Gut parasite infection and pesticide exposure affect bumble bee health and pollination behavior. These stressors are common in commercial tomato greenhouses, where growers deploy bumble bees for pollination. To investigate the effects of these stressors on bumble bee pollination in greenhouses, we sampled commercial bumble bee colonies for the presence of three common gut-parasites (Crithidia, Apicystis, Nosema) within three commercial tomato greenhouses that were sampled during 12-week periods of two growing seasons. We then sampled the nest material of these same colonies to detect and quantify compounds that are active ingredients in pesticides. Using grower-collected data, we monitored tomato anther bruising as a proxy for bee pollination activity, and recorded pesticide applications within the greenhouses. We found that parasite infection prevalence was correlated with total pesticide application and bumble bee colony density, but these relationships were parasite-specific. Crithidia prevalence increased with total pesticide use and decreased with bumble bee colony density. Crithidia infection was also negatively associated correlated with decreased pollination activity. In contrast, Apicystis infection decreased with total pesticide use, but increased with colony density, and was positively associated with pollination activity. We never detected Nosema in any colony. Pollination activity was not directly predicted by pesticide quantity. Nest-compound exposure revealed frequent detection of multiple pesticide compounds. We further found compound-specific associations with pathogen infection probability. Our results highlight that gut parasites, as mediated through pesticide exposure, have important effects on bumble bee pollination, but these effects are pathogen- and pesticide-specific.

Statistical Analyses

Bivariate analyses of pathogen prevelence and anther bruise score in each of the 6 greenhouses over the two sampling seasons

Input data

Crithidia

##                    Predictor Coefficient       SE Odds_Ratio  GLM_P_Value
## 4 total_pesticide_applied_ml    0.000009 0.000001   1.000009 2.666429e-19
## 3            total_fungicide    0.000026 0.000003   1.000026 2.694016e-14
## 2          total_insecticide    0.000005 0.000001   1.000005 2.187339e-09
## 1         avg_hives_in_phase   -0.008975 0.001797   0.991066 5.896558e-07
##   Anova_P_Value Anova_Chi_sqare Pseudo_R2    AIC    BIC
## 4  1.063726e-20           87.04    0.3590 189.28 188.86
## 3  3.652528e-17           70.96    0.2927 205.36 204.95
## 2  1.462365e-09           36.58    0.1509 239.74 239.32
## 1  4.482898e-07           25.47    0.1051 250.85 250.43
## --- BIVARIATE GLM RESULTS ---
##                    Predictor Coefficient       SE Odds_Ratio  GLM_P_Value
## 4 total_pesticide_applied_ml    0.000009 0.000001   1.000009 2.666429e-19
## 3            total_fungicide    0.000026 0.000003   1.000026 2.694016e-14
## 2          total_insecticide    0.000005 0.000001   1.000005 2.187339e-09
## 1         avg_hives_in_phase   -0.008975 0.001797   0.991066 5.896558e-07
##   Anova_P_Value Anova_Chi_sqare Pseudo_R2    AIC    BIC
## 4  1.063726e-20           87.04    0.3590 189.28 188.86
## 3  3.652528e-17           70.96    0.2927 205.36 204.95
## 2  1.462365e-09           36.58    0.1509 239.74 239.32
## 1  4.482898e-07           25.47    0.1051 250.85 250.43

Apicystis

##                    Predictor Coefficient       SE Odds_Ratio  GLM_P_Value
## 1         avg_hives_in_phase    0.026718 0.002609   1.027078 1.285414e-24
## 4 total_pesticide_applied_ml   -0.000005 0.000001   0.999995 1.862461e-05
## 2          total_insecticide   -0.000004 0.000001   0.999996 2.009297e-04
## 3            total_fungicide   -0.000003 0.000004   0.999997 4.041424e-01
##   Anova_P_Value Anova_Chi_sqare Pseudo_R2    AIC    BIC
## 1  1.687339e-27          118.05    0.5522 118.11 117.69
## 4  2.269643e-05           17.95    0.0840 218.22 217.80
## 2  2.036524e-04           13.80    0.0645 222.37 221.95
## 3  3.980740e-01            0.71    0.0033 235.45 235.03
## --- BIVARIATE GLM RESULTS ---
##                    Predictor Coefficient       SE Odds_Ratio  GLM_P_Value
## 1         avg_hives_in_phase    0.026718 0.002609   1.027078 1.285414e-24
## 4 total_pesticide_applied_ml   -0.000005 0.000001   0.999995 1.862461e-05
## 2          total_insecticide   -0.000004 0.000001   0.999996 2.009297e-04
## 3            total_fungicide   -0.000003 0.000004   0.999997 4.041424e-01
##   Anova_P_Value Anova_Chi_sqare Pseudo_R2    AIC    BIC
## 1  1.687339e-27          118.05    0.5522 118.11 117.69
## 4  2.269643e-05           17.95    0.0840 218.22 217.80
## 2  2.036524e-04           13.80    0.0645 222.37 221.95
## 3  3.980740e-01            0.71    0.0033 235.45 235.03

Anther bruise score

## --- BIVARIATE GLM & CAR::ANOVA RESULTS ---
##                    Predictor Coefficient       SE GLM_P_Value Anova_P_Value
## 6                   api_prop    0.772536 0.206787      0.0202        0.0002
## 5                 crith_prop   -0.391316 0.152361      0.0621        0.0102
## 4 total_pesticide_applied_ml   -0.000001 0.000001      0.1754        0.1000
## 1         avg_hives_in_phase    0.002197 0.001494      0.2153        0.1413
## 2          total_insecticide   -0.000001 0.000001      0.3345        0.2729
## 3            total_fungicide   -0.000001 0.000002      0.5132        0.4735
##   Anova_Chi_sqare R_Squared    AIC    BIC
## 6           13.96    0.7772 -10.95 -11.58
## 5            6.60    0.6225  -7.79  -8.41
## 4            2.71    0.4034  -5.04  -5.67
## 1            2.16    0.3510  -4.54  -5.16
## 2            1.20    0.2311  -3.52  -4.14
## 3            0.51    0.1138  -2.67  -3.29
##                    Predictor Coefficient       SE GLM_P_Value Anova_P_Value
## 6                   api_prop    0.772536 0.206787      0.0202        0.0002
## 5                 crith_prop   -0.391316 0.152361      0.0621        0.0102
## 4 total_pesticide_applied_ml   -0.000001 0.000001      0.1754        0.1000
## 1         avg_hives_in_phase    0.002197 0.001494      0.2153        0.1413
## 2          total_insecticide   -0.000001 0.000001      0.3345        0.2729
## 3            total_fungicide   -0.000001 0.000002      0.5132        0.4735
##   Anova_Chi_sqare R_Squared    AIC    BIC
## 6           13.96    0.7772 -10.95 -11.58
## 5            6.60    0.6225  -7.79  -8.41
## 4            2.71    0.4034  -5.04  -5.67
## 1            2.16    0.3510  -4.54  -5.16
## 2            1.20    0.2311  -3.52  -4.14
## 3            0.51    0.1138  -2.67  -3.29

Figure 2

Figure 3

Pesticide residue analysis

Fisher’s Exact Test and ChiSquare Analysis

## 
##  Fisher's Exact Test for Count Data with simulated p-value (based on
##  1e+05 replicates)
## 
## data:  contingency_table
## p-value = 0.5132
## alternative hypothesis: two.sided
## 
##  Chi-squared test for given probabilities with simulated p-value (based
##  on 1e+05 replicates)
## 
## data:  applied_only$Detected
## X-squared = 7.086, df = NA, p-value = 0.4101
##               Chemical Detected Expected
## 1         Azoxystrobin        2     1.55
## 4  Chlorantraniliprole        6     7.75
## 5         Chlorfenapyr        4     4.65
## 7       Difenoconazole        4     1.55
## 10          Flonicamid        1     1.55
## 11           Fluopyram        5     3.10
## 15         Propamocarb        5     7.75
## 17        Pyrimethanil        4     3.10

Wax chemical analyses

###(1)does exposure to a particular chemical correlate with parasite infection?

## 
## Approx TRUE prevalence for *.Exposed (ignoring NA):
## A.Exposed B.Exposed C.Exposed D.Exposed E.Exposed F.Exposed G.Exposed H.Exposed 
##     1.000     0.667     0.667     1.000     0.833     0.333     0.833     1.000 
## I.Exposed J.Exposed K.Exposed L.Exposed M.Exposed N.Exposed O.Exposed P.Exposed 
##     0.667     1.000     0.667     0.333     0.500     0.167     0.500     0.333 
## Q.Exposed R.Exposed S.Exposed T.Exposed U.Exposed V.Exposed W.Exposed 
##     0.500     0.167     0.333     0.167     0.167     0.167     0.167
## 
## ----
## Fitting for chemical B
## Formula: cbind(crith_pos_b, crith_neg_b) ~ B.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical C
## Formula: cbind(crith_pos_b, crith_neg_b) ~ C.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical E
## Formula: cbind(crith_pos_b, crith_neg_b) ~ E.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical F
## Formula: cbind(crith_pos_b, crith_neg_b) ~ F.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical G
## Formula: cbind(crith_pos_b, crith_neg_b) ~ G.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical I
## Formula: cbind(crith_pos_b, crith_neg_b) ~ I.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical K
## Formula: cbind(crith_pos_b, crith_neg_b) ~ K.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical L
## Formula: cbind(crith_pos_b, crith_neg_b) ~ L.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical M
## Formula: cbind(crith_pos_b, crith_neg_b) ~ M.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical N
## Formula: cbind(crith_pos_b, crith_neg_b) ~ N.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical O
## Formula: cbind(crith_pos_b, crith_neg_b) ~ O.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical P
## Formula: cbind(crith_pos_b, crith_neg_b) ~ P.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical Q
## Formula: cbind(crith_pos_b, crith_neg_b) ~ Q.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical R
## Formula: cbind(crith_pos_b, crith_neg_b) ~ R.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical S
## Formula: cbind(crith_pos_b, crith_neg_b) ~ S.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical T
## Formula: cbind(crith_pos_b, crith_neg_b) ~ T.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical U
## Formula: cbind(crith_pos_b, crith_neg_b) ~ U.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical V
## Formula: cbind(crith_pos_b, crith_neg_b) ~ V.Exposed + (1 | greenhouse)
## 
## ----
## Fitting for chemical W
## Formula: cbind(crith_pos_b, crith_neg_b) ~ W.Exposed + (1 | greenhouse)
## 
## ================ PRIMARY EFFECTS (X.Exposed TRUE vs FALSE) ================
##           term estimate       OR      LCL      UCL     SE chemical
##  N.ExposedTRUE   -3.057  0.04702 0.008834   0.2503 0.8531        N
##  C.ExposedTRUE    2.050  7.76914 1.550368  38.9324 0.8223        C
##  E.ExposedTRUE   -2.515  0.08088 0.009134   0.7162 1.1128        E
##  F.ExposedTRUE   -2.050  0.12871 0.025685   0.6450 0.8223        F
##  G.ExposedTRUE   -2.515  0.08088 0.009134   0.7162 1.1128        G
##  R.ExposedTRUE    2.515 12.36387 1.396264 109.4816 1.1128        R
##  T.ExposedTRUE    2.515 12.36387 1.396264 109.4816 1.1128        T
##  U.ExposedTRUE    2.515 12.36387 1.396264 109.4816 1.1128        U
##  V.ExposedTRUE    2.515 12.36387 1.396264 109.4816 1.1128        V
##  W.ExposedTRUE    2.515 12.36387 1.396264 109.4816 1.1128        W
##  I.ExposedTRUE    1.824  6.19896 1.032816  37.2061 0.9143        I
##  B.ExposedTRUE   -1.575  0.20703 0.029684   1.4438 0.9910        B
##  K.ExposedTRUE   -1.575  0.20703 0.029684   1.4438 0.9910        K
##  P.ExposedTRUE    1.575  4.83033 0.692589  33.6882 0.9910        P
##  M.ExposedTRUE   -1.385  0.25021 0.038317   1.6339 0.9574        M
##  O.ExposedTRUE   -1.385  0.25021 0.038317   1.6339 0.9574        O
##  Q.ExposedTRUE    1.385  3.99661 0.612040  26.0977 0.9574        Q
##  S.ExposedTRUE    1.522  4.58347 0.639354  32.8585 1.0050        S
##  L.ExposedTRUE   -1.371  0.25391 0.032853   1.9625 1.0434        L
##                                                         formula converged
##  cbind(crith_pos_b, crith_neg_b) ~ N.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ C.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ E.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ F.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ G.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ R.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ T.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ U.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ V.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ W.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ I.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ B.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ K.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ P.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ M.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ O.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ Q.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ S.Exposed + (1 | greenhouse)      TRUE
##  cbind(crith_pos_b, crith_neg_b) ~ L.Exposed + (1 | greenhouse)      TRUE
##       z   p_value p_FDR_BH
##  -3.584 0.0003388 0.006437
##   2.493 0.0126591 0.045268
##  -2.260 0.0238242 0.045268
##  -2.493 0.0126593 0.045268
##  -2.260 0.0238242 0.045268
##   2.260 0.0238251 0.045268
##   2.260 0.0238251 0.045268
##   2.260 0.0238251 0.045268
##   2.260 0.0238251 0.045268
##   2.260 0.0238251 0.045268
##   1.995 0.0460126 0.079476
##  -1.589 0.1119932 0.151992
##  -1.589 0.1119932 0.151992
##   1.589 0.1119943 0.151992
##  -1.447 0.1478607 0.156075
##  -1.447 0.1478607 0.156075
##   1.447 0.1478570 0.156075
##   1.515 0.1298004 0.156075
##  -1.314 0.1889202 0.188920

###(2) does the amount of a particular chemical correlate with parasite infection

results table for wax resdiue analysis

##          term      estimate           SE           OR        LCL        UCL
## 1      A.Bin2   0.768486730    0.6140065 2.156500e+00 0.64730096  7.1844387
## 2  A.Bin3plus  -0.862659339    0.3030477 4.220382e-01 0.23302210  0.7643751
## 3  B.Bin3plus  -0.080406966    0.3578340 9.227407e-01 0.45760509  1.8606666
## 4      C.Bin2  -0.437641666    0.4728288 6.455571e-01 0.25554186  1.6308245
## 5  C.Bin3plus  -0.066547642    0.4623342 9.356183e-01 0.37805865  2.3154653
## 6      D.Bin2   0.004969945    0.3403944 1.004982e+00 0.51572021  1.9584058
## 7  D.Bin3plus  -0.618066887    0.5008634 5.389854e-01 0.20194881  1.4385091
## 8  E.Bin3plus  -0.654744442    0.3538430 5.195748e-01 0.25969070  1.0395366
## 9      F.Bin2 -16.035091063 2728.0220779 1.086547e-07 0.00000000        Inf
## 10 F.Bin3plus   1.565496290    0.5614872 4.785049e+00 1.59201673 14.3821950
## 11     G.Bin2  -0.864985110    0.3186166 4.210578e-01 0.22549388  0.7862284
## 12 G.Bin3plus  -0.917229547    0.4815075 3.996247e-01 0.15552219  1.0268622
## 13     H.Bin2  -0.205507406    0.2753976 8.142341e-01 0.47460296  1.3969089
## 14 H.Bin3plus  -0.050599015    0.4804603 9.506598e-01 0.37072900  2.4377754
## 15 I.Bin3plus   0.163489131    0.4110619 1.177613e+00 0.52614552  2.6357182
## 16     J.Bin2  -0.526628039    0.3154905 5.905931e-01 0.31823093  1.0960600
## 17 J.Bin3plus  -0.428832678    0.4414473 6.512689e-01 0.27415724  1.5471091
## 18     K.Bin2  -1.101065323    0.3770600 3.325167e-01 0.15880325  0.6962535
## 19 L.Bin3plus  -0.809241100    0.7137388 4.451958e-01 0.10990451  1.8033772
## 20 M.Bin3plus  -0.760255741    0.5118124 4.675468e-01 0.17146269  1.2749132
## 21     O.Bin2  -0.697040334    0.3781065 4.980572e-01 0.23737467  1.0450187
## 22 O.Bin3plus -19.748164865  512.0000022 2.651435e-09 0.00000000        Inf
## 23     P.Bin2  -0.951467396    0.4530515 3.861739e-01 0.15890765  0.9384715
## 24 P.Bin3plus  18.838708412 4591.4806745 1.518963e+08 0.00000000        Inf
## 25 Q.Bin3plus   0.655996556    0.4168751 1.927062e+00 0.85123784  4.3625503
## 26     S.Bin2  -0.562480028    0.4889873 5.697942e-01 0.21852006  1.4857466
## 27 S.Bin3plus  -1.363875312    0.5812479 2.556681e-01 0.08183091  0.7987954
##    chemical                               stage
## 1         A Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 2         A Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 3         B Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 4         C Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 5         C Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 6         D Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 7         D Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 8         E   Stage2_crith_Bin_0_1_2_3plus_vs_2
## 9         F Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 10        F Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 11        G Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 12        G Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 13        H Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 14        H Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 15        I Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 16        J Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 17        J Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 18        K Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 19        L Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 20        M   Stage2_crith_Bin_0_1_2_3plus_vs_2
## 21        O Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 22        O Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 23        P Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 24        P Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 25        Q Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 26        S Stage2_crith_Bin_0_1_2_3plus_vs_0-1
## 27        S Stage2_crith_Bin_0_1_2_3plus_vs_0-1
##                                                              formula reference
## 1  cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 2  cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 3  cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 4  cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 5  cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 6  cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 7  cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 8  cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)         2
## 9  cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 10 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 11 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 12 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 13 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 14 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 15 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 16 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 17 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 18 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 19 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 20 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)         2
## 21 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 22 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 23 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 24 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 25 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 26 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
## 27 cbind(crith_pos_b, crith_neg_b) ~ BinCollapsed + (1 | greenhouse)       0-1
##               z     p_value converged   p_FDR_BH
## 1   1.251593762 0.210717929      TRUE 0.41888915
## 2  -2.846612115 0.004418717      TRUE 0.04476119
## 3  -0.224704658 0.822209041      TRUE 0.99672631
## 4  -0.925581715 0.354663399      TRUE 0.53199510
## 5  -0.143938407 0.885549107      TRUE 0.99672631
## 6   0.014600547 0.988350863      TRUE 0.99672631
## 7  -1.234003011 0.217201782      TRUE 0.41888915
## 8  -1.850381280 0.064258615      TRUE 0.19576701
## 9  -0.005877918 0.995310127     FALSE 0.99672631
## 10  2.788124619 0.005301415     FALSE 0.04476119
## 11 -2.714814662 0.006631287      TRUE 0.04476119
## 12 -1.904912438 0.056791454      TRUE 0.19576701
## 13 -0.746220883 0.455533995      TRUE 0.64733778
## 14 -0.105313617 0.916126959      TRUE 0.99672631
## 15  0.397723843 0.690833760      TRUE 0.93262558
## 16 -1.669236025 0.095070613      TRUE 0.25669066
## 17 -0.971424421 0.331336972      TRUE 0.52624107
## 18 -2.920133302 0.003498817      TRUE 0.04476119
## 19 -1.133805748 0.256876039      TRUE 0.43347832
## 20 -1.485418816 0.137432914      TRUE 0.30922406
## 21 -1.843502559 0.065255668     FALSE 0.19576701
## 22 -0.038570634 0.969232715     FALSE 0.99672631
## 23 -2.100130716 0.035717344     FALSE 0.16072805
## 24  0.004102970 0.996726313     FALSE 0.99672631
## 25  1.573604396 0.115578936      TRUE 0.28369375
## 26 -1.150295852 0.250022039      TRUE 0.43347832
## 27 -2.346460662 0.018952667      TRUE 0.10234440

Key to letters desingated to each chemical compound

Pesticide names and corresponding letters used in analyses
Compound Letter
Chlorantraniliprole A
chlorfenapyr B
difenoconazole C
fluopyram D
hexythiazox E
myclobutanil F
Propamocarb G
Pyraclostrobin H
Pyrimethanil I
Pyriproxyfen J
Spirotetramat K
azoxystrobin L
bifenazate M
diphenylamine N
Fenpyroximate O
boscalid P
chlozolinate Q
flonicamid R
Picoxystrobin S
spinetoram T
Spinosyn A U
Spinosyn D V
trifloxystrobin W
##  BinCollapsed  prob    SE  df asymp.LCL asymp.UCL
##  0-1          0.456 0.149 Inf    0.2050     0.732
##  2            0.218 0.118 Inf    0.0674     0.519
## 
## Confidence level used: 0.95 
## Intervals are back-transformed from the logit scale
##  contrast  odds.ratio   SE  df null z.ratio p.value
##  (0-1) / 2       3.01 1.13 Inf    1   2.920  0.0035
## 
## Tests are performed on the log odds ratio scale
##  BinCollapsed  prob    SE  df asymp.LCL asymp.UCL .group
##  2            0.218 0.118 Inf    0.0674     0.519  a    
##  0-1          0.456 0.149 Inf    0.2050     0.732   b   
## 
## Confidence level used: 0.95 
## Intervals are back-transformed from the logit scale 
## Tests are performed on the log odds ratio scale 
## significance level used: alpha = 0.05 
## NOTE: If two or more means share the same grouping symbol,
##       then we cannot show them to be different.
##       But we also did not show them to be the same.

code format for figure 4

---
title: "Gut pathogen infections indicate species-specific effects on bumble bees exposed
  to pesticides inside a tomato greenhouse"
author: "Emily Runnion and Frances Sivakoff"
date: '2026'
output:
  html_document:
    toc: true
    toc_depth: 4
    number_sections: false
    toc_float: true
    theme: journal
    code_download: true
    fig_crop: false
  pdf_document:
    toc: true
    toc_depth: '4'
---

```{r setup, include=FALSE}
knitr::opts_chunk$set(
  echo = FALSE,
  warning = FALSE,
  message = FALSE
)
```


```{r load libraries, include=FALSE}

# Input libraries

library(effects)
library(ggplot2)
library(DHARMa)
library(patchwork)
library(ggrepel)
library(car)
library(readr)
library(cowplot)
library(plotly)
library(dplyr)
library(lme4)
library(stringr)
library(multcomp)
library(multcompView)
library(emmeans)
library(knitr)
library(kableExtra)

```


Gut parasite infection and pesticide exposure affect bumble bee health and pollination behavior. These stressors are common in commercial tomato greenhouses, where growers deploy bumble bees for pollination. To investigate the effects of these stressors on bumble bee pollination in greenhouses, we sampled commercial bumble bee colonies for the presence of three common gut-parasites (Crithidia, Apicystis, Nosema) within three commercial tomato greenhouses that were sampled during 12-week periods of two growing seasons. We then sampled the nest material of these same colonies to detect and quantify compounds that are active ingredients in pesticides. Using grower-collected data, we monitored tomato anther bruising as a proxy for bee pollination activity, and recorded pesticide applications within the greenhouses. We found that parasite infection prevalence was correlated with total pesticide application and bumble bee colony density, but these relationships were parasite-specific. Crithidia prevalence increased with total pesticide use and decreased with bumble bee colony density. Crithidia infection was also negatively associated correlated with decreased pollination activity. In contrast, Apicystis infection decreased with total pesticide use, but increased with colony density, and was positively associated with pollination activity. We never detected Nosema in any colony. Pollination activity was not directly predicted by pesticide quantity. Nest-compound exposure revealed frequent detection of multiple pesticide compounds. We further found compound-specific associations with pathogen infection probability. Our results highlight that gut parasites, as mediated through pesticide exposure, have important effects on bumble bee pollination, but these effects are pathogen- and pesticide-specific.



# Statistical Analyses


## Bivariate analyses of pathogen prevelence and anther bruise score in each of the 6 greenhouses over the two sampling seasons 

### Input data 

```{r}

gh6 <- read_csv("gh6.1.csv", col_types = cols(gh = col_factor(levels = c("1", "2", "3", "4", "5", "6")), 
                                              year = col_factor(levels = c("2022", "2024")), 
                                              label = col_factor(levels = c("2022_1",  "2022_2", "2022_3", "2024_4", "2024_5", "2024_6")),
                                              source = col_factor(levels = c("Koppert","Biobest"))))

```

#### Crithidia

```{r}
# R Script: Simplified Bivariate Analysis (N = 6) for crithidia####
# 1. Define a list of your individual predictors
#predictors <- c("avg_hives_in_phase", "total_insecticide", "total_fungicide", "year", "total_synthetic", "total_biological", "total_pesticide_applied_ml")
predictors <- c("avg_hives_in_phase", "total_insecticide", "total_fungicide", "total_pesticide_applied_ml")

#Simplified Bivariate Analysis (N = 6) for Crithidia#

# 2. Create an empty data frame to store the results for comparison
bivariate_results <- data.frame(
  Predictor = character(),
  Coefficient = numeric(),
  SE = numeric(),
  Odds_Ratio = numeric(),   # Added column for Odds Ratio
  GLM_P_Value = numeric(),  # Coefficient-level p-value from summary()
  Anova_P_Value = numeric(),# Variable-level p-value from car::Anova()
  Anova_Chi_sqare = numeric(), # Variable-level Chi square from car::Anova()
  Pseudo_R2 = numeric(),
  AIC = numeric(),           # Added column for AIC
  BIC = numeric(),           # Added column for BIC
  stringsAsFactors = FALSE
)


# 3. Loop through each predictor and run a simple univariate GLM
for (pred in predictors) {
  
  # Construct binomial response using positive and negative counts
  form <- as.formula(paste("cbind(crith_pos, crith_neg) ~", pred))
  
  # Run the simple model
  simple_model <- glm(
    form,
    data = gh6,
    family = binomial("logit")
  )
  
  # Extract summary
  sum_model <- summary(simple_model)
  
  # Get predictor coefficient
  pred_row <- which(rownames(sum_model$coefficients) != "(Intercept)")[1]
  
  coef_val <- sum_model$coefficients[pred_row, "Estimate"]
  se_val <- sum_model$coefficients[pred_row, "Std. Error"]
  glm_p_val <- sum_model$coefficients[pred_row, "Pr(>|z|)"]
  
  # Odds ratio
  odds_ratio <- exp(coef_val)
  
  # Type II ANOVA
  anova_res <- car::Anova(simple_model, type = "II")
  
  anova_p_val <- anova_res[pred, "Pr(>Chisq)"]
  anova_chi_sq <- anova_res[pred, "LR Chisq"]
  
  # McFadden pseudo-R2
  pseudo_r2 <- 1 - (simple_model$deviance / simple_model$null.deviance)
  
  # AIC and BIC
  model_aic <- AIC(simple_model)
  model_bic <- BIC(simple_model)
  
  # Store results
  bivariate_results <- rbind(
    bivariate_results,
    data.frame(
      Predictor = pred,
      Coefficient = round(coef_val, 6),
      SE = round(se_val, 6),
      Odds_Ratio = round(odds_ratio, 6),
      GLM_P_Value = glm_p_val,
      Anova_P_Value = anova_p_val,
      Anova_Chi_sqare = round(anova_chi_sq, 2),
      Pseudo_R2 = round(pseudo_r2, 4),
      AIC = round(model_aic, 2),
      BIC = round(model_bic, 2)
    )
  )
}

# Sort the results table so the BEST fitting model is at the top
bivariate_results <- bivariate_results[order(bivariate_results$AIC), ]
crith_results <- as.data.frame(bivariate_results)
crith_results
# 4. Print the final comparison table
cat("--- BIVARIATE GLM RESULTS ---\n")
print(bivariate_results)

write.table(bivariate_results,
            "clipboard",
            sep = "\t",
            row.names = FALSE)

# 1. Calculate the empirical success ratio and row IDs for tracking
gh6$success_ratio <- gh6$crith_pos / (gh6$crith_pos + gh6$crith_neg)
gh6$row_id        <- c("2022, GH 1", "2022, GH 2", "2022, GH 3","2024, GH 1", "2024, GH 2", "2024, GH 3")
gh6$year          <- as.factor(gh6$year) # Ensure year is treated as a factor
```


#### Apicystis 

```{r}
# R Script: Simplified Bivariate Analysis (N = 6) for apicystis####

# 1. Define a list of your individual predictors
#predictors <- c("avg_hives_in_phase", "total_insecticide", "total_fungicide", "year", "total_synthetic", "total_biological", "total_pesticide_applied_ml")
predictors <- c("avg_hives_in_phase", "total_insecticide", "total_fungicide", "total_pesticide_applied_ml")

# 2. Create an empty data frame to store the results for comparison
bivariate_results <- data.frame(
  Predictor = character(),
  Coefficient = numeric(),
  SE = numeric(),
  Odds_Ratio = numeric(),   # Added column for Odds Ratio
  GLM_P_Value = numeric(),  # Coefficient-level p-value from summary()
  Anova_P_Value = numeric(),# Variable-level p-value from car::Anova()
  Anova_Chi_sqare = numeric(), # Variable-level Chi square from car::Anova()
  Pseudo_R2 = numeric(),
  AIC = numeric(),           # Added column for AIC
  BIC = numeric(),           # Added column for BIC
  stringsAsFactors = FALSE
)


# 3. Loop through each predictor and run a simple univariate GLM
for (pred in predictors) {
  
  # Construct binomial response using positive and negative counts
  form <- as.formula(paste("cbind(api_pos, api_neg) ~", pred))
  
  # Run the simple model
  simple_model <- glm(
    form,
    data = gh6,
    family = binomial("logit")
  )
  
  # Extract summary
  sum_model <- summary(simple_model)
  
  # Get predictor coefficient
  pred_row <- which(rownames(sum_model$coefficients) != "(Intercept)")[1]
  
  coef_val <- sum_model$coefficients[pred_row, "Estimate"]
  se_val <- sum_model$coefficients[pred_row, "Std. Error"]
  glm_p_val <- sum_model$coefficients[pred_row, "Pr(>|z|)"]
  
  # Odds ratio
  odds_ratio <- exp(coef_val)
  
  # Type II ANOVA
  anova_res <- car::Anova(simple_model, type = "II")
  
  anova_p_val <- anova_res[pred, "Pr(>Chisq)"]
  anova_chi_sq <- anova_res[pred, "LR Chisq"]
  
  # McFadden pseudo-R2
  pseudo_r2 <- 1 - (simple_model$deviance / simple_model$null.deviance)
  
  # AIC and BIC
  model_aic <- AIC(simple_model)
  model_bic <- BIC(simple_model)
  
  # Store results
  bivariate_results <- rbind(
    bivariate_results,
    data.frame(
      Predictor = pred,
      Coefficient = round(coef_val, 6),
      SE = round(se_val, 6),
      Odds_Ratio = round(odds_ratio, 6),
      GLM_P_Value = glm_p_val,
      Anova_P_Value = anova_p_val,
      Anova_Chi_sqare = round(anova_chi_sq, 2),
      Pseudo_R2 = round(pseudo_r2, 4),
      AIC = round(model_aic, 2),
      BIC = round(model_bic, 2)
    )
  )
}

# Sort the results table so the BEST fitting model is at the top
bivariate_results <- bivariate_results[order(bivariate_results$AIC), ]
api_results <- as.data.frame(bivariate_results)
api_results
# 4. Print the final comparison table
cat("--- BIVARIATE GLM RESULTS ---\n")
print(bivariate_results)

write.table(bivariate_results,
            "clipboard",
            sep = "\t",
            row.names = FALSE)

```


#### Anther bruise score 

```{r}
# R Script: Simplified Bivariate Analysis (N = 6) for anther bruise score####
# 1. Define a list of your individual predictors
predictors <- c("avg_hives_in_phase", "total_insecticide", "total_fungicide", "total_pesticide_applied_ml", "crith_prop", "api_prop")

# 2. Create an empty data frame to store the results for comparison
bivariate_results <- data.frame(
  Predictor = character(),
  Coefficient = numeric(),
  SE = numeric(),
  GLM_P_Value = numeric(),  # Coefficient-level p-value from summary()
  Anova_P_Value = numeric(),# Variable-level p-value from car::Anova()
  Anova_Chi_sqare = numeric(), # Variable-level Chi square from car::Anova()
  R_Squared = numeric(),     # True R-squared for continuous outcomes
  AIC = numeric(),           # Model fit metric (lower is better)
  BIC = numeric(),           # Model fit metric (lower is better)
  stringsAsFactors = FALSE
)

# 3. Loop through each predictor and run a simple univariate GLM
for (pred in predictors) {
  
  # Dynamically construct the formula
  form <- as.formula(paste("average_bruise ~", pred))
  
  # Run the Gaussian GLM
  simple_model <- glm(form, data = gh6, family = gaussian(link = "identity"))
  
  # Extract the summary table for the specific coefficient
  sum_model <- summary(simple_model)
  pred_row <- which(rownames(sum_model$coefficients) != "(Intercept)")[1]
  
  coef_val  <- sum_model$coefficients[pred_row, "Estimate"]
  se_val <- sum_model$coefficients[pred_row, "Std. Error"]
  glm_p_val <- sum_model$coefficients[pred_row, "Pr(>|t|)"]
  
  # Run Type II Anova using the car package
  # type = "II" is standard for main effects without interactions
  anova_res <- car::Anova(simple_model, type = "II")
  
  # Extract the ANOVA p-value for the predictor row
  anova_p_val <- anova_res[pred, "Pr(>Chisq)"]
  anova_chi_sq <- anova_res[pred, "LR Chisq"]
  
  # Calculate standard R-Squared: 1 - (Residual Sum of Squares / Total Sum of Squares)
  # For gaussian GLM, deviance is RSS, and null.deviance is TSS
  r_squared <- 1 - (simple_model$deviance / simple_model$null.deviance)
  
  # Extract AIC and BIC
  model_aic <- AIC(simple_model)
  model_bic <- BIC(simple_model)
  
  # Store the results
  bivariate_results <- rbind(bivariate_results, data.frame(
    Predictor = pred,
    Coefficient = round(coef_val, 6),
    SE = round(se_val, 6),
    GLM_P_Value = round(glm_p_val, 4),
    Anova_P_Value = round(anova_p_val, 4),
    Anova_Chi_sqare = round(anova_chi_sq, 2),
    R_Squared = round(r_squared, 4),
    AIC = round(model_aic, 2),
    BIC = round(model_bic, 2)
  ))
}
# Sort the results table so the BEST fitting model (lowest AIC) is at the top
bivariate_results <- bivariate_results[order(bivariate_results$AIC), ]
bruising_results <- as.data.frame(bivariate_results)


# 4. Print the final comparison table
cat("--- BIVARIATE GLM & CAR::ANOVA RESULTS ---\n")
print(bivariate_results)

write.table(bivariate_results,
            "clipboard",
            sep = "\t",
            row.names = FALSE)

bivariate_results

gh6$row_id        <- c("2022, GH 1", "2022, GH 2", "2022, GH 3","2024, GH 1", "2024, GH 2", "2024, GH 3")
```

#### Figure 2

```{r, fig.width=12, fig.height=8, dpi=600}

f2a <- ggplot(gh6, aes(x = total_pesticide_applied_ml, y = crith_prop)) +
  geom_point(size = 5, stroke = 0.8, alpha = 0.8, color = "black") +
  geom_smooth(method = "lm", formula = y ~ x, se = TRUE, level = 0.95, 
              fullrange = TRUE,
              color = "black", linetype = "solid", fill = "grey80", alpha = 0.5) +
  theme_cowplot() +
  scale_x_continuous(limit = c(16890.52, 212090.44)) +
  labs(
    x = "Average total pesticides applied (ml)",
    y = "*Crithidia* Prevalence"
  ) +
  theme(
    plot.title = element_text(size = 20, face = "bold"),
    text = element_text(size = 26),
    axis.text.x = element_text(size = 26),
    axis.text.y = element_text(size = 26),
    axis.title.x = element_text(size = 26),
    axis.title.y = ggtext::element_markdown(size = 26),
    legend.text = element_text(size = 26),
    legend.title = element_text(size = 26),
    plot.margin = margin(20, 20, 20, 20)
  ) + 
  annotate(
    "text",
    x = 18890.52,
    y = 1.2,
    parse = TRUE,
    label = "italic(R)^2 == 0.36",
    hjust = 0,
    size = 10
  ) + 
  annotate(
    geom = "text",
    x = 40000.52,
    y = 1.1,
    label = "P < 0.0001",
    size = 10
  ) +
  annotate(
    geom = "text",
    x = 212090.44,
    y = 1.2,
    label = "A",
    size = 14
  )


```

```{r, fig.width=12, fig.height=8, dpi=600}

f2b <- ggplot(gh6, aes(x = total_fungicide, y = crith_prop)) +
  geom_point(size = 5, stroke = 0.8, alpha = 0.8, color = "black") +
 geom_smooth(method = "lm", formula = y ~ x, se = TRUE, level = 0.95, 
              fullrange = TRUE, # <-- This stretches the line & CI to the edges
              color = "black", linetype = "solid", fill = "grey80", alpha = 0.5) +
  theme_cowplot() +
  scale_x_continuous(limit = c(10522.96, 95627.97)) +
  labs(
  x = "Average total fungicides applied (ml)",
  y = "*Crithidia* Prevalence"
) +
 theme(
    plot.title = element_text(size = 20, face = "bold"),
    text = element_text(size = 26),
    axis.text.x = element_text(size = 26),
    axis.text.y = element_text(size = 26),
    axis.title.x = element_text(size = 26),
    axis.title.y = ggtext::element_markdown(size = 26),
    legend.text = element_text(size = 26),
    legend.title = element_text(size = 26),
    plot.margin = margin(20, 20, 20, 20)
  ) + 
  annotate(geom = 'text',
           x = 10522.96,
           y = 1.6,
           label = "italic(R)^2 == 0.29",
           parse = TRUE,
           hjust = 0,
           size = 10) +
  annotate(
    geom = "text",
    x = 19000,
    y = 1.5,
    label = "P < 0.0001",
    size = 10
  ) +
    annotate(
    geom = "text",
    x = 95627.97,
    y = 1.6,
    label = "B",
    size = 14
  )

```

```{r, fig.width=12, fig.height=8, dpi=600}

f2c <- ggplot(gh6, aes(x = total_insecticide, y = crith_prop)) +
  geom_point(size = 5, stroke = 0.8, alpha = 0.8, color = "black") +
  geom_smooth(method = "lm", formula = y ~ x, se = TRUE, level = 0.95, 
              fullrange = TRUE, # <-- This stretches the line & CI to the edges
              color = "black", linetype = "solid", fill = "grey80", alpha = 0.5) +
  theme_cowplot() +
  scale_x_continuous(limit = c(3363.776, 193755)) +
  labs(
  x = "Average total insecticides applied (ml)",
  y = "*Crithidia* Prevalence"
) +
 theme(
    plot.title = element_text(size = 20, face = "bold"),
    text = element_text(size = 26),
    axis.text.x = element_text(size = 26),
    axis.text.y = element_text(size = 26),
    axis.title.x = element_text(size = 26),
    axis.title.y = ggtext::element_markdown(size = 26),
    legend.text = element_text(size = 26),
    legend.title = element_text(size = 26),
    plot.margin = margin(20, 40, 20, 20)
  ) + 
  annotate(geom = 'text',
           x = 3363.776,
           y = 1.25,
    label = "italic(R)^2 == 0.15",
           parse = TRUE,
           hjust = 0,
           size = 10) +
  annotate(
    geom = "text",
    x = 19000,
    y = 1.15,
    label = "P < 0.0001",
    size = 10
  ) +
    annotate(
    geom = "text",
    x = 193753.780,
    y = 1.25,
    label = "C",
    size = 14
  )
```

```{r, fig.width=12, fig.height=8, dpi=600}

f2d <- ggplot(gh6, aes(x = avg_hives_in_phase, y = crith_prop)) +
geom_point(size = 5, stroke = 0.8, alpha = 0.8, color = "black") +
geom_smooth(method = "lm", formula = y ~ x, se = TRUE, level = 0.95, 
              fullrange = TRUE, # <-- This stretches the line & CI to the edges
              color = "black", linetype = "solid", fill = "grey80", alpha = 0.5) +
  theme_cowplot() +
    scale_x_continuous(limits = c(125,236)) +
    coord_cartesian(ylim = c(0, max(gh6$crith_prop) * 1.5)) +
  labs(
    x = "Average total bumble bee colonies per greenhouse",
    y = "*Crithidia* Prevalence"
  ) +
  theme(
    plot.title = element_text(size = 20, face = "bold"),
    text = element_text(size = 26),
    axis.text.x = element_text(size = 26),
    axis.text.y = element_text(size = 26),
    axis.title.x = element_text(size = 26),
    axis.title.y = ggtext::element_markdown(size = 26),
    legend.text = element_text(size = 26),
    legend.title = element_text(size = 26),
        plot.margin = margin(20, 40, 20, 20)
  ) + 
  annotate(geom = 'text',
           x = 126.3333,
           y = 1.4,
           label = "italic(R)^2 == 0.11",
           parse = TRUE,
           hjust = 0,
           size = 10) +
  annotate(
    geom = "text",
    x = 138,
    y = 1.3,
    label = "P < 0.0001",
    size = 10
  ) +
    annotate(
    geom = "text",
    x = 235.4667,
    y = 1.4,
    label = "D",
    size = 14
  )
```

```{r, fig.width=12, fig.height=8, dpi=600}

f2e <- 
  ggplot(gh6, aes(x = total_pesticide_applied_ml, y = api_prop)) +
  geom_point(size = 5, stroke = 0.8, alpha = 0.8, color = "black") +
  geom_smooth(method = "lm", formula = y ~ x, se = TRUE, level = 0.95, 
              fullrange = TRUE, # <-- This stretches the line & CI to the edges
              color = "black", linetype = "solid", fill = "grey80", alpha = 0.5) +
  theme_cowplot() +
     coord_cartesian(ylim = c(0, max(gh6$api_prop) * 1.5)) +
  scale_x_continuous(limit = c(16890.52, 212090.44)) +
  labs(
  x = "Average total pesticides applied (ml)",
  y = "*Apicystis* Prevalence"
) +
 theme(
    plot.title = element_text(size = 20, face = "bold"),
    text = element_text(size = 26),
    axis.text.x = element_text(size = 26),
    axis.text.y = element_text(size = 26),
    axis.title.x = element_text(size = 26),
    axis.title.y = ggtext::element_markdown(size = 26),
    legend.text = element_text(size = 26),
    legend.title = element_text(size = 26),
        plot.margin = margin(20, 40, 20, 20)
  ) + 
  annotate(
  "text",
  x = 19890.52,
  y = 0.6,
  label = "italic(R)^2 == 0.08",
  parse = TRUE,
  hjust = 0,
  size = 10
) +
  annotate(
    geom = "text",
    x = 40000.52,
    y = 0.54,
    label = "P < 0.0001",
    size = 10
  ) +
    annotate(
    geom = "text",
    x = 212090.44,
    y = 0.6,
    label = "E",
    size = 14
  )

```

```{r, fig.width=12, fig.height=8, dpi=600}

f2f <- 
  ggplot(gh6, aes(x = total_fungicide, y = api_prop)) +
  geom_point(size = 5, stroke = 0.8, alpha = 0.8, color = "black") +
  geom_smooth(method = "lm", formula = y ~ x, se = TRUE, level = 0.95, 
              fullrange = TRUE, # <-- This stretches the line & CI to the edges
              color = "black", linetype = "solid", fill = "grey80", alpha = 0.5) +
  theme_cowplot() +
     coord_cartesian(ylim = c(0, max(gh6$api_prop) * 1.5)) +
  scale_x_continuous(limit = c(10522.96, 95627.97)) +
  labs(
  x = "Average total fungicides applied (ml)",
  y = "*Apicystis* Prevalence"
) +
 theme(
    plot.title = element_text(size = 20, face = "bold"),
    text = element_text(size = 26),
    axis.text.x = element_text(size = 26),
    axis.text.y = element_text(size = 26),
    axis.title.x = element_text(size = 26),
    axis.title.y = ggtext::element_markdown(size = 26),
    legend.text = element_text(size = 26),
    legend.title = element_text(size = 26),
        plot.margin = margin(20, 40, 20, 20)
  ) + 
  annotate(
  "text",
  x = 12522.96,
  y = 0.6,
  label = "italic(R)^2 == 0.003",
  parse = TRUE,
  hjust = 0,
  size = 10
) +
  annotate(
    geom = "text",
    x = 19000.96,
    y = 0.54,
    label = "P = 0.40",
    size = 10
  ) +
    annotate(
    geom = "text",
    x = 95627.97,
    y = 0.6,
    label = "F",
    size = 14
  )

```


```{r, fig.width=12, fig.height=8, dpi=600}

f2g <- 
  ggplot(gh6, aes(x = total_insecticide, y = api_prop)) +
  geom_jitter(
  width = 3000,
  height = 0.01,
  size = 5,
  stroke = 1,
  alpha = 0.8,
  color = "black"
) +
  geom_smooth(method = "lm", formula = y ~ x, se = TRUE, level = 0.95, 
              fullrange = TRUE, # <-- This stretches the line & CI to the edges
              color = "black", linetype = "solid", fill = "grey80", alpha = 0.5) +
  theme_cowplot() +
   coord_cartesian(ylim = c(0, max(gh6$api_prop) * 1.3)) +
 # scale_x_continuous(limit = c(3363.776, 193753.780)) +
  labs(
  x = "Average total insecticides applied (ml)",
  y = "*Apicystis* Prevalence"
) +
 theme(
    plot.title = element_text(size = 20, face = "bold"),
    text = element_text(size = 26),
    axis.text.x = element_text(size = 26),
    axis.text.y = element_text(size = 26),
    axis.title.x = element_text(size = 26),
    axis.title.y = ggtext::element_markdown(size = 26),
    legend.text = element_text(size = 26),
    legend.title = element_text(size = 26),
        plot.margin = margin(20, 40, 20, 20)
  ) + 
  annotate(
  "text",
  x = 2500,
  y = 0.53,
  label = "italic(R)^2 == 0.06",
  parse = TRUE,
  hjust = 0,
  size = 10
) +
  annotate(
    geom = "text",
    x = 19000,
    y = 0.49,
    label = "P < 0.001",
    size = 10
  ) +
    annotate(
    geom = "text",
    x = 193753.780,
    y = 0.49,
    label = "G",
    size = 14
  )

```

```{r, fig.width=14, fig.height=8, dpi=600}

f2h <- 
  ggplot(gh6, aes(x = avg_hives_in_phase, y = api_prop)) +
  geom_point(size = 5, stroke = 0.8, alpha = 0.8, color = "black") +
  geom_smooth(method = "lm", formula = y ~ x, se = TRUE, level = 0.95, 
              fullrange = TRUE, # <-- This stretches the line & CI to the edges
              color = "black", linetype = "solid", fill = "grey80", alpha = 0.5) +
  theme_cowplot() +
     coord_cartesian(ylim = c(0, max(gh6$api_prop) * 1.7), xlim = c(125, 236)) +
  labs(
  x = "Average total bumble bee colonies per greenhouse",
  y = "*Apicystis* Prevalence"
) +
 theme(
    plot.title = element_text(size = 20, face = "bold"),
    text = element_text(size = 26),
    axis.text.x = element_text(size = 26),
    axis.text.y = element_text(size = 26),
    axis.title.x = element_text(size = 26),
    axis.title.y = ggtext::element_markdown(size = 26),
    legend.text = element_text(size = 26),
    legend.title = element_text(size = 26),
        plot.margin = margin(20, 40, 20, 20)
  ) + 
  annotate(
  "text",
  x = 126.3333,
  y = 0.67,
  label = "italic(R)^2 == 0.55",
  parse = TRUE,
  hjust = 0,
  size = 10
) +
  annotate(
    geom = "text",
    x = 136,
    y = 0.62,
    label = "P < 0.001",
    size = 10
  ) +
    annotate(
    geom = "text",
    x = 235,
    y = 0.69,
    label = "H",
    size = 14
  )

```

```{r, fig.height=18, fig.width=48}
plot_grid(
  plot_grid(f2a, f2b, f2c, f2d, f2e, f2f, f2g, f2h, ncol = 4))
```

#### Figure 3

```{r, fig.width=12, fig.height=8, dpi=600}
ACP <- ggplot(gh6, aes(x = crith_prop, y = average_bruise)) +
  geom_point(size = 5, stroke = 0.8, alpha = 0.8, color = "black") +
  geom_smooth(
    method = "lm",
    se = TRUE,
    color = "black",
    size = 1.2
  ) +
  theme_classic() +
  scale_x_continuous(limits = c(0.0891, 1)) +
  coord_cartesian(ylim = c(1.8, 2.7)) +
  labs(
    x = "*Crithidia* Prevalence",
    y = "Average anther bruising score"
  ) +
  theme(
    plot.title = element_text(size = 20, face = "bold")) +
  theme(text = element_text(size = 26),
        axis.text.x = element_text(size = 26),
        axis.text.y = element_text(size = 26)) +
    theme(axis.title.x = ggtext::element_markdown()) + 
  annotate(geom = 'text',
           x = 0.104,
    y = 2.7,
           label = paste("R^2",
             "==",
             0.62), 
           parse = TRUE,
           hjust = 0,
    size = 10) +
    annotate(
    geom = "text",
    x = 0.15,
    y = 2.65,
    label = "P = 0.01",
    size = 10
  ) +
    annotate(
    geom = "text",
    x = 1,
    y = 2.7,
    label = "A",
    size = 14
  )
```

```{r, fig.width=12, fig.height=8, dpi=600}

AAP <- ggplot(gh6, aes(x = api_prop, y = average_bruise)) +
geom_point(size = 5, stroke = 0.8, alpha = 0.8, color = "black") +
geom_smooth(
    method = "lm",
    se = TRUE,
    color = "black",
    size = 1.2
  ) +
  theme_cowplot() +
    scale_x_continuous(limits = c(0,.41)) +
  labs(
    x = "*Apicystis* Prevalence",
    y = "Average anther bruising score"
  ) +
  theme(
    plot.title = element_text(size = 20, face = "bold")) +
  theme(text = element_text(size = 26),
        axis.text.x = element_text(size = 26),
        axis.text.y = element_text(size = 26)) +
    theme(axis.title.x = ggtext::element_markdown()) + 
  annotate(geom = 'text',
           x = 0.011,
    y = 2.65,
           label = paste("R^2",
             "==",
             0.77), 
           parse = TRUE,
           hjust = 0,
    size = 10) +
    annotate(
    geom = "text",
    x = 0.04,
    y = 2.6,
    label = "P = 0.0002",
    size = 10
  ) +
  annotate(
    geom = "text",
    x = 0.4,
    y = 2.7,
    label = "B",
    size = 14
  )

```

```{r, fig.width=20, fig.height=12, dpi=600}
plot_grid(
  plot_grid(ACP, AAP, ncol = 2),
  ggdraw(),
  ncol = 1,
  rel_heights = c(1, 0.05)
)
```


## Pesticide residue analysis 

### Fisher's Exact Test and ChiSquare Analysis 

```{r}
# Fishers exact test and Chi squared goodness of fit test on applied vs detected chemicals
#Fishers exact test for Count Data with simulated p-value (based on 1e+05 replicates)####
#1. Input data
data <- data.frame(
  Chemical = c(
    "Azoxystrobin", "Bifenazate", "Boscalid", "Chlorantraniliprole", 
    "Chlorfenapyr", "Chlozolinate", "Difenoconazole", "Diphenylamine", 
    "Fenpyroximate", "Flonicamid", "Fluopyram", "Hexythiazox", 
    "Myclobutanil", "Picoxystrobin", "Propamocarb", "Pyraclostrobin", 
    "Pyrimethanil", "Pyriproxyfen", "Spinosyn A", "Spinosyn D", 
    "Spirotetramat", "Trifloxystrobin"
  ),
  Detected = c(2, 3, 2, 6, 4, 3, 4, 1, 3, 1, 5, 5, 2, 2, 5, 5, 4, 6, 1, 1, 3, 1),
  Applied = c(1, 0, 0, 5, 3, 0, 1, 0, 0, 1, 2, 0, 0, 0, 5, 0, 2, 0, 0, 0, 0, 0)
)

# 2. Convert the columns into a 2 x 22 contingency table matrix
contingency_table <- as.matrix(rbind(data$Detected, data$Applied))
rownames(contingency_table) <- c("Detected", "Applied")
colnames(contingency_table) <- data$Chemical

# 3. Run Fisher's Exact Test with Monte Carlo simulation (B = 100,000 replicates)
set.seed(42) # For consistent results
fisher_result <- fisher.test(contingency_table, simulate.p.value = TRUE, B = 100000)

# Print the test results
print(fisher_result)

#Chi squared goodness of fit

# 2. Subset to active ingredients with > 0 applications
applied_only <- subset(data, Applied > 0)

# 3. Calculate expected probabilities
probs <- applied_only$Applied / sum(applied_only$Applied)

# 4. Perform Chi-square Goodness-of-Fit with Monte Carlo Simulation (B = 100,000 replicates)
set.seed(42) # For reproducibility
sim_test <- chisq.test(
  x = applied_only$Detected, 
  p = probs, 
  simulate.p.value = TRUE, 
  B = 100000
)

# Print results
print(sim_test)

# Calculate and print observed vs expected counts
applied_only$Expected <- sum(applied_only$Detected) * probs
print(applied_only[, c("Chemical", "Detected", "Expected")])

```

## Wax chemical analyses 

###(1)does exposure to a particular chemical correlate with parasite infection?

```{r}
##GLMM to bin chemical conc. data
## User chooses API vs CRITH response variables
## Binning: 0-1 -> "0-1"; 2 -> "2"; (3+) -> "3plus"

in_path         <- "bin_and_exposure_3.csv"
out_primary_csv <- NULL   # e.g., "stage3_primary_ORs.csv" to save; NULL = don't write
alpha           <- 0.05   # CI level 95%
verbose         <- TRUE

df <- read_csv(in_path, show_col_types = FALSE)

```



```{r}

# Choose outcome: "api" or "crith"
use_outcome     <- "crith"  # change to "crith" to model Crithidia

# greenhouse as random-effect grouping factor
if (!"greenhouse" %in% names(df)) {
  stop("Column 'greenhouse' not found. Please ensure it exists.")
}
df$greenhouse <- factor(df$greenhouse)

# Identify *.Exposed columns (binary TRUE/FALSE as strings)
exp_vars <- grep("\\.Exposed$", names(df), value = TRUE)
if (length(exp_vars) == 0L) stop("No '*.Exposed' columns found.")

# Ensure *.Exposed are factors with "FALSE" as reference
for (v in exp_vars) {
  # Coerce to character first to avoid logical vs character confusion
  x <- as.character(df[[v]])
  # Treat "" as NA; do not force NA to FALSE because NA means unknown
  x[x == ""] <- NA
  df[[v]] <- factor(x)
  # If FALSE present, set it as reference
  if ("FALSE" %in% levels(df[[v]])) df[[v]] <- stats::relevel(df[[v]], ref = "FALSE")
}

# Outcome columns check
if (use_outcome == "api") {
  required <- c("api_pos_b", "api_neg_b")
} else if (use_outcome == "crith") {
  required <- c("crith_pos_b", "crith_neg_b")
} else {
  stop("use_outcome must be 'api' or 'crith'.")
}
missing_out <- setdiff(required, names(df))
if (length(missing_out) > 0) {
  stop("Missing outcome columns: ", paste(missing_out, collapse = ", "))
}

# Quick prevalence check (helps with diagnostics)
if (verbose) {
  prev <- sapply(exp_vars, function(v) mean(df[[v]] == "TRUE", na.rm = TRUE))
  cat("\nApprox TRUE prevalence for *.Exposed (ignoring NA):\n")
  print(round(prev, 3))
}

```


```{r}
## -----------------------
## Helper functions
## -----------------------

# Safer glmer with a better optimizer and more iterations
safe_glmer <- function(formula, data) {
  ctrl <- glmerControl(
    optimizer = "bobyqa",
    optCtrl   = list(maxfun = 200000)
  )
  fit <- try(glmer(formula, family = binomial("logit"), data = data, control = ctrl), silent = TRUE)
  if (inherits(fit, "try-error")) {
    message("Retrying with 'Nelder_Mead' optimizer...")
    ctrl2 <- glmerControl(optimizer = "Nelder_Mead", optCtrl = list(maxfun = 200000))
    fit   <- try(glmer(formula, family = binomial("logit"), data = data, control = ctrl2), silent = TRUE)
  }
  fit
}

# Extract Odds Ratios and Wald 95% CI from fixed effects
or_ci <- function(fit, alpha = 0.05) {
  if (is.null(fit) || inherits(fit, "try-error")) return(NULL)
  co <- lme4::fixef(fit)
  vc <- lme4::vcov.merMod(fit)
  se <- sqrt(diag(vc))
  z  <- qnorm(1 - alpha/2)
  data.frame(
    term     = names(co),
    estimate = unname(co),
    OR       = exp(unname(co)),
    LCL      = exp(unname(co) - z*se),
    UCL      = exp(unname(co) + z*se),
    SE       = se,
    row.names    = NULL,
    check.names  = FALSE
  )
}
```


```{r}
# Build and fit model for a target chemical's Exposed (FOCAL ONLY; no adjusters)
fit_target_exposed <- function(letter, data, exp_vars, use_outcome = c("api","crith"), verbose = TRUE) {
  use_outcome <- match.arg(use_outcome)
  target <- paste0(letter, ".Exposed")
  if (!target %in% exp_vars) return(NULL)
  
  # Target must vary (both TRUE and FALSE present)
  if (length(na.omit(unique(data[[target]]))) < 2) {
    if (verbose) message("Skipping ", letter, ": ", target, " does not vary.")
    return(NULL)
  }
  
  # Build formula: cbind(pos,neg) ~ target + (1 | greenhouse)
  if (use_outcome == "api") {
    f_str <- paste("cbind(api_pos_b, api_neg_b) ~", target, "+ (1 | greenhouse)")
  } else {
    f_str <- paste("cbind(crith_pos_b, crith_neg_b) ~", target, "+ (1 | greenhouse)")
  }
  fmla <- as.formula(f_str)
  
  if (verbose) {
    cat("\n----\nFitting for chemical ", letter, "\nFormula: ", f_str, "\n", sep = "")
  }
  
  # Fit model (glmer drops rows with NA in any variable used)
  fit <- safe_glmer(fmla, data = data)
  
  if (inherits(fit, "try-error")) {
    warning("Model failed for ", letter)
    return(NULL)
  }
  
  # Collect OR table and add metadata
  tab <- or_ci(fit, alpha = alpha)
  tab$chemical <- letter
  tab$formula  <- f_str
  
  # Include convergence status
  conv <- tryCatch(is.null(fit@optinfo$conv$lme4$messages), error = function(e) NA)
  tab$converged <- conv
  
  list(fit = fit, or = tab)
}
```


```{r}

## -----------------------
## Run models per chemical
## -----------------------
# Letters available (A..Z) inferred from columns like "A.Exposed"
letters_present <- unique(sub("\\.Exposed$", "", exp_vars))
letters_present <- letters_present[letters_present %in% LETTERS]  # keep uppercase A..Z

results <- vector("list", length(letters_present))
names(results) <- letters_present

for (L in letters_present) {
  results[[L]] <- fit_target_exposed(
    L,
    data       = df,
    exp_vars   = exp_vars,
    use_outcome= use_outcome,
    verbose    = verbose
  )
}
```

```{r}
## -----------------------
## 5) Combine and report
## -----------------------
# Bind OR tables
or_list <- lapply(results, function(x) if (is.null(x)) NULL else x$or)
or_tbl  <- bind_rows(or_list)

# Keep only focal terms of the form "<Letter>.ExposedTRUE"
primary_tbl <- NULL
if (!is.null(or_tbl) && nrow(or_tbl) > 0) {
  keep <- grepl("^[A-Z]\\.ExposedTRUE$", as.character(or_tbl$term))
  primary_tbl <- or_tbl[keep, , drop = FALSE]
} else {
  primary_tbl <- or_tbl  # stays NULL or empty as-is
}

# Optional: p-values and FDR across focal terms (Wald z)
if (!is.null(primary_tbl) && nrow(primary_tbl) > 0) {
  z_vals <- primary_tbl$estimate / primary_tbl$SE
  p_vals <- 2 * pnorm(abs(z_vals), lower.tail = FALSE)
  primary_tbl <- primary_tbl %>%
    mutate(
      z        = z_vals,
      p_value  = p_vals,
      p_FDR_BH = p.adjust(p_vals, method = "BH")
    ) %>%
    arrange(p_FDR_BH, chemical)
}

# Print summary
cat("\n================ PRIMARY EFFECTS (X.Exposed TRUE vs FALSE) ================\n")
if (is.null(primary_tbl) || nrow(primary_tbl) == 0) {
  cat("No models produced focal terms. Check data.\n")
} else {
  print(primary_tbl , digits = 4, row.names = FALSE)
}

```



###(2) does the amount of a particular chemical correlate with parasite infection


```{r}
### >>>>>>>>>>>>>>>>> USER OPTION <<<<<<<<<<<<<<<<<<<<<<<<
## Choose "api" or "crith"
response_choice <- "crith"
#be sure to set particular chemical letter code that you want post hoc for(Stage-2 per chemical, line 360)

############################################################

# Response variable mapping
response_map <- list(
  api   = c(pos = "api_pos_b",   neg = "api_neg_b"),
  crith = c(pos = "crith_pos_b", neg = "crith_neg_b")
)

resp <- response_map[[response_choice]]

stopifnot(all(c(resp["pos"], resp["neg"], "greenhouse") %in% names(df)))

df$greenhouse <- factor(df$greenhouse)

```

```{r}
# Identify Exposed / Bin columns
exp_vars <- grep("\\.Exposed$", names(df), value = TRUE)
bin_vars <- grep("\\.Bin$",     names(df), value = TRUE)
if (length(exp_vars) == 0L) stop("No *.Exposed columns found.")
if (length(bin_vars) == 0L) stop("No *.Bin columns found.")

# Convert exposure variables
for (v in exp_vars) {
  x <- as.character(df[[v]]); x[x == ""] <- NA
  df[[v]] <- factor(x)
  if ("FALSE" %in% levels(df[[v]])) df[[v]] <- stats::relevel(df[[v]], ref = "FALSE")
}

# Keep bin as character for collapsing
for (v in bin_vars) {
  x <- as.character(df[[v]]); x[x == ""] <- NA
  df[[v]] <- x
}

# Letters to process
letters_present <- intersect(sub("\\.Bin$", "", bin_vars),
                             sub("\\.Exposed$", "", exp_vars))
letters_present <- letters_present[letters_present %in% LETTERS]
if (!length(letters_present)) stop("No chemical letters A..Z found.")
```


```{r}

# ---------- Helpers ----------
safe_glmer <- function(formula, data) {
  ctrl1 <- glmerControl(optimizer = "bobyqa", optCtrl = list(maxfun = 200000))
  fit <- try(glmer(formula, family = binomial("logit"), data = data, control = ctrl1), silent = TRUE)
  if (inherits(fit, "try-error")) {
    message("Retrying with 'Nelder_Mead' optimizer...")
    ctrl2 <- glmerControl(optimizer = "Nelder_Mead", optCtrl = list(maxfun = 200000))
    fit <- try(glmer(formula, family = binomial("logit"), data = data, control = ctrl2), silent = TRUE)
  }
  fit
}

or_ci <- function(fit, alpha = 0.05) {
  co <- lme4::fixef(fit)
  vc <- lme4::vcov.merMod(fit)
  se <- sqrt(diag(vc))
  z  <- qnorm(1 - alpha/2)
  data.frame(
    term = names(co),
    estimate = unname(co),
    SE = unname(se),
    OR = exp(co),
    LCL = exp(co - z * se),
    UCL = exp(co + z * se),
    row.names = NULL
  )
}

choose_smallest_ref <- function(levels_present) {
  for (cand in c("0-1","2","3plus")) if (cand %in% levels_present) return(cand)
  return(levels_present[1])
}


```


```{r}
# ---------- Stage-2 per chemical ----------
rows <- list()

for (letter in letters_present) {
  exp_var <- paste0(letter, ".Exposed")
  bin_var <- paste0(letter, ".Bin")
  if (!all(c(exp_var, bin_var) %in% names(df))) next
  
  dat2 <- df %>% filter(.data[[exp_var]] == "TRUE")
  if (nrow(dat2) == 0L) next
  
  # Updated binning
  dat2 <- dat2 %>%
    mutate(
      BinCollapsed = case_when(
        .data[[bin_var]] %in% c("0","1") ~ "0-1",
        .data[[bin_var]] == "2"         ~ "2",
        .data[[bin_var]] %in% c("3","4","5","6") ~ "3plus",
        TRUE ~ NA_character_
      )
    )
  
  tab_levels <- names(table(dat2$BinCollapsed, useNA = "no"))
  if (length(tab_levels) < 2) next
  
  ref_level <- choose_smallest_ref(tab_levels)
  lvl_order <- c("0-1", "2", "3plus")
  
  dat2$BinCollapsed <- factor(dat2$BinCollapsed, levels = lvl_order)
  dat2$BinCollapsed <- stats::relevel(dat2$BinCollapsed, ref_level)
  
  # Fit GLMM using chosen response variable
  form <- as.formula(
    paste0("cbind(", resp["pos"], ", ", resp["neg"], ") ~ BinCollapsed + (1 | greenhouse)")
  )
  
  fit <- safe_glmer(form, dat2)
  if (inherits(fit, "try-error")) next
  
  tab <- or_ci(fit, alpha)
  tab <- subset(tab, term != "(Intercept)")
  
  # rename terms
  tab$term <- sub("^BinCollapsed", paste0(letter, ".Bin"), tab$term)
  
  # metadata
  tab$chemical  <- letter
  tab$stage     <- paste0("Stage2_", response_choice, "_Bin_0_1_2_3plus_vs_", ref_level)
  tab$formula   <- deparse(form)
  tab$reference <- ref_level
  tab$z         <- with(tab, estimate / SE)
  tab$p_value   <- with(tab, 2 * pnorm(abs(z), lower.tail = FALSE))
  tab$converged <- is.null(fit@optinfo$conv$lme4$messages)
  
  rows[[letter]] <- tab
}

out <- bind_rows(rows)

if (nrow(out)) {
  out <- out %>% mutate(p_FDR_BH = p.adjust(p_value, method = "BH")) %>%
    arrange(chemical, term)
}
  
  
```

#### results table for wax resdiue analysis 

```{r}

#Table of results
out

```


#### Key to letters desingated to each chemical compound 

```{r}
compound_letters <- data.frame(
  Compound = c(
    "Chlorantraniliprole",
    "chlorfenapyr",
    "difenoconazole",
    "fluopyram",
    "hexythiazox",
    "myclobutanil",
    "Propamocarb",
    "Pyraclostrobin",
    "Pyrimethanil",
    "Pyriproxyfen",
    "Spirotetramat",
    "azoxystrobin",
    "bifenazate",
    "diphenylamine",
    "Fenpyroximate",
    "boscalid",
    "chlozolinate",
    "flonicamid",
    "Picoxystrobin",
    "spinetoram",
    "Spinosyn A",
    "Spinosyn D",
    "trifloxystrobin"
  ),
  Letter = LETTERS[1:23]
)

compound_letters %>%
  kable(
    format = "html",
    caption = "Pesticide names and corresponding letters used in analyses",
    align = c("l", "c")
  ) %>%
  kable_styling(
    bootstrap_options = c("striped", "hover", "condensed"),
    full_width = FALSE,
    position = "center"
  )
```




```{r}
#for figure/post hoc analysis####
### >>>>>>>>>>>>>>>>> USER OPTION <<<<<<<<<<<<<<<<<<<<<<<<
#user: set focal chemical
FOCAL_CHEM <- "K"
########################
for (letter in FOCAL_CHEM) {
  exp_var <- paste0(letter, ".Exposed")
  bin_var <- paste0(letter, ".Bin")
  if (!all(c(exp_var, bin_var) %in% names(df))) next
  
  dat2 <- df %>% filter(.data[[exp_var]] == "TRUE")
  if (nrow(dat2) == 0L) next
  
  # Updated binning
  dat2 <- dat2 %>%
    mutate(
      BinCollapsed = case_when(
        .data[[bin_var]] %in% c("0","1") ~ "0-1",
        .data[[bin_var]] == "2"         ~ "2",
        .data[[bin_var]] %in% c("3","4","5","6") ~ "3plus",
        TRUE ~ NA_character_
      )
    )
  
  tab_levels <- names(table(dat2$BinCollapsed, useNA = "no"))
  if (length(tab_levels) < 2) next
  
  ref_level <- choose_smallest_ref(tab_levels)
  lvl_order <- c("0-1", "2", "3plus")
  
  dat2$BinCollapsed <- factor(dat2$BinCollapsed, levels = lvl_order)
  dat2$BinCollapsed <- stats::relevel(dat2$BinCollapsed, ref_level)
  
  # Fit GLMM using chosen response variable
  form <- as.formula(
    paste0("cbind(", resp["pos"], ", ", resp["neg"], ") ~ BinCollapsed + (1 | greenhouse)")
  )
  
  fit <- safe_glmer(form, dat2)
  if (inherits(fit, "try-error")) next
  
  tab <- or_ci(fit, alpha)
  tab <- subset(tab, term != "(Intercept)")
  
  # rename terms
  tab$term <- sub("^BinCollapsed", paste0(letter, ".Bin"), tab$term)
  
  # metadata
  tab$chemical  <- letter
  tab$stage     <- paste0("Stage2_", response_choice, "_Bin_0_1_2_3plus_vs_", ref_level)
  tab$formula   <- deparse(form)
  tab$reference <- ref_level
  tab$z         <- with(tab, estimate / SE)
  tab$p_value   <- with(tab, 2 * pnorm(abs(z), lower.tail = FALSE))
  tab$converged <- is.null(fit@optinfo$conv$lme4$messages)
  
  rows[[letter]] <- tab
}
```


```{r}
out <- bind_rows(rows)

if (nrow(out)) {
  out <- out %>% mutate(p_FDR_BH = p.adjust(p_value, method = "BH")) %>%
    arrange(chemical, term)
}

em_results <- emmeans(fit, "BinCollapsed", type="response")
em_results
pairs(em_results, adjust="tukey")

cld(em_results, Letters = letters)

df_plot <- as.data.frame(em_results)

```

```{r}
# 1. Clean the data before plotting
df_plot <- df_plot %>%
  mutate(
    # Rename the bins
    BinCollapsed = case_when(
      BinCollapsed == "0-1"   ~ "1",
      BinCollapsed == "3plus" ~ "3",
      TRUE                    ~ as.character(BinCollapsed) # Keeps "2" if it exists
    ),
    # Force R to recognize all three levels, even if one has no data
    BinCollapsed = factor(BinCollapsed, levels = c("1", "2", "3"))
  )

#save the data frame for later
#file_name <- paste0(response_choice, "_", FOCAL_CHEM, ".csv")
#write.csv(df_plot, file = file_name, row.names = FALSE)
```


#### code format for figure 4

```{r}
ggplot(df_plot, aes(x = BinCollapsed, y = prob)) +
  # Create the bars
  geom_col(color = "black", width = 0.7) +
  # Add error bars (using the 95% Confidence Intervals from the data frame)
  geom_errorbar(aes(ymin = prob-SE, ymax = prob+SE), width = 0.2) +
  # Formatting
  scale_y_continuous(
    limits = c(0, 1), 
    labels = scales::percent, 
    expand = expansion(mult = c(0, 0.05)) 
  ) +
  
  scale_x_discrete(drop = FALSE) +
  labs(title = FOCAL_CHEM,
       x = "Bin",
       y = "Predicted Probability of Apisistis Infection (%)") +
  theme_classic() +
  guides(fill = "none")  + # Removes redundant legend
  theme(
    plot.title.position = "panel",             # Aligns the title to the plot panel instead of the whole figure
    plot.title = element_text(
      hjust = 0.5,                             # Centers the title text
      vjust = -2.5,                            # Negative value pulls the title DOWN into the graph
      face = "bold",                           # Optional: Makes it stand out inside the plot
      margin = margin(b = -20)                 # Prevents the plot from creating extra white space above
    )
  )

```


