1 Supplementary Material 2 Supplement 1. Evaluation of pooling species into ‘trout’ and ‘galaxiid’ groups 3 4 5 6 7 8 9 10 11 12 13 14 We tested whether or not pooling species into broader taxonomic groups (i.e., trout and galaxiid) was statistically justified using data from the subset of study streams containing both species of galaxiid (Galaxias paucispondylus and G. vulgaris, n = 6 streams) and/or trout (Salmo trutta and Oncorhynchus mykiss, n = 1 stream) together. For the two galaxiid species, we first tested differences in the individual stable isotope metrics (i.e., trophic position and 13C) using mixed-effects ANCOVA, with length as the covariate and stream as the random effect. We conducted a similar analysis for S. trutta and O. mykiss, but given that these species co-occurred at one site only (Slip Spring) used ANCOVA without a random site effect. Secondarily, to determine whether niche width estimates varied by species identity or in the presence of more than one species, we compared this metric between sites containing G. vulgaris as the only galaxiid, G. paucispondylus as the only galaxiid, and both species together using ANOVA; we similarly compared trout niche width estimates between sites comprised of O. mykiss alone and S. trutta. 15 16 17 18 19 20 21 22 23 24 25 26 All statistical tests indicated that pooling Galaxias vulgaris and G. paucispondylus into the coarser ‘galaxiid’ category was reasonable for broader analysis purposes. In particular, there was no evidence of a trophic position (difference < 0.1; 2 = 1.7, df = 1, P = 0.189) or 13C difference (difference = 0.3‰; 2 = 0.1, df = 1, P = 0.724) between species; further, galaxiid niche width calculations were unaffected by the identity or number of Galaxias species involved in their computation (F2,15 = 0.7, P = 0.491). For trout, there was no evidence of species differences for 13C (difference = 0.1‰; F1,7 = 0.1, P = 0.819) or an effect of trout species identity on niche width computations (F1,8 = 0.1, P = 0.814). However, there was a significant difference in the trophic position for the two trout species (F1,7 = 10.8, P = 0.013), with brown trout averaging slightly higher for this metric than O. mykiss. Though statistically significant, the level of difference (i.e., 3.5 vs. 3.4) was negligible in biological terms. Based on these findings, all analyses described in the main body of the manuscript were conducted using pooled galaxiid and trout ‘species’ categories. 27 1 28 29 Supplement 2. Sample code for computing the Layman et al. (2007) niche width metrics in R. Note the ‘splancs’ package must be downloaded and installed in your R library for the code to work. 30 31 32 33 34 35 36 37 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 # Load necessary packages (be sure it is installed in your library first) library(splancs) # your data go here (can be added from a data frame that you've read in) d13C<- c(-32.30,-32.54,-33.11,-32.90,-32.34,-32.19,-32.22,-32.38,-32.36,32.04,-31.41,-31.17) d15N<-c(6.48,7.22,7.03,7.60,7.82,7.57,6.88,7.42,7.70,7.50,7.52,8.26) data1<-matrix(cbind(d13C,d15N),ncol=2) #create a n*2 13C & 15N matrix hpts1<-chull(data1) # derives points bounding the convex hull polygon hpts1<-c(hpts1,hpts1[1]) # duplicate first point to close polygon Area<-areapl(data1[hpts1,]) CR<-max(d13C)-min(d13C) NR<-max(d15N)-min(d15N) # calculates the area of the polygon # print values to screen print(paste("Area is", Area)) print(paste("C Range is",CR)) print(paste("N Range is",NR)) ################################################################ # code for making a d13C-d15N bi-plot of a single site/species combination # with the convex hull polygon overlaid par(mar=c(5, 4.65, 4, 1.65)) yax=expression(paste(delta^{15},"N (\211)")) xax=expression(paste(delta^{13},"C (\211)")) plot(d13C,d15N,pch="",xlab=xax,ylab=yax,cex.lab=1.5,cex.axis=1.3,cex=2) points(d13C,d15N,pch=24,bg="black",cex=2) lines(data1[hpts1,],lwd=1.5) ################################################################ 2 66 67 Supplement 3. Model selection results for mixed-effects model analysis of trophic position and standardized 13C (i.e., 13Cs = 13Cfish-13Cbase). 68 69 70 71 Table 1. Model selection results for candidate trophic position (TP) models. Models highlighted in bold-faced font were taken as the top-model in the candidate set. Site was included as a random effect in all models. group = species (trout, galaxiid); L = individual length; csa = cross-sectional area; rdi = river disturbance index. Model structure Model K n AICc AICc Deviance Individual level TP=intercept only (NULL) 3 177 -135.8 35.8 -142.0 TP=group 5 177 -132.1 39.5 -142.5 TP=L 4 177 -150.4 21.1 -158.7 TP=group+L 6 177 -154.7 16.9 -167.2 TP=group+L+group*L 8 177 -171.6 0.0 -188.4 TP=group+L+group*L (NULL) 8 177 -171.6 18.5 -188.4 TP=group+L+group*L+csa 9 177 -171.9 18.2 -191.0 TP=group+L+group*L+rdi 9 177 -173.0 17.1 -192.1 TP=group+L+group*L+csa+group*csa 11 177 -174.0 16.1 -197.6 TP=group+L+group*L+rdi+group*rdi 11 177 -190.1 0.0 -213.7 Site level 72 73 74 75 Table 2. Model selection results for candidate standardized 13C (13Cs = 13Cfish-13Cbase).models. Models highlighted in bold-faced font were taken as the top-model in the candidate set. Site was included as a random effect in all models. Model structure Model K n AICc AICc Deviance Individual level 13C=intercept only (NULL) 3 177 599.0 17.2 592.8 13C=group 5 177 586.5 4.7 576.2 13C=L 4 177 600.8 19.0 592.6 13C=group+L 6 177 581.8 0.0 569.3 13C=group+L+group*L 8 177 582.2 0.4 565.3a 13C=group+L+group*L (NULL) 8 177 582.2 12.3 565.3 13C=group+L+group*L+csa 9 177 584.3 14.4 565.3 13C=group+L+group*L+rdi 13C=group+L+group*L+csa+group*csa 9 11 177 177 569.9 585.3 0.0 15.4 550.8 561.7 Site level 76 77 13C=group+L+group*L+rdi+group*rdi 11 177 570.8 0.9 547.2 Given that it was similarly supported as the additive model, we used this model structure for site-level modelstructure determination and final inference in order to maintain consistency with TP analyses. a 78 79 3 80 81 Supplement 4. Summary of feeding links detected for galaxiids and benthic prey detected in our study streams. 82 Table 1. Occurrence (‘X’ = present in diet) of prey taxa in diets across study streams. Site Acheron Bradley Mid Bradley Upper Broken Cass Coach Lower Coach Upp Cora Lynn Dry Flock Main Flock Trib Ghost Lower Farm Porter River Roadmarker Slip Thomas Waimakariri Spring n 6 5 5 4 6 4 6 6 5 6 5 5 6 3 6 0 1 6 1 X X 2 X X X X X 3 4 X X X X X X X X X -- 5 X X X -X X -- -- -- 6 X X X X X X X X X X X X X X -X 7 8 Prey number 9 10 11 12 13 X X X X X X X X X X X X X X X X 14 15 16 X X X X X X X X X X X X X X X X X X X -X -- -- X -- X X -- -- -- X -- X -- -- X X 83 84 85 86 Table 2. List for prey taxa corresponding to numbers in the Table 1 heading. Note that prey item 17, miscellaneous unidentified taxa, comprises an unknown number of taxa but is effectively treated as one for analysis. Prey number 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 Order Diptera Ephemeroptera Coleoptera Trichoptera (free) Trichoptera (cased) NA Taxon Austrosimulum Chironomidae Muscidae Austroclima Coloburiscus Deleatidium Nesameletus Elmidae Hydrobiosidae Other non-cased Orthopsyche Olinga Oxyethria Plecoptera Pycnocentria Other cased Misc. unid'd taxa 87 88 4 17 X X X X X X X X X X X X X X X -X X