1
100
13500
.
Garcia-Toro et al, 200635
Bi
Sham
30
Add-on
50
49
Yes/2
EEG
10
1 / 20
110
18000 / 12000
Angled
Garcia-Toro et al., 2001 36
HF
Sham
40
Add-on
43
50.7
Yes/2
5 cm
10
20
90
12000
Angled
Garcia-Toro et al., 2001 37
HF
Sham
28
Aug
54
44.1
No
5 cm
10
20
90
12000
Angled
George et al., 199738 HF Sham 12 . 92 41.8 . 5 cm 10
20
80
8000
Angled
George et al., 2000 39
HF
Sham
30
Mono
63
44.5
No
5 cm
10
5/20
100
16000
Angled
George et al., 2010 40
HF
Sham
199
Mono
57
47.1
Yes/1
MRI
15
10
120
45000
Sham
Hansen et al., 2004 41 HF Sham 13 Add-on 31 44.4 No 5 cm 15
10
90
30000
Angled
Hausmann et al., 2004 42 HF Bi Sham 41 Aug 61 46.5 No MRI 10
20
100
20000
1/20
120/100
26000/ 20000
Others
Hernandez-Ribas et al., 2013 43
HF
Sham
21
Add-on
76
46
Yes/1
5 cm
15
15
100
22500
Angled
Herwig et al., 200344
HF
Sham
25
Add-on
60
44.7
No
NN
10
15
110
30000
Others
Herwig et al., 200745
HF
Sham
127
Aug
60
49.5
Yes/2
EEG
15
10
110
30000
Angled
Holtzheimer et. al.,200446
HF Sham 15 Mono 49 43.7 Yes/2 5 cm 10
10
110
16000
Angled
Hoppner et al., 200347
LF
Sham
20
Add-on
75
54
No
5 cm
10
1
110
1200
Angled
Hu et al., 2016 48 LF HF Sham 38 Aug 51 26.4 No 5 cm 20
1
80
24000
10
80
24000
Angled
Huang et al., 201249
HF
Sham
60
Aug
70
32
No
5 cm
10
10
90
8000
Angled
Isenberg et al., 2005 50
HF
LF
28
Add-on
73
49.4
Yes/2
5 cm
20
20
80
40000
1
110
2400
.
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Jakob et al., 2008 51 HF HF Sham 36 Add-on 50 . No . 10
20
100
20000
50
100
20000
Sham
Januel et al., 2006 52
LF
Sham
27
Mono
78
37.8
Yes/2
5 cm
16
1
80
1920
Sham
Karamustafalioglu et al., 2010 53
HF HF Sham 35 Add-on . . Yes/nd . 30
20
80
24000
20
110
24000
.
Kauffmann et.al., 2004 54 LF Sham 12 Add-on . . Yes/2 5 cm 10
1
110
1200
Angled
Kazemi et al., 2016 55 LF Bi 30 Add-on 56 35.4 No 5 cm 20
1
120
50000
1/10
120/100
30000/ 75000
.
Klein et al., 199956
LF
Sham
67
Add-on
75
60
Yes/2
6 cm
10
1
110
1200
Angled
Koerselman et al., 2004 57 HF Sham 52 Add-on . 48.3 . 5 cm
10
20
80
8000
Angled
Kreuzer et al., 201558
HF
Sham
30
Add-on
59
45.1
No
6 cm
15
10
110
30000
Sham
Krstic et al., 2014 59 LF Sham 19 Add-on 100 48.8 Yes/2 5 cm 10
1
110
3000
Angled
Leuchter et al., 201560 sTMS Sham 202 Mono 60 45.9 No IAF+ 30 IAF + Sham
Levkovitz et al., 2015 61
dTMS
Sham
212
Mono
52
46.4
Yes/1
6 cm
25
18
120
49500
Sham
Li et al., 201462
TBS
Sham
60
Add-on
66
47.1
Yes/2
NN
10
#
80*
#
Angled
Lingeswaran et al., 2011 63 HF Sham 29 Add-on 61 35.9 No 5 cm
12
10
100
6000
Angled
Loo et al., 1999 64 HF Sham 18 . . 48.3 Yes/nd 5 cm 10
10
110
15000
Angled
Loo et al., 2003 65 Bi Sham 19 Add-on 63 51.2 Yes/1 5 cm 15
15/15
90/90
27000/27000
Others
Loo et al., 200766
HF
Sham
38
Add-on
47
47
Yes/2
5 cm
20
10
110
30000
Others
Martinot et al., 201067
HF
Sham
33
Add-on
64
47.1
Yes/2
5 cm
10
10
90
16000
Sham
McDonald et al., 2006 68
Bi
Sham
62
Add-on
51
51
Yes/3
5 cm
10
1/10
110
6000 / 10000
Angled
Mogg et al., 200869
HF
Sham
59
Add-on
62
53.5
Yes/nd
5 cm
10
10
110
10000
Sham
Mosimann et al. 2004 70 HF Sham 24 Add-on 42 61.6 Yes/2 5 cm 10
20
100
16000
Angled
Nahas et al., 200371
HF
Sham
23
Add-on
61
43
No
5 cm
10
5
110
16000
Angled
O’Reardon et al., 2007 72
HF
Sham
301
Mono
53
48.3
Yes/1
5 cm
20
10
120
60000
Sham
Padberg et al., 2002 73
HF
Sham
20
Add-on
65
55
Yes/2
5 cm
10
10
100
15000
Angled
Pallanti et al., 201074
LF
Bi
Sham
60
Add-on
58
48
Yes/2
5 cm
15
1
110
6300
1/10
110/100
6300/15000
Sham
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Plewia et al., 2014 75
TBS
Sham
32
Add-on
62.5
47.5
No
EEG
30
$
80
$
Angled
Prasser et al., 2014 76
Bi
Sham
34
Add-on
50
46.5
Yes/nd
6 cm
15
1/10
110
15000
Sham
Rossini et al., 2005 77
HF
Sham
35
Add-on
65
57
Yes/2
5 cm
10
15
100
6000
Angled
Rossini et al., 2005 78
HF
Sham
99
Aug
79
47.4
No
5 cm
10
15
100
9000
Angled
Rossini et al., 2010 79
HF
LF
74
Add-on
71
53.5
Yes/1
5 cm
10
15
100
6000
1
100
9000
.
Rumi et al., 2005 80
HF
Sham
48
Aug
81
39
Yes/2
5 cm
20
5
120
25000
Sham
Speer et al., 2014 81 LF HF Sham 24 Mono 54 41.8 Yes/2 5 cm 15
1
110
24000
20
110
24000
Angled
Stern et al., 200782
HF
LF
Sham
35
Mono
73
53
Yes/1
5 cm
10
10
110
16000
1
110
16000
Angled
Su et al., 200583
HF
Sham
30
Add-on
73
43
Yes/2
5 cm
10
5/20
100
16000
Angled
Szuba et al., 2001 84 HF Sham 14 Mono 57 37.4 No . 10
10
100
10000
Angled
Triggs et al., 2010 85
HF
Sham
32
Add-on
62
45
Yes/2
5 cm
10
5
100
20000
Sham
Zhang et al., 2011 86
HF
Sham
28
Add-on
28
46
Yes/2
.
20
10
110
30000
Angled
Zheng et al., 2010 87
HF
Sham
34
Add-on
36
27.2
Yes/2
5 cm
20
15
110
60000
Angled
Zheng et al., 2015 88 HF Sham 32 Add-on 34 26.9 Yes/2 5 cm 20
15
110
60000
Angled
DLPFC: dorsolateral prefrontal córtex; MT: motor threshold; LF: low frequency; HF: high frequency; Bi: bilateral; TRD: treatment resistant depression; nd: not defined; Mono: monotherapy; Aug: augmentation; aTMS: accelerated
HF-transcranial magnetic stimulation; NN neuronavigation; TBS: theta burst stimulation; pTMS priming transcranial magnetic stimulation; EEG: electroencephalography; MRI: magnetic resonance imaging; @ Right-sided cTBS:
3600 stimuli delivered in 4 consecutive trains of 900 stimuli. * active motor threshold (aMT). !!! 1620 pulses per session in 54 triplet bursts with train duration of 2 seconds and an intertrain interval of 8 seconds. % LF protocol
primed with 20 trains of 5 s duration at 6 Hz and 90% of the RMT. + Please check the original study for more details regarding the IAF protocol. # Left-sided iTBS: 2s train every 10s for 570s (1800 pulses). Right-sided cTBS:
continuously for 120s (1800 pulses). $ Left-sided iTBS: 2 trains of 600 stimuli, 20 times for 2s, every 10s. Right-sided cTBS: continuously for 40s. For all studies, TBS consisted of 3-pulse 50Hz bursts every 200ms at 5
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eTable 2. Relative odds ratios (OR) with 95% confidence intervals (CI) estimated from standard pairwise meta-analysis for every available direct comparison between the 9 interventions with respect to response. Heterogeneity standard deviation (𝜏𝜏) has been estimated using the methods of moments and is reported only for comparisons for which is estimable and larger than 0.
Comparison Study OR (95% CI) Comparison Study OR (95% CI) LF vs pTMS Fitzgerald (2008) 3.25 (0.89 - 11.9)
Bilateral vs HF
Blumberger (2012) 0.08 (0.01 - 0.67)
Bilateral vs pTMS Fitzgerald (2013) 0.93 (0.51 - 1.67) Fitzgerald (2012) 0.29 (0.01 - 7.56)
Sham vs TBS
Plewnia (2014) 3.86 (0.86 - 17.32) Blumberger (2016) 0.61 (0.19 - 1.90)
Li (2014) 5.20 (1.05 - 25.77) Hausmann (2004) 1.56 (0.34 - 7.11)
Chistyakov (2015) 1.25 (0.26 - 6.07) Summary 0.5 (0.15 - 1.6) Prasser (2014) 1.67 (0.34 - 8.26) 𝜏𝜏 = 0.58, 𝛪𝛪2 = 42% (0%, 80%) Summary 2.57 ( 1.17 - 5.62)
Bilateral vs Sham
Blumberger (2012) 0.18 (0.04 - 0.93) HF vs Sham
Anderson (2007) 0.08 (0.01 - 0.78) Fitzgerald (2012) 0.35 (0.01 - 9.08)
Avery (2006) 0.14 (0.03 - 0.7) Fitzgerald (2006) 0.11 (0.02 - 0.57)
Bakim (2012) 0.08 (0.01 - 0.56) Garcia-Toro (2006) 0.18 (0.01 - 3.59)
Blumberger (2012) 2.30 (0.19 - 27.30) McDonald (2006) 0.36 (0.04 - 3.16)
Fitzgerald (2003) 1.0 (0.02 - 52.85) Pallanti (2010) 0.44 (0.07 - 2.76)
Fitzgerald (2012) 1.2 (0.02 - 62.92) Prasser (2014) 0.31 (0.07 - 1.5)
George (2000) 0.06 (0.00 - 1.18) Fitzgerald (2016) 0.30 (0.03 - 3.16)
George (2010) 0.3 (0.1 - 0.87) Blumberger (2016) 0.18 (0.04 - 0.88) Hernandez-Ribas (2013) 0.16 (0.02 - 1.07) Hausmann (2004) 1.00 (0.22 - 4.47)
Herwig (2003) 0.08 (0.00 - 1.77) Loo (2003) 0.39 (0.3 - 5.21)
Herwig (2007) 1.01 (0.47 - 2.14) Summary 0.3 (0.17 - 0.52)
Loo (2007) 0.36 (0.08 - 1.72)
HF vs LF
Fitzgerald (2003) 3.15 (0.12 - 82.17)
Mogg (2008) 0.25 (0.06 - 1.03) Fitzgerald (2009) 1.07 (0.23 - 5.02)
Nahas (2003) 0.88 (0.16 - 4.87) Rossini (2010) 0.7 (0.27 - 1.81)
O' Reardon (2007) 0.49 (0.27 - 0.89) Stern (2007) 1.00 (0.18 - 5.47)
Padberg (2002) 0.10 (0.01 - 2.28) Isenberg (2005) 0.72 (0.15 - 3.54)
Rossini (a) (2005) 0.04 (0.00 - 0.37) DellOsso (2015) 0.69 (0.16 - 2.99)
Rossini (b) (2005) 0.73 (0.31 - 1.72) Eche (2012) 0.50 (0.06 - 4.47)
Rumi (2005) 0.04 (0.01 - 0.35) Speer (2014) 1.00 (0.02 - 56.46)
Stern (2007) 0.02 (0.00 - 0.48) Hu (2016) 1.13 (0.21 - 6.05)
Su (2005) 0.07 (0.01 - 0.70) GarcÌa-Anaya (2011) 1.00 (0.02 - 55.27)
Triggs (2010) 1.04 (0.22 - 4.91) Summary 0.83 (0.49 - 1.41) Zhang (2011) 0.42 (0.1 - 1.91) Bilateral vs
LF Fitzgerald (2011) 0.95 (0.49 - 1.83)
Zheng (2010) 0.04 (0.00 - 0.39) Pallanti (2010) 2.15 (0.52 - 9.00)
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Kreuzer (2015) 1.00 (0.17 - 5.99) Kazemi (2016) 0.22 (0.04 - 1.11)
Berman (2000) 0.3 (0.01 - 8.33) Summary 0.84 (0.30 - 2.32) Boutros (2002) 1.43 (0.16 - 12.7) 𝜏𝜏 = 0.45, 𝛪𝛪2 = 54% (0%, 87%) Garcia-Toro-JNNP (2001) 0.66 (0.11 - 4.00) Sham vs
aTMS Baeken (2013) 2.25 (0.17 - 29.77)
Garcia-Toro-JAD (2006) 0.11 (0.01 - 1.00) Bilateral vs
TBS Prasser (2014) 0.52 (0.13 - 2.1)
Huang (2012) 0.65 (0.23 - 1.86) sTMS vs Sham Leuchter (2015) 0.92 (0.46 - 1.87)
Martinot (2010) 0.25 (0.05 - 1.17) dTMS vs Sham Levkovitz (2015) 0.67 (0.38 - 1.2)
Blumberger (2016) 0.29 (0.06 - 1.54) LF vs Sham
Aguirre (2011) 0.33 (0.06 - 1.97)
Hausmann (2004) 0.64 (0.14 - 2.94) Brunelin (2014) 1.15 (0.60 - 2.22)
Holtzheimer (2004) 0.88 (0.02 - 50.19) Fitzgerald (2003) 0.32 (0.01 - 8.26)
Mosimann (2004) 0.51 (0.02 - 13.84) Hoppner (2003) 2.33 (0.37 - 14.61)
Speer (2014) 1.00 (0.02 -56.46) Klein (1999) 0.34 (0.12 - 0.96)
Koerselman (2004) 1.00 (0.02 - 52.29) Pallanti (2010) 0.21 (0.04 - 1.16)
George (1997) 0.39 (0.01 - 11.76) Stern (2007) 0.02 (0.00 - 0.48)
Zheng (2015) 0.05 (0.01 - 0.46) Januel (2006) 0.04 (0.00 - 0.41)
Chen (2013) 0.1 (0.01 - 0.74) Kauffmann (2004) 0.5 (0.05 - 5.15)
Hu (2016) 0.8 (0.16 - 4.12) Krstic (2014) 0.1 (0.00 - 2.14) Karamustafalioglu (2010) 0.06 (0.01 - 0.34) Speer (2014) 1.00 (0.02 - 56.46)
Concerto (2015) 0.01 (0.0 - 0.26) Hu (2016) 0.71 (0.14 - 3.61)
Summary 0.31 (0.22 - 0.43) Summary 0.40 (0.2 - 0.82)
𝜏𝜏 = 0.37, 𝛪𝛪2 = 34% (4%, 55%) 𝜏𝜏 = 0.59, 𝛪𝛪2 = 46% (0%, 72%)
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eTable 3. Relative odds ratios (OR) with 95% confidence intervals (CI) estimated from standard pairwise meta-analysis for every available direct comparison between the 9 interventions with respect to acceptability. Heterogeneity standard deviation (𝜏𝜏) has been estimated using the methods of moments and is reported only for comparisons for which is estimable and larger than 0.
Comparison Study OR (95%CI) Comparison Study OR (95%CI) LF vs pTMS Fitzgerald (2008) 0.19 (0.01 - 4.06)
Bilateral vs HF
Blumberger (2012) 3.67 (1.1 - 12.25)
Bilateral vs pTMS Fitzgerald (2013) 0.45 (0.16 - 1.25) Fitzgerald (2012) 0.11 (0.01 - 2.34)
HF vs Sham
Anderson (2007) 0.79 (0.1 - 6.50) Blumberger (2016) 0.52 (0.14 - 1.95)
Avery (2006) 1.07 (0.20 - 5.70) Hausmann (2004) 1.08 (0.1 - 11.79)
Bakim (2012) 0.92 (0.02 - 50.28) Summary 0.937 0.236 3.727 Blumberger (2012) 0.47 (0.14 - 1.55) 𝜏𝜏 = 1.08, 𝛪𝛪2 = 58% (0%, 86%) Fitzgerald (2003) 1.00 (0.02 - 52.85)
Bilateral vs Sham
Blumberger (2012) 1.71 (0.48 - 6.11)
Fitzgerald (2012) 9.80 (0.48 - 202.03) Fitzgerald (2012) 1.11 (0.22 - 5.61)
George (2000) 1.95 (0.04 - 105.52) Fitzgerald (2006) 7.93 (0.39 - 162.07)
George (2010) 0.70 (0.34 - 1.46) Garcia-Toro (2006) 1.95 (0.04 - 105.52) Hernandez-Ribas (2013) 0.91 (0.02 - 0.26) McDonald (2006) 4.04 (0.08 - 213.74)
Herwig (2003) 1.08 (0.02 - 58.66) Pallanti (2010) 1.00 (0.02 - 52.85)
Herwig (2007) 1.18 (0.47 - 2.96) Prasser (2014) 1.00 (0.1 - 10.57)
Loo (2007) 3.00 (0.29 - 31.63) Fitzgerald (2016) 1.00 (0.18 - 5.56)
Mogg (2008) 0.96 (0.18 - 5.21) Blumberger (2016) 0.66 (0.19 - 2.27)
Nahas (2003) 0.92 (0.02 - 50.28) Hausmann (2004) 0.31 (0.01 - 8.29)
O' Reardon (2007) 1.07 (0.46 - 2.46) Loo (2003) 5.59 (0.23 - 133.61)
Padberg (2002) 1.00 (0.02 - 55.27) Summary 1.22 (0.66 - 2.24) Rossini (a) (2005) 3.36 (0.13 - 88.39)
HF vs LF
Fitzgerald (2003) 1.00 (0.02 - 52.85)
Rossini (b) (2005) 1.02 (0.28 - 3.78) Fitzgerald (2009) 1.44 (0.03 - 77.68)
Rumi (2005) 0.92 (0.02 - 48.25) Rossini (2010) 0.77 (0.02 - 39.57)
Stern (2007) 2.17 (0.08 - 58.76) Stern (2007) 1.00 (0.02 - 55.27)
Su (2005) 1.95 (0.04 - 105.52) Isenberg (2005) 1.00 (0.02 - 53.89)
Triggs (2010) 1.28 (0.02 - 68.26) DellOsso (2015) 2.12 (0.2 - 22.9)
Zhang (2011) 1.00 (0.02 - 53.89) Eche (2012) 0.77 (0.01 - 43.93)
Zheng (2010) 1.26 (0.02 - 67.08) Speer (2014) 1.00 (0.02 - 56.46)
Kreuzer (2015) 8.68 (0.41 - 184.28) Hu (2016) 0.92 (0.05 - 16.49)
Berman (2000) 1.00 (0.02 - 55.27) GarcÌa-Anaya (2011) 1.00 (0.02 - 55.27)
Boutros (2002) 3.14 (0.24 - 41.51) Summary 1.15 (0.38 - 3.53) Garcia-Toro-JNNP (2001) 1.00 (0.02 - 54.83) Bilateral vs
LF Fitzgerald (2011) 2.61 (1.16 - 5.89)
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Garcia-Toro-JAD (2006) 3.46 (0.82 - 14.59) Pallanti (2010) 1.00 (0.02 - 52.85)
Huang (2012) 1.00 (0.13 - 7.61) Kazemi (2016) 1.00 (0.02 - 53.66)
Martinot (2010) 0.43 (0.02 - 11.23) Summary 2.43 (1.11 - 5.3)
Blumberger (2016) 1.25 (0.31 - 5.04) Bilateral vs TBS Prasser (2014) 0.29 (0.01 - 7.44)
Hausmann (2004) 0.29 (0.01 - 7.70) sTMS vs Sham Leuchter (2015) 0.84 (0.48 - 1.47)
Holtzheimer (2004) 0.36 (0.03 - 5.11) dTMS vs Sham Levkovitz (2015) 1.53 (0.70 - 3.34)
Mosimann (2004) 1.63 (0.03 - 89.28) LF vs Sham
Aguirre (2011) 1.29 (0.08 - 22.42)
Speer (2014) 3.40 (0.12 - 96.70) Brunelin (2014) 1.22 (0.59 - 2.5)
Koerselman (2004) 2.08 (0.18 - 24.51) Fitzgerald (2003) 1.00 (0.02 - 52.85)
George (1997) 1.36 (0.02 - 79.96) Hoppner (2003) 1.00 (0.05 - 18.57)
Loo (1999) 1.00 (0.02 - 55.8) Klein (1999) 2.19 (0.19 - 25.3)
Zheng (2015) 1.28 (0.02 - 68.26) Pallanti (2010) 1.00 (0.02 - 52.85)
Chen (2013) 3.00 (0.11 - 82.4) Stern (2007) 2.17 (0.08 - 58.76)
Jakob (2008) 1.96 (0.04 - 104.76) Kauffmann (2004) 1.36 (0.02 - 79.96)
Szuba (2001) 1.73 (0.03 - 99.95) Krstic (2014) 1.35 (0.02 - 75.28)
Hansen (2004) 0.07 (0.00 - 1.67) Speer (2014) 3.40 (0.12 - 96.70)
Lingeswaran (2011) 0.64 (0.11 - 3.91) Hu (2016) 1.00 (0.06 - 17.90)
Bretlau (2008) 0.32 (0.03 - 3.30) Summary 1.30 (0.72 - 2.34) Hu (2016) 0.92 (0.05 - 16.49)
Sham vs TBS
Plewnia (2014) 1.71 (0.40 - 7.27)
Eschweiler (2000) 1.36 (0.02 - 79.96) Li (2014) 0.34 (0.01 - 17.91) Karamustafalioglu (2010) 1.88 (0.04 - 100.56) Chistyakov (2015) 0.29 (0.01 - 7.74)
Concerto (2015) 1.00 (0.02 - 53.66) Prasser (2014) 0.29 (0.01 - 7.44)
Summary 1.04 (0.78 - 1.40) Duprat (2016) 7.93 (0.39 - 162.07) Sham vs aTMS Baeken (2013) 1.00 (0.02 - 55.27) Summary 1.24 (0.42 - 3.71)
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eTable 4. Relative odds ratios (OR) with 95% confidence intervals (CI) estimated from standard pairwise meta-analysis for every available direct comparison between the 9 interventions with respect to remission. Heterogeneity standard deviation (𝜏𝜏) has been estimated using the methods of moments and is reported only for comparisons for which is estimable and larger than 0.
Comparison Study OR (95%CI) Comparison Study OR (95%CI) Bilateral vs pTMS Fitzgerald (2013) 1.04 (0.57 - 1.89)
Bilateral vs Sham
Blumberger (2012) 0.1 (0.01 - 0.87)
Sham vs TBS Plewnia (2014) 3.37 (0.68 - 16.65) Fitzgerald (2012) 1.1 (0.02 - 57.88) sTMS vs Sham Leuchter (2015) 1.17 (0.46 - 3.02) Fitzgerald (2006) 0.03 (0.00 - 0.63)
HF vs Sham
Avery (2006) 0.13 (0.01 - 1.08) Garcia-Toro (2006) 1.95 (0.04 - 105.52)
Bakim (2012) 0.08 (0.01 - 0.81) Pallanti (2010) 0.47 (0.04 - 5.69)
Blumberger (2012) 1.1 (0.06 - 18.64) Blumberger (2016) 0.10 (0.01 - 0.84) Fitzgerald (2012) 1.2 (0.02 - 62.92) Summary 0.17 (0.06 - 0.52) George (2010) 0.33 (0.11 - 0.96)
HF vs LF
Fitzgerald (2009) 2.48 (0.43 - 4.34) Loo (2007) 0.56 (0.08 - 3.79) Stern (2007) 0.34 (0.04 - 2.87) Mogg (2008) 0.35 (0.08 - 1.51) Isenberg (2005) 0.61 (0.09 - 4.37) O' Reardon (2007) 0.40 (0.19 - 0.87) DellOsso (2015) 0.61 (0.08 - 4.98) Padberg (2002) 0.16 (0.01 - 3.85) Speer (2014) 1.00 (0.02 - 56.46) Rossini (a) (2005) 0.03 (0.00 - 0.55) Hu (2016) 0.90 (0.14 - 5.65) Rossini (b) (2005) 0.5 (0.22 - 1.11) Summary 0.86 (0.37 - 2.01) Rumi (2005) 0.12 (0.03 - 0.52)
Bilateral vs LF
Fitzgerald (2011) 0.83 (0.41 - 1.66) Stern (2007) 0.07 (0.00 - 1.52) Pallanti (2010) 3.86 (0.67 - 22.11) Su (2005) 0.05 (0.00 - 0.92) Kazemi (2016) 1.00 (0.23 - 4.31) Kreuzer (2015) 0.69 (0.13 - 3.79) Summary 1.11 (0.52 - 2.38) Boutros (2002) 1.38 (0.07 - 25.43) 𝜏𝜏 = 0.12, 𝛪𝛪2 = 22% (0%, 92%) Huang (2012) 0.53 (0.17 - 1.62) dTMSG Levkovitz (2015) 0.41 (0.21 - 0.8) Blumberger (2016) 0.31 (0.03 - 3.1)
LF vs Sham
Aguirre (2011) 1.29 (0.07 - 22.42) Holtzheimer (2004) 0.88 (0.02 - 50.19) Brunelin (2014) 1.46 (0.75 - 2.85) Mosimann (2004) 1.63 (0.03 - 89.28) Klein (1999) 0.27 (0.09 - 0.81) Speer (2014) 1.00 (0.02 - 56.46) Pallanti (2010) 0.12 (0.01 - 1.14) Koerselman (2004) 1.00 (0.02 - 52.29) Stern (2007) 0.20 (0.01 - 5.54) George (1997) 0.39 (0.01 - 11.76) Januel (2006) 0.04 (0.00 - 0.41) Hu (2016) 0.55 (0.07 - 4.01) Kauffmann (2004) 0.19 (0.01 - 2.66)
Summary 0.37 (0.26 - 0.52) Krstic (2014) 1.35 (0.02 - 75.28)
Bilateral vs HF
Blumberger (2012) 0.09 (0.01 - 0.79) Speer (2014) 1.00 (0.02 - 56.46) Fitzgerald (2012) 0.92 (0.02 - 48.25) Hu (2016) 0.61 (0.08 - 4.41) Blumberger (2016) 0.32 (0.08 - 1.33) Summary 0.40 (0.17 - 0.98) Summary 0.25 (0.08 - 0.77) 𝜏𝜏 = 0.80, 𝛪𝛪2 = 49% (0%, 75%)
Sham vs aTMS Baeken (2013) 1.00 (0.02 - 55.27)
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eTable 5. Relative odds ratios estimated from the network meta-analysis comparing every pair of the 9 interventions with respect to remission (lower triangle) and acceptability (upper triangle). Values larger than 1 favor the intervention in the left for remission and the intervention in the right for acceptability. The interventions in the diagonal have been ordered according to their estimated relative ranking for remission. Values in parenthesis are the 95% confidence intervals and 𝜏𝜏 is the heterogeneity standard deviation for each outcome. Cells in gray correspond to statistically significant relative effects.
Drop-out rate, 𝝉𝝉 = 𝟎𝟎 Bilateral
TMS 2.33
(0.88,6.18) 0.54
(0.17,1.75) 0.68
(0.41,1.14) 0.62
(0.36,1.07) 0.98
(0.39,2.44) 0.64
(0.01,36.25) 0.53
(0.25,1.12) 0.64
(0.39,1.03) 0.96
(0.30,3.06) pTMS 0.23 (0.05,1.06)
0.29 (0.10,0.87)
0.27 (0.09,0.80)
0.42 (0.11,1.58)
0.27 (0.00,17.43)
0.23 (0.07,0.77)
0.27 (0.09,0.80)
1.25 (0.16,9.50)
1.30 (0.13,13.39) TBS 1.26
(0.41,3.86) 1.15
(0.36,3.75) 1.81
(0.48,6.86) 1.18
(0.02,75.27) 0.99
(0.29,3.34) 1.18
(0.40,3.49) 1.54
(0.71,3.34) 1.60
(0.40,6.43) 1.23
(0.18,8.47) HF-rTMS 0.92 (0.55,1.54)
1.43 (0.62,3.29)
0.94 (0.02,52.26)
0.78 (0.42,1.47)
0.94 (0.70,1.25)
1.56 (0.77,3.19)
1.62 (0.42,6.30)
1.25 (0.17,8.92)
1.01 (0.55,1.86) LF-rTMS 1.57
(0.63,3.90) 1.02
(0.02,58.09) 0.85
(0.41,1.78) 1.02
(0.64,1.64) 1.72
(0.42,7.10) 1.79
(0.29,11.11) 1.38
(0.15,12.74) 1.12
(0.31,3.97) 1.10
(0.29,4.15) dTMS 0.65 (0.01,38.89)
0.55 (0.21,1.43)
0.65 (0.30,1.42)
4.22 (0.06,281.72)
4.37 (0.06,341.58)
3.37 (0.04,315.48)
2.73 (0.04,174.24)
2.70 (0.04,175.09)
2.45 (0.03,180.62) aTMS 0.84
(0.01,48.01) 1.00
(0.02,55.27) 4.95
(1.03,23.71) 5.13
(0.73,35.96) 3.96
(0.39,40.41) 3.21
(0.76,13.47) 3.17
(0.72,13.99) 2.87
(0.47,17.65) 1.17
(0.02,91.18) sTMS 1.20 (0.68,2.10)
4.22 (1.96,9.05)
4.37 (1.10,17.47)
3.37 (0.52,22.05)
2.73 (1.78,4.20)
2.70 (1.51,4.82)
2.45 (0.74,8.07)
1.00 (0.02,62.31)
0.85 (0.22,3.35) Sham
Remission rate, 𝝉𝝉 = 𝟎𝟎. 𝟓𝟓𝟎𝟎
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eTable 6. Results of the side-splitting approach for inconsistency for all outcomes. For each comparison the direct and indirect estimates (i.e. log-odds ratios) and the respective inconsistency factor (IF) are provided along with their standard errors (SE). P-values smaller than 0.10 correspond to statistically significant IFs (comparisons in red). (A = bilateral rTMS, B = dTMS, C = HF-rTMS, D = LF-rTMS, E = pTMS, F = sTMS, G = Sham, H = TBS, I = aTMS)
Response
Comp Direct SE(dir) Indirect SE(indir) IF SE(IF) P>|z|
G H .9395977 .4686947 .8848252 1.615658 .0547725 1.701493 0.974 A G -1.256336 .3340727 -1.616057 .4781769 .3597207 .5972458 0.547 A C -.6104508 .4959492 -.0869447 .3362143 -.5235061 .60703 0.388 A D -.1484396 .4197802 -.7746332 .3586632 .6261936 .5543196 0.259 A E -.0759863 .5695403 .7285276 .8695781 -.804514 1.039491 0.439
A H -.6384861 .8573344 -.351122 .5937489 -.2873641 1.040683 0.782
C G -1.139858 .1710237 -1.0105 .4707158 -.1293584 .4961956 0.794 C D -.1633636 .3312497 -.3455986 .3166015 .1822349 .4590632 0.691 D G -.8125145 .3046873 -.9341457 .3355812 .1216312 .4512795 0.788 D E 1.178641 .8198368 .3737766 .6391068 .8048639 1.039516 0.439
Acceptability
G H .2181317 .5573489 -1.537053 2.315499 1.755185 2.318464 0.449 A G .1788878 .3120456 .9232772 .4135238 -.7443894 .5226296 0.154 A C .1810542 .4019174 .5491726 .3601898 -.3681184 .547867 0.502 A D .8866398 .3982831 .0834757 .3864053 .8031641 .554922 0.148 A E -.8050688 .5243305 -1.215753 1.595889 .410684 1.679814 0.807 A H -1.002255 1.576048 .8418523 .632759 -1.844107 1.661252 0.267 C G .0352255 .1500544 .6513205 .6387914 -.616095 .6546312 0.347 C D .1394868 .5717886 .0743732 .2980942 .0651136 .6448404 0.920 D G .2680515 .2992831 -.5495423 .4023971 .8175937 .4994025 0.102 D E -1.677272 1.570938 -1.266438 .5950238 -.4108339 1.679848 0.807
Remission
A G -1.860978 .5780641 -1.038708 .5522552 -.8222701 .8420759 0.329 A C -1.479254 .6373556 .1919544 .4777284 -1.671208 .8103051 0.039 A D .1205507 .4049801 -1.595296 .5769581 1.715847 .6894084 0.013 A E .0368777 .5893562 -2.878346 128.9937 2.915224 128.995 0.982 C G -1.052843 .2273716 -.5487892 .7192258 -.504054 .750707 0.502 C D -.1866987 .4901338 .1147457 .4126753 -.3014444 .6413605 0.638 D G -.7393991 .3614578 -1.441906 .4843644 .7025068 .6079902 0.248
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eTable 7. Relative odds ratios estimated from the sensitivity analysis without studies at high risk of overall bias comparing every pair of the 9 interventions with respect to response (lower triangle) and acceptability (upper triangle). Values larger than 1 favor the intervention in the left for response and the intervention in the right for acceptability. The interventions in the diagonal have been ordered according to their estimated relative ranking for response. Values in parenthesis are the 95% confidence intervals and 𝜏𝜏 is the heterogeneity standard deviation for each outcome. Cells in grey correspond to statistically significant relative effects.
Acceptability, 𝝉𝝉 = 𝟎𝟎
pTMS 0.30 (0.01,6.78)
0.20 (0.01,4.65)
0.16 (0.01,4.38)
0.19 (0.00,30.74)
0.19 (0.01,4.06)
0.29 (0.01,7.27)
0.16 (0.01,3.79)
0.19 (0.01,4.31)
2.12 (0.37,12.23)
Bilateral TMS
0.69 (0.41,1.16)
0.55 (0.17,1.77)
0.64 (0.01,36.66)
0.63 (0.36,1.10)
0.99 (0.39,2.48)
0.54 (0.25,1.13)
0.64 (0.39,1.05)
2.56 (0.46,14.32)
1.21 (0.68,2.14) HF-rTMS 0.79
(0.26,2.43) 0.93
(0.02,52.18) 0.91
(0.54,1.56) 1.43
(0.62,3.29) 0.78
(0.41,1.47) 0.93
(0.70,1.25) 3.23
(0.47,22.14) 1.52
(0.57,4.08) 1.26
(0.49,3.22) TBS 1.18 (0.02,75.32)
1.15 (0.35,3.77)
1.81 (0.48,6.87)
0.99 (0.29,3.34)
1.18 (0.40,3.49)
3.63 (0.14,95.06)
1.72 (0.10,29.02)
1.42 (0.09,23.20)
1.13 (0.06,20.75) aTMS 0.98
(0.02,55.68) 1.53
(0.03,91.24) 0.84
(0.01,48.01) 1.00
(0.02,55.27) 3.25
(0.62,16.90) 1.53
(0.84,2.79) 1.27
(0.78,2.07) 1.01
(0.37,2.72) 0.89
(0.05,14.96) LF-rTMS 1.57 (0.62,3.92)
0.85 (0.41,1.80)
1.02 (0.63,1.66)
5.48 (0.69,43.82)
2.59 (0.71,9.41)
2.14 (0.63,7.21)
1.70 (0.39,7.38)
1.51 (0.07,30.66)
1.69 (0.48,5.98) dTMS 0.55
(0.21,1.43) 0.65
(0.30,1.42) 7.54
(0.91,62.68) 3.56
(0.92,13.77) 2.94
(0.82,10.60) 2.34
(0.51,10.72) 2.08
(0.10,43.35) 2.32
(0.61,8.77) 1.38
(0.25,7.56) sTMS 1.20 (0.68,2.10)
8.18 (1.47,45.57)
3.86 (2.24,6.65)
3.19 (2.29,4.44)
2.53 (1.04,6.16)
2.25 (0.14,36.11)
2.52 (1.55,4.08)
1.49 (0.46,4.81)
1.08 (0.31,3.74)
Sham
Response, 𝝉𝝉 = 𝟎𝟎. 𝟓𝟓𝟐𝟐
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eTable 8. Relative odds ratios estimated from the sensitivity analysis using only studies on primary use of rTMS (i.e. on treatment resistant patients and as an add-on intervention) comparing every pair of the 9 interventions with respect to response (lower triangle) and acceptability (upper triangle). Values larger than 1 favor the intervention in the left for response and the intervention in the right for acceptability. The interventions in the diagonal have been ordered according to their estimated relative ranking
for response. Values in parenthesis are the 95% confidence intervals and 𝜏𝜏 is the heterogeneity standard deviation for each outcome. Cells in grey correspond to statistically significant relative effects.
Acceptability, 𝝉𝝉 = 𝟎𝟎
pTMS 0.43 (0.16,1.14)
0.29 (0.10,0.87)
0.23 (0.05,1.06)
0.27 (0.00,17.43)
0.27 (0.09,0.80)
0.42 (0.11,1.58)
0.23 (0.07,0.77)
0.27 (0.09,0.80)
1.09 (0.64,1.88)
Bilateral rTMS
0.68 (0.41,1.14)
0.54 (0.17,1.75)
0.64 (0.01,36.25)
0.62 (0.36,1.07)
0.98 (0.39,2.44)
0.53 (0.25,1.12)
0.64 (0.39,1.03)
1.20 (0.59,2.43)
1.09 (0.66,1.80) HF-rTMS 0.79
(0.26,2.43) 0.94
(0.02,52.26) 0.92
(0.55,1.54) 1.43
(0.62,3.29) 0.78
(0.42,1.47) 0.94
(0.70,1.25) 1.82
(0.57,5.79) 1.67
(0.59,4.68) 1.52
(0.53,4.38) TBS 1.18 (0.02,75.27)
1.15 (0.36,3.75)
1.81 (0.48,6.86)
0.99 (0.29,3.34)
1.18 (0.40,3.49)
2.53 (0.17,36.67)
2.31 (0.17,31.92)
2.12 (0.16,28.75)
1.39 (0.09,22.19) aTMS 0.98
(0.02,55.58) 1.53
(0.03,91.24) 0.84
(0.01,48.01) 1.00
(0.02,55.27) 1.46
(0.76,2.80) 1.33
(0.85,2.08) 1.22
(0.77,1.91) 0.80
(0.28,2.31) 0.57
(0.04,7.91) LF-rTMS 1.57 (0.63,3.90)
0.85 (0.41,1.78)
1.02 (0.64,1.64)
- - - - - - dTMS 0.55 (0.21,1.43)
0.65 (0.30,1.42)
- - - - - - - sTMS 1.20 (0.68,2.10)
5.70 (2.86,11.35)
5.21 (3.27,8.30)
4.76 (3.27,6.92)
3.12 (1.14,8.55)
2.25 (0.17,29.77)
3.91 (2.49,6.14) - - Sham
Response, 𝝉𝝉 = 𝟎𝟎
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eTable 9. Relative odds ratios estimated from the sensitivity analysis using only studies with at least 15 sessions comparing every pair of the 9 interventions with respect to response (lower triangle) and acceptability (upper triangle). Values larger than 1 favor the intervention in the left for response and the intervention in the right for acceptability. The interventions in the diagonal have been ordered according to their estimated relative ranking for response. Values in parenthesis are the 95% confidence intervals and 𝜏𝜏 is the heterogeneity standard deviation for each outcome. Cells in grey correspond to statistically significant relative effects.
Acceptability, 𝝉𝝉 = 𝟎𝟎
pTMS 0.45 (0.16,1.25)
0.30 (0.09,0.98)
0.20 (0.04,1.02)
0.31 (0.00,20.37)
0.28 (0.09,0.90)
0.48 (0.12,1.93)
0.26 (0.07,0.94)
0.31 (0.10,0.99)
0.93 (0.25,3.40)
Bilateral rTMS
0.68 (0.38,1.20)
0.44 (0.12,1.59)
0.70 (0.01,40.06)
0.62 (0.35,1.10)
1.07 (0.42,2.74)
0.59 (0.27,1.26)
0.70 (0.42,1.18)
1.20 (0.27,5.26)
1.29 (0.64,2.62) HF-rTMS 0.64
(0.18,2.24) 1.03
(0.02,57.96) 0.92
(0.51,1.64) 1.58
(0.67,3.72) 0.86
(0.44,1.68) 1.03
(0.72,1.47) 1.53
(0.24,9.68) 1.65
(0.44,6.11) 1.28
(0.34,4.75) TBS 1.61 (0.02,105.75)
1.42 (0.39,5.22)
2.46 (0.59,10.28)
1.34 (0.36,5.05)
1.61 (0.48,5.33)
1.79 (0.07,43.39)
1.93 (0.10,35.48)
1.50 (0.08,26.35)
1.17 (0.05,25.88) aTMS 0.89
(0.02,50.65) 1.53
(0.03,91.24) 0.84
(0.01,48.01) 1.00
(0.02,55.27) 1.53
(0.35,6.72) 1.65
(0.82,3.34) 1.28
(0.69,2.37) 1.00
(0.26,3.88) 0.86
(0.05,15.51) LF-rTMS 1.73 (0.68,4.41)
0.94 (0.44,2.03)
1.13 (0.67,1.89)
2.70 (0.38,19.12)
2.91 (0.67,12.58)
2.26 (0.57,8.94)
1.77 (0.29,10.71)
1.51 (0.07,33.93)
1.76 (0.42,7.40) dTMS 0.55
(0.21,1.43) 0.65
(0.30,1.42) 3.71
(0.50,27.42) 4.00
(0.88,18.29) 3.10
(0.74,13.04) 2.43
(0.38,15.41) 2.08
(0.09,47.93) 2.42
(0.55,10.76) 1.38
(0.21,8.99) sTMS 1.20 (0.68,2.10)
4.02 (0.93,17.47)
4.34 (2.20,8.58)
3.37 (2.11,5.36)
2.64 (0.75,9.22)
2.25 (0.13,38.16)
2.63 (1.42,4.86)
1.49 (0.41,5.45)
1.08 (0.28,4.22) Sham
Response, 𝝉𝝉 = 𝟎𝟎. 𝟓𝟓𝟗𝟗
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s e t
im st e s
l ay n a t-
rkm o w t e N
a
si
a
e
Net
wor
k m
eta-
anal
ysis
est
imat
es
eFigure 1
(A) (B)
Direct comparisons in the network Direct comparisons in the network
AvsC AvsD AvsE AvsG AvsH BvsG CvsD CvsG DvsE DvsG FvsG GvsH GvsI AvsC AvsD AvsE AvsG AvsH BvsG CvsD CvsG DvsE DvsG FvsG GvsH GvsI
Mixed estimates Mixed estimates AvsC 8.8 8.2 4.2 26.0 3.4 12.3 29.5 4.2 0.1 3.4 AvsC 7.1 12.3 0.7 27.6 0.9 4.8 36.7 0.7 8.2 0.9 AvsD 6.1 12.7 6.5 21.2 2.8 17.5 11.4 6.5 12.6 2.8 AvsD 5.2 30.2 1.7 25.9 0.8 6.8 1.6 1.7 25.1 0.8 AvsE 1.6 3.4 65.4 5.7 0.7 4.7 3.0 11.4 3.4 0.7 AvsE 0.7 4.1 78.4 3.5 0.1 0.9 0.2 8.5 3.4 0.1 AvsG 7.9 8.6 4.4 37.7 4.9 6.2 14.1 4.4 6.8 4.9 AvsG 7.7 17.2 1.0 41.4 1.3 3.3 11.0 1.0 14.8 1.3 AvsH 4.5 5.0 2.5 21.7 14.5 3.6 8.1 2.5 3.9 33.7 AvsH 4.4 9.9 0.6 23.9 5.2 1.9 6.3 0.6 8.5 38.7 BvsG 100.0 BvsG 100.0 CvsD 3.2 6.2 3.2 5.4 0.7 38.3 22.6 3.2 16.4 0.7 CvsD 3.3 11.1 0.6 8.2 0.3 10.4 36.9 0.6 28.4 0.3 CvsG 4.0 2.1 1.1 6.3 0.8 11.5 64.0 1.1 8.4 0.8 CvsG 3.2 0.3 3.4 0.1 4.6 83.9 4.3 0.1 DvsE 4.1 8.7 29.2 14.5 1.9 11.9 7.8 11.4 8.6 1.9 DvsE 3.1 18.0 37.1 15.5 0.5 4.1 1.0 5.3 15.0 0.5 DvsG 7.1 3.7 9.5 1.2 26.2 26.3 3.7 21.0 1.2 DvsG 2.1 15.5 0.9 13.8 0.4 10.7 12.9 0.9 42.3 0.4 FvsG 100.0 FvsG 100.0 GvsH 2.2 2.4 1.3 10.7 16.6 1.8 4.0 1.3 1.9 57.7 GvsH 1.0 2.2 0.1 5.3 8.6 0.4 1.4 0.1 1.9 78.8 GvsI 99.8 GvsI 0.1 0.1 99.6
Indirect estimates Indirect estimates AvsB 4.8 5.3 2.7 23.1 3.0 38.8 3.8 8.6 2.7 4.2 3.0 AvsB 4.6 10.2 0.6 24.6 0.8 40.7 2.0 6.5 0.6 8.8 0.8 AvsF 4.8 5.3 2.7 23.1 3.0 3.8 8.6 2.7 4.2 38.8 3.0 AvsF 4.6 10.2 0.6 24.6 0.8 2.0 6.5 0.6 8.8 40.7 0.8 AvsI 4.8 5.3 2.7 23.1 3.0 3.8 8.6 2.7 4.2 3.0 38.8 AvsI 4.6 10.2 0.6 24.6 0.8 2.0 6.5 0.6 8.8 0.8 40.6 BvsC 2.2 1.2 0.6 3.5 0.5 44.3 6.4 35.6 0.6 4.7 0.5 BvsC 1.6 0.2 1.8 0.1 47.8 2.4 43.8 2.2 0.1 BvsD 4.5 2.3 6.0 0.8 36.7 16.6 16.6 2.3 13.3 0.8 BvsD 1.3 9.1 0.5 8.1 0.3 41.0 6.3 7.6 0.5 25.0 0.3 BvsE 3.0 2.7 22.9 15.2 2.0 29.2 4.6 7.6 6.4 4.4 2.0 BvsE 3.1 6.0 26.2 16.7 0.5 29.6 1.7 4.8 3.3 7.6 0.5 BvsF 50.0 50.0 BvsF 50.0 50.0 BvsH 1.3 1.4 0.7 6.1 9.5 42.7 1.0 2.3 0.7 1.1 33.1 BvsH 0.5 1.2 0.1 2.8 4.6 46.7 0.2 0.8 0.1 1.0 42.0 BvsI 50.0 49.9 BvsI 50.0 49.9 CvsE 5.6 4.3 28.3 16.2 2.1 11.2 20.0 8.5 1.7 2.1 CvsE 4.6 6.9 29.8 17.7 0.6 3.7 25.3 3.8 7.0 0.6 CvsF 2.2 1.2 0.6 3.5 0.5 6.4 35.6 0.6 4.7 44.3 0.5 CvsF 1.6 0.2 1.8 0.1 2.4 43.8 2.2 47.8 0.1 CvsH 3.5 2.6 1.3 2.9 10.3 7.5 33.2 1.3 3.5 33.8 CvsH 2.2 1.4 0.1 1.1 4.8 2.7 43.2 0.1 1.2 43.2 CvsI 2.2 1.2 0.6 3.5 0.5 6.4 35.7 0.6 4.7 0.4 44.3 CvsI 1.7 0.2 1.7 0.1 2.4 43.8 2.2 47.8 DvsF 4.5 2.3 6.0 0.8 16.6 16.6 2.3 13.3 36.7 0.8 DvsF 1.3 9.1 0.5 8.1 0.3 6.3 7.6 0.5 25.0 41.0 0.3 DvsH 1.2 6.2 3.2 0.8 9.7 16.9 15.8 3.2 13.3 29.9 DvsH 0.8 10.6 0.6 5.9 4.5 6.4 7.2 0.6 25.1 38.2 DvsI 4.5 2.3 6.0 0.8 16.6 16.6 2.3 13.3 0.8 36.7 DvsI 1.3 9.2 0.5 8.1 0.3 6.3 7.6 0.5 25.0 0.2 40.9 EvsF 3.0 2.7 22.9 15.2 2.0 4.6 7.6 6.4 4.4 29.2 2.0 EvsF 3.1 6.0 26.2 16.7 0.5 1.7 4.8 3.3 7.6 29.6 0.5 EvsG 4.2 3.8 32.3 21.5 2.8 6.6 10.8 9.0 6.2 2.8 EvsG 4.4 8.5 37.3 23.6 0.8 2.5 6.8 4.7 10.7 0.8 EvsH 2.4 2.0 26.8 12.6 9.8 4.5 7.0 6.8 4.2 23.8 EvsH 2.9 5.5 27.7 15.7 3.6 1.7 4.6 3.4 7.3 27.5 EvsI 3.0 2.7 22.9 15.2 2.0 4.6 7.6 6.4 4.4 2.0 29.2 EvsI 3.1 6.0 26.3 16.7 0.5 1.7 4.8 3.3 7.6 0.5 29.5 FvsH 1.3 1.4 0.7 6.1 9.5 1.0 2.3 0.7 1.1 42.7 33.1 FvsH 0.5 1.2 0.1 2.8 4.6 0.2 0.8 0.1 1.0 46.7 42.0 FvsI 50.0 49.9 FvsI 50.0 49.9 HvsI 1.3 1.4 0.7 6.1 9.6 1.0 2.3 0.7 1.1 33.1 42.6 HvsI 0.5 1.2 0.1 2.8 4.6 0.2 0.7 0.1 1.0 42.1 46.6
Entire network 2.7 3.7 9.3 11.1 3.7 10.1 7.8 13.4 3.6 5.6 10.1 8.8 10.1 Entire network 2.5 6.7 9.6 12.0 1.4 10.5 2.9 12.4 1.4 9.7 10.5 9.7 10.5
Included studies 4 3 1 11 1 1 10 43 1 12 1 4 1 Included studies 4 3 1 11 1 1 10 50 1 11 1 5 1
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eFigure 2
(A) (B)
LF-rTMS
HF-rTMS
Direct comparisons in the network
dTMS
pTMS
bilateral rTMS
sTMS
aTMS
Sham TBS
AvsC AvsD AvsE AvsG BvsG CvsD CvsG DvsG FvsG GvsH GvsI
Mixed estim
GvsI Indirect estimates
0.1 99.6
Net
wor
k m
eta-
anal
ysis
est
imat
es
ates AvsC 17.1 21.4 15.9 13.1 24.2 8.3 AvsD 12.9 45.6 13.8 13.9 1.0 12.8 AvsE 100.0 AvsG 14.9 21.3 18.4 9.2 24.1 12.1 BvsG 100.0 CvsD 8.1 14.3 6.1 25.9 25.8 19.7 CvsG 3.8 0.3 4.0 6.5 79.3 6.2 DvsG 5.5 14.2 8.7 21.3 26.8 23.5 FvsG 100.0 GvsH 99.9
AvsB 9.6 13.8 11.9 35.3 6.0 15.6 7.8 AvsF 9.6 13.8 11.9 6.0 15.6 7.8 35.3 AvsH 9.6 13.8 11.9 6.0 15.6 7.8 35.3 AvsI 9.6 13.8 11.9 6.0 15.6 7.8 35.3 BvsC 2.0 0.1 2.1 47.2 3.4 41.9 3.3 BvsD 3.5 9.0 5.5 37.1 13.4 16.9 14.8 BvsE 7.1 10.2 26.1 8.8 26.1 4.4 11.5 5.8 BvsF 50.0 50.0 BvsH 50.0 50.0 BvsI 50.0 49.9 CvsE 11.1 13.8 35.2 10.3 8.5 15.7 5.3 CvsF 2.0 0.1 2.1 3.4 41.9 3.3 47.2 CvsH 2.0 0.1 2.1 3.4 41.9 3.3 47.2 CvsI 2.0 0.1 2.1 3.4 41.9 3.3 47.2 DvsE 7.5 26.5 42.0 8.0 8.1 0.6 7.4 DvsF 3.5 9.0 5.5 13.4 16.9 14.8 37.1 DvsH 3.5 9.0 5.5 13.4 16.9 14.8 37.1 DvsI 3.5 9.0 5.5 13.4 16.9 14.8 37.0 EvsF 7.1 10.2 26.1 8.8 4.4 11.5 5.8 26.1 EvsG 9.6 13.8 35.3 11.9 6.0 15.6 7.8 EvsH 7.1 10.2 26.1 8.8 4.4 11.5 5.8 26.1 EvsI 7.1 10.2 26.1 8.8 4.4 11.5 5.8 26.1 FvsH 50.0 50.0 FvsI 50.0 49.9 HvsI 50.0 49.9
Entire network 5.6 9.2 9.9 6.7 9.9 6.4 15.5 6.9 9.9 9.9 9.9
Included studies 3 3 1 6 1 6 24 10 1 1 1
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0 50 100
Percent
0 50 100
0 50 100
0 50 100
C - A
D - A
D - C
E - A
E - D
G - A
G - B
G - C
G - D
G - F
H - A
H - G
I - G
C - A
D - A
D - C
E - A
E - D
G - A
G - B
G - C
G - D
G - F
H - A
H - G
I - G
C - A
D - A
D - C
E - A
E - D
G - A
G - B
G - C
G - D
G - F
H - A
H - G
I - G
20 30 40 50 60
.2 .4 .6 .8 1 10 15 20 25 30
eFigure 3
C - A
D
- A
D - C
E - A
E - D
G - A
G
- B
G - C
G - D
G
- F H
- A
H - G
I - G
Baseline severity
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Deep rTMS
1 2 3 4 5 6 7 8 9 Priming low-frequency rTMS
1 2 3 4 5 6 7 8 9
Deep rTMS
1 2 3 4 5 6 7 8 9 Priming low-frequency rTMS
1 2 3 4 5 6 7 8 9
eFigure 4
(A) (B)
Accelarated rTMS Bilateral rTMS Accelarated rTMS Bilateral rTMS
1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9
High-frequency rTMS Low-frequency rTMS
High-frequency rTMS Low-frequency rTMS
1 2 3 4 5 6
7
8
9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9
Sham Synchronized TMS Theta-burst stimulation Sham Synchronized TMS Theta-burst stimulation
1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9
Rank 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9
Rank
abili
ties
.4 .
6 .8
1
0 .2
.4
.6 .
8 1
0
.2 .
4 .6
.8
1
0 .2
.4
.6 .
8 1
0
.2 .
4 .6
.8
1
0 .2
.4
.6 .
8 1
0 .2
.4
.6 .
8 1
0
.2 .
4 .6
.8
1
0 .2
.4
.6 .
8 1
Pro
babi
litie
s 0
.2 .
4 .6
.8
1
0 .2
.4
.6 .
8 1
0
.2 .
4 .6
.8
1
0 .2
.4
.6 .
8 1
0
.2 .
4 .6
.8
1
0 .2
.4
.6 .
8 1
0 .2
.4
.6 .
8 1
0
.2 .
4 .6
.8
1
0 .2
.4
.6 .
8 1
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eFigure 5
pTMS
bilateral rTMS
dTMS
aTMS HF-rTMS
Sham LF-rTMS TBS
sTMS
0 20 40 60 80 100 SUCRA percentages for response
SU
CR
A p
erce
ntag
es fo
r acc
epta
bilit
y 0
20
40
60
80
100
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79.0%
52.7%
55.3%
75.4%
.2 .
4 .6
.8
0
eFigure 6
(A) (B)
Accelarated rTMS Bilateral rTMS Deep rTMS
Accelarated rTMS Bilateral rTMS Deep rTMS
1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9
High-frequency rTMS Low-frequency rTMS Priming low-frequency rTMS High-frequency rTMS Low-frequency rTMS Priming low-frequency rTMS
1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9
Sham Synchronized TMS Theta-burst stimulation
1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9
Sham Synchronized TMS Theta-burst stimulation
16.1% 16.6%
1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9
Rank 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9 1 2 3 4 5 6 7 8 9
Rank
56.6%
34.8%
63.5%
.2 .
4 .6
.8
.2 .
4 .6
.8
.2 .
4 .6
.8
0 1
0 1
0 1
.2 .
4 .6
.8
.2 .
4 .6
.8
.2 .
4 .6
.8
0 1
0 1
0 1
.2 .
4 .6
.8
.2 .
4 .6
.8
.2 .
4 .6
.8
0 1
0 1
0 1
.2 .
4 .6
.8
.2 .
4 .6
.8
.2 .
4 .6
.8
0 1
0 1
0 1
.2 .
4 .6
.8
.2 .
4 .6
.8
1 0
1 0
1
.2 .
4 .6
.8
.2 .
4 .6
.8
.2 .
4 .6
.8
0 1
0 1
0 1
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eFigure 7
Loop IF
95% CI
(A)
(B)
(C)
0 1 2 3 4 5
A-D-E A-C-D A-C-G A-D-G A-G-H C-D-G
1.10 0.64 0.61 0.36 0.35 0.21
(0.00,2.65) (0.00,1.80) (0.00,1.65) (0.00,1.33) (0.00,2.06) (0.00,0.97)
A-G-H
A-D-G
A-C-D
C-D-G
A-C-G
A-D-E
1.68
0.95
0.56
0.37
0.07
0.01
(0.00,5.18)
(0.00,2.11)
(0.00,2.14)
(0.00,1.67)
(0.00,1.13)
(0.00,3.35)
A-C-D
A-D-G
A-C-G
C-D-G
1.74
1.25
0.79
0.14
(0.19,3.30)
(0.00,2.63)
(0.00,2.41)
(0.00,1.21)
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Sham more effective than comparison
average
rTMS more effective than comparison average
rTMS more acceptable than comparison average
Sham more acceptable than comparison
average
eFigure 8
(A)
-4 -2 0 2 4
(B)
-4 -2 0 2 4
(C)
-4 -2 0 2 4 ln(OR) centered at comparison-specific pooled ln(OR)
A vs G B vs G C vs G D vs G F vs G H vs G I vs G
Sham more effective than comparison
average
rTMS more effective than comparison average
Stan
dard
err
or o
f ln(
OR
) St
anda
rd e
rror
of l
n(O
R)
Stan
dard
err
or o
f ln(
OR
) 2
1.5
1 .5
0
2 1.
5 1
.5
0 2
1.5
1 .5
0
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eFigure 9 (A)
AvsC AvsD AvsE AvsG AvsH BvsG CvsD CvsG DvsE DvsG FvsG GvsH GvsI AvsB AvsF AvsI
BvsC BvsD BvsE BvsF BvsH BvsI
CvsE CvsF CvsH CvsI
DvsF DvsH DvsI EvsF EvsG EvsH EvsI
FvsH FvsI HvsI
Entire network
0 20 40 60 80 100 Percentage contribution of direct comparisons
(B)
AvsC AvsD AvsE AvsG AvsH BvsG CvsD CvsG DvsE DvsG FvsG GvsH GvsI AvsB AvsF AvsI
BvsC BvsD BvsE BvsF BvsH BvsI
CvsE CvsF CvsH CvsI
DvsF DvsH DvsI EvsF EvsG EvsH EvsI
FvsH FvsI HvsI
Entire network
0 20 40 60 80 100 Percentage contribution of direct comparisons
AvsC AvsD AvsE AvsG AvsH BvsG CvsD CvsG DvsE DvsG FvsG GvsH GvsI
AvsC
CvsG
AvsD
DvsE
AvsE
DvsG
AvsG
FvsG
AvsH
GvsH
BvsG
GvsI
CvsD
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