Materials and methods
77
Strain selection. We drew strains from an established collection of 3 15 pseudomonads, isolated from 78
eight soil and eight pond samples (18-20 isolates per sample). Sampling and identification of these strains 79
are described elsewhere (Butaitė et al. 2017, 2018). Here, we selected a subset of 64 strains comprising 80
four strains per sample [hereafter: community] based on their production of pyoverdine and exo -81
proteases. While our experiments contrasted conditions where pyoverdine is important for growth with 82
conditions where it is not (see below), we used protease production as a proxy for multidimensional 83
phenotype differences (Kramer et al. 2020a) and thereby managed to obtain a highly diverse set of strains 84
(supplementary material; Figure S1, Table S1). Per community, we chose the most divergent strains within 85
the observed phenotype space, aiming to select (i) one strain producing pyoverdine and proteases, (ii) 86
one strain producing only pyoverdine, (iii) one strain producing only proteases, and (iv) one strain 87
producing neither pyoverdine nor proteases (supplementary methods; Figure S2). Our communities thus 88
each featured two strains producing pyoverdine at high levels (the double and the pyoverdine producer; 89
hereafter producers PVDPRO and PVD) and two strains producing no to little pyoverdine (the protease and 90
the non-producer; hereafter non-producers NONPRO and NON). Hereafter, we use ‘strain type’ to refer to 91
those four phenotype classes and ‘strain ID’ to refer to specific representatives of our 64 strains. 92
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Growth and siderophore production measurements. We quantified growth and pyoverdine production 93
of all strains under iron-limited and iron-rich conditions. First, we grew precultures in 24-well plates with 94
1.5ml lysogeny broth (LB) per well under static conditions for 48h. Subsequently, we washed cells in 0.85% 95
NaCl and measured their growth ([OD600]; optical density measured at 600 nm) against a 0.85% NaCl blank 96
using an Infinite M200 PRO microplate reader (Tecan, Männedorf, Switzerland). Next , we adjusted 97
precultures to an OD600 = 0.4 and inoculated 2 µL of each adjusted culture into 96-well plates containing 98
200 µL medium per well in fourfold replication. We used two variants of CAA medium (5g casamino acids, 99
1.18g K2HPO4·3H2O and 0.25g MgSO 4·7H2O per liter), an iron-limited variant supplemented with 25 mM 100
HEPES buffer, 20 mM NaHCO 3 and 100 µg/mL apo -transferrin (a strong iron -chelator), and an iron -rich 101
variant supplemented with 25 mM HEPES buffer and 40 µM FeCl3. After 24h of static incubation at 28°C, 102
we quantified growth [OD 600] and pyoverdine production ( [RFUpvd]; relative fluorescence units ; 103
excitation|emission at 400|460 nm) after 120s of vigorous shaking using the same microplate reader. 104
Supernatant assay. We explored interactions through secreted compounds under iron-limited and iron-105
rich conditions by exposing each strain to its own supernatant and to each supernatant collected from its 106
community members . We harvested supernatants from cultures grown in the above -described 107
experiment by spinning them through 96-well filter plates with a 3 μm glass fiber/0.2 μm Supor membrane 108
(AcroPrep Advance; Pall Corporation, Port Washington, USA) and then collecting the sterile supernatants 109
in 96-well plates. These plates were sealed and stored at -20°C until further use. Next, we gr ew another 110
set of precultures, washed and adjusted them as before, and subjected them to three treatments: (i) 111
SNlimited: 180 μL of iron-limited CAA supplemented with 20 μL of supernatant generated under iron-limited 112
conditions; (ii) SNrich: 180 μL of iron -rich CAA supplemented with 20 μL of supernatant generated under 113
iron-rich conditions; and (iii) SNcontrol: 180 μL of iron-limited or iron-rich CAA supplemented with 20 μL of 114
0.85% NaCl (mimicking spent medium). Strains were grown in threefold (SNcontrol) or fourfold (SNlimited and 115
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SNrich) replication. We measured growth [OD600] and pyoverdine production [RFUpvd] of each replicate after 116
24h and 48h of incubation at 28°C under static conditions. We calculated the effects of each supernatant 117
on the producer and each of its community members as growth effect s: GEtreatment = (SNtreatment/SNcontrol), 118
where SN treatment = SN limited or SN rich, with growth values being calculated as the median growth across 119
replicates. Values smaller and greater than one indicate growth inhibition and stimulation, respectively. 120
We calculated three summary measures of supernatant -based interactions t o link supernatant 121
effects to community functioning in direct interactions of multiple strains. Specifically, we calculated for 122
each combination of two, three or all four strains per community, (i) the mean absolute effect and (ii) the 123
proportion of positive effects, thereby separately capturing the strength and sign of supernatant effects, 124
respectively. Additionally, we calculated (iii) an ‘interaction score’ to incorporate information on both 125
strength and sign. To this end, w e first tested for each donor-receiver pair whether their reciprocal 126
supernatant effect s were positive, negative , or neutral (i.e., whether SNtreatment values differed from 127
SNcontrol values; Table S2). Subsequently, we categorized all pairwise interactions based on the effects that 128
the strains had on each other , resulting in six interaction types: mutual stimulation [+/+], one-way 129
stimulation [+/0], no effect [0/0], contrasting effects [+/-], one-way inhibition [0/-], and mutual inhibition 130
[-/-]. Finally, we calculated interaction scores by valuing all effects on other strains [stimulation = 1; neutral 131
effect = 0; inhibition = -1] and then calculating an average score across all interactions for each 132
combination of two, three, or all four strains per community. Interaction scores smaller and greater than 133
zero indicate that inhibitory and stimulatory interactions prevail, respectively. 134
Competitions. To be able to assess the effects of strain interactions and strain identity on community 135
functioning, we competed each strain against combinations of its community members under iron-limited 136
and iron-rich conditions, and quantified community productivity and total pyoverdine production over 137
time. Specifically, w e set up competition experiments for each of our 16 communities involving all 138
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combinations of two, three or all four community members, and included monocultures as controls (15 139
treatment conditions per community: 4x1 strain + 6x2 strains + 4x3 strains + 1x4 strains). We grew 140
precultures from freezer stocks in 50 ml Falcon tubes containing 5mL LB at 28°C under shaking conditions 141
(170 rpm). After 48h of incubation, we washed cells in 0.85% NaCl, measured the OD600 of each culture 142
against a 0.85% NaCl blank, and then adjusted strains to OD 600 = 0.2. Next, we assembled the mixes and 143
inoculated them at a starting density of OD600 = 0.01 either in 6-fold (4-strain competitions) or 5-fold (other 144
treatment conditions) replication into 96-well plates containing 190 µL of iron-limited or iron-rich medium 145
per well. We used a substitutive design, whereby overall starting density is constant across different 146
mixes, while individual strain density decreases when strain number increases (Figueiredo et al. 2022; 147
O’Brien et al. 2023). We incubated plates in a plate reader at 28°C under static conditions and measured 148
the productivity [OD600] and total pyoverdine production [RFUpvd] of each culture every 15min over 48h. 149
We used these measurements to calculate integrals of productivity and total pyoverdine production as 150
our primary measures of community functioning. For some analyses, we additionally calculated deviations 151
from expected productivity and pyoverdine production as DEVtrait = TVmix – mean(TVmono), where TVmono = 152
trait values of monocultures of strains in the mix. The DEV trait values indicate whether the trait value 153
(productivity or pyoverdine production) of a specific strain mix was lower or higher than expected based 154
on the trait values of the monocultures of the constituent strains. 155
Linear model method. To compare the effects of strain identity and strain interactions on functioning at 156
the community level, we used an established linear model (LM) method that partitions the variance in a 157
community-level trait between different factors of interest (Bell et al. 2009). Briefly, this method uses a 158
series of three LMs to sequentially account for (i) the influence of strain number (entered as a continuous 159
variable), (ii) strain identity (entered as the presence [categorical] of each strain in a particular strain 160
combination), and (iii) strain interactions (strain number, entered as categorical variable). While entering 161
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strain number as continuous variable accounts for a linear increase of functioning with strain number, 162
entering it subsequently as categorical variable tests for additional, nonlinear (non -additive) effects, 163
thereby providing a measure of strain interactions among strains (Bell et al. 2009). The first LM always 164
uses the focal trait of interest as a response, whereas subsequent LMs are fitted on the residuals extracted 165
from the respective previous model . Note that t he effects obtained for strain identity and strain 166
interactions are orthogonal and thus independent of the order in which the corresponding LMs are fitted 167
(Bell et al. 2009). We ran LMs separately for each community and experimental condition on data from 168
all 11 combinations of two or more strains, focusing on community productivity and community 169
pyoverdine production as our primary traits of interest. When examining the contributions of different 170
strain types to community functioning, we included DEV productivity and DEV pyoverdine as additional traits to 171
identify strain types driving positive or negative deviations of functioning from its expected value. 172
To examine the relative importance of strain interactions and strain identity, we extracted the 173
mean squares from the relevant LMs [ii + iii] (Bell et al. 2009). Given that the non -linear richness term 174
provides a purely statistical proxy of strain interactions , we additionally considered our summary 175
measures of supernatant-based interactions. To this end, we replaced the strain richness term in the last 176
LMs [iii] by, respectively, the interaction score or the mean absolute supernatant effect as well as the ratio 177
of positive supernatant effects, then extracted the corresponding mean squares, and finally included them 178
together with the mean squares for strain identity and non-linear strain richness in an across-community 179
comparison (see below). To be able to examine whether specific strain types contributed disproportionally 180
to community functioning, we extracted the linear model coefficients obtained for each strain from the 181
LMs [ii] focusing on strain identity . These coefficients provide a measure of each strain’s effect on 182
functioning relative to that of the average strain in the community (Bell et al. 2009). 183
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Statistical analysis. To examine growth profiles and supernatant -based interactions, we tested whether 184
growth or pyoverdine production differed between strain types (PVD PRO, PVD, NON PRO, or NON) and 185
conditions (iron-rich or iron -limited). Next, we tested whether supernatant effects (GEtreatment) differed 186
between conditions or supernatant donor and receiver types. To examine the relative importance of strain 187
interactions and strain identity on productivity and pyoverdine production , we tested for differences 188
between the mean square values obtained from our linear model decomposition for strain identity, non-189
linear strain richness, the interaction score, and the combination of mean absolute supernatant effect and 190
the ratio of positive effects (see above), accounting for differences between conditions . Similarly, we 191
examined the contributions of different strain types to (deviations from expected) community functioning 192
by comparing the strain coefficients obtained through the linear model method across our communities. 193
To examine whether strain interactions consistently shape functioning across communities, we finally 194
tested whether deviations from expected productivity (DEVproductivity) were shaped by strain number (2, 3, 195
or 4; categorical), condition, or the interaction score summarizing supernatant -based interactions in the 196
different sets of strains. Note that we always included the strains’ habitat-of-origin (soil or pond) as a co-197
factor into our models, but do not report the corresponding results here because they do not affect our 198
main results and were rarely significant (all results are reported in the supplementary material). 199
We implemented our analyses in R 4.2.1 (www.r-project.org) using LMs, generalized least squares 200
(GLS) models and linear mixed models (LMMs). GLS models and LMMs were implemented using the gls 201
and lme functions (nlme package; Pinheiro et al., 2023). We obtained p-values of effects in these models 202
using the Anova function (car package; Fox & Weisberg, 2019). We used the emmeans package (Lenth, 203
2021) to perform post hoc analyses and adjusted p -values for multiple testing (n test > 2) using the false 204
discovery rate. Unless otherwise stated, models were initially fitted with all possible interaction terms. 205
Where required, we transformed response variables to obtain normally distributed residuals. To account 206
for the non-independence of strains from the same community and for multiple measurements of each 207
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strain under different conditions, we initially fitted all models as random intercept models using 208
community and, in case of repeated measurements, strain (mixture) identity nested within community as 209
random effect(s). Each final model was then selected in a two -step procedure. First, we used the Akaike 210
information criterion (AIC) to simplify the random effect structure and to select an appropriate variance 211
structure (using the weights -argument in the gls and lme function) where residual plots indicated a 212
deviation from homogeneity (Zuur et al. 2009). Second, we simplified the fixed component by dropping 213
non-significant interaction terms (p > 0.05). The structure of all final models is detailed in Table S3. 214
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Table 1 | Growth and siderophore production profiles. Determinants of (A) monoculture growth and (B) 527
pyoverdine production of soil and freshwater Pseudomonas strains belonging to four different strain types 528
varying in their production of proteases and the siderophore pyoverdine (PVDPRO, PVD, NONPRO, and NON). 529
(A) growth (B) pyoverdine production
df χ2 p df χ2 p
habitat 1 5.28 0.022 1 3.01 0.083
medium 1 217.93 < 0.001 1 267.68 < 0.001
type 3 65.90 < 0.001 3 115.62 < 0.001
habitat : type 3 9.75 0.021 - - -
medium : type 3 9.79 0.021 3 122.89 < 0.001
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Table 2 | Impact of strain identity and interactions on community functioning. Post-hoc comparisons of 530
different determinants of (A) productivity and (B) pyoverdine production of 16 small Pseudomonas 531
communities. Significant p-values are in bold. 532
(A) productivity (B) pyoverdine production
contrast ratio SE t108 p ratio SE t93 p
strain ID - non-linear richness 317.56 213.91 8.552 < 0.001 1139.78 489.32 16.395 < 0.001
strain ID - interaction score 367.61 247.63 8.769 < 0.001 1104.74 474.28 16.322 < 0.001
strain ID - combined effects 24.50 16.50 4.749 < 0.001 82.22 35.30 10.271 < 0.001
non-linear richness - interaction score 1.16 0.78 0.217 0.828 0.97 0.42 -0.073 0.942
non-linear richness - combined effects 0.08 0.05 -3.803 < 0.001 0.07 0.03 -6.124 < 0.001
interaction score - combined effects 0.07 0.04 -4.021 < 0.001 0.07 0.03 -6.051 < 0.001
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Table 3 | Deviations from expected community productivity. Determinants of deviations from expected 533
community productivity. Significant p-values are in bold. 534
χ21 p
habitat 0.371 0.542
medium 54.792 < 0.001
strain number 28.475 < 0.001
interaction score 6.725 0.010
habitat:medium 12.995 < 0.001
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Figure 1 | Strain types differ in their g rowth and pyoverdine production profiles. (A) Growth and (B)
pyoverdine production of PVDPRO (red), PVD (green), NON PRO (orange), and NON (blue) strains isolated
from eight soil (empty small circles) and eight freshwater (filled small circles) communities (one strain per
type and community), measured in iron-limited and iron-rich medium. Small circles represent the median
of four replicates obtained for each strain under each condition. Large circles and black lines show mean
and standard error, respectively. Letters show significantly different types. All comparisons were
performed within each medium (detailed statistical results are provided in Table S4).
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Figure 2 | Secreted compounds have pronounced effects under iron-limitation. Shown are effects that 535
PVDPRO, PVD, NON PRO, and NON strains isolated from soil (empty small circles) and pond (filled small 536
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circles) communities have on each other’s growth through compounds secreted into the supernatant 537
under iron-limited and iron-rich conditions. Small circles show the median of four replicates obtained for 538
each donor/receiver combination. Small grey circles show supernatant effects of specific donor/receiver 539
combinations that did not differ from neutrality, whereas small colored circles indicate significant effects 540
on receiver growth. Large circles and black lines show mean and standard error , respectively. Dashed 541
horizontal lines indicate the null line where compounds in the supernatant have no effect on receiver 542
growth. Colored rectangles highlight the effects that strains have on their own growth. Asterisks above 543
and below the null line indicate that the average supernatant effect of a specific combination of donor 544
and receiver types was significantly positive and negative, respectively (significance levels are indicated 545
as follows: * 0.05 ≥ p > 0.01; ** 0.01 ≥ p > 0.001; *** p ≤ 0.001; see Table S6+S7 for further details). 546
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Figure 3 | Interaction types illustrate the high potential for growth stimulation under iron limitation. 547
Interaction types between – and effects on self of – PVDPRO, PVD, NONPRO, and NON strains from eight soil 548
(s3a to s3h) and eight freshwater (3A to 3H) communities of Pseudomonas bacteria. Interaction types 549
(opaque colors) and effects on self (transparent colors) were assigned based on the positive, neutral, or 550
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negative effects that the strains had on each other and themselves through compounds secreted into the 551
supernatant under iron-limited and iron-rich conditions (see Figure 2 and the Methods for details). 552
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Figure 4 | Strain identity explains more variation in community productivity than strain interactions. 553
Shown are mean square values extracted from linear models fit for each of eight soil (empty small circles) 554
and eight pond (filled small circles ) communities to explain the impact of strain identity and three 555
measures of strain interactions, non-linear richness, the interaction score, and a combination of variables 556
on (A) community productivity and (B) pyoverdine production. The impact of linear richness , i.e. the 557
extent to which community functioning linearly increases with strain number, is shown for comparison 558
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(grey-shaded area) . While non -linear richness is a purely statistical proxy for strain interactions, the 559
interaction score and the combination of variables are based on supernatant effects. The interaction score 560
predominantly reflects the sign of supernatant effects, whereas the combination of variables includes the 561
mean absolute supernatant effect and the proportion of positive supernatant effects and thus separately 562
accounts for both sign and magnitude. Large circles and black lines show means and standard errors. Small 563
circles show mean square values obtained for specific communities from models fit separately to data 564
generated under iron -limited and iron -rich conditions (letters show significantly different impacts on 565
functioning based on the results of our statistical models; see the Methods and Table 2+S8 for details). 566
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was not certified by peer review) is the author/funder. All rights reserved. No reuse allowed without permission.
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Figure 5 | Strain types and individual strains differ in their impact on community productivity. Shown 567
are linear model coefficients indicating the effect that PVD PRO (red), PVD (green), NON PRO (orange), and 568
NON (blue) strains from soil (empty small circles) and pond (filled small circles) communities had, relative 569
to the average in their community , on (A) community productivity , (B) deviations from expected 570
community productivity , (C) pyoverdine production, and (D) deviations from expected pyoverdine 571
production. Large circles and black lines show means and standard errors. Dashed lines indicate average 572
strain effects. Small circles show linear model coefficients obtained for specific strains from models fit 573
separately to data generated for each community under iron -limited and iron -rich conditions, 574
respectively. Small grey circles indicate that linear model coefficients were not significant, whereas small 575
colored circles indicate significant coefficients. Asterisks above and below the average effect line indicate 576
that the average effect of a specific type was significantly positive and negative, respectively (significance 577
levels are based on the results of our statistical models and indicated as follows: * 0.05 ≥ p > 0.01; ** 0.01 578
≥ p > 0.001; *** p ≤ 0.001; statistics for specific strains are given in Table S10). 579
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Figure 6 | Deviations from expected productivity increase as supernatant-based interactions shift from 580
inhibitory to stimulatory . Shown are relationships between deviations from expected community 581
productivity and (A) the supernatant-based interaction scores, (B) iron condition, and (C) strain number, 582
as measured under iron-limited (blue) and iron-rich (green) conditions in pond and soil strains [left and 583
right panels in (A) and (B), respectively] . High intera ction scores indicate that stimulatory effects of 584
secreted compounds prevail, whereas low interaction scores indicate a prevalence of inhibitory effects. 585
Solid lines and shaded areas in (A) are regression lines and 95% confidence intervals, respectively . Large 586
white circles and black lines in ( B) and (C) show means and standard errors, respectively. Significance 587
levels in (B) and (C) are indicated as follows: * 0.05 ≥ p > 0.01; ** 0.01 ≥ p > 0.001; *** p ≤ 0.001. 588
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