JAE-2009-00584 Supporting Information 1 2 3 Supporting Information 4 Figure S1 Multiple predators in prey metacommunities 5 6 7 A B C α α β γ 8 9 10 11 Figure S1. Predator-prey metacommunities under (a) low and (b) high prey dispersal. (c) Each 12 metacommunity replicate consisted of three pond mesocosm communities representing a spatial 13 and temporal prey refuge from functionally dissimilar invertebrate predators. Two communities 14 maintained constant predation and supported either Gyrinus sp. (Coleoptera) or Notonecta 15 ungulata (Hemiptera) predators generating a spatial refuge for zooplankton prey while the third 16 community supported alternating predation from Gyrinus sp. and N. ungulata generating a 17 temporal prey refuge. Regional (γ), local (α), and beta diversity (β) of prey was measured for 18 each metacommunity. 1 JAE-2009-00584 Supporting Information 19 Multiple predators in prey metacommunities Figure S2 20 Bosmina -1 log density (no. L ) 2 (a) G (b) N (c) G-N (d) G (e) N (f) G-N (g) G (h) N (i) G-N 1 0 Chydorus -1 log density (no. L ) 2 1 0 Daphnia -1 log density (no. L ) 2 1 N is p D o D is p ,N o Pr + ed D + P Pre is p re d D +P d( is p r e 1) D +P d( is p r e 2) D +P d( is p r e 3) D +P d( is p red 4) + Pr (5 ed ) (6 ) N o D is p, N o Pr D e is p +P d + D is Pr red p e D +P d( is p r e 1) D +P d( is p r e 2) D +P d( is p r e 3) D +P d( is p red 4) + Pr (5 ed ) (6 ) N o D is p, N o Pr D e is p +P d D + P re is p re d D +P d( is p r e 1) D +P d( is p r e 2) D +P d( is p r e 3) D +P d( is p red 4) + Pr (5 ed ) (6 ) 0 Time (wk) Time (wk) Spatial Time (wk) Temporal 21 22 Figure S2. Density of indicator species in spatial and temporal prey refuges through time. 23 Bosmina density in low prey dispersal (closed circles) and high prey dispersal (open circles) 24 communities under (a) Gyrinus sp. (G) (b) Notonecta ungulata (N) and (c) Gyrinus sp.- 25 Notonecta ungulata (G-N) predation. (d-f) Chydorus and (g-i) Daphnia. Treatment sequence 26 through time (week; left to right): no predation and no dispersal; predation and no dispersal; 27 predation and dispersal for weeks 1 through 6. Values are mean log10(x+1) density + 1 SE, n = 28 4. 2 D ,N is p 30 D is p Simocephalus -1 log density (no. L ) Scapholeberis log density (no. L-1) Cyclopoid log density (no. L-1) Ceriodaphnia log density (no. L-1) Calanoid log density (no. L-1) Alona log density (no. L-1) 29 o Pr + ed D + P Pre is p re d D +P d( is p re 1) D +P d( is p re 2) D +P d( is p re 3) D +P d( is p red 4) + Pr (5 ed ) N (6 o ) D is p, N o Pr D e is p + d D + P Pre is p red d D +P ( is p re 1) D +P d( is p re 2) D +P d( is p re 3) D +P d( is p red 4) + Pr (5 ed ) (6 N ) o D is p, N o Pr D e is p +P d + D is Pr red p e D +P d( is p re 1) D +P d( is p re 2) D +P d( is p re 3) D +P d( is p red 4) + Pr (5 ed ) (6 ) o N JAE-2009-00584 Supporting Information Multiple predators in prey metacommunities Figure S3 1.5 1.0 0.5 0.0 1.5 1.0 0.5 0.0 2.0 1.5 1.0 0.5 0.0 1.5 1.0 0.5 0.0 3.0 2.0 1.0 0.0 2.0 (a) G (b) N (c) G-N (d) G (e) N (f) G-N (g) G (h) N (i) G-N (j) G (k) N (l) G-N (m) G (n) N (o) G-N 1.5 (p) G (q) N (r) G-N 1.0 0.5 0.0 Time (wk) Time (wk) Spatial Time (wk) Temporal 3 JAE-2009-00584 Supporting Information Multiple predators in prey metacommunities 31 Figure S3. Density of non-indicator species in spatial and temporal prey refuges through time. 32 Alona density in low prey dispersal (closed circles) and high prey dispersal (open circles) 33 communities under (a) Gyrinus sp. (G) (b) Notonecta ungulata (N) and (c) Gyrinus sp.- 34 Notonecta ungulata (G-N) predation. (d-f) Calanoid; (g-i) Ceriodaphnia; (j-l) Cyclopoid; (m-o) 35 Scapholeberis and (p-r) Simocephalus. Treatment sequence through time (week; left to right): no 36 predation and no dispersal; predation and no dispersal; predation and dispersal for weeks 1 37 through 6. Values are mean log10(x+1) density + 1 SE, n = 4. 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 61 62 63 64 65 66 67 68 4 JAE-2009-00584 Supporting Information Multiple predators in prey metacommunities 69 Table S1. Effects of prey dispersal rate on prey species density in the spatial refuge within low 70 and high dispersal metacommunities. Species densities were contrasted between the two 71 communities which differed in the constant presence of Gyrinus sp. and Notonecta ungulata 72 predators within each metacommunity. Density data (log10 (x+1)) were generated from mean 73 weeks 3-6, n = 4. Prey are ranked by mean size from smallest (Chydorus) to largest (Daphnia). 74 Results reported from one-tailed Welch’s t-tests calculated in the R statistical environment (R 75 Development Core Team 2006). Significance levels for probability values: † P < 0.1; * P < 76 0.05. 77 Species low dispersal high dispersal d.f. t P d.f. t P Chydorus 6.00 1.67 0.07† 5.65 0.18 0.43 Alona 3.44 1.08 0.18 5.94 -0.01 0.50 Bosmina 4.46 -1.00 0.18 3.33 0.82 0.23 Scapholeberis 6.00 1.78 0.06† 5.59 0.65 0.27 Ceriodaphnia 5.08 0.27 0.40 5.99 -0.05 0.48 Cyclopoid 3.98 0.51 0.32 3.59 -0.46 0.33 Simocephalus 5.89 0.99 0.18 3.61 2.89 0.03* Calanoid 5.10 -0.78 0.24 5.88 -0.16 0.44 Daphnia 5.43 2.87 0.02* 3.46 0.50 0.32 78 79 80 81 82 5 JAE-2009-00584 Supporting Information Multiple predators in prey metacommunities 83 Table S2. Effects of prey dispersal rate on prey species density in the temporal refuge within low 84 and high dispersal metacommunities. Species densities were contrasted within the cyclical 85 predation community which differed in the presence of Gyrinus sp. and Notonecta ungulata 86 predators through time. Density data (log10(x+1)) were generated from mean weeks 3-4 and 5-6, 87 n = 4. Prey are ranked by mean size from smallest (Chydorus) to largest (Daphnia). Results 88 reported from one-tailed Welch’s t-tests calculated in the R statistical environment. Significance 89 levels for probability values: † P < 0.1; * P < 0.05. 90 Species low dispersal high dispersal d.f. t P d.f. t P Chydorus 5.89 0.28 0.39 3.00 -1.00 0.20 Alona 5.83 -0.44 0.34 3.50 -0.96 0.20 Bosmina 5.73 -0.06 0.48 3.62 -1.03 0.18 Scapholeberis 3.11 -0.58 0.30 6.00 0.18 0.43 Ceriodaphnia 5.50 0.18 0.43 5.87 -0.34 0.37 Cyclopoid 5.73 -0.25 0.41 5.74 -1.32 0.12 Simocephalus 4.13 -0.98 0.19 5.26 -0.20 0.42 Calanoid 5.67 0.12 0.46 5.97 0.48 0.32 Daphnia 5.38 -0.68 0.26 5.76 -0.06 0.48 91 92 93 94 95 6 JAE-2009-00584 Supporting Information Multiple predators in prey metacommunities 96 Table S3. Differences in zooplankton mean body size in metacommunities and Gyrinus sp., 97 Notonecta ungulata, and Gyrinus sp.-Notonecta ungulata communities prior to the initiation of 98 dispersal and predation treatments (no dispersal, no predation) and after the imposition of 99 treatments (dispersal, predation). For each set of comparisons, body sizes were contrasted 100 between low and high dispersal treatments. Body sizes in the region were calculated from the 101 sum of individual body sizes across the three communities of each metacommunity. Values for 102 body size under dispersal and predation treatments were generated from mean body size values 103 from weeks 3-6 and weeks 5-6, n = 4. Results reported from one-tailed Welch’s t-tests 104 calculated in the R statistical environment. Significance levels for probability values: † P < 0.1; * 105 P < 0.05. 106 no dispersal, no predation Response variable d.f. t P dispersal, predation d.f. t P d.f. wk 3 to 6 107 108 109 110 111 t P wk 5 to 6 Region 3.21 0.73 0.51 5.07 0.59 0.29 4.69 -0.15 0.44 Gyrinus 3.50 0.65 0.56 5.52 1.09 0.16 4.87 0.27 0.40 Notonecta 5.78 -1.73 0.14 5.80 2.25 0.03* 3.31 1.88 0.07† Gyrinus-Notonecta 3.76 0.70 0.53 4.20 -0.57 0.30 4.17 -1.13 0.16 Literature Cited R Development Core Team (2006) R: a language and environment for statistical computing. R 112 Foundation for Statistical Computing, Vienna, Austria. Available at: http://www.R- 113 project.org. 7