From 223d639102f4af35e2efcf64314dde54f808b318 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Thu, 19 Mar 2026 14:42:33 +0100 Subject: [PATCH 01/21] csolnp added, now with warnings --- R/06_optimization.R | 26 ++++++++---- tests/testthat/test_06_optimization.R | 60 +++++++++++++-------------- tests/testthat/test_plotting.R | 2 +- 3 files changed, 48 insertions(+), 40 deletions(-) diff --git a/R/06_optimization.R b/R/06_optimization.R index 4a2911a..71bd7a1 100644 --- a/R/06_optimization.R +++ b/R/06_optimization.R @@ -194,14 +194,16 @@ m2 <- m - sum(!is.na(fixedCi)) # number of free weights (not fixed) fixedCiSum <- sum(fixedCi, na.rm = TRUE) eqfun <- function(x) sum(x[(m + 1):(m + m2)]) + fixedCiSum - 1 - LB <- c(rep(-Inf, m), rep(0, m2)) + LB <- c(rep(-1e+07, m), rep(0, m2)) + UB <- c(rep(1e+07, m), rep(1, m2)) eqB <- 0 } else { eqfun <- function(x) sum(x[(m + 1):(2 * m)]) - 1 - LB <- c(rep(-Inf, m), rep(0, m)) + LB <- c(rep(-1e+07, m), rep(0, m)) + UB <- c(rep(1e+07, m), rep(1, m)) eqB <- 0 } - return(list(eqfun = eqfun, eqB = eqB, LB = LB)) + return(list(eqfun = eqfun, eqB = eqB, LB = LB, UB = UB)) } @@ -340,8 +342,9 @@ fun <- .calcObjectiveFunction(fixedCi, M, rjLog) constr <- .calcConstraints(fixedCi, m) - res <- Rsolnp::solnp(pars = pars, fun = fun, LB = constr$LB, - eqfun = constr$eqfun, eqB = constr$eqB, control = control) + res <- Rsolnp::csolnp(pars = pars, fn = fun, lower = constr$LB, + upper = constr$UB, + eq_fn = constr$eqfun, eq_b = constr$eqB, control = control) # extract optimal Ri and Ci values from optimization result RiLog <- res$pars[seq_len(m)] if (isCiFixed) { @@ -485,10 +488,15 @@ iterateOverCi <- function(G, n <- sum(igraph::V(G)$type) ## number of protein groups if (n == 1) { # special case for only a single protein group in the graph - RES <- .minimizeSquaredError(G, fixedCi = NULL, verbose = verbose, - control = control) - result <- data.frame(protein = 1, grid = 1, RLog1 = RES$RiLog, - C1 = 1, error = RES$RES$res_squ_err) + RiLog <- mean(igraph::V(G)$pep_logRatio, na.rm = TRUE) + RES <- .errorEquation(RiLog = c(RiLog), + Ci = c(1.0), + M = igraph::as_biadjacency_matrix(G), + rjLog = stats::na.omit(igraph::V(G)$pep_logRatio)) + # RES <- .minimizeSquaredError(G, fixedCi = NULL, verbose = verbose, + # control = control) + result <- data.frame(protein = 1, grid = 1, RLog1 = RiLog, + C1 = 1, error = RES$res_squ_err) return(result) } else { # n > 1 grid <- seq(gridStart, gridStop, length.out = gridSize + 1) diff --git a/tests/testthat/test_06_optimization.R b/tests/testthat/test_06_optimization.R index 3ab0052..b1e0afd 100644 --- a/tests/testthat/test_06_optimization.R +++ b/tests/testthat/test_06_optimization.R @@ -1,43 +1,43 @@ test_that("test .errorEquation", { - # constructed example - RiLog <- log2(c(0.5, 1.3)) - Ci <- c(0.3, 0.7) - M <- matrix(c(1, 0, 1, 1), nrow = 2, byrow = TRUE) - rjLog <- log2(c(0.6, 1.2)) - e <- bppg:::.errorEquation(RiLog = RiLog, Ci = Ci, M = M, rjLog = rjLog) - expect_snapshot(e) - - # real example - testfile_path <- file.path(testthat::test_path(), "testfiles") - graphs <- readRDS(file.path(testfile_path, "quantGraphsForTesting.rds")) + # constructed example + RiLog <- log2(c(0.5, 1.3)) + Ci <- c(0.3, 0.7) + M <- matrix(c(1, 0, 1, 1), nrow = 2, byrow = TRUE) + rjLog <- log2(c(0.6, 1.2)) + e <- bppg:::.errorEquation(RiLog = RiLog, Ci = Ci, M = M, rjLog = rjLog) + expect_snapshot(e) + + # real example + testfile_path <- file.path(testthat::test_path(), "testfiles") + graphs <- readRDS(file.path(testfile_path, "quantGraphsForTesting.rds")) }) test_that("test .minimizeSquaredError", { - testfile_path <- file.path(testthat::test_path(), "testfiles") - graphs <- readRDS(file.path(testfile_path, "quantGraphsForTesting.rds")) - G_N <- graphs[[3]][[1]] # N + testfile_path <- file.path(testthat::test_path(), "testfiles") + graphs <- readRDS(file.path(testfile_path, "quantGraphsForTesting.rds")) + G_N <- graphs[[3]][[1]] # N - res <- bppg:::.minimizeSquaredError(G_N, verbose = FALSE) + res <- bppg:::.minimizeSquaredError(G_N, verbose = FALSE) - # test fixed_Ci - res2 <- bppg:::.minimizeSquaredError(G_N, verbose = FALSE, fixedCi = c(0.3, NA)) + # test fixed_Ci + res2 <- bppg:::.minimizeSquaredError(G_N, verbose = FALSE, fixedCi = c(0.3, NA)) - testfile_path <- file.path(testthat::test_path(), "testfiles") - #saveRDS(res, file.path(testfile_path, "test_minimizeSquaredError_file1.rds")) - #saveRDS(res2, file.path(testfile_path, "test_minimizeSquaredError_file2.rds")) - res_snap <- readRDS(file.path(testfile_path, "test_minimizeSquaredError_file1.rds")) - res2_snap <- readRDS(file.path(testfile_path, "test_minimizeSquaredError_file2.rds")) - - expect_equal(res$Ri, res_snap$Ri, tolerance = 1e-05) - expect_equal(res$Ci, res_snap$Ci, tolerance = 1e-05) - # expect_equal(str(res$Ci), str(res_snap$Ci)) - - expect_equal(res2$Ri, res2_snap$Ri, tolerance = 1e-05) - expect_equal(res2$Ci, res2_snap$Ci, tolerance = 1e-05) - # expect_equal(str(res2$Ci), str(res2_snap$Ci)) + testfile_path <- file.path(testthat::test_path(), "testfiles") + #saveRDS(res, file.path(testfile_path, "test_minimizeSquaredError_file1.rds")) + #saveRDS(res2, file.path(testfile_path, "test_minimizeSquaredError_file2.rds")) + res_snap <- readRDS(file.path(testfile_path, "test_minimizeSquaredError_file1.rds")) + res2_snap <- readRDS(file.path(testfile_path, "test_minimizeSquaredError_file2.rds")) + + expect_equal(res$Ri, res_snap$Ri, tolerance = 1e-05) + expect_equal(res$Ci, res_snap$Ci, tolerance = 1e-05) + # expect_equal(str(res$Ci), str(res_snap$Ci)) + + expect_equal(res2$Ri, res2_snap$Ri, tolerance = 1e-05) + expect_equal(res2$Ci, res2_snap$Ci, tolerance = 1e-05) + # expect_equal(str(res2$Ci), str(res2_snap$Ci)) }) diff --git a/tests/testthat/test_plotting.R b/tests/testthat/test_plotting.R index 3faccee..23ad2cc 100644 --- a/tests/testthat/test_plotting.R +++ b/tests/testthat/test_plotting.R @@ -1,5 +1,5 @@ test_that("plot a bipartite graph", { - + testthat::skip("different font type") # Skip this test on continuous integration systems like GitHub Actions # The function expect_snapshot_file is otherwise too strict # and there is no way to get a few pixel of tolerance From 4156f6ab71d1783c9250f8c408eb51fa6a9ae6e1 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Mon, 23 Mar 2026 09:41:57 +0100 Subject: [PATCH 02/21] move n = 1 error Equation into minize squaed error --- R/06_optimization.R | 24 +++++++++++++++--------- 1 file changed, 15 insertions(+), 9 deletions(-) diff --git a/R/06_optimization.R b/R/06_optimization.R index 71bd7a1..93265ae 100644 --- a/R/06_optimization.R +++ b/R/06_optimization.R @@ -317,6 +317,17 @@ rjLog <- stats::na.omit(igraph::vertex_attr(G, "pep_logRatio")) if (is.null(rjLog)) stop("G does not contain peptide ratios.") checkmate::assertNumeric(rjLog) + if (m == 1){ + RiLog <- mean(igraph::V(G)$pep_logRatio, na.rm = TRUE) + RES <- .errorEquation(RiLog = c(RiLog), + Ci = c(1.0), + M = igraph::as_biadjacency_matrix(G), + rjLog = stats::na.omit(igraph::V(G)$pep_logRatio)) + result <- list(RiLog = c(RiLog), Ci = Ci, RES = RES, Tracking = NULL, + outer.iter = NULL, convergence = NULL) + return(result) + } + checkmate::assertNumeric(fixedCi, len = m, lower = 0, upper = 1, null.ok = TRUE) stopifnot(sum(fixedCi, na.rm = TRUE) <= 1) @@ -488,15 +499,10 @@ iterateOverCi <- function(G, n <- sum(igraph::V(G)$type) ## number of protein groups if (n == 1) { # special case for only a single protein group in the graph - RiLog <- mean(igraph::V(G)$pep_logRatio, na.rm = TRUE) - RES <- .errorEquation(RiLog = c(RiLog), - Ci = c(1.0), - M = igraph::as_biadjacency_matrix(G), - rjLog = stats::na.omit(igraph::V(G)$pep_logRatio)) - # RES <- .minimizeSquaredError(G, fixedCi = NULL, verbose = verbose, - # control = control) - result <- data.frame(protein = 1, grid = 1, RLog1 = RiLog, - C1 = 1, error = RES$res_squ_err) + RES <- .minimizeSquaredError(G, fixedCi = NULL, verbose = verbose, + control = control) + result <- data.frame(protein = 1, grid = 1, RLog1 = RES$RiLog, + C1 = 1, error = RES$RES$res_squ_err) return(result) } else { # n > 1 grid <- seq(gridStart, gridStop, length.out = gridSize + 1) From cf8794b5c1b2ca233019d1b2a287e352434427c0 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Mon, 23 Mar 2026 10:29:13 +0100 Subject: [PATCH 03/21] small improvement --- R/06_optimization.R | 7 ++++--- tests/testthat/test_plotting.R | 2 +- 2 files changed, 5 insertions(+), 4 deletions(-) diff --git a/R/06_optimization.R b/R/06_optimization.R index 93265ae..bbde9ff 100644 --- a/R/06_optimization.R +++ b/R/06_optimization.R @@ -322,9 +322,10 @@ RES <- .errorEquation(RiLog = c(RiLog), Ci = c(1.0), M = igraph::as_biadjacency_matrix(G), - rjLog = stats::na.omit(igraph::V(G)$pep_logRatio)) - result <- list(RiLog = c(RiLog), Ci = Ci, RES = RES, Tracking = NULL, - outer.iter = NULL, convergence = NULL) + rjLog = rjLog) + result <- list(RiLog = c(RiLog), Ci = Ci, RES = RES, + Tracking = c(1, RES$res_squ_err, RiLog, Ci), + outer.iter = 0, convergence = 1) return(result) } diff --git a/tests/testthat/test_plotting.R b/tests/testthat/test_plotting.R index 23ad2cc..b4071f2 100644 --- a/tests/testthat/test_plotting.R +++ b/tests/testthat/test_plotting.R @@ -1,5 +1,5 @@ test_that("plot a bipartite graph", { - testthat::skip("different font type") + # testthat::skip("different font type") # Skip this test on continuous integration systems like GitHub Actions # The function expect_snapshot_file is otherwise too strict # and there is no way to get a few pixel of tolerance From 68d13190b00e90e141aab8dc6c5bd82539296881 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Mon, 23 Mar 2026 11:03:40 +0100 Subject: [PATCH 04/21] small improvement --- R/06_optimization.R | 8 +++----- 1 file changed, 3 insertions(+), 5 deletions(-) diff --git a/R/06_optimization.R b/R/06_optimization.R index bbde9ff..3066f0b 100644 --- a/R/06_optimization.R +++ b/R/06_optimization.R @@ -318,15 +318,13 @@ if (is.null(rjLog)) stop("G does not contain peptide ratios.") checkmate::assertNumeric(rjLog) if (m == 1){ - RiLog <- mean(igraph::V(G)$pep_logRatio, na.rm = TRUE) + RiLog <- mean(rjLog, na.rm = TRUE) RES <- .errorEquation(RiLog = c(RiLog), - Ci = c(1.0), - M = igraph::as_biadjacency_matrix(G), - rjLog = rjLog) + Ci = c(1.0), M = M, rjLog = rjLog) result <- list(RiLog = c(RiLog), Ci = Ci, RES = RES, Tracking = c(1, RES$res_squ_err, RiLog, Ci), outer.iter = 0, convergence = 1) - return(result) + return(result) } checkmate::assertNumeric(fixedCi, len = m, lower = 0, upper = 1, From a8836b381cce4c75415125cd2c47bc647a926576 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Thu, 26 Mar 2026 10:32:34 +0100 Subject: [PATCH 05/21] added missing Ci --- R/06_optimization.R | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/R/06_optimization.R b/R/06_optimization.R index 3066f0b..9d3ad24 100644 --- a/R/06_optimization.R +++ b/R/06_optimization.R @@ -321,8 +321,8 @@ RiLog <- mean(rjLog, na.rm = TRUE) RES <- .errorEquation(RiLog = c(RiLog), Ci = c(1.0), M = M, rjLog = rjLog) - result <- list(RiLog = c(RiLog), Ci = Ci, RES = RES, - Tracking = c(1, RES$res_squ_err, RiLog, Ci), + result <- list(RiLog = c(RiLog), Ci = 1.0, RES = RES, + Tracking = c(1, RES$res_squ_err, RiLog, 1.0), outer.iter = 0, convergence = 1) return(result) } From 6f580cac45dfb6cd10fd4b60cc7b6aa1316eee97 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Thu, 26 Mar 2026 10:44:31 +0100 Subject: [PATCH 06/21] reverted back to solnp, since it is faster --- R/06_optimization.R | 13 +++++-------- 1 file changed, 5 insertions(+), 8 deletions(-) diff --git a/R/06_optimization.R b/R/06_optimization.R index 9d3ad24..e6ea6b5 100644 --- a/R/06_optimization.R +++ b/R/06_optimization.R @@ -194,16 +194,14 @@ m2 <- m - sum(!is.na(fixedCi)) # number of free weights (not fixed) fixedCiSum <- sum(fixedCi, na.rm = TRUE) eqfun <- function(x) sum(x[(m + 1):(m + m2)]) + fixedCiSum - 1 - LB <- c(rep(-1e+07, m), rep(0, m2)) - UB <- c(rep(1e+07, m), rep(1, m2)) + LB <- c(rep(-Inf, m), rep(0, m2)) eqB <- 0 } else { eqfun <- function(x) sum(x[(m + 1):(2 * m)]) - 1 - LB <- c(rep(-1e+07, m), rep(0, m)) - UB <- c(rep(1e+07, m), rep(1, m)) + LB <- c(rep(-Inf, m), rep(0, m)) eqB <- 0 } - return(list(eqfun = eqfun, eqB = eqB, LB = LB, UB = UB)) + return(list(eqfun = eqfun, eqB = eqB, LB = LB)) } @@ -352,9 +350,8 @@ fun <- .calcObjectiveFunction(fixedCi, M, rjLog) constr <- .calcConstraints(fixedCi, m) - res <- Rsolnp::csolnp(pars = pars, fn = fun, lower = constr$LB, - upper = constr$UB, - eq_fn = constr$eqfun, eq_b = constr$eqB, control = control) + res <- Rsolnp::solnp(pars = pars, fun = fun, LB = constr$LB, + eqfun = constr$eqfun, eqB = constr$eqB, control = control) # extract optimal Ri and Ci values from optimization result RiLog <- res$pars[seq_len(m)] if (isCiFixed) { From e1f30fcea98195478d2ddcbf94a16682b9d29558 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Thu, 26 Mar 2026 14:02:05 +0100 Subject: [PATCH 07/21] added normalization to wrapper and fixed inconsistency with variable names --- R/02_peptidePreprocessing.R | 6 +- R/wrapperGraph.R | 18 +- .../_snaps/Windows/02_peptideProcessing.md | 4 +- tests/testthat/_snaps/wrapperGraph.md | 452 +++++++++--------- tests/testthat/test_02_peptideProcessing.R | 8 +- 5 files changed, 252 insertions(+), 236 deletions(-) diff --git a/R/02_peptidePreprocessing.R b/R/02_peptidePreprocessing.R index b0d8976..ae6bf3e 100644 --- a/R/02_peptidePreprocessing.R +++ b/R/02_peptidePreprocessing.R @@ -42,7 +42,7 @@ #' #' @param D \strong{SummarizedExperiment} \cr #' SummarizedExperiment Dataset containing peptide -#' intensities, e.g. the result of [readMqPeptideTable] or +#' intensities, e.g. the result of #' [normalizePeptideIntensities]. #' @param group \strong{character factor} \cr #' The groups per sample for aggregation, if not already @@ -78,7 +78,7 @@ aggregateReplicates <- function(D, method = "mean", seq_col = "Sequence") { checkmate::assertClass(D, "SummarizedExperiment") - checkmate::assertDataFrame(SummarizedExperiment::assays(D)$intensities, + checkmate::assertDataFrame(SummarizedExperiment::assays(D)$intensities_norm, all.missing=FALSE) checkmate::assertFactor(group, null.ok = TRUE) checkmate::assertNumber(missing.limit, lower = 0, upper = 1) @@ -86,7 +86,7 @@ aggregateReplicates <- function(D, checkmate::assertCharacter(seq_col) id <- SummarizedExperiment::rowData(D)[, seq_col] - intensities <- SummarizedExperiment::assays(D)$intensities + intensities <- SummarizedExperiment::assays(D)$intensities_norm if (is.null(group)) { group <- factor(SummarizedExperiment::colData(D)$group) diff --git a/R/wrapperGraph.R b/R/wrapperGraph.R index 56ff28a..a535bbb 100644 --- a/R/wrapperGraph.R +++ b/R/wrapperGraph.R @@ -97,6 +97,10 @@ generateGraphsFromFASTA <- function(fasta, #' @param seq_column \strong{character} \cr #' The column name of the column of D with the #' peptide sequences. +#' @param norm_method \strong{character} \cr +#' The method of normalization. Options are "nonorm" +#' (no normalization), "median", "loess", "quantile" or "lts" +#' normalization. Default is "loess" #' @param collProtNodes \strong{logical} \cr #' If \code{TRUE}, the protein nodes #' will be collapsed. @@ -142,6 +146,7 @@ generateGraphsFromQuantData <- function(D, min_aa = 6, max_aa = 50, seq_column = "Sequence", + norm_method = "loess", collProtNodes = TRUE, collPeptNodes = FALSE, suffix = "", @@ -161,9 +166,18 @@ generateGraphsFromQuantData <- function(D, overwrite = TRUE, keepNA = TRUE) } + ## add normalization + D_norm <- bppg::normalizePeptideIntensities(D, method = norm_method) + + if (!is.null(outpath)) { + openxlsx::write.xlsx(SummarizedExperiment::assays(D_norm)$intensities, + file = paste0(outpath, "peptides_", norm_method, "_", suffix, + ".xlsx"), overwrite = TRUE, keepNA = TRUE) + } + ## aggregate replicates by calculating the mean - group <- factor(limma::strsplit2(colnames(D), split = "_")[, 1]) - D_aggr <- aggregateReplicates(D, method = "mean", missing.limit = 0.4, + group <- factor(limma::strsplit2(colnames(D_norm), split = "_")[, 1]) + D_aggr <- aggregateReplicates(D_norm, method = "mean", missing.limit = 0.4, group = group, seq_col = seq_column) if (!is.null(outpath)) { diff --git a/tests/testthat/_snaps/Windows/02_peptideProcessing.md b/tests/testthat/_snaps/Windows/02_peptideProcessing.md index d1ac028..2dd7c16 100644 --- a/tests/testthat/_snaps/Windows/02_peptideProcessing.md +++ b/tests/testthat/_snaps/Windows/02_peptideProcessing.md @@ -1,7 +1,7 @@ # normalize peptide data Code - SummarizedExperiment::assays(D_norm_loess)$intensities + SummarizedExperiment::assays(D_norm_loess)$intensities_norm Output 12500amol_R1 12500amol_R2 AAAAQDEITGDGTTTVVCLVGELLR NA NA @@ -51864,7 +51864,7 @@ --- Code - SummarizedExperiment::assays(D_norm_lts)$intensities + SummarizedExperiment::assays(D_norm_lts)$intensities_norm Output 12500amol_R1 12500amol_R2 AAAAQDEITGDGTTTVVCLVGELLR NA NA diff --git a/tests/testthat/_snaps/wrapperGraph.md b/tests/testthat/_snaps/wrapperGraph.md index c6db363..21a8e99 100644 --- a/tests/testthat/_snaps/wrapperGraph.md +++ b/tests/testthat/_snaps/wrapperGraph.md @@ -143,14 +143,14 @@ Code igraph::vertex_attr(graphs[[i]][[j]], "pep_logRatio") Output - [1] NA -0.024694822 -0.128525188 0.042263444 0.025313554 - [6] 0.107007215 -0.133286060 0.027892512 -0.050408370 0.048437327 - [11] 0.018717446 0.036803604 0.127869328 -0.203674324 -0.021340479 - [16] -0.029657782 -0.009000680 -0.006936767 -0.036064442 0.081676179 - [21] 0.027826870 -0.113507911 -0.035107357 -0.020681251 0.013736026 - [26] -0.056151823 -0.103791823 0.108645503 -0.094094477 -0.044870145 - [31] -0.153307262 0.070671074 0.060084811 -0.029048457 0.023114976 - [36] -0.022715779 0.033342732 -0.009653354 -0.093468133 + [1] NA -0.018639839 -0.134938618 0.040161666 0.022397391 + [6] 0.100590043 -0.133123442 0.029572799 -0.045508318 0.041999413 + [11] 0.013018279 0.041169669 0.122815678 -0.199847572 -0.015710473 + [16] -0.026634549 -0.013933462 -0.003602372 -0.029281117 0.079822983 + [21] 0.031121389 -0.110533870 -0.037988385 -0.026862390 0.017142046 + [26] -0.062314747 -0.100759002 0.111106871 -0.099324944 -0.048716546 + [31] -0.146214784 0.077780516 0.052346982 -0.034119767 0.020693519 + [36] -0.019612531 0.040798493 -0.002744215 -0.097387865 --- @@ -958,67 +958,67 @@ igraph::vertex_attr(graphs[[i]][[j]], "pep_logRatio") Output [1] NA NA NA NA NA - [6] 0.0285131013 0.0342128415 -0.0524086990 -0.0157344925 0.0318302359 - [11] -0.0893461705 -0.0222340023 -0.0467154228 0.0638273102 -0.1336622486 - [16] 0.0471453059 0.1153197521 0.0305626349 -0.0248594579 0.0077060185 - [21] 0.0210603036 -0.1189836149 -0.0725582725 0.0075898658 -0.0161905067 - [26] -0.0240463380 -0.0923268491 -0.0902695847 0.0386553772 -0.0834289995 - [31] 0.0536779888 -0.0358227877 -0.0548809659 -0.0420645312 -0.0637132747 - [36] -0.0713045898 0.0339311864 0.0599059690 -0.0578685037 -0.0314676422 - [41] 0.1043530071 -0.0182272993 0.0398220725 0.0483938248 -0.0874203056 - [46] 0.0650962287 0.1117235920 0.0352963503 0.0104210279 -0.0468114678 - [51] 0.0380066841 0.0564683662 0.0349911897 0.0040401120 -0.0222118848 - [56] 0.0011928376 -0.0563318771 -0.0448279383 0.0443259913 0.0226560291 - [61] 0.0144643140 0.0809823363 -0.1519602403 -0.1154683216 -0.0242781607 - [66] 0.0251035877 0.0819941961 0.0605461422 0.0643386046 -0.0289176587 - [71] 0.0793610942 0.0208795461 0.0655394023 0.0650360259 0.0606207674 - [76] 0.1330608496 0.0041190439 -0.0047671746 0.0604491201 -0.0862583441 - [81] 0.0681254618 0.0002351843 0.0323859948 -0.0108711923 0.1269086701 - [86] 0.0646316125 -0.0626938557 -0.0445974952 0.1637850503 0.0648665312 - [91] -0.0305693660 0.0562236739 0.0139080136 0.0659424040 -0.0240656137 - [96] -0.0828670800 0.1405037682 -0.1100466989 -0.0910455107 0.0590706471 - [101] 0.0810936167 -0.0721839825 -0.0636579526 -0.1480543292 -0.1700920806 - [106] 0.0193427023 -0.0380524259 0.0369213183 0.0452007104 0.0332206452 - [111] -0.0728271120 -0.0655971960 0.0842398685 -0.1611058260 0.0498531534 - [116] 0.1073068413 -0.0560899853 0.1319698808 0.0218215001 0.0391909986 - [121] 0.0767659584 0.0695075967 -0.0230923804 0.0082419126 0.0007685911 - [126] -0.0220055746 0.0329464380 0.0399444410 0.0347343964 -0.0827589465 - [131] 0.0900300232 0.0571146593 -0.0869380953 -0.0819553772 -0.1365977089 - [136] 0.1301742259 -0.0934292390 -0.0719009599 0.0728903505 0.0730964647 - [141] -0.0167820018 0.0681220757 0.0882791374 0.0103102351 0.0024286362 - [146] 0.0049915530 -0.0298966000 0.0044200316 -0.0085009789 0.0322531011 - [151] -0.1676603401 -0.0476547040 -0.1181791536 0.0699293967 -0.1027128117 - [156] -0.0428367008 0.0101945249 0.0340835257 0.1086634508 0.0851922455 - [161] 0.0200929334 0.0049632190 -0.0259014126 0.0084528158 -0.0447376000 - [166] -0.2368709276 -0.1035778150 -0.0992165186 -0.0870536621 0.0501106557 - [171] -0.0511238049 0.0547621435 0.1291416416 0.0276664510 0.1163116295 - [176] -0.0459520667 -0.0325397998 0.0489941624 0.0784462847 0.1343587946 - [181] 0.0185668339 -0.0509811124 0.0641729277 -0.1309161625 -0.0233858409 - [186] 0.0641670655 0.0522222395 -0.0405515250 -0.0021032454 0.0526686333 - [191] 0.1363748152 0.0027929584 -0.0488631691 0.0418407101 -0.0671023720 - [196] -0.0225503866 0.0130089068 0.0348568036 0.1804077534 -0.1103720841 - [201] -0.0517722082 -0.0914748057 0.1159635800 -0.1460746237 -0.0315867858 - [206] -0.0355473629 -0.0406636672 -0.1359446484 0.0772039681 -0.0817503167 - [211] 0.1102966608 -0.0095481224 0.0128571815 0.0432249184 -0.2392149058 - [216] 0.0112635054 0.0366742104 0.0681273048 0.0307136548 0.1206795065 - [221] 0.0320098876 -0.0113325946 -0.0286148821 -0.1195560607 0.0901092614 - [226] -0.0596289174 -0.0107318751 0.1603692552 -0.1504030330 -0.1310925599 - [231] 0.1254042000 -0.0071846621 -0.0499226389 0.0867553660 0.0890952487 - [236] -0.0320760958 -0.1008041574 0.0479465392 -0.0023418340 -0.0312119902 - [241] -0.0183637219 0.0273962298 0.0439258212 -0.0758543337 0.0387663368 - [246] 0.0648220745 0.0029282868 -0.1798782813 -0.0718247121 0.0348386448 - [251] -0.0368503737 -0.0642630057 0.0088623646 -0.0861225743 0.0022569888 - [256] -0.0347677764 -0.0277924003 0.0905808355 0.0497837811 -0.0422177817 - [261] -0.1049509272 0.1337961881 -0.0584171082 0.0049167245 0.0627100788 - [266] 0.0166187651 -0.0812290518 0.1744880102 -0.0566884532 0.0355049872 - [271] -0.0282802071 0.0447646956 0.0662222531 -0.0308500777 -0.0372011897 - [276] -0.0116927734 0.0501974064 0.0170324816 -0.1030319103 -0.0340654936 - [281] 0.0085396710 -0.0676899671 0.0440380673 0.0423535817 -0.0895269432 - [286] -0.1191339647 -0.1215965572 0.0736725796 -0.0383146293 -0.0449508985 - [291] 0.0284486667 0.0190181594 0.0813834367 0.0539733059 0.0228067511 - [296] -0.1162645831 -0.0118079086 -0.0570831957 0.0344839362 -0.0011928534 - [301] 0.1077406061 0.0681897589 -0.1053984267 0.0852122879 0.0021357182 - [306] -0.0613114264 + [6] 0.0261443493 0.0394095064 -0.0571769292 -0.0096198202 0.0347186388 + [11] -0.0956468730 -0.0159486568 -0.0395988023 0.0664202166 -0.1296613339 + [16] 0.0447055818 0.1123707463 0.0356943833 -0.0318556562 0.0151931683 + [21] 0.0271104897 -0.1231424858 -0.0800594694 0.0031096865 -0.0220503689 + [26] -0.0212952459 -0.0851868620 -0.0865587235 0.0455542921 -0.0890760906 + [31] 0.0465763385 -0.0397503695 -0.0490708497 -0.0476503061 -0.0674859786 + [36] -0.0641833617 0.0366010213 0.0627346322 -0.0612303821 -0.0278914606 + [41] 0.1020431147 -0.0219903820 0.0348622105 0.0486589915 -0.0909141242 + [46] 0.0706047952 0.1065157032 0.0392541326 0.0173117480 -0.0425282759 + [51] 0.0371491118 0.0603786237 0.0312562775 -0.0005474684 -0.0171822322 + [56] 0.0080154957 -0.0494466088 -0.0381698560 0.0393077376 0.0247303277 + [61] 0.0220728095 0.0769352000 -0.1617836044 -0.1127762426 -0.0302255444 + [66] 0.0284666541 0.0806645322 0.0629226493 0.0715119343 -0.0236491091 + [71] 0.0724910755 0.0139930384 0.0602535699 0.0611829400 0.0667925413 + [76] 0.1304744812 -0.0029998561 -0.0113663341 0.0631694695 -0.0829917443 + [81] 0.0726539522 0.0033245765 0.0262589095 -0.0151966777 0.1291808554 + [86] 0.0583769672 -0.0680302626 -0.0410895024 0.1593806706 0.0659504631 + [91] -0.0374525578 0.0515805930 0.0164895509 0.0676153834 -0.0214497272 + [96] -0.0888944375 0.1441628512 -0.1108310750 -0.0885101772 0.0541890916 + [101] 0.0865753534 -0.0693587993 -0.0669594623 -0.1446934707 -0.1672858456 + [106] 0.0142164756 -0.0366709075 0.0387714378 0.0388302152 0.0358788901 + [111] -0.0702894633 -0.0675808331 0.0878549137 -0.1565325390 0.0496100566 + [116] 0.1025005548 -0.0572656566 0.1295961467 0.0247847466 0.0359307894 + [121] 0.0772463470 0.0764308175 -0.0247463148 0.0024493121 0.0038947449 + [126] -0.0191238517 0.0358284058 0.0345252738 0.0381398866 -0.0801774537 + [131] 0.0959667773 0.0615286158 -0.0922680692 -0.0768185291 -0.1452464418 + [136] 0.1336337881 -0.0895782590 -0.0645773628 0.0768447126 0.0781014296 + [141] -0.0203238822 0.0729563665 0.0810352203 0.0137536051 0.0044027032 + [146] -0.0015454964 -0.0232468917 0.0073405503 -0.0049033747 0.0324629192 + [151] -0.1628019301 -0.0540876879 -0.1177663391 0.0630732699 -0.1108193403 + [156] -0.0465047566 0.0083058051 0.0412850000 0.1030390043 0.0921807250 + [161] 0.0148809813 0.0005549320 -0.0193088438 0.0117993091 -0.0484513860 + [166] -0.2422494533 -0.1008919488 -0.0959201276 -0.0800482645 0.0458700796 + [171] -0.0501310037 0.0521506640 0.1362420322 0.0235909568 0.1233816328 + [176] -0.0497690656 -0.0355359826 0.0545105899 0.0851339941 0.1378193019 + [181] 0.0207223120 -0.0470533500 0.0670042944 -0.1381282003 -0.0297716236 + [186] 0.0573062482 0.0504337420 -0.0393575743 -0.0060325163 0.0508914796 + [191] 0.1332787629 -0.0041566919 -0.0512733462 0.0381175538 -0.0605732767 + [196] -0.0198779492 0.0143020417 0.0277335353 0.1840965547 -0.1069600638 + [201] -0.0555622566 -0.0882271872 0.1231365102 -0.1521845623 -0.0252567645 + [206] -0.0422281803 -0.0371102982 -0.1330848805 0.0736387473 -0.0769930540 + [211] 0.1128570061 -0.0138395662 0.0197039357 0.0504807272 -0.2321537739 + [216] 0.0066605354 0.0320660008 0.0717930173 0.0354161734 0.1242069845 + [221] 0.0351385886 -0.0159658141 -0.0259594478 -0.1202769893 0.0945018848 + [226] -0.0662174446 -0.0070920656 0.1642842788 -0.1429984047 -0.1238384576 + [231] 0.1196597014 -0.0020380677 -0.0469967106 0.0809364285 0.0918557280 + [236] -0.0288929506 -0.0977836742 0.0516639934 -0.0083534749 -0.0353351989 + [241] -0.0202500685 0.0315513684 0.0514977462 -0.0724465075 0.0358481885 + [246] 0.0674243299 -0.0009826132 -0.1741237070 -0.0681248270 0.0374835284 + [251] -0.0404539629 -0.0701732101 0.0161666191 -0.0934915867 0.0051262042 + [256] -0.0410803385 -0.0220936563 0.0971683425 0.0427196511 -0.0393679864 + [261] -0.1086459140 0.1271503311 -0.0639420412 0.0084209462 0.0661697681 + [266] 0.0090747946 -0.0745491833 0.1796726702 -0.0508015022 0.0392296658 + [271] -0.0248306065 0.0435522701 0.0691931344 -0.0363342529 -0.0442823860 + [276] -0.0174417120 0.0525947524 0.0128793296 -0.1068893391 -0.0405169424 + [281] 0.0044098847 -0.0717128115 0.0396167419 0.0489007949 -0.0848184210 + [286] -0.1171743101 -0.1247437737 0.0722438046 -0.0448988556 -0.0407885710 + [291] 0.0334551771 0.0215983367 0.0846702291 0.0605915091 0.0265521752 + [296] -0.1210300104 -0.0121150141 -0.0607321335 0.0307625589 -0.0071411462 + [301] 0.1008326828 0.0589370977 -0.1104907591 0.0883193980 -0.0010869930 + [306] -0.0550446850 --- @@ -1055,11 +1055,11 @@ Code igraph::vertex_attr(graphs[[i]][[j]], "pep_logRatio") Output - [1] NA 0.022525813 -0.084729338 0.058687005 -0.097465283 - [6] -0.070857030 -0.020618808 0.131114883 -0.068472728 0.045720329 - [11] 0.026555798 0.032312243 0.003129242 0.007700127 -0.047459218 - [16] -0.054874541 -0.002871193 0.039946001 0.043029011 -0.054082191 - [21] 0.054276488 -0.028925849 -0.155076153 0.057479015 + [1] NA 0.023319309 -0.081737121 0.051357743 -0.099873717 + [6] -0.076989360 -0.015124030 0.127344115 -0.067465165 0.052667035 + [11] 0.020602204 0.038441112 0.010848098 0.010399897 -0.046253547 + [16] -0.051572404 0.003782232 0.039427691 0.045750965 -0.051065817 + [21] 0.061521993 -0.023662274 -0.159217660 0.053497996 --- @@ -1140,13 +1140,13 @@ Code igraph::vertex_attr(graphs[[i]][[j]], "pep_logRatio") Output - [1] NA 6.021789e-03 -1.851509e-01 7.892304e-02 -1.712006e-02 - [6] 1.586091e-01 4.735950e-02 -6.888298e-02 -3.871290e-02 -9.557060e-03 - [11] 4.781556e-02 4.741169e-02 1.180704e-02 -9.974711e-03 4.527175e-03 - [16] 9.317383e-02 8.978185e-02 1.201684e-01 -4.790451e-02 -3.725634e-02 - [21] -2.949467e-05 3.643870e-02 3.889559e-02 -6.928144e-02 4.011193e-03 - [26] 2.828501e-02 -1.266134e-01 -7.665082e-02 6.604148e-02 1.564996e-02 - [31] -7.231756e-03 -7.812660e-02 -4.696114e-02 1.863877e-01 + [1] NA 0.0126416382 -0.1858742870 0.0759725656 -0.0152489142 + [6] 0.1565074492 0.0484397851 -0.0762455142 -0.0359248593 -0.0186623478 + [11] 0.0533463805 0.0470245958 0.0128648575 -0.0046121282 -0.0021821064 + [16] 0.0996760982 0.0915858686 0.1175242820 -0.0466173644 -0.0483497845 + [21] -0.0080035865 0.0441761919 0.0407986981 -0.0685290542 0.0053585467 + [26] 0.0306346831 -0.1256827650 -0.0851184098 0.0738318111 -0.0003677699 + [31] -0.0176958464 -0.0764889913 -0.0385639927 0.1940778588 --- @@ -1994,70 +1994,70 @@ igraph::vertex_attr(graphs[[i]][[j]], "pep_logRatio") Output [1] NA NA NA NA NA - [6] -0.0138177515 -0.0642216486 0.0019779239 -0.0782239808 0.0013314421 - [11] -0.0566587750 -0.0124013991 0.1226192585 -0.0661277238 -0.0749004499 - [16] 0.0311724905 -0.0134394602 0.1997773683 0.0074495935 -0.0701815451 - [21] -0.1305219749 -0.0257157886 0.0131708336 0.0730905100 -0.0327688434 - [26] 0.0131345380 -0.0613819117 -0.0484666616 0.1169768336 0.0438090135 - [31] 0.0610430150 -0.1224135306 -0.0406755732 -0.0981163335 -0.0716287009 - [36] 0.0067427281 -0.0631676709 -0.0250266840 0.0845689372 0.0015359030 - [41] -0.0610511944 0.1095473032 0.0011056248 -0.0590104477 0.1165055382 - [46] -0.0172681180 -0.0011020571 -0.0200171739 0.0650225887 0.0662519844 - [51] 0.0719679536 0.0907201407 -0.0182043060 -0.0239110945 -0.0162256422 - [56] 0.0977701636 0.0292536744 0.1595705005 -0.0487981860 0.0699975440 - [61] 0.0306064926 -0.1259403822 0.0221278612 -0.0396390808 -0.0619926269 - [66] 0.0138874896 0.0905321570 -0.1021216442 0.0846036569 0.0682910225 - [71] -0.0161040028 0.0634601303 0.0192808618 0.1537088518 -0.0929246018 - [76] 0.0226784407 0.0918783940 0.0202145444 0.0327662473 -0.0530338754 - [81] 0.0480717168 0.1269703958 -0.0654440552 0.0814262328 -0.0565917239 - [86] 0.0209286664 -0.0030805006 0.0800236693 -0.0319138899 0.0632203552 - [91] 0.0138922171 -0.1069014975 -0.0843635346 -0.0321355724 0.1280226075 - [96] 0.0863059156 -0.0437598266 -0.0439673307 -0.0093456143 -0.0168075894 - [101] 0.0310921058 0.0302458612 -0.0822094750 0.1627182013 0.0506372323 - [106] 0.0281147766 0.0192519019 0.1364754981 -0.0686997216 -0.0598387313 - [111] -0.1441799634 -0.0704012036 -0.0038912149 -0.0667233412 -0.0148922364 - [116] 0.1407690386 0.0068428129 -0.0311710413 -0.0809745709 -0.0299326306 - [121] 0.1139247274 0.0512021505 0.1332756153 0.1208801470 0.0120599833 - [126] -0.1452944530 0.0660292537 0.0607932252 0.0414582448 0.0253944250 - [131] 0.0335982648 -0.0866669933 0.0557488780 0.0299449629 -0.0394847762 - [136] 0.0576025531 -0.0381924370 -0.0138309939 -0.0097819768 -0.0223707282 - [141] -0.0885588815 -0.1216776753 -0.0724758797 -0.1109007661 0.1107698548 - [146] 0.0545677397 -0.0629759252 0.0042842655 0.0498264619 0.0711118960 - [151] -0.0022397582 -0.1158866419 -0.0933555376 0.0745116339 -0.0712091789 - [156] -0.0823169847 -0.0220393351 0.0277488937 -0.0527225296 0.0075364681 - [161] 0.0685492522 -0.1896643570 -0.0707898121 -0.0929248282 0.0820623271 - [166] -0.0813341832 0.0332161857 -0.0566541635 0.0987418312 0.1077918124 - [171] -0.0269950218 -0.0153823508 -0.0470261025 -0.1357104862 -0.0329202343 - [176] -0.0741536955 -0.0043423255 -0.0070248982 0.0314196185 0.0399400034 - [181] -0.0867296063 -0.1039423381 0.0582166517 -0.0417367765 -0.0011215490 - [186] 0.0935339582 -0.0058635277 -0.1007698524 -0.0093150319 -0.0354883016 - [191] -0.0966069693 0.0754708404 0.0153622153 -0.0150102867 -0.0900741773 - [196] -0.0509513338 0.0544309081 0.0722543824 0.0900140616 -0.0455035622 - [201] -0.1260793424 0.0720039043 0.0491988302 -0.0160409893 0.1007647577 - [206] -0.0865813756 -0.0279746446 -0.0190942818 -0.0821815891 0.0799981877 - [211] -0.0770862235 -0.0948200934 -0.0673717793 0.0501869106 0.0940510747 - [216] -0.0603196292 0.0771167754 -0.0130746338 -0.0878773173 -0.0348286136 - [221] -0.0313588294 -0.1662762010 0.0332076741 0.0570629250 -0.0226177799 - [226] 0.0196774569 0.1129563742 0.0475284572 0.0068152240 0.0975292958 - [231] -0.0991273426 -0.0300593110 0.0926470293 -0.0881591885 -0.1331941799 - [236] 0.0818512495 0.0224006829 -0.0732542561 -0.0562338386 -0.0078666315 - [241] 0.0206363704 -0.0880813406 -0.0129243698 -0.1334290773 0.1680345103 - [246] 0.1252830717 -0.0285554170 -0.0442984974 0.1037794041 -0.0445334726 - [251] 0.1035318240 0.0187504580 -0.0574160391 -0.0205975011 -0.0281144537 - [256] 0.0734964285 -0.0300342110 0.0036735088 -0.0300848118 -0.0449104511 - [261] -0.0372680579 0.0788310800 0.0531222314 0.0565647505 0.0065157664 - [266] 0.0705523608 0.0022253157 0.1401680358 -0.0598038383 -0.0460291588 - [271] 0.1171253549 0.0194881644 -0.0665510584 -0.0066861059 0.1121273762 - [276] -0.1354578653 -0.0793480099 0.0411454002 -0.0615669217 -0.0275707669 - [281] 0.0185672491 0.0645457968 0.0020633412 -0.0184471349 0.1543176606 - [286] -0.1102193102 0.0175546802 0.0105979959 0.0103049458 0.1150115672 - [291] 0.0364023290 0.0527328222 0.0235722742 0.0649884330 0.0988556397 - [296] 0.0002225845 -0.0961492030 0.1209650255 0.1183798964 -0.0323986803 - [301] -0.0838626503 -0.1615233913 -0.0638508131 0.0436183213 0.0891569600 - [306] 0.1138292165 -0.0155268042 0.0400001630 -0.0167427377 -0.0310406757 - [311] 0.0260714595 -0.0708747786 -0.1270539099 -0.0122884098 0.0443202207 - [316] -0.0068122827 0.0737598887 -0.0197533326 -0.0365199784 -0.0700935887 - [321] 0.0305635949 0.0924359888 0.0041368166 + [6] -1.246326e-02 -5.836569e-02 -8.265164e-04 -7.137210e-02 -2.753115e-03 + [11] -5.864578e-02 -5.274108e-03 1.289690e-01 -5.821588e-02 -8.614092e-02 + [16] 3.416867e-02 -1.985321e-02 2.013438e-01 1.335101e-02 -6.781710e-02 + [21] -1.225191e-01 -2.579332e-02 2.144879e-02 7.304579e-02 -2.870245e-02 + [26] 1.981615e-02 -6.088225e-02 -5.945602e-02 1.199622e-01 4.347427e-02 + [31] 6.887904e-02 -1.278215e-01 -3.280342e-02 -9.565472e-02 -7.644772e-02 + [36] -3.053148e-03 -6.127447e-02 -2.640406e-02 8.520431e-02 -8.603848e-03 + [41] -5.437815e-02 1.076779e-01 8.984653e-03 -5.677555e-02 1.140752e-01 + [46] -1.714103e-02 8.535967e-04 -1.835592e-02 6.217083e-02 5.678272e-02 + [51] 7.834950e-02 8.025425e-02 -2.715961e-02 -2.606829e-02 -2.147936e-02 + [56] 1.052993e-01 1.944509e-02 1.479059e-01 -4.528992e-02 6.759351e-02 + [61] 3.628892e-02 -1.184642e-01 2.405555e-02 -3.199015e-02 -5.457120e-02 + [66] 1.545839e-02 9.439074e-02 -9.375883e-02 7.538286e-02 7.586962e-02 + [71] -1.453105e-02 5.432470e-02 1.093985e-02 1.437199e-01 -1.025764e-01 + [76] 2.701880e-02 1.002154e-01 2.810518e-02 3.889674e-02 -5.253923e-02 + [81] 4.666021e-02 1.232699e-01 -7.832012e-02 7.857952e-02 -4.982605e-02 + [86] 1.911709e-02 -1.496162e-03 6.986786e-02 -3.000896e-02 6.386064e-02 + [91] 1.877349e-02 -1.058211e-01 -7.637170e-02 -3.404855e-02 1.318298e-01 + [96] 8.797787e-02 -4.543905e-02 -4.908578e-02 -6.105578e-03 -1.633640e-02 + [101] 2.948417e-02 3.385183e-02 -8.455094e-02 1.659867e-01 5.707689e-02 + [106] 1.724089e-02 1.830731e-02 1.396212e-01 -6.844920e-02 -6.313158e-02 + [111] -1.457284e-01 -6.724023e-02 -1.314906e-02 -7.618118e-02 -7.770001e-03 + [116] 1.401995e-01 1.244296e-02 -3.293755e-02 -7.684759e-02 -2.801322e-02 + [121] 1.045673e-01 4.579652e-02 1.231004e-01 1.104060e-01 1.286614e-02 + [126] -1.393894e-01 6.394414e-02 5.097684e-02 4.916276e-02 2.741094e-02 + [131] 3.448111e-02 -9.536905e-02 4.362191e-02 2.455880e-02 -3.992232e-02 + [136] 6.236899e-02 -3.992544e-02 -8.005120e-03 -2.765355e-02 -2.876046e-02 + [141] -9.377188e-02 -1.136664e-01 -7.065593e-02 -1.188353e-01 1.037137e-01 + [146] 6.031781e-02 -6.148055e-02 1.081734e-02 5.132474e-02 7.629030e-02 + [151] -6.988317e-03 -1.185385e-01 -9.246978e-02 7.765459e-02 -6.879388e-02 + [156] -8.286914e-02 -2.981469e-02 3.057099e-02 -4.724669e-02 4.849766e-03 + [161] 6.983116e-02 -1.994718e-01 -7.329923e-02 -8.870262e-02 8.284560e-02 + [166] -7.939753e-02 4.112701e-02 -5.805919e-02 8.804660e-02 1.061299e-01 + [171] -1.975859e-02 -1.627463e-02 -4.571014e-02 -1.363335e-01 -3.272113e-02 + [176] -7.217051e-02 3.444925e-03 -1.027748e-02 2.485888e-02 4.185032e-02 + [181] -8.953284e-02 -1.064011e-01 6.612977e-02 -4.206478e-02 -1.115521e-02 + [186] 1.011082e-01 -9.729170e-03 -1.074483e-01 -9.847696e-03 -3.592469e-02 + [191] -8.877541e-02 7.953706e-02 1.681239e-02 -1.326980e-02 -8.657742e-02 + [196] -5.352886e-02 5.571712e-02 7.171576e-02 8.634486e-02 -4.597119e-02 + [201] -1.260976e-01 6.148785e-02 3.809475e-02 -1.444867e-02 1.083873e-01 + [206] -7.913840e-02 -2.441653e-02 -1.887882e-02 -7.965156e-02 7.496308e-02 + [211] -7.434850e-02 -9.931107e-02 -7.735814e-02 5.809872e-02 9.588860e-02 + [216] -5.433104e-02 7.455455e-02 -5.475357e-03 -7.982803e-02 -2.685888e-02 + [221] -2.988229e-02 -1.594603e-01 3.491649e-02 6.017860e-02 -2.209646e-02 + [226] 2.226517e-02 1.053555e-01 3.938831e-02 -3.550952e-03 1.020555e-01 + [231] -1.146592e-01 -2.192275e-02 9.190898e-02 -9.853540e-02 -1.252817e-01 + [236] 6.865133e-02 2.775047e-02 -6.755184e-02 -5.559557e-02 -1.136272e-02 + [241] 2.084778e-02 -8.657753e-02 -1.987992e-02 -1.350757e-01 1.697979e-01 + [246] 1.232568e-01 -3.071369e-02 -4.253522e-02 9.782227e-02 -4.900563e-02 + [251] 1.028719e-01 1.606937e-02 -5.096556e-02 -1.564826e-02 -2.636742e-02 + [256] 6.244086e-02 -2.452786e-02 2.451686e-03 -2.193166e-02 -4.415669e-02 + [261] -4.572435e-02 7.720356e-02 5.959733e-02 6.383802e-02 7.438365e-03 + [266] 6.985207e-02 4.836922e-05 1.406605e-01 -7.016032e-02 -5.339916e-02 + [271] 1.234487e-01 2.015082e-02 -5.911731e-02 -2.473839e-03 1.181194e-01 + [276] -1.337926e-01 -7.279726e-02 4.354028e-02 -6.679537e-02 -3.510721e-02 + [281] 7.530379e-03 6.631265e-02 6.068927e-03 -1.649357e-02 1.461008e-01 + [286] -1.087502e-01 6.822320e-03 1.386011e-02 1.098619e-02 1.127629e-01 + [291] 2.446299e-02 4.397184e-02 2.635971e-02 6.169977e-02 9.298661e-02 + [296] -4.633129e-03 -1.038764e-01 1.085089e-01 1.075949e-01 -2.516024e-02 + [301] -7.872698e-02 -1.578221e-01 -7.366858e-02 4.568434e-02 8.412773e-02 + [306] 1.127072e-01 -1.036805e-02 4.182524e-02 -9.230117e-03 -2.595333e-02 + [311] 3.383303e-02 -6.851127e-02 -1.371883e-01 -1.742114e-02 4.594304e-02 + [316] 9.361645e-04 7.425765e-02 -3.737842e-02 -3.457645e-02 -6.309307e-02 + [321] 1.693323e-02 8.266469e-02 4.182024e-03 --- @@ -2093,11 +2093,11 @@ Code igraph::vertex_attr(graphs[[i]][[j]], "pep_logRatio") Output - [1] NA 0.121880987 -0.022473043 0.081603009 0.029687975 - [6] -0.022992037 0.096846790 0.051431539 0.037257976 -0.016370020 - [11] -0.071642914 -0.024011675 -0.049482487 0.012587678 -0.013186960 - [16] -0.003007188 0.140538961 0.009637783 -0.043677938 0.038029180 - [21] 0.022231395 0.064119373 -0.035865212 + [1] NA 0.125022526 -0.026437426 0.081497288 0.035985607 + [6] -0.019764664 0.104755189 0.059908122 0.037314674 -0.013134935 + [11] -0.066795503 -0.016385946 -0.047095095 0.011001446 -0.012019084 + [16] 0.004999267 0.147567479 0.015461853 -0.035772715 0.039422003 + [21] 0.019553730 0.064498324 -0.027939370 --- @@ -2180,13 +2180,13 @@ Code igraph::vertex_attr(graphs[[i]][[j]], "pep_logRatio") Output - [1] NA 0.0307166112 -0.0566256810 -0.0593835031 -0.0228451157 - [6] -0.0596477175 -0.0104463805 -0.0007369377 0.0945731569 -0.0374495718 - [11] 0.0982239268 -0.0010256350 -0.0069104072 -0.0467783146 -0.0737427690 - [16] 0.2082014994 0.1145143097 -0.0182467271 -0.0282556557 0.0069072721 - [21] 0.0725031459 0.0110687240 0.0442264738 0.0246924445 0.0145489793 - [26] -0.0275301785 -0.0228215666 -0.0317806787 -0.0046295938 -0.0444348467 - [31] 0.0218167008 -0.0554108205 -0.0803038673 -0.1261685831 0.1960410320 + [1] NA 0.0312814775 -0.0509356692 -0.0554105804 -0.0279687365 + [6] -0.0521502578 -0.0048467265 0.0053663554 0.0971985828 -0.0482351466 + [11] 0.0988546989 0.0050251826 -0.0001534212 -0.0457817973 -0.0743901193 + [16] 0.1976654653 0.1153865717 -0.0199828158 -0.0344163228 -0.0044012140 + [21] 0.0734573091 0.0096773091 0.0420048156 0.0322209367 0.0134926371 + [26] -0.0227332418 -0.0249237631 -0.0364018638 -0.0039487045 -0.0527147521 + [31] 0.0164239209 -0.0568764603 -0.0793624853 -0.1244349172 0.1968220742 --- @@ -3078,71 +3078,71 @@ igraph::vertex_attr(graphs[[i]][[j]], "pep_logRatio") Output [1] NA NA NA NA NA - [6] -0.0423308528 -0.0984344900 0.0543866229 -0.0918332178 -0.0624894883 - [11] -0.0414817011 -0.0682280057 -0.0304987938 0.0420330491 0.0098326032 - [16] -0.0382336276 -0.0194123011 0.1202227884 0.1526320624 -0.0231130414 - [21] -0.0434876210 0.0427542663 -0.0008563307 0.0054648151 -0.0079257656 - [26] -0.0167972054 0.0111763608 -0.0560565273 0.0678553515 0.1533698641 - [31] -0.0321439459 -0.0793309504 -0.0050920945 0.0584023155 0.0308909484 - [36] 0.0528990577 0.0373586907 -0.0061702285 0.1732605779 0.0724102146 - [41] 0.0578224496 -0.0158025186 0.0825743518 -0.0771740870 0.0405459894 - [46] -0.0846712360 0.1362419253 -0.1243701810 0.0832498879 0.0515922639 - [51] 0.0178581596 0.0068717249 -0.0210034513 0.1243519013 0.0563261243 - [56] -0.0515219926 -0.0303325014 0.0873491356 0.1028586037 -0.0121450943 - [61] -0.0087530097 -0.0575014640 -0.1052665522 0.0350063544 0.0528183774 - [66] -0.0286345425 0.0188393869 -0.1271332198 0.0157196559 -0.0632428025 - [71] 0.0166927963 -0.0171646886 0.0499094412 -0.0304385018 0.0533077781 - [76] 0.0678761279 -0.1165859582 -0.0970863391 0.0352094245 0.0375737424 - [81] -0.0058227260 0.0717146556 -0.0378677015 -0.0441240602 0.0616839060 - [86] -0.1323949695 -0.0174676855 -0.0752231130 0.0619343699 -0.0618136731 - [91] 0.0582962967 -0.1172124914 -0.1361413502 0.0113289682 0.0634858220 - [96] 0.0679875298 -0.0542332448 -0.1071366817 -0.0134818846 0.0317293224 - [101] -0.0212643802 0.0011139374 0.0216743031 0.0189340291 -0.2077523810 - [106] -0.0742121455 -0.0183604770 0.0137617766 0.0747933372 0.0171840922 - [111] -0.0356965428 -0.0581438613 -0.0142423002 0.0222144331 -0.0309558705 - [116] 0.0034842609 0.0038192213 0.0259121172 0.0078547858 -0.0323487777 - [121] -0.0408125331 0.1974828359 0.0280672663 0.0955683283 -0.0643916865 - [126] -0.0081474589 0.0356645655 -0.0330377180 0.0834224619 0.0135733058 - [131] 0.0082973448 -0.0268889703 -0.0097615168 -0.0238186872 -0.0761475280 - [136] -0.0159727332 -0.0280493519 0.0484868054 0.0328296737 -0.0646614187 - [141] 0.0158044370 0.1356667515 -0.0047894335 0.0432741703 0.0004878939 - [146] 0.0487456583 0.0681243832 0.1268157320 0.0710585109 -0.0497767153 - [151] 0.0378795044 -0.0307839591 -0.0185287250 -0.0461939234 0.0532328472 - [156] 0.0029898202 -0.0125499933 -0.0867370163 -0.0135383562 -0.0045042074 - [161] 0.1149378105 0.0186182716 0.1162039562 -0.0714852033 0.0121329304 - [166] -0.0384974824 -0.0008673400 -0.1653176144 -0.0411300997 -0.0010936092 - [171] -0.0022885024 -0.0033197307 0.1525905922 -0.0321326712 0.0016384871 - [176] 0.0942545410 0.0250628231 0.0827113366 0.0332357060 -0.0055119559 - [181] -0.1591277962 -0.0148221401 0.0797169237 -0.1316087891 -0.0580949778 - [186] 0.0239602713 0.0453997943 0.0314182508 -0.0261019872 0.0471954080 - [191] 0.0150876735 -0.0497887400 -0.0996612293 -0.0297326543 -0.0913951327 - [196] -0.0315566271 0.1130775997 -0.0672325262 -0.0495226523 -0.0345558938 - [201] -0.0999534105 -0.0488480885 -0.0463607536 -0.0482965206 0.1208670734 - [206] 0.0073581201 -0.0194790036 -0.0409835515 -0.0924670063 -0.0539510854 - [211] -0.1004095657 0.0332858606 -0.1382816813 -0.0033452877 -0.0560566203 - [216] 0.0693388898 -0.0657766694 0.0179718342 0.1270373169 -0.0285531161 - [221] 0.0168471066 -0.0331798853 -0.0259318153 -0.1311022356 0.2043862921 - [226] -0.0705388484 0.0189779690 0.0916648111 -0.0426223348 -0.0034665363 - [231] -0.0128805207 -0.0110643798 -0.1010020495 0.0155185696 0.0181478186 - [236] 0.0074200344 -0.0199491471 0.0735250644 0.0761175846 -0.0589551330 - [241] 0.1203437219 -0.0021016200 -0.0059716048 -0.0435529505 -0.0660695940 - [246] -0.0063111997 -0.0969618802 0.0127228168 -0.1259994657 -0.0608709090 - [251] -0.1155483479 0.1703763444 0.0026565733 -0.0259347755 -0.0744025975 - [256] 0.0763831744 -0.0424414589 0.0387097495 -0.0224147417 0.0158221712 - [261] 0.1224622422 0.0512272110 0.0087359201 0.1377594342 -0.0497613934 - [266] 0.1499800778 -0.0389471764 0.0412121232 -0.0254295449 -0.0917718690 - [271] -0.0699041130 0.0809146317 -0.0340160850 -0.0432680147 0.0789341713 - [276] 0.0095036661 0.0853706718 0.1071762430 -0.0013867301 -0.1087392376 - [281] 0.0028693993 0.0146779934 -0.0623606339 -0.0226595567 0.0578467963 - [286] -0.0515670308 0.0109689328 0.0007094403 0.0863298680 0.0564063808 - [291] -0.0632118305 0.0880954075 -0.0676829051 0.0484047579 0.0475061355 - [296] 0.0480951024 0.0664259960 0.0025354158 0.0479559513 -0.0085165920 - [301] 0.1032544948 0.1550305190 0.0743418291 -0.0747522621 0.0056642929 - [306] -0.0423894266 0.0104298343 0.0577457441 0.1043735608 -0.0300542584 - [311] -0.0508356916 0.0294240943 -0.0413832737 -0.0707160436 -0.0538474267 - [316] 0.0745956524 0.0048791896 -0.0590668700 -0.0699707142 0.0455130741 - [321] -0.0339807175 -0.0879430914 -0.0945764083 0.0994798299 -0.0386556966 - [326] -0.0087821623 + [6] -3.860761e-02 -9.777520e-02 5.635041e-02 -1.003432e-01 -6.175228e-02 + [11] -4.177572e-02 -6.750963e-02 -3.747175e-02 4.121477e-02 1.067455e-02 + [16] -4.633282e-02 -1.861708e-02 1.098081e-01 1.566382e-01 -2.234338e-02 + [21] -3.930549e-02 4.350679e-02 6.062334e-03 6.255622e-03 -7.294344e-03 + [26] -1.952766e-02 1.917722e-02 -6.256571e-02 6.476952e-02 1.540659e-01 + [31] -4.126276e-02 -7.835772e-02 -1.492017e-02 6.267203e-02 3.862797e-02 + [36] 5.388678e-02 3.114652e-02 -5.307303e-03 1.751639e-01 7.316801e-02 + [41] 5.766606e-02 -1.517108e-02 7.747422e-02 -7.987566e-02 4.576639e-02 + [46] -8.262650e-02 1.377476e-01 -1.203990e-01 8.416121e-02 5.305258e-02 + [51] 8.123731e-03 7.744706e-03 -2.626145e-02 1.246718e-01 5.671362e-02 + [56] -6.073350e-02 -3.340670e-02 8.798753e-02 1.003879e-01 -1.183230e-02 + [61] -1.770402e-02 -5.663585e-02 -1.056685e-01 3.633724e-02 5.347115e-02 + [66] -3.063350e-02 1.467329e-02 -1.264797e-01 1.505413e-02 -6.268125e-02 + [71] 1.745646e-02 -1.640135e-02 3.995692e-02 -2.384935e-02 4.598897e-02 + [76] 6.966042e-02 -1.158316e-01 -9.146625e-02 3.561986e-02 3.837942e-02 + [81] -1.752680e-02 6.305533e-02 -3.590385e-02 -4.340676e-02 6.254585e-02 + [86] -1.250303e-01 -1.359336e-02 -7.303056e-02 6.208693e-02 -6.292032e-02 + [91] 6.019863e-02 -1.166186e-01 -1.319706e-01 1.215599e-02 7.106360e-02 + [96] 7.522697e-02 -5.388046e-02 -1.091457e-01 -2.467605e-02 3.638324e-02 + [101] -1.885188e-02 2.648976e-03 2.960090e-02 2.259122e-02 -2.084664e-01 + [106] -7.205604e-02 -1.856566e-02 2.111615e-02 7.011354e-02 1.299462e-02 + [111] -3.376355e-02 -6.310121e-02 -1.339136e-02 2.182381e-02 -3.694820e-02 + [116] 9.095959e-04 3.827882e-03 2.155741e-02 1.499721e-02 -3.056932e-02 + [121] -5.192050e-02 1.864253e-01 2.214770e-02 1.013693e-01 -6.881644e-02 + [126] -6.558125e-03 3.956761e-02 -4.205840e-02 7.349031e-02 7.905461e-03 + [131] 8.715266e-03 -1.948830e-02 -1.191860e-02 -2.609706e-02 -8.083921e-02 + [136] -2.626951e-02 -2.726806e-02 5.215726e-02 3.058636e-02 -7.624519e-02 + [141] 9.096635e-03 1.293285e-01 -1.358109e-02 4.025513e-02 8.403749e-04 + [146] 5.234263e-02 6.881341e-02 1.175929e-01 6.081779e-02 -4.908904e-02 + [151] 2.686901e-02 -3.176947e-02 -1.778362e-02 -4.115667e-02 5.816332e-02 + [156] 3.333937e-03 -2.074192e-02 -9.020969e-02 -2.491131e-02 -1.891926e-03 + [161] 1.155552e-01 1.910482e-02 1.239188e-01 -8.170551e-02 1.977233e-02 + [166] -3.289278e-02 -1.579942e-04 -1.610982e-01 -4.264206e-02 -4.497473e-04 + [171] 2.741250e-03 -6.317808e-03 1.467976e-01 -3.544158e-02 -5.476915e-03 + [176] 1.014983e-01 2.374961e-02 8.349319e-02 3.749881e-02 -1.728056e-02 + [181] -1.583032e-01 -1.030035e-02 8.042829e-02 -1.299920e-01 -5.725186e-02 + [186] 1.836219e-02 4.599227e-02 2.438077e-02 -2.547418e-02 4.494956e-02 + [191] 1.597419e-02 -6.039495e-02 -1.029290e-01 -2.289467e-02 -8.844507e-02 + [196] -2.409671e-02 1.035374e-01 -6.370354e-02 -4.721984e-02 -3.976710e-02 + [201] -1.008215e-01 -4.749635e-02 -4.693391e-02 -4.181449e-02 1.127612e-01 + [206] -2.280482e-05 -1.856513e-02 -3.871858e-02 -9.292670e-02 -4.661236e-02 + [211] -1.091335e-01 3.261156e-02 -1.320071e-01 -1.108389e-02 -4.839681e-02 + [216] 5.943057e-02 -6.503779e-02 7.405975e-03 1.276017e-01 -2.082214e-02 + [221] 2.224985e-02 -3.830245e-02 -2.517929e-02 -1.303088e-01 2.052949e-01 + [226] -6.916106e-02 2.624951e-02 9.242832e-02 -3.654283e-02 2.850486e-03 + [231] -1.366418e-02 -1.161441e-02 -1.019418e-01 4.249726e-03 1.241486e-02 + [236] 7.553568e-03 -1.574582e-02 7.402771e-02 7.347463e-02 -6.129070e-02 + [241] 1.210757e-01 -1.443261e-03 -1.928662e-03 -5.100837e-02 -6.551377e-02 + [246] -8.598855e-03 -1.032184e-01 1.120614e-02 -1.235612e-01 -7.154392e-02 + [251] -1.213447e-01 1.781513e-01 4.621505e-03 -2.228515e-02 -7.958033e-02 + [256] 6.627091e-02 -3.708616e-02 3.544753e-02 -2.860075e-02 1.705199e-02 + [261] 1.231581e-01 5.247657e-02 1.408654e-02 1.326141e-01 -4.277812e-02 + [266] 1.505782e-01 -3.809828e-02 4.933489e-02 -1.872066e-02 -9.126485e-02 + [271] -6.954914e-02 8.169099e-02 -3.333032e-02 -3.528129e-02 7.978228e-02 + [276] 8.433783e-03 8.615319e-02 1.086943e-01 -6.218280e-03 -1.195689e-01 + [281] 1.107602e-02 1.543187e-02 -6.155325e-02 -2.199576e-02 5.799032e-02 + [286] -4.752480e-02 1.116292e-02 -1.027660e-02 8.701299e-02 5.562205e-02 + [291] -6.004584e-02 7.690765e-02 -7.909116e-02 4.315657e-02 5.526857e-02 + [296] 4.190471e-02 6.181711e-02 -8.622913e-03 4.882044e-02 -8.038794e-03 + [301] 1.022562e-01 1.490259e-01 6.797813e-02 -7.406104e-02 6.091436e-03 + [306] -4.064782e-02 1.553490e-02 5.107520e-02 1.071026e-01 -2.655947e-02 + [311] -5.037156e-02 3.042052e-02 -4.284499e-02 -6.982163e-02 -5.250551e-02 + [316] 7.078686e-02 9.181503e-03 -5.639625e-02 -7.645614e-02 5.308418e-02 + [321] -2.657504e-02 -9.631551e-02 -1.001705e-01 1.031273e-01 -3.348946e-02 + [326] -8.048383e-03 --- @@ -3175,8 +3175,8 @@ Code igraph::vertex_attr(graphs[[i]][[j]], "pep_logRatio") Output - [1] NA 0.09935517 0.06225630 0.02291600 0.03204341 0.05030678 - [7] 0.02201277 0.04548069 -0.11849680 0.05112646 0.11097625 0.04830230 - [13] 0.02955785 0.03108920 -0.01676837 -0.02114048 -0.08942849 -0.05728368 - [19] 0.03856363 -0.03524762 + [1] NA 0.10170322 0.05529970 0.03013955 0.02548752 0.05110964 + [7] 0.02341508 0.04770050 -0.11325370 0.05208815 0.11776736 0.04906002 + [13] 0.02691478 0.03311861 -0.01522310 -0.02016818 -0.08652279 -0.05652273 + [19] 0.03912413 -0.03394427 diff --git a/tests/testthat/test_02_peptideProcessing.R b/tests/testthat/test_02_peptideProcessing.R index c6448fa..f6bd89a 100644 --- a/tests/testthat/test_02_peptideProcessing.R +++ b/tests/testthat/test_02_peptideProcessing.R @@ -15,7 +15,7 @@ test_that("test aggregateReplicates", { rownames(df) <- df$sequence df$sequence <- NULL D <- SummarizedExperiment::SummarizedExperiment( - assays = list(intensities = df), + assays = list(intensities_norm = df), colData = data.frame(sample = colnames(df)), rowData = data.frame(Sequence = rownames(df))) @@ -77,12 +77,14 @@ test_that("normalize peptide data", { D_norm_lts <- bppg::normalizePeptideIntensities(D, method = "lts") expect_snapshot(D_norm_loess) - expect_snapshot(SummarizedExperiment::assays(D_norm_loess)$intensities, variant = Sys.info()[["sysname"]]) + expect_snapshot(SummarizedExperiment::assays(D_norm_loess)$intensities_norm, + variant = Sys.info()[["sysname"]]) expect_snapshot(SummarizedExperiment::rowData(D_norm_loess)) expect_snapshot(SummarizedExperiment::colData(D_norm_loess)) expect_snapshot(D_norm_lts) - expect_snapshot(SummarizedExperiment::assays(D_norm_lts)$intensities, variant = Sys.info()[["sysname"]]) + expect_snapshot(SummarizedExperiment::assays(D_norm_lts)$intensities_norm, + variant = Sys.info()[["sysname"]]) expect_snapshot(SummarizedExperiment::rowData(D_norm_lts)) expect_snapshot(SummarizedExperiment::colData(D_norm_lts)) }) From c74eb994d2296c4b98ec4285dcb4637b89e971bb Mon Sep 17 00:00:00 2001 From: biwenzel Date: Thu, 26 Mar 2026 14:21:13 +0100 Subject: [PATCH 08/21] added assays and col/rowData to results test --- .../_snaps/07_resultAggregation_and_Export.md | 80 +++++++++++++++++++ .../test_07_resultAggregation_and_Export.R | 6 ++ 2 files changed, 86 insertions(+) diff --git a/tests/testthat/_snaps/07_resultAggregation_and_Export.md b/tests/testthat/_snaps/07_resultAggregation_and_Export.md index 0385804..8af088d 100644 --- a/tests/testthat/_snaps/07_resultAggregation_and_Export.md +++ b/tests/testthat/_snaps/07_resultAggregation_and_Export.md @@ -12,3 +12,83 @@ colnames(10): graphID proteinNr ... Ci_max case colData names(1): colnames +--- + + Code + SummarizedExperiment::assays(X)$sample1_sample2 + Output + graphID proteinNr error_min RiLog RiLog_min RiLog_max Ci + prot_1 NA 1 1.750500e-03 0.967500 NA NA NA + prot_2 NA 2 1.750500e-03 NA 1.045762 3.672106 NA + prot_3 NA 1 1.232595e-32 0.964000 NA NA 1 + prot_4;prot_5 NA 1 1.632667e-03 1.056333 NA NA 1 + Ci_min Ci_max case + prot_1 0.01 0.99 1 + prot_2 0.01 0.99 2 + prot_3 NA NA 3 + prot_4;prot_5 NA NA 3 + +--- + + Code + SummarizedExperiment::assays(X)$sample1_sample3 + Output + graphID proteinNr error_min RiLog RiLog_min RiLog_max Ci + prot_1 NA 1 0.000264500 0.9910000 NA NA NA + prot_2 NA 2 0.000264500 NA 0.9975651 1.528617 NA + prot_3 NA 2 0.005563039 1.0854065 NA NA 0.01 + prot_4;prot_5 NA 1 0.005563039 0.9528013 NA NA 0.99 + Ci_min Ci_max case + prot_1 0.01 0.99 1 + prot_2 0.01 0.99 2 + prot_3 NA NA 3 + prot_4;prot_5 NA NA 3 + +--- + + Code + SummarizedExperiment::assays(X)$sample2_sample3 + Output + graphID proteinNr error_min RiLog RiLog_min RiLog_max Ci + prot_1 NA 1 0.003884500 NA 0.9634997 0.9635009 NA + prot_2 NA 2 0.003884500 NA 0.9831944 2.2027825 NA + prot_3 NA 1 0.006082681 1.0323458 NA NA 0.01 + prot_4;prot_5 NA 2 0.006082681 0.9827164 NA NA 0.99 + Ci_min Ci_max case + prot_1 0.01 0.99 2 + prot_2 0.01 0.99 2 + prot_3 NA NA 3 + prot_4;prot_5 NA NA 3 + +--- + + Code + SummarizedExperiment::rowData(X) + Output + DataFrame with 4 rows and 1 column + accession + + prot_1 prot_1 + prot_2 prot_2 + prot_3 prot_3 + prot_4;prot_5 prot_4;prot_5 + +--- + + Code + SummarizedExperiment::colData(X) + Output + DataFrame with 10 rows and 1 column + colnames + + graphID graphID + proteinNr proteinNr + error_min error_min + RiLog RiLog + RiLog_min RiLog_min + RiLog_max RiLog_max + Ci Ci + Ci_min Ci_min + Ci_max Ci_max + case case + diff --git a/tests/testthat/test_07_resultAggregation_and_Export.R b/tests/testthat/test_07_resultAggregation_and_Export.R index dc88096..f8ea9d1 100644 --- a/tests/testthat/test_07_resultAggregation_and_Export.R +++ b/tests/testthat/test_07_resultAggregation_and_Export.R @@ -25,5 +25,11 @@ test_that("result aggregation", { resultsList <- RES X <- combineComparisons(resultsList) + expect_snapshot(X) + expect_snapshot(SummarizedExperiment::assays(X)$sample1_sample2) + expect_snapshot(SummarizedExperiment::assays(X)$sample1_sample3) + expect_snapshot(SummarizedExperiment::assays(X)$sample2_sample3) + expect_snapshot(SummarizedExperiment::rowData(X)) + expect_snapshot(SummarizedExperiment::colData(X)) }) From 5433fc4f1392b9501ba0b5879389a6ce57ab9d5c Mon Sep 17 00:00:00 2001 From: biwenzel Date: Mon, 30 Mar 2026 09:46:09 +0200 Subject: [PATCH 09/21] updated documentation --- man/aggregateReplicates.Rd | 2 +- man/generateGraphsFromQuantData.Rd | 6 ++++++ man/normalizePeptideIntensities.Rd | 2 +- 3 files changed, 8 insertions(+), 2 deletions(-) diff --git a/man/aggregateReplicates.Rd b/man/aggregateReplicates.Rd index 204b513..4a0a87e 100644 --- a/man/aggregateReplicates.Rd +++ b/man/aggregateReplicates.Rd @@ -15,7 +15,7 @@ aggregateReplicates( \arguments{ \item{D}{\strong{SummarizedExperiment} \cr SummarizedExperiment Dataset containing peptide -intensities, e.g. the result of \link{readMqPeptideTable} or +intensities, e.g. the result of \link{normalizePeptideIntensities}.} \item{group}{\strong{character factor} \cr diff --git a/man/generateGraphsFromQuantData.Rd b/man/generateGraphsFromQuantData.Rd index 7e97747..705b20e 100644 --- a/man/generateGraphsFromQuantData.Rd +++ b/man/generateGraphsFromQuantData.Rd @@ -12,6 +12,7 @@ generateGraphsFromQuantData( min_aa = 6, max_aa = 50, seq_column = "Sequence", + norm_method = "loess", collProtNodes = TRUE, collPeptNodes = FALSE, suffix = "", @@ -51,6 +52,11 @@ in a peptide.} The column name of the column of D with the peptide sequences.} +\item{norm_method}{\strong{character} \cr +The method of normalization. Options are "nonorm" +(no normalization), "median", "loess", "quantile" or "lts" +normalization. Default is "loess"} + \item{collProtNodes}{\strong{logical} \cr If \code{TRUE}, the protein nodes will be collapsed.} diff --git a/man/normalizePeptideIntensities.Rd b/man/normalizePeptideIntensities.Rd index dd5424c..dce5568 100644 --- a/man/normalizePeptideIntensities.Rd +++ b/man/normalizePeptideIntensities.Rd @@ -14,7 +14,7 @@ normalizePeptideIntensities( \arguments{ \item{D}{\strong{SummarizedExperiment} \cr SummarizedExperiment Dataset containing peptide -intensities, e.g. the result of \link{readMqPeptideTable} or +intensities, e.g. the result of \link{normalizePeptideIntensities}.} \item{method}{\strong{character} \cr From fd0114a9e864a64fc7ad01bf1426e55b1c4f2dcd Mon Sep 17 00:00:00 2001 From: biwenzel Date: Mon, 30 Mar 2026 13:36:43 +0200 Subject: [PATCH 10/21] complete protein origin from fasta to graph --- R/04_graphGeneration.R | 54 +- tests/testthat/_snaps/04_graphGeneration.md | 5991 +++++++++++++++++++ tests/testthat/test_04_graphGeneration.R | 57 + 3 files changed, 6082 insertions(+), 20 deletions(-) diff --git a/R/04_graphGeneration.R b/R/04_graphGeneration.R index f0f1ff9..be31f86 100644 --- a/R/04_graphGeneration.R +++ b/R/04_graphGeneration.R @@ -96,41 +96,44 @@ match(igraph::V(G)$name[!igraph::V(G)$type], vMapping$peptides$peptide)]) - gCollapsed <- igraph::contract(G, + gColl <- igraph::contract(G, factor(stats::na.omit(igraph::V(G)$collSignature)), vertex.attr.comb = c) # remove duplicate edges - gCollapsed <- igraph::simplify(gCollapsed) + gColl <- igraph::simplify(gColl) # reset attributes - igraph::V(gCollapsed)$type <- vapply(igraph::V(gCollapsed)$type, "[", 1, + igraph::V(gColl)$type <- vapply(igraph::V(gColl)$type, "[", 1, FUN.VALUE = logical(1)) - igraph::V(gCollapsed)$name <- vapply(igraph::V(gCollapsed)$name, - paste, collapse=";", FUN.VALUE = character(1)) + igraph::V(gColl)$name <- vapply(igraph::V(gColl)$name, paste, collapse=";", + FUN.VALUE = character(1)) # this is not ordered - > same ratio order - if (!is.null(igraph::V(gCollapsed)$pep_logRatio)) { + if (!is.null(igraph::V(gColl)$pep_logRatio)) { if (collPeptNodes) { - igraph::V(gCollapsed)$pep_ratio_mean[!igraph::V(gCollapsed)$type] <- - vapply( - igraph::V(gCollapsed)$pep_logRatio[ - !igraph::V(gCollapsed)$type], + igraph::V(gColl)$pep_ratio_mean[!igraph::V(gColl)$type] <- + vapply(igraph::V(gColl)$pep_logRatio[!igraph::V(gColl)$type], mean, FUN.VALUE = numeric(1)) } else { - igraph::V(gCollapsed)$pep_logRatio <- vapply( - igraph::V(gCollapsed)$pep_logRatio, "[", 1, - FUN.VALUE = numeric(1)) + igraph::V(gColl)$pep_logRatio <- vapply( + igraph::V(gColl)$pep_logRatio, "[", 1, FUN.VALUE = numeric(1)) } } - if (!is.null(igraph::V(gCollapsed)$protOrigin) && collProtNodes) { - igraph::V(gCollapsed)$protOrigin[igraph::V(gCollapsed)$type] <- - vapply(igraph::V(gCollapsed)$protOrigin[igraph::V(gCollapsed)$type], - unique, FUN.VALUE = character(1)) + if (!is.null(igraph::V(gColl)$protOrigin)) { + if (collProtNodes) { + igraph::V(gColl)$protOrigin[igraph::V(gColl)$type] <- vapply( + igraph::V(gColl)$protOrigin[igraph::V(gColl)$type], + function(x) { paste(unique(x), collapse = ";") + }, FUN.VALUE = character(1)) + } + # igraph::V(gColl)$protOrigin[!igraph::V(gColl)$type] <- NA + igraph::V(gColl)$protOrigin <- vapply(igraph::V(gColl)$protOrigin, "[", + 1, FUN.VALUE = character(1)) } - return(igraph::delete_vertex_attr(gCollapsed, "collSignature")) + return(igraph::delete_vertex_attr(gColl, "collSignature")) } @@ -163,8 +166,8 @@ generateGraphsFromEdgelist <- function(edgelist, checkmate::assertFlag(collPeptNodes) if (collProtNodes || collPeptNodes) { - vertexMapping <- .getContractMapping(edgelist, collProtNodes, - collPeptNodes) + vertexMapping <- .getContractMapping( + edgelist[, c("protein", "peptide")], collProtNodes, collPeptNodes) } #generate graph from edge matrix @@ -183,6 +186,17 @@ generateGraphsFromEdgelist <- function(edgelist, match(igraph::V(G)$name[!igraph::V(G)$type], edgelist$peptide)]) } + + if (!is.null(edgelist$protOrigin)) { + protOriginDF <- edgelist[, c("protein", "protOrigin")] + protOriginDF <- protOriginDF[!duplicated(protOriginDF), ] + G <- igraph::set_vertex_attr(graph = G, + name = "protOrigin", + index = igraph::V(G)[igraph::V(G)$type], + value = protOriginDF$protOrigin[ + match(igraph::V(G)$name[igraph::V(G)$type], + protOriginDF$protein)]) + } if (collProtNodes || collPeptNodes) { G <- .contractGraph(G, vertexMapping, collProtNodes, collPeptNodes) diff --git a/tests/testthat/_snaps/04_graphGeneration.md b/tests/testthat/_snaps/04_graphGeneration.md index b87f131..8ae6974 100644 --- a/tests/testthat/_snaps/04_graphGeneration.md +++ b/tests/testthat/_snaps/04_graphGeneration.md @@ -1,3 +1,5658 @@ +# test mapping for graph contraction + + Code + mappingCollProtPept + Output + $peptides + peptide protein + 1 AAFYVAAIVQAIDIITGCK Q06204 + 2 AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR Q06204 + 3 AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYREQIK Q06204 + 4 AAKAHNIATSSK Q03483;Q07791 + 5 AAKAHNIATSSKFSR Q03483;Q07791 + 6 ACLNKEVGTYECEGER P48238 + 7 AHGVAER Q07791;Q07793 + 8 AHGVAERLNR Q07791;Q07793 + 9 AHGVAERLNRTLLDDCR Q07793 + 10 AHGVAERLNRTLLNDCR Q07791 + 11 AHNIATSSK Q03483;Q07791 + 12 AHNIATSSKFSR Q03483;Q07791 + 13 AHNIATSSKFSRVNNDHINESTVSSQYLSDDNELSLGQQQK Q07791 + 14 AHNIATSSKFSRVNSDHINESTVSSQYLSDDNELSLRPATER Q03483 + 15 AHNVSTSNNSPSTDNDSISK P0CX57;Q03856;Q07793 + 16 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK P0CX57;Q03856;Q07793 + 17 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLGQK Q07793 + 18 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPETY P0CX57 + 19 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPGTY Q03856 + 20 AKCFKELEMENIEK P48238 + 21 ALHTPNIAYDLLSLSELANQNITACFTR Q07791 + 22 ALHTPNIAYDLLSLSELANQNITACFTRNTLER Q07791 + 23 ALHTPNIAYDLLSLSELANQNITACFTRNTLERSDGTVLAPIVK Q07791 + 24 AMRLRDEVSGNNLYVYYIETK Q07791 + 25 APGQPGHYIDQDELEIDEDEYK Q07791 + 26 APGQPGHYIDQDELEIDEDEYKEK Q07791 + 27 APGQPGHYIDQDELEIDEDEYKEKVHEMQK Q07791 + 28 APKEVDADISEYNILPSTIR Q07791 + 29 APKEVDADISEYNILPSTIRSR Q07791 + 30 APREVDPNISESNILPSK Q07793 + 31 APREVDPNISESNILPSKK Q07793 + 32 ARFVAR Q07791;Q07793 + 33 ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK Q07791 + 34 ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK Q07791 + 35 ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIKGLLTDSR Q07791 + 36 AVCDNTPSIDTDPPEYR Q07791 + 37 AVCDNTPSIDTDPPEYRSSDHATPNIMPDK Q07791 + 38 AVCDNTPSIDTDPPEYRSSDHATPNIMPDKSSK Q07791 + 39 AVKSIKPIR Q07793 + 40 AVKSIKPIRTTLR Q07793 + 41 AVSPTDSTPPSTHTEDSK Q07793 + 42 AVSPTDSTPPSTHTEDSKR Q07793 + 43 AVSPTDSTPPSTHTEDSKRVSK Q07793 + 44 CFKELEMENIEK P48238 + 45 CFKELEMENIEKGDIK P48238 + 46 DALRETLPSSYNK Q06204 + 47 DALRETLPSSYNKETLNFK Q06204 + 48 DEVSGNNLYVYYIETK Q07791 + 49 DEVSGNNLYVYYIETKMNIADVMTKPLPIK Q07791 + 50 DEVSGNNLYVYYIETKMNIADVMTKPLPIKTFK Q07791 + 51 DFRHSDSYSENETNHTNVPISSTGGTNNK Q07793 + 52 DFRHSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK Q07793 + 53 DGTHKAR Q07791;Q07793 + 54 DGTHKARFVAR Q07791;Q07793 + 55 DIIEWCR P48238 + 56 DIIEWCRDYEVNK P48238 + 57 DIIEWCRDYEVNKTR P48238 + 58 DIKEKEK Q07793 + 59 DILSVDYTDIMK P0CX57;Q03856;Q07793 + 60 DILSVDYTDIMKILSK P0CX57;Q03856;Q07793 + 61 DILSVDYTDIMKILSKSIEK P0CX57;Q03856;Q07793 + 62 DIPHIHSR Q07791 + 63 DIPHIHSRQTNSSLGGMDDSNVLTTTK Q07791 + 64 DIPHIHSRQTNSSLGGMDDSNVLTTTKSK Q07791 + 65 DKQLIWHK Q07791;Q07793 + 66 DKQLIWHKHK Q07793 + 67 DKQLIWHKSKPVKPTNK Q07791 + 68 DLNANK Q07791 + 69 DLNANKK Q07791 + 70 DLNANKKIITTLK Q07791 + 71 DNKEKDR Q07791 + 72 DRYVEAYHK Q07791 + 73 DRYVEAYHKEISQLLK Q07791 + 74 DSTKVNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK Q03483 + 75 DSTKVNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK Q07791 + 76 DTWNNK Q07791 + 77 DTWNNKNMR Q07791 + 78 DTWNNKNMRSLEPPR Q07791 + 79 DTWNTK Q07793 + 80 DTWNTKNMR Q07793 + 81 DTWNTKNMRSLEPPR Q07793 + 82 DTYSFFTSLSDIQDSSSNEEQCGVGSILSEDSFTFEGSNVSIR P48238 + 83 DWIALANLEYDGSTSADTFEITVSTIIQR Q07791 + 84 DWIALANLEYDGSTSADTFEITVSTIIQRLK Q07791 + 85 DWIALANLEYDGSTSADTFEITVSTIIQRLKENNINVSDR Q07791 + 86 DWIALANLEYNGSTSADTFEITVSTIIQR Q03483 + 87 DWIALANLEYNGSTSADTFEITVSTIIQRLK Q03483 + 88 DWIALANLEYNGSTSADTFEITVSTIIQRLKENNINVSDR Q03483 + 89 DYEVNK P48238 + 90 DYEVNKTR P48238 + 91 DYEVNKTREVCVPSIHEFYLHGNGSDNLF P48238 + 92 EARQREK P48238 + 93 EDSILDVFTTILAFIK Q07793 + 94 EDSILDVFTTILAFIKNQFQASVLVIQMDR Q07793 + 95 EDSILDVFTTILAFIKNQFQASVLVIQMDRGSEYTNR Q07793 + 96 EELYIRPPPHLGLNDK Q07791 + 97 EELYIRPPPHLGLNDKLLR Q07791 + 98 EELYIRPPPHLGLNDKLLRLR Q07791 + 99 EELYIRPPPHLGMNDK Q07793 + 100 EELYIRPPPHLGMNDKLIR Q07793 + 101 EELYIRPPPHLGMNDKLIRLK Q07793 + 102 EESILNVFTSILAFIK Q07791 + 103 EESILNVFTSILAFIKNQFNAR Q07791 + 104 EESILNVFTSILAFIKNQFNARVLVIQMDR Q07791 + 105 EIDPKR Q07793 + 106 EIDPKRVINSMFIFNK Q07793 + 107 EISQLLK Q07791 + 108 EISQLLKMNTWDTNK Q07791 + 109 EISQLLKMNTWDTNKYYDR Q07791 + 110 EKDRYVEAYHK Q07791 + 111 EKEKYIEAYHK Q07793 + 112 EKVHEMQK Q07791;Q07793 + 113 EKVHEMQKLIGLASYVGYK Q07791;Q07793 + 114 EKYIEAYHK Q07793 + 115 EKYIEAYHKEVNQLLK Q07793 + 116 ELEMENIEK P48238 + 117 ELEMENIEKGDIK P48238 + 118 ELEMENIEKGDIKK P48238 + 119 ELESLILPADSIVNVVDQFQEELLSR Q06204 + 120 ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDK Q06204 + 121 ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDKR Q06204 + 122 ELPPINSR Q07793 + 123 ELPPINSRQTNSSLGGIGDSNAYTTINSK Q07793 + 124 ELPPINSRQTNSSLGGIGDSNAYTTINSKK Q07793 + 125 ENNINVSDR Q03483;Q07791 + 126 ENNINVSDRLACQLILK Q03483;Q07791 + 127 ENNINVSDRLACQLILKGLSGDFK Q03483;Q07791 + 128 EPVQKVR Q07791 + 129 EPVQKVRAPK Q07791 + 130 EQIKYYSSIHIK Q06204 + 131 EQIKYYSSIHIKLQFLNHSNLLGAAIATYLNK Q06204 + 132 ESDIEWSNASTYQCPDCLIGK Q07791 + 133 ESDIEWSNASTYQCPDCLIGKSTK Q07791 + 134 ESDIEWSNASTYQCPDCLIGKSTKHR Q07791 + 135 ESKPTR Q07791 + 136 ESKPTRTIDSNDELPDHLLIDSGASQTLVR Q07791 + 137 ESQQLHQNPHSLHGSAAASVTSK Q07791 + 138 ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR Q07791 + 139 ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK Q07791 + 140 ESQQLHQNPHSQHGSAYASVTSK Q03483 + 141 ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR Q03483 + 142 ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK Q03483 + 143 ESQQLSNYPHISHGSACASVTSK Q03856 + 144 ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK Q03856 + 145 ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK Q03856 + 146 ESQQLSQHSPISHGSACASVTSK P0CX57;Q07793 + 147 ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK P0CX57;Q07793 + 148 ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK P0CX57;Q07793 + 149 ESRLDQFNYDALTFDEDLNR Q07793 + 150 ESTEMGGTIESDTTSPR Q07791 + 151 ESTEMGGTIESDTTSPRHSSTFTAR Q07791 + 152 ESTEMGGTIESDTTSPRHSSTFTARNQK Q07791 + 153 ETLNFK Q06204 + 154 ETLNFKHVLINSEIGFIGK Q06204 + 155 ETLNFKHVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK Q06204 + 156 ETLPSSYNK Q06204 + 157 ETLPSSYNKETLNFK Q06204 + 158 ETLPSSYNKETLNFKHVLINSEIGFIGK Q06204 + 159 EVCVPSIHEFYLHGNGSDNLF P48238 + 160 EVDADISEYNILPSTIR Q07791 + 161 EVDADISEYNILPSTIRSR Q07791 + 162 EVDADISEYNILPSTIRSRTPHIINK Q07791 + 163 EVDPNISESNILPSK Q07793 + 164 EVDPNISESNILPSKK Q07793 + 165 EVDPNISESNILPSKKR Q07793 + 166 EVGTYECEGER P48238 + 167 EVHTNQDPLDVSASK P0CX57;Q03856;Q07793 + 168 EVHTNQDPLDVSASKIQEYDK Q03856 + 169 EVHTNQDPLDVSASKIQEYDKASTK Q03856 + 170 EVHTNQDPLDVSASKTEECEK P0CX57;Q07793 + 171 EVHTNQDPLDVSASKTEECEKASTK P0CX57;Q07793 + 172 EVNQLLK Q07793 + 173 EVNQLLKMK Q07793 + 174 EVNQLLKMKTWDTDEYYDR Q07793 + 175 EVPSNQDPLAVSASNLPEFDR Q03483;Q07791 + 176 EVPSNQDPLAVSASNLPEFDRDSTK Q03483;Q07791 + 177 EYSQPFFDWR P48238 + 178 EYSQPFFDWRHEMVEHGEESVKPCGCHK P48238 + 179 EYSQPFFDWRHEMVEHGEESVKPCGCHKSR P48238 + 180 FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR Q06204 + 181 FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK Q06204 + 182 FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIKK Q06204 + 183 FDLLYYINTLAQHILFPSR Q07791;Q07793 + 184 FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR Q07791 + 185 FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTRDK Q07791 + 186 FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR Q07793 + 187 FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTRDK Q07793 + 188 FFGTKAMR Q07791 + 189 FFGTKAMRLR Q07791 + 190 FFTNRGITACYTTTADSR Q07791 + 191 FFTNRGITACYTTTADSRAHGVAER Q07791 + 192 FFVSVTFSFPLNPEGEVVAMGK Q06204 + 193 FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK Q06204 + 194 FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVKQLIQSSFHR Q06204 + 195 FICENDSISLIIGTGTNACFEVPYGYLPPFK Q06204 + 196 FICENDSISLIIGTGTNACFEVPYGYLPPFKR Q06204 + 197 FICENDSISLIIGTGTNACFEVPYGYLPPFKRDALR Q06204 + 198 FLEKNGITPCYTTTADSR Q07793 + 199 FLEKNGITPCYTTTADSRAHGVAER Q07793 + 200 FLKNSNLGDIIPNDQGEIK Q03483;Q07791 + 201 FLKNSNLGDIIPNDQGEIKR Q03483;Q07791 + 202 FLQNSNLGGIIPTVNGKPVR P0CX57;Q03856;Q07793 + 203 FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK P0CX57;Q03856;Q07793 + 204 FLRYTR P0CX57;Q03856;Q07793 + 205 FLRYTRHR P0CX57;Q03856;Q07793 + 206 FQWVYPLHDR Q07791 + 207 FQWVYPLHDRR Q07791 + 208 FQWVYPLHDRREESILNVFTSILAFIK Q07791 + 209 FRFDLLYYINTLAQHILFPSR Q07791;Q07793 + 210 FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR Q07791 + 211 FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR Q07793 + 212 FRNRFFGTK Q07791 + 213 FRWVYPLHDR Q07793 + 214 FRWVYPLHDRR Q07793 + 215 FSRVNNDHINESTVSSQYLSDDNELSLGQQQK Q07791 + 216 FSRVNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR Q07791 + 217 FSRVNSDHINESTVSSQYLSDDNELSLRPATER Q03483 + 218 FSRVNSDHINESTVSSQYLSDDNELSLRPATERI Q03483 + 219 FTIPPK P48238 + 220 FTIPPKIEQR P48238 + 221 FTIPPKIEQRK P48238 + 222 FYIRFLK Q03483;Q07791 + 223 FYIRFLKNSNLGDIIPNDQGEIK Q03483;Q07791 + 224 GDIKKSLFYR P48238 + 225 GFVMTDTLQGSTVK Q06204 + 226 GFVMTDTLQGSTVKQLIQSSFHR Q06204 + 227 GIPGYALHPSR Q07791;Q07793 + 228 GIPGYALHPSRNSYGYIIYLPSLK Q07791;Q07793 + 229 GIPGYALHPSRNSYGYIIYLPSLKK Q07791;Q07793 + 230 GITACYTTTADSR Q07791 + 231 GITACYTTTADSRAHGVAER Q07791 + 232 GITACYTTTADSRAHGVAERLNR Q07791 + 233 GKACLNK P48238 + 234 GKACLNKEVGTYECEGER P48238 + 235 GKYMKLGMENSLTEK Q07793 + 236 GLLTDSR Q07791 + 237 GLLTDSRSTISIIK Q07791 + 238 GLLTDSRSTISIIKSTNEEK Q07791 + 239 GLSGDFK Q03483;Q07791 + 240 GLSGDFKYLR Q03483;Q07791 + 241 GLSGDFKYLRNQYR Q03483;Q07791 + 242 GLSGEYK P0CX57;Q03856;Q07793 + 243 GLSGEYKFLR P0CX57;Q03856;Q07793 + 244 GLSGEYKFLRYTR P0CX57;Q03856;Q07793 + 245 GRKLSAPGQPGLYIDQDELEIDEDEYK Q07793 + 246 GSEYTNK Q07791 + 247 GSEYTNKTLHK Q07791 + 248 GSEYTNKTLHKFFTNR Q07791 + 249 GSEYTNR Q07793 + 250 GSEYTNRTLHK Q07793 + 251 GSEYTNRTLHKFLEK Q07793 + 252 GSRLKYQESYEPFQYLHTDIFGPVHHLPK Q07791 + 253 GSRLKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK Q07793 + 254 GVKSIKPVR Q07791 + 255 GVKSIKPVRTTLR Q07791 + 256 GWSCVFK Q07791;Q07793 + 257 GWSCVFKNSQVTICLFVDDMILFSK Q07791 + 258 GWSCVFKNSQVTICLFVDDMILFSKDLNANK Q07791 + 259 GWSCVFKNSQVTICLFVDDMVLFSK Q07793 + 260 GWSCVFKNSQVTICLFVDDMVLFSKNLNSNK Q07793 + 261 HDLHLGQK Q07793 + 262 HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR Q07793 + 263 HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASRTLIR Q07793 + 264 HDLHLRPETY P0CX57 + 265 HDLHLRPGTY Q03856 + 266 HEMVEHGEESVKPCGCHK P48238 + 267 HEMVEHGEESVKPCGCHKSR P48238 + 268 HEMVEHGEESVKPCGCHKSRK P48238 + 269 HGDFYWLSK Q07791 + 270 HGDFYWLSKK Q07791 + 271 HGDFYWLSKKYLIPSHISK Q07791 + 272 HIKGSR Q07791;Q07793 + 273 HIKGSRLK Q07791;Q07793 + 274 HKTSSDK Q07793 + 275 HKTSSDKNI Q07793 + 276 HLNMTVAELFLDIHAIYEEQQGSR P0CX57;Q03856;Q07793 + 277 HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR P0CX57;Q03856;Q07793 + 278 HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR P0CX57;Q03856;Q07793 + 279 HRHIKGSR Q07791;Q07793 + 280 HRHLNMTVAELFLDIHAIYEEQQGSR P0CX57;Q03856;Q07793 + 281 HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR P0CX57;Q03856;Q07793 + 282 HSDSYSENETNHTNVPISSTGGTNNK Q07793 + 283 HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK Q07793 + 284 HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEKR Q07793 + 285 HSSTFTAR Q07791 + 286 HSSTFTARNQK Q07791 + 287 HSSTFTARNQKRPGSPNDMIDLTSQDR Q07791 + 288 HVLINSEIGFIGK Q06204 + 289 HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK Q06204 + 290 HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK Q06204 + 291 IEQRKEAR P48238 + 292 IHLIAAVK Q07793 + 293 IHLIAAVKAVK Q07793 + 294 IHLIAAVKAVKSIKPIR Q07793 + 295 IHPRGIPGYALHPSR Q07791;Q07793 + 296 IHPRGIPGYALHPSRNSYGYIIYLPSLK Q07791;Q07793 + 297 IIEKLK Q07793 + 298 IIEKLKMQYDTK Q07793 + 299 IIHRSPSIDASPPENNSSHNIVPIK Q07793 + 300 IINLGEGDNEIQYDILGLEIK Q07791 + 301 IINLGEGDNEIQYDILGLEIKYQR Q07791 + 302 IINLGEGDNEIQYDILGLEIKYQRSK Q07791 + 303 IINLGESDEEIQYDILGLEIK Q07793 + 304 IINLGESDEEIQYDILGLEIKYQR Q07793 + 305 IINLGESDEEIQYDILGLEIKYQRGK Q07793 + 306 IISENIEEFFCTMNVCHVINDAIAVSLTSK Q06204 + 307 IITTLK Q07791 + 308 IITTLKK Q07791 + 309 IITTLKKQYDTK Q07791 + 310 ILSKSIEK P0CX57;Q03856;Q07793 + 311 ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK P0CX57;Q03856;Q07793 + 312 ILTIDFGGTR Q06204 + 313 ILTIDFGGTRLK Q06204 + 314 IMNLNKPSQYK Q03483;Q07791 + 315 IMNLNKPSQYKQHSEYK Q03483;Q07791 + 316 IMNLNKPSQYKQHSEYKNVSR Q03483;Q07791 + 317 INLIAAIK Q07791 + 318 INLIAAIKGVK Q07791 + 319 INLIAAIKGVKSIKPVR Q07791 + 320 IPKLNVPLNPK Q07793 + 321 IPKLNVPLNPKGR Q07793 + 322 IQEYDK Q03856 + 323 IQEYDKASTK Q03856 + 324 KAKCFK P48238 + 325 KEARQR P48238 + 326 KEIDPK Q07793 + 327 KEIDPKR Q07793 + 328 KIITTLK Q07791 + 329 KIITTLKK Q07791 + 330 KKNESSEASK Q06204 + 331 KLRAPGQPGHYIDQDELEIDEDEYK Q07791 + 332 KLSAPGQPGLYIDQDELEIDEDEYK Q07793 + 333 KLSAPGQPGLYIDQDELEIDEDEYKEK Q07793 + 334 KNAVTYLK Q07791 + 335 KNAVTYLKESDIEWSNASTYQCPDCLIGK Q07791 + 336 KNESSEASK Q06204 + 337 KNESSEASKFFVSVTFSFPLNPEGEVVAMGK Q06204 + 338 KPIIKGLLTDSR Q07791 + 339 KPIIKGLLTDSRSTISIIK Q07791 + 340 KQYDTK Q07791 + 341 KQYDTKIINLGEGDNEIQYDILGLEIK Q07791 + 342 KRDGTHK Q07791;Q07793 + 343 KRIHLIAAVK Q07793 + 344 KRINLIAAIK Q07791 + 345 KRSLEDNETEIEVSR Q07791 + 346 KRSLEDNETEIK Q07793 + 347 KRSSTPQISNIESTGSGGMHK Q07793 + 348 KSARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK Q07793 + 349 KSLFYR P48238 + 350 KSLFYRDIIEWCR P48238 + 351 KSLYGLK Q07791;Q07793 + 352 KSLYGLKQSGANWYETIK Q07791;Q07793 + 353 KTVDTTNYVILQDNQSK Q07791 + 354 KTVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR Q07791 + 355 KTVDTTNYVILQGK Q07793 + 356 KTVDTTNYVILQGKESR Q07793 + 357 KVINSMFIFNK Q07791 + 358 KVINSMFIFNKK Q07791 + 359 KYLIPSHISK Q07791 + 360 KYLIPSHISKLTINNVNK Q07791 + 361 KYLLPSNISVPTINNVHTSESTR Q07793 + 362 KYLLPSNISVPTINNVHTSESTRK Q07793 + 363 KYPYPFIHR Q07793 + 364 KYPYPFIHRMLAHANAQTIR Q07793 + 365 KYVRPPPMLTSPNDFPNWVK P0CX57;Q03856;Q07793 + 366 KYVRPPPMLTSPNDFPNWVKTYIK P0CX57;Q03856;Q07793 + 367 LAANGYIK Q06204 + 368 LAANGYIKK Q06204 + 369 LAANGYIKKK Q06204 + 370 LACQLILK Q03483;Q07791 + 371 LACQLILKGLSGDFK Q03483;Q07791 + 372 LACQLILKGLSGDFKYLR Q03483;Q07791 + 373 LDQFNYDALTFDEDLNR Q07793 + 374 LDQFNYDTLTFDDDLNR Q07791 + 375 LFSLDLNALNENENGSK P48238 + 376 LFSLDLNALNENENGSKNPVK P48238 + 377 LFSLDLNALNENENGSKNPVKFTIPPK P48238 + 378 LGGTEEPYIQR Q07791 + 379 LGGTEEPYIQRNSDTNIK Q07791 + 380 LGGTEEPYIQRNSDTNIKYR Q07791 + 381 LGMEKSLTEK Q07791 + 382 LGMEKSLTEKLPK Q07791 + 383 LGMENSLTEK Q07793 + 384 LGMENSLTEKIPK Q07793 + 385 LGMENSLTEKIPKLNVPLNPK Q07793 + 386 LIGLASYVGYK Q07791;Q07793 + 387 LIGLASYVGYKFR Q07791;Q07793 + 388 LIGLASYVGYKFRFDLLYYINTLAQHILFPSR Q07791;Q07793 + 389 LIRLKK Q07793 + 390 LKENNINVSDR Q03483;Q07791 + 391 LKENNINVSDRLACQLILK Q03483;Q07791 + 392 LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR Q06204 + 393 LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK Q06204 + 394 LKKSLYGLK Q07793 + 395 LKMQYDTK Q07793 + 396 LKMQYDTKIINLGESDEEIQYDILGLEIK Q07793 + 397 LKYQESYEPFQYLHTDIFGPVHHLPK Q07791 + 398 LKYQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK Q07791 + 399 LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK Q07793 + 400 LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR Q07793 + 401 LLIKRAAFYVAAIVQAIDIITGCK Q06204 + 402 LLRLRK Q07791 + 403 LLTNKWIH Q07791 + 404 LNNNGIHINNK P0CX57;Q03856;Q07793 + 405 LNNNGIHINNKVACQLIMR P0CX57;Q03856;Q07793 + 406 LNNNGIHINNKVACQLIMRGLSGEYK P0CX57;Q03856;Q07793 + 407 LNRTLLDDCR Q07793 + 408 LNRTLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR Q07793 + 409 LNRTLLNDCR Q07791 + 410 LNRTLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR Q07791 + 411 LNVPLLAPMSQSNTHESSHASK Q07793 + 412 LNVPLLAPMSQSNTHESSHASKSK Q07793 + 413 LNVPLLAPMSQSNTHESSHASKSKDFR Q07793 + 414 LNVPLNPK Q07791;Q07793 + 415 LNVPLNPKGK Q07791 + 416 LNVPLNPKGKK Q07791 + 417 LNVPLNPKGR Q07793 + 418 LNVPLNPKGRK Q07793 + 419 LPKLNVPLNPK Q07791 + 420 LPKLNVPLNPKGK Q07791 + 421 LQFLNHSNLLGAAIATYLNK Q06204 + 422 LQFLNHSNLLGAAIATYLNKSDNQVQ Q06204 + 423 LQTNTISMLPQCLVPDK Q06204 + 424 LQTNTISMLPQCLVPDKR Q06204 + 425 LQTNTISMLPQCLVPDKRSR Q06204 + 426 LRAPGQPGHYIDQDELEIDEDEYK Q07791 + 427 LRAPGQPGHYIDQDELEIDEDEYKEK Q07791 + 428 LRDEVSGNNLYVYYIETK Q07791 + 429 LRDEVSGNNLYVYYIETKMNIADVMTKPLPIK Q07791 + 430 LRKSLYGLK Q07791 + 431 LRRVAVLPENSR P48238 + 432 LSAPGQPGLYIDQDELEIDEDEYK Q07793 + 433 LSAPGQPGLYIDQDELEIDEDEYKEK Q07793 + 434 LSAPGQPGLYIDQDELEIDEDEYKEKVHEMQK Q07793 + 435 LSQLFAEIQLIYDENK Q03483;Q07791 + 436 LSQLFAEIQLIYDENKIMNLNKPSQYK Q03483;Q07791 + 437 LSQLFAEIQLIYDENKIMNLNKPSQYKQHSEYK Q03483;Q07791 + 438 LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPR Q07793 + 439 LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPRNVLSK Q07793 + 440 LTESTVNHTNHSDDELPGHLLLDSGASR Q07793 + 441 LTESTVNHTNHSDDELPGHLLLDSGASRTLIR Q07793 + 442 LTINNVNK Q07791 + 443 LTINNVNKSK Q07791 + 444 LTINNVNKSKSVNK Q07791 + 445 LVVISDASYGNQPYYK Q07791 + 446 LVVISDASYGNQPYYKSQIGNIYLLNGK Q07791 + 447 LVVISDASYGNQPYYKSQIGNIYLLNGKVIGGK Q07791 + 448 MESQQLHQNPHSLHGSAAASVTSK Q07791 + 449 MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR Q07791 + 450 MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK Q07791 + 451 MESQQLHQNPHSQHGSAYASVTSK Q03483 + 452 MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR Q03483 + 453 MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK Q03483 + 454 MESQQLSNYPHISHGSACASVTSK Q03856 + 455 MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK Q03856 + 456 MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK Q03856 + 457 MESQQLSQHSPISHGSACASVTSK P0CX57;Q07793 + 458 MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK P0CX57;Q07793 + 459 MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK P0CX57;Q07793 + 460 MGKACLNK P48238 + 461 MGKACLNKEVGTYECEGER P48238 + 462 MKTWDTDEYYDR Q07793 + 463 MKTWDTDEYYDRK Q07793 + 464 MLAHANAQTIR Q07793 + 465 MLAHANAQTIRYSLK Q07793 + 466 MLAHANAQTIRYSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK Q07793 + 467 MLGHANFR Q07791 + 468 MLGHANFRSIQK Q07791 + 469 MLGHANFRSIQKSLK Q07791 + 470 MNIADVMTKPLPIK Q07791 + 471 MNIADVMTKPLPIKTFK Q07791 + 472 MNIADVMTKPLPIKTFKLLTNK Q07791 + 473 MNTWDTNK Q07791 + 474 MNTWDTNKYYDR Q07791 + 475 MNTWDTNKYYDRNDIDPK Q07791 + 476 MQSDTQEANDIVTLANLQYNGSTPADAFETK P0CX57;Q03856;Q07793 + 477 MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR P0CX57;Q03856;Q07793 + 478 MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK P0CX57;Q03856;Q07793 + 479 MQTNNQELK Q03483;Q07791 + 480 MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR Q07791 + 481 MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQRLK Q07791 + 482 MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR Q03483 + 483 MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQRLK Q03483 + 484 MQYDTK Q07793 + 485 MQYDTKIINLGESDEEIQYDILGLEIK Q07793 + 486 MQYDTKIINLGESDEEIQYDILGLEIKYQR Q07793 + 487 MTIESTLAR Q06204 + 488 MTIESTLARELESLILPADSIVNVVDQFQEELLSR Q06204 + 489 NAVTYLK Q07791 + 490 NAVTYLKESDIEWSNASTYQCPDCLIGK Q07791 + 491 NAVTYLKESDIEWSNASTYQCPDCLIGKSTK Q07791 + 492 NDIDPK Q07791 + 493 NDIDPKK Q07791 + 494 NDIDPKKVINSMFIFNK Q07791 + 495 NDKSAR Q07791 + 496 NDKSARQHAGLAGLDITTILPFGQPVIVNNHNPDSK Q07791 + 497 NDSRSYTNTTKPK P0CX57;Q03856;Q07793 + 498 NDSRSYTNTTKPKVIAR P0CX57;Q03856;Q07793 + 499 NESSEASK Q06204 + 500 NESSEASKFFVSVTFSFPLNPEGEVVAMGK Q06204 + 501 NESSEASKFFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK Q06204 + 502 NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR Q06204 + 503 NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIK Q06204 + 504 NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIKR Q06204 + 505 NGITPCYTTTADSR Q07793 + 506 NGITPCYTTTADSRAHGVAER Q07793 + 507 NGITPCYTTTADSRAHGVAERLNR Q07793 + 508 NILLQYNIIPK Q06204 + 509 NILLQYNIIPKNFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR Q06204 + 510 NIPINAIGDLQFHFQDNTK Q07793 + 511 NIPINAIGDLQFHFQDNTKTSIK Q07793 + 512 NLNSNK Q07793 + 513 NLNSNKR Q07793 + 514 NLNSNKRIIEK Q07793 + 515 NMRSLEPPR Q07791;Q07793 + 516 NMRSLEPPRSK Q07791;Q07793 + 517 NNTITYFNESDVDWSSAIDYQCPDCLIGK Q07793 + 518 NNTITYFNESDVDWSSAIDYQCPDCLIGKSTK Q07793 + 519 NNTITYFNESDVDWSSAIDYQCPDCLIGKSTKHR Q07793 + 520 NNVLPPHTLTSEENFSTWVK Q03483;Q07791 + 521 NNVLPPHTLTSEENFSTWVKFYIR Q03483;Q07791 + 522 NNVLPPHTLTSEENFSTWVKFYIRFLK Q03483;Q07791 + 523 NPQKTNNSK P0CX57;Q03856;Q07793 + 524 NPQKTNNSKSK P0CX57;Q03856;Q07793 + 525 NPSDEK P0CX57;Q03856;Q07793 + 526 NPSDEKNDSR P0CX57;Q03856;Q07793 + 527 NPSDEKNDSRSYTNTTKPK P0CX57;Q03856;Q07793 + 528 NPVKFTIPPK P48238 + 529 NPVKFTIPPKIEQR P48238 + 530 NQFNAR Q07791 + 531 NQFNARVLVIQMDR Q07791 + 532 NQFNARVLVIQMDRGSEYTNK Q07791 + 533 NQFQASVLVIQMDR Q07793 + 534 NQFQASVLVIQMDRGSEYTNR Q07793 + 535 NQFQASVLVIQMDRGSEYTNRTLHK Q07793 + 536 NQKRPGSPNDMIDLTSQDR Q07791 + 537 NQKRPGSPNDMIDLTSQDRVNYGLENIK Q07791 + 538 NQYRTK Q03483;Q07791 + 539 NQYRTKTNMK Q03483;Q07791 + 540 NRFFGTK Q07791 + 541 NRFFGTKAMR Q07791 + 542 NSDTNIK Q07791 + 543 NSDTNIKYR Q07791 + 544 NSDTNIKYRTTNSTPSIDDR Q07791 + 545 NSKPNYR P0CX57;Q03856;Q07793 + 546 NSKPNYRR P0CX57;Q03856;Q07793 + 547 NSKPNYRRNPSDEK P0CX57;Q03856;Q07793 + 548 NSLASPK Q07793 + 549 NSLASPKSK Q07793 + 550 NSLASPKSKK Q07793 + 551 NSLVSPK Q07791 + 552 NSLVSPKNDK Q07791 + 553 NSLVSPKNDKSAR Q07791 + 554 NSNLGDIIPNDQGEIK Q03483;Q07791 + 555 NSNLGDIIPNDQGEIKR Q03483;Q07791 + 556 NSNLGDIIPNDQGEIKRQMTYEEHAYIYNTFQAFAPFHLLPTWVK Q03483;Q07791 + 557 NSQVTICLFVDDMILFSK Q07791 + 558 NSQVTICLFVDDMILFSKDLNANK Q07791 + 559 NSQVTICLFVDDMILFSKDLNANKK Q07791 + 560 NSQVTICLFVDDMVLFSK Q07793 + 561 NSQVTICLFVDDMVLFSKNLNSNK Q07793 + 562 NSQVTICLFVDDMVLFSKNLNSNKR Q07793 + 563 NSYGYIIYLPSLK Q07791;Q07793 + 564 NSYGYIIYLPSLKK Q07791;Q07793 + 565 NSYGYIIYLPSLKKTVDTTNYVILQDNQSK Q07791 + 566 NSYGYIIYLPSLKKTVDTTNYVILQGK Q07793 + 567 NTLERSDGTVLAPIVK Q07791 + 568 NTLERSDGTVLAPIVKHGDFYWLSK Q07791 + 569 NVIALQPFDIHGAISYEMPLECVTSGK Q06204 + 570 NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK Q06204 + 571 NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLKNILLQYNIIPK Q06204 + 572 NVLERSDGTVLAPIVK Q07793 + 573 NVLERSDGTVLAPIVKYGDFYWVSK Q07793 + 574 NVLSKAVSPTDSTPPSTHTEDSK Q07793 + 575 NVLSKAVSPTDSTPPSTHTEDSKR Q07793 + 576 NVSRTSPNTTNTK Q03483;Q07791 + 577 NVSRTSPNTTNTKVTSR Q07791 + 578 NVSRTSPNTTNTKVTTR Q03483 + 579 NVTADSILDDLPLPDLTNK Q07791 + 580 NVTADSILDDLPLPDLTNKSPTDTSDVSK Q07791 + 581 NVTADSILDDLPLPDLTNKSPTDTSDVSKDIPHIHSR Q07791 + 582 NYHRTNSSKPR Q03483;Q07791 + 583 NYHRTNSSKPRAAK Q03483;Q07791 + 584 NYLVESSMDSSR P48238 + 585 NYLVESSMDSSREYSQPFFDWR P48238 + 586 NYLVESSMDSSREYSQPFFDWRHEMVEHGEESVKPCGCHK P48238 + 587 NYNFIHIGYVGSFLHNSNFYR Q06204 + 588 NYNFIHIGYVGSFLHNSNFYREQIK Q06204 + 589 NYNFIHIGYVGSFLHNSNFYREQIKYYSSIHIK Q06204 + 590 QDIPINAIGNLHFNFQNGTK Q07791 + 591 QDIPINAIGNLHFNFQNGTKTSIK Q07791 + 592 QHAGLAGLDISTLLPFGQPVIVNDHNPNSK Q07793 + 593 QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR Q07793 + 594 QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPRGIPGYALHPSR Q07793 + 595 QHAGLAGLDITTILPFGQPVIVNNHNPDSK Q07791 + 596 QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR Q07791 + 597 QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPRGIPGYALHPSR Q07791 + 598 QHSEYK Q03483;Q07791 + 599 QHSEYKNVSR Q03483;Q07791 + 600 QHSEYKNVSRTSPNTTNTK Q03483;Q07791 + 601 QILEINYADILTVLCK Q07791 + 602 QILEINYADILTVLCKSVSK Q07791 + 603 QILEINYADILTVLCKSVSKMQTNNQELK Q07791 + 604 QILEINYSDILTVLCK Q03483 + 605 QILEINYSDILTVLCKSVSK Q03483 + 606 QILEINYSDILTVLCKSVSKMQTNNQELK Q03483 + 607 QITDDELTFLYNTFQIFAPSQFLPTWVK P0CX57;Q03856;Q07793 + 608 QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK P0CX57;Q03856;Q07793 + 609 QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK P0CX57;Q03856;Q07793 + 610 QLIQSSFHR Q06204 + 611 QLIQSSFHRIISENIEEFFCTMNVCHVINDAIAVSLTSK Q06204 + 612 QLIWHK Q07791;Q07793 + 613 QLIWHKHK Q07793 + 614 QLIWHKHKTSSDK Q07793 + 615 QLIWHKSKPVKPTNK Q07791 + 616 QLIWHKSKPVKPTNKLVVISDASYGNQPYYK Q07791 + 617 QMTYEEHAYIYNTFQAFAPFHLLPTWVK Q03483;Q07791 + 618 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK Q07791 + 619 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCKSVSK Q07791 + 620 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK Q03483 + 621 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCKSVSK Q03483 + 622 QSGANWYETIK Q07791;Q07793 + 623 QSGANWYETIKSYLINCCDMQEVR Q07791 + 624 QSGANWYETIKSYLINCCDMQEVRGWSCVFK Q07791 + 625 QSGANWYETIKSYLIQQCGMEEVR Q07793 + 626 QSGANWYETIKSYLIQQCGMEEVRGWSCVFK Q07793 + 627 QTNSSLGGIGDSNAYTTINSK Q07793 + 628 QTNSSLGGIGDSNAYTTINSKK Q07793 + 629 QTNSSLGGIGDSNAYTTINSKKR Q07793 + 630 QTNSSLGGMDDSNVLTTTK Q07791 + 631 QTNSSLGGMDDSNVLTTTKSK Q07791 + 632 QTNSSLGGMDDSNVLTTTKSKK Q07791 + 633 QVLDMTYELIQFIWNTR Q07791 + 634 QVLDMTYELIQFIWNTRDK Q07791 + 635 QVLDMTYELIQFIWNTRDKQLIWHK Q07791 + 636 QVLDMTYELIQFMWDTR Q07793 + 637 QVLDMTYELIQFMWDTRDK Q07793 + 638 QVLDMTYELIQFMWDTRDKQLIWHK Q07793 + 639 QYDTKIINLGEGDNEIQYDILGLEIK Q07791 + 640 QYDTKIINLGEGDNEIQYDILGLEIKYQR Q07791 + 641 RAAFYVAAIVQAIDIITGCK Q06204 + 642 RAAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR Q06204 + 643 RDALRETLPSSYNK Q06204 + 644 RDGTHK Q07791;Q07793 + 645 RDGTHKAR Q07791;Q07793 + 646 REDSILDVFTTILAFIK Q07793 + 647 REDSILDVFTTILAFIKNQFQASVLVIQMDR Q07793 + 648 REESILNVFTSILAFIK Q07791 + 649 REESILNVFTSILAFIKNQFNAR Q07791 + 650 RIHLIAAVK Q07793 + 651 RIHLIAAVKAVK Q07793 + 652 RIIEKLK Q07793 + 653 RIIHRSPSIDASPPENNSSHNIVPIK Q07793 + 654 RINLIAAIK Q07791 + 655 RINLIAAIKGVK Q07791 + 656 RNIPINAIGDLQFHFQDNTK Q07793 + 657 RNIPINAIGDLQFHFQDNTKTSIK Q07793 + 658 RNPSDEK P0CX57;Q03856;Q07793 + 659 RNPSDEKNDSR P0CX57;Q03856;Q07793 + 660 RPGSPNDMIDLTSQDR Q07791 + 661 RPGSPNDMIDLTSQDRVNYGLENIK Q07791 + 662 RPGSPNDMIDLTSQDRVNYGLENIKTTR Q07791 + 663 RQMTYEEHAYIYNTFQAFAPFHLLPTWVK Q03483;Q07791 + 664 RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK Q07791 + 665 RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK Q03483 + 666 RSLEDNETEIEVSR Q07791 + 667 RSLEDNETEIEVSRDTWNNK Q07791 + 668 RSLEDNETEIK Q07793 + 669 RSLEDNETEIKVSR Q07793 + 670 RSRWNPEDK Q06204 + 671 RSSTPQISNIESTGSGGMHK Q07793 + 672 RSSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK Q07793 + 673 RVAVLPENSR P48238 + 674 RVAVLPENSRNYLVESSMDSSR P48238 + 675 RVINSMFIFNK Q07793 + 676 RVINSMFIFNKK Q07793 + 677 RVSKTNIR Q07793 + 678 SAHHIHSASSNPDINVVDAQK Q07793 + 679 SAHHIHSASSNPDINVVDAQKR Q07793 + 680 SAHHIHSASSNPDINVVDAQKRNIPINAIGDLQFHFQDNTK Q07793 + 681 SAHYLHHATPNSEINIVDAQK Q07791 + 682 SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTK Q07791 + 683 SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTKTSIK Q07791 + 684 SAPSYFISFTDEK Q07791 + 685 SAPSYFISFTDEKTR Q07791 + 686 SAPSYFISFTDEKTRFQWVYPLHDR Q07791 + 687 SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK Q07793 + 688 SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR Q07793 + 689 SARQHAGLAGLDITTILPFGQPVIVNNHNPDSK Q07791 + 690 SARQHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR Q07791 + 691 SDGTVLAPIVK Q07791;Q07793 + 692 SDGTVLAPIVKHGDFYWLSK Q07791 + 693 SDGTVLAPIVKHGDFYWLSKK Q07791 + 694 SDGTVLAPIVKYGDFYWVSK Q07793 + 695 SDGTVLAPIVKYGDFYWVSKK Q07793 + 696 SDNQVQ Q06204 + 697 SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK P0CX57;Q03856;Q07793 + 698 SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR P0CX57;Q03856;Q07793 + 699 SIKPIR Q07793 + 700 SIKPIRTTLR Q07793 + 701 SIKPIRTTLRYDEAITYNK Q07793 + 702 SIKPVR Q07791 + 703 SIKPVRTTLR Q07791 + 704 SIKPVRTTLRYDEAITYNK Q07791 + 705 SIQKSLK Q07791 + 706 SIQKSLKK Q07791 + 707 SKDFRHSDSYSENETNHTNVPISSTGGTNNK Q07793 + 708 SKKSAR Q07793 + 709 SKPVKPTNK Q07791 + 710 SKPVKPTNKLVVISDASYGNQPYYK Q07791 + 711 SKPVKPTNKLVVISDASYGNQPYYKSQIGNIYLLNGK Q07791 + 712 SKSVNK Q07791 + 713 SKSVNKYPYPLIHR Q07791 + 714 SKTARAHNVSTSNNSPSTDNDSISK P0CX57;Q03856;Q07793 + 715 SKYMKLGMEK Q07791 + 716 SLEDNETEIEVSR Q07791 + 717 SLEDNETEIEVSRDTWNNK Q07791 + 718 SLEDNETEIEVSRDTWNNKNMR Q07791 + 719 SLEDNETEIK Q07793 + 720 SLEDNETEIKVSR Q07793 + 721 SLEDNETEIKVSRDTWNTK Q07793 + 722 SLEPPR Q07791;Q07793 + 723 SLEPPRSK Q07791;Q07793 + 724 SLEPPRSKK Q07791;Q07793 + 725 SLFYRDIIEWCR P48238 + 726 SLFYRDIIEWCRDYEVNK P48238 + 727 SLKKNAVTYLK Q07791 + 728 SLTEKLPK Q07791 + 729 SLTEKLPKLNVPLNPK Q07791 + 730 SLYGLK Q07791;Q07793 + 731 SLYGLKQSGANWYETIK Q07791;Q07793 + 732 SLYGLKQSGANWYETIKSYLINCCDMQEVR Q07791 + 733 SLYGLKQSGANWYETIKSYLIQQCGMEEVR Q07793 + 734 SPSIDASPPENNSSHNIVPIK Q07793 + 735 SPTDTSDVSK Q07791 + 736 SPTDTSDVSKDIPHIHSR Q07791 + 737 SPTDTSDVSKDIPHIHSRQTNSSLGGMDDSNVLTTTK Q07791 + 738 SQIGNIYLLNGK Q07791 + 739 SQIGNIYLLNGKVIGGK Q07791 + 740 SQIGNIYLLNGKVIGGKSTK Q07791 + 741 SRTPHIINK Q07791 + 742 SRTPHIINKESTEMGGTIESDTTSPR Q07791 + 743 SRWNPEDK Q06204 + 744 SRWNPEDKILTIDFGGTR Q06204 + 745 SSDHATPNIMPDK Q07791 + 746 SSDHATPNIMPDKSSK Q07791 + 747 SSDHATPNIMPDKSSKNVTADSILDDLPLPDLTNK Q07791 + 748 SSKNVTADSILDDLPLPDLTNK Q07791 + 749 SSKNVTADSILDDLPLPDLTNKSPTDTSDVSK Q07791 + 750 SSNSESTTPIISIETK Q07791 + 751 SSNSESTTPIISIETKAVCDNTPSIDTDPPEYR Q07791 + 752 SSNSESTTPIISIETKAVCDNTPSIDTDPPEYRSSDHATPNIMPDK Q07791 + 753 SSTPQISNIESTGSGGMHK Q07793 + 754 SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK Q07793 + 755 SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASKSK Q07793 + 756 STISIIK Q07791 + 757 STISIIKSTNEEK Q07791 + 758 STISIIKSTNEEKFR Q07791 + 759 STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK Q07791 + 760 STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK Q07791 + 761 STKHRHIK Q07791;Q07793 + 762 STNEEK Q07791 + 763 STNEEKFR Q07791 + 764 STNEEKFRNR Q07791 + 765 STTEPIQLNNK P0CX57;Q03856;Q07793 + 766 STTEPIQLNNKHDLHLGQK Q07793 + 767 STTEPIQLNNKHDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR Q07793 + 768 STTEPIQLNNKHDLHLRPETY P0CX57 + 769 STTEPIQLNNKHDLHLRPGTY Q03856 + 770 SVNKYPYPLIHR Q07791 + 771 SVNKYPYPLIHRMLGHANFR Q07791 + 772 SVSKMQTNNQELK Q03483;Q07791 + 773 SVSKMQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR Q07791 + 774 SVSKMQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR Q03483 + 775 SYLINCCDMQEVR Q07791 + 776 SYLINCCDMQEVRGWSCVFK Q07791 + 777 SYLINCCDMQEVRGWSCVFKNSQVTICLFVDDMILFSK Q07791 + 778 SYLIQQCGMEEVR Q07793 + 779 SYLIQQCGMEEVRGWSCVFK Q07793 + 780 SYLIQQCGMEEVRGWSCVFKNSQVTICLFVDDMVLFSK Q07793 + 781 SYTNTTKPK P0CX57;Q03856;Q07793 + 782 SYTNTTKPKVIAR P0CX57;Q03856;Q07793 + 783 SYTNTTKPKVIARNPQK P0CX57;Q03856;Q07793 + 784 TARAHNVSTSNNSPSTDNDSISK P0CX57;Q03856;Q07793 + 785 TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK P0CX57;Q03856;Q07793 + 786 TEECEK P0CX57;Q07793 + 787 TEECEKASTK P0CX57;Q07793 + 788 TFKLLTNK Q07791 + 789 TFKLLTNKWIH Q07791 + 790 TIDSNDELPDHLLIDSGASQTLVR Q07791 + 791 TIDSNDELPDHLLIDSGASQTLVRSAHYLHHATPNSEINIVDAQK Q07791 + 792 TIESTLAR Q06204 + 793 TIESTLARELESLILPADSIVNVVDQFQEELLSR Q06204 + 794 TKTNMK Q03483;Q07791 + 795 TKTNMKLSQLFAEIQLIYDENK Q03483;Q07791 + 796 TKVRNNVLPPHTLTSEENFSTWVK Q03483;Q07791 + 797 TLHKFFTNR Q07791 + 798 TLHKFFTNRGITACYTTTADSR Q07791 + 799 TLHKFLEK Q07793 + 800 TLHKFLEKNGITPCYTTTADSR Q07793 + 801 TLIRSAHHIHSASSNPDINVVDAQK Q07793 + 802 TLIRSAHHIHSASSNPDINVVDAQKR Q07793 + 803 TLLDDCR Q07793 + 804 TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR Q07793 + 805 TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVRNSLASPK Q07793 + 806 TLLHCSGLPNHLWFSAVEFSTIIR Q07791 + 807 TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK Q07791 + 808 TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPKNDK Q07791 + 809 TLLNDCR Q07791 + 810 TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR Q07791 + 811 TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK Q07791 + 812 TNIRAPR Q07793 + 813 TNIRAPREVDPNISESNILPSK Q07793 + 814 TNMKLSQLFAEIQLIYDENK Q03483;Q07791 + 815 TNMKLSQLFAEIQLIYDENKIMNLNKPSQYK Q03483;Q07791 + 816 TNNSKSK P0CX57;Q03856;Q07793 + 817 TNNSKSKTAR P0CX57;Q03856;Q07793 + 818 TNSSKPR Q03483;Q07791 + 819 TNSSKPRAAK Q03483;Q07791 + 820 TNSSKPRAAKAHNIATSSK Q03483;Q07791 + 821 TPHIINK Q07791 + 822 TPHIINKESTEMGGTIESDTTSPR Q07791 + 823 TPHIINKESTEMGGTIESDTTSPRHSSTFTAR Q07791 + 824 TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFK Q07793 + 825 TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFKELPPINSR Q07793 + 826 TQLQCSGLPNHLWFSAIEFSTIVR Q07793 + 827 TQLQCSGLPNHLWFSAIEFSTIVRNSLASPK Q07793 + 828 TQLQCSGLPNHLWFSAIEFSTIVRNSLASPKSK Q07793 + 829 TREVCVPSIHEFYLHGNGSDNLF P48238 + 830 TRFQWVYPLHDR Q07791 + 831 TRFQWVYPLHDRR Q07791 + 832 TSIKALHTPNIAYDLLSLSELANQNITACFTR Q07791 + 833 TSIKALHTPNIAYDLLSLSELANQNITACFTRNTLER Q07791 + 834 TSIKVLHTPNIAYDLLSLNELAAVDITACFTK Q07793 + 835 TSIKVLHTPNIAYDLLSLNELAAVDITACFTKNVLER Q07793 + 836 TSPNTTNTK Q03483;Q07791 + 837 TSPNTTNTKVTSR Q07791 + 838 TSPNTTNTKVTSRNYHR Q07791 + 839 TSPNTTNTKVTTR Q03483 + 840 TSPNTTNTKVTTRNYHR Q03483 + 841 TSSDKNI Q07793 + 842 TTLRYDEAITYNK Q07791;Q07793 + 843 TTLRYDEAITYNKDIK Q07793 + 844 TTLRYDEAITYNKDNK Q07791 + 845 TTNSTPSIDDR Q07791 + 846 TTNSTPSIDDRSSNSESTTPIISIETK Q07791 + 847 TTNSTPSIDDRSSNSESTTPIISIETKAVCDNTPSIDTDPPEYR Q07791 + 848 TTRLGGTEEPYIQR Q07791 + 849 TTRLGGTEEPYIQRNSDTNIK Q07791 + 850 TVDTTNYVILQDNQSK Q07791 + 851 TVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR Q07791 + 852 TVDTTNYVILQGK Q07793 + 853 TVDTTNYVILQGKESR Q07793 + 854 TVDTTNYVILQGKESRLDQFNYDALTFDEDLNR Q07793 + 855 TVPQISDQETEK Q07793 + 856 TVPQISDQETEKR Q07793 + 857 TVPQISDQETEKRIIHR Q07793 + 858 TWDTDEYYDR Q07793 + 859 TWDTDEYYDRK Q07793 + 860 TWDTDEYYDRKEIDPK Q07793 + 861 TYIKFLQNSNLGGIIPTVNGKPVR P0CX57;Q03856;Q07793 + 862 VACQLIMR P0CX57;Q03856;Q07793 + 863 VACQLIMRGLSGEYK P0CX57;Q03856;Q07793 + 864 VACQLIMRGLSGEYKFLR P0CX57;Q03856;Q07793 + 865 VAVLPENSR P48238 + 866 VAVLPENSRNYLVESSMDSSR P48238 + 867 VAVLPENSRNYLVESSMDSSREYSQPFFDWR P48238 + 868 VHEMQK Q07791;Q07793 + 869 VHEMQKLIGLASYVGYK Q07791;Q07793 + 870 VHEMQKLIGLASYVGYKFR Q07791;Q07793 + 871 VIARNPQK P0CX57;Q03856;Q07793 + 872 VIARNPQKTNNSK P0CX57;Q03856;Q07793 + 873 VIGGKSTK Q07791 + 874 VIGGKSTKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK Q07791 + 875 VINSMFIFNK Q07791;Q07793 + 876 VINSMFIFNKK Q07791;Q07793 + 877 VINSMFIFNKKR Q07791;Q07793 + 878 VLHTPNIAYDLLSLNELAAVDITACFTK Q07793 + 879 VLHTPNIAYDLLSLNELAAVDITACFTKNVLER Q07793 + 880 VLHTPNIAYDLLSLNELAAVDITACFTKNVLERSDGTVLAPIVK Q07793 + 881 VLVIQMDR Q07791 + 882 VLVIQMDRGSEYTNK Q07791 + 883 VLVIQMDRGSEYTNKTLHK Q07791 + 884 VNNDHINESTVSSQYLSDDNELSLGQQQK Q07791 + 885 VNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR Q07791 + 886 VNSDHINESTVSSQYLSDDNELSLRPATER Q03483 + 887 VNSDHINESTVSSQYLSDDNELSLRPATERI Q03483 + 888 VNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK Q03483 + 889 VNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK Q07791 + 890 VNYGLENIK Q07791 + 891 VNYGLENIKTTR Q07791 + 892 VNYGLENIKTTRLGGTEEPYIQR Q07791 + 893 VRAPKEVDADISEYNILPSTIR Q07791 + 894 VRNNVLPPHTLTSEENFSTWVK Q03483;Q07791 + 895 VRNNVLPPHTLTSEENFSTWVKFYIR Q03483;Q07791 + 896 VSKTNIR Q07793 + 897 VSKTNIRAPR Q07793 + 898 VSRDTWNTK Q07793 + 899 VSRDTWNTKNMR Q07793 + 900 VTNIIDR P0CX57;Q03856;Q07793 + 901 VTNIIDRLNNNGIHINNK P0CX57;Q03856;Q07793 + 902 VTNIIDRLNNNGIHINNKVACQLIMR P0CX57;Q03856;Q07793 + 903 VTSRNYHR Q07791 + 904 VTSRNYHRTNSSKPR Q07791 + 905 VTTRNYHR Q03483 + 906 VTTRNYHRTNSSKPR Q03483 + 907 WLPLSLK Q06204 + 908 WLPLSLKNILLQYNIIPK Q06204 + 909 WNPEDK Q06204 + 910 WNPEDKILTIDFGGTR Q06204 + 911 WNPEDKILTIDFGGTRLK Q06204 + 912 WVYPLHDR Q07793 + 913 WVYPLHDRR Q07793 + 914 WVYPLHDRREDSILDVFTTILAFIK Q07793 + 915 YDEAITYNK Q07791;Q07793 + 916 YDEAITYNKDIK Q07793 + 917 YDEAITYNKDIKEK Q07793 + 918 YDEAITYNKDNK Q07791 + 919 YDEAITYNKDNKEK Q07791 + 920 YGDFYWVSK Q07793 + 921 YGDFYWVSKK Q07793 + 922 YGDFYWVSKKYLLPSNISVPTINNVHTSESTR Q07793 + 923 YIEAYHK Q07793 + 924 YIEAYHKEVNQLLK Q07793 + 925 YIEAYHKEVNQLLKMK Q07793 + 926 YLIPSHISK Q07791 + 927 YLIPSHISKLTINNVNK Q07791 + 928 YLIPSHISKLTINNVNKSK Q07791 + 929 YLLPSNISVPTINNVHTSESTR Q07793 + 930 YLLPSNISVPTINNVHTSESTRK Q07793 + 931 YLLPSNISVPTINNVHTSESTRKYPYPFIHR Q07793 + 932 YLRNQYR Q03483;Q07791 + 933 YLRNQYRTK Q03483;Q07791 + 934 YMKLGMEK Q07791 + 935 YMKLGMEKSLTEK Q07791 + 936 YMKLGMENSLTEK Q07793 + 937 YMKLGMENSLTEKIPK Q07793 + 938 YPYPFIHR Q07793 + 939 YPYPFIHRMLAHANAQTIR Q07793 + 940 YPYPFIHRMLAHANAQTIRYSLK Q07793 + 941 YPYPLIHR Q07791 + 942 YPYPLIHRMLGHANFR Q07791 + 943 YPYPLIHRMLGHANFRSIQK Q07791 + 944 YQESYEPFQYLHTDIFGPVHHLPK Q07791 + 945 YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK Q07791 + 946 YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEKTR Q07791 + 947 YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK Q07793 + 948 YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR Q07793 + 949 YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFRWVYPLHDR Q07793 + 950 YQRGKYMK Q07793 + 951 YQRSKYMK Q07791 + 952 YRTTNSTPSIDDR Q07791 + 953 YRTTNSTPSIDDRSSNSESTTPIISIETK Q07791 + 954 YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK Q07793 + 955 YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGKSTK Q07793 + 956 YTRHRHLNMTVAELFLDIHAIYEEQQGSR P0CX57;Q03856;Q07793 + 957 YVEAYHK Q07791 + 958 YVEAYHKEISQLLK Q07791 + 959 YVEAYHKEISQLLKMNTWDTNK Q07791 + 960 YVRPPPMLTSPNDFPNWVK P0CX57;Q03856;Q07793 + 961 YVRPPPMLTSPNDFPNWVKTYIK P0CX57;Q03856;Q07793 + 962 YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR P0CX57;Q03856;Q07793 + 963 YYDRNDIDPK Q07791 + 964 YYDRNDIDPKK Q07791 + 965 YYSSIHIK Q06204 + 966 YYSSIHIKLQFLNHSNLLGAAIATYLNK Q06204 + 967 YYSSIHIKLQFLNHSNLLGAAIATYLNKSDNQVQ Q06204 + + $proteins + protein + 1 P0CX57 + 2 P48238 + 3 Q03483 + 4 Q03856 + 5 Q06204 + 6 Q07791 + 7 Q07793 + peptide + 1 AHNVSTSNNSPSTDNDSISK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPETY;DILSVDYTDIMK;DILSVDYTDIMKILSK;DILSVDYTDIMKILSKSIEK;ESQQLSQHSPISHGSACASVTSK;ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK;ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK;EVHTNQDPLDVSASK;EVHTNQDPLDVSASKTEECEK;EVHTNQDPLDVSASKTEECEKASTK;FLQNSNLGGIIPTVNGKPVR;FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK;FLRYTR;FLRYTRHR;GLSGEYK;GLSGEYKFLR;GLSGEYKFLRYTR;HDLHLRPETY;HLNMTVAELFLDIHAIYEEQQGSR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR;HRHLNMTVAELFLDIHAIYEEQQGSR;HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;ILSKSIEK;ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;KYVRPPPMLTSPNDFPNWVK;KYVRPPPMLTSPNDFPNWVKTYIK;LNNNGIHINNK;LNNNGIHINNKVACQLIMR;LNNNGIHINNKVACQLIMRGLSGEYK;MESQQLSQHSPISHGSACASVTSK;MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK;MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK;MQSDTQEANDIVTLANLQYNGSTPADAFETK;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK;NDSRSYTNTTKPK;NDSRSYTNTTKPKVIAR;NPQKTNNSK;NPQKTNNSKSK;NPSDEK;NPSDEKNDSR;NPSDEKNDSRSYTNTTKPK;NSKPNYR;NSKPNYRR;NSKPNYRRNPSDEK;QITDDELTFLYNTFQIFAPSQFLPTWVK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK;RNPSDEK;RNPSDEKNDSR;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;SKTARAHNVSTSNNSPSTDNDSISK;STTEPIQLNNK;STTEPIQLNNKHDLHLRPETY;SYTNTTKPK;SYTNTTKPKVIAR;SYTNTTKPKVIARNPQK;TARAHNVSTSNNSPSTDNDSISK;TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;TEECEK;TEECEKASTK;TNNSKSK;TNNSKSKTAR;TYIKFLQNSNLGGIIPTVNGKPVR;VACQLIMR;VACQLIMRGLSGEYK;VACQLIMRGLSGEYKFLR;VIARNPQK;VIARNPQKTNNSK;VTNIIDR;VTNIIDRLNNNGIHINNK;VTNIIDRLNNNGIHINNKVACQLIMR;YTRHRHLNMTVAELFLDIHAIYEEQQGSR;YVRPPPMLTSPNDFPNWVK;YVRPPPMLTSPNDFPNWVKTYIK;YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + 2 ACLNKEVGTYECEGER;AKCFKELEMENIEK;CFKELEMENIEK;CFKELEMENIEKGDIK;DIIEWCR;DIIEWCRDYEVNK;DIIEWCRDYEVNKTR;DTYSFFTSLSDIQDSSSNEEQCGVGSILSEDSFTFEGSNVSIR;DYEVNK;DYEVNKTR;DYEVNKTREVCVPSIHEFYLHGNGSDNLF;EARQREK;ELEMENIEK;ELEMENIEKGDIK;ELEMENIEKGDIKK;EVCVPSIHEFYLHGNGSDNLF;EVGTYECEGER;EYSQPFFDWR;EYSQPFFDWRHEMVEHGEESVKPCGCHK;EYSQPFFDWRHEMVEHGEESVKPCGCHKSR;FTIPPK;FTIPPKIEQR;FTIPPKIEQRK;GDIKKSLFYR;GKACLNK;GKACLNKEVGTYECEGER;HEMVEHGEESVKPCGCHK;HEMVEHGEESVKPCGCHKSR;HEMVEHGEESVKPCGCHKSRK;IEQRKEAR;KAKCFK;KEARQR;KSLFYR;KSLFYRDIIEWCR;LFSLDLNALNENENGSK;LFSLDLNALNENENGSKNPVK;LFSLDLNALNENENGSKNPVKFTIPPK;LRRVAVLPENSR;MGKACLNK;MGKACLNKEVGTYECEGER;NPVKFTIPPK;NPVKFTIPPKIEQR;NYLVESSMDSSR;NYLVESSMDSSREYSQPFFDWR;NYLVESSMDSSREYSQPFFDWRHEMVEHGEESVKPCGCHK;RVAVLPENSR;RVAVLPENSRNYLVESSMDSSR;SLFYRDIIEWCR;SLFYRDIIEWCRDYEVNK;TREVCVPSIHEFYLHGNGSDNLF;VAVLPENSR;VAVLPENSRNYLVESSMDSSR;VAVLPENSRNYLVESSMDSSREYSQPFFDWR + 3 AAKAHNIATSSK;AAKAHNIATSSKFSR;AHNIATSSK;AHNIATSSKFSR;AHNIATSSKFSRVNSDHINESTVSSQYLSDDNELSLRPATER;DSTKVNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK;DWIALANLEYNGSTSADTFEITVSTIIQR;DWIALANLEYNGSTSADTFEITVSTIIQRLK;DWIALANLEYNGSTSADTFEITVSTIIQRLKENNINVSDR;ENNINVSDR;ENNINVSDRLACQLILK;ENNINVSDRLACQLILKGLSGDFK;ESQQLHQNPHSQHGSAYASVTSK;ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR;ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK;EVPSNQDPLAVSASNLPEFDR;EVPSNQDPLAVSASNLPEFDRDSTK;FLKNSNLGDIIPNDQGEIK;FLKNSNLGDIIPNDQGEIKR;FSRVNSDHINESTVSSQYLSDDNELSLRPATER;FSRVNSDHINESTVSSQYLSDDNELSLRPATERI;FYIRFLK;FYIRFLKNSNLGDIIPNDQGEIK;GLSGDFK;GLSGDFKYLR;GLSGDFKYLRNQYR;IMNLNKPSQYK;IMNLNKPSQYKQHSEYK;IMNLNKPSQYKQHSEYKNVSR;LACQLILK;LACQLILKGLSGDFK;LACQLILKGLSGDFKYLR;LKENNINVSDR;LKENNINVSDRLACQLILK;LSQLFAEIQLIYDENK;LSQLFAEIQLIYDENKIMNLNKPSQYK;LSQLFAEIQLIYDENKIMNLNKPSQYKQHSEYK;MESQQLHQNPHSQHGSAYASVTSK;MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR;MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK;MQTNNQELK;MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR;MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQRLK;NNVLPPHTLTSEENFSTWVK;NNVLPPHTLTSEENFSTWVKFYIR;NNVLPPHTLTSEENFSTWVKFYIRFLK;NQYRTK;NQYRTKTNMK;NSNLGDIIPNDQGEIK;NSNLGDIIPNDQGEIKR;NSNLGDIIPNDQGEIKRQMTYEEHAYIYNTFQAFAPFHLLPTWVK;NVSRTSPNTTNTK;NVSRTSPNTTNTKVTTR;NYHRTNSSKPR;NYHRTNSSKPRAAK;QHSEYK;QHSEYKNVSR;QHSEYKNVSRTSPNTTNTK;QILEINYSDILTVLCK;QILEINYSDILTVLCKSVSK;QILEINYSDILTVLCKSVSKMQTNNQELK;QMTYEEHAYIYNTFQAFAPFHLLPTWVK;QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK;QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCKSVSK;RQMTYEEHAYIYNTFQAFAPFHLLPTWVK;RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK;SVSKMQTNNQELK;SVSKMQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR;TKTNMK;TKTNMKLSQLFAEIQLIYDENK;TKVRNNVLPPHTLTSEENFSTWVK;TNMKLSQLFAEIQLIYDENK;TNMKLSQLFAEIQLIYDENKIMNLNKPSQYK;TNSSKPR;TNSSKPRAAK;TNSSKPRAAKAHNIATSSK;TSPNTTNTK;TSPNTTNTKVTTR;TSPNTTNTKVTTRNYHR;VNSDHINESTVSSQYLSDDNELSLRPATER;VNSDHINESTVSSQYLSDDNELSLRPATERI;VNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK;VRNNVLPPHTLTSEENFSTWVK;VRNNVLPPHTLTSEENFSTWVKFYIR;VTTRNYHR;VTTRNYHRTNSSKPR;YLRNQYR;YLRNQYRTK + 4 AHNVSTSNNSPSTDNDSISK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPGTY;DILSVDYTDIMK;DILSVDYTDIMKILSK;DILSVDYTDIMKILSKSIEK;ESQQLSNYPHISHGSACASVTSK;ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK;ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK;EVHTNQDPLDVSASK;EVHTNQDPLDVSASKIQEYDK;EVHTNQDPLDVSASKIQEYDKASTK;FLQNSNLGGIIPTVNGKPVR;FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK;FLRYTR;FLRYTRHR;GLSGEYK;GLSGEYKFLR;GLSGEYKFLRYTR;HDLHLRPGTY;HLNMTVAELFLDIHAIYEEQQGSR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR;HRHLNMTVAELFLDIHAIYEEQQGSR;HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;ILSKSIEK;ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;IQEYDK;IQEYDKASTK;KYVRPPPMLTSPNDFPNWVK;KYVRPPPMLTSPNDFPNWVKTYIK;LNNNGIHINNK;LNNNGIHINNKVACQLIMR;LNNNGIHINNKVACQLIMRGLSGEYK;MESQQLSNYPHISHGSACASVTSK;MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK;MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK;MQSDTQEANDIVTLANLQYNGSTPADAFETK;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK;NDSRSYTNTTKPK;NDSRSYTNTTKPKVIAR;NPQKTNNSK;NPQKTNNSKSK;NPSDEK;NPSDEKNDSR;NPSDEKNDSRSYTNTTKPK;NSKPNYR;NSKPNYRR;NSKPNYRRNPSDEK;QITDDELTFLYNTFQIFAPSQFLPTWVK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK;RNPSDEK;RNPSDEKNDSR;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;SKTARAHNVSTSNNSPSTDNDSISK;STTEPIQLNNK;STTEPIQLNNKHDLHLRPGTY;SYTNTTKPK;SYTNTTKPKVIAR;SYTNTTKPKVIARNPQK;TARAHNVSTSNNSPSTDNDSISK;TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;TNNSKSK;TNNSKSKTAR;TYIKFLQNSNLGGIIPTVNGKPVR;VACQLIMR;VACQLIMRGLSGEYK;VACQLIMRGLSGEYKFLR;VIARNPQK;VIARNPQKTNNSK;VTNIIDR;VTNIIDRLNNNGIHINNK;VTNIIDRLNNNGIHINNKVACQLIMR;YTRHRHLNMTVAELFLDIHAIYEEQQGSR;YVRPPPMLTSPNDFPNWVK;YVRPPPMLTSPNDFPNWVKTYIK;YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + 5 AAFYVAAIVQAIDIITGCK;AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR;AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYREQIK;DALRETLPSSYNK;DALRETLPSSYNKETLNFK;ELESLILPADSIVNVVDQFQEELLSR;ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDK;ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDKR;EQIKYYSSIHIK;EQIKYYSSIHIKLQFLNHSNLLGAAIATYLNK;ETLNFK;ETLNFKHVLINSEIGFIGK;ETLNFKHVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK;ETLPSSYNK;ETLPSSYNKETLNFK;ETLPSSYNKETLNFKHVLINSEIGFIGK;FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR;FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK;FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIKK;FFVSVTFSFPLNPEGEVVAMGK;FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK;FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVKQLIQSSFHR;FICENDSISLIIGTGTNACFEVPYGYLPPFK;FICENDSISLIIGTGTNACFEVPYGYLPPFKR;FICENDSISLIIGTGTNACFEVPYGYLPPFKRDALR;GFVMTDTLQGSTVK;GFVMTDTLQGSTVKQLIQSSFHR;HVLINSEIGFIGK;HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK;HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK;IISENIEEFFCTMNVCHVINDAIAVSLTSK;ILTIDFGGTR;ILTIDFGGTRLK;KKNESSEASK;KNESSEASK;KNESSEASKFFVSVTFSFPLNPEGEVVAMGK;LAANGYIK;LAANGYIKK;LAANGYIKKK;LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR;LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK;LLIKRAAFYVAAIVQAIDIITGCK;LQFLNHSNLLGAAIATYLNK;LQFLNHSNLLGAAIATYLNKSDNQVQ;LQTNTISMLPQCLVPDK;LQTNTISMLPQCLVPDKR;LQTNTISMLPQCLVPDKRSR;MTIESTLAR;MTIESTLARELESLILPADSIVNVVDQFQEELLSR;NESSEASK;NESSEASKFFVSVTFSFPLNPEGEVVAMGK;NESSEASKFFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK;NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR;NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIK;NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIKR;NILLQYNIIPK;NILLQYNIIPKNFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR;NVIALQPFDIHGAISYEMPLECVTSGK;NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK;NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLKNILLQYNIIPK;NYNFIHIGYVGSFLHNSNFYR;NYNFIHIGYVGSFLHNSNFYREQIK;NYNFIHIGYVGSFLHNSNFYREQIKYYSSIHIK;QLIQSSFHR;QLIQSSFHRIISENIEEFFCTMNVCHVINDAIAVSLTSK;RAAFYVAAIVQAIDIITGCK;RAAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR;RDALRETLPSSYNK;RSRWNPEDK;SDNQVQ;SRWNPEDK;SRWNPEDKILTIDFGGTR;TIESTLAR;TIESTLARELESLILPADSIVNVVDQFQEELLSR;WLPLSLK;WLPLSLKNILLQYNIIPK;WNPEDK;WNPEDKILTIDFGGTR;WNPEDKILTIDFGGTRLK;YYSSIHIK;YYSSIHIKLQFLNHSNLLGAAIATYLNK;YYSSIHIKLQFLNHSNLLGAAIATYLNKSDNQVQ + 6 AAKAHNIATSSK;AAKAHNIATSSKFSR;AHGVAER;AHGVAERLNR;AHGVAERLNRTLLNDCR;AHNIATSSK;AHNIATSSKFSR;AHNIATSSKFSRVNNDHINESTVSSQYLSDDNELSLGQQQK;ALHTPNIAYDLLSLSELANQNITACFTR;ALHTPNIAYDLLSLSELANQNITACFTRNTLER;ALHTPNIAYDLLSLSELANQNITACFTRNTLERSDGTVLAPIVK;AMRLRDEVSGNNLYVYYIETK;APGQPGHYIDQDELEIDEDEYK;APGQPGHYIDQDELEIDEDEYKEK;APGQPGHYIDQDELEIDEDEYKEKVHEMQK;APKEVDADISEYNILPSTIR;APKEVDADISEYNILPSTIRSR;ARFVAR;ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK;ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK;ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIKGLLTDSR;AVCDNTPSIDTDPPEYR;AVCDNTPSIDTDPPEYRSSDHATPNIMPDK;AVCDNTPSIDTDPPEYRSSDHATPNIMPDKSSK;DEVSGNNLYVYYIETK;DEVSGNNLYVYYIETKMNIADVMTKPLPIK;DEVSGNNLYVYYIETKMNIADVMTKPLPIKTFK;DGTHKAR;DGTHKARFVAR;DIPHIHSR;DIPHIHSRQTNSSLGGMDDSNVLTTTK;DIPHIHSRQTNSSLGGMDDSNVLTTTKSK;DKQLIWHK;DKQLIWHKSKPVKPTNK;DLNANK;DLNANKK;DLNANKKIITTLK;DNKEKDR;DRYVEAYHK;DRYVEAYHKEISQLLK;DSTKVNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK;DTWNNK;DTWNNKNMR;DTWNNKNMRSLEPPR;DWIALANLEYDGSTSADTFEITVSTIIQR;DWIALANLEYDGSTSADTFEITVSTIIQRLK;DWIALANLEYDGSTSADTFEITVSTIIQRLKENNINVSDR;EELYIRPPPHLGLNDK;EELYIRPPPHLGLNDKLLR;EELYIRPPPHLGLNDKLLRLR;EESILNVFTSILAFIK;EESILNVFTSILAFIKNQFNAR;EESILNVFTSILAFIKNQFNARVLVIQMDR;EISQLLK;EISQLLKMNTWDTNK;EISQLLKMNTWDTNKYYDR;EKDRYVEAYHK;EKVHEMQK;EKVHEMQKLIGLASYVGYK;ENNINVSDR;ENNINVSDRLACQLILK;ENNINVSDRLACQLILKGLSGDFK;EPVQKVR;EPVQKVRAPK;ESDIEWSNASTYQCPDCLIGK;ESDIEWSNASTYQCPDCLIGKSTK;ESDIEWSNASTYQCPDCLIGKSTKHR;ESKPTR;ESKPTRTIDSNDELPDHLLIDSGASQTLVR;ESQQLHQNPHSLHGSAAASVTSK;ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR;ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK;ESTEMGGTIESDTTSPR;ESTEMGGTIESDTTSPRHSSTFTAR;ESTEMGGTIESDTTSPRHSSTFTARNQK;EVDADISEYNILPSTIR;EVDADISEYNILPSTIRSR;EVDADISEYNILPSTIRSRTPHIINK;EVPSNQDPLAVSASNLPEFDR;EVPSNQDPLAVSASNLPEFDRDSTK;FDLLYYINTLAQHILFPSR;FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR;FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTRDK;FFGTKAMR;FFGTKAMRLR;FFTNRGITACYTTTADSR;FFTNRGITACYTTTADSRAHGVAER;FLKNSNLGDIIPNDQGEIK;FLKNSNLGDIIPNDQGEIKR;FQWVYPLHDR;FQWVYPLHDRR;FQWVYPLHDRREESILNVFTSILAFIK;FRFDLLYYINTLAQHILFPSR;FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR;FRNRFFGTK;FSRVNNDHINESTVSSQYLSDDNELSLGQQQK;FSRVNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR;FYIRFLK;FYIRFLKNSNLGDIIPNDQGEIK;GIPGYALHPSR;GIPGYALHPSRNSYGYIIYLPSLK;GIPGYALHPSRNSYGYIIYLPSLKK;GITACYTTTADSR;GITACYTTTADSRAHGVAER;GITACYTTTADSRAHGVAERLNR;GLLTDSR;GLLTDSRSTISIIK;GLLTDSRSTISIIKSTNEEK;GLSGDFK;GLSGDFKYLR;GLSGDFKYLRNQYR;GSEYTNK;GSEYTNKTLHK;GSEYTNKTLHKFFTNR;GSRLKYQESYEPFQYLHTDIFGPVHHLPK;GVKSIKPVR;GVKSIKPVRTTLR;GWSCVFK;GWSCVFKNSQVTICLFVDDMILFSK;GWSCVFKNSQVTICLFVDDMILFSKDLNANK;HGDFYWLSK;HGDFYWLSKK;HGDFYWLSKKYLIPSHISK;HIKGSR;HIKGSRLK;HRHIKGSR;HSSTFTAR;HSSTFTARNQK;HSSTFTARNQKRPGSPNDMIDLTSQDR;IHPRGIPGYALHPSR;IHPRGIPGYALHPSRNSYGYIIYLPSLK;IINLGEGDNEIQYDILGLEIK;IINLGEGDNEIQYDILGLEIKYQR;IINLGEGDNEIQYDILGLEIKYQRSK;IITTLK;IITTLKK;IITTLKKQYDTK;IMNLNKPSQYK;IMNLNKPSQYKQHSEYK;IMNLNKPSQYKQHSEYKNVSR;INLIAAIK;INLIAAIKGVK;INLIAAIKGVKSIKPVR;KIITTLK;KIITTLKK;KLRAPGQPGHYIDQDELEIDEDEYK;KNAVTYLK;KNAVTYLKESDIEWSNASTYQCPDCLIGK;KPIIKGLLTDSR;KPIIKGLLTDSRSTISIIK;KQYDTK;KQYDTKIINLGEGDNEIQYDILGLEIK;KRDGTHK;KRINLIAAIK;KRSLEDNETEIEVSR;KSLYGLK;KSLYGLKQSGANWYETIK;KTVDTTNYVILQDNQSK;KTVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR;KVINSMFIFNK;KVINSMFIFNKK;KYLIPSHISK;KYLIPSHISKLTINNVNK;LACQLILK;LACQLILKGLSGDFK;LACQLILKGLSGDFKYLR;LDQFNYDTLTFDDDLNR;LGGTEEPYIQR;LGGTEEPYIQRNSDTNIK;LGGTEEPYIQRNSDTNIKYR;LGMEKSLTEK;LGMEKSLTEKLPK;LIGLASYVGYK;LIGLASYVGYKFR;LIGLASYVGYKFRFDLLYYINTLAQHILFPSR;LKENNINVSDR;LKENNINVSDRLACQLILK;LKYQESYEPFQYLHTDIFGPVHHLPK;LKYQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK;LLRLRK;LLTNKWIH;LNRTLLNDCR;LNRTLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR;LNVPLNPK;LNVPLNPKGK;LNVPLNPKGKK;LPKLNVPLNPK;LPKLNVPLNPKGK;LRAPGQPGHYIDQDELEIDEDEYK;LRAPGQPGHYIDQDELEIDEDEYKEK;LRDEVSGNNLYVYYIETK;LRDEVSGNNLYVYYIETKMNIADVMTKPLPIK;LRKSLYGLK;LSQLFAEIQLIYDENK;LSQLFAEIQLIYDENKIMNLNKPSQYK;LSQLFAEIQLIYDENKIMNLNKPSQYKQHSEYK;LTINNVNK;LTINNVNKSK;LTINNVNKSKSVNK;LVVISDASYGNQPYYK;LVVISDASYGNQPYYKSQIGNIYLLNGK;LVVISDASYGNQPYYKSQIGNIYLLNGKVIGGK;MESQQLHQNPHSLHGSAAASVTSK;MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR;MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK;MLGHANFR;MLGHANFRSIQK;MLGHANFRSIQKSLK;MNIADVMTKPLPIK;MNIADVMTKPLPIKTFK;MNIADVMTKPLPIKTFKLLTNK;MNTWDTNK;MNTWDTNKYYDR;MNTWDTNKYYDRNDIDPK;MQTNNQELK;MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR;MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQRLK;NAVTYLK;NAVTYLKESDIEWSNASTYQCPDCLIGK;NAVTYLKESDIEWSNASTYQCPDCLIGKSTK;NDIDPK;NDIDPKK;NDIDPKKVINSMFIFNK;NDKSAR;NDKSARQHAGLAGLDITTILPFGQPVIVNNHNPDSK;NMRSLEPPR;NMRSLEPPRSK;NNVLPPHTLTSEENFSTWVK;NNVLPPHTLTSEENFSTWVKFYIR;NNVLPPHTLTSEENFSTWVKFYIRFLK;NQFNAR;NQFNARVLVIQMDR;NQFNARVLVIQMDRGSEYTNK;NQKRPGSPNDMIDLTSQDR;NQKRPGSPNDMIDLTSQDRVNYGLENIK;NQYRTK;NQYRTKTNMK;NRFFGTK;NRFFGTKAMR;NSDTNIK;NSDTNIKYR;NSDTNIKYRTTNSTPSIDDR;NSLVSPK;NSLVSPKNDK;NSLVSPKNDKSAR;NSNLGDIIPNDQGEIK;NSNLGDIIPNDQGEIKR;NSNLGDIIPNDQGEIKRQMTYEEHAYIYNTFQAFAPFHLLPTWVK;NSQVTICLFVDDMILFSK;NSQVTICLFVDDMILFSKDLNANK;NSQVTICLFVDDMILFSKDLNANKK;NSYGYIIYLPSLK;NSYGYIIYLPSLKK;NSYGYIIYLPSLKKTVDTTNYVILQDNQSK;NTLERSDGTVLAPIVK;NTLERSDGTVLAPIVKHGDFYWLSK;NVSRTSPNTTNTK;NVSRTSPNTTNTKVTSR;NVTADSILDDLPLPDLTNK;NVTADSILDDLPLPDLTNKSPTDTSDVSK;NVTADSILDDLPLPDLTNKSPTDTSDVSKDIPHIHSR;NYHRTNSSKPR;NYHRTNSSKPRAAK;QDIPINAIGNLHFNFQNGTK;QDIPINAIGNLHFNFQNGTKTSIK;QHAGLAGLDITTILPFGQPVIVNNHNPDSK;QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR;QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPRGIPGYALHPSR;QHSEYK;QHSEYKNVSR;QHSEYKNVSRTSPNTTNTK;QILEINYADILTVLCK;QILEINYADILTVLCKSVSK;QILEINYADILTVLCKSVSKMQTNNQELK;QLIWHK;QLIWHKSKPVKPTNK;QLIWHKSKPVKPTNKLVVISDASYGNQPYYK;QMTYEEHAYIYNTFQAFAPFHLLPTWVK;QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK;QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCKSVSK;QSGANWYETIK;QSGANWYETIKSYLINCCDMQEVR;QSGANWYETIKSYLINCCDMQEVRGWSCVFK;QTNSSLGGMDDSNVLTTTK;QTNSSLGGMDDSNVLTTTKSK;QTNSSLGGMDDSNVLTTTKSKK;QVLDMTYELIQFIWNTR;QVLDMTYELIQFIWNTRDK;QVLDMTYELIQFIWNTRDKQLIWHK;QYDTKIINLGEGDNEIQYDILGLEIK;QYDTKIINLGEGDNEIQYDILGLEIKYQR;RDGTHK;RDGTHKAR;REESILNVFTSILAFIK;REESILNVFTSILAFIKNQFNAR;RINLIAAIK;RINLIAAIKGVK;RPGSPNDMIDLTSQDR;RPGSPNDMIDLTSQDRVNYGLENIK;RPGSPNDMIDLTSQDRVNYGLENIKTTR;RQMTYEEHAYIYNTFQAFAPFHLLPTWVK;RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK;RSLEDNETEIEVSR;RSLEDNETEIEVSRDTWNNK;SAHYLHHATPNSEINIVDAQK;SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTK;SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTKTSIK;SAPSYFISFTDEK;SAPSYFISFTDEKTR;SAPSYFISFTDEKTRFQWVYPLHDR;SARQHAGLAGLDITTILPFGQPVIVNNHNPDSK;SARQHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR;SDGTVLAPIVK;SDGTVLAPIVKHGDFYWLSK;SDGTVLAPIVKHGDFYWLSKK;SIKPVR;SIKPVRTTLR;SIKPVRTTLRYDEAITYNK;SIQKSLK;SIQKSLKK;SKPVKPTNK;SKPVKPTNKLVVISDASYGNQPYYK;SKPVKPTNKLVVISDASYGNQPYYKSQIGNIYLLNGK;SKSVNK;SKSVNKYPYPLIHR;SKYMKLGMEK;SLEDNETEIEVSR;SLEDNETEIEVSRDTWNNK;SLEDNETEIEVSRDTWNNKNMR;SLEPPR;SLEPPRSK;SLEPPRSKK;SLKKNAVTYLK;SLTEKLPK;SLTEKLPKLNVPLNPK;SLYGLK;SLYGLKQSGANWYETIK;SLYGLKQSGANWYETIKSYLINCCDMQEVR;SPTDTSDVSK;SPTDTSDVSKDIPHIHSR;SPTDTSDVSKDIPHIHSRQTNSSLGGMDDSNVLTTTK;SQIGNIYLLNGK;SQIGNIYLLNGKVIGGK;SQIGNIYLLNGKVIGGKSTK;SRTPHIINK;SRTPHIINKESTEMGGTIESDTTSPR;SSDHATPNIMPDK;SSDHATPNIMPDKSSK;SSDHATPNIMPDKSSKNVTADSILDDLPLPDLTNK;SSKNVTADSILDDLPLPDLTNK;SSKNVTADSILDDLPLPDLTNKSPTDTSDVSK;SSNSESTTPIISIETK;SSNSESTTPIISIETKAVCDNTPSIDTDPPEYR;SSNSESTTPIISIETKAVCDNTPSIDTDPPEYRSSDHATPNIMPDK;STISIIK;STISIIKSTNEEK;STISIIKSTNEEKFR;STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK;STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK;STKHRHIK;STNEEK;STNEEKFR;STNEEKFRNR;SVNKYPYPLIHR;SVNKYPYPLIHRMLGHANFR;SVSKMQTNNQELK;SVSKMQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR;SYLINCCDMQEVR;SYLINCCDMQEVRGWSCVFK;SYLINCCDMQEVRGWSCVFKNSQVTICLFVDDMILFSK;TFKLLTNK;TFKLLTNKWIH;TIDSNDELPDHLLIDSGASQTLVR;TIDSNDELPDHLLIDSGASQTLVRSAHYLHHATPNSEINIVDAQK;TKTNMK;TKTNMKLSQLFAEIQLIYDENK;TKVRNNVLPPHTLTSEENFSTWVK;TLHKFFTNR;TLHKFFTNRGITACYTTTADSR;TLLHCSGLPNHLWFSAVEFSTIIR;TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK;TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPKNDK;TLLNDCR;TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR;TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK;TNMKLSQLFAEIQLIYDENK;TNMKLSQLFAEIQLIYDENKIMNLNKPSQYK;TNSSKPR;TNSSKPRAAK;TNSSKPRAAKAHNIATSSK;TPHIINK;TPHIINKESTEMGGTIESDTTSPR;TPHIINKESTEMGGTIESDTTSPRHSSTFTAR;TRFQWVYPLHDR;TRFQWVYPLHDRR;TSIKALHTPNIAYDLLSLSELANQNITACFTR;TSIKALHTPNIAYDLLSLSELANQNITACFTRNTLER;TSPNTTNTK;TSPNTTNTKVTSR;TSPNTTNTKVTSRNYHR;TTLRYDEAITYNK;TTLRYDEAITYNKDNK;TTNSTPSIDDR;TTNSTPSIDDRSSNSESTTPIISIETK;TTNSTPSIDDRSSNSESTTPIISIETKAVCDNTPSIDTDPPEYR;TTRLGGTEEPYIQR;TTRLGGTEEPYIQRNSDTNIK;TVDTTNYVILQDNQSK;TVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR;VHEMQK;VHEMQKLIGLASYVGYK;VHEMQKLIGLASYVGYKFR;VIGGKSTK;VIGGKSTKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK;VINSMFIFNK;VINSMFIFNKK;VINSMFIFNKKR;VLVIQMDR;VLVIQMDRGSEYTNK;VLVIQMDRGSEYTNKTLHK;VNNDHINESTVSSQYLSDDNELSLGQQQK;VNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR;VNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK;VNYGLENIK;VNYGLENIKTTR;VNYGLENIKTTRLGGTEEPYIQR;VRAPKEVDADISEYNILPSTIR;VRNNVLPPHTLTSEENFSTWVK;VRNNVLPPHTLTSEENFSTWVKFYIR;VTSRNYHR;VTSRNYHRTNSSKPR;YDEAITYNK;YDEAITYNKDNK;YDEAITYNKDNKEK;YLIPSHISK;YLIPSHISKLTINNVNK;YLIPSHISKLTINNVNKSK;YLRNQYR;YLRNQYRTK;YMKLGMEK;YMKLGMEKSLTEK;YPYPLIHR;YPYPLIHRMLGHANFR;YPYPLIHRMLGHANFRSIQK;YQESYEPFQYLHTDIFGPVHHLPK;YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK;YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEKTR;YQRSKYMK;YRTTNSTPSIDDR;YRTTNSTPSIDDRSSNSESTTPIISIETK;YVEAYHK;YVEAYHKEISQLLK;YVEAYHKEISQLLKMNTWDTNK;YYDRNDIDPK;YYDRNDIDPKK + 7 AHGVAER;AHGVAERLNR;AHGVAERLNRTLLDDCR;AHNVSTSNNSPSTDNDSISK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLGQK;APREVDPNISESNILPSK;APREVDPNISESNILPSKK;ARFVAR;AVKSIKPIR;AVKSIKPIRTTLR;AVSPTDSTPPSTHTEDSK;AVSPTDSTPPSTHTEDSKR;AVSPTDSTPPSTHTEDSKRVSK;DFRHSDSYSENETNHTNVPISSTGGTNNK;DFRHSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK;DGTHKAR;DGTHKARFVAR;DIKEKEK;DILSVDYTDIMK;DILSVDYTDIMKILSK;DILSVDYTDIMKILSKSIEK;DKQLIWHK;DKQLIWHKHK;DTWNTK;DTWNTKNMR;DTWNTKNMRSLEPPR;EDSILDVFTTILAFIK;EDSILDVFTTILAFIKNQFQASVLVIQMDR;EDSILDVFTTILAFIKNQFQASVLVIQMDRGSEYTNR;EELYIRPPPHLGMNDK;EELYIRPPPHLGMNDKLIR;EELYIRPPPHLGMNDKLIRLK;EIDPKR;EIDPKRVINSMFIFNK;EKEKYIEAYHK;EKVHEMQK;EKVHEMQKLIGLASYVGYK;EKYIEAYHK;EKYIEAYHKEVNQLLK;ELPPINSR;ELPPINSRQTNSSLGGIGDSNAYTTINSK;ELPPINSRQTNSSLGGIGDSNAYTTINSKK;ESQQLSQHSPISHGSACASVTSK;ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK;ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK;ESRLDQFNYDALTFDEDLNR;EVDPNISESNILPSK;EVDPNISESNILPSKK;EVDPNISESNILPSKKR;EVHTNQDPLDVSASK;EVHTNQDPLDVSASKTEECEK;EVHTNQDPLDVSASKTEECEKASTK;EVNQLLK;EVNQLLKMK;EVNQLLKMKTWDTDEYYDR;FDLLYYINTLAQHILFPSR;FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR;FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTRDK;FLEKNGITPCYTTTADSR;FLEKNGITPCYTTTADSRAHGVAER;FLQNSNLGGIIPTVNGKPVR;FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK;FLRYTR;FLRYTRHR;FRFDLLYYINTLAQHILFPSR;FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR;FRWVYPLHDR;FRWVYPLHDRR;GIPGYALHPSR;GIPGYALHPSRNSYGYIIYLPSLK;GIPGYALHPSRNSYGYIIYLPSLKK;GKYMKLGMENSLTEK;GLSGEYK;GLSGEYKFLR;GLSGEYKFLRYTR;GRKLSAPGQPGLYIDQDELEIDEDEYK;GSEYTNR;GSEYTNRTLHK;GSEYTNRTLHKFLEK;GSRLKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK;GWSCVFK;GWSCVFKNSQVTICLFVDDMVLFSK;GWSCVFKNSQVTICLFVDDMVLFSKNLNSNK;HDLHLGQK;HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR;HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASRTLIR;HIKGSR;HIKGSRLK;HKTSSDK;HKTSSDKNI;HLNMTVAELFLDIHAIYEEQQGSR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR;HRHIKGSR;HRHLNMTVAELFLDIHAIYEEQQGSR;HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;HSDSYSENETNHTNVPISSTGGTNNK;HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK;HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEKR;IHLIAAVK;IHLIAAVKAVK;IHLIAAVKAVKSIKPIR;IHPRGIPGYALHPSR;IHPRGIPGYALHPSRNSYGYIIYLPSLK;IIEKLK;IIEKLKMQYDTK;IIHRSPSIDASPPENNSSHNIVPIK;IINLGESDEEIQYDILGLEIK;IINLGESDEEIQYDILGLEIKYQR;IINLGESDEEIQYDILGLEIKYQRGK;ILSKSIEK;ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;IPKLNVPLNPK;IPKLNVPLNPKGR;KEIDPK;KEIDPKR;KLSAPGQPGLYIDQDELEIDEDEYK;KLSAPGQPGLYIDQDELEIDEDEYKEK;KRDGTHK;KRIHLIAAVK;KRSLEDNETEIK;KRSSTPQISNIESTGSGGMHK;KSARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK;KSLYGLK;KSLYGLKQSGANWYETIK;KTVDTTNYVILQGK;KTVDTTNYVILQGKESR;KYLLPSNISVPTINNVHTSESTR;KYLLPSNISVPTINNVHTSESTRK;KYPYPFIHR;KYPYPFIHRMLAHANAQTIR;KYVRPPPMLTSPNDFPNWVK;KYVRPPPMLTSPNDFPNWVKTYIK;LDQFNYDALTFDEDLNR;LGMENSLTEK;LGMENSLTEKIPK;LGMENSLTEKIPKLNVPLNPK;LIGLASYVGYK;LIGLASYVGYKFR;LIGLASYVGYKFRFDLLYYINTLAQHILFPSR;LIRLKK;LKKSLYGLK;LKMQYDTK;LKMQYDTKIINLGESDEEIQYDILGLEIK;LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK;LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR;LNNNGIHINNK;LNNNGIHINNKVACQLIMR;LNNNGIHINNKVACQLIMRGLSGEYK;LNRTLLDDCR;LNRTLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR;LNVPLLAPMSQSNTHESSHASK;LNVPLLAPMSQSNTHESSHASKSK;LNVPLLAPMSQSNTHESSHASKSKDFR;LNVPLNPK;LNVPLNPKGR;LNVPLNPKGRK;LSAPGQPGLYIDQDELEIDEDEYK;LSAPGQPGLYIDQDELEIDEDEYKEK;LSAPGQPGLYIDQDELEIDEDEYKEKVHEMQK;LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPR;LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPRNVLSK;LTESTVNHTNHSDDELPGHLLLDSGASR;LTESTVNHTNHSDDELPGHLLLDSGASRTLIR;MESQQLSQHSPISHGSACASVTSK;MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK;MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK;MKTWDTDEYYDR;MKTWDTDEYYDRK;MLAHANAQTIR;MLAHANAQTIRYSLK;MLAHANAQTIRYSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK;MQSDTQEANDIVTLANLQYNGSTPADAFETK;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK;MQYDTK;MQYDTKIINLGESDEEIQYDILGLEIK;MQYDTKIINLGESDEEIQYDILGLEIKYQR;NDSRSYTNTTKPK;NDSRSYTNTTKPKVIAR;NGITPCYTTTADSR;NGITPCYTTTADSRAHGVAER;NGITPCYTTTADSRAHGVAERLNR;NIPINAIGDLQFHFQDNTK;NIPINAIGDLQFHFQDNTKTSIK;NLNSNK;NLNSNKR;NLNSNKRIIEK;NMRSLEPPR;NMRSLEPPRSK;NNTITYFNESDVDWSSAIDYQCPDCLIGK;NNTITYFNESDVDWSSAIDYQCPDCLIGKSTK;NNTITYFNESDVDWSSAIDYQCPDCLIGKSTKHR;NPQKTNNSK;NPQKTNNSKSK;NPSDEK;NPSDEKNDSR;NPSDEKNDSRSYTNTTKPK;NQFQASVLVIQMDR;NQFQASVLVIQMDRGSEYTNR;NQFQASVLVIQMDRGSEYTNRTLHK;NSKPNYR;NSKPNYRR;NSKPNYRRNPSDEK;NSLASPK;NSLASPKSK;NSLASPKSKK;NSQVTICLFVDDMVLFSK;NSQVTICLFVDDMVLFSKNLNSNK;NSQVTICLFVDDMVLFSKNLNSNKR;NSYGYIIYLPSLK;NSYGYIIYLPSLKK;NSYGYIIYLPSLKKTVDTTNYVILQGK;NVLERSDGTVLAPIVK;NVLERSDGTVLAPIVKYGDFYWVSK;NVLSKAVSPTDSTPPSTHTEDSK;NVLSKAVSPTDSTPPSTHTEDSKR;QHAGLAGLDISTLLPFGQPVIVNDHNPNSK;QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR;QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPRGIPGYALHPSR;QITDDELTFLYNTFQIFAPSQFLPTWVK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK;QLIWHK;QLIWHKHK;QLIWHKHKTSSDK;QSGANWYETIK;QSGANWYETIKSYLIQQCGMEEVR;QSGANWYETIKSYLIQQCGMEEVRGWSCVFK;QTNSSLGGIGDSNAYTTINSK;QTNSSLGGIGDSNAYTTINSKK;QTNSSLGGIGDSNAYTTINSKKR;QVLDMTYELIQFMWDTR;QVLDMTYELIQFMWDTRDK;QVLDMTYELIQFMWDTRDKQLIWHK;RDGTHK;RDGTHKAR;REDSILDVFTTILAFIK;REDSILDVFTTILAFIKNQFQASVLVIQMDR;RIHLIAAVK;RIHLIAAVKAVK;RIIEKLK;RIIHRSPSIDASPPENNSSHNIVPIK;RNIPINAIGDLQFHFQDNTK;RNIPINAIGDLQFHFQDNTKTSIK;RNPSDEK;RNPSDEKNDSR;RSLEDNETEIK;RSLEDNETEIKVSR;RSSTPQISNIESTGSGGMHK;RSSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK;RVINSMFIFNK;RVINSMFIFNKK;RVSKTNIR;SAHHIHSASSNPDINVVDAQK;SAHHIHSASSNPDINVVDAQKR;SAHHIHSASSNPDINVVDAQKRNIPINAIGDLQFHFQDNTK;SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK;SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR;SDGTVLAPIVK;SDGTVLAPIVKYGDFYWVSK;SDGTVLAPIVKYGDFYWVSKK;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;SIKPIR;SIKPIRTTLR;SIKPIRTTLRYDEAITYNK;SKDFRHSDSYSENETNHTNVPISSTGGTNNK;SKKSAR;SKTARAHNVSTSNNSPSTDNDSISK;SLEDNETEIK;SLEDNETEIKVSR;SLEDNETEIKVSRDTWNTK;SLEPPR;SLEPPRSK;SLEPPRSKK;SLYGLK;SLYGLKQSGANWYETIK;SLYGLKQSGANWYETIKSYLIQQCGMEEVR;SPSIDASPPENNSSHNIVPIK;SSTPQISNIESTGSGGMHK;SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK;SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASKSK;STKHRHIK;STTEPIQLNNK;STTEPIQLNNKHDLHLGQK;STTEPIQLNNKHDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR;SYLIQQCGMEEVR;SYLIQQCGMEEVRGWSCVFK;SYLIQQCGMEEVRGWSCVFKNSQVTICLFVDDMVLFSK;SYTNTTKPK;SYTNTTKPKVIAR;SYTNTTKPKVIARNPQK;TARAHNVSTSNNSPSTDNDSISK;TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;TEECEK;TEECEKASTK;TLHKFLEK;TLHKFLEKNGITPCYTTTADSR;TLIRSAHHIHSASSNPDINVVDAQK;TLIRSAHHIHSASSNPDINVVDAQKR;TLLDDCR;TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR;TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVRNSLASPK;TNIRAPR;TNIRAPREVDPNISESNILPSK;TNNSKSK;TNNSKSKTAR;TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFK;TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFKELPPINSR;TQLQCSGLPNHLWFSAIEFSTIVR;TQLQCSGLPNHLWFSAIEFSTIVRNSLASPK;TQLQCSGLPNHLWFSAIEFSTIVRNSLASPKSK;TSIKVLHTPNIAYDLLSLNELAAVDITACFTK;TSIKVLHTPNIAYDLLSLNELAAVDITACFTKNVLER;TSSDKNI;TTLRYDEAITYNK;TTLRYDEAITYNKDIK;TVDTTNYVILQGK;TVDTTNYVILQGKESR;TVDTTNYVILQGKESRLDQFNYDALTFDEDLNR;TVPQISDQETEK;TVPQISDQETEKR;TVPQISDQETEKRIIHR;TWDTDEYYDR;TWDTDEYYDRK;TWDTDEYYDRKEIDPK;TYIKFLQNSNLGGIIPTVNGKPVR;VACQLIMR;VACQLIMRGLSGEYK;VACQLIMRGLSGEYKFLR;VHEMQK;VHEMQKLIGLASYVGYK;VHEMQKLIGLASYVGYKFR;VIARNPQK;VIARNPQKTNNSK;VINSMFIFNK;VINSMFIFNKK;VINSMFIFNKKR;VLHTPNIAYDLLSLNELAAVDITACFTK;VLHTPNIAYDLLSLNELAAVDITACFTKNVLER;VLHTPNIAYDLLSLNELAAVDITACFTKNVLERSDGTVLAPIVK;VSKTNIR;VSKTNIRAPR;VSRDTWNTK;VSRDTWNTKNMR;VTNIIDR;VTNIIDRLNNNGIHINNK;VTNIIDRLNNNGIHINNKVACQLIMR;WVYPLHDR;WVYPLHDRR;WVYPLHDRREDSILDVFTTILAFIK;YDEAITYNK;YDEAITYNKDIK;YDEAITYNKDIKEK;YGDFYWVSK;YGDFYWVSKK;YGDFYWVSKKYLLPSNISVPTINNVHTSESTR;YIEAYHK;YIEAYHKEVNQLLK;YIEAYHKEVNQLLKMK;YLLPSNISVPTINNVHTSESTR;YLLPSNISVPTINNVHTSESTRK;YLLPSNISVPTINNVHTSESTRKYPYPFIHR;YMKLGMENSLTEK;YMKLGMENSLTEKIPK;YPYPFIHR;YPYPFIHRMLAHANAQTIR;YPYPFIHRMLAHANAQTIRYSLK;YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK;YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR;YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFRWVYPLHDR;YQRGKYMK;YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK;YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGKSTK;YTRHRHLNMTVAELFLDIHAIYEEQQGSR;YVRPPPMLTSPNDFPNWVK;YVRPPPMLTSPNDFPNWVKTYIK;YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + + +--- + + Code + mappingCollProt + Output + $peptides + protein + 1 pept_MESQQLHQNPHSQHGSAYASVTSK + 2 pept_EVPSNQDPLAVSASNLPEFDR + 3 pept_VNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK + 4 pept_NNVLPPHTLTSEENFSTWVK + 5 pept_NSNLGDIIPNDQGEIK + 6 pept_QMTYEEHAYIYNTFQAFAPFHLLPTWVK + 7 pept_QILEINYSDILTVLCK + 8 pept_MQTNNQELK + 9 pept_DWIALANLEYNGSTSADTFEITVSTIIQR + 10 pept_ENNINVSDR + 11 pept_LACQLILK + 12 pept_GLSGDFK + 13 pept_LSQLFAEIQLIYDENK + 14 pept_IMNLNKPSQYK + 15 pept_QHSEYK + 16 pept_TSPNTTNTK + 17 pept_TNSSKPR + 18 pept_AHNIATSSK + 19 pept_VNSDHINESTVSSQYLSDDNELSLRPATER + 20 pept_MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR + 21 pept_EVPSNQDPLAVSASNLPEFDRDSTK + 22 pept_DSTKVNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK + 23 pept_VRNNVLPPHTLTSEENFSTWVK + 24 pept_NNVLPPHTLTSEENFSTWVKFYIR + 25 pept_FYIRFLK + 26 pept_FLKNSNLGDIIPNDQGEIK + 27 pept_NSNLGDIIPNDQGEIKR + 28 pept_RQMTYEEHAYIYNTFQAFAPFHLLPTWVK + 29 pept_QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK + 30 pept_QILEINYSDILTVLCKSVSK + 31 pept_SVSKMQTNNQELK + 32 pept_MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR + 33 pept_DWIALANLEYNGSTSADTFEITVSTIIQRLK + 34 pept_LKENNINVSDR + 35 pept_ENNINVSDRLACQLILK + 36 pept_LACQLILKGLSGDFK + 37 pept_GLSGDFKYLR + 38 pept_YLRNQYR + 39 pept_NQYRTK + 40 pept_TKTNMK + 41 pept_TNMKLSQLFAEIQLIYDENK + 42 pept_LSQLFAEIQLIYDENKIMNLNKPSQYK + 43 pept_IMNLNKPSQYKQHSEYK + 44 pept_QHSEYKNVSR + 45 pept_NVSRTSPNTTNTK + 46 pept_TSPNTTNTKVTTR + 47 pept_VTTRNYHR + 48 pept_NYHRTNSSKPR + 49 pept_TNSSKPRAAK + 50 pept_AAKAHNIATSSK + 51 pept_AHNIATSSKFSR + 52 pept_FSRVNSDHINESTVSSQYLSDDNELSLRPATER + 53 pept_VNSDHINESTVSSQYLSDDNELSLRPATERI + 54 pept_MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK + 55 pept_TKVRNNVLPPHTLTSEENFSTWVK + 56 pept_VRNNVLPPHTLTSEENFSTWVKFYIR + 57 pept_NNVLPPHTLTSEENFSTWVKFYIRFLK + 58 pept_FYIRFLKNSNLGDIIPNDQGEIK + 59 pept_FLKNSNLGDIIPNDQGEIKR + 60 pept_NSNLGDIIPNDQGEIKRQMTYEEHAYIYNTFQAFAPFHLLPTWVK + 61 pept_RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK + 62 pept_QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCKSVSK + 63 pept_QILEINYSDILTVLCKSVSKMQTNNQELK + 64 pept_SVSKMQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR + 65 pept_MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQRLK + 66 pept_DWIALANLEYNGSTSADTFEITVSTIIQRLKENNINVSDR + 67 pept_LKENNINVSDRLACQLILK + 68 pept_ENNINVSDRLACQLILKGLSGDFK + 69 pept_LACQLILKGLSGDFKYLR + 70 pept_GLSGDFKYLRNQYR + 71 pept_YLRNQYRTK + 72 pept_NQYRTKTNMK + 73 pept_TKTNMKLSQLFAEIQLIYDENK + 74 pept_TNMKLSQLFAEIQLIYDENKIMNLNKPSQYK + 75 pept_LSQLFAEIQLIYDENKIMNLNKPSQYKQHSEYK + 76 pept_IMNLNKPSQYKQHSEYKNVSR + 77 pept_QHSEYKNVSRTSPNTTNTK + 78 pept_NVSRTSPNTTNTKVTTR + 79 pept_TSPNTTNTKVTTRNYHR + 80 pept_VTTRNYHRTNSSKPR + 81 pept_NYHRTNSSKPRAAK + 82 pept_TNSSKPRAAKAHNIATSSK + 83 pept_AAKAHNIATSSKFSR + 84 pept_AHNIATSSKFSRVNSDHINESTVSSQYLSDDNELSLRPATER + 85 pept_FSRVNSDHINESTVSSQYLSDDNELSLRPATERI + 86 pept_ESQQLHQNPHSQHGSAYASVTSK + 87 pept_ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR + 88 pept_ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK + 89 pept_MTIESTLAR + 90 pept_ELESLILPADSIVNVVDQFQEELLSR + 91 pept_LQTNTISMLPQCLVPDK + 92 pept_WNPEDK + 93 pept_ILTIDFGGTR + 94 pept_FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR + 95 pept_LAANGYIK + 96 pept_NESSEASK + 97 pept_FFVSVTFSFPLNPEGEVVAMGK + 98 pept_GFVMTDTLQGSTVK + 99 pept_QLIQSSFHR + 100 pept_IISENIEEFFCTMNVCHVINDAIAVSLTSK + 101 pept_FICENDSISLIIGTGTNACFEVPYGYLPPFK + 102 pept_ETLPSSYNK + 103 pept_ETLNFK + 104 pept_HVLINSEIGFIGK + 105 pept_NVIALQPFDIHGAISYEMPLECVTSGK + 106 pept_WLPLSLK + 107 pept_NILLQYNIIPK + 108 pept_NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR + 109 pept_AAFYVAAIVQAIDIITGCK + 110 pept_NYNFIHIGYVGSFLHNSNFYR + 111 pept_YYSSIHIK + 112 pept_LQFLNHSNLLGAAIATYLNK + 113 pept_SDNQVQ + 114 pept_MTIESTLARELESLILPADSIVNVVDQFQEELLSR + 115 pept_ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDK + 116 pept_LQTNTISMLPQCLVPDKR + 117 pept_SRWNPEDK + 118 pept_WNPEDKILTIDFGGTR + 119 pept_ILTIDFGGTRLK + 120 pept_LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR + 121 pept_FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK + 122 pept_LAANGYIKK + 123 pept_KNESSEASK + 124 pept_NESSEASKFFVSVTFSFPLNPEGEVVAMGK + 125 pept_FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK + 126 pept_GFVMTDTLQGSTVKQLIQSSFHR + 127 pept_QLIQSSFHRIISENIEEFFCTMNVCHVINDAIAVSLTSK + 128 pept_FICENDSISLIIGTGTNACFEVPYGYLPPFKR + 129 pept_DALRETLPSSYNK + 130 pept_ETLPSSYNKETLNFK + 131 pept_ETLNFKHVLINSEIGFIGK + 132 pept_HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK + 133 pept_NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK + 134 pept_WLPLSLKNILLQYNIIPK + 135 pept_NILLQYNIIPKNFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR + 136 pept_NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIK + 137 pept_RAAFYVAAIVQAIDIITGCK + 138 pept_AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR + 139 pept_NYNFIHIGYVGSFLHNSNFYREQIK + 140 pept_EQIKYYSSIHIK + 141 pept_YYSSIHIKLQFLNHSNLLGAAIATYLNK + 142 pept_LQFLNHSNLLGAAIATYLNKSDNQVQ + 143 pept_ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDKR + 144 pept_LQTNTISMLPQCLVPDKRSR + 145 pept_RSRWNPEDK + 146 pept_SRWNPEDKILTIDFGGTR + 147 pept_WNPEDKILTIDFGGTRLK + 148 pept_LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK + 149 pept_FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIKK + 150 pept_LAANGYIKKK + 151 pept_KKNESSEASK + 152 pept_KNESSEASKFFVSVTFSFPLNPEGEVVAMGK + 153 pept_NESSEASKFFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK + 154 pept_FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVKQLIQSSFHR + 155 pept_FICENDSISLIIGTGTNACFEVPYGYLPPFKRDALR + 156 pept_RDALRETLPSSYNK + 157 pept_DALRETLPSSYNKETLNFK + 158 pept_ETLPSSYNKETLNFKHVLINSEIGFIGK + 159 pept_ETLNFKHVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK + 160 pept_HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK + 161 pept_NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLKNILLQYNIIPK + 162 pept_NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIKR + 163 pept_LLIKRAAFYVAAIVQAIDIITGCK + 164 pept_RAAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR + 165 pept_AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYREQIK + 166 pept_NYNFIHIGYVGSFLHNSNFYREQIKYYSSIHIK + 167 pept_EQIKYYSSIHIKLQFLNHSNLLGAAIATYLNK + 168 pept_YYSSIHIKLQFLNHSNLLGAAIATYLNKSDNQVQ + 169 pept_TIESTLAR + 170 pept_TIESTLARELESLILPADSIVNVVDQFQEELLSR + 171 pept_EVGTYECEGER + 172 pept_DTYSFFTSLSDIQDSSSNEEQCGVGSILSEDSFTFEGSNVSIR + 173 pept_LFSLDLNALNENENGSK + 174 pept_FTIPPK + 175 pept_VAVLPENSR + 176 pept_NYLVESSMDSSR + 177 pept_EYSQPFFDWR + 178 pept_HEMVEHGEESVKPCGCHK + 179 pept_ELEMENIEK + 180 pept_DIIEWCR + 181 pept_DYEVNK + 182 pept_EVCVPSIHEFYLHGNGSDNLF + 183 pept_MGKACLNK + 184 pept_ACLNKEVGTYECEGER + 185 pept_LFSLDLNALNENENGSKNPVK + 186 pept_NPVKFTIPPK + 187 pept_FTIPPKIEQR + 188 pept_RVAVLPENSR + 189 pept_VAVLPENSRNYLVESSMDSSR + 190 pept_NYLVESSMDSSREYSQPFFDWR + 191 pept_EYSQPFFDWRHEMVEHGEESVKPCGCHK + 192 pept_HEMVEHGEESVKPCGCHKSR + 193 pept_CFKELEMENIEK + 194 pept_ELEMENIEKGDIK + 195 pept_KSLFYR + 196 pept_SLFYRDIIEWCR + 197 pept_DIIEWCRDYEVNK + 198 pept_DYEVNKTR + 199 pept_TREVCVPSIHEFYLHGNGSDNLF + 200 pept_MGKACLNKEVGTYECEGER + 201 pept_LFSLDLNALNENENGSKNPVKFTIPPK + 202 pept_NPVKFTIPPKIEQR + 203 pept_FTIPPKIEQRK + 204 pept_IEQRKEAR + 205 pept_KEARQR + 206 pept_EARQREK + 207 pept_LRRVAVLPENSR + 208 pept_RVAVLPENSRNYLVESSMDSSR + 209 pept_VAVLPENSRNYLVESSMDSSREYSQPFFDWR + 210 pept_NYLVESSMDSSREYSQPFFDWRHEMVEHGEESVKPCGCHK + 211 pept_EYSQPFFDWRHEMVEHGEESVKPCGCHKSR + 212 pept_HEMVEHGEESVKPCGCHKSRK + 213 pept_KAKCFK + 214 pept_AKCFKELEMENIEK + 215 pept_CFKELEMENIEKGDIK + 216 pept_ELEMENIEKGDIKK + 217 pept_GDIKKSLFYR + 218 pept_KSLFYRDIIEWCR + 219 pept_SLFYRDIIEWCRDYEVNK + 220 pept_DIIEWCRDYEVNKTR + 221 pept_DYEVNKTREVCVPSIHEFYLHGNGSDNLF + 222 pept_GKACLNK + 223 pept_GKACLNKEVGTYECEGER + 224 pept_MESQQLSQHSPISHGSACASVTSK + 225 pept_EVHTNQDPLDVSASK + 226 pept_TEECEK + 227 pept_YVRPPPMLTSPNDFPNWVK + 228 pept_FLQNSNLGGIIPTVNGKPVR + 229 pept_QITDDELTFLYNTFQIFAPSQFLPTWVK + 230 pept_DILSVDYTDIMK + 231 pept_MQSDTQEANDIVTLANLQYNGSTPADAFETK + 232 pept_VTNIIDR + 233 pept_LNNNGIHINNK + 234 pept_VACQLIMR + 235 pept_GLSGEYK + 236 pept_HLNMTVAELFLDIHAIYEEQQGSR + 237 pept_NSKPNYR + 238 pept_NPSDEK + 239 pept_SYTNTTKPK + 240 pept_AHNVSTSNNSPSTDNDSISK + 241 pept_STTEPIQLNNK + 242 pept_HDLHLRPETY + 243 pept_MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK + 244 pept_EVHTNQDPLDVSASKTEECEK + 245 pept_TEECEKASTK + 246 pept_KYVRPPPMLTSPNDFPNWVK + 247 pept_YVRPPPMLTSPNDFPNWVKTYIK + 248 pept_TYIKFLQNSNLGGIIPTVNGKPVR + 249 pept_FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK + 250 pept_QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK + 251 pept_DILSVDYTDIMKILSK + 252 pept_ILSKSIEK + 253 pept_SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 254 pept_MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 255 pept_VTNIIDRLNNNGIHINNK + 256 pept_LNNNGIHINNKVACQLIMR + 257 pept_VACQLIMRGLSGEYK + 258 pept_GLSGEYKFLR + 259 pept_FLRYTR + 260 pept_HRHLNMTVAELFLDIHAIYEEQQGSR + 261 pept_HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 262 pept_NSKPNYRR + 263 pept_RNPSDEK + 264 pept_NPSDEKNDSR + 265 pept_NDSRSYTNTTKPK + 266 pept_SYTNTTKPKVIAR + 267 pept_VIARNPQK + 268 pept_NPQKTNNSK + 269 pept_TNNSKSK + 270 pept_TARAHNVSTSNNSPSTDNDSISK + 271 pept_AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 272 pept_STTEPIQLNNKHDLHLRPETY + 273 pept_MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK + 274 pept_EVHTNQDPLDVSASKTEECEKASTK + 275 pept_KYVRPPPMLTSPNDFPNWVKTYIK + 276 pept_YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + 277 pept_QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK + 278 pept_DILSVDYTDIMKILSKSIEK + 279 pept_ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 280 pept_SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 281 pept_MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK + 282 pept_VTNIIDRLNNNGIHINNKVACQLIMR + 283 pept_LNNNGIHINNKVACQLIMRGLSGEYK + 284 pept_VACQLIMRGLSGEYKFLR + 285 pept_GLSGEYKFLRYTR + 286 pept_FLRYTRHR + 287 pept_YTRHRHLNMTVAELFLDIHAIYEEQQGSR + 288 pept_HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 289 pept_HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR + 290 pept_NSKPNYRRNPSDEK + 291 pept_RNPSDEKNDSR + 292 pept_NPSDEKNDSRSYTNTTKPK + 293 pept_NDSRSYTNTTKPKVIAR + 294 pept_SYTNTTKPKVIARNPQK + 295 pept_VIARNPQKTNNSK + 296 pept_NPQKTNNSKSK + 297 pept_TNNSKSKTAR + 298 pept_SKTARAHNVSTSNNSPSTDNDSISK + 299 pept_TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 300 pept_AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPETY + 301 pept_ESQQLSQHSPISHGSACASVTSK + 302 pept_ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK + 303 pept_ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK + 304 pept_MESQQLHQNPHSLHGSAAASVTSK + 305 pept_EVPSNQDPLAVSASNLPEFDR + 306 pept_VNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK + 307 pept_NNVLPPHTLTSEENFSTWVK + 308 pept_NSNLGDIIPNDQGEIK + 309 pept_QMTYEEHAYIYNTFQAFAPFHLLPTWVK + 310 pept_QILEINYADILTVLCK + 311 pept_MQTNNQELK + 312 pept_DWIALANLEYDGSTSADTFEITVSTIIQR + 313 pept_ENNINVSDR + 314 pept_LACQLILK + 315 pept_GLSGDFK + 316 pept_LSQLFAEIQLIYDENK + 317 pept_IMNLNKPSQYK + 318 pept_QHSEYK + 319 pept_TSPNTTNTK + 320 pept_TNSSKPR + 321 pept_AHNIATSSK + 322 pept_VNNDHINESTVSSQYLSDDNELSLGQQQK + 323 pept_ESKPTR + 324 pept_TIDSNDELPDHLLIDSGASQTLVR + 325 pept_SAHYLHHATPNSEINIVDAQK + 326 pept_QDIPINAIGNLHFNFQNGTK + 327 pept_ALHTPNIAYDLLSLSELANQNITACFTR + 328 pept_SDGTVLAPIVK + 329 pept_HGDFYWLSK + 330 pept_YLIPSHISK + 331 pept_LTINNVNK + 332 pept_YPYPLIHR + 333 pept_MLGHANFR + 334 pept_NAVTYLK + 335 pept_ESDIEWSNASTYQCPDCLIGK + 336 pept_YQESYEPFQYLHTDIFGPVHHLPK + 337 pept_SAPSYFISFTDEK + 338 pept_FQWVYPLHDR + 339 pept_EESILNVFTSILAFIK + 340 pept_NQFNAR + 341 pept_VLVIQMDR + 342 pept_GSEYTNK + 343 pept_GITACYTTTADSR + 344 pept_AHGVAER + 345 pept_TLLNDCR + 346 pept_TLLHCSGLPNHLWFSAVEFSTIIR + 347 pept_NSLVSPK + 348 pept_QHAGLAGLDITTILPFGQPVIVNNHNPDSK + 349 pept_GIPGYALHPSR + 350 pept_NSYGYIIYLPSLK + 351 pept_TVDTTNYVILQDNQSK + 352 pept_LDQFNYDTLTFDDDLNR + 353 pept_EVDADISEYNILPSTIR + 354 pept_TPHIINK + 355 pept_ESTEMGGTIESDTTSPR + 356 pept_HSSTFTAR + 357 pept_RPGSPNDMIDLTSQDR + 358 pept_VNYGLENIK + 359 pept_LGGTEEPYIQR + 360 pept_NSDTNIK + 361 pept_TTNSTPSIDDR + 362 pept_SSNSESTTPIISIETK + 363 pept_AVCDNTPSIDTDPPEYR + 364 pept_SSDHATPNIMPDK + 365 pept_NVTADSILDDLPLPDLTNK + 366 pept_SPTDTSDVSK + 367 pept_DIPHIHSR + 368 pept_QTNSSLGGMDDSNVLTTTK + 369 pept_SLEDNETEIEVSR + 370 pept_DTWNNK + 371 pept_SLEPPR + 372 pept_INLIAAIK + 373 pept_SIKPVR + 374 pept_YDEAITYNK + 375 pept_YVEAYHK + 376 pept_EISQLLK + 377 pept_MNTWDTNK + 378 pept_NDIDPK + 379 pept_VINSMFIFNK + 380 pept_EELYIRPPPHLGLNDK + 381 pept_SLYGLK + 382 pept_QSGANWYETIK + 383 pept_SYLINCCDMQEVR + 384 pept_GWSCVFK + 385 pept_NSQVTICLFVDDMILFSK + 386 pept_DLNANK + 387 pept_IITTLK + 388 pept_IINLGEGDNEIQYDILGLEIK + 389 pept_LNVPLNPK + 390 pept_APGQPGHYIDQDELEIDEDEYK + 391 pept_VHEMQK + 392 pept_LIGLASYVGYK + 393 pept_FDLLYYINTLAQHILFPSR + 394 pept_QVLDMTYELIQFIWNTR + 395 pept_QLIWHK + 396 pept_SKPVKPTNK + 397 pept_LVVISDASYGNQPYYK + 398 pept_SQIGNIYLLNGK + 399 pept_ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK + 400 pept_GLLTDSR + 401 pept_STISIIK + 402 pept_STNEEK + 403 pept_DEVSGNNLYVYYIETK + 404 pept_MNIADVMTKPLPIK + 405 pept_MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR + 406 pept_EVPSNQDPLAVSASNLPEFDRDSTK + 407 pept_DSTKVNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK + 408 pept_VRNNVLPPHTLTSEENFSTWVK + 409 pept_NNVLPPHTLTSEENFSTWVKFYIR + 410 pept_FYIRFLK + 411 pept_FLKNSNLGDIIPNDQGEIK + 412 pept_NSNLGDIIPNDQGEIKR + 413 pept_RQMTYEEHAYIYNTFQAFAPFHLLPTWVK + 414 pept_QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK + 415 pept_QILEINYADILTVLCKSVSK + 416 pept_SVSKMQTNNQELK + 417 pept_MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR + 418 pept_DWIALANLEYDGSTSADTFEITVSTIIQRLK + 419 pept_LKENNINVSDR + 420 pept_ENNINVSDRLACQLILK + 421 pept_LACQLILKGLSGDFK + 422 pept_GLSGDFKYLR + 423 pept_YLRNQYR + 424 pept_NQYRTK + 425 pept_TKTNMK + 426 pept_TNMKLSQLFAEIQLIYDENK + 427 pept_LSQLFAEIQLIYDENKIMNLNKPSQYK + 428 pept_IMNLNKPSQYKQHSEYK + 429 pept_QHSEYKNVSR + 430 pept_NVSRTSPNTTNTK + 431 pept_TSPNTTNTKVTSR + 432 pept_VTSRNYHR + 433 pept_NYHRTNSSKPR + 434 pept_TNSSKPRAAK + 435 pept_AAKAHNIATSSK + 436 pept_AHNIATSSKFSR + 437 pept_FSRVNNDHINESTVSSQYLSDDNELSLGQQQK + 438 pept_VNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR + 439 pept_ESKPTRTIDSNDELPDHLLIDSGASQTLVR + 440 pept_TIDSNDELPDHLLIDSGASQTLVRSAHYLHHATPNSEINIVDAQK + 441 pept_SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTK + 442 pept_QDIPINAIGNLHFNFQNGTKTSIK + 443 pept_TSIKALHTPNIAYDLLSLSELANQNITACFTR + 444 pept_ALHTPNIAYDLLSLSELANQNITACFTRNTLER + 445 pept_NTLERSDGTVLAPIVK + 446 pept_SDGTVLAPIVKHGDFYWLSK + 447 pept_HGDFYWLSKK + 448 pept_KYLIPSHISK + 449 pept_YLIPSHISKLTINNVNK + 450 pept_LTINNVNKSK + 451 pept_SKSVNK + 452 pept_SVNKYPYPLIHR + 453 pept_YPYPLIHRMLGHANFR + 454 pept_MLGHANFRSIQK + 455 pept_SIQKSLK + 456 pept_KNAVTYLK + 457 pept_NAVTYLKESDIEWSNASTYQCPDCLIGK + 458 pept_ESDIEWSNASTYQCPDCLIGKSTK + 459 pept_HIKGSR + 460 pept_LKYQESYEPFQYLHTDIFGPVHHLPK + 461 pept_YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK + 462 pept_SAPSYFISFTDEKTR + 463 pept_TRFQWVYPLHDR + 464 pept_FQWVYPLHDRR + 465 pept_REESILNVFTSILAFIK + 466 pept_EESILNVFTSILAFIKNQFNAR + 467 pept_NQFNARVLVIQMDR + 468 pept_VLVIQMDRGSEYTNK + 469 pept_GSEYTNKTLHK + 470 pept_TLHKFFTNR + 471 pept_FFTNRGITACYTTTADSR + 472 pept_GITACYTTTADSRAHGVAER + 473 pept_AHGVAERLNR + 474 pept_LNRTLLNDCR + 475 pept_TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR + 476 pept_TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK + 477 pept_NSLVSPKNDK + 478 pept_NDKSAR + 479 pept_SARQHAGLAGLDITTILPFGQPVIVNNHNPDSK + 480 pept_QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR + 481 pept_IHPRGIPGYALHPSR + 482 pept_GIPGYALHPSRNSYGYIIYLPSLK + 483 pept_NSYGYIIYLPSLKK + 484 pept_KTVDTTNYVILQDNQSK + 485 pept_TVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR + 486 pept_EPVQKVR + 487 pept_APKEVDADISEYNILPSTIR + 488 pept_EVDADISEYNILPSTIRSR + 489 pept_SRTPHIINK + 490 pept_TPHIINKESTEMGGTIESDTTSPR + 491 pept_ESTEMGGTIESDTTSPRHSSTFTAR + 492 pept_HSSTFTARNQK + 493 pept_NQKRPGSPNDMIDLTSQDR + 494 pept_RPGSPNDMIDLTSQDRVNYGLENIK + 495 pept_VNYGLENIKTTR + 496 pept_TTRLGGTEEPYIQR + 497 pept_LGGTEEPYIQRNSDTNIK + 498 pept_NSDTNIKYR + 499 pept_YRTTNSTPSIDDR + 500 pept_TTNSTPSIDDRSSNSESTTPIISIETK + 501 pept_SSNSESTTPIISIETKAVCDNTPSIDTDPPEYR + 502 pept_AVCDNTPSIDTDPPEYRSSDHATPNIMPDK + 503 pept_SSDHATPNIMPDKSSK + 504 pept_SSKNVTADSILDDLPLPDLTNK + 505 pept_NVTADSILDDLPLPDLTNKSPTDTSDVSK + 506 pept_SPTDTSDVSKDIPHIHSR + 507 pept_DIPHIHSRQTNSSLGGMDDSNVLTTTK + 508 pept_QTNSSLGGMDDSNVLTTTKSK + 509 pept_RSLEDNETEIEVSR + 510 pept_SLEDNETEIEVSRDTWNNK + 511 pept_DTWNNKNMR + 512 pept_NMRSLEPPR + 513 pept_SLEPPRSK + 514 pept_RINLIAAIK + 515 pept_INLIAAIKGVK + 516 pept_GVKSIKPVR + 517 pept_SIKPVRTTLR + 518 pept_TTLRYDEAITYNK + 519 pept_YDEAITYNKDNK + 520 pept_DRYVEAYHK + 521 pept_YVEAYHKEISQLLK + 522 pept_EISQLLKMNTWDTNK + 523 pept_MNTWDTNKYYDR + 524 pept_YYDRNDIDPK + 525 pept_NDIDPKK + 526 pept_KVINSMFIFNK + 527 pept_VINSMFIFNKK + 528 pept_RDGTHK + 529 pept_DGTHKAR + 530 pept_ARFVAR + 531 pept_EELYIRPPPHLGLNDKLLR + 532 pept_KSLYGLK + 533 pept_SLYGLKQSGANWYETIK + 534 pept_QSGANWYETIKSYLINCCDMQEVR + 535 pept_SYLINCCDMQEVRGWSCVFK + 536 pept_GWSCVFKNSQVTICLFVDDMILFSK + 537 pept_NSQVTICLFVDDMILFSKDLNANK + 538 pept_DLNANKK + 539 pept_KIITTLK + 540 pept_IITTLKK + 541 pept_KQYDTK + 542 pept_QYDTKIINLGEGDNEIQYDILGLEIK + 543 pept_IINLGEGDNEIQYDILGLEIKYQR + 544 pept_YMKLGMEK + 545 pept_LGMEKSLTEK + 546 pept_SLTEKLPK + 547 pept_LPKLNVPLNPK + 548 pept_LNVPLNPKGK + 549 pept_LRAPGQPGHYIDQDELEIDEDEYK + 550 pept_APGQPGHYIDQDELEIDEDEYKEK + 551 pept_EKVHEMQK + 552 pept_VHEMQKLIGLASYVGYK + 553 pept_LIGLASYVGYKFR + 554 pept_FRFDLLYYINTLAQHILFPSR + 555 pept_FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR + 556 pept_QVLDMTYELIQFIWNTRDK + 557 pept_DKQLIWHK + 558 pept_QLIWHKSKPVKPTNK + 559 pept_SKPVKPTNKLVVISDASYGNQPYYK + 560 pept_LVVISDASYGNQPYYKSQIGNIYLLNGK + 561 pept_SQIGNIYLLNGKVIGGK + 562 pept_VIGGKSTK + 563 pept_STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK + 564 pept_ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK + 565 pept_KPIIKGLLTDSR + 566 pept_GLLTDSRSTISIIK + 567 pept_STISIIKSTNEEK + 568 pept_STNEEKFR + 569 pept_NRFFGTK + 570 pept_FFGTKAMR + 571 pept_LRDEVSGNNLYVYYIETK + 572 pept_DEVSGNNLYVYYIETKMNIADVMTKPLPIK + 573 pept_MNIADVMTKPLPIKTFK + 574 pept_TFKLLTNK + 575 pept_LLTNKWIH + 576 pept_MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK + 577 pept_TKVRNNVLPPHTLTSEENFSTWVK + 578 pept_VRNNVLPPHTLTSEENFSTWVKFYIR + 579 pept_NNVLPPHTLTSEENFSTWVKFYIRFLK + 580 pept_FYIRFLKNSNLGDIIPNDQGEIK + 581 pept_FLKNSNLGDIIPNDQGEIKR + 582 pept_NSNLGDIIPNDQGEIKRQMTYEEHAYIYNTFQAFAPFHLLPTWVK + 583 pept_RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK + 584 pept_QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCKSVSK + 585 pept_QILEINYADILTVLCKSVSKMQTNNQELK + 586 pept_SVSKMQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR + 587 pept_MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQRLK + 588 pept_DWIALANLEYDGSTSADTFEITVSTIIQRLKENNINVSDR + 589 pept_LKENNINVSDRLACQLILK + 590 pept_ENNINVSDRLACQLILKGLSGDFK + 591 pept_LACQLILKGLSGDFKYLR + 592 pept_GLSGDFKYLRNQYR + 593 pept_YLRNQYRTK + 594 pept_NQYRTKTNMK + 595 pept_TKTNMKLSQLFAEIQLIYDENK + 596 pept_TNMKLSQLFAEIQLIYDENKIMNLNKPSQYK + 597 pept_LSQLFAEIQLIYDENKIMNLNKPSQYKQHSEYK + 598 pept_IMNLNKPSQYKQHSEYKNVSR + 599 pept_QHSEYKNVSRTSPNTTNTK + 600 pept_NVSRTSPNTTNTKVTSR + 601 pept_TSPNTTNTKVTSRNYHR + 602 pept_VTSRNYHRTNSSKPR + 603 pept_NYHRTNSSKPRAAK + 604 pept_TNSSKPRAAKAHNIATSSK + 605 pept_AAKAHNIATSSKFSR + 606 pept_AHNIATSSKFSRVNNDHINESTVSSQYLSDDNELSLGQQQK + 607 pept_FSRVNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR + 608 pept_SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTKTSIK + 609 pept_TSIKALHTPNIAYDLLSLSELANQNITACFTRNTLER + 610 pept_ALHTPNIAYDLLSLSELANQNITACFTRNTLERSDGTVLAPIVK + 611 pept_NTLERSDGTVLAPIVKHGDFYWLSK + 612 pept_SDGTVLAPIVKHGDFYWLSKK + 613 pept_HGDFYWLSKKYLIPSHISK + 614 pept_KYLIPSHISKLTINNVNK + 615 pept_YLIPSHISKLTINNVNKSK + 616 pept_LTINNVNKSKSVNK + 617 pept_SKSVNKYPYPLIHR + 618 pept_SVNKYPYPLIHRMLGHANFR + 619 pept_YPYPLIHRMLGHANFRSIQK + 620 pept_MLGHANFRSIQKSLK + 621 pept_SIQKSLKK + 622 pept_SLKKNAVTYLK + 623 pept_KNAVTYLKESDIEWSNASTYQCPDCLIGK + 624 pept_NAVTYLKESDIEWSNASTYQCPDCLIGKSTK + 625 pept_ESDIEWSNASTYQCPDCLIGKSTKHR + 626 pept_STKHRHIK + 627 pept_HRHIKGSR + 628 pept_HIKGSRLK + 629 pept_GSRLKYQESYEPFQYLHTDIFGPVHHLPK + 630 pept_LKYQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK + 631 pept_YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEKTR + 632 pept_SAPSYFISFTDEKTRFQWVYPLHDR + 633 pept_TRFQWVYPLHDRR + 634 pept_FQWVYPLHDRREESILNVFTSILAFIK + 635 pept_REESILNVFTSILAFIKNQFNAR + 636 pept_EESILNVFTSILAFIKNQFNARVLVIQMDR + 637 pept_NQFNARVLVIQMDRGSEYTNK + 638 pept_VLVIQMDRGSEYTNKTLHK + 639 pept_GSEYTNKTLHKFFTNR + 640 pept_TLHKFFTNRGITACYTTTADSR + 641 pept_FFTNRGITACYTTTADSRAHGVAER + 642 pept_GITACYTTTADSRAHGVAERLNR + 643 pept_AHGVAERLNRTLLNDCR + 644 pept_LNRTLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR + 645 pept_TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK + 646 pept_TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPKNDK + 647 pept_NSLVSPKNDKSAR + 648 pept_NDKSARQHAGLAGLDITTILPFGQPVIVNNHNPDSK + 649 pept_SARQHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR + 650 pept_QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPRGIPGYALHPSR + 651 pept_IHPRGIPGYALHPSRNSYGYIIYLPSLK + 652 pept_GIPGYALHPSRNSYGYIIYLPSLKK + 653 pept_NSYGYIIYLPSLKKTVDTTNYVILQDNQSK + 654 pept_KTVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR + 655 pept_EPVQKVRAPK + 656 pept_VRAPKEVDADISEYNILPSTIR + 657 pept_APKEVDADISEYNILPSTIRSR + 658 pept_EVDADISEYNILPSTIRSRTPHIINK + 659 pept_SRTPHIINKESTEMGGTIESDTTSPR + 660 pept_TPHIINKESTEMGGTIESDTTSPRHSSTFTAR + 661 pept_ESTEMGGTIESDTTSPRHSSTFTARNQK + 662 pept_HSSTFTARNQKRPGSPNDMIDLTSQDR + 663 pept_NQKRPGSPNDMIDLTSQDRVNYGLENIK + 664 pept_RPGSPNDMIDLTSQDRVNYGLENIKTTR + 665 pept_VNYGLENIKTTRLGGTEEPYIQR + 666 pept_TTRLGGTEEPYIQRNSDTNIK + 667 pept_LGGTEEPYIQRNSDTNIKYR + 668 pept_NSDTNIKYRTTNSTPSIDDR + 669 pept_YRTTNSTPSIDDRSSNSESTTPIISIETK + 670 pept_TTNSTPSIDDRSSNSESTTPIISIETKAVCDNTPSIDTDPPEYR + 671 pept_SSNSESTTPIISIETKAVCDNTPSIDTDPPEYRSSDHATPNIMPDK + 672 pept_AVCDNTPSIDTDPPEYRSSDHATPNIMPDKSSK + 673 pept_SSDHATPNIMPDKSSKNVTADSILDDLPLPDLTNK + 674 pept_SSKNVTADSILDDLPLPDLTNKSPTDTSDVSK + 675 pept_NVTADSILDDLPLPDLTNKSPTDTSDVSKDIPHIHSR + 676 pept_SPTDTSDVSKDIPHIHSRQTNSSLGGMDDSNVLTTTK + 677 pept_DIPHIHSRQTNSSLGGMDDSNVLTTTKSK + 678 pept_QTNSSLGGMDDSNVLTTTKSKK + 679 pept_KRSLEDNETEIEVSR + 680 pept_RSLEDNETEIEVSRDTWNNK + 681 pept_SLEDNETEIEVSRDTWNNKNMR + 682 pept_DTWNNKNMRSLEPPR + 683 pept_NMRSLEPPRSK + 684 pept_SLEPPRSKK + 685 pept_KRINLIAAIK + 686 pept_RINLIAAIKGVK + 687 pept_INLIAAIKGVKSIKPVR + 688 pept_GVKSIKPVRTTLR + 689 pept_SIKPVRTTLRYDEAITYNK + 690 pept_TTLRYDEAITYNKDNK + 691 pept_YDEAITYNKDNKEK + 692 pept_DNKEKDR + 693 pept_EKDRYVEAYHK + 694 pept_DRYVEAYHKEISQLLK + 695 pept_YVEAYHKEISQLLKMNTWDTNK + 696 pept_EISQLLKMNTWDTNKYYDR + 697 pept_MNTWDTNKYYDRNDIDPK + 698 pept_YYDRNDIDPKK + 699 pept_NDIDPKKVINSMFIFNK + 700 pept_KVINSMFIFNKK + 701 pept_VINSMFIFNKKR + 702 pept_KRDGTHK + 703 pept_RDGTHKAR + 704 pept_DGTHKARFVAR + 705 pept_EELYIRPPPHLGLNDKLLRLR + 706 pept_LLRLRK + 707 pept_LRKSLYGLK + 708 pept_KSLYGLKQSGANWYETIK + 709 pept_SLYGLKQSGANWYETIKSYLINCCDMQEVR + 710 pept_QSGANWYETIKSYLINCCDMQEVRGWSCVFK + 711 pept_SYLINCCDMQEVRGWSCVFKNSQVTICLFVDDMILFSK + 712 pept_GWSCVFKNSQVTICLFVDDMILFSKDLNANK + 713 pept_NSQVTICLFVDDMILFSKDLNANKK + 714 pept_DLNANKKIITTLK + 715 pept_KIITTLKK + 716 pept_IITTLKKQYDTK + 717 pept_KQYDTKIINLGEGDNEIQYDILGLEIK + 718 pept_QYDTKIINLGEGDNEIQYDILGLEIKYQR + 719 pept_IINLGEGDNEIQYDILGLEIKYQRSK + 720 pept_YQRSKYMK + 721 pept_SKYMKLGMEK + 722 pept_YMKLGMEKSLTEK + 723 pept_LGMEKSLTEKLPK + 724 pept_SLTEKLPKLNVPLNPK + 725 pept_LPKLNVPLNPKGK + 726 pept_LNVPLNPKGKK + 727 pept_KLRAPGQPGHYIDQDELEIDEDEYK + 728 pept_LRAPGQPGHYIDQDELEIDEDEYKEK + 729 pept_APGQPGHYIDQDELEIDEDEYKEKVHEMQK + 730 pept_EKVHEMQKLIGLASYVGYK + 731 pept_VHEMQKLIGLASYVGYKFR + 732 pept_LIGLASYVGYKFRFDLLYYINTLAQHILFPSR + 733 pept_FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR + 734 pept_FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTRDK + 735 pept_QVLDMTYELIQFIWNTRDKQLIWHK + 736 pept_DKQLIWHKSKPVKPTNK + 737 pept_QLIWHKSKPVKPTNKLVVISDASYGNQPYYK + 738 pept_SKPVKPTNKLVVISDASYGNQPYYKSQIGNIYLLNGK + 739 pept_LVVISDASYGNQPYYKSQIGNIYLLNGKVIGGK + 740 pept_SQIGNIYLLNGKVIGGKSTK + 741 pept_VIGGKSTKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK + 742 pept_STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK + 743 pept_ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIKGLLTDSR + 744 pept_KPIIKGLLTDSRSTISIIK + 745 pept_GLLTDSRSTISIIKSTNEEK + 746 pept_STISIIKSTNEEKFR + 747 pept_STNEEKFRNR + 748 pept_FRNRFFGTK + 749 pept_NRFFGTKAMR + 750 pept_FFGTKAMRLR + 751 pept_AMRLRDEVSGNNLYVYYIETK + 752 pept_LRDEVSGNNLYVYYIETKMNIADVMTKPLPIK + 753 pept_DEVSGNNLYVYYIETKMNIADVMTKPLPIKTFK + 754 pept_MNIADVMTKPLPIKTFKLLTNK + 755 pept_TFKLLTNKWIH + 756 pept_ESQQLHQNPHSLHGSAAASVTSK + 757 pept_ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR + 758 pept_ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK + 759 pept_MESQQLSNYPHISHGSACASVTSK + 760 pept_EVHTNQDPLDVSASK + 761 pept_IQEYDK + 762 pept_YVRPPPMLTSPNDFPNWVK + 763 pept_FLQNSNLGGIIPTVNGKPVR + 764 pept_QITDDELTFLYNTFQIFAPSQFLPTWVK + 765 pept_DILSVDYTDIMK + 766 pept_MQSDTQEANDIVTLANLQYNGSTPADAFETK + 767 pept_VTNIIDR + 768 pept_LNNNGIHINNK + 769 pept_VACQLIMR + 770 pept_GLSGEYK + 771 pept_HLNMTVAELFLDIHAIYEEQQGSR + 772 pept_NSKPNYR + 773 pept_NPSDEK + 774 pept_SYTNTTKPK + 775 pept_AHNVSTSNNSPSTDNDSISK + 776 pept_STTEPIQLNNK + 777 pept_HDLHLRPGTY + 778 pept_MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK + 779 pept_EVHTNQDPLDVSASKIQEYDK + 780 pept_IQEYDKASTK + 781 pept_KYVRPPPMLTSPNDFPNWVK + 782 pept_YVRPPPMLTSPNDFPNWVKTYIK + 783 pept_TYIKFLQNSNLGGIIPTVNGKPVR + 784 pept_FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK + 785 pept_QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK + 786 pept_DILSVDYTDIMKILSK + 787 pept_ILSKSIEK + 788 pept_SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 789 pept_MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 790 pept_VTNIIDRLNNNGIHINNK + 791 pept_LNNNGIHINNKVACQLIMR + 792 pept_VACQLIMRGLSGEYK + 793 pept_GLSGEYKFLR + 794 pept_FLRYTR + 795 pept_HRHLNMTVAELFLDIHAIYEEQQGSR + 796 pept_HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 797 pept_NSKPNYRR + 798 pept_RNPSDEK + 799 pept_NPSDEKNDSR + 800 pept_NDSRSYTNTTKPK + 801 pept_SYTNTTKPKVIAR + 802 pept_VIARNPQK + 803 pept_NPQKTNNSK + 804 pept_TNNSKSK + 805 pept_TARAHNVSTSNNSPSTDNDSISK + 806 pept_AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 807 pept_STTEPIQLNNKHDLHLRPGTY + 808 pept_MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK + 809 pept_EVHTNQDPLDVSASKIQEYDKASTK + 810 pept_KYVRPPPMLTSPNDFPNWVKTYIK + 811 pept_YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + 812 pept_QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK + 813 pept_DILSVDYTDIMKILSKSIEK + 814 pept_ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 815 pept_SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 816 pept_MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK + 817 pept_VTNIIDRLNNNGIHINNKVACQLIMR + 818 pept_LNNNGIHINNKVACQLIMRGLSGEYK + 819 pept_VACQLIMRGLSGEYKFLR + 820 pept_GLSGEYKFLRYTR + 821 pept_FLRYTRHR + 822 pept_YTRHRHLNMTVAELFLDIHAIYEEQQGSR + 823 pept_HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 824 pept_HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR + 825 pept_NSKPNYRRNPSDEK + 826 pept_RNPSDEKNDSR + 827 pept_NPSDEKNDSRSYTNTTKPK + 828 pept_NDSRSYTNTTKPKVIAR + 829 pept_SYTNTTKPKVIARNPQK + 830 pept_VIARNPQKTNNSK + 831 pept_NPQKTNNSKSK + 832 pept_TNNSKSKTAR + 833 pept_SKTARAHNVSTSNNSPSTDNDSISK + 834 pept_TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 835 pept_AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPGTY + 836 pept_ESQQLSNYPHISHGSACASVTSK + 837 pept_ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK + 838 pept_ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK + 839 pept_MESQQLSQHSPISHGSACASVTSK + 840 pept_EVHTNQDPLDVSASK + 841 pept_TEECEK + 842 pept_YVRPPPMLTSPNDFPNWVK + 843 pept_FLQNSNLGGIIPTVNGKPVR + 844 pept_QITDDELTFLYNTFQIFAPSQFLPTWVK + 845 pept_DILSVDYTDIMK + 846 pept_MQSDTQEANDIVTLANLQYNGSTPADAFETK + 847 pept_VTNIIDR + 848 pept_LNNNGIHINNK + 849 pept_VACQLIMR + 850 pept_GLSGEYK + 851 pept_HLNMTVAELFLDIHAIYEEQQGSR + 852 pept_NSKPNYR + 853 pept_NPSDEK + 854 pept_SYTNTTKPK + 855 pept_AHNVSTSNNSPSTDNDSISK + 856 pept_STTEPIQLNNK + 857 pept_HDLHLGQK + 858 pept_LTESTVNHTNHSDDELPGHLLLDSGASR + 859 pept_SAHHIHSASSNPDINVVDAQK + 860 pept_NIPINAIGDLQFHFQDNTK + 861 pept_VLHTPNIAYDLLSLNELAAVDITACFTK + 862 pept_SDGTVLAPIVK + 863 pept_YGDFYWVSK + 864 pept_YLLPSNISVPTINNVHTSESTR + 865 pept_YPYPFIHR + 866 pept_MLAHANAQTIR + 867 pept_NNTITYFNESDVDWSSAIDYQCPDCLIGK + 868 pept_YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK + 869 pept_WVYPLHDR + 870 pept_EDSILDVFTTILAFIK + 871 pept_NQFQASVLVIQMDR + 872 pept_GSEYTNR + 873 pept_NGITPCYTTTADSR + 874 pept_AHGVAER + 875 pept_TLLDDCR + 876 pept_TQLQCSGLPNHLWFSAIEFSTIVR + 877 pept_NSLASPK + 878 pept_QHAGLAGLDISTLLPFGQPVIVNDHNPNSK + 879 pept_GIPGYALHPSR + 880 pept_NSYGYIIYLPSLK + 881 pept_TVDTTNYVILQGK + 882 pept_LDQFNYDALTFDEDLNR + 883 pept_LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPR + 884 pept_AVSPTDSTPPSTHTEDSK + 885 pept_EVDPNISESNILPSK + 886 pept_SSTPQISNIESTGSGGMHK + 887 pept_LNVPLLAPMSQSNTHESSHASK + 888 pept_HSDSYSENETNHTNVPISSTGGTNNK + 889 pept_TVPQISDQETEK + 890 pept_SPSIDASPPENNSSHNIVPIK + 891 pept_TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFK + 892 pept_ELPPINSR + 893 pept_QTNSSLGGIGDSNAYTTINSK + 894 pept_SLEDNETEIK + 895 pept_DTWNTK + 896 pept_SLEPPR + 897 pept_IHLIAAVK + 898 pept_SIKPIR + 899 pept_YDEAITYNK + 900 pept_YIEAYHK + 901 pept_EVNQLLK + 902 pept_TWDTDEYYDR + 903 pept_VINSMFIFNK + 904 pept_EELYIRPPPHLGMNDK + 905 pept_SLYGLK + 906 pept_QSGANWYETIK + 907 pept_SYLIQQCGMEEVR + 908 pept_GWSCVFK + 909 pept_NSQVTICLFVDDMVLFSK + 910 pept_NLNSNK + 911 pept_MQYDTK + 912 pept_IINLGESDEEIQYDILGLEIK + 913 pept_LGMENSLTEK + 914 pept_LNVPLNPK + 915 pept_LSAPGQPGLYIDQDELEIDEDEYK + 916 pept_VHEMQK + 917 pept_LIGLASYVGYK + 918 pept_FDLLYYINTLAQHILFPSR + 919 pept_QVLDMTYELIQFMWDTR + 920 pept_QLIWHK + 921 pept_MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK + 922 pept_EVHTNQDPLDVSASKTEECEK + 923 pept_TEECEKASTK + 924 pept_KYVRPPPMLTSPNDFPNWVK + 925 pept_YVRPPPMLTSPNDFPNWVKTYIK + 926 pept_TYIKFLQNSNLGGIIPTVNGKPVR + 927 pept_FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK + 928 pept_QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK + 929 pept_DILSVDYTDIMKILSK + 930 pept_ILSKSIEK + 931 pept_SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 932 pept_MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 933 pept_VTNIIDRLNNNGIHINNK + 934 pept_LNNNGIHINNKVACQLIMR + 935 pept_VACQLIMRGLSGEYK + 936 pept_GLSGEYKFLR + 937 pept_FLRYTR + 938 pept_HRHLNMTVAELFLDIHAIYEEQQGSR + 939 pept_HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 940 pept_NSKPNYRR + 941 pept_RNPSDEK + 942 pept_NPSDEKNDSR + 943 pept_NDSRSYTNTTKPK + 944 pept_SYTNTTKPKVIAR + 945 pept_VIARNPQK + 946 pept_NPQKTNNSK + 947 pept_TNNSKSK + 948 pept_TARAHNVSTSNNSPSTDNDSISK + 949 pept_AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 950 pept_STTEPIQLNNKHDLHLGQK + 951 pept_HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR + 952 pept_LTESTVNHTNHSDDELPGHLLLDSGASRTLIR + 953 pept_TLIRSAHHIHSASSNPDINVVDAQK + 954 pept_SAHHIHSASSNPDINVVDAQKR + 955 pept_RNIPINAIGDLQFHFQDNTK + 956 pept_NIPINAIGDLQFHFQDNTKTSIK + 957 pept_TSIKVLHTPNIAYDLLSLNELAAVDITACFTK + 958 pept_VLHTPNIAYDLLSLNELAAVDITACFTKNVLER + 959 pept_NVLERSDGTVLAPIVK + 960 pept_SDGTVLAPIVKYGDFYWVSK + 961 pept_YGDFYWVSKK + 962 pept_KYLLPSNISVPTINNVHTSESTR + 963 pept_YLLPSNISVPTINNVHTSESTRK + 964 pept_KYPYPFIHR + 965 pept_YPYPFIHRMLAHANAQTIR + 966 pept_MLAHANAQTIRYSLK + 967 pept_YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK + 968 pept_NNTITYFNESDVDWSSAIDYQCPDCLIGKSTK + 969 pept_HIKGSR + 970 pept_LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK + 971 pept_YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR + 972 pept_FRWVYPLHDR + 973 pept_WVYPLHDRR + 974 pept_REDSILDVFTTILAFIK + 975 pept_EDSILDVFTTILAFIKNQFQASVLVIQMDR + 976 pept_NQFQASVLVIQMDRGSEYTNR + 977 pept_GSEYTNRTLHK + 978 pept_TLHKFLEK + 979 pept_FLEKNGITPCYTTTADSR + 980 pept_NGITPCYTTTADSRAHGVAER + 981 pept_AHGVAERLNR + 982 pept_LNRTLLDDCR + 983 pept_TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR + 984 pept_TQLQCSGLPNHLWFSAIEFSTIVRNSLASPK + 985 pept_NSLASPKSK + 986 pept_SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK + 987 pept_QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR + 988 pept_IHPRGIPGYALHPSR + 989 pept_GIPGYALHPSRNSYGYIIYLPSLK + 990 pept_NSYGYIIYLPSLKK + 991 pept_KTVDTTNYVILQGK + 992 pept_TVDTTNYVILQGKESR + 993 pept_ESRLDQFNYDALTFDEDLNR + 994 pept_LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPRNVLSK + 995 pept_NVLSKAVSPTDSTPPSTHTEDSK + 996 pept_AVSPTDSTPPSTHTEDSKR + 997 pept_VSKTNIR + 998 pept_TNIRAPR + 999 pept_APREVDPNISESNILPSK + 1000 pept_EVDPNISESNILPSKK + 1001 pept_RSSTPQISNIESTGSGGMHK + 1002 pept_SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK + 1003 pept_LNVPLLAPMSQSNTHESSHASKSK + 1004 pept_DFRHSDSYSENETNHTNVPISSTGGTNNK + 1005 pept_HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK + 1006 pept_TVPQISDQETEKR + 1007 pept_IIHRSPSIDASPPENNSSHNIVPIK + 1008 pept_TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFKELPPINSR + 1009 pept_ELPPINSRQTNSSLGGIGDSNAYTTINSK + 1010 pept_QTNSSLGGIGDSNAYTTINSKK + 1011 pept_RSLEDNETEIK + 1012 pept_SLEDNETEIKVSR + 1013 pept_VSRDTWNTK + 1014 pept_DTWNTKNMR + 1015 pept_NMRSLEPPR + 1016 pept_SLEPPRSK + 1017 pept_RIHLIAAVK + 1018 pept_IHLIAAVKAVK + 1019 pept_AVKSIKPIR + 1020 pept_SIKPIRTTLR + 1021 pept_TTLRYDEAITYNK + 1022 pept_YDEAITYNKDIK + 1023 pept_EKYIEAYHK + 1024 pept_YIEAYHKEVNQLLK + 1025 pept_EVNQLLKMK + 1026 pept_MKTWDTDEYYDR + 1027 pept_TWDTDEYYDRK + 1028 pept_KEIDPK + 1029 pept_EIDPKR + 1030 pept_RVINSMFIFNK + 1031 pept_VINSMFIFNKK + 1032 pept_RDGTHK + 1033 pept_DGTHKAR + 1034 pept_ARFVAR + 1035 pept_EELYIRPPPHLGMNDKLIR + 1036 pept_KSLYGLK + 1037 pept_SLYGLKQSGANWYETIK + 1038 pept_QSGANWYETIKSYLIQQCGMEEVR + 1039 pept_SYLIQQCGMEEVRGWSCVFK + 1040 pept_GWSCVFKNSQVTICLFVDDMVLFSK + 1041 pept_NSQVTICLFVDDMVLFSKNLNSNK + 1042 pept_NLNSNKR + 1043 pept_IIEKLK + 1044 pept_LKMQYDTK + 1045 pept_MQYDTKIINLGESDEEIQYDILGLEIK + 1046 pept_IINLGESDEEIQYDILGLEIKYQR + 1047 pept_YMKLGMENSLTEK + 1048 pept_LGMENSLTEKIPK + 1049 pept_IPKLNVPLNPK + 1050 pept_LNVPLNPKGR + 1051 pept_KLSAPGQPGLYIDQDELEIDEDEYK + 1052 pept_LSAPGQPGLYIDQDELEIDEDEYKEK + 1053 pept_EKVHEMQK + 1054 pept_VHEMQKLIGLASYVGYK + 1055 pept_LIGLASYVGYKFR + 1056 pept_FRFDLLYYINTLAQHILFPSR + 1057 pept_FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR + 1058 pept_QVLDMTYELIQFMWDTRDK + 1059 pept_DKQLIWHK + 1060 pept_QLIWHKHK + 1061 pept_HKTSSDK + 1062 pept_TSSDKNI + 1063 pept_MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK + 1064 pept_EVHTNQDPLDVSASKTEECEKASTK + 1065 pept_KYVRPPPMLTSPNDFPNWVKTYIK + 1066 pept_YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + 1067 pept_QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK + 1068 pept_DILSVDYTDIMKILSKSIEK + 1069 pept_ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 1070 pept_SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 1071 pept_MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK + 1072 pept_VTNIIDRLNNNGIHINNKVACQLIMR + 1073 pept_LNNNGIHINNKVACQLIMRGLSGEYK + 1074 pept_VACQLIMRGLSGEYKFLR + 1075 pept_GLSGEYKFLRYTR + 1076 pept_FLRYTRHR + 1077 pept_YTRHRHLNMTVAELFLDIHAIYEEQQGSR + 1078 pept_HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 1079 pept_HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR + 1080 pept_NSKPNYRRNPSDEK + 1081 pept_RNPSDEKNDSR + 1082 pept_NPSDEKNDSRSYTNTTKPK + 1083 pept_NDSRSYTNTTKPKVIAR + 1084 pept_SYTNTTKPKVIARNPQK + 1085 pept_VIARNPQKTNNSK + 1086 pept_NPQKTNNSKSK + 1087 pept_TNNSKSKTAR + 1088 pept_SKTARAHNVSTSNNSPSTDNDSISK + 1089 pept_TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 1090 pept_AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLGQK + 1091 pept_STTEPIQLNNKHDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR + 1092 pept_HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASRTLIR + 1093 pept_TLIRSAHHIHSASSNPDINVVDAQKR + 1094 pept_SAHHIHSASSNPDINVVDAQKRNIPINAIGDLQFHFQDNTK + 1095 pept_RNIPINAIGDLQFHFQDNTKTSIK + 1096 pept_TSIKVLHTPNIAYDLLSLNELAAVDITACFTKNVLER + 1097 pept_VLHTPNIAYDLLSLNELAAVDITACFTKNVLERSDGTVLAPIVK + 1098 pept_NVLERSDGTVLAPIVKYGDFYWVSK + 1099 pept_SDGTVLAPIVKYGDFYWVSKK + 1100 pept_YGDFYWVSKKYLLPSNISVPTINNVHTSESTR + 1101 pept_KYLLPSNISVPTINNVHTSESTRK + 1102 pept_YLLPSNISVPTINNVHTSESTRKYPYPFIHR + 1103 pept_KYPYPFIHRMLAHANAQTIR + 1104 pept_YPYPFIHRMLAHANAQTIRYSLK + 1105 pept_MLAHANAQTIRYSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK + 1106 pept_YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGKSTK + 1107 pept_NNTITYFNESDVDWSSAIDYQCPDCLIGKSTKHR + 1108 pept_STKHRHIK + 1109 pept_HRHIKGSR + 1110 pept_HIKGSRLK + 1111 pept_GSRLKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK + 1112 pept_LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR + 1113 pept_YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFRWVYPLHDR + 1114 pept_FRWVYPLHDRR + 1115 pept_WVYPLHDRREDSILDVFTTILAFIK + 1116 pept_REDSILDVFTTILAFIKNQFQASVLVIQMDR + 1117 pept_EDSILDVFTTILAFIKNQFQASVLVIQMDRGSEYTNR + 1118 pept_NQFQASVLVIQMDRGSEYTNRTLHK + 1119 pept_GSEYTNRTLHKFLEK + 1120 pept_TLHKFLEKNGITPCYTTTADSR + 1121 pept_FLEKNGITPCYTTTADSRAHGVAER + 1122 pept_NGITPCYTTTADSRAHGVAERLNR + 1123 pept_AHGVAERLNRTLLDDCR + 1124 pept_LNRTLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR + 1125 pept_TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVRNSLASPK + 1126 pept_TQLQCSGLPNHLWFSAIEFSTIVRNSLASPKSK + 1127 pept_NSLASPKSKK + 1128 pept_SKKSAR + 1129 pept_KSARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK + 1130 pept_SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR + 1131 pept_QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPRGIPGYALHPSR + 1132 pept_IHPRGIPGYALHPSRNSYGYIIYLPSLK + 1133 pept_GIPGYALHPSRNSYGYIIYLPSLKK + 1134 pept_NSYGYIIYLPSLKKTVDTTNYVILQGK + 1135 pept_KTVDTTNYVILQGKESR + 1136 pept_TVDTTNYVILQGKESRLDQFNYDALTFDEDLNR + 1137 pept_NVLSKAVSPTDSTPPSTHTEDSKR + 1138 pept_AVSPTDSTPPSTHTEDSKRVSK + 1139 pept_RVSKTNIR + 1140 pept_VSKTNIRAPR + 1141 pept_TNIRAPREVDPNISESNILPSK + 1142 pept_APREVDPNISESNILPSKK + 1143 pept_EVDPNISESNILPSKKR + 1144 pept_KRSSTPQISNIESTGSGGMHK + 1145 pept_RSSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK + 1146 pept_SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASKSK + 1147 pept_LNVPLLAPMSQSNTHESSHASKSKDFR + 1148 pept_SKDFRHSDSYSENETNHTNVPISSTGGTNNK + 1149 pept_DFRHSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK + 1150 pept_HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEKR + 1151 pept_TVPQISDQETEKRIIHR + 1152 pept_RIIHRSPSIDASPPENNSSHNIVPIK + 1153 pept_ELPPINSRQTNSSLGGIGDSNAYTTINSKK + 1154 pept_QTNSSLGGIGDSNAYTTINSKKR + 1155 pept_KRSLEDNETEIK + 1156 pept_RSLEDNETEIKVSR + 1157 pept_SLEDNETEIKVSRDTWNTK + 1158 pept_VSRDTWNTKNMR + 1159 pept_DTWNTKNMRSLEPPR + 1160 pept_NMRSLEPPRSK + 1161 pept_SLEPPRSKK + 1162 pept_KRIHLIAAVK + 1163 pept_RIHLIAAVKAVK + 1164 pept_IHLIAAVKAVKSIKPIR + 1165 pept_AVKSIKPIRTTLR + 1166 pept_SIKPIRTTLRYDEAITYNK + 1167 pept_TTLRYDEAITYNKDIK + 1168 pept_YDEAITYNKDIKEK + 1169 pept_DIKEKEK + 1170 pept_EKEKYIEAYHK + 1171 pept_EKYIEAYHKEVNQLLK + 1172 pept_YIEAYHKEVNQLLKMK + 1173 pept_EVNQLLKMKTWDTDEYYDR + 1174 pept_MKTWDTDEYYDRK + 1175 pept_TWDTDEYYDRKEIDPK + 1176 pept_KEIDPKR + 1177 pept_EIDPKRVINSMFIFNK + 1178 pept_RVINSMFIFNKK + 1179 pept_VINSMFIFNKKR + 1180 pept_KRDGTHK + 1181 pept_RDGTHKAR + 1182 pept_DGTHKARFVAR + 1183 pept_EELYIRPPPHLGMNDKLIRLK + 1184 pept_LIRLKK + 1185 pept_LKKSLYGLK + 1186 pept_KSLYGLKQSGANWYETIK + 1187 pept_SLYGLKQSGANWYETIKSYLIQQCGMEEVR + 1188 pept_QSGANWYETIKSYLIQQCGMEEVRGWSCVFK + 1189 pept_SYLIQQCGMEEVRGWSCVFKNSQVTICLFVDDMVLFSK + 1190 pept_GWSCVFKNSQVTICLFVDDMVLFSKNLNSNK + 1191 pept_NSQVTICLFVDDMVLFSKNLNSNKR + 1192 pept_NLNSNKRIIEK + 1193 pept_RIIEKLK + 1194 pept_IIEKLKMQYDTK + 1195 pept_LKMQYDTKIINLGESDEEIQYDILGLEIK + 1196 pept_MQYDTKIINLGESDEEIQYDILGLEIKYQR + 1197 pept_IINLGESDEEIQYDILGLEIKYQRGK + 1198 pept_YQRGKYMK + 1199 pept_GKYMKLGMENSLTEK + 1200 pept_YMKLGMENSLTEKIPK + 1201 pept_LGMENSLTEKIPKLNVPLNPK + 1202 pept_IPKLNVPLNPKGR + 1203 pept_LNVPLNPKGRK + 1204 pept_GRKLSAPGQPGLYIDQDELEIDEDEYK + 1205 pept_KLSAPGQPGLYIDQDELEIDEDEYKEK + 1206 pept_LSAPGQPGLYIDQDELEIDEDEYKEKVHEMQK + 1207 pept_EKVHEMQKLIGLASYVGYK + 1208 pept_VHEMQKLIGLASYVGYKFR + 1209 pept_LIGLASYVGYKFRFDLLYYINTLAQHILFPSR + 1210 pept_FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR + 1211 pept_FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTRDK + 1212 pept_QVLDMTYELIQFMWDTRDKQLIWHK + 1213 pept_DKQLIWHKHK + 1214 pept_QLIWHKHKTSSDK + 1215 pept_HKTSSDKNI + 1216 pept_ESQQLSQHSPISHGSACASVTSK + 1217 pept_ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK + 1218 pept_ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK + peptide + 1 MESQQLHQNPHSQHGSAYASVTSK + 2 EVPSNQDPLAVSASNLPEFDR + 3 VNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK + 4 NNVLPPHTLTSEENFSTWVK + 5 NSNLGDIIPNDQGEIK + 6 QMTYEEHAYIYNTFQAFAPFHLLPTWVK + 7 QILEINYSDILTVLCK + 8 MQTNNQELK + 9 DWIALANLEYNGSTSADTFEITVSTIIQR + 10 ENNINVSDR + 11 LACQLILK + 12 GLSGDFK + 13 LSQLFAEIQLIYDENK + 14 IMNLNKPSQYK + 15 QHSEYK + 16 TSPNTTNTK + 17 TNSSKPR + 18 AHNIATSSK + 19 VNSDHINESTVSSQYLSDDNELSLRPATER + 20 MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR + 21 EVPSNQDPLAVSASNLPEFDRDSTK + 22 DSTKVNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK + 23 VRNNVLPPHTLTSEENFSTWVK + 24 NNVLPPHTLTSEENFSTWVKFYIR + 25 FYIRFLK + 26 FLKNSNLGDIIPNDQGEIK + 27 NSNLGDIIPNDQGEIKR + 28 RQMTYEEHAYIYNTFQAFAPFHLLPTWVK + 29 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK + 30 QILEINYSDILTVLCKSVSK + 31 SVSKMQTNNQELK + 32 MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR + 33 DWIALANLEYNGSTSADTFEITVSTIIQRLK + 34 LKENNINVSDR + 35 ENNINVSDRLACQLILK + 36 LACQLILKGLSGDFK + 37 GLSGDFKYLR + 38 YLRNQYR + 39 NQYRTK + 40 TKTNMK + 41 TNMKLSQLFAEIQLIYDENK + 42 LSQLFAEIQLIYDENKIMNLNKPSQYK + 43 IMNLNKPSQYKQHSEYK + 44 QHSEYKNVSR + 45 NVSRTSPNTTNTK + 46 TSPNTTNTKVTTR + 47 VTTRNYHR + 48 NYHRTNSSKPR + 49 TNSSKPRAAK + 50 AAKAHNIATSSK + 51 AHNIATSSKFSR + 52 FSRVNSDHINESTVSSQYLSDDNELSLRPATER + 53 VNSDHINESTVSSQYLSDDNELSLRPATERI + 54 MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK + 55 TKVRNNVLPPHTLTSEENFSTWVK + 56 VRNNVLPPHTLTSEENFSTWVKFYIR + 57 NNVLPPHTLTSEENFSTWVKFYIRFLK + 58 FYIRFLKNSNLGDIIPNDQGEIK + 59 FLKNSNLGDIIPNDQGEIKR + 60 NSNLGDIIPNDQGEIKRQMTYEEHAYIYNTFQAFAPFHLLPTWVK + 61 RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK + 62 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCKSVSK + 63 QILEINYSDILTVLCKSVSKMQTNNQELK + 64 SVSKMQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR + 65 MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQRLK + 66 DWIALANLEYNGSTSADTFEITVSTIIQRLKENNINVSDR + 67 LKENNINVSDRLACQLILK + 68 ENNINVSDRLACQLILKGLSGDFK + 69 LACQLILKGLSGDFKYLR + 70 GLSGDFKYLRNQYR + 71 YLRNQYRTK + 72 NQYRTKTNMK + 73 TKTNMKLSQLFAEIQLIYDENK + 74 TNMKLSQLFAEIQLIYDENKIMNLNKPSQYK + 75 LSQLFAEIQLIYDENKIMNLNKPSQYKQHSEYK + 76 IMNLNKPSQYKQHSEYKNVSR + 77 QHSEYKNVSRTSPNTTNTK + 78 NVSRTSPNTTNTKVTTR + 79 TSPNTTNTKVTTRNYHR + 80 VTTRNYHRTNSSKPR + 81 NYHRTNSSKPRAAK + 82 TNSSKPRAAKAHNIATSSK + 83 AAKAHNIATSSKFSR + 84 AHNIATSSKFSRVNSDHINESTVSSQYLSDDNELSLRPATER + 85 FSRVNSDHINESTVSSQYLSDDNELSLRPATERI + 86 ESQQLHQNPHSQHGSAYASVTSK + 87 ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR + 88 ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK + 89 MTIESTLAR + 90 ELESLILPADSIVNVVDQFQEELLSR + 91 LQTNTISMLPQCLVPDK + 92 WNPEDK + 93 ILTIDFGGTR + 94 FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR + 95 LAANGYIK + 96 NESSEASK + 97 FFVSVTFSFPLNPEGEVVAMGK + 98 GFVMTDTLQGSTVK + 99 QLIQSSFHR + 100 IISENIEEFFCTMNVCHVINDAIAVSLTSK + 101 FICENDSISLIIGTGTNACFEVPYGYLPPFK + 102 ETLPSSYNK + 103 ETLNFK + 104 HVLINSEIGFIGK + 105 NVIALQPFDIHGAISYEMPLECVTSGK + 106 WLPLSLK + 107 NILLQYNIIPK + 108 NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR + 109 AAFYVAAIVQAIDIITGCK + 110 NYNFIHIGYVGSFLHNSNFYR + 111 YYSSIHIK + 112 LQFLNHSNLLGAAIATYLNK + 113 SDNQVQ + 114 MTIESTLARELESLILPADSIVNVVDQFQEELLSR + 115 ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDK + 116 LQTNTISMLPQCLVPDKR + 117 SRWNPEDK + 118 WNPEDKILTIDFGGTR + 119 ILTIDFGGTRLK + 120 LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR + 121 FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK + 122 LAANGYIKK + 123 KNESSEASK + 124 NESSEASKFFVSVTFSFPLNPEGEVVAMGK + 125 FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK + 126 GFVMTDTLQGSTVKQLIQSSFHR + 127 QLIQSSFHRIISENIEEFFCTMNVCHVINDAIAVSLTSK + 128 FICENDSISLIIGTGTNACFEVPYGYLPPFKR + 129 DALRETLPSSYNK + 130 ETLPSSYNKETLNFK + 131 ETLNFKHVLINSEIGFIGK + 132 HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK + 133 NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK + 134 WLPLSLKNILLQYNIIPK + 135 NILLQYNIIPKNFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR + 136 NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIK + 137 RAAFYVAAIVQAIDIITGCK + 138 AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR + 139 NYNFIHIGYVGSFLHNSNFYREQIK + 140 EQIKYYSSIHIK + 141 YYSSIHIKLQFLNHSNLLGAAIATYLNK + 142 LQFLNHSNLLGAAIATYLNKSDNQVQ + 143 ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDKR + 144 LQTNTISMLPQCLVPDKRSR + 145 RSRWNPEDK + 146 SRWNPEDKILTIDFGGTR + 147 WNPEDKILTIDFGGTRLK + 148 LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK + 149 FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIKK + 150 LAANGYIKKK + 151 KKNESSEASK + 152 KNESSEASKFFVSVTFSFPLNPEGEVVAMGK + 153 NESSEASKFFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK + 154 FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVKQLIQSSFHR + 155 FICENDSISLIIGTGTNACFEVPYGYLPPFKRDALR + 156 RDALRETLPSSYNK + 157 DALRETLPSSYNKETLNFK + 158 ETLPSSYNKETLNFKHVLINSEIGFIGK + 159 ETLNFKHVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK + 160 HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK + 161 NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLKNILLQYNIIPK + 162 NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIKR + 163 LLIKRAAFYVAAIVQAIDIITGCK + 164 RAAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR + 165 AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYREQIK + 166 NYNFIHIGYVGSFLHNSNFYREQIKYYSSIHIK + 167 EQIKYYSSIHIKLQFLNHSNLLGAAIATYLNK + 168 YYSSIHIKLQFLNHSNLLGAAIATYLNKSDNQVQ + 169 TIESTLAR + 170 TIESTLARELESLILPADSIVNVVDQFQEELLSR + 171 EVGTYECEGER + 172 DTYSFFTSLSDIQDSSSNEEQCGVGSILSEDSFTFEGSNVSIR + 173 LFSLDLNALNENENGSK + 174 FTIPPK + 175 VAVLPENSR + 176 NYLVESSMDSSR + 177 EYSQPFFDWR + 178 HEMVEHGEESVKPCGCHK + 179 ELEMENIEK + 180 DIIEWCR + 181 DYEVNK + 182 EVCVPSIHEFYLHGNGSDNLF + 183 MGKACLNK + 184 ACLNKEVGTYECEGER + 185 LFSLDLNALNENENGSKNPVK + 186 NPVKFTIPPK + 187 FTIPPKIEQR + 188 RVAVLPENSR + 189 VAVLPENSRNYLVESSMDSSR + 190 NYLVESSMDSSREYSQPFFDWR + 191 EYSQPFFDWRHEMVEHGEESVKPCGCHK + 192 HEMVEHGEESVKPCGCHKSR + 193 CFKELEMENIEK + 194 ELEMENIEKGDIK + 195 KSLFYR + 196 SLFYRDIIEWCR + 197 DIIEWCRDYEVNK + 198 DYEVNKTR + 199 TREVCVPSIHEFYLHGNGSDNLF + 200 MGKACLNKEVGTYECEGER + 201 LFSLDLNALNENENGSKNPVKFTIPPK + 202 NPVKFTIPPKIEQR + 203 FTIPPKIEQRK + 204 IEQRKEAR + 205 KEARQR + 206 EARQREK + 207 LRRVAVLPENSR + 208 RVAVLPENSRNYLVESSMDSSR + 209 VAVLPENSRNYLVESSMDSSREYSQPFFDWR + 210 NYLVESSMDSSREYSQPFFDWRHEMVEHGEESVKPCGCHK + 211 EYSQPFFDWRHEMVEHGEESVKPCGCHKSR + 212 HEMVEHGEESVKPCGCHKSRK + 213 KAKCFK + 214 AKCFKELEMENIEK + 215 CFKELEMENIEKGDIK + 216 ELEMENIEKGDIKK + 217 GDIKKSLFYR + 218 KSLFYRDIIEWCR + 219 SLFYRDIIEWCRDYEVNK + 220 DIIEWCRDYEVNKTR + 221 DYEVNKTREVCVPSIHEFYLHGNGSDNLF + 222 GKACLNK + 223 GKACLNKEVGTYECEGER + 224 MESQQLSQHSPISHGSACASVTSK + 225 EVHTNQDPLDVSASK + 226 TEECEK + 227 YVRPPPMLTSPNDFPNWVK + 228 FLQNSNLGGIIPTVNGKPVR + 229 QITDDELTFLYNTFQIFAPSQFLPTWVK + 230 DILSVDYTDIMK + 231 MQSDTQEANDIVTLANLQYNGSTPADAFETK + 232 VTNIIDR + 233 LNNNGIHINNK + 234 VACQLIMR + 235 GLSGEYK + 236 HLNMTVAELFLDIHAIYEEQQGSR + 237 NSKPNYR + 238 NPSDEK + 239 SYTNTTKPK + 240 AHNVSTSNNSPSTDNDSISK + 241 STTEPIQLNNK + 242 HDLHLRPETY + 243 MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK + 244 EVHTNQDPLDVSASKTEECEK + 245 TEECEKASTK + 246 KYVRPPPMLTSPNDFPNWVK + 247 YVRPPPMLTSPNDFPNWVKTYIK + 248 TYIKFLQNSNLGGIIPTVNGKPVR + 249 FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK + 250 QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK + 251 DILSVDYTDIMKILSK + 252 ILSKSIEK + 253 SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 254 MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 255 VTNIIDRLNNNGIHINNK + 256 LNNNGIHINNKVACQLIMR + 257 VACQLIMRGLSGEYK + 258 GLSGEYKFLR + 259 FLRYTR + 260 HRHLNMTVAELFLDIHAIYEEQQGSR + 261 HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 262 NSKPNYRR + 263 RNPSDEK + 264 NPSDEKNDSR + 265 NDSRSYTNTTKPK + 266 SYTNTTKPKVIAR + 267 VIARNPQK + 268 NPQKTNNSK + 269 TNNSKSK + 270 TARAHNVSTSNNSPSTDNDSISK + 271 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 272 STTEPIQLNNKHDLHLRPETY + 273 MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK + 274 EVHTNQDPLDVSASKTEECEKASTK + 275 KYVRPPPMLTSPNDFPNWVKTYIK + 276 YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + 277 QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK + 278 DILSVDYTDIMKILSKSIEK + 279 ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 280 SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 281 MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK + 282 VTNIIDRLNNNGIHINNKVACQLIMR + 283 LNNNGIHINNKVACQLIMRGLSGEYK + 284 VACQLIMRGLSGEYKFLR + 285 GLSGEYKFLRYTR + 286 FLRYTRHR + 287 YTRHRHLNMTVAELFLDIHAIYEEQQGSR + 288 HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 289 HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR + 290 NSKPNYRRNPSDEK + 291 RNPSDEKNDSR + 292 NPSDEKNDSRSYTNTTKPK + 293 NDSRSYTNTTKPKVIAR + 294 SYTNTTKPKVIARNPQK + 295 VIARNPQKTNNSK + 296 NPQKTNNSKSK + 297 TNNSKSKTAR + 298 SKTARAHNVSTSNNSPSTDNDSISK + 299 TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 300 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPETY + 301 ESQQLSQHSPISHGSACASVTSK + 302 ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK + 303 ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK + 304 MESQQLHQNPHSLHGSAAASVTSK + 305 EVPSNQDPLAVSASNLPEFDR + 306 VNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK + 307 NNVLPPHTLTSEENFSTWVK + 308 NSNLGDIIPNDQGEIK + 309 QMTYEEHAYIYNTFQAFAPFHLLPTWVK + 310 QILEINYADILTVLCK + 311 MQTNNQELK + 312 DWIALANLEYDGSTSADTFEITVSTIIQR + 313 ENNINVSDR + 314 LACQLILK + 315 GLSGDFK + 316 LSQLFAEIQLIYDENK + 317 IMNLNKPSQYK + 318 QHSEYK + 319 TSPNTTNTK + 320 TNSSKPR + 321 AHNIATSSK + 322 VNNDHINESTVSSQYLSDDNELSLGQQQK + 323 ESKPTR + 324 TIDSNDELPDHLLIDSGASQTLVR + 325 SAHYLHHATPNSEINIVDAQK + 326 QDIPINAIGNLHFNFQNGTK + 327 ALHTPNIAYDLLSLSELANQNITACFTR + 328 SDGTVLAPIVK + 329 HGDFYWLSK + 330 YLIPSHISK + 331 LTINNVNK + 332 YPYPLIHR + 333 MLGHANFR + 334 NAVTYLK + 335 ESDIEWSNASTYQCPDCLIGK + 336 YQESYEPFQYLHTDIFGPVHHLPK + 337 SAPSYFISFTDEK + 338 FQWVYPLHDR + 339 EESILNVFTSILAFIK + 340 NQFNAR + 341 VLVIQMDR + 342 GSEYTNK + 343 GITACYTTTADSR + 344 AHGVAER + 345 TLLNDCR + 346 TLLHCSGLPNHLWFSAVEFSTIIR + 347 NSLVSPK + 348 QHAGLAGLDITTILPFGQPVIVNNHNPDSK + 349 GIPGYALHPSR + 350 NSYGYIIYLPSLK + 351 TVDTTNYVILQDNQSK + 352 LDQFNYDTLTFDDDLNR + 353 EVDADISEYNILPSTIR + 354 TPHIINK + 355 ESTEMGGTIESDTTSPR + 356 HSSTFTAR + 357 RPGSPNDMIDLTSQDR + 358 VNYGLENIK + 359 LGGTEEPYIQR + 360 NSDTNIK + 361 TTNSTPSIDDR + 362 SSNSESTTPIISIETK + 363 AVCDNTPSIDTDPPEYR + 364 SSDHATPNIMPDK + 365 NVTADSILDDLPLPDLTNK + 366 SPTDTSDVSK + 367 DIPHIHSR + 368 QTNSSLGGMDDSNVLTTTK + 369 SLEDNETEIEVSR + 370 DTWNNK + 371 SLEPPR + 372 INLIAAIK + 373 SIKPVR + 374 YDEAITYNK + 375 YVEAYHK + 376 EISQLLK + 377 MNTWDTNK + 378 NDIDPK + 379 VINSMFIFNK + 380 EELYIRPPPHLGLNDK + 381 SLYGLK + 382 QSGANWYETIK + 383 SYLINCCDMQEVR + 384 GWSCVFK + 385 NSQVTICLFVDDMILFSK + 386 DLNANK + 387 IITTLK + 388 IINLGEGDNEIQYDILGLEIK + 389 LNVPLNPK + 390 APGQPGHYIDQDELEIDEDEYK + 391 VHEMQK + 392 LIGLASYVGYK + 393 FDLLYYINTLAQHILFPSR + 394 QVLDMTYELIQFIWNTR + 395 QLIWHK + 396 SKPVKPTNK + 397 LVVISDASYGNQPYYK + 398 SQIGNIYLLNGK + 399 ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK + 400 GLLTDSR + 401 STISIIK + 402 STNEEK + 403 DEVSGNNLYVYYIETK + 404 MNIADVMTKPLPIK + 405 MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR + 406 EVPSNQDPLAVSASNLPEFDRDSTK + 407 DSTKVNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK + 408 VRNNVLPPHTLTSEENFSTWVK + 409 NNVLPPHTLTSEENFSTWVKFYIR + 410 FYIRFLK + 411 FLKNSNLGDIIPNDQGEIK + 412 NSNLGDIIPNDQGEIKR + 413 RQMTYEEHAYIYNTFQAFAPFHLLPTWVK + 414 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK + 415 QILEINYADILTVLCKSVSK + 416 SVSKMQTNNQELK + 417 MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR + 418 DWIALANLEYDGSTSADTFEITVSTIIQRLK + 419 LKENNINVSDR + 420 ENNINVSDRLACQLILK + 421 LACQLILKGLSGDFK + 422 GLSGDFKYLR + 423 YLRNQYR + 424 NQYRTK + 425 TKTNMK + 426 TNMKLSQLFAEIQLIYDENK + 427 LSQLFAEIQLIYDENKIMNLNKPSQYK + 428 IMNLNKPSQYKQHSEYK + 429 QHSEYKNVSR + 430 NVSRTSPNTTNTK + 431 TSPNTTNTKVTSR + 432 VTSRNYHR + 433 NYHRTNSSKPR + 434 TNSSKPRAAK + 435 AAKAHNIATSSK + 436 AHNIATSSKFSR + 437 FSRVNNDHINESTVSSQYLSDDNELSLGQQQK + 438 VNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR + 439 ESKPTRTIDSNDELPDHLLIDSGASQTLVR + 440 TIDSNDELPDHLLIDSGASQTLVRSAHYLHHATPNSEINIVDAQK + 441 SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTK + 442 QDIPINAIGNLHFNFQNGTKTSIK + 443 TSIKALHTPNIAYDLLSLSELANQNITACFTR + 444 ALHTPNIAYDLLSLSELANQNITACFTRNTLER + 445 NTLERSDGTVLAPIVK + 446 SDGTVLAPIVKHGDFYWLSK + 447 HGDFYWLSKK + 448 KYLIPSHISK + 449 YLIPSHISKLTINNVNK + 450 LTINNVNKSK + 451 SKSVNK + 452 SVNKYPYPLIHR + 453 YPYPLIHRMLGHANFR + 454 MLGHANFRSIQK + 455 SIQKSLK + 456 KNAVTYLK + 457 NAVTYLKESDIEWSNASTYQCPDCLIGK + 458 ESDIEWSNASTYQCPDCLIGKSTK + 459 HIKGSR + 460 LKYQESYEPFQYLHTDIFGPVHHLPK + 461 YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK + 462 SAPSYFISFTDEKTR + 463 TRFQWVYPLHDR + 464 FQWVYPLHDRR + 465 REESILNVFTSILAFIK + 466 EESILNVFTSILAFIKNQFNAR + 467 NQFNARVLVIQMDR + 468 VLVIQMDRGSEYTNK + 469 GSEYTNKTLHK + 470 TLHKFFTNR + 471 FFTNRGITACYTTTADSR + 472 GITACYTTTADSRAHGVAER + 473 AHGVAERLNR + 474 LNRTLLNDCR + 475 TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR + 476 TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK + 477 NSLVSPKNDK + 478 NDKSAR + 479 SARQHAGLAGLDITTILPFGQPVIVNNHNPDSK + 480 QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR + 481 IHPRGIPGYALHPSR + 482 GIPGYALHPSRNSYGYIIYLPSLK + 483 NSYGYIIYLPSLKK + 484 KTVDTTNYVILQDNQSK + 485 TVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR + 486 EPVQKVR + 487 APKEVDADISEYNILPSTIR + 488 EVDADISEYNILPSTIRSR + 489 SRTPHIINK + 490 TPHIINKESTEMGGTIESDTTSPR + 491 ESTEMGGTIESDTTSPRHSSTFTAR + 492 HSSTFTARNQK + 493 NQKRPGSPNDMIDLTSQDR + 494 RPGSPNDMIDLTSQDRVNYGLENIK + 495 VNYGLENIKTTR + 496 TTRLGGTEEPYIQR + 497 LGGTEEPYIQRNSDTNIK + 498 NSDTNIKYR + 499 YRTTNSTPSIDDR + 500 TTNSTPSIDDRSSNSESTTPIISIETK + 501 SSNSESTTPIISIETKAVCDNTPSIDTDPPEYR + 502 AVCDNTPSIDTDPPEYRSSDHATPNIMPDK + 503 SSDHATPNIMPDKSSK + 504 SSKNVTADSILDDLPLPDLTNK + 505 NVTADSILDDLPLPDLTNKSPTDTSDVSK + 506 SPTDTSDVSKDIPHIHSR + 507 DIPHIHSRQTNSSLGGMDDSNVLTTTK + 508 QTNSSLGGMDDSNVLTTTKSK + 509 RSLEDNETEIEVSR + 510 SLEDNETEIEVSRDTWNNK + 511 DTWNNKNMR + 512 NMRSLEPPR + 513 SLEPPRSK + 514 RINLIAAIK + 515 INLIAAIKGVK + 516 GVKSIKPVR + 517 SIKPVRTTLR + 518 TTLRYDEAITYNK + 519 YDEAITYNKDNK + 520 DRYVEAYHK + 521 YVEAYHKEISQLLK + 522 EISQLLKMNTWDTNK + 523 MNTWDTNKYYDR + 524 YYDRNDIDPK + 525 NDIDPKK + 526 KVINSMFIFNK + 527 VINSMFIFNKK + 528 RDGTHK + 529 DGTHKAR + 530 ARFVAR + 531 EELYIRPPPHLGLNDKLLR + 532 KSLYGLK + 533 SLYGLKQSGANWYETIK + 534 QSGANWYETIKSYLINCCDMQEVR + 535 SYLINCCDMQEVRGWSCVFK + 536 GWSCVFKNSQVTICLFVDDMILFSK + 537 NSQVTICLFVDDMILFSKDLNANK + 538 DLNANKK + 539 KIITTLK + 540 IITTLKK + 541 KQYDTK + 542 QYDTKIINLGEGDNEIQYDILGLEIK + 543 IINLGEGDNEIQYDILGLEIKYQR + 544 YMKLGMEK + 545 LGMEKSLTEK + 546 SLTEKLPK + 547 LPKLNVPLNPK + 548 LNVPLNPKGK + 549 LRAPGQPGHYIDQDELEIDEDEYK + 550 APGQPGHYIDQDELEIDEDEYKEK + 551 EKVHEMQK + 552 VHEMQKLIGLASYVGYK + 553 LIGLASYVGYKFR + 554 FRFDLLYYINTLAQHILFPSR + 555 FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR + 556 QVLDMTYELIQFIWNTRDK + 557 DKQLIWHK + 558 QLIWHKSKPVKPTNK + 559 SKPVKPTNKLVVISDASYGNQPYYK + 560 LVVISDASYGNQPYYKSQIGNIYLLNGK + 561 SQIGNIYLLNGKVIGGK + 562 VIGGKSTK + 563 STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK + 564 ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK + 565 KPIIKGLLTDSR + 566 GLLTDSRSTISIIK + 567 STISIIKSTNEEK + 568 STNEEKFR + 569 NRFFGTK + 570 FFGTKAMR + 571 LRDEVSGNNLYVYYIETK + 572 DEVSGNNLYVYYIETKMNIADVMTKPLPIK + 573 MNIADVMTKPLPIKTFK + 574 TFKLLTNK + 575 LLTNKWIH + 576 MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK + 577 TKVRNNVLPPHTLTSEENFSTWVK + 578 VRNNVLPPHTLTSEENFSTWVKFYIR + 579 NNVLPPHTLTSEENFSTWVKFYIRFLK + 580 FYIRFLKNSNLGDIIPNDQGEIK + 581 FLKNSNLGDIIPNDQGEIKR + 582 NSNLGDIIPNDQGEIKRQMTYEEHAYIYNTFQAFAPFHLLPTWVK + 583 RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK + 584 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCKSVSK + 585 QILEINYADILTVLCKSVSKMQTNNQELK + 586 SVSKMQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR + 587 MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQRLK + 588 DWIALANLEYDGSTSADTFEITVSTIIQRLKENNINVSDR + 589 LKENNINVSDRLACQLILK + 590 ENNINVSDRLACQLILKGLSGDFK + 591 LACQLILKGLSGDFKYLR + 592 GLSGDFKYLRNQYR + 593 YLRNQYRTK + 594 NQYRTKTNMK + 595 TKTNMKLSQLFAEIQLIYDENK + 596 TNMKLSQLFAEIQLIYDENKIMNLNKPSQYK + 597 LSQLFAEIQLIYDENKIMNLNKPSQYKQHSEYK + 598 IMNLNKPSQYKQHSEYKNVSR + 599 QHSEYKNVSRTSPNTTNTK + 600 NVSRTSPNTTNTKVTSR + 601 TSPNTTNTKVTSRNYHR + 602 VTSRNYHRTNSSKPR + 603 NYHRTNSSKPRAAK + 604 TNSSKPRAAKAHNIATSSK + 605 AAKAHNIATSSKFSR + 606 AHNIATSSKFSRVNNDHINESTVSSQYLSDDNELSLGQQQK + 607 FSRVNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR + 608 SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTKTSIK + 609 TSIKALHTPNIAYDLLSLSELANQNITACFTRNTLER + 610 ALHTPNIAYDLLSLSELANQNITACFTRNTLERSDGTVLAPIVK + 611 NTLERSDGTVLAPIVKHGDFYWLSK + 612 SDGTVLAPIVKHGDFYWLSKK + 613 HGDFYWLSKKYLIPSHISK + 614 KYLIPSHISKLTINNVNK + 615 YLIPSHISKLTINNVNKSK + 616 LTINNVNKSKSVNK + 617 SKSVNKYPYPLIHR + 618 SVNKYPYPLIHRMLGHANFR + 619 YPYPLIHRMLGHANFRSIQK + 620 MLGHANFRSIQKSLK + 621 SIQKSLKK + 622 SLKKNAVTYLK + 623 KNAVTYLKESDIEWSNASTYQCPDCLIGK + 624 NAVTYLKESDIEWSNASTYQCPDCLIGKSTK + 625 ESDIEWSNASTYQCPDCLIGKSTKHR + 626 STKHRHIK + 627 HRHIKGSR + 628 HIKGSRLK + 629 GSRLKYQESYEPFQYLHTDIFGPVHHLPK + 630 LKYQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK + 631 YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEKTR + 632 SAPSYFISFTDEKTRFQWVYPLHDR + 633 TRFQWVYPLHDRR + 634 FQWVYPLHDRREESILNVFTSILAFIK + 635 REESILNVFTSILAFIKNQFNAR + 636 EESILNVFTSILAFIKNQFNARVLVIQMDR + 637 NQFNARVLVIQMDRGSEYTNK + 638 VLVIQMDRGSEYTNKTLHK + 639 GSEYTNKTLHKFFTNR + 640 TLHKFFTNRGITACYTTTADSR + 641 FFTNRGITACYTTTADSRAHGVAER + 642 GITACYTTTADSRAHGVAERLNR + 643 AHGVAERLNRTLLNDCR + 644 LNRTLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR + 645 TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK + 646 TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPKNDK + 647 NSLVSPKNDKSAR + 648 NDKSARQHAGLAGLDITTILPFGQPVIVNNHNPDSK + 649 SARQHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR + 650 QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPRGIPGYALHPSR + 651 IHPRGIPGYALHPSRNSYGYIIYLPSLK + 652 GIPGYALHPSRNSYGYIIYLPSLKK + 653 NSYGYIIYLPSLKKTVDTTNYVILQDNQSK + 654 KTVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR + 655 EPVQKVRAPK + 656 VRAPKEVDADISEYNILPSTIR + 657 APKEVDADISEYNILPSTIRSR + 658 EVDADISEYNILPSTIRSRTPHIINK + 659 SRTPHIINKESTEMGGTIESDTTSPR + 660 TPHIINKESTEMGGTIESDTTSPRHSSTFTAR + 661 ESTEMGGTIESDTTSPRHSSTFTARNQK + 662 HSSTFTARNQKRPGSPNDMIDLTSQDR + 663 NQKRPGSPNDMIDLTSQDRVNYGLENIK + 664 RPGSPNDMIDLTSQDRVNYGLENIKTTR + 665 VNYGLENIKTTRLGGTEEPYIQR + 666 TTRLGGTEEPYIQRNSDTNIK + 667 LGGTEEPYIQRNSDTNIKYR + 668 NSDTNIKYRTTNSTPSIDDR + 669 YRTTNSTPSIDDRSSNSESTTPIISIETK + 670 TTNSTPSIDDRSSNSESTTPIISIETKAVCDNTPSIDTDPPEYR + 671 SSNSESTTPIISIETKAVCDNTPSIDTDPPEYRSSDHATPNIMPDK + 672 AVCDNTPSIDTDPPEYRSSDHATPNIMPDKSSK + 673 SSDHATPNIMPDKSSKNVTADSILDDLPLPDLTNK + 674 SSKNVTADSILDDLPLPDLTNKSPTDTSDVSK + 675 NVTADSILDDLPLPDLTNKSPTDTSDVSKDIPHIHSR + 676 SPTDTSDVSKDIPHIHSRQTNSSLGGMDDSNVLTTTK + 677 DIPHIHSRQTNSSLGGMDDSNVLTTTKSK + 678 QTNSSLGGMDDSNVLTTTKSKK + 679 KRSLEDNETEIEVSR + 680 RSLEDNETEIEVSRDTWNNK + 681 SLEDNETEIEVSRDTWNNKNMR + 682 DTWNNKNMRSLEPPR + 683 NMRSLEPPRSK + 684 SLEPPRSKK + 685 KRINLIAAIK + 686 RINLIAAIKGVK + 687 INLIAAIKGVKSIKPVR + 688 GVKSIKPVRTTLR + 689 SIKPVRTTLRYDEAITYNK + 690 TTLRYDEAITYNKDNK + 691 YDEAITYNKDNKEK + 692 DNKEKDR + 693 EKDRYVEAYHK + 694 DRYVEAYHKEISQLLK + 695 YVEAYHKEISQLLKMNTWDTNK + 696 EISQLLKMNTWDTNKYYDR + 697 MNTWDTNKYYDRNDIDPK + 698 YYDRNDIDPKK + 699 NDIDPKKVINSMFIFNK + 700 KVINSMFIFNKK + 701 VINSMFIFNKKR + 702 KRDGTHK + 703 RDGTHKAR + 704 DGTHKARFVAR + 705 EELYIRPPPHLGLNDKLLRLR + 706 LLRLRK + 707 LRKSLYGLK + 708 KSLYGLKQSGANWYETIK + 709 SLYGLKQSGANWYETIKSYLINCCDMQEVR + 710 QSGANWYETIKSYLINCCDMQEVRGWSCVFK + 711 SYLINCCDMQEVRGWSCVFKNSQVTICLFVDDMILFSK + 712 GWSCVFKNSQVTICLFVDDMILFSKDLNANK + 713 NSQVTICLFVDDMILFSKDLNANKK + 714 DLNANKKIITTLK + 715 KIITTLKK + 716 IITTLKKQYDTK + 717 KQYDTKIINLGEGDNEIQYDILGLEIK + 718 QYDTKIINLGEGDNEIQYDILGLEIKYQR + 719 IINLGEGDNEIQYDILGLEIKYQRSK + 720 YQRSKYMK + 721 SKYMKLGMEK + 722 YMKLGMEKSLTEK + 723 LGMEKSLTEKLPK + 724 SLTEKLPKLNVPLNPK + 725 LPKLNVPLNPKGK + 726 LNVPLNPKGKK + 727 KLRAPGQPGHYIDQDELEIDEDEYK + 728 LRAPGQPGHYIDQDELEIDEDEYKEK + 729 APGQPGHYIDQDELEIDEDEYKEKVHEMQK + 730 EKVHEMQKLIGLASYVGYK + 731 VHEMQKLIGLASYVGYKFR + 732 LIGLASYVGYKFRFDLLYYINTLAQHILFPSR + 733 FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR + 734 FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTRDK + 735 QVLDMTYELIQFIWNTRDKQLIWHK + 736 DKQLIWHKSKPVKPTNK + 737 QLIWHKSKPVKPTNKLVVISDASYGNQPYYK + 738 SKPVKPTNKLVVISDASYGNQPYYKSQIGNIYLLNGK + 739 LVVISDASYGNQPYYKSQIGNIYLLNGKVIGGK + 740 SQIGNIYLLNGKVIGGKSTK + 741 VIGGKSTKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK + 742 STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK + 743 ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIKGLLTDSR + 744 KPIIKGLLTDSRSTISIIK + 745 GLLTDSRSTISIIKSTNEEK + 746 STISIIKSTNEEKFR + 747 STNEEKFRNR + 748 FRNRFFGTK + 749 NRFFGTKAMR + 750 FFGTKAMRLR + 751 AMRLRDEVSGNNLYVYYIETK + 752 LRDEVSGNNLYVYYIETKMNIADVMTKPLPIK + 753 DEVSGNNLYVYYIETKMNIADVMTKPLPIKTFK + 754 MNIADVMTKPLPIKTFKLLTNK + 755 TFKLLTNKWIH + 756 ESQQLHQNPHSLHGSAAASVTSK + 757 ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR + 758 ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK + 759 MESQQLSNYPHISHGSACASVTSK + 760 EVHTNQDPLDVSASK + 761 IQEYDK + 762 YVRPPPMLTSPNDFPNWVK + 763 FLQNSNLGGIIPTVNGKPVR + 764 QITDDELTFLYNTFQIFAPSQFLPTWVK + 765 DILSVDYTDIMK + 766 MQSDTQEANDIVTLANLQYNGSTPADAFETK + 767 VTNIIDR + 768 LNNNGIHINNK + 769 VACQLIMR + 770 GLSGEYK + 771 HLNMTVAELFLDIHAIYEEQQGSR + 772 NSKPNYR + 773 NPSDEK + 774 SYTNTTKPK + 775 AHNVSTSNNSPSTDNDSISK + 776 STTEPIQLNNK + 777 HDLHLRPGTY + 778 MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK + 779 EVHTNQDPLDVSASKIQEYDK + 780 IQEYDKASTK + 781 KYVRPPPMLTSPNDFPNWVK + 782 YVRPPPMLTSPNDFPNWVKTYIK + 783 TYIKFLQNSNLGGIIPTVNGKPVR + 784 FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK + 785 QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK + 786 DILSVDYTDIMKILSK + 787 ILSKSIEK + 788 SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 789 MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 790 VTNIIDRLNNNGIHINNK + 791 LNNNGIHINNKVACQLIMR + 792 VACQLIMRGLSGEYK + 793 GLSGEYKFLR + 794 FLRYTR + 795 HRHLNMTVAELFLDIHAIYEEQQGSR + 796 HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 797 NSKPNYRR + 798 RNPSDEK + 799 NPSDEKNDSR + 800 NDSRSYTNTTKPK + 801 SYTNTTKPKVIAR + 802 VIARNPQK + 803 NPQKTNNSK + 804 TNNSKSK + 805 TARAHNVSTSNNSPSTDNDSISK + 806 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 807 STTEPIQLNNKHDLHLRPGTY + 808 MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK + 809 EVHTNQDPLDVSASKIQEYDKASTK + 810 KYVRPPPMLTSPNDFPNWVKTYIK + 811 YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + 812 QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK + 813 DILSVDYTDIMKILSKSIEK + 814 ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 815 SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 816 MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK + 817 VTNIIDRLNNNGIHINNKVACQLIMR + 818 LNNNGIHINNKVACQLIMRGLSGEYK + 819 VACQLIMRGLSGEYKFLR + 820 GLSGEYKFLRYTR + 821 FLRYTRHR + 822 YTRHRHLNMTVAELFLDIHAIYEEQQGSR + 823 HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 824 HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR + 825 NSKPNYRRNPSDEK + 826 RNPSDEKNDSR + 827 NPSDEKNDSRSYTNTTKPK + 828 NDSRSYTNTTKPKVIAR + 829 SYTNTTKPKVIARNPQK + 830 VIARNPQKTNNSK + 831 NPQKTNNSKSK + 832 TNNSKSKTAR + 833 SKTARAHNVSTSNNSPSTDNDSISK + 834 TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 835 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPGTY + 836 ESQQLSNYPHISHGSACASVTSK + 837 ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK + 838 ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK + 839 MESQQLSQHSPISHGSACASVTSK + 840 EVHTNQDPLDVSASK + 841 TEECEK + 842 YVRPPPMLTSPNDFPNWVK + 843 FLQNSNLGGIIPTVNGKPVR + 844 QITDDELTFLYNTFQIFAPSQFLPTWVK + 845 DILSVDYTDIMK + 846 MQSDTQEANDIVTLANLQYNGSTPADAFETK + 847 VTNIIDR + 848 LNNNGIHINNK + 849 VACQLIMR + 850 GLSGEYK + 851 HLNMTVAELFLDIHAIYEEQQGSR + 852 NSKPNYR + 853 NPSDEK + 854 SYTNTTKPK + 855 AHNVSTSNNSPSTDNDSISK + 856 STTEPIQLNNK + 857 HDLHLGQK + 858 LTESTVNHTNHSDDELPGHLLLDSGASR + 859 SAHHIHSASSNPDINVVDAQK + 860 NIPINAIGDLQFHFQDNTK + 861 VLHTPNIAYDLLSLNELAAVDITACFTK + 862 SDGTVLAPIVK + 863 YGDFYWVSK + 864 YLLPSNISVPTINNVHTSESTR + 865 YPYPFIHR + 866 MLAHANAQTIR + 867 NNTITYFNESDVDWSSAIDYQCPDCLIGK + 868 YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK + 869 WVYPLHDR + 870 EDSILDVFTTILAFIK + 871 NQFQASVLVIQMDR + 872 GSEYTNR + 873 NGITPCYTTTADSR + 874 AHGVAER + 875 TLLDDCR + 876 TQLQCSGLPNHLWFSAIEFSTIVR + 877 NSLASPK + 878 QHAGLAGLDISTLLPFGQPVIVNDHNPNSK + 879 GIPGYALHPSR + 880 NSYGYIIYLPSLK + 881 TVDTTNYVILQGK + 882 LDQFNYDALTFDEDLNR + 883 LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPR + 884 AVSPTDSTPPSTHTEDSK + 885 EVDPNISESNILPSK + 886 SSTPQISNIESTGSGGMHK + 887 LNVPLLAPMSQSNTHESSHASK + 888 HSDSYSENETNHTNVPISSTGGTNNK + 889 TVPQISDQETEK + 890 SPSIDASPPENNSSHNIVPIK + 891 TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFK + 892 ELPPINSR + 893 QTNSSLGGIGDSNAYTTINSK + 894 SLEDNETEIK + 895 DTWNTK + 896 SLEPPR + 897 IHLIAAVK + 898 SIKPIR + 899 YDEAITYNK + 900 YIEAYHK + 901 EVNQLLK + 902 TWDTDEYYDR + 903 VINSMFIFNK + 904 EELYIRPPPHLGMNDK + 905 SLYGLK + 906 QSGANWYETIK + 907 SYLIQQCGMEEVR + 908 GWSCVFK + 909 NSQVTICLFVDDMVLFSK + 910 NLNSNK + 911 MQYDTK + 912 IINLGESDEEIQYDILGLEIK + 913 LGMENSLTEK + 914 LNVPLNPK + 915 LSAPGQPGLYIDQDELEIDEDEYK + 916 VHEMQK + 917 LIGLASYVGYK + 918 FDLLYYINTLAQHILFPSR + 919 QVLDMTYELIQFMWDTR + 920 QLIWHK + 921 MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK + 922 EVHTNQDPLDVSASKTEECEK + 923 TEECEKASTK + 924 KYVRPPPMLTSPNDFPNWVK + 925 YVRPPPMLTSPNDFPNWVKTYIK + 926 TYIKFLQNSNLGGIIPTVNGKPVR + 927 FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK + 928 QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK + 929 DILSVDYTDIMKILSK + 930 ILSKSIEK + 931 SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 932 MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 933 VTNIIDRLNNNGIHINNK + 934 LNNNGIHINNKVACQLIMR + 935 VACQLIMRGLSGEYK + 936 GLSGEYKFLR + 937 FLRYTR + 938 HRHLNMTVAELFLDIHAIYEEQQGSR + 939 HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 940 NSKPNYRR + 941 RNPSDEK + 942 NPSDEKNDSR + 943 NDSRSYTNTTKPK + 944 SYTNTTKPKVIAR + 945 VIARNPQK + 946 NPQKTNNSK + 947 TNNSKSK + 948 TARAHNVSTSNNSPSTDNDSISK + 949 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 950 STTEPIQLNNKHDLHLGQK + 951 HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR + 952 LTESTVNHTNHSDDELPGHLLLDSGASRTLIR + 953 TLIRSAHHIHSASSNPDINVVDAQK + 954 SAHHIHSASSNPDINVVDAQKR + 955 RNIPINAIGDLQFHFQDNTK + 956 NIPINAIGDLQFHFQDNTKTSIK + 957 TSIKVLHTPNIAYDLLSLNELAAVDITACFTK + 958 VLHTPNIAYDLLSLNELAAVDITACFTKNVLER + 959 NVLERSDGTVLAPIVK + 960 SDGTVLAPIVKYGDFYWVSK + 961 YGDFYWVSKK + 962 KYLLPSNISVPTINNVHTSESTR + 963 YLLPSNISVPTINNVHTSESTRK + 964 KYPYPFIHR + 965 YPYPFIHRMLAHANAQTIR + 966 MLAHANAQTIRYSLK + 967 YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK + 968 NNTITYFNESDVDWSSAIDYQCPDCLIGKSTK + 969 HIKGSR + 970 LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK + 971 YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR + 972 FRWVYPLHDR + 973 WVYPLHDRR + 974 REDSILDVFTTILAFIK + 975 EDSILDVFTTILAFIKNQFQASVLVIQMDR + 976 NQFQASVLVIQMDRGSEYTNR + 977 GSEYTNRTLHK + 978 TLHKFLEK + 979 FLEKNGITPCYTTTADSR + 980 NGITPCYTTTADSRAHGVAER + 981 AHGVAERLNR + 982 LNRTLLDDCR + 983 TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR + 984 TQLQCSGLPNHLWFSAIEFSTIVRNSLASPK + 985 NSLASPKSK + 986 SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK + 987 QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR + 988 IHPRGIPGYALHPSR + 989 GIPGYALHPSRNSYGYIIYLPSLK + 990 NSYGYIIYLPSLKK + 991 KTVDTTNYVILQGK + 992 TVDTTNYVILQGKESR + 993 ESRLDQFNYDALTFDEDLNR + 994 LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPRNVLSK + 995 NVLSKAVSPTDSTPPSTHTEDSK + 996 AVSPTDSTPPSTHTEDSKR + 997 VSKTNIR + 998 TNIRAPR + 999 APREVDPNISESNILPSK + 1000 EVDPNISESNILPSKK + 1001 RSSTPQISNIESTGSGGMHK + 1002 SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK + 1003 LNVPLLAPMSQSNTHESSHASKSK + 1004 DFRHSDSYSENETNHTNVPISSTGGTNNK + 1005 HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK + 1006 TVPQISDQETEKR + 1007 IIHRSPSIDASPPENNSSHNIVPIK + 1008 TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFKELPPINSR + 1009 ELPPINSRQTNSSLGGIGDSNAYTTINSK + 1010 QTNSSLGGIGDSNAYTTINSKK + 1011 RSLEDNETEIK + 1012 SLEDNETEIKVSR + 1013 VSRDTWNTK + 1014 DTWNTKNMR + 1015 NMRSLEPPR + 1016 SLEPPRSK + 1017 RIHLIAAVK + 1018 IHLIAAVKAVK + 1019 AVKSIKPIR + 1020 SIKPIRTTLR + 1021 TTLRYDEAITYNK + 1022 YDEAITYNKDIK + 1023 EKYIEAYHK + 1024 YIEAYHKEVNQLLK + 1025 EVNQLLKMK + 1026 MKTWDTDEYYDR + 1027 TWDTDEYYDRK + 1028 KEIDPK + 1029 EIDPKR + 1030 RVINSMFIFNK + 1031 VINSMFIFNKK + 1032 RDGTHK + 1033 DGTHKAR + 1034 ARFVAR + 1035 EELYIRPPPHLGMNDKLIR + 1036 KSLYGLK + 1037 SLYGLKQSGANWYETIK + 1038 QSGANWYETIKSYLIQQCGMEEVR + 1039 SYLIQQCGMEEVRGWSCVFK + 1040 GWSCVFKNSQVTICLFVDDMVLFSK + 1041 NSQVTICLFVDDMVLFSKNLNSNK + 1042 NLNSNKR + 1043 IIEKLK + 1044 LKMQYDTK + 1045 MQYDTKIINLGESDEEIQYDILGLEIK + 1046 IINLGESDEEIQYDILGLEIKYQR + 1047 YMKLGMENSLTEK + 1048 LGMENSLTEKIPK + 1049 IPKLNVPLNPK + 1050 LNVPLNPKGR + 1051 KLSAPGQPGLYIDQDELEIDEDEYK + 1052 LSAPGQPGLYIDQDELEIDEDEYKEK + 1053 EKVHEMQK + 1054 VHEMQKLIGLASYVGYK + 1055 LIGLASYVGYKFR + 1056 FRFDLLYYINTLAQHILFPSR + 1057 FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR + 1058 QVLDMTYELIQFMWDTRDK + 1059 DKQLIWHK + 1060 QLIWHKHK + 1061 HKTSSDK + 1062 TSSDKNI + 1063 MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK + 1064 EVHTNQDPLDVSASKTEECEKASTK + 1065 KYVRPPPMLTSPNDFPNWVKTYIK + 1066 YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + 1067 QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK + 1068 DILSVDYTDIMKILSKSIEK + 1069 ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK + 1070 SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR + 1071 MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK + 1072 VTNIIDRLNNNGIHINNKVACQLIMR + 1073 LNNNGIHINNKVACQLIMRGLSGEYK + 1074 VACQLIMRGLSGEYKFLR + 1075 GLSGEYKFLRYTR + 1076 FLRYTRHR + 1077 YTRHRHLNMTVAELFLDIHAIYEEQQGSR + 1078 HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR + 1079 HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR + 1080 NSKPNYRRNPSDEK + 1081 RNPSDEKNDSR + 1082 NPSDEKNDSRSYTNTTKPK + 1083 NDSRSYTNTTKPKVIAR + 1084 SYTNTTKPKVIARNPQK + 1085 VIARNPQKTNNSK + 1086 NPQKTNNSKSK + 1087 TNNSKSKTAR + 1088 SKTARAHNVSTSNNSPSTDNDSISK + 1089 TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK + 1090 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLGQK + 1091 STTEPIQLNNKHDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR + 1092 HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASRTLIR + 1093 TLIRSAHHIHSASSNPDINVVDAQKR + 1094 SAHHIHSASSNPDINVVDAQKRNIPINAIGDLQFHFQDNTK + 1095 RNIPINAIGDLQFHFQDNTKTSIK + 1096 TSIKVLHTPNIAYDLLSLNELAAVDITACFTKNVLER + 1097 VLHTPNIAYDLLSLNELAAVDITACFTKNVLERSDGTVLAPIVK + 1098 NVLERSDGTVLAPIVKYGDFYWVSK + 1099 SDGTVLAPIVKYGDFYWVSKK + 1100 YGDFYWVSKKYLLPSNISVPTINNVHTSESTR + 1101 KYLLPSNISVPTINNVHTSESTRK + 1102 YLLPSNISVPTINNVHTSESTRKYPYPFIHR + 1103 KYPYPFIHRMLAHANAQTIR + 1104 YPYPFIHRMLAHANAQTIRYSLK + 1105 MLAHANAQTIRYSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK + 1106 YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGKSTK + 1107 NNTITYFNESDVDWSSAIDYQCPDCLIGKSTKHR + 1108 STKHRHIK + 1109 HRHIKGSR + 1110 HIKGSRLK + 1111 GSRLKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK + 1112 LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR + 1113 YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFRWVYPLHDR + 1114 FRWVYPLHDRR + 1115 WVYPLHDRREDSILDVFTTILAFIK + 1116 REDSILDVFTTILAFIKNQFQASVLVIQMDR + 1117 EDSILDVFTTILAFIKNQFQASVLVIQMDRGSEYTNR + 1118 NQFQASVLVIQMDRGSEYTNRTLHK + 1119 GSEYTNRTLHKFLEK + 1120 TLHKFLEKNGITPCYTTTADSR + 1121 FLEKNGITPCYTTTADSRAHGVAER + 1122 NGITPCYTTTADSRAHGVAERLNR + 1123 AHGVAERLNRTLLDDCR + 1124 LNRTLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR + 1125 TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVRNSLASPK + 1126 TQLQCSGLPNHLWFSAIEFSTIVRNSLASPKSK + 1127 NSLASPKSKK + 1128 SKKSAR + 1129 KSARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK + 1130 SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR + 1131 QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPRGIPGYALHPSR + 1132 IHPRGIPGYALHPSRNSYGYIIYLPSLK + 1133 GIPGYALHPSRNSYGYIIYLPSLKK + 1134 NSYGYIIYLPSLKKTVDTTNYVILQGK + 1135 KTVDTTNYVILQGKESR + 1136 TVDTTNYVILQGKESRLDQFNYDALTFDEDLNR + 1137 NVLSKAVSPTDSTPPSTHTEDSKR + 1138 AVSPTDSTPPSTHTEDSKRVSK + 1139 RVSKTNIR + 1140 VSKTNIRAPR + 1141 TNIRAPREVDPNISESNILPSK + 1142 APREVDPNISESNILPSKK + 1143 EVDPNISESNILPSKKR + 1144 KRSSTPQISNIESTGSGGMHK + 1145 RSSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK + 1146 SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASKSK + 1147 LNVPLLAPMSQSNTHESSHASKSKDFR + 1148 SKDFRHSDSYSENETNHTNVPISSTGGTNNK + 1149 DFRHSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK + 1150 HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEKR + 1151 TVPQISDQETEKRIIHR + 1152 RIIHRSPSIDASPPENNSSHNIVPIK + 1153 ELPPINSRQTNSSLGGIGDSNAYTTINSKK + 1154 QTNSSLGGIGDSNAYTTINSKKR + 1155 KRSLEDNETEIK + 1156 RSLEDNETEIKVSR + 1157 SLEDNETEIKVSRDTWNTK + 1158 VSRDTWNTKNMR + 1159 DTWNTKNMRSLEPPR + 1160 NMRSLEPPRSK + 1161 SLEPPRSKK + 1162 KRIHLIAAVK + 1163 RIHLIAAVKAVK + 1164 IHLIAAVKAVKSIKPIR + 1165 AVKSIKPIRTTLR + 1166 SIKPIRTTLRYDEAITYNK + 1167 TTLRYDEAITYNKDIK + 1168 YDEAITYNKDIKEK + 1169 DIKEKEK + 1170 EKEKYIEAYHK + 1171 EKYIEAYHKEVNQLLK + 1172 YIEAYHKEVNQLLKMK + 1173 EVNQLLKMKTWDTDEYYDR + 1174 MKTWDTDEYYDRK + 1175 TWDTDEYYDRKEIDPK + 1176 KEIDPKR + 1177 EIDPKRVINSMFIFNK + 1178 RVINSMFIFNKK + 1179 VINSMFIFNKKR + 1180 KRDGTHK + 1181 RDGTHKAR + 1182 DGTHKARFVAR + 1183 EELYIRPPPHLGMNDKLIRLK + 1184 LIRLKK + 1185 LKKSLYGLK + 1186 KSLYGLKQSGANWYETIK + 1187 SLYGLKQSGANWYETIKSYLIQQCGMEEVR + 1188 QSGANWYETIKSYLIQQCGMEEVRGWSCVFK + 1189 SYLIQQCGMEEVRGWSCVFKNSQVTICLFVDDMVLFSK + 1190 GWSCVFKNSQVTICLFVDDMVLFSKNLNSNK + 1191 NSQVTICLFVDDMVLFSKNLNSNKR + 1192 NLNSNKRIIEK + 1193 RIIEKLK + 1194 IIEKLKMQYDTK + 1195 LKMQYDTKIINLGESDEEIQYDILGLEIK + 1196 MQYDTKIINLGESDEEIQYDILGLEIKYQR + 1197 IINLGESDEEIQYDILGLEIKYQRGK + 1198 YQRGKYMK + 1199 GKYMKLGMENSLTEK + 1200 YMKLGMENSLTEKIPK + 1201 LGMENSLTEKIPKLNVPLNPK + 1202 IPKLNVPLNPKGR + 1203 LNVPLNPKGRK + 1204 GRKLSAPGQPGLYIDQDELEIDEDEYK + 1205 KLSAPGQPGLYIDQDELEIDEDEYKEK + 1206 LSAPGQPGLYIDQDELEIDEDEYKEKVHEMQK + 1207 EKVHEMQKLIGLASYVGYK + 1208 VHEMQKLIGLASYVGYKFR + 1209 LIGLASYVGYKFRFDLLYYINTLAQHILFPSR + 1210 FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR + 1211 FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTRDK + 1212 QVLDMTYELIQFMWDTRDKQLIWHK + 1213 DKQLIWHKHK + 1214 QLIWHKHKTSSDK + 1215 HKTSSDKNI + 1216 ESQQLSQHSPISHGSACASVTSK + 1217 ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK + 1218 ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK + + $proteins + protein + 1 P0CX57 + 2 P48238 + 3 Q03483 + 4 Q03856 + 5 Q06204 + 6 Q07791 + 7 Q07793 + peptide + 1 AHNVSTSNNSPSTDNDSISK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPETY;DILSVDYTDIMK;DILSVDYTDIMKILSK;DILSVDYTDIMKILSKSIEK;ESQQLSQHSPISHGSACASVTSK;ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK;ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK;EVHTNQDPLDVSASK;EVHTNQDPLDVSASKTEECEK;EVHTNQDPLDVSASKTEECEKASTK;FLQNSNLGGIIPTVNGKPVR;FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK;FLRYTR;FLRYTRHR;GLSGEYK;GLSGEYKFLR;GLSGEYKFLRYTR;HDLHLRPETY;HLNMTVAELFLDIHAIYEEQQGSR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR;HRHLNMTVAELFLDIHAIYEEQQGSR;HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;ILSKSIEK;ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;KYVRPPPMLTSPNDFPNWVK;KYVRPPPMLTSPNDFPNWVKTYIK;LNNNGIHINNK;LNNNGIHINNKVACQLIMR;LNNNGIHINNKVACQLIMRGLSGEYK;MESQQLSQHSPISHGSACASVTSK;MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK;MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK;MQSDTQEANDIVTLANLQYNGSTPADAFETK;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK;NDSRSYTNTTKPK;NDSRSYTNTTKPKVIAR;NPQKTNNSK;NPQKTNNSKSK;NPSDEK;NPSDEKNDSR;NPSDEKNDSRSYTNTTKPK;NSKPNYR;NSKPNYRR;NSKPNYRRNPSDEK;QITDDELTFLYNTFQIFAPSQFLPTWVK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK;RNPSDEK;RNPSDEKNDSR;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;SKTARAHNVSTSNNSPSTDNDSISK;STTEPIQLNNK;STTEPIQLNNKHDLHLRPETY;SYTNTTKPK;SYTNTTKPKVIAR;SYTNTTKPKVIARNPQK;TARAHNVSTSNNSPSTDNDSISK;TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;TEECEK;TEECEKASTK;TNNSKSK;TNNSKSKTAR;TYIKFLQNSNLGGIIPTVNGKPVR;VACQLIMR;VACQLIMRGLSGEYK;VACQLIMRGLSGEYKFLR;VIARNPQK;VIARNPQKTNNSK;VTNIIDR;VTNIIDRLNNNGIHINNK;VTNIIDRLNNNGIHINNKVACQLIMR;YTRHRHLNMTVAELFLDIHAIYEEQQGSR;YVRPPPMLTSPNDFPNWVK;YVRPPPMLTSPNDFPNWVKTYIK;YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + 2 ACLNKEVGTYECEGER;AKCFKELEMENIEK;CFKELEMENIEK;CFKELEMENIEKGDIK;DIIEWCR;DIIEWCRDYEVNK;DIIEWCRDYEVNKTR;DTYSFFTSLSDIQDSSSNEEQCGVGSILSEDSFTFEGSNVSIR;DYEVNK;DYEVNKTR;DYEVNKTREVCVPSIHEFYLHGNGSDNLF;EARQREK;ELEMENIEK;ELEMENIEKGDIK;ELEMENIEKGDIKK;EVCVPSIHEFYLHGNGSDNLF;EVGTYECEGER;EYSQPFFDWR;EYSQPFFDWRHEMVEHGEESVKPCGCHK;EYSQPFFDWRHEMVEHGEESVKPCGCHKSR;FTIPPK;FTIPPKIEQR;FTIPPKIEQRK;GDIKKSLFYR;GKACLNK;GKACLNKEVGTYECEGER;HEMVEHGEESVKPCGCHK;HEMVEHGEESVKPCGCHKSR;HEMVEHGEESVKPCGCHKSRK;IEQRKEAR;KAKCFK;KEARQR;KSLFYR;KSLFYRDIIEWCR;LFSLDLNALNENENGSK;LFSLDLNALNENENGSKNPVK;LFSLDLNALNENENGSKNPVKFTIPPK;LRRVAVLPENSR;MGKACLNK;MGKACLNKEVGTYECEGER;NPVKFTIPPK;NPVKFTIPPKIEQR;NYLVESSMDSSR;NYLVESSMDSSREYSQPFFDWR;NYLVESSMDSSREYSQPFFDWRHEMVEHGEESVKPCGCHK;RVAVLPENSR;RVAVLPENSRNYLVESSMDSSR;SLFYRDIIEWCR;SLFYRDIIEWCRDYEVNK;TREVCVPSIHEFYLHGNGSDNLF;VAVLPENSR;VAVLPENSRNYLVESSMDSSR;VAVLPENSRNYLVESSMDSSREYSQPFFDWR + 3 AAKAHNIATSSK;AAKAHNIATSSKFSR;AHNIATSSK;AHNIATSSKFSR;AHNIATSSKFSRVNSDHINESTVSSQYLSDDNELSLRPATER;DSTKVNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK;DWIALANLEYNGSTSADTFEITVSTIIQR;DWIALANLEYNGSTSADTFEITVSTIIQRLK;DWIALANLEYNGSTSADTFEITVSTIIQRLKENNINVSDR;ENNINVSDR;ENNINVSDRLACQLILK;ENNINVSDRLACQLILKGLSGDFK;ESQQLHQNPHSQHGSAYASVTSK;ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR;ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK;EVPSNQDPLAVSASNLPEFDR;EVPSNQDPLAVSASNLPEFDRDSTK;FLKNSNLGDIIPNDQGEIK;FLKNSNLGDIIPNDQGEIKR;FSRVNSDHINESTVSSQYLSDDNELSLRPATER;FSRVNSDHINESTVSSQYLSDDNELSLRPATERI;FYIRFLK;FYIRFLKNSNLGDIIPNDQGEIK;GLSGDFK;GLSGDFKYLR;GLSGDFKYLRNQYR;IMNLNKPSQYK;IMNLNKPSQYKQHSEYK;IMNLNKPSQYKQHSEYKNVSR;LACQLILK;LACQLILKGLSGDFK;LACQLILKGLSGDFKYLR;LKENNINVSDR;LKENNINVSDRLACQLILK;LSQLFAEIQLIYDENK;LSQLFAEIQLIYDENKIMNLNKPSQYK;LSQLFAEIQLIYDENKIMNLNKPSQYKQHSEYK;MESQQLHQNPHSQHGSAYASVTSK;MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR;MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK;MQTNNQELK;MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR;MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQRLK;NNVLPPHTLTSEENFSTWVK;NNVLPPHTLTSEENFSTWVKFYIR;NNVLPPHTLTSEENFSTWVKFYIRFLK;NQYRTK;NQYRTKTNMK;NSNLGDIIPNDQGEIK;NSNLGDIIPNDQGEIKR;NSNLGDIIPNDQGEIKRQMTYEEHAYIYNTFQAFAPFHLLPTWVK;NVSRTSPNTTNTK;NVSRTSPNTTNTKVTTR;NYHRTNSSKPR;NYHRTNSSKPRAAK;QHSEYK;QHSEYKNVSR;QHSEYKNVSRTSPNTTNTK;QILEINYSDILTVLCK;QILEINYSDILTVLCKSVSK;QILEINYSDILTVLCKSVSKMQTNNQELK;QMTYEEHAYIYNTFQAFAPFHLLPTWVK;QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK;QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCKSVSK;RQMTYEEHAYIYNTFQAFAPFHLLPTWVK;RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK;SVSKMQTNNQELK;SVSKMQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR;TKTNMK;TKTNMKLSQLFAEIQLIYDENK;TKVRNNVLPPHTLTSEENFSTWVK;TNMKLSQLFAEIQLIYDENK;TNMKLSQLFAEIQLIYDENKIMNLNKPSQYK;TNSSKPR;TNSSKPRAAK;TNSSKPRAAKAHNIATSSK;TSPNTTNTK;TSPNTTNTKVTTR;TSPNTTNTKVTTRNYHR;VNSDHINESTVSSQYLSDDNELSLRPATER;VNSDHINESTVSSQYLSDDNELSLRPATERI;VNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK;VRNNVLPPHTLTSEENFSTWVK;VRNNVLPPHTLTSEENFSTWVKFYIR;VTTRNYHR;VTTRNYHRTNSSKPR;YLRNQYR;YLRNQYRTK + 4 AHNVSTSNNSPSTDNDSISK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPGTY;DILSVDYTDIMK;DILSVDYTDIMKILSK;DILSVDYTDIMKILSKSIEK;ESQQLSNYPHISHGSACASVTSK;ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK;ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK;EVHTNQDPLDVSASK;EVHTNQDPLDVSASKIQEYDK;EVHTNQDPLDVSASKIQEYDKASTK;FLQNSNLGGIIPTVNGKPVR;FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK;FLRYTR;FLRYTRHR;GLSGEYK;GLSGEYKFLR;GLSGEYKFLRYTR;HDLHLRPGTY;HLNMTVAELFLDIHAIYEEQQGSR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR;HRHLNMTVAELFLDIHAIYEEQQGSR;HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;ILSKSIEK;ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;IQEYDK;IQEYDKASTK;KYVRPPPMLTSPNDFPNWVK;KYVRPPPMLTSPNDFPNWVKTYIK;LNNNGIHINNK;LNNNGIHINNKVACQLIMR;LNNNGIHINNKVACQLIMRGLSGEYK;MESQQLSNYPHISHGSACASVTSK;MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK;MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK;MQSDTQEANDIVTLANLQYNGSTPADAFETK;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK;NDSRSYTNTTKPK;NDSRSYTNTTKPKVIAR;NPQKTNNSK;NPQKTNNSKSK;NPSDEK;NPSDEKNDSR;NPSDEKNDSRSYTNTTKPK;NSKPNYR;NSKPNYRR;NSKPNYRRNPSDEK;QITDDELTFLYNTFQIFAPSQFLPTWVK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK;RNPSDEK;RNPSDEKNDSR;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;SKTARAHNVSTSNNSPSTDNDSISK;STTEPIQLNNK;STTEPIQLNNKHDLHLRPGTY;SYTNTTKPK;SYTNTTKPKVIAR;SYTNTTKPKVIARNPQK;TARAHNVSTSNNSPSTDNDSISK;TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;TNNSKSK;TNNSKSKTAR;TYIKFLQNSNLGGIIPTVNGKPVR;VACQLIMR;VACQLIMRGLSGEYK;VACQLIMRGLSGEYKFLR;VIARNPQK;VIARNPQKTNNSK;VTNIIDR;VTNIIDRLNNNGIHINNK;VTNIIDRLNNNGIHINNKVACQLIMR;YTRHRHLNMTVAELFLDIHAIYEEQQGSR;YVRPPPMLTSPNDFPNWVK;YVRPPPMLTSPNDFPNWVKTYIK;YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + 5 AAFYVAAIVQAIDIITGCK;AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR;AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYREQIK;DALRETLPSSYNK;DALRETLPSSYNKETLNFK;ELESLILPADSIVNVVDQFQEELLSR;ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDK;ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDKR;EQIKYYSSIHIK;EQIKYYSSIHIKLQFLNHSNLLGAAIATYLNK;ETLNFK;ETLNFKHVLINSEIGFIGK;ETLNFKHVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK;ETLPSSYNK;ETLPSSYNKETLNFK;ETLPSSYNKETLNFKHVLINSEIGFIGK;FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR;FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK;FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIKK;FFVSVTFSFPLNPEGEVVAMGK;FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK;FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVKQLIQSSFHR;FICENDSISLIIGTGTNACFEVPYGYLPPFK;FICENDSISLIIGTGTNACFEVPYGYLPPFKR;FICENDSISLIIGTGTNACFEVPYGYLPPFKRDALR;GFVMTDTLQGSTVK;GFVMTDTLQGSTVKQLIQSSFHR;HVLINSEIGFIGK;HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK;HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK;IISENIEEFFCTMNVCHVINDAIAVSLTSK;ILTIDFGGTR;ILTIDFGGTRLK;KKNESSEASK;KNESSEASK;KNESSEASKFFVSVTFSFPLNPEGEVVAMGK;LAANGYIK;LAANGYIKK;LAANGYIKKK;LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR;LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK;LLIKRAAFYVAAIVQAIDIITGCK;LQFLNHSNLLGAAIATYLNK;LQFLNHSNLLGAAIATYLNKSDNQVQ;LQTNTISMLPQCLVPDK;LQTNTISMLPQCLVPDKR;LQTNTISMLPQCLVPDKRSR;MTIESTLAR;MTIESTLARELESLILPADSIVNVVDQFQEELLSR;NESSEASK;NESSEASKFFVSVTFSFPLNPEGEVVAMGK;NESSEASKFFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK;NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR;NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIK;NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIKR;NILLQYNIIPK;NILLQYNIIPKNFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR;NVIALQPFDIHGAISYEMPLECVTSGK;NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK;NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLKNILLQYNIIPK;NYNFIHIGYVGSFLHNSNFYR;NYNFIHIGYVGSFLHNSNFYREQIK;NYNFIHIGYVGSFLHNSNFYREQIKYYSSIHIK;QLIQSSFHR;QLIQSSFHRIISENIEEFFCTMNVCHVINDAIAVSLTSK;RAAFYVAAIVQAIDIITGCK;RAAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR;RDALRETLPSSYNK;RSRWNPEDK;SDNQVQ;SRWNPEDK;SRWNPEDKILTIDFGGTR;TIESTLAR;TIESTLARELESLILPADSIVNVVDQFQEELLSR;WLPLSLK;WLPLSLKNILLQYNIIPK;WNPEDK;WNPEDKILTIDFGGTR;WNPEDKILTIDFGGTRLK;YYSSIHIK;YYSSIHIKLQFLNHSNLLGAAIATYLNK;YYSSIHIKLQFLNHSNLLGAAIATYLNKSDNQVQ + 6 AAKAHNIATSSK;AAKAHNIATSSKFSR;AHGVAER;AHGVAERLNR;AHGVAERLNRTLLNDCR;AHNIATSSK;AHNIATSSKFSR;AHNIATSSKFSRVNNDHINESTVSSQYLSDDNELSLGQQQK;ALHTPNIAYDLLSLSELANQNITACFTR;ALHTPNIAYDLLSLSELANQNITACFTRNTLER;ALHTPNIAYDLLSLSELANQNITACFTRNTLERSDGTVLAPIVK;AMRLRDEVSGNNLYVYYIETK;APGQPGHYIDQDELEIDEDEYK;APGQPGHYIDQDELEIDEDEYKEK;APGQPGHYIDQDELEIDEDEYKEKVHEMQK;APKEVDADISEYNILPSTIR;APKEVDADISEYNILPSTIRSR;ARFVAR;ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK;ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK;ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIKGLLTDSR;AVCDNTPSIDTDPPEYR;AVCDNTPSIDTDPPEYRSSDHATPNIMPDK;AVCDNTPSIDTDPPEYRSSDHATPNIMPDKSSK;DEVSGNNLYVYYIETK;DEVSGNNLYVYYIETKMNIADVMTKPLPIK;DEVSGNNLYVYYIETKMNIADVMTKPLPIKTFK;DGTHKAR;DGTHKARFVAR;DIPHIHSR;DIPHIHSRQTNSSLGGMDDSNVLTTTK;DIPHIHSRQTNSSLGGMDDSNVLTTTKSK;DKQLIWHK;DKQLIWHKSKPVKPTNK;DLNANK;DLNANKK;DLNANKKIITTLK;DNKEKDR;DRYVEAYHK;DRYVEAYHKEISQLLK;DSTKVNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK;DTWNNK;DTWNNKNMR;DTWNNKNMRSLEPPR;DWIALANLEYDGSTSADTFEITVSTIIQR;DWIALANLEYDGSTSADTFEITVSTIIQRLK;DWIALANLEYDGSTSADTFEITVSTIIQRLKENNINVSDR;EELYIRPPPHLGLNDK;EELYIRPPPHLGLNDKLLR;EELYIRPPPHLGLNDKLLRLR;EESILNVFTSILAFIK;EESILNVFTSILAFIKNQFNAR;EESILNVFTSILAFIKNQFNARVLVIQMDR;EISQLLK;EISQLLKMNTWDTNK;EISQLLKMNTWDTNKYYDR;EKDRYVEAYHK;EKVHEMQK;EKVHEMQKLIGLASYVGYK;ENNINVSDR;ENNINVSDRLACQLILK;ENNINVSDRLACQLILKGLSGDFK;EPVQKVR;EPVQKVRAPK;ESDIEWSNASTYQCPDCLIGK;ESDIEWSNASTYQCPDCLIGKSTK;ESDIEWSNASTYQCPDCLIGKSTKHR;ESKPTR;ESKPTRTIDSNDELPDHLLIDSGASQTLVR;ESQQLHQNPHSLHGSAAASVTSK;ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR;ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK;ESTEMGGTIESDTTSPR;ESTEMGGTIESDTTSPRHSSTFTAR;ESTEMGGTIESDTTSPRHSSTFTARNQK;EVDADISEYNILPSTIR;EVDADISEYNILPSTIRSR;EVDADISEYNILPSTIRSRTPHIINK;EVPSNQDPLAVSASNLPEFDR;EVPSNQDPLAVSASNLPEFDRDSTK;FDLLYYINTLAQHILFPSR;FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR;FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTRDK;FFGTKAMR;FFGTKAMRLR;FFTNRGITACYTTTADSR;FFTNRGITACYTTTADSRAHGVAER;FLKNSNLGDIIPNDQGEIK;FLKNSNLGDIIPNDQGEIKR;FQWVYPLHDR;FQWVYPLHDRR;FQWVYPLHDRREESILNVFTSILAFIK;FRFDLLYYINTLAQHILFPSR;FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR;FRNRFFGTK;FSRVNNDHINESTVSSQYLSDDNELSLGQQQK;FSRVNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR;FYIRFLK;FYIRFLKNSNLGDIIPNDQGEIK;GIPGYALHPSR;GIPGYALHPSRNSYGYIIYLPSLK;GIPGYALHPSRNSYGYIIYLPSLKK;GITACYTTTADSR;GITACYTTTADSRAHGVAER;GITACYTTTADSRAHGVAERLNR;GLLTDSR;GLLTDSRSTISIIK;GLLTDSRSTISIIKSTNEEK;GLSGDFK;GLSGDFKYLR;GLSGDFKYLRNQYR;GSEYTNK;GSEYTNKTLHK;GSEYTNKTLHKFFTNR;GSRLKYQESYEPFQYLHTDIFGPVHHLPK;GVKSIKPVR;GVKSIKPVRTTLR;GWSCVFK;GWSCVFKNSQVTICLFVDDMILFSK;GWSCVFKNSQVTICLFVDDMILFSKDLNANK;HGDFYWLSK;HGDFYWLSKK;HGDFYWLSKKYLIPSHISK;HIKGSR;HIKGSRLK;HRHIKGSR;HSSTFTAR;HSSTFTARNQK;HSSTFTARNQKRPGSPNDMIDLTSQDR;IHPRGIPGYALHPSR;IHPRGIPGYALHPSRNSYGYIIYLPSLK;IINLGEGDNEIQYDILGLEIK;IINLGEGDNEIQYDILGLEIKYQR;IINLGEGDNEIQYDILGLEIKYQRSK;IITTLK;IITTLKK;IITTLKKQYDTK;IMNLNKPSQYK;IMNLNKPSQYKQHSEYK;IMNLNKPSQYKQHSEYKNVSR;INLIAAIK;INLIAAIKGVK;INLIAAIKGVKSIKPVR;KIITTLK;KIITTLKK;KLRAPGQPGHYIDQDELEIDEDEYK;KNAVTYLK;KNAVTYLKESDIEWSNASTYQCPDCLIGK;KPIIKGLLTDSR;KPIIKGLLTDSRSTISIIK;KQYDTK;KQYDTKIINLGEGDNEIQYDILGLEIK;KRDGTHK;KRINLIAAIK;KRSLEDNETEIEVSR;KSLYGLK;KSLYGLKQSGANWYETIK;KTVDTTNYVILQDNQSK;KTVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR;KVINSMFIFNK;KVINSMFIFNKK;KYLIPSHISK;KYLIPSHISKLTINNVNK;LACQLILK;LACQLILKGLSGDFK;LACQLILKGLSGDFKYLR;LDQFNYDTLTFDDDLNR;LGGTEEPYIQR;LGGTEEPYIQRNSDTNIK;LGGTEEPYIQRNSDTNIKYR;LGMEKSLTEK;LGMEKSLTEKLPK;LIGLASYVGYK;LIGLASYVGYKFR;LIGLASYVGYKFRFDLLYYINTLAQHILFPSR;LKENNINVSDR;LKENNINVSDRLACQLILK;LKYQESYEPFQYLHTDIFGPVHHLPK;LKYQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK;LLRLRK;LLTNKWIH;LNRTLLNDCR;LNRTLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR;LNVPLNPK;LNVPLNPKGK;LNVPLNPKGKK;LPKLNVPLNPK;LPKLNVPLNPKGK;LRAPGQPGHYIDQDELEIDEDEYK;LRAPGQPGHYIDQDELEIDEDEYKEK;LRDEVSGNNLYVYYIETK;LRDEVSGNNLYVYYIETKMNIADVMTKPLPIK;LRKSLYGLK;LSQLFAEIQLIYDENK;LSQLFAEIQLIYDENKIMNLNKPSQYK;LSQLFAEIQLIYDENKIMNLNKPSQYKQHSEYK;LTINNVNK;LTINNVNKSK;LTINNVNKSKSVNK;LVVISDASYGNQPYYK;LVVISDASYGNQPYYKSQIGNIYLLNGK;LVVISDASYGNQPYYKSQIGNIYLLNGKVIGGK;MESQQLHQNPHSLHGSAAASVTSK;MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR;MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK;MLGHANFR;MLGHANFRSIQK;MLGHANFRSIQKSLK;MNIADVMTKPLPIK;MNIADVMTKPLPIKTFK;MNIADVMTKPLPIKTFKLLTNK;MNTWDTNK;MNTWDTNKYYDR;MNTWDTNKYYDRNDIDPK;MQTNNQELK;MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR;MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQRLK;NAVTYLK;NAVTYLKESDIEWSNASTYQCPDCLIGK;NAVTYLKESDIEWSNASTYQCPDCLIGKSTK;NDIDPK;NDIDPKK;NDIDPKKVINSMFIFNK;NDKSAR;NDKSARQHAGLAGLDITTILPFGQPVIVNNHNPDSK;NMRSLEPPR;NMRSLEPPRSK;NNVLPPHTLTSEENFSTWVK;NNVLPPHTLTSEENFSTWVKFYIR;NNVLPPHTLTSEENFSTWVKFYIRFLK;NQFNAR;NQFNARVLVIQMDR;NQFNARVLVIQMDRGSEYTNK;NQKRPGSPNDMIDLTSQDR;NQKRPGSPNDMIDLTSQDRVNYGLENIK;NQYRTK;NQYRTKTNMK;NRFFGTK;NRFFGTKAMR;NSDTNIK;NSDTNIKYR;NSDTNIKYRTTNSTPSIDDR;NSLVSPK;NSLVSPKNDK;NSLVSPKNDKSAR;NSNLGDIIPNDQGEIK;NSNLGDIIPNDQGEIKR;NSNLGDIIPNDQGEIKRQMTYEEHAYIYNTFQAFAPFHLLPTWVK;NSQVTICLFVDDMILFSK;NSQVTICLFVDDMILFSKDLNANK;NSQVTICLFVDDMILFSKDLNANKK;NSYGYIIYLPSLK;NSYGYIIYLPSLKK;NSYGYIIYLPSLKKTVDTTNYVILQDNQSK;NTLERSDGTVLAPIVK;NTLERSDGTVLAPIVKHGDFYWLSK;NVSRTSPNTTNTK;NVSRTSPNTTNTKVTSR;NVTADSILDDLPLPDLTNK;NVTADSILDDLPLPDLTNKSPTDTSDVSK;NVTADSILDDLPLPDLTNKSPTDTSDVSKDIPHIHSR;NYHRTNSSKPR;NYHRTNSSKPRAAK;QDIPINAIGNLHFNFQNGTK;QDIPINAIGNLHFNFQNGTKTSIK;QHAGLAGLDITTILPFGQPVIVNNHNPDSK;QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR;QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPRGIPGYALHPSR;QHSEYK;QHSEYKNVSR;QHSEYKNVSRTSPNTTNTK;QILEINYADILTVLCK;QILEINYADILTVLCKSVSK;QILEINYADILTVLCKSVSKMQTNNQELK;QLIWHK;QLIWHKSKPVKPTNK;QLIWHKSKPVKPTNKLVVISDASYGNQPYYK;QMTYEEHAYIYNTFQAFAPFHLLPTWVK;QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK;QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCKSVSK;QSGANWYETIK;QSGANWYETIKSYLINCCDMQEVR;QSGANWYETIKSYLINCCDMQEVRGWSCVFK;QTNSSLGGMDDSNVLTTTK;QTNSSLGGMDDSNVLTTTKSK;QTNSSLGGMDDSNVLTTTKSKK;QVLDMTYELIQFIWNTR;QVLDMTYELIQFIWNTRDK;QVLDMTYELIQFIWNTRDKQLIWHK;QYDTKIINLGEGDNEIQYDILGLEIK;QYDTKIINLGEGDNEIQYDILGLEIKYQR;RDGTHK;RDGTHKAR;REESILNVFTSILAFIK;REESILNVFTSILAFIKNQFNAR;RINLIAAIK;RINLIAAIKGVK;RPGSPNDMIDLTSQDR;RPGSPNDMIDLTSQDRVNYGLENIK;RPGSPNDMIDLTSQDRVNYGLENIKTTR;RQMTYEEHAYIYNTFQAFAPFHLLPTWVK;RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK;RSLEDNETEIEVSR;RSLEDNETEIEVSRDTWNNK;SAHYLHHATPNSEINIVDAQK;SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTK;SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTKTSIK;SAPSYFISFTDEK;SAPSYFISFTDEKTR;SAPSYFISFTDEKTRFQWVYPLHDR;SARQHAGLAGLDITTILPFGQPVIVNNHNPDSK;SARQHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR;SDGTVLAPIVK;SDGTVLAPIVKHGDFYWLSK;SDGTVLAPIVKHGDFYWLSKK;SIKPVR;SIKPVRTTLR;SIKPVRTTLRYDEAITYNK;SIQKSLK;SIQKSLKK;SKPVKPTNK;SKPVKPTNKLVVISDASYGNQPYYK;SKPVKPTNKLVVISDASYGNQPYYKSQIGNIYLLNGK;SKSVNK;SKSVNKYPYPLIHR;SKYMKLGMEK;SLEDNETEIEVSR;SLEDNETEIEVSRDTWNNK;SLEDNETEIEVSRDTWNNKNMR;SLEPPR;SLEPPRSK;SLEPPRSKK;SLKKNAVTYLK;SLTEKLPK;SLTEKLPKLNVPLNPK;SLYGLK;SLYGLKQSGANWYETIK;SLYGLKQSGANWYETIKSYLINCCDMQEVR;SPTDTSDVSK;SPTDTSDVSKDIPHIHSR;SPTDTSDVSKDIPHIHSRQTNSSLGGMDDSNVLTTTK;SQIGNIYLLNGK;SQIGNIYLLNGKVIGGK;SQIGNIYLLNGKVIGGKSTK;SRTPHIINK;SRTPHIINKESTEMGGTIESDTTSPR;SSDHATPNIMPDK;SSDHATPNIMPDKSSK;SSDHATPNIMPDKSSKNVTADSILDDLPLPDLTNK;SSKNVTADSILDDLPLPDLTNK;SSKNVTADSILDDLPLPDLTNKSPTDTSDVSK;SSNSESTTPIISIETK;SSNSESTTPIISIETKAVCDNTPSIDTDPPEYR;SSNSESTTPIISIETKAVCDNTPSIDTDPPEYRSSDHATPNIMPDK;STISIIK;STISIIKSTNEEK;STISIIKSTNEEKFR;STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK;STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK;STKHRHIK;STNEEK;STNEEKFR;STNEEKFRNR;SVNKYPYPLIHR;SVNKYPYPLIHRMLGHANFR;SVSKMQTNNQELK;SVSKMQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR;SYLINCCDMQEVR;SYLINCCDMQEVRGWSCVFK;SYLINCCDMQEVRGWSCVFKNSQVTICLFVDDMILFSK;TFKLLTNK;TFKLLTNKWIH;TIDSNDELPDHLLIDSGASQTLVR;TIDSNDELPDHLLIDSGASQTLVRSAHYLHHATPNSEINIVDAQK;TKTNMK;TKTNMKLSQLFAEIQLIYDENK;TKVRNNVLPPHTLTSEENFSTWVK;TLHKFFTNR;TLHKFFTNRGITACYTTTADSR;TLLHCSGLPNHLWFSAVEFSTIIR;TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK;TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPKNDK;TLLNDCR;TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR;TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK;TNMKLSQLFAEIQLIYDENK;TNMKLSQLFAEIQLIYDENKIMNLNKPSQYK;TNSSKPR;TNSSKPRAAK;TNSSKPRAAKAHNIATSSK;TPHIINK;TPHIINKESTEMGGTIESDTTSPR;TPHIINKESTEMGGTIESDTTSPRHSSTFTAR;TRFQWVYPLHDR;TRFQWVYPLHDRR;TSIKALHTPNIAYDLLSLSELANQNITACFTR;TSIKALHTPNIAYDLLSLSELANQNITACFTRNTLER;TSPNTTNTK;TSPNTTNTKVTSR;TSPNTTNTKVTSRNYHR;TTLRYDEAITYNK;TTLRYDEAITYNKDNK;TTNSTPSIDDR;TTNSTPSIDDRSSNSESTTPIISIETK;TTNSTPSIDDRSSNSESTTPIISIETKAVCDNTPSIDTDPPEYR;TTRLGGTEEPYIQR;TTRLGGTEEPYIQRNSDTNIK;TVDTTNYVILQDNQSK;TVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR;VHEMQK;VHEMQKLIGLASYVGYK;VHEMQKLIGLASYVGYKFR;VIGGKSTK;VIGGKSTKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK;VINSMFIFNK;VINSMFIFNKK;VINSMFIFNKKR;VLVIQMDR;VLVIQMDRGSEYTNK;VLVIQMDRGSEYTNKTLHK;VNNDHINESTVSSQYLSDDNELSLGQQQK;VNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR;VNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK;VNYGLENIK;VNYGLENIKTTR;VNYGLENIKTTRLGGTEEPYIQR;VRAPKEVDADISEYNILPSTIR;VRNNVLPPHTLTSEENFSTWVK;VRNNVLPPHTLTSEENFSTWVKFYIR;VTSRNYHR;VTSRNYHRTNSSKPR;YDEAITYNK;YDEAITYNKDNK;YDEAITYNKDNKEK;YLIPSHISK;YLIPSHISKLTINNVNK;YLIPSHISKLTINNVNKSK;YLRNQYR;YLRNQYRTK;YMKLGMEK;YMKLGMEKSLTEK;YPYPLIHR;YPYPLIHRMLGHANFR;YPYPLIHRMLGHANFRSIQK;YQESYEPFQYLHTDIFGPVHHLPK;YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK;YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEKTR;YQRSKYMK;YRTTNSTPSIDDR;YRTTNSTPSIDDRSSNSESTTPIISIETK;YVEAYHK;YVEAYHKEISQLLK;YVEAYHKEISQLLKMNTWDTNK;YYDRNDIDPK;YYDRNDIDPKK + 7 AHGVAER;AHGVAERLNR;AHGVAERLNRTLLDDCR;AHNVSTSNNSPSTDNDSISK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLGQK;APREVDPNISESNILPSK;APREVDPNISESNILPSKK;ARFVAR;AVKSIKPIR;AVKSIKPIRTTLR;AVSPTDSTPPSTHTEDSK;AVSPTDSTPPSTHTEDSKR;AVSPTDSTPPSTHTEDSKRVSK;DFRHSDSYSENETNHTNVPISSTGGTNNK;DFRHSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK;DGTHKAR;DGTHKARFVAR;DIKEKEK;DILSVDYTDIMK;DILSVDYTDIMKILSK;DILSVDYTDIMKILSKSIEK;DKQLIWHK;DKQLIWHKHK;DTWNTK;DTWNTKNMR;DTWNTKNMRSLEPPR;EDSILDVFTTILAFIK;EDSILDVFTTILAFIKNQFQASVLVIQMDR;EDSILDVFTTILAFIKNQFQASVLVIQMDRGSEYTNR;EELYIRPPPHLGMNDK;EELYIRPPPHLGMNDKLIR;EELYIRPPPHLGMNDKLIRLK;EIDPKR;EIDPKRVINSMFIFNK;EKEKYIEAYHK;EKVHEMQK;EKVHEMQKLIGLASYVGYK;EKYIEAYHK;EKYIEAYHKEVNQLLK;ELPPINSR;ELPPINSRQTNSSLGGIGDSNAYTTINSK;ELPPINSRQTNSSLGGIGDSNAYTTINSKK;ESQQLSQHSPISHGSACASVTSK;ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK;ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK;ESRLDQFNYDALTFDEDLNR;EVDPNISESNILPSK;EVDPNISESNILPSKK;EVDPNISESNILPSKKR;EVHTNQDPLDVSASK;EVHTNQDPLDVSASKTEECEK;EVHTNQDPLDVSASKTEECEKASTK;EVNQLLK;EVNQLLKMK;EVNQLLKMKTWDTDEYYDR;FDLLYYINTLAQHILFPSR;FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR;FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTRDK;FLEKNGITPCYTTTADSR;FLEKNGITPCYTTTADSRAHGVAER;FLQNSNLGGIIPTVNGKPVR;FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK;FLRYTR;FLRYTRHR;FRFDLLYYINTLAQHILFPSR;FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR;FRWVYPLHDR;FRWVYPLHDRR;GIPGYALHPSR;GIPGYALHPSRNSYGYIIYLPSLK;GIPGYALHPSRNSYGYIIYLPSLKK;GKYMKLGMENSLTEK;GLSGEYK;GLSGEYKFLR;GLSGEYKFLRYTR;GRKLSAPGQPGLYIDQDELEIDEDEYK;GSEYTNR;GSEYTNRTLHK;GSEYTNRTLHKFLEK;GSRLKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK;GWSCVFK;GWSCVFKNSQVTICLFVDDMVLFSK;GWSCVFKNSQVTICLFVDDMVLFSKNLNSNK;HDLHLGQK;HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR;HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASRTLIR;HIKGSR;HIKGSRLK;HKTSSDK;HKTSSDKNI;HLNMTVAELFLDIHAIYEEQQGSR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR;HRHIKGSR;HRHLNMTVAELFLDIHAIYEEQQGSR;HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR;HSDSYSENETNHTNVPISSTGGTNNK;HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK;HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEKR;IHLIAAVK;IHLIAAVKAVK;IHLIAAVKAVKSIKPIR;IHPRGIPGYALHPSR;IHPRGIPGYALHPSRNSYGYIIYLPSLK;IIEKLK;IIEKLKMQYDTK;IIHRSPSIDASPPENNSSHNIVPIK;IINLGESDEEIQYDILGLEIK;IINLGESDEEIQYDILGLEIKYQR;IINLGESDEEIQYDILGLEIKYQRGK;ILSKSIEK;ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;IPKLNVPLNPK;IPKLNVPLNPKGR;KEIDPK;KEIDPKR;KLSAPGQPGLYIDQDELEIDEDEYK;KLSAPGQPGLYIDQDELEIDEDEYKEK;KRDGTHK;KRIHLIAAVK;KRSLEDNETEIK;KRSSTPQISNIESTGSGGMHK;KSARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK;KSLYGLK;KSLYGLKQSGANWYETIK;KTVDTTNYVILQGK;KTVDTTNYVILQGKESR;KYLLPSNISVPTINNVHTSESTR;KYLLPSNISVPTINNVHTSESTRK;KYPYPFIHR;KYPYPFIHRMLAHANAQTIR;KYVRPPPMLTSPNDFPNWVK;KYVRPPPMLTSPNDFPNWVKTYIK;LDQFNYDALTFDEDLNR;LGMENSLTEK;LGMENSLTEKIPK;LGMENSLTEKIPKLNVPLNPK;LIGLASYVGYK;LIGLASYVGYKFR;LIGLASYVGYKFRFDLLYYINTLAQHILFPSR;LIRLKK;LKKSLYGLK;LKMQYDTK;LKMQYDTKIINLGESDEEIQYDILGLEIK;LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK;LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR;LNNNGIHINNK;LNNNGIHINNKVACQLIMR;LNNNGIHINNKVACQLIMRGLSGEYK;LNRTLLDDCR;LNRTLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR;LNVPLLAPMSQSNTHESSHASK;LNVPLLAPMSQSNTHESSHASKSK;LNVPLLAPMSQSNTHESSHASKSKDFR;LNVPLNPK;LNVPLNPKGR;LNVPLNPKGRK;LSAPGQPGLYIDQDELEIDEDEYK;LSAPGQPGLYIDQDELEIDEDEYKEK;LSAPGQPGLYIDQDELEIDEDEYKEKVHEMQK;LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPR;LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPRNVLSK;LTESTVNHTNHSDDELPGHLLLDSGASR;LTESTVNHTNHSDDELPGHLLLDSGASRTLIR;MESQQLSQHSPISHGSACASVTSK;MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK;MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK;MKTWDTDEYYDR;MKTWDTDEYYDRK;MLAHANAQTIR;MLAHANAQTIRYSLK;MLAHANAQTIRYSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK;MQSDTQEANDIVTLANLQYNGSTPADAFETK;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK;MQYDTK;MQYDTKIINLGESDEEIQYDILGLEIK;MQYDTKIINLGESDEEIQYDILGLEIKYQR;NDSRSYTNTTKPK;NDSRSYTNTTKPKVIAR;NGITPCYTTTADSR;NGITPCYTTTADSRAHGVAER;NGITPCYTTTADSRAHGVAERLNR;NIPINAIGDLQFHFQDNTK;NIPINAIGDLQFHFQDNTKTSIK;NLNSNK;NLNSNKR;NLNSNKRIIEK;NMRSLEPPR;NMRSLEPPRSK;NNTITYFNESDVDWSSAIDYQCPDCLIGK;NNTITYFNESDVDWSSAIDYQCPDCLIGKSTK;NNTITYFNESDVDWSSAIDYQCPDCLIGKSTKHR;NPQKTNNSK;NPQKTNNSKSK;NPSDEK;NPSDEKNDSR;NPSDEKNDSRSYTNTTKPK;NQFQASVLVIQMDR;NQFQASVLVIQMDRGSEYTNR;NQFQASVLVIQMDRGSEYTNRTLHK;NSKPNYR;NSKPNYRR;NSKPNYRRNPSDEK;NSLASPK;NSLASPKSK;NSLASPKSKK;NSQVTICLFVDDMVLFSK;NSQVTICLFVDDMVLFSKNLNSNK;NSQVTICLFVDDMVLFSKNLNSNKR;NSYGYIIYLPSLK;NSYGYIIYLPSLKK;NSYGYIIYLPSLKKTVDTTNYVILQGK;NVLERSDGTVLAPIVK;NVLERSDGTVLAPIVKYGDFYWVSK;NVLSKAVSPTDSTPPSTHTEDSK;NVLSKAVSPTDSTPPSTHTEDSKR;QHAGLAGLDISTLLPFGQPVIVNDHNPNSK;QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR;QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPRGIPGYALHPSR;QITDDELTFLYNTFQIFAPSQFLPTWVK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK;QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK;QLIWHK;QLIWHKHK;QLIWHKHKTSSDK;QSGANWYETIK;QSGANWYETIKSYLIQQCGMEEVR;QSGANWYETIKSYLIQQCGMEEVRGWSCVFK;QTNSSLGGIGDSNAYTTINSK;QTNSSLGGIGDSNAYTTINSKK;QTNSSLGGIGDSNAYTTINSKKR;QVLDMTYELIQFMWDTR;QVLDMTYELIQFMWDTRDK;QVLDMTYELIQFMWDTRDKQLIWHK;RDGTHK;RDGTHKAR;REDSILDVFTTILAFIK;REDSILDVFTTILAFIKNQFQASVLVIQMDR;RIHLIAAVK;RIHLIAAVKAVK;RIIEKLK;RIIHRSPSIDASPPENNSSHNIVPIK;RNIPINAIGDLQFHFQDNTK;RNIPINAIGDLQFHFQDNTKTSIK;RNPSDEK;RNPSDEKNDSR;RSLEDNETEIK;RSLEDNETEIKVSR;RSSTPQISNIESTGSGGMHK;RSSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK;RVINSMFIFNK;RVINSMFIFNKK;RVSKTNIR;SAHHIHSASSNPDINVVDAQK;SAHHIHSASSNPDINVVDAQKR;SAHHIHSASSNPDINVVDAQKRNIPINAIGDLQFHFQDNTK;SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK;SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR;SDGTVLAPIVK;SDGTVLAPIVKYGDFYWVSK;SDGTVLAPIVKYGDFYWVSKK;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK;SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR;SIKPIR;SIKPIRTTLR;SIKPIRTTLRYDEAITYNK;SKDFRHSDSYSENETNHTNVPISSTGGTNNK;SKKSAR;SKTARAHNVSTSNNSPSTDNDSISK;SLEDNETEIK;SLEDNETEIKVSR;SLEDNETEIKVSRDTWNTK;SLEPPR;SLEPPRSK;SLEPPRSKK;SLYGLK;SLYGLKQSGANWYETIK;SLYGLKQSGANWYETIKSYLIQQCGMEEVR;SPSIDASPPENNSSHNIVPIK;SSTPQISNIESTGSGGMHK;SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK;SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASKSK;STKHRHIK;STTEPIQLNNK;STTEPIQLNNKHDLHLGQK;STTEPIQLNNKHDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR;SYLIQQCGMEEVR;SYLIQQCGMEEVRGWSCVFK;SYLIQQCGMEEVRGWSCVFKNSQVTICLFVDDMVLFSK;SYTNTTKPK;SYTNTTKPKVIAR;SYTNTTKPKVIARNPQK;TARAHNVSTSNNSPSTDNDSISK;TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK;TEECEK;TEECEKASTK;TLHKFLEK;TLHKFLEKNGITPCYTTTADSR;TLIRSAHHIHSASSNPDINVVDAQK;TLIRSAHHIHSASSNPDINVVDAQKR;TLLDDCR;TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR;TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVRNSLASPK;TNIRAPR;TNIRAPREVDPNISESNILPSK;TNNSKSK;TNNSKSKTAR;TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFK;TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFKELPPINSR;TQLQCSGLPNHLWFSAIEFSTIVR;TQLQCSGLPNHLWFSAIEFSTIVRNSLASPK;TQLQCSGLPNHLWFSAIEFSTIVRNSLASPKSK;TSIKVLHTPNIAYDLLSLNELAAVDITACFTK;TSIKVLHTPNIAYDLLSLNELAAVDITACFTKNVLER;TSSDKNI;TTLRYDEAITYNK;TTLRYDEAITYNKDIK;TVDTTNYVILQGK;TVDTTNYVILQGKESR;TVDTTNYVILQGKESRLDQFNYDALTFDEDLNR;TVPQISDQETEK;TVPQISDQETEKR;TVPQISDQETEKRIIHR;TWDTDEYYDR;TWDTDEYYDRK;TWDTDEYYDRKEIDPK;TYIKFLQNSNLGGIIPTVNGKPVR;VACQLIMR;VACQLIMRGLSGEYK;VACQLIMRGLSGEYKFLR;VHEMQK;VHEMQKLIGLASYVGYK;VHEMQKLIGLASYVGYKFR;VIARNPQK;VIARNPQKTNNSK;VINSMFIFNK;VINSMFIFNKK;VINSMFIFNKKR;VLHTPNIAYDLLSLNELAAVDITACFTK;VLHTPNIAYDLLSLNELAAVDITACFTKNVLER;VLHTPNIAYDLLSLNELAAVDITACFTKNVLERSDGTVLAPIVK;VSKTNIR;VSKTNIRAPR;VSRDTWNTK;VSRDTWNTKNMR;VTNIIDR;VTNIIDRLNNNGIHINNK;VTNIIDRLNNNGIHINNKVACQLIMR;WVYPLHDR;WVYPLHDRR;WVYPLHDRREDSILDVFTTILAFIK;YDEAITYNK;YDEAITYNKDIK;YDEAITYNKDIKEK;YGDFYWVSK;YGDFYWVSKK;YGDFYWVSKKYLLPSNISVPTINNVHTSESTR;YIEAYHK;YIEAYHKEVNQLLK;YIEAYHKEVNQLLKMK;YLLPSNISVPTINNVHTSESTR;YLLPSNISVPTINNVHTSESTRK;YLLPSNISVPTINNVHTSESTRKYPYPFIHR;YMKLGMENSLTEK;YMKLGMENSLTEKIPK;YPYPFIHR;YPYPFIHRMLAHANAQTIR;YPYPFIHRMLAHANAQTIRYSLK;YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK;YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR;YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFRWVYPLHDR;YQRGKYMK;YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK;YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGKSTK;YTRHRHLNMTVAELFLDIHAIYEEQQGSR;YVRPPPMLTSPNDFPNWVK;YVRPPPMLTSPNDFPNWVKTYIK;YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR + + +--- + + Code + mappingCollPept + Output + $peptides + peptide protein + 1 AAFYVAAIVQAIDIITGCK Q06204 + 2 AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR Q06204 + 3 AAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYREQIK Q06204 + 4 AAKAHNIATSSK Q03483;Q07791 + 5 AAKAHNIATSSKFSR Q03483;Q07791 + 6 ACLNKEVGTYECEGER P48238 + 7 AHGVAER Q07791;Q07793 + 8 AHGVAERLNR Q07791;Q07793 + 9 AHGVAERLNRTLLDDCR Q07793 + 10 AHGVAERLNRTLLNDCR Q07791 + 11 AHNIATSSK Q03483;Q07791 + 12 AHNIATSSKFSR Q03483;Q07791 + 13 AHNIATSSKFSRVNNDHINESTVSSQYLSDDNELSLGQQQK Q07791 + 14 AHNIATSSKFSRVNSDHINESTVSSQYLSDDNELSLRPATER Q03483 + 15 AHNVSTSNNSPSTDNDSISK P0CX57;Q03856;Q07793 + 16 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNK P0CX57;Q03856;Q07793 + 17 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLGQK Q07793 + 18 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPETY P0CX57 + 19 AHNVSTSNNSPSTDNDSISKSTTEPIQLNNKHDLHLRPGTY Q03856 + 20 AKCFKELEMENIEK P48238 + 21 ALHTPNIAYDLLSLSELANQNITACFTR Q07791 + 22 ALHTPNIAYDLLSLSELANQNITACFTRNTLER Q07791 + 23 ALHTPNIAYDLLSLSELANQNITACFTRNTLERSDGTVLAPIVK Q07791 + 24 AMRLRDEVSGNNLYVYYIETK Q07791 + 25 APGQPGHYIDQDELEIDEDEYK Q07791 + 26 APGQPGHYIDQDELEIDEDEYKEK Q07791 + 27 APGQPGHYIDQDELEIDEDEYKEKVHEMQK Q07791 + 28 APKEVDADISEYNILPSTIR Q07791 + 29 APKEVDADISEYNILPSTIRSR Q07791 + 30 APREVDPNISESNILPSK Q07793 + 31 APREVDPNISESNILPSKK Q07793 + 32 ARFVAR Q07791;Q07793 + 33 ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK Q07791 + 34 ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK Q07791 + 35 ASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIKGLLTDSR Q07791 + 36 AVCDNTPSIDTDPPEYR Q07791 + 37 AVCDNTPSIDTDPPEYRSSDHATPNIMPDK Q07791 + 38 AVCDNTPSIDTDPPEYRSSDHATPNIMPDKSSK Q07791 + 39 AVKSIKPIR Q07793 + 40 AVKSIKPIRTTLR Q07793 + 41 AVSPTDSTPPSTHTEDSK Q07793 + 42 AVSPTDSTPPSTHTEDSKR Q07793 + 43 AVSPTDSTPPSTHTEDSKRVSK Q07793 + 44 CFKELEMENIEK P48238 + 45 CFKELEMENIEKGDIK P48238 + 46 DALRETLPSSYNK Q06204 + 47 DALRETLPSSYNKETLNFK Q06204 + 48 DEVSGNNLYVYYIETK Q07791 + 49 DEVSGNNLYVYYIETKMNIADVMTKPLPIK Q07791 + 50 DEVSGNNLYVYYIETKMNIADVMTKPLPIKTFK Q07791 + 51 DFRHSDSYSENETNHTNVPISSTGGTNNK Q07793 + 52 DFRHSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK Q07793 + 53 DGTHKAR Q07791;Q07793 + 54 DGTHKARFVAR Q07791;Q07793 + 55 DIIEWCR P48238 + 56 DIIEWCRDYEVNK P48238 + 57 DIIEWCRDYEVNKTR P48238 + 58 DIKEKEK Q07793 + 59 DILSVDYTDIMK P0CX57;Q03856;Q07793 + 60 DILSVDYTDIMKILSK P0CX57;Q03856;Q07793 + 61 DILSVDYTDIMKILSKSIEK P0CX57;Q03856;Q07793 + 62 DIPHIHSR Q07791 + 63 DIPHIHSRQTNSSLGGMDDSNVLTTTK Q07791 + 64 DIPHIHSRQTNSSLGGMDDSNVLTTTKSK Q07791 + 65 DKQLIWHK Q07791;Q07793 + 66 DKQLIWHKHK Q07793 + 67 DKQLIWHKSKPVKPTNK Q07791 + 68 DLNANK Q07791 + 69 DLNANKK Q07791 + 70 DLNANKKIITTLK Q07791 + 71 DNKEKDR Q07791 + 72 DRYVEAYHK Q07791 + 73 DRYVEAYHKEISQLLK Q07791 + 74 DSTKVNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK Q03483 + 75 DSTKVNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK Q07791 + 76 DTWNNK Q07791 + 77 DTWNNKNMR Q07791 + 78 DTWNNKNMRSLEPPR Q07791 + 79 DTWNTK Q07793 + 80 DTWNTKNMR Q07793 + 81 DTWNTKNMRSLEPPR Q07793 + 82 DTYSFFTSLSDIQDSSSNEEQCGVGSILSEDSFTFEGSNVSIR P48238 + 83 DWIALANLEYDGSTSADTFEITVSTIIQR Q07791 + 84 DWIALANLEYDGSTSADTFEITVSTIIQRLK Q07791 + 85 DWIALANLEYDGSTSADTFEITVSTIIQRLKENNINVSDR Q07791 + 86 DWIALANLEYNGSTSADTFEITVSTIIQR Q03483 + 87 DWIALANLEYNGSTSADTFEITVSTIIQRLK Q03483 + 88 DWIALANLEYNGSTSADTFEITVSTIIQRLKENNINVSDR Q03483 + 89 DYEVNK P48238 + 90 DYEVNKTR P48238 + 91 DYEVNKTREVCVPSIHEFYLHGNGSDNLF P48238 + 92 EARQREK P48238 + 93 EDSILDVFTTILAFIK Q07793 + 94 EDSILDVFTTILAFIKNQFQASVLVIQMDR Q07793 + 95 EDSILDVFTTILAFIKNQFQASVLVIQMDRGSEYTNR Q07793 + 96 EELYIRPPPHLGLNDK Q07791 + 97 EELYIRPPPHLGLNDKLLR Q07791 + 98 EELYIRPPPHLGLNDKLLRLR Q07791 + 99 EELYIRPPPHLGMNDK Q07793 + 100 EELYIRPPPHLGMNDKLIR Q07793 + 101 EELYIRPPPHLGMNDKLIRLK Q07793 + 102 EESILNVFTSILAFIK Q07791 + 103 EESILNVFTSILAFIKNQFNAR Q07791 + 104 EESILNVFTSILAFIKNQFNARVLVIQMDR Q07791 + 105 EIDPKR Q07793 + 106 EIDPKRVINSMFIFNK Q07793 + 107 EISQLLK Q07791 + 108 EISQLLKMNTWDTNK Q07791 + 109 EISQLLKMNTWDTNKYYDR Q07791 + 110 EKDRYVEAYHK Q07791 + 111 EKEKYIEAYHK Q07793 + 112 EKVHEMQK Q07791;Q07793 + 113 EKVHEMQKLIGLASYVGYK Q07791;Q07793 + 114 EKYIEAYHK Q07793 + 115 EKYIEAYHKEVNQLLK Q07793 + 116 ELEMENIEK P48238 + 117 ELEMENIEKGDIK P48238 + 118 ELEMENIEKGDIKK P48238 + 119 ELESLILPADSIVNVVDQFQEELLSR Q06204 + 120 ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDK Q06204 + 121 ELESLILPADSIVNVVDQFQEELLSRLQTNTISMLPQCLVPDKR Q06204 + 122 ELPPINSR Q07793 + 123 ELPPINSRQTNSSLGGIGDSNAYTTINSK Q07793 + 124 ELPPINSRQTNSSLGGIGDSNAYTTINSKK Q07793 + 125 ENNINVSDR Q03483;Q07791 + 126 ENNINVSDRLACQLILK Q03483;Q07791 + 127 ENNINVSDRLACQLILKGLSGDFK Q03483;Q07791 + 128 EPVQKVR Q07791 + 129 EPVQKVRAPK Q07791 + 130 EQIKYYSSIHIK Q06204 + 131 EQIKYYSSIHIKLQFLNHSNLLGAAIATYLNK Q06204 + 132 ESDIEWSNASTYQCPDCLIGK Q07791 + 133 ESDIEWSNASTYQCPDCLIGKSTK Q07791 + 134 ESDIEWSNASTYQCPDCLIGKSTKHR Q07791 + 135 ESKPTR Q07791 + 136 ESKPTRTIDSNDELPDHLLIDSGASQTLVR Q07791 + 137 ESQQLHQNPHSLHGSAAASVTSK Q07791 + 138 ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR Q07791 + 139 ESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK Q07791 + 140 ESQQLHQNPHSQHGSAYASVTSK Q03483 + 141 ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR Q03483 + 142 ESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK Q03483 + 143 ESQQLSNYPHISHGSACASVTSK Q03856 + 144 ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK Q03856 + 145 ESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK Q03856 + 146 ESQQLSQHSPISHGSACASVTSK P0CX57;Q07793 + 147 ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK P0CX57;Q07793 + 148 ESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK P0CX57;Q07793 + 149 ESRLDQFNYDALTFDEDLNR Q07793 + 150 ESTEMGGTIESDTTSPR Q07791 + 151 ESTEMGGTIESDTTSPRHSSTFTAR Q07791 + 152 ESTEMGGTIESDTTSPRHSSTFTARNQK Q07791 + 153 ETLNFK Q06204 + 154 ETLNFKHVLINSEIGFIGK Q06204 + 155 ETLNFKHVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK Q06204 + 156 ETLPSSYNK Q06204 + 157 ETLPSSYNKETLNFK Q06204 + 158 ETLPSSYNKETLNFKHVLINSEIGFIGK Q06204 + 159 EVCVPSIHEFYLHGNGSDNLF P48238 + 160 EVDADISEYNILPSTIR Q07791 + 161 EVDADISEYNILPSTIRSR Q07791 + 162 EVDADISEYNILPSTIRSRTPHIINK Q07791 + 163 EVDPNISESNILPSK Q07793 + 164 EVDPNISESNILPSKK Q07793 + 165 EVDPNISESNILPSKKR Q07793 + 166 EVGTYECEGER P48238 + 167 EVHTNQDPLDVSASK P0CX57;Q03856;Q07793 + 168 EVHTNQDPLDVSASKIQEYDK Q03856 + 169 EVHTNQDPLDVSASKIQEYDKASTK Q03856 + 170 EVHTNQDPLDVSASKTEECEK P0CX57;Q07793 + 171 EVHTNQDPLDVSASKTEECEKASTK P0CX57;Q07793 + 172 EVNQLLK Q07793 + 173 EVNQLLKMK Q07793 + 174 EVNQLLKMKTWDTDEYYDR Q07793 + 175 EVPSNQDPLAVSASNLPEFDR Q03483;Q07791 + 176 EVPSNQDPLAVSASNLPEFDRDSTK Q03483;Q07791 + 177 EYSQPFFDWR P48238 + 178 EYSQPFFDWRHEMVEHGEESVKPCGCHK P48238 + 179 EYSQPFFDWRHEMVEHGEESVKPCGCHKSR P48238 + 180 FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR Q06204 + 181 FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK Q06204 + 182 FAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIKK Q06204 + 183 FDLLYYINTLAQHILFPSR Q07791;Q07793 + 184 FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR Q07791 + 185 FDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTRDK Q07791 + 186 FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR Q07793 + 187 FDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTRDK Q07793 + 188 FFGTKAMR Q07791 + 189 FFGTKAMRLR Q07791 + 190 FFTNRGITACYTTTADSR Q07791 + 191 FFTNRGITACYTTTADSRAHGVAER Q07791 + 192 FFVSVTFSFPLNPEGEVVAMGK Q06204 + 193 FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK Q06204 + 194 FFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVKQLIQSSFHR Q06204 + 195 FICENDSISLIIGTGTNACFEVPYGYLPPFK Q06204 + 196 FICENDSISLIIGTGTNACFEVPYGYLPPFKR Q06204 + 197 FICENDSISLIIGTGTNACFEVPYGYLPPFKRDALR Q06204 + 198 FLEKNGITPCYTTTADSR Q07793 + 199 FLEKNGITPCYTTTADSRAHGVAER Q07793 + 200 FLKNSNLGDIIPNDQGEIK Q03483;Q07791 + 201 FLKNSNLGDIIPNDQGEIKR Q03483;Q07791 + 202 FLQNSNLGGIIPTVNGKPVR P0CX57;Q03856;Q07793 + 203 FLQNSNLGGIIPTVNGKPVRQITDDELTFLYNTFQIFAPSQFLPTWVK P0CX57;Q03856;Q07793 + 204 FLRYTR P0CX57;Q03856;Q07793 + 205 FLRYTRHR P0CX57;Q03856;Q07793 + 206 FQWVYPLHDR Q07791 + 207 FQWVYPLHDRR Q07791 + 208 FQWVYPLHDRREESILNVFTSILAFIK Q07791 + 209 FRFDLLYYINTLAQHILFPSR Q07791;Q07793 + 210 FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFIWNTR Q07791 + 211 FRFDLLYYINTLAQHILFPSRQVLDMTYELIQFMWDTR Q07793 + 212 FRNRFFGTK Q07791 + 213 FRWVYPLHDR Q07793 + 214 FRWVYPLHDRR Q07793 + 215 FSRVNNDHINESTVSSQYLSDDNELSLGQQQK Q07791 + 216 FSRVNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR Q07791 + 217 FSRVNSDHINESTVSSQYLSDDNELSLRPATER Q03483 + 218 FSRVNSDHINESTVSSQYLSDDNELSLRPATERI Q03483 + 219 FTIPPK P48238 + 220 FTIPPKIEQR P48238 + 221 FTIPPKIEQRK P48238 + 222 FYIRFLK Q03483;Q07791 + 223 FYIRFLKNSNLGDIIPNDQGEIK Q03483;Q07791 + 224 GDIKKSLFYR P48238 + 225 GFVMTDTLQGSTVK Q06204 + 226 GFVMTDTLQGSTVKQLIQSSFHR Q06204 + 227 GIPGYALHPSR Q07791;Q07793 + 228 GIPGYALHPSRNSYGYIIYLPSLK Q07791;Q07793 + 229 GIPGYALHPSRNSYGYIIYLPSLKK Q07791;Q07793 + 230 GITACYTTTADSR Q07791 + 231 GITACYTTTADSRAHGVAER Q07791 + 232 GITACYTTTADSRAHGVAERLNR Q07791 + 233 GKACLNK P48238 + 234 GKACLNKEVGTYECEGER P48238 + 235 GKYMKLGMENSLTEK Q07793 + 236 GLLTDSR Q07791 + 237 GLLTDSRSTISIIK Q07791 + 238 GLLTDSRSTISIIKSTNEEK Q07791 + 239 GLSGDFK Q03483;Q07791 + 240 GLSGDFKYLR Q03483;Q07791 + 241 GLSGDFKYLRNQYR Q03483;Q07791 + 242 GLSGEYK P0CX57;Q03856;Q07793 + 243 GLSGEYKFLR P0CX57;Q03856;Q07793 + 244 GLSGEYKFLRYTR P0CX57;Q03856;Q07793 + 245 GRKLSAPGQPGLYIDQDELEIDEDEYK Q07793 + 246 GSEYTNK Q07791 + 247 GSEYTNKTLHK Q07791 + 248 GSEYTNKTLHKFFTNR Q07791 + 249 GSEYTNR Q07793 + 250 GSEYTNRTLHK Q07793 + 251 GSEYTNRTLHKFLEK Q07793 + 252 GSRLKYQESYEPFQYLHTDIFGPVHHLPK Q07791 + 253 GSRLKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK Q07793 + 254 GVKSIKPVR Q07791 + 255 GVKSIKPVRTTLR Q07791 + 256 GWSCVFK Q07791;Q07793 + 257 GWSCVFKNSQVTICLFVDDMILFSK Q07791 + 258 GWSCVFKNSQVTICLFVDDMILFSKDLNANK Q07791 + 259 GWSCVFKNSQVTICLFVDDMVLFSK Q07793 + 260 GWSCVFKNSQVTICLFVDDMVLFSKNLNSNK Q07793 + 261 HDLHLGQK Q07793 + 262 HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR Q07793 + 263 HDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASRTLIR Q07793 + 264 HDLHLRPETY P0CX57 + 265 HDLHLRPGTY Q03856 + 266 HEMVEHGEESVKPCGCHK P48238 + 267 HEMVEHGEESVKPCGCHKSR P48238 + 268 HEMVEHGEESVKPCGCHKSRK P48238 + 269 HGDFYWLSK Q07791 + 270 HGDFYWLSKK Q07791 + 271 HGDFYWLSKKYLIPSHISK Q07791 + 272 HIKGSR Q07791;Q07793 + 273 HIKGSRLK Q07791;Q07793 + 274 HKTSSDK Q07793 + 275 HKTSSDKNI Q07793 + 276 HLNMTVAELFLDIHAIYEEQQGSR P0CX57;Q03856;Q07793 + 277 HLNMTVAELFLDIHAIYEEQQGSRNSKPNYR P0CX57;Q03856;Q07793 + 278 HLNMTVAELFLDIHAIYEEQQGSRNSKPNYRR P0CX57;Q03856;Q07793 + 279 HRHIKGSR Q07791;Q07793 + 280 HRHLNMTVAELFLDIHAIYEEQQGSR P0CX57;Q03856;Q07793 + 281 HRHLNMTVAELFLDIHAIYEEQQGSRNSKPNYR P0CX57;Q03856;Q07793 + 282 HSDSYSENETNHTNVPISSTGGTNNK Q07793 + 283 HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEK Q07793 + 284 HSDSYSENETNHTNVPISSTGGTNNKTVPQISDQETEKR Q07793 + 285 HSSTFTAR Q07791 + 286 HSSTFTARNQK Q07791 + 287 HSSTFTARNQKRPGSPNDMIDLTSQDR Q07791 + 288 HVLINSEIGFIGK Q06204 + 289 HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGK Q06204 + 290 HVLINSEIGFIGKNVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK Q06204 + 291 IEQRKEAR P48238 + 292 IHLIAAVK Q07793 + 293 IHLIAAVKAVK Q07793 + 294 IHLIAAVKAVKSIKPIR Q07793 + 295 IHPRGIPGYALHPSR Q07791;Q07793 + 296 IHPRGIPGYALHPSRNSYGYIIYLPSLK Q07791;Q07793 + 297 IIEKLK Q07793 + 298 IIEKLKMQYDTK Q07793 + 299 IIHRSPSIDASPPENNSSHNIVPIK Q07793 + 300 IINLGEGDNEIQYDILGLEIK Q07791 + 301 IINLGEGDNEIQYDILGLEIKYQR Q07791 + 302 IINLGEGDNEIQYDILGLEIKYQRSK Q07791 + 303 IINLGESDEEIQYDILGLEIK Q07793 + 304 IINLGESDEEIQYDILGLEIKYQR Q07793 + 305 IINLGESDEEIQYDILGLEIKYQRGK Q07793 + 306 IISENIEEFFCTMNVCHVINDAIAVSLTSK Q06204 + 307 IITTLK Q07791 + 308 IITTLKK Q07791 + 309 IITTLKKQYDTK Q07791 + 310 ILSKSIEK P0CX57;Q03856;Q07793 + 311 ILSKSIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK P0CX57;Q03856;Q07793 + 312 ILTIDFGGTR Q06204 + 313 ILTIDFGGTRLK Q06204 + 314 IMNLNKPSQYK Q03483;Q07791 + 315 IMNLNKPSQYKQHSEYK Q03483;Q07791 + 316 IMNLNKPSQYKQHSEYKNVSR Q03483;Q07791 + 317 INLIAAIK Q07791 + 318 INLIAAIKGVK Q07791 + 319 INLIAAIKGVKSIKPVR Q07791 + 320 IPKLNVPLNPK Q07793 + 321 IPKLNVPLNPKGR Q07793 + 322 IQEYDK Q03856 + 323 IQEYDKASTK Q03856 + 324 KAKCFK P48238 + 325 KEARQR P48238 + 326 KEIDPK Q07793 + 327 KEIDPKR Q07793 + 328 KIITTLK Q07791 + 329 KIITTLKK Q07791 + 330 KKNESSEASK Q06204 + 331 KLRAPGQPGHYIDQDELEIDEDEYK Q07791 + 332 KLSAPGQPGLYIDQDELEIDEDEYK Q07793 + 333 KLSAPGQPGLYIDQDELEIDEDEYKEK Q07793 + 334 KNAVTYLK Q07791 + 335 KNAVTYLKESDIEWSNASTYQCPDCLIGK Q07791 + 336 KNESSEASK Q06204 + 337 KNESSEASKFFVSVTFSFPLNPEGEVVAMGK Q06204 + 338 KPIIKGLLTDSR Q07791 + 339 KPIIKGLLTDSRSTISIIK Q07791 + 340 KQYDTK Q07791 + 341 KQYDTKIINLGEGDNEIQYDILGLEIK Q07791 + 342 KRDGTHK Q07791;Q07793 + 343 KRIHLIAAVK Q07793 + 344 KRINLIAAIK Q07791 + 345 KRSLEDNETEIEVSR Q07791 + 346 KRSLEDNETEIK Q07793 + 347 KRSSTPQISNIESTGSGGMHK Q07793 + 348 KSARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK Q07793 + 349 KSLFYR P48238 + 350 KSLFYRDIIEWCR P48238 + 351 KSLYGLK Q07791;Q07793 + 352 KSLYGLKQSGANWYETIK Q07791;Q07793 + 353 KTVDTTNYVILQDNQSK Q07791 + 354 KTVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR Q07791 + 355 KTVDTTNYVILQGK Q07793 + 356 KTVDTTNYVILQGKESR Q07793 + 357 KVINSMFIFNK Q07791 + 358 KVINSMFIFNKK Q07791 + 359 KYLIPSHISK Q07791 + 360 KYLIPSHISKLTINNVNK Q07791 + 361 KYLLPSNISVPTINNVHTSESTR Q07793 + 362 KYLLPSNISVPTINNVHTSESTRK Q07793 + 363 KYPYPFIHR Q07793 + 364 KYPYPFIHRMLAHANAQTIR Q07793 + 365 KYVRPPPMLTSPNDFPNWVK P0CX57;Q03856;Q07793 + 366 KYVRPPPMLTSPNDFPNWVKTYIK P0CX57;Q03856;Q07793 + 367 LAANGYIK Q06204 + 368 LAANGYIKK Q06204 + 369 LAANGYIKKK Q06204 + 370 LACQLILK Q03483;Q07791 + 371 LACQLILKGLSGDFK Q03483;Q07791 + 372 LACQLILKGLSGDFKYLR Q03483;Q07791 + 373 LDQFNYDALTFDEDLNR Q07793 + 374 LDQFNYDTLTFDDDLNR Q07791 + 375 LFSLDLNALNENENGSK P48238 + 376 LFSLDLNALNENENGSKNPVK P48238 + 377 LFSLDLNALNENENGSKNPVKFTIPPK P48238 + 378 LGGTEEPYIQR Q07791 + 379 LGGTEEPYIQRNSDTNIK Q07791 + 380 LGGTEEPYIQRNSDTNIKYR Q07791 + 381 LGMEKSLTEK Q07791 + 382 LGMEKSLTEKLPK Q07791 + 383 LGMENSLTEK Q07793 + 384 LGMENSLTEKIPK Q07793 + 385 LGMENSLTEKIPKLNVPLNPK Q07793 + 386 LIGLASYVGYK Q07791;Q07793 + 387 LIGLASYVGYKFR Q07791;Q07793 + 388 LIGLASYVGYKFRFDLLYYINTLAQHILFPSR Q07791;Q07793 + 389 LIRLKK Q07793 + 390 LKENNINVSDR Q03483;Q07791 + 391 LKENNINVSDRLACQLILK Q03483;Q07791 + 392 LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTR Q06204 + 393 LKFAIISLPQIVIEYNDAFELTYNIVDSNFFNQIIYTICTRLAANGYIK Q06204 + 394 LKKSLYGLK Q07793 + 395 LKMQYDTK Q07793 + 396 LKMQYDTKIINLGESDEEIQYDILGLEIK Q07793 + 397 LKYQESYEPFQYLHTDIFGPVHHLPK Q07791 + 398 LKYQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK Q07791 + 399 LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK Q07793 + 400 LKYQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR Q07793 + 401 LLIKRAAFYVAAIVQAIDIITGCK Q06204 + 402 LLRLRK Q07791 + 403 LLTNKWIH Q07791 + 404 LNNNGIHINNK P0CX57;Q03856;Q07793 + 405 LNNNGIHINNKVACQLIMR P0CX57;Q03856;Q07793 + 406 LNNNGIHINNKVACQLIMRGLSGEYK P0CX57;Q03856;Q07793 + 407 LNRTLLDDCR Q07793 + 408 LNRTLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR Q07793 + 409 LNRTLLNDCR Q07791 + 410 LNRTLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR Q07791 + 411 LNVPLLAPMSQSNTHESSHASK Q07793 + 412 LNVPLLAPMSQSNTHESSHASKSK Q07793 + 413 LNVPLLAPMSQSNTHESSHASKSKDFR Q07793 + 414 LNVPLNPK Q07791;Q07793 + 415 LNVPLNPKGK Q07791 + 416 LNVPLNPKGKK Q07791 + 417 LNVPLNPKGR Q07793 + 418 LNVPLNPKGRK Q07793 + 419 LPKLNVPLNPK Q07791 + 420 LPKLNVPLNPKGK Q07791 + 421 LQFLNHSNLLGAAIATYLNK Q06204 + 422 LQFLNHSNLLGAAIATYLNKSDNQVQ Q06204 + 423 LQTNTISMLPQCLVPDK Q06204 + 424 LQTNTISMLPQCLVPDKR Q06204 + 425 LQTNTISMLPQCLVPDKRSR Q06204 + 426 LRAPGQPGHYIDQDELEIDEDEYK Q07791 + 427 LRAPGQPGHYIDQDELEIDEDEYKEK Q07791 + 428 LRDEVSGNNLYVYYIETK Q07791 + 429 LRDEVSGNNLYVYYIETKMNIADVMTKPLPIK Q07791 + 430 LRKSLYGLK Q07791 + 431 LRRVAVLPENSR P48238 + 432 LSAPGQPGLYIDQDELEIDEDEYK Q07793 + 433 LSAPGQPGLYIDQDELEIDEDEYKEK Q07793 + 434 LSAPGQPGLYIDQDELEIDEDEYKEKVHEMQK Q07793 + 435 LSQLFAEIQLIYDENK Q03483;Q07791 + 436 LSQLFAEIQLIYDENKIMNLNKPSQYK Q03483;Q07791 + 437 LSQLFAEIQLIYDENKIMNLNKPSQYKQHSEYK Q03483;Q07791 + 438 LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPR Q07793 + 439 LTASYHSFIASNEIQESNDLNIESDHDFQSDIELHPEQPRNVLSK Q07793 + 440 LTESTVNHTNHSDDELPGHLLLDSGASR Q07793 + 441 LTESTVNHTNHSDDELPGHLLLDSGASRTLIR Q07793 + 442 LTINNVNK Q07791 + 443 LTINNVNKSK Q07791 + 444 LTINNVNKSKSVNK Q07791 + 445 LVVISDASYGNQPYYK Q07791 + 446 LVVISDASYGNQPYYKSQIGNIYLLNGK Q07791 + 447 LVVISDASYGNQPYYKSQIGNIYLLNGKVIGGK Q07791 + 448 MESQQLHQNPHSLHGSAAASVTSK Q07791 + 449 MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDR Q07791 + 450 MESQQLHQNPHSLHGSAAASVTSKEVPSNQDPLAVSASNLPEFDRDSTK Q07791 + 451 MESQQLHQNPHSQHGSAYASVTSK Q03483 + 452 MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDR Q03483 + 453 MESQQLHQNPHSQHGSAYASVTSKEVPSNQDPLAVSASNLPEFDRDSTK Q03483 + 454 MESQQLSNYPHISHGSACASVTSK Q03856 + 455 MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASK Q03856 + 456 MESQQLSNYPHISHGSACASVTSKEVHTNQDPLDVSASKIQEYDK Q03856 + 457 MESQQLSQHSPISHGSACASVTSK P0CX57;Q07793 + 458 MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASK P0CX57;Q07793 + 459 MESQQLSQHSPISHGSACASVTSKEVHTNQDPLDVSASKTEECEK P0CX57;Q07793 + 460 MGKACLNK P48238 + 461 MGKACLNKEVGTYECEGER P48238 + 462 MKTWDTDEYYDR Q07793 + 463 MKTWDTDEYYDRK Q07793 + 464 MLAHANAQTIR Q07793 + 465 MLAHANAQTIRYSLK Q07793 + 466 MLAHANAQTIRYSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK Q07793 + 467 MLGHANFR Q07791 + 468 MLGHANFRSIQK Q07791 + 469 MLGHANFRSIQKSLK Q07791 + 470 MNIADVMTKPLPIK Q07791 + 471 MNIADVMTKPLPIKTFK Q07791 + 472 MNIADVMTKPLPIKTFKLLTNK Q07791 + 473 MNTWDTNK Q07791 + 474 MNTWDTNKYYDR Q07791 + 475 MNTWDTNKYYDRNDIDPK Q07791 + 476 MQSDTQEANDIVTLANLQYNGSTPADAFETK P0CX57;Q03856;Q07793 + 477 MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR P0CX57;Q03856;Q07793 + 478 MQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDRLNNNGIHINNK P0CX57;Q03856;Q07793 + 479 MQTNNQELK Q03483;Q07791 + 480 MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR Q07791 + 481 MQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQRLK Q07791 + 482 MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR Q03483 + 483 MQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQRLK Q03483 + 484 MQYDTK Q07793 + 485 MQYDTKIINLGESDEEIQYDILGLEIK Q07793 + 486 MQYDTKIINLGESDEEIQYDILGLEIKYQR Q07793 + 487 MTIESTLAR Q06204 + 488 MTIESTLARELESLILPADSIVNVVDQFQEELLSR Q06204 + 489 NAVTYLK Q07791 + 490 NAVTYLKESDIEWSNASTYQCPDCLIGK Q07791 + 491 NAVTYLKESDIEWSNASTYQCPDCLIGKSTK Q07791 + 492 NDIDPK Q07791 + 493 NDIDPKK Q07791 + 494 NDIDPKKVINSMFIFNK Q07791 + 495 NDKSAR Q07791 + 496 NDKSARQHAGLAGLDITTILPFGQPVIVNNHNPDSK Q07791 + 497 NDSRSYTNTTKPK P0CX57;Q03856;Q07793 + 498 NDSRSYTNTTKPKVIAR P0CX57;Q03856;Q07793 + 499 NESSEASK Q06204 + 500 NESSEASKFFVSVTFSFPLNPEGEVVAMGK Q06204 + 501 NESSEASKFFVSVTFSFPLNPEGEVVAMGKGFVMTDTLQGSTVK Q06204 + 502 NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR Q06204 + 503 NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIK Q06204 + 504 NFPVEFNGELVCQLAEDCTNAWFENEHYALICQIARLLIKR Q06204 + 505 NGITPCYTTTADSR Q07793 + 506 NGITPCYTTTADSRAHGVAER Q07793 + 507 NGITPCYTTTADSRAHGVAERLNR Q07793 + 508 NILLQYNIIPK Q06204 + 509 NILLQYNIIPKNFPVEFNGELVCQLAEDCTNAWFENEHYALICQIAR Q06204 + 510 NIPINAIGDLQFHFQDNTK Q07793 + 511 NIPINAIGDLQFHFQDNTKTSIK Q07793 + 512 NLNSNK Q07793 + 513 NLNSNKR Q07793 + 514 NLNSNKRIIEK Q07793 + 515 NMRSLEPPR Q07791;Q07793 + 516 NMRSLEPPRSK Q07791;Q07793 + 517 NNTITYFNESDVDWSSAIDYQCPDCLIGK Q07793 + 518 NNTITYFNESDVDWSSAIDYQCPDCLIGKSTK Q07793 + 519 NNTITYFNESDVDWSSAIDYQCPDCLIGKSTKHR Q07793 + 520 NNVLPPHTLTSEENFSTWVK Q03483;Q07791 + 521 NNVLPPHTLTSEENFSTWVKFYIR Q03483;Q07791 + 522 NNVLPPHTLTSEENFSTWVKFYIRFLK Q03483;Q07791 + 523 NPQKTNNSK P0CX57;Q03856;Q07793 + 524 NPQKTNNSKSK P0CX57;Q03856;Q07793 + 525 NPSDEK P0CX57;Q03856;Q07793 + 526 NPSDEKNDSR P0CX57;Q03856;Q07793 + 527 NPSDEKNDSRSYTNTTKPK P0CX57;Q03856;Q07793 + 528 NPVKFTIPPK P48238 + 529 NPVKFTIPPKIEQR P48238 + 530 NQFNAR Q07791 + 531 NQFNARVLVIQMDR Q07791 + 532 NQFNARVLVIQMDRGSEYTNK Q07791 + 533 NQFQASVLVIQMDR Q07793 + 534 NQFQASVLVIQMDRGSEYTNR Q07793 + 535 NQFQASVLVIQMDRGSEYTNRTLHK Q07793 + 536 NQKRPGSPNDMIDLTSQDR Q07791 + 537 NQKRPGSPNDMIDLTSQDRVNYGLENIK Q07791 + 538 NQYRTK Q03483;Q07791 + 539 NQYRTKTNMK Q03483;Q07791 + 540 NRFFGTK Q07791 + 541 NRFFGTKAMR Q07791 + 542 NSDTNIK Q07791 + 543 NSDTNIKYR Q07791 + 544 NSDTNIKYRTTNSTPSIDDR Q07791 + 545 NSKPNYR P0CX57;Q03856;Q07793 + 546 NSKPNYRR P0CX57;Q03856;Q07793 + 547 NSKPNYRRNPSDEK P0CX57;Q03856;Q07793 + 548 NSLASPK Q07793 + 549 NSLASPKSK Q07793 + 550 NSLASPKSKK Q07793 + 551 NSLVSPK Q07791 + 552 NSLVSPKNDK Q07791 + 553 NSLVSPKNDKSAR Q07791 + 554 NSNLGDIIPNDQGEIK Q03483;Q07791 + 555 NSNLGDIIPNDQGEIKR Q03483;Q07791 + 556 NSNLGDIIPNDQGEIKRQMTYEEHAYIYNTFQAFAPFHLLPTWVK Q03483;Q07791 + 557 NSQVTICLFVDDMILFSK Q07791 + 558 NSQVTICLFVDDMILFSKDLNANK Q07791 + 559 NSQVTICLFVDDMILFSKDLNANKK Q07791 + 560 NSQVTICLFVDDMVLFSK Q07793 + 561 NSQVTICLFVDDMVLFSKNLNSNK Q07793 + 562 NSQVTICLFVDDMVLFSKNLNSNKR Q07793 + 563 NSYGYIIYLPSLK Q07791;Q07793 + 564 NSYGYIIYLPSLKK Q07791;Q07793 + 565 NSYGYIIYLPSLKKTVDTTNYVILQDNQSK Q07791 + 566 NSYGYIIYLPSLKKTVDTTNYVILQGK Q07793 + 567 NTLERSDGTVLAPIVK Q07791 + 568 NTLERSDGTVLAPIVKHGDFYWLSK Q07791 + 569 NVIALQPFDIHGAISYEMPLECVTSGK Q06204 + 570 NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLK Q06204 + 571 NVIALQPFDIHGAISYEMPLECVTSGKWLPLSLKNILLQYNIIPK Q06204 + 572 NVLERSDGTVLAPIVK Q07793 + 573 NVLERSDGTVLAPIVKYGDFYWVSK Q07793 + 574 NVLSKAVSPTDSTPPSTHTEDSK Q07793 + 575 NVLSKAVSPTDSTPPSTHTEDSKR Q07793 + 576 NVSRTSPNTTNTK Q03483;Q07791 + 577 NVSRTSPNTTNTKVTSR Q07791 + 578 NVSRTSPNTTNTKVTTR Q03483 + 579 NVTADSILDDLPLPDLTNK Q07791 + 580 NVTADSILDDLPLPDLTNKSPTDTSDVSK Q07791 + 581 NVTADSILDDLPLPDLTNKSPTDTSDVSKDIPHIHSR Q07791 + 582 NYHRTNSSKPR Q03483;Q07791 + 583 NYHRTNSSKPRAAK Q03483;Q07791 + 584 NYLVESSMDSSR P48238 + 585 NYLVESSMDSSREYSQPFFDWR P48238 + 586 NYLVESSMDSSREYSQPFFDWRHEMVEHGEESVKPCGCHK P48238 + 587 NYNFIHIGYVGSFLHNSNFYR Q06204 + 588 NYNFIHIGYVGSFLHNSNFYREQIK Q06204 + 589 NYNFIHIGYVGSFLHNSNFYREQIKYYSSIHIK Q06204 + 590 QDIPINAIGNLHFNFQNGTK Q07791 + 591 QDIPINAIGNLHFNFQNGTKTSIK Q07791 + 592 QHAGLAGLDISTLLPFGQPVIVNDHNPNSK Q07793 + 593 QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR Q07793 + 594 QHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPRGIPGYALHPSR Q07793 + 595 QHAGLAGLDITTILPFGQPVIVNNHNPDSK Q07791 + 596 QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR Q07791 + 597 QHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPRGIPGYALHPSR Q07791 + 598 QHSEYK Q03483;Q07791 + 599 QHSEYKNVSR Q03483;Q07791 + 600 QHSEYKNVSRTSPNTTNTK Q03483;Q07791 + 601 QILEINYADILTVLCK Q07791 + 602 QILEINYADILTVLCKSVSK Q07791 + 603 QILEINYADILTVLCKSVSKMQTNNQELK Q07791 + 604 QILEINYSDILTVLCK Q03483 + 605 QILEINYSDILTVLCKSVSK Q03483 + 606 QILEINYSDILTVLCKSVSKMQTNNQELK Q03483 + 607 QITDDELTFLYNTFQIFAPSQFLPTWVK P0CX57;Q03856;Q07793 + 608 QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMK P0CX57;Q03856;Q07793 + 609 QITDDELTFLYNTFQIFAPSQFLPTWVKDILSVDYTDIMKILSK P0CX57;Q03856;Q07793 + 610 QLIQSSFHR Q06204 + 611 QLIQSSFHRIISENIEEFFCTMNVCHVINDAIAVSLTSK Q06204 + 612 QLIWHK Q07791;Q07793 + 613 QLIWHKHK Q07793 + 614 QLIWHKHKTSSDK Q07793 + 615 QLIWHKSKPVKPTNK Q07791 + 616 QLIWHKSKPVKPTNKLVVISDASYGNQPYYK Q07791 + 617 QMTYEEHAYIYNTFQAFAPFHLLPTWVK Q03483;Q07791 + 618 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK Q07791 + 619 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCKSVSK Q07791 + 620 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK Q03483 + 621 QMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCKSVSK Q03483 + 622 QSGANWYETIK Q07791;Q07793 + 623 QSGANWYETIKSYLINCCDMQEVR Q07791 + 624 QSGANWYETIKSYLINCCDMQEVRGWSCVFK Q07791 + 625 QSGANWYETIKSYLIQQCGMEEVR Q07793 + 626 QSGANWYETIKSYLIQQCGMEEVRGWSCVFK Q07793 + 627 QTNSSLGGIGDSNAYTTINSK Q07793 + 628 QTNSSLGGIGDSNAYTTINSKK Q07793 + 629 QTNSSLGGIGDSNAYTTINSKKR Q07793 + 630 QTNSSLGGMDDSNVLTTTK Q07791 + 631 QTNSSLGGMDDSNVLTTTKSK Q07791 + 632 QTNSSLGGMDDSNVLTTTKSKK Q07791 + 633 QVLDMTYELIQFIWNTR Q07791 + 634 QVLDMTYELIQFIWNTRDK Q07791 + 635 QVLDMTYELIQFIWNTRDKQLIWHK Q07791 + 636 QVLDMTYELIQFMWDTR Q07793 + 637 QVLDMTYELIQFMWDTRDK Q07793 + 638 QVLDMTYELIQFMWDTRDKQLIWHK Q07793 + 639 QYDTKIINLGEGDNEIQYDILGLEIK Q07791 + 640 QYDTKIINLGEGDNEIQYDILGLEIKYQR Q07791 + 641 RAAFYVAAIVQAIDIITGCK Q06204 + 642 RAAFYVAAIVQAIDIITGCKNYNFIHIGYVGSFLHNSNFYR Q06204 + 643 RDALRETLPSSYNK Q06204 + 644 RDGTHK Q07791;Q07793 + 645 RDGTHKAR Q07791;Q07793 + 646 REDSILDVFTTILAFIK Q07793 + 647 REDSILDVFTTILAFIKNQFQASVLVIQMDR Q07793 + 648 REESILNVFTSILAFIK Q07791 + 649 REESILNVFTSILAFIKNQFNAR Q07791 + 650 RIHLIAAVK Q07793 + 651 RIHLIAAVKAVK Q07793 + 652 RIIEKLK Q07793 + 653 RIIHRSPSIDASPPENNSSHNIVPIK Q07793 + 654 RINLIAAIK Q07791 + 655 RINLIAAIKGVK Q07791 + 656 RNIPINAIGDLQFHFQDNTK Q07793 + 657 RNIPINAIGDLQFHFQDNTKTSIK Q07793 + 658 RNPSDEK P0CX57;Q03856;Q07793 + 659 RNPSDEKNDSR P0CX57;Q03856;Q07793 + 660 RPGSPNDMIDLTSQDR Q07791 + 661 RPGSPNDMIDLTSQDRVNYGLENIK Q07791 + 662 RPGSPNDMIDLTSQDRVNYGLENIKTTR Q07791 + 663 RQMTYEEHAYIYNTFQAFAPFHLLPTWVK Q03483;Q07791 + 664 RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYADILTVLCK Q07791 + 665 RQMTYEEHAYIYNTFQAFAPFHLLPTWVKQILEINYSDILTVLCK Q03483 + 666 RSLEDNETEIEVSR Q07791 + 667 RSLEDNETEIEVSRDTWNNK Q07791 + 668 RSLEDNETEIK Q07793 + 669 RSLEDNETEIKVSR Q07793 + 670 RSRWNPEDK Q06204 + 671 RSSTPQISNIESTGSGGMHK Q07793 + 672 RSSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK Q07793 + 673 RVAVLPENSR P48238 + 674 RVAVLPENSRNYLVESSMDSSR P48238 + 675 RVINSMFIFNK Q07793 + 676 RVINSMFIFNKK Q07793 + 677 RVSKTNIR Q07793 + 678 SAHHIHSASSNPDINVVDAQK Q07793 + 679 SAHHIHSASSNPDINVVDAQKR Q07793 + 680 SAHHIHSASSNPDINVVDAQKRNIPINAIGDLQFHFQDNTK Q07793 + 681 SAHYLHHATPNSEINIVDAQK Q07791 + 682 SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTK Q07791 + 683 SAHYLHHATPNSEINIVDAQKQDIPINAIGNLHFNFQNGTKTSIK Q07791 + 684 SAPSYFISFTDEK Q07791 + 685 SAPSYFISFTDEKTR Q07791 + 686 SAPSYFISFTDEKTRFQWVYPLHDR Q07791 + 687 SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSK Q07793 + 688 SARQHAGLAGLDISTLLPFGQPVIVNDHNPNSKIHPR Q07793 + 689 SARQHAGLAGLDITTILPFGQPVIVNNHNPDSK Q07791 + 690 SARQHAGLAGLDITTILPFGQPVIVNNHNPDSKIHPR Q07791 + 691 SDGTVLAPIVK Q07791;Q07793 + 692 SDGTVLAPIVKHGDFYWLSK Q07791 + 693 SDGTVLAPIVKHGDFYWLSKK Q07791 + 694 SDGTVLAPIVKYGDFYWVSK Q07793 + 695 SDGTVLAPIVKYGDFYWVSKK Q07793 + 696 SDNQVQ Q06204 + 697 SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETK P0CX57;Q03856;Q07793 + 698 SIEKMQSDTQEANDIVTLANLQYNGSTPADAFETKVTNIIDR P0CX57;Q03856;Q07793 + 699 SIKPIR Q07793 + 700 SIKPIRTTLR Q07793 + 701 SIKPIRTTLRYDEAITYNK Q07793 + 702 SIKPVR Q07791 + 703 SIKPVRTTLR Q07791 + 704 SIKPVRTTLRYDEAITYNK Q07791 + 705 SIQKSLK Q07791 + 706 SIQKSLKK Q07791 + 707 SKDFRHSDSYSENETNHTNVPISSTGGTNNK Q07793 + 708 SKKSAR Q07793 + 709 SKPVKPTNK Q07791 + 710 SKPVKPTNKLVVISDASYGNQPYYK Q07791 + 711 SKPVKPTNKLVVISDASYGNQPYYKSQIGNIYLLNGK Q07791 + 712 SKSVNK Q07791 + 713 SKSVNKYPYPLIHR Q07791 + 714 SKTARAHNVSTSNNSPSTDNDSISK P0CX57;Q03856;Q07793 + 715 SKYMKLGMEK Q07791 + 716 SLEDNETEIEVSR Q07791 + 717 SLEDNETEIEVSRDTWNNK Q07791 + 718 SLEDNETEIEVSRDTWNNKNMR Q07791 + 719 SLEDNETEIK Q07793 + 720 SLEDNETEIKVSR Q07793 + 721 SLEDNETEIKVSRDTWNTK Q07793 + 722 SLEPPR Q07791;Q07793 + 723 SLEPPRSK Q07791;Q07793 + 724 SLEPPRSKK Q07791;Q07793 + 725 SLFYRDIIEWCR P48238 + 726 SLFYRDIIEWCRDYEVNK P48238 + 727 SLKKNAVTYLK Q07791 + 728 SLTEKLPK Q07791 + 729 SLTEKLPKLNVPLNPK Q07791 + 730 SLYGLK Q07791;Q07793 + 731 SLYGLKQSGANWYETIK Q07791;Q07793 + 732 SLYGLKQSGANWYETIKSYLINCCDMQEVR Q07791 + 733 SLYGLKQSGANWYETIKSYLIQQCGMEEVR Q07793 + 734 SPSIDASPPENNSSHNIVPIK Q07793 + 735 SPTDTSDVSK Q07791 + 736 SPTDTSDVSKDIPHIHSR Q07791 + 737 SPTDTSDVSKDIPHIHSRQTNSSLGGMDDSNVLTTTK Q07791 + 738 SQIGNIYLLNGK Q07791 + 739 SQIGNIYLLNGKVIGGK Q07791 + 740 SQIGNIYLLNGKVIGGKSTK Q07791 + 741 SRTPHIINK Q07791 + 742 SRTPHIINKESTEMGGTIESDTTSPR Q07791 + 743 SRWNPEDK Q06204 + 744 SRWNPEDKILTIDFGGTR Q06204 + 745 SSDHATPNIMPDK Q07791 + 746 SSDHATPNIMPDKSSK Q07791 + 747 SSDHATPNIMPDKSSKNVTADSILDDLPLPDLTNK Q07791 + 748 SSKNVTADSILDDLPLPDLTNK Q07791 + 749 SSKNVTADSILDDLPLPDLTNKSPTDTSDVSK Q07791 + 750 SSNSESTTPIISIETK Q07791 + 751 SSNSESTTPIISIETKAVCDNTPSIDTDPPEYR Q07791 + 752 SSNSESTTPIISIETKAVCDNTPSIDTDPPEYRSSDHATPNIMPDK Q07791 + 753 SSTPQISNIESTGSGGMHK Q07793 + 754 SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASK Q07793 + 755 SSTPQISNIESTGSGGMHKLNVPLLAPMSQSNTHESSHASKSK Q07793 + 756 STISIIK Q07791 + 757 STISIIKSTNEEK Q07791 + 758 STISIIKSTNEEKFR Q07791 + 759 STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK Q07791 + 760 STKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNKKPIIK Q07791 + 761 STKHRHIK Q07791;Q07793 + 762 STNEEK Q07791 + 763 STNEEKFR Q07791 + 764 STNEEKFRNR Q07791 + 765 STTEPIQLNNK P0CX57;Q03856;Q07793 + 766 STTEPIQLNNKHDLHLGQK Q07793 + 767 STTEPIQLNNKHDLHLGQKLTESTVNHTNHSDDELPGHLLLDSGASR Q07793 + 768 STTEPIQLNNKHDLHLRPETY P0CX57 + 769 STTEPIQLNNKHDLHLRPGTY Q03856 + 770 SVNKYPYPLIHR Q07791 + 771 SVNKYPYPLIHRMLGHANFR Q07791 + 772 SVSKMQTNNQELK Q03483;Q07791 + 773 SVSKMQTNNQELKDWIALANLEYDGSTSADTFEITVSTIIQR Q07791 + 774 SVSKMQTNNQELKDWIALANLEYNGSTSADTFEITVSTIIQR Q03483 + 775 SYLINCCDMQEVR Q07791 + 776 SYLINCCDMQEVRGWSCVFK Q07791 + 777 SYLINCCDMQEVRGWSCVFKNSQVTICLFVDDMILFSK Q07791 + 778 SYLIQQCGMEEVR Q07793 + 779 SYLIQQCGMEEVRGWSCVFK Q07793 + 780 SYLIQQCGMEEVRGWSCVFKNSQVTICLFVDDMVLFSK Q07793 + 781 SYTNTTKPK P0CX57;Q03856;Q07793 + 782 SYTNTTKPKVIAR P0CX57;Q03856;Q07793 + 783 SYTNTTKPKVIARNPQK P0CX57;Q03856;Q07793 + 784 TARAHNVSTSNNSPSTDNDSISK P0CX57;Q03856;Q07793 + 785 TARAHNVSTSNNSPSTDNDSISKSTTEPIQLNNK P0CX57;Q03856;Q07793 + 786 TEECEK P0CX57;Q07793 + 787 TEECEKASTK P0CX57;Q07793 + 788 TFKLLTNK Q07791 + 789 TFKLLTNKWIH Q07791 + 790 TIDSNDELPDHLLIDSGASQTLVR Q07791 + 791 TIDSNDELPDHLLIDSGASQTLVRSAHYLHHATPNSEINIVDAQK Q07791 + 792 TIESTLAR Q06204 + 793 TIESTLARELESLILPADSIVNVVDQFQEELLSR Q06204 + 794 TKTNMK Q03483;Q07791 + 795 TKTNMKLSQLFAEIQLIYDENK Q03483;Q07791 + 796 TKVRNNVLPPHTLTSEENFSTWVK Q03483;Q07791 + 797 TLHKFFTNR Q07791 + 798 TLHKFFTNRGITACYTTTADSR Q07791 + 799 TLHKFLEK Q07793 + 800 TLHKFLEKNGITPCYTTTADSR Q07793 + 801 TLIRSAHHIHSASSNPDINVVDAQK Q07793 + 802 TLIRSAHHIHSASSNPDINVVDAQKR Q07793 + 803 TLLDDCR Q07793 + 804 TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVR Q07793 + 805 TLLDDCRTQLQCSGLPNHLWFSAIEFSTIVRNSLASPK Q07793 + 806 TLLHCSGLPNHLWFSAVEFSTIIR Q07791 + 807 TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK Q07791 + 808 TLLHCSGLPNHLWFSAVEFSTIIRNSLVSPKNDK Q07791 + 809 TLLNDCR Q07791 + 810 TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIR Q07791 + 811 TLLNDCRTLLHCSGLPNHLWFSAVEFSTIIRNSLVSPK Q07791 + 812 TNIRAPR Q07793 + 813 TNIRAPREVDPNISESNILPSK Q07793 + 814 TNMKLSQLFAEIQLIYDENK Q03483;Q07791 + 815 TNMKLSQLFAEIQLIYDENKIMNLNKPSQYK Q03483;Q07791 + 816 TNNSKSK P0CX57;Q03856;Q07793 + 817 TNNSKSKTAR P0CX57;Q03856;Q07793 + 818 TNSSKPR Q03483;Q07791 + 819 TNSSKPRAAK Q03483;Q07791 + 820 TNSSKPRAAKAHNIATSSK Q03483;Q07791 + 821 TPHIINK Q07791 + 822 TPHIINKESTEMGGTIESDTTSPR Q07791 + 823 TPHIINKESTEMGGTIESDTTSPRHSSTFTAR Q07791 + 824 TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFK Q07793 + 825 TPTTVSEQNTEESIIADLPLPDLPPESPTEFPDPFKELPPINSR Q07793 + 826 TQLQCSGLPNHLWFSAIEFSTIVR Q07793 + 827 TQLQCSGLPNHLWFSAIEFSTIVRNSLASPK Q07793 + 828 TQLQCSGLPNHLWFSAIEFSTIVRNSLASPKSK Q07793 + 829 TREVCVPSIHEFYLHGNGSDNLF P48238 + 830 TRFQWVYPLHDR Q07791 + 831 TRFQWVYPLHDRR Q07791 + 832 TSIKALHTPNIAYDLLSLSELANQNITACFTR Q07791 + 833 TSIKALHTPNIAYDLLSLSELANQNITACFTRNTLER Q07791 + 834 TSIKVLHTPNIAYDLLSLNELAAVDITACFTK Q07793 + 835 TSIKVLHTPNIAYDLLSLNELAAVDITACFTKNVLER Q07793 + 836 TSPNTTNTK Q03483;Q07791 + 837 TSPNTTNTKVTSR Q07791 + 838 TSPNTTNTKVTSRNYHR Q07791 + 839 TSPNTTNTKVTTR Q03483 + 840 TSPNTTNTKVTTRNYHR Q03483 + 841 TSSDKNI Q07793 + 842 TTLRYDEAITYNK Q07791;Q07793 + 843 TTLRYDEAITYNKDIK Q07793 + 844 TTLRYDEAITYNKDNK Q07791 + 845 TTNSTPSIDDR Q07791 + 846 TTNSTPSIDDRSSNSESTTPIISIETK Q07791 + 847 TTNSTPSIDDRSSNSESTTPIISIETKAVCDNTPSIDTDPPEYR Q07791 + 848 TTRLGGTEEPYIQR Q07791 + 849 TTRLGGTEEPYIQRNSDTNIK Q07791 + 850 TVDTTNYVILQDNQSK Q07791 + 851 TVDTTNYVILQDNQSKLDQFNYDTLTFDDDLNR Q07791 + 852 TVDTTNYVILQGK Q07793 + 853 TVDTTNYVILQGKESR Q07793 + 854 TVDTTNYVILQGKESRLDQFNYDALTFDEDLNR Q07793 + 855 TVPQISDQETEK Q07793 + 856 TVPQISDQETEKR Q07793 + 857 TVPQISDQETEKRIIHR Q07793 + 858 TWDTDEYYDR Q07793 + 859 TWDTDEYYDRK Q07793 + 860 TWDTDEYYDRKEIDPK Q07793 + 861 TYIKFLQNSNLGGIIPTVNGKPVR P0CX57;Q03856;Q07793 + 862 VACQLIMR P0CX57;Q03856;Q07793 + 863 VACQLIMRGLSGEYK P0CX57;Q03856;Q07793 + 864 VACQLIMRGLSGEYKFLR P0CX57;Q03856;Q07793 + 865 VAVLPENSR P48238 + 866 VAVLPENSRNYLVESSMDSSR P48238 + 867 VAVLPENSRNYLVESSMDSSREYSQPFFDWR P48238 + 868 VHEMQK Q07791;Q07793 + 869 VHEMQKLIGLASYVGYK Q07791;Q07793 + 870 VHEMQKLIGLASYVGYKFR Q07791;Q07793 + 871 VIARNPQK P0CX57;Q03856;Q07793 + 872 VIARNPQKTNNSK P0CX57;Q03856;Q07793 + 873 VIGGKSTK Q07791 + 874 VIGGKSTKASLTCTSTTEAEIHAVSEAIPLLNNLSHLVQELNK Q07791 + 875 VINSMFIFNK Q07791;Q07793 + 876 VINSMFIFNKK Q07791;Q07793 + 877 VINSMFIFNKKR Q07791;Q07793 + 878 VLHTPNIAYDLLSLNELAAVDITACFTK Q07793 + 879 VLHTPNIAYDLLSLNELAAVDITACFTKNVLER Q07793 + 880 VLHTPNIAYDLLSLNELAAVDITACFTKNVLERSDGTVLAPIVK Q07793 + 881 VLVIQMDR Q07791 + 882 VLVIQMDRGSEYTNK Q07791 + 883 VLVIQMDRGSEYTNKTLHK Q07791 + 884 VNNDHINESTVSSQYLSDDNELSLGQQQK Q07791 + 885 VNNDHINESTVSSQYLSDDNELSLGQQQKESKPTR Q07791 + 886 VNSDHINESTVSSQYLSDDNELSLRPATER Q03483 + 887 VNSDHINESTVSSQYLSDDNELSLRPATERI Q03483 + 888 VNSQEETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK Q03483 + 889 VNSQQETTPGTSAVPENHHHVSPQPASVPPPQNGQYQQHGMMTPNK Q07791 + 890 VNYGLENIK Q07791 + 891 VNYGLENIKTTR Q07791 + 892 VNYGLENIKTTRLGGTEEPYIQR Q07791 + 893 VRAPKEVDADISEYNILPSTIR Q07791 + 894 VRNNVLPPHTLTSEENFSTWVK Q03483;Q07791 + 895 VRNNVLPPHTLTSEENFSTWVKFYIR Q03483;Q07791 + 896 VSKTNIR Q07793 + 897 VSKTNIRAPR Q07793 + 898 VSRDTWNTK Q07793 + 899 VSRDTWNTKNMR Q07793 + 900 VTNIIDR P0CX57;Q03856;Q07793 + 901 VTNIIDRLNNNGIHINNK P0CX57;Q03856;Q07793 + 902 VTNIIDRLNNNGIHINNKVACQLIMR P0CX57;Q03856;Q07793 + 903 VTSRNYHR Q07791 + 904 VTSRNYHRTNSSKPR Q07791 + 905 VTTRNYHR Q03483 + 906 VTTRNYHRTNSSKPR Q03483 + 907 WLPLSLK Q06204 + 908 WLPLSLKNILLQYNIIPK Q06204 + 909 WNPEDK Q06204 + 910 WNPEDKILTIDFGGTR Q06204 + 911 WNPEDKILTIDFGGTRLK Q06204 + 912 WVYPLHDR Q07793 + 913 WVYPLHDRR Q07793 + 914 WVYPLHDRREDSILDVFTTILAFIK Q07793 + 915 YDEAITYNK Q07791;Q07793 + 916 YDEAITYNKDIK Q07793 + 917 YDEAITYNKDIKEK Q07793 + 918 YDEAITYNKDNK Q07791 + 919 YDEAITYNKDNKEK Q07791 + 920 YGDFYWVSK Q07793 + 921 YGDFYWVSKK Q07793 + 922 YGDFYWVSKKYLLPSNISVPTINNVHTSESTR Q07793 + 923 YIEAYHK Q07793 + 924 YIEAYHKEVNQLLK Q07793 + 925 YIEAYHKEVNQLLKMK Q07793 + 926 YLIPSHISK Q07791 + 927 YLIPSHISKLTINNVNK Q07791 + 928 YLIPSHISKLTINNVNKSK Q07791 + 929 YLLPSNISVPTINNVHTSESTR Q07793 + 930 YLLPSNISVPTINNVHTSESTRK Q07793 + 931 YLLPSNISVPTINNVHTSESTRKYPYPFIHR Q07793 + 932 YLRNQYR Q03483;Q07791 + 933 YLRNQYRTK Q03483;Q07791 + 934 YMKLGMEK Q07791 + 935 YMKLGMEKSLTEK Q07791 + 936 YMKLGMENSLTEK Q07793 + 937 YMKLGMENSLTEKIPK Q07793 + 938 YPYPFIHR Q07793 + 939 YPYPFIHRMLAHANAQTIR Q07793 + 940 YPYPFIHRMLAHANAQTIRYSLK Q07793 + 941 YPYPLIHR Q07791 + 942 YPYPLIHRMLGHANFR Q07791 + 943 YPYPLIHRMLGHANFRSIQK Q07791 + 944 YQESYEPFQYLHTDIFGPVHHLPK Q07791 + 945 YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEK Q07791 + 946 YQESYEPFQYLHTDIFGPVHHLPKSAPSYFISFTDEKTR Q07791 + 947 YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTK Q07793 + 948 YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFR Q07793 + 949 YQNSYEPFQYLHTDIFGPVHNLPNSAPSYFISFTDETTKFRWVYPLHDR Q07793 + 950 YQRGKYMK Q07793 + 951 YQRSKYMK Q07791 + 952 YRTTNSTPSIDDR Q07791 + 953 YRTTNSTPSIDDRSSNSESTTPIISIETK Q07791 + 954 YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGK Q07793 + 955 YSLKNNTITYFNESDVDWSSAIDYQCPDCLIGKSTK Q07793 + 956 YTRHRHLNMTVAELFLDIHAIYEEQQGSR P0CX57;Q03856;Q07793 + 957 YVEAYHK Q07791 + 958 YVEAYHKEISQLLK Q07791 + 959 YVEAYHKEISQLLKMNTWDTNK Q07791 + 960 YVRPPPMLTSPNDFPNWVK P0CX57;Q03856;Q07793 + 961 YVRPPPMLTSPNDFPNWVKTYIK P0CX57;Q03856;Q07793 + 962 YVRPPPMLTSPNDFPNWVKTYIKFLQNSNLGGIIPTVNGKPVR P0CX57;Q03856;Q07793 + 963 YYDRNDIDPK Q07791 + 964 YYDRNDIDPKK Q07791 + 965 YYSSIHIK Q06204 + 966 YYSSIHIKLQFLNHSNLLGAAIATYLNK Q06204 + 967 YYSSIHIKLQFLNHSNLLGAAIATYLNKSDNQVQ Q06204 + + $proteins + protein peptide + 1 Q03483 prot_Q03483 + 2 Q03483 prot_Q03483 + 3 Q03483 prot_Q03483 + 4 Q03483 prot_Q03483 + 5 Q03483 prot_Q03483 + 6 Q03483 prot_Q03483 + 7 Q03483 prot_Q03483 + 8 Q03483 prot_Q03483 + 9 Q03483 prot_Q03483 + 10 Q03483 prot_Q03483 + 11 Q03483 prot_Q03483 + 12 Q03483 prot_Q03483 + 13 Q03483 prot_Q03483 + 14 Q03483 prot_Q03483 + 15 Q03483 prot_Q03483 + 16 Q03483 prot_Q03483 + 17 Q03483 prot_Q03483 + 18 Q03483 prot_Q03483 + 19 Q03483 prot_Q03483 + 20 Q03483 prot_Q03483 + 21 Q03483 prot_Q03483 + 22 Q03483 prot_Q03483 + 23 Q03483 prot_Q03483 + 24 Q03483 prot_Q03483 + 25 Q03483 prot_Q03483 + 26 Q03483 prot_Q03483 + 27 Q03483 prot_Q03483 + 28 Q03483 prot_Q03483 + 29 Q03483 prot_Q03483 + 30 Q03483 prot_Q03483 + 31 Q03483 prot_Q03483 + 32 Q03483 prot_Q03483 + 33 Q03483 prot_Q03483 + 34 Q03483 prot_Q03483 + 35 Q03483 prot_Q03483 + 36 Q03483 prot_Q03483 + 37 Q03483 prot_Q03483 + 38 Q03483 prot_Q03483 + 39 Q03483 prot_Q03483 + 40 Q03483 prot_Q03483 + 41 Q03483 prot_Q03483 + 42 Q03483 prot_Q03483 + 43 Q03483 prot_Q03483 + 44 Q03483 prot_Q03483 + 45 Q03483 prot_Q03483 + 46 Q03483 prot_Q03483 + 47 Q03483 prot_Q03483 + 48 Q03483 prot_Q03483 + 49 Q03483 prot_Q03483 + 50 Q03483 prot_Q03483 + 51 Q03483 prot_Q03483 + 52 Q03483 prot_Q03483 + 53 Q03483 prot_Q03483 + 54 Q03483 prot_Q03483 + 55 Q03483 prot_Q03483 + 56 Q03483 prot_Q03483 + 57 Q03483 prot_Q03483 + 58 Q03483 prot_Q03483 + 59 Q03483 prot_Q03483 + 60 Q03483 prot_Q03483 + 61 Q03483 prot_Q03483 + 62 Q03483 prot_Q03483 + 63 Q03483 prot_Q03483 + 64 Q03483 prot_Q03483 + 65 Q03483 prot_Q03483 + 66 Q03483 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prot_Q07793 + 1065 Q07793 prot_Q07793 + 1066 Q07793 prot_Q07793 + 1067 Q07793 prot_Q07793 + 1068 Q07793 prot_Q07793 + 1069 Q07793 prot_Q07793 + 1070 Q07793 prot_Q07793 + 1071 Q07793 prot_Q07793 + 1072 Q07793 prot_Q07793 + 1073 Q07793 prot_Q07793 + 1074 Q07793 prot_Q07793 + 1075 Q07793 prot_Q07793 + 1076 Q07793 prot_Q07793 + 1077 Q07793 prot_Q07793 + 1078 Q07793 prot_Q07793 + 1079 Q07793 prot_Q07793 + 1080 Q07793 prot_Q07793 + 1081 Q07793 prot_Q07793 + 1082 Q07793 prot_Q07793 + 1083 Q07793 prot_Q07793 + 1084 Q07793 prot_Q07793 + 1085 Q07793 prot_Q07793 + 1086 Q07793 prot_Q07793 + 1087 Q07793 prot_Q07793 + 1088 Q07793 prot_Q07793 + 1089 Q07793 prot_Q07793 + 1090 Q07793 prot_Q07793 + 1091 Q07793 prot_Q07793 + 1092 Q07793 prot_Q07793 + 1093 Q07793 prot_Q07793 + 1094 Q07793 prot_Q07793 + 1095 Q07793 prot_Q07793 + 1096 Q07793 prot_Q07793 + 1097 Q07793 prot_Q07793 + 1098 Q07793 prot_Q07793 + 1099 Q07793 prot_Q07793 + 1100 Q07793 prot_Q07793 + 1101 Q07793 prot_Q07793 + 1102 Q07793 prot_Q07793 + 1103 Q07793 prot_Q07793 + 1104 Q07793 prot_Q07793 + 1105 Q07793 prot_Q07793 + 1106 Q07793 prot_Q07793 + 1107 Q07793 prot_Q07793 + 1108 Q07793 prot_Q07793 + 1109 Q07793 prot_Q07793 + 1110 Q07793 prot_Q07793 + 1111 Q07793 prot_Q07793 + 1112 Q07793 prot_Q07793 + 1113 Q07793 prot_Q07793 + 1114 Q07793 prot_Q07793 + 1115 Q07793 prot_Q07793 + 1116 Q07793 prot_Q07793 + 1117 Q07793 prot_Q07793 + 1118 Q07793 prot_Q07793 + 1119 Q07793 prot_Q07793 + 1120 Q07793 prot_Q07793 + 1121 Q07793 prot_Q07793 + 1122 Q07793 prot_Q07793 + 1123 Q07793 prot_Q07793 + 1124 Q07793 prot_Q07793 + 1125 Q07793 prot_Q07793 + 1126 Q07793 prot_Q07793 + 1127 Q07793 prot_Q07793 + 1128 Q07793 prot_Q07793 + 1129 Q07793 prot_Q07793 + 1130 Q07793 prot_Q07793 + 1131 Q07793 prot_Q07793 + 1132 Q07793 prot_Q07793 + 1133 Q07793 prot_Q07793 + 1134 Q07793 prot_Q07793 + 1135 Q07793 prot_Q07793 + 1136 Q07793 prot_Q07793 + 1137 Q07793 prot_Q07793 + 1138 Q07793 prot_Q07793 + 1139 Q07793 prot_Q07793 + 1140 Q07793 prot_Q07793 + 1141 Q07793 prot_Q07793 + 1142 Q07793 prot_Q07793 + 1143 Q07793 prot_Q07793 + 1144 Q07793 prot_Q07793 + 1145 Q07793 prot_Q07793 + 1146 Q07793 prot_Q07793 + 1147 Q07793 prot_Q07793 + 1148 Q07793 prot_Q07793 + 1149 Q07793 prot_Q07793 + 1150 Q07793 prot_Q07793 + 1151 Q07793 prot_Q07793 + 1152 Q07793 prot_Q07793 + 1153 Q07793 prot_Q07793 + 1154 Q07793 prot_Q07793 + 1155 Q07793 prot_Q07793 + 1156 Q07793 prot_Q07793 + 1157 Q07793 prot_Q07793 + 1158 Q07793 prot_Q07793 + 1159 Q07793 prot_Q07793 + 1160 Q07793 prot_Q07793 + 1161 Q07793 prot_Q07793 + 1162 Q07793 prot_Q07793 + 1163 Q07793 prot_Q07793 + 1164 Q07793 prot_Q07793 + 1165 Q07793 prot_Q07793 + 1166 Q07793 prot_Q07793 + 1167 Q07793 prot_Q07793 + 1168 Q07793 prot_Q07793 + 1169 Q07793 prot_Q07793 + 1170 Q07793 prot_Q07793 + 1171 Q07793 prot_Q07793 + 1172 Q07793 prot_Q07793 + 1173 Q07793 prot_Q07793 + 1174 Q07793 prot_Q07793 + 1175 Q07793 prot_Q07793 + 1176 Q07793 prot_Q07793 + 1177 Q07793 prot_Q07793 + 1178 Q07793 prot_Q07793 + 1179 Q07793 prot_Q07793 + 1180 Q07793 prot_Q07793 + 1181 Q07793 prot_Q07793 + 1182 Q07793 prot_Q07793 + 1183 Q07793 prot_Q07793 + 1184 Q07793 prot_Q07793 + 1185 Q07793 prot_Q07793 + 1186 Q07793 prot_Q07793 + 1187 Q07793 prot_Q07793 + 1188 Q07793 prot_Q07793 + 1189 Q07793 prot_Q07793 + 1190 Q07793 prot_Q07793 + 1191 Q07793 prot_Q07793 + 1192 Q07793 prot_Q07793 + 1193 Q07793 prot_Q07793 + 1194 Q07793 prot_Q07793 + 1195 Q07793 prot_Q07793 + 1196 Q07793 prot_Q07793 + 1197 Q07793 prot_Q07793 + 1198 Q07793 prot_Q07793 + 1199 Q07793 prot_Q07793 + 1200 Q07793 prot_Q07793 + 1201 Q07793 prot_Q07793 + 1202 Q07793 prot_Q07793 + 1203 Q07793 prot_Q07793 + 1204 Q07793 prot_Q07793 + 1205 Q07793 prot_Q07793 + 1206 Q07793 prot_Q07793 + 1207 Q07793 prot_Q07793 + 1208 Q07793 prot_Q07793 + 1209 Q07793 prot_Q07793 + 1210 Q07793 prot_Q07793 + 1211 Q07793 prot_Q07793 + 1212 Q07793 prot_Q07793 + 1213 Q07793 prot_Q07793 + 1214 Q07793 prot_Q07793 + 1215 Q07793 prot_Q07793 + 1216 Q07793 prot_Q07793 + 1217 Q07793 prot_Q07793 + 1218 Q07793 prot_Q07793 + + # test generateQuantGraphs Code @@ -25,6 +5680,14 @@ Output [1] NA 1.029 1.086 1.054 +--- + + Code + igraph::vertex_attr(graphs3[[i]][[j]], "protOrigin") + Output + [1] "origin_1;origin_2" NA NA + [4] NA + --- Code @@ -60,6 +5723,13 @@ Output [1] NA NA 0.993 0.942 1.060 1.030 +--- + + Code + igraph::vertex_attr(graphs3[[i]][[j]], "protOrigin") + Output + [1] "origin_1" "origin_1" NA NA NA NA + --- Code @@ -87,6 +5757,13 @@ Output [1] NA 0.964 +--- + + Code + igraph::vertex_attr(graphs3[[i]][[j]], "protOrigin") + Output + [1] "origin_1" NA + --- Code @@ -126,6 +5803,15 @@ Output [1] NA NA 1.004 1.086 0.900 0.953 0.955 +--- + + Code + igraph::vertex_attr(graphs3[[i]][[j]], "protOrigin") + Output + [1] "origin_1;origin_2" "origin_1" NA + [4] NA NA NA + [7] NA + --- Code @@ -161,6 +5847,13 @@ Output [1] NA NA 0.991 0.986 1.009 +--- + + Code + igraph::vertex_attr(graphs3[[i]][[j]], "protOrigin") + Output + [1] "origin_1" "origin_1" NA NA NA + --- Code @@ -196,6 +5889,13 @@ Output [1] NA NA 0.945 0.982 1.023 0.943 +--- + + Code + igraph::vertex_attr(graphs3[[i]][[j]], "protOrigin") + Output + [1] "origin_1" "origin_1" NA NA NA NA + --- Code @@ -235,3 +5935,294 @@ Output [1] NA NA 1.033 0.920 1.022 1.006 +--- + + Code + igraph::vertex_attr(graphs3[[i]][[j]], "protOrigin") + Output + [1] "origin_1" "origin_1;origin_2" NA + [4] NA NA NA + +# test protOrigin + + Code + igraph::V(graphs1[[i]])$name[igraph::V(graphs1[[i]])$type] + Output + [1] "Q03483" "P0CX57" "Q07791" "Q03856" "Q07793" + +--- + + Code + igraph::V(graphs1[[i]])$protOrigin + Output + [1] "yeast" NA NA NA NA NA + [7] NA NA NA NA NA NA + [13] NA NA NA NA NA NA + [19] NA NA NA NA NA NA + [25] NA NA NA NA NA NA + [31] NA NA NA NA NA NA + [37] NA NA NA NA NA NA + [43] NA NA NA NA NA NA + [49] NA NA NA NA NA NA + [55] NA NA NA NA NA NA + [61] NA NA NA NA NA NA + [67] NA NA NA NA NA NA + [73] NA NA NA NA NA NA + [79] NA NA NA NA NA NA + [85] NA NA NA NA NA "yeast" + [91] NA NA NA NA NA NA + [97] NA NA NA NA NA NA + [103] NA NA NA NA NA NA + [109] NA NA NA NA NA NA + [115] NA NA NA NA NA NA + [121] NA NA NA NA NA NA + [127] NA NA NA NA NA NA + [133] NA NA NA NA NA NA + [139] NA NA NA NA NA NA + [145] NA NA NA NA NA NA + [151] NA NA NA NA NA NA + [157] NA NA NA NA NA NA + [163] NA NA NA NA NA NA + [169] NA NA "spike_in" NA NA NA + [175] NA NA NA NA NA NA + [181] NA NA NA NA NA NA + [187] NA NA NA NA NA NA + [193] NA NA NA NA NA NA + [199] NA NA NA NA NA NA + [205] NA NA NA NA NA NA + [211] NA NA NA NA NA NA + [217] NA NA NA NA NA NA + [223] NA NA NA NA NA NA + [229] NA NA NA NA NA NA + [235] NA NA NA NA NA NA + [241] NA NA NA NA NA NA + [247] NA NA NA NA NA NA + [253] NA NA NA NA NA NA + [259] NA NA NA NA NA NA + [265] NA NA NA NA NA NA + [271] NA NA NA NA NA NA + [277] NA NA NA NA NA NA + [283] NA NA NA NA NA NA + [289] NA NA NA NA NA NA + [295] NA NA NA NA NA NA + [301] NA NA NA NA NA NA + [307] NA NA NA NA NA NA + [313] NA NA NA NA NA NA + [319] NA NA NA NA NA NA + [325] NA NA NA NA NA NA + [331] NA NA NA NA NA NA + [337] NA NA NA NA NA NA + [343] NA NA NA NA NA NA + [349] NA NA NA NA NA NA + [355] NA NA NA NA NA NA + [361] NA NA NA NA NA NA + [367] NA NA NA NA NA NA + [373] NA NA NA NA NA NA + [379] NA NA NA NA NA NA + [385] NA NA NA NA NA NA + [391] NA NA NA NA NA NA + [397] NA NA NA NA NA NA + [403] NA NA NA NA NA NA + [409] NA NA NA NA NA NA + [415] NA NA NA NA NA NA + [421] NA NA NA NA NA NA + [427] NA NA NA NA NA NA + [433] NA NA NA NA NA NA + [439] NA NA NA NA NA NA + [445] NA NA NA NA NA NA + [451] NA NA NA NA NA NA + [457] NA NA NA NA NA NA + [463] NA NA NA NA NA NA + [469] NA NA NA NA NA NA + [475] NA NA NA NA NA NA + [481] NA NA NA NA NA NA + [487] NA NA NA NA NA NA + [493] NA NA NA NA NA NA + [499] NA NA NA NA NA NA + [505] NA NA NA NA NA NA + [511] NA NA NA NA NA NA + [517] NA NA NA NA NA NA + [523] NA NA NA NA NA NA + [529] NA NA NA NA NA NA + [535] NA NA NA NA NA NA + [541] NA NA NA NA NA NA + [547] NA NA NA NA NA NA + [553] NA NA NA NA NA NA + [559] NA NA NA NA NA NA + [565] NA NA NA NA "spike_in" NA + [571] NA NA NA NA NA NA + [577] NA NA NA NA NA NA + [583] "spike_in" NA NA NA NA NA + [589] NA NA NA NA NA NA + [595] NA NA NA NA NA NA + [601] NA NA NA NA NA NA + [607] NA NA NA NA NA NA + [613] NA NA NA NA NA NA + [619] NA NA NA NA NA NA + [625] NA NA NA NA NA NA + [631] NA NA NA NA NA NA + [637] NA NA NA NA NA NA + [643] NA NA NA NA NA NA + [649] NA NA NA NA NA NA + [655] NA NA NA NA NA NA + [661] NA NA NA NA NA NA + [667] NA NA NA NA NA NA + [673] NA NA NA NA NA NA + [679] NA NA NA NA NA NA + [685] NA NA NA NA NA NA + [691] NA NA NA NA NA NA + [697] NA NA NA NA NA NA + [703] NA NA NA NA NA NA + [709] NA NA NA NA NA NA + [715] NA NA NA NA NA NA + [721] NA NA NA NA NA NA + [727] NA NA NA NA NA NA + [733] NA NA NA NA NA NA + [739] NA NA NA NA NA NA + [745] NA NA NA NA NA NA + [751] NA NA NA NA NA NA + [757] NA NA NA NA NA NA + [763] NA NA NA NA NA NA + [769] NA NA NA NA NA NA + [775] NA NA NA NA NA NA + [781] NA NA NA NA NA NA + [787] NA NA NA NA NA NA + [793] NA NA NA NA NA NA + [799] NA NA NA NA NA NA + [805] NA NA NA NA NA NA + [811] NA NA NA NA NA NA + [817] NA NA NA NA NA NA + [823] NA NA NA NA NA NA + [829] NA NA NA NA NA NA + [835] NA NA NA + +--- + + Code + igraph::V(graphs2[[i]])$name[igraph::V(graphs2[[i]])$type] + Output + [1] "P0CX57" "Q03483" "Q03856" "Q07791" "Q07793" + +--- + + Code + igraph::V(graphs2[[i]])$protOrigin + Output + [1] NA NA NA NA NA NA + [7] NA NA NA "yeast" "yeast" "spike_in" + [13] "spike_in" "spike_in" + +--- + + Code + igraph::V(graphs3[[i]])$name[igraph::V(graphs3[[i]])$type] + Output + [1] "Q06204" + +--- + + Code + igraph::V(graphs3[[i]])$protOrigin + Output + [1] "yeast" NA + +--- + + Code + igraph::V(graphs1[[i]])$name[igraph::V(graphs1[[i]])$type] + Output + [1] "Q06204" + +--- + + Code + igraph::V(graphs1[[i]])$protOrigin + Output + [1] "yeast" NA NA NA NA NA NA NA NA + [10] NA NA NA NA NA NA NA NA NA + [19] NA NA NA NA NA NA NA NA NA + [28] NA NA NA NA NA NA NA NA NA + [37] NA NA NA NA NA NA NA NA NA + [46] NA NA NA NA NA NA NA NA NA + [55] NA NA NA NA NA NA NA NA NA + [64] NA NA NA NA NA NA NA NA NA + [73] NA NA NA NA NA NA NA NA NA + [82] NA NA + +--- + + Code + igraph::V(graphs2[[i]])$name[igraph::V(graphs2[[i]])$type] + Output + [1] "P48238" + +--- + + Code + igraph::V(graphs2[[i]])$protOrigin + Output + [1] NA "yeast" + +--- + + Code + igraph::V(graphs3[[i]])$name[igraph::V(graphs3[[i]])$type] + Output + [1] "Q07791" "Q03483" "Q07793" "P0CX57" "Q03856" + +--- + + Code + igraph::V(graphs3[[i]])$protOrigin + Output + [1] "spike_in" "yeast" "spike_in" "yeast" "spike_in" NA + [7] NA NA NA NA NA NA + [13] NA NA + +--- + + Code + igraph::V(graphs1[[i]])$name[igraph::V(graphs1[[i]])$type] + Output + [1] "P48238" + +--- + + Code + igraph::V(graphs1[[i]])$protOrigin + Output + [1] "yeast" NA NA NA NA NA NA NA NA + [10] NA NA NA NA NA NA NA NA NA + [19] NA NA NA NA NA NA NA NA NA + [28] NA NA NA NA NA NA NA NA NA + [37] NA NA NA NA NA NA NA NA NA + [46] NA NA NA NA NA NA NA NA NA + +--- + + Code + igraph::V(graphs2[[i]])$name[igraph::V(graphs2[[i]])$type] + Output + [1] "Q06204" + +--- + + Code + igraph::V(graphs2[[i]])$protOrigin + Output + [1] NA "yeast" + +--- + + Code + igraph::V(graphs3[[i]])$name[igraph::V(graphs3[[i]])$type] + Output + [1] "P48238" + +--- + + Code + igraph::V(graphs3[[i]])$protOrigin + Output + [1] "yeast" NA + diff --git a/tests/testthat/test_04_graphGeneration.R b/tests/testthat/test_04_graphGeneration.R index 4430056..29b3567 100644 --- a/tests/testthat/test_04_graphGeneration.R +++ b/tests/testthat/test_04_graphGeneration.R @@ -1,4 +1,21 @@ ## TODO add test for new contracting functions +test_that("test mapping for graph contraction", { + file <- system.file("extdata", "uniprot_test.fasta", package = "bppg") + fasta <- seqinr::read.fasta(file = file, seqtype = "AA", as.string = TRUE) + names(fasta) <- limma::strsplit2(names(fasta), "\\|")[,2] + res <- digestFASTA(fasta) + + mappingCollProtPept <- bppg:::.getContractMapping(res, + collProtNodes = TRUE, collPeptNodes = TRUE) + mappingCollProt <- bppg:::.getContractMapping(res, + collProtNodes = TRUE, collPeptNodes = FALSE) + mappingCollPept <- bppg:::.getContractMapping(res, + collProtNodes = FALSE, collPeptNodes = TRUE) + + expect_snapshot(mappingCollProtPept) + expect_snapshot(mappingCollProt) + expect_snapshot(mappingCollPept) +}) test_that("generation of graphs from edgelist", { library(igraph) @@ -77,6 +94,18 @@ test_that("test generateQuantGraphs", { testfile_path <- file.path(testthat::test_path(), "testfiles") # saveRDS(graphs2, file.path(testfile_path, "quantGraphsForTesting.rds")) ################### + # check protOrigin with quant + protOrigin <- rep(paste0("origin_", 1:2), times = c(13,4)) + edgelist <- data.frame(protein = proteins, peptide = peptides, + protOrigin = protOrigin) + graphs3 <- bppg::generateQuantGraphs(exp_peptide_ratios = expData, + fasta_edgelist = edgelist, + outpath = temp_dir, + seq_column = "peptides", + collProtNodes = TRUE, + collPeptNodes = FALSE, + suffix = "") + # Check result attributes @@ -89,7 +118,35 @@ test_that("test generateQuantGraphs", { expect_snapshot(igraph::as_edgelist(graphs[[i]][[j]])) expect_snapshot(igraph::vertex_attr(graphs[[i]][[j]], "pep_logRatio")) expect_snapshot(igraph::vertex_attr(graphs2[[i]][[j]], "pep_logRatio")) + expect_snapshot(igraph::vertex_attr(graphs3[[i]][[j]], "protOrigin")) } } }) + + +test_that("test protOrigin", { + file <- system.file("extdata", "uniprot_test.fasta", package = "bppg") + fasta <- seqinr::read.fasta(file = file, seqtype = "AA", as.string = TRUE) + names(fasta) <- limma::strsplit2(names(fasta), "\\|")[,2] + protOrigin <- as.list(c(rep("yeast", 4), rep("spike_in", 3))) + edgelist <- digestFASTA(fasta, protOrigin = protOrigin) + + graphs1 <- bppg::generateGraphsFromEdgelist(edgelist) + graphs2 <- bppg::generateGraphsFromEdgelist(edgelist, collPeptNodes = TRUE) + graphs3 <- bppg::generateGraphsFromEdgelist(edgelist, collPeptNodes = TRUE, + collProtNodes = TRUE) + + for (i in seq_along(graphs1)) { + expect_snapshot(igraph::V(graphs1[[i]])$name[ + igraph::V(graphs1[[i]])$type]) + expect_snapshot(igraph::V(graphs1[[i]])$protOrigin) + expect_snapshot(igraph::V(graphs2[[i]])$name[ + igraph::V(graphs2[[i]])$type]) + expect_snapshot(igraph::V(graphs2[[i]])$protOrigin) + expect_snapshot(igraph::V(graphs3[[i]])$name[ + igraph::V(graphs3[[i]])$type]) + expect_snapshot(igraph::V(graphs3[[i]])$protOrigin) + } + +}) \ No newline at end of file From e8f5633fa10cd0a4a9c2d5e902f51dc61d04492b Mon Sep 17 00:00:00 2001 From: biwenzel Date: Tue, 31 Mar 2026 13:12:50 +0200 Subject: [PATCH 11/21] replace paste with paste0 --- R/03_FASTAPreprocessing.R | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/R/03_FASTAPreprocessing.R b/R/03_FASTAPreprocessing.R index 8fa73a7..7285b9c 100644 --- a/R/03_FASTAPreprocessing.R +++ b/R/03_FASTAPreprocessing.R @@ -92,7 +92,7 @@ } if (missed > length(stop)) { if (warn){ - warning(paste("number of specified missed cleavages is greater", + warning(paste0("number of specified missed cleavages is greater ", "than the possible maximum")) } } From 83509196803eeef0d538abb01861f7d65ee9f235 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Mon, 20 Apr 2026 09:29:12 +0200 Subject: [PATCH 12/21] added vignette --- .gitignore | 3 ++- DESCRIPTION | 9 ++++--- vignettes/.gitignore | 2 ++ vignettes/bppg.Rmd | 64 ++++++++++++++++++++++++++++++++++++++++++++ 4 files changed, 74 insertions(+), 4 deletions(-) create mode 100644 vignettes/.gitignore create mode 100644 vignettes/bppg.Rmd diff --git a/.gitignore b/.gitignore index 1b35fcf..2e7d647 100644 --- a/.gitignore +++ b/.gitignore @@ -3,4 +3,5 @@ .Rdata .httr-oauth .DS_Store -bppg.Rproj \ No newline at end of file +bppg.Rproj +inst/doc diff --git a/DESCRIPTION b/DESCRIPTION index b316a01..dbfbc61 100644 --- a/DESCRIPTION +++ b/DESCRIPTION @@ -26,13 +26,16 @@ Imports: Rsolnp, stringr, SummarizedExperiment -Suggests: +Suggests: covr, rmarkdown, testthat (>= 3.0.0), - vsn, + vsn, tidySummarizedExperiment, - seqinr + seqinr, + BiocStyle, + knitr Config/testthat/edition: 3 +VignetteBuilder: knitr Depends: igraph (>= 2.0.0) diff --git a/vignettes/.gitignore b/vignettes/.gitignore new file mode 100644 index 0000000..097b241 --- /dev/null +++ b/vignettes/.gitignore @@ -0,0 +1,2 @@ +*.html +*.R diff --git a/vignettes/bppg.Rmd b/vignettes/bppg.Rmd new file mode 100644 index 0000000..8bd8af9 --- /dev/null +++ b/vignettes/bppg.Rmd @@ -0,0 +1,64 @@ +--- +title: "Introduction to BPPG" +author: + - name: Karin Schork + affiliation: + - Medizinisches Proteom-Center, Ruhr-Universität Bochum + email: karin.schork@rub.de + - name: Julika Wenzel + affiliation: + - Medizinisches Proteom-Center, Ruhr-Universität Bochum + email: julika.wenzel@rub.de +output: + BiocStyle::html_document: + self_contained: yes + toc: true + toc_float: true + toc_depth: 2 + code_folding: show +date: "`r doc_date()`" +vignette: > + %\VignetteIndexEntry{Introduction to BPPG} + %\VignetteEngine{knitr::rmarkdown} + %\VignetteEncoding{UTF-8} +--- + +```{r setup, include = FALSE} +knitr::opts_chunk$set( + collapse = TRUE, + comment = "#>", + crop = NULL + ## Related to + ## https://stat.ethz.ch/pipermail/bioc-devel/2020-April/016656.html +) +``` + + +# Introduction + +Bottom up mass spectrometry + + +# Installation of `bppg` + +# Asking for help + +# Citing `bppg` + +# Quick start to using `bppg` + +# Further information + +# Comparison with other related packages + + +# R session information + + From 1125767db93baad1aeafee3b3f1b5fef7e55d708 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Wed, 22 Apr 2026 11:28:15 +0200 Subject: [PATCH 13/21] copilot comments and remove gitignore --- .gitignore | 7 ------ DESCRIPTION | 3 ++- R/02_peptidePreprocessing.R | 9 +++++--- R/06_optimization.R | 34 +++++++++++++++++++++++------- R/wrapperGraph.R | 2 +- man/aggregateReplicates.Rd | 3 ++- man/dot-trackingDataFrame.Rd | 29 +++++++++++++++++++++++++ man/normalizePeptideIntensities.Rd | 6 +++--- vignettes/.gitignore | 2 -- 9 files changed, 69 insertions(+), 26 deletions(-) delete mode 100644 .gitignore create mode 100644 man/dot-trackingDataFrame.Rd delete mode 100644 vignettes/.gitignore diff --git a/.gitignore b/.gitignore deleted file mode 100644 index 2e7d647..0000000 --- a/.gitignore +++ /dev/null @@ -1,7 +0,0 @@ -.Rproj.user -.Rhistory -.Rdata -.httr-oauth -.DS_Store -bppg.Rproj -inst/doc diff --git a/DESCRIPTION b/DESCRIPTION index dbfbc61..f1a9439 100644 --- a/DESCRIPTION +++ b/DESCRIPTION @@ -34,7 +34,8 @@ Suggests: tidySummarizedExperiment, seqinr, BiocStyle, - knitr + knitr, + pak Config/testthat/edition: 3 VignetteBuilder: knitr Depends: diff --git a/R/02_peptidePreprocessing.R b/R/02_peptidePreprocessing.R index ae6bf3e..7ee1730 100644 --- a/R/02_peptidePreprocessing.R +++ b/R/02_peptidePreprocessing.R @@ -65,8 +65,9 @@ #' @examples #' file <- system.file("extdata", "peptides.txt", package = "bppg") #' D <- readMqPeptideTable(path = file, LFQ = TRUE, remove_contaminants = FALSE) +#' D_norm <- bppg::normalizePeptideIntensities(D) #' group <- factor(rep(1:9, each = 3)) -#' aggregateReplicates(D, group = group) +#' aggregateReplicates(D_norm, group = group) #' #' @importFrom checkmate assertCharacter assertClass assertDataFrame #' assertFactor assertNumber @@ -175,8 +176,10 @@ calculatePeptideRatios <- function(D, group_levels = NULL) { #' Normalization of peptide intensities #' -#' @inheritParams aggregateReplicates -#' +#' @param D \strong{SummarizedExperiment} \cr +#' SummarizedExperiment dataset containing peptide +#' intensities, e.g. +#' [readMqPeptideTable]. #' @param method \strong{character} \cr #' The method of normalization. Options are "nonorm" #' (no normalization), "median", "loess", "quantile" or "lts" diff --git a/R/06_optimization.R b/R/06_optimization.R index e6ea6b5..bf6d5cb 100644 --- a/R/06_optimization.R +++ b/R/06_optimization.R @@ -1,5 +1,6 @@ # Functions in this file: # .errorEquation +# .trackingDataFrame # .initializeCi # .initializeRi # .calcConstraints @@ -63,6 +64,28 @@ } +#' Funktion to format Tracking information into a dataframe with columnnames. +#' +#' @param i \strong{numeric} \cr +#' iterrator, for when this tracking was performed +#' @param RES \strong{list} \cr +#' The result from [.errorEquation] +#' @param RiLog \strong{numeric vector} \cr +#' Contains the (estimated) protein ratios (log2-scale). +#' @param Ci \strong{numeric vector} \cr +#' Contains the protein weights (estimated, sum up to 1) +#' @return \strong{data.frame} \cr +#' combined information in one data.frame. +.trackingDataFrame <- function(i, RES, RiLog, Ci){ + track_colnames <- c("iter", "squ_err", + paste0("RLog", seq_along(RiLog)), paste0("C", seq_along(Ci))) + Tracking <- matrix(c(i, RES$res_squ_err, RiLog, Ci), nrow = 1) + Tracking <- as.data.frame(Tracking) + colnames(Tracking) <- track_colnames + return(Tracking) +} + + #' Calulate initial values for Ci (protein weights) for optimization #' @@ -319,9 +342,9 @@ RiLog <- mean(rjLog, na.rm = TRUE) RES <- .errorEquation(RiLog = c(RiLog), Ci = c(1.0), M = M, rjLog = rjLog) + Tracking <- .trackingDataFrame(1, RES, c(RiLog), c(1.0)) result <- list(RiLog = c(RiLog), Ci = 1.0, RES = RES, - Tracking = c(1, RES$res_squ_err, RiLog, 1.0), - outer.iter = 0, convergence = 1) + Tracking = Tracking, outer.iter = 0, convergence = 0) return(result) } @@ -341,12 +364,7 @@ ## initial error term RES <- .errorEquation(RiLog = RiLog_start, Ci = Ci_start, M = M, rjLog = rjLog) - - track_colnames <- c("iter", "squ_err", - paste0("RLog", seq_len(m)), paste0("C", seq_len(m))) - Tracking <- matrix(c(0, RES$res_squ_err, RiLog_start, Ci_start), nrow = 1) - Tracking <- as.data.frame(Tracking) - colnames(Tracking) <- track_colnames + Tracking <- .trackingDataFrame(0, RES, RiLog_start, Ci_start) fun <- .calcObjectiveFunction(fixedCi, M, rjLog) constr <- .calcConstraints(fixedCi, m) diff --git a/R/wrapperGraph.R b/R/wrapperGraph.R index a535bbb..3fb36be 100644 --- a/R/wrapperGraph.R +++ b/R/wrapperGraph.R @@ -170,7 +170,7 @@ generateGraphsFromQuantData <- function(D, D_norm <- bppg::normalizePeptideIntensities(D, method = norm_method) if (!is.null(outpath)) { - openxlsx::write.xlsx(SummarizedExperiment::assays(D_norm)$intensities, + openxlsx::write.xlsx(SummarizedExperiment::assays(D_norm)$intensities_norm, file = paste0(outpath, "peptides_", norm_method, "_", suffix, ".xlsx"), overwrite = TRUE, keepNA = TRUE) } diff --git a/man/aggregateReplicates.Rd b/man/aggregateReplicates.Rd index 4a0a87e..b89d02a 100644 --- a/man/aggregateReplicates.Rd +++ b/man/aggregateReplicates.Rd @@ -45,7 +45,8 @@ Aggregate replicates of the same experimental group. \examples{ file <- system.file("extdata", "peptides.txt", package = "bppg") D <- readMqPeptideTable(path = file, LFQ = TRUE, remove_contaminants = FALSE) +D_norm <- bppg::normalizePeptideIntensities(D) group <- factor(rep(1:9, each = 3)) -aggregateReplicates(D, group = group) +aggregateReplicates(D_norm, group = group) } diff --git a/man/dot-trackingDataFrame.Rd b/man/dot-trackingDataFrame.Rd new file mode 100644 index 0000000..ac44836 --- /dev/null +++ b/man/dot-trackingDataFrame.Rd @@ -0,0 +1,29 @@ +% Generated by roxygen2: do not edit by hand +% Please edit documentation in R/06_optimization.R +\name{.trackingDataFrame} +\alias{.trackingDataFrame} +\title{Funktion to format Tracking information into a dataframe with columnnames.} +\usage{ +.trackingDataFrame(i, RES, RiLog, Ci) +} +\arguments{ +\item{i}{\strong{numeric} \cr +iterrator, for when this tracking was performed} + +\item{RES}{\strong{list} \cr +The result from \link{.errorEquation}} + +\item{RiLog}{\strong{numeric vector} \cr +Contains the (estimated) protein ratios (log2-scale).} + +\item{Ci}{\strong{numeric vector} \cr +Contains the protein weights (estimated, sum up to 1)} +} +\value{ +\if{html}{\out{
}}\preformatted{ \\strong\{data.frame\} \\cr + combined information in one data.frame. +}\if{html}{\out{
}} +} +\description{ +Funktion to format Tracking information into a dataframe with columnnames. +} diff --git a/man/normalizePeptideIntensities.Rd b/man/normalizePeptideIntensities.Rd index dce5568..8f6a288 100644 --- a/man/normalizePeptideIntensities.Rd +++ b/man/normalizePeptideIntensities.Rd @@ -13,9 +13,9 @@ normalizePeptideIntensities( } \arguments{ \item{D}{\strong{SummarizedExperiment} \cr -SummarizedExperiment Dataset containing peptide -intensities, e.g. the result of -\link{normalizePeptideIntensities}.} +SummarizedExperiment dataset containing peptide +intensities, e.g. +\link{readMqPeptideTable}.} \item{method}{\strong{character} \cr The method of normalization. Options are "nonorm" diff --git a/vignettes/.gitignore b/vignettes/.gitignore deleted file mode 100644 index 097b241..0000000 --- a/vignettes/.gitignore +++ /dev/null @@ -1,2 +0,0 @@ -*.html -*.R From 7832a9275bceee8bbc16832078df433b5651612f Mon Sep 17 00:00:00 2001 From: biwenzel Date: Wed, 22 Apr 2026 13:06:19 +0200 Subject: [PATCH 14/21] complete Workflow in vignette --- vignettes/bppg.Rmd | 231 ++++++++++++++++++++++++++++++++++++++++++++- 1 file changed, 228 insertions(+), 3 deletions(-) diff --git a/vignettes/bppg.Rmd b/vignettes/bppg.Rmd index 8bd8af9..63fa622 100644 --- a/vignettes/bppg.Rmd +++ b/vignettes/bppg.Rmd @@ -33,6 +33,27 @@ knitr::opts_chunk$set( ) ``` +```{r vignetteSetup, echo=FALSE, message=FALSE, warning = FALSE} +## Bib setup +library("RefManageR") + +## Write bibliography information +bib <- c( + R = citation(), + BiocStyle = citation("BiocStyle")[1], + knitr = citation("knitr")[1], + RefManageR = citation("RefManageR")[1], + rmarkdown = citation("rmarkdown")[1], + sessioninfo = citation("sessioninfo")[1], + testthat = citation("testthat")[1], + ggplot2 = citation("ggplot2")[1], + Rsolnp = citation("Rsolnp")[1], + seqinr = citation("seqinr")[1] +) + +BibOptions(max.names = 2, bib.style = "authoryear", style = "citation") + +``` # Introduction @@ -41,24 +62,228 @@ Bottom up mass spectrometry # Installation of `bppg` +To install the latest version of `bppg` from Bioconductor use the +following code snippet: + +```{r install, eval = FALSE} +pak::pak("mpc-bioinformatics/bppg") +``` + + # Asking for help +If you need help with `bppg`, encountered a bug or have suggestions for +improvements leave a post in the +[Bioconductor support site](https://support.bioconductor.org/) with the +`bppg` tag or start an issue on our +[github page](https://github.com/mpc-bioinformatics/bppg). + + # Citing `bppg` +We hope that `r Biocpkg("bppg")` will be useful for your research. +Please use the following information to cite the package and the overall +approach. Thank you! + +```{r "citation"} +## Citation info +citation("bppg") +``` + # Quick start to using `bppg` +The main task of bppg is protein inference and relative quantification for +bottum-up mass spectrometry. This methods is only suitable for relative +analysis. +Therefore, at least two sample groups are requiered to calculate the protein +quantities. Ideally, with several replicates per sample. + +bppg works with peptide intensities and currently supports the data format from +MaxQaunt and McFragger. Otherwise, the dataset can be formatted independtly into +a SummarizedExperiment object with sample/replicate informations in the +columns/colData andpeptide information in the rows/rowData. +Additionally, bppg requiers the FASTA file which was used for the peptide +identification. + +The second application of bppg is the modeling of peptide and protein +relationships using bipartite graphs. This is part of the quantification +workflow, but can be used independtly for an insilico graph. + +## Data + +### Example Data +A test dataset and the matching FASTA file is provided with the package. +The data is from ???? + +- yeast background, UPS spike in +- 9 different spike in concentrations +- 3 replicates each = 27 samples total + +### Import +For this dataset the peptide quantificationwas performed with MaxQuant. +Example of loading a `peptides.txt` file: + +```{r load_data, echo = TRUE, eval = TRUE, include = TRUE, message = FALSE} +library("bppg") +library("SummarizedExperiment") + +file <- system.file("extdata", "peptides.txt", package = "bppg") +D <- readMqPeptideTable(path = file, LFQ = TRUE, remove_contaminants = FALSE) + +``` + +The SummarizedExperiment dataset should look as followed: + +```{r dataset, echo = TRUE, eval = TRUE, include = TRUE, message = FALSE} +D +head(colData(D)) +assays(D)$intensities[1:5, 1:3] +head(rowData(D)) +``` + +## Data Preprocessing + +### Normalization + +Normalization has to be performed to avoid batch effects. The default method is +loess, other methods include: median, quantile or lts. +If the data is already normalized, there is an option for nonorm (no +normalization). Nevertheless, the function has to be called to allow for +structural change in the SummarizedExperiment object. + +```{r normalize, echo = TRUE, eval = TRUE, include = TRUE, message = FALSE} +D_norm <- normalizePeptideIntensities(D, method = "loess") + + +``` + + +### Aggregation +bppg currently only compares the mean of two groups. To avoid calculating a +large amount of graphs. The replicates need to be assigned their group and then +there are aggregated, e.g. by mean. +A `missing.limit` can be set to decide for one group and one peptide, if the +value is regarded as missing, since missing.limit replicates did not quantify +this peptide. 0.0 allows no missing in the group, while 1.0 allows all missing. + +```{r aggregation, echo = TRUE, eval = TRUE, include = TRUE, message = FALSE} +group <- factor(limma::strsplit2(colnames(D_norm), split = "_")[, 1]) +levels(group) +D_aggr <- aggregateReplicates(D_norm, method = "mean", missing.limit = 0.4, + group = group, seq_col = "Sequence") + +``` + +### Ratio + +In the next step the ratios for each group comparison are calculated: + +```{r ratio, echo = TRUE, eval = TRUE, include = TRUE, message = FALSE} +groups <- levels(group) +peptide_ratios <- calculatePeptideRatios(D = D_aggr, group_levels = groups) + +``` + + +## FASTA + +To built the bipartite graph peptides need to be insilico digested and matched +with their protein of origin. This is done by `digestFASTA`, which allows for +the control of min and max amino acid length of a peptide and how many miscleavages +to consider. +```{r digest, echo = TRUE, eval = TRUE, include = TRUE, message = FALSE} +library(seqinr) +file <- system.file("extdata", "uniprot_test.fasta", package = "bppg") +fasta <- seqinr::read.fasta(file = file, seqtype = "AA", as.string = TRUE) + +edgelist <- digestFASTA(fasta) + +``` + + +## Built Graph +For the graph the quantification data and the FASTA edeglist are combined. +The `generateQuantGraphs` function creates a comparison specific edgelists, +including only peptides with valid ratio from that comparison and their +corresponding proteins. +The option to collapse protein nodes (`collProtNodes`) or collapse peptide nodes +(`collPeptNodes`) is given to reduce the complexity in the graph. Nodes are +collapsed together if they have the same set of edges. This means collapsing +protein nodes creates protein groups and therefore, is always recommended. +`collPeptNodes = TRUE` is not recommended for quantification purpose, since each +peptide has its own quantification information. + +```{r built_graph, echo = TRUE, eval = TRUE, include = TRUE, message = FALSE} +graphs <- generateQuantGraphs(exp_peptide_ratios = peptide_ratios, + fasta_edgelist = edgelist, seq_column = "Sequence", + collProtNodes = TRUE, + collPeptNodes = FALSE) + +``` + +`graphs` is a list of lists, first on the level of comparisons and then the +multitude of independtly graphs for that comparison + +```{r graphs, echo = TRUE, eval = TRUE, include = TRUE, message = FALSE} +names(graphs) + +graphs[[1]][[1]] +``` + + + +## Optimize Realtive Quantification + +The optimization is divided into two steps and is performed per graph. + +### Optimization +First, different `Ci` percentages are fixed. The `Ci` describes the percentage +distribution of peptides per graph in sample A. +`iterateOverCi` considers a wide range of possible `Ci` combination by fixing +one value. The remaining `Ci` are part of the optimization as are the protein +ratios. The optimization aims to reduce the error between calculated peptide +ratios, based on the optimized values, and the measured peptide ratios. + +```{r optimierung, echo = TRUE, eval = TRUE, include = TRUE, message = FALSE} +res <- iterateOverCi(graphs[[1]][[1]]) +head(res) +``` + +### Extract Best Results + +From the previous results are filtered for the best combination of `Ci`s, with +the lowest error. + +```{r results, echo = TRUE, eval = TRUE, include = TRUE, message = FALSE} +protQuant <- automatedAnalysisIteratedCi(graphs[[1]][[1]], res) +head(assays(protQuant)$results) +``` + + +### Parallization + +The optimization runs per graph. This enables easy parallization, for with +example `batchtools`. an example for this can be seen in our nextflow workflow +for this package. + # Further information -# Comparison with other related packages +- information fo insilico analysis and plotting can be found in further +vignettes + +## Nextflow +We also provide a nextflow workflow here. which allows for usage of a wider +audiance +# Comparison with other related packages +what is this research? # R session information - From 04bca94bf6abcd73da62cf0398e57513c3b323a6 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Thu, 23 Apr 2026 16:04:11 +0200 Subject: [PATCH 15/21] changed Tracking iterration --- R/06_optimization.R | 4 ++-- man/dot-minimizeSquaredError.Rd | 2 +- 2 files changed, 3 insertions(+), 3 deletions(-) diff --git a/R/06_optimization.R b/R/06_optimization.R index bf6d5cb..73133e6 100644 --- a/R/06_optimization.R +++ b/R/06_optimization.R @@ -311,7 +311,7 @@ #' \item{RES}{final result of \code{\link[bppg]{.errorEquation}}, which also #' contains the final, minimal error term} #' \item{Tracking}{Tracking of Ri, Ci and error term for the -#' different iterations} +#' different iterations (-1: no optimization)} #' \item{outer.iter}{Number of outer iterations needed for the optimization #' algorithm to converge or stop (see also \code{\link[Rsolnp]{solnp}})} #' \item{convergence}{Indicates whether the solver has converged (0) or @@ -342,7 +342,7 @@ RiLog <- mean(rjLog, na.rm = TRUE) RES <- .errorEquation(RiLog = c(RiLog), Ci = c(1.0), M = M, rjLog = rjLog) - Tracking <- .trackingDataFrame(1, RES, c(RiLog), c(1.0)) + Tracking <- .trackingDataFrame(-1, RES, c(RiLog), c(1.0)) result <- list(RiLog = c(RiLog), Ci = 1.0, RES = RES, Tracking = Tracking, outer.iter = 0, convergence = 0) return(result) diff --git a/man/dot-minimizeSquaredError.Rd b/man/dot-minimizeSquaredError.Rd index 1e27928..d2368df 100644 --- a/man/dot-minimizeSquaredError.Rd +++ b/man/dot-minimizeSquaredError.Rd @@ -34,7 +34,7 @@ list containing the following elements: \item{RES}{final result of \code{\link[bppg]{.errorEquation}}, which also contains the final, minimal error term} \item{Tracking}{Tracking of Ri, Ci and error term for the -different iterations} +different iterations (-1: no optimization)} \item{outer.iter}{Number of outer iterations needed for the optimization algorithm to converge or stop (see also \code{\link[Rsolnp]{solnp}})} \item{convergence}{Indicates whether the solver has converged (0) or From 6b9335d4a328a7d5ddc57dc25f8bedeb8b32e748 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Thu, 23 Apr 2026 16:18:08 +0200 Subject: [PATCH 16/21] changed default param on automated analysis --- R/06_optimization.R | 4 ++-- man/automatedAnalysisIteratedCi.Rd | 4 ++-- tests/testthat/test_06_optimization.R | 12 ++++++++---- .../testthat/test_07_resultAggregation_and_Export.R | 6 ++++-- 4 files changed, 16 insertions(+), 10 deletions(-) diff --git a/R/06_optimization.R b/R/06_optimization.R index 73133e6..92e99fa 100644 --- a/R/06_optimization.R +++ b/R/06_optimization.R @@ -618,7 +618,7 @@ iterateOverCi <- function(G, #' other proteins within the same graph #' will be used to calculate the #' optimal solution for each protein -#' node. +#' node. Default is TRUE #' @param verbose \strong{logical} \cr #' If \code{TRUE}, additional information #' will be printed. @@ -647,7 +647,7 @@ iterateOverCi <- function(G, #' automatedAnalysisIteratedCi(G, res) automatedAnalysisIteratedCi <- function(G, res, - use_results_from_other_proteins = FALSE, + use_results_from_other_proteins = TRUE, verbose = FALSE, job = NULL, error_tol = 1e-10, diff --git a/man/automatedAnalysisIteratedCi.Rd b/man/automatedAnalysisIteratedCi.Rd index eefa20d..42e1a25 100644 --- a/man/automatedAnalysisIteratedCi.Rd +++ b/man/automatedAnalysisIteratedCi.Rd @@ -7,7 +7,7 @@ automatedAnalysisIteratedCi( G, res, - use_results_from_other_proteins = FALSE, + use_results_from_other_proteins = TRUE, verbose = FALSE, job = NULL, error_tol = 1e-10, @@ -29,7 +29,7 @@ If \code{TRUE}, the results from other proteins within the same graph will be used to calculate the optimal solution for each protein -node.} +node. Default is TRUE} \item{verbose}{\strong{logical} \cr If \code{TRUE}, additional information diff --git a/tests/testthat/test_06_optimization.R b/tests/testthat/test_06_optimization.R index b1e0afd..3b17a0f 100644 --- a/tests/testthat/test_06_optimization.R +++ b/tests/testthat/test_06_optimization.R @@ -111,18 +111,22 @@ test_that("test automated analysis", { G_M <- graphs[[3]][[2]] # M res_snap <- readRDS(file.path(testfile_path, "test_iterateOverCi_file_I1.rds")) - res <- automatedAnalysisIteratedCi(G_I, res_snap) # case 3 + res <- automatedAnalysisIteratedCi(G_I, res_snap, + use_results_from_other_proteins = FALSE) # case 3 expect_snapshot(SummarizedExperiment::assay(res)) res_snap <- readRDS(file.path(testfile_path, "test_iterateOverCi_file_N1.rds")) - res2 <- automatedAnalysisIteratedCi(G_N, res_snap) # case 1 and 2 + res2 <- automatedAnalysisIteratedCi(G_N, res_snap, + use_results_from_other_proteins = FALSE) # case 1 and 2 expect_snapshot(SummarizedExperiment::assay(res2)) res_snap <- readRDS(file.path(testfile_path, "test_iterateOverCi_file_M1.rds")) - res3 <- automatedAnalysisIteratedCi(G_M, res_snap) # case 3 + res3 <- automatedAnalysisIteratedCi(G_M, res_snap, + use_results_from_other_proteins = FALSE) # case 3 expect_snapshot(SummarizedExperiment::assay(res3)) - res4 <- automatedAnalysisIteratedCi(G_M, res_snap, use_results_from_other_proteins = TRUE) # case 4 + res4 <- automatedAnalysisIteratedCi(G_M, res_snap, + use_results_from_other_proteins = TRUE) # case 4 expect_snapshot(SummarizedExperiment::assay(res4)) # comparison graphID proteinNr error_min RiLog RiLog_min RiLog_max Ci Ci_min Ci_max case # 1 NA NA 1 0.00663525 1.026032 NA NA NA 0.1 0.1 4 diff --git a/tests/testthat/test_07_resultAggregation_and_Export.R b/tests/testthat/test_07_resultAggregation_and_Export.R index f8ea9d1..97e186b 100644 --- a/tests/testthat/test_07_resultAggregation_and_Export.R +++ b/tests/testthat/test_07_resultAggregation_and_Export.R @@ -13,9 +13,11 @@ test_that("result aggregation", { G <- graphs_tmp[[i]] res <- iterateOverCi(G, gridSize = 100) if (is.null(RES_tmp)) { - RES_tmp <- automatedAnalysisIteratedCi(G, res) + RES_tmp <- automatedAnalysisIteratedCi(G, res, + use_results_from_other_proteins = FALSE) } else { - RES_tmp <- rbind(RES_tmp, automatedAnalysisIteratedCi(G, res)) + RES_tmp <- rbind(RES_tmp, automatedAnalysisIteratedCi(G, res, + use_results_from_other_proteins = FALSE)) } } RES <- c(RES, RES_tmp) From 4847f3396048ce8d20114847313458e38532b463 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Thu, 23 Apr 2026 14:33:30 +0000 Subject: [PATCH 17/21] linux add norm --- tests/testthat/_snaps/Linux/02_peptideProcessing.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/tests/testthat/_snaps/Linux/02_peptideProcessing.md b/tests/testthat/_snaps/Linux/02_peptideProcessing.md index e33c49c..352da97 100644 --- a/tests/testthat/_snaps/Linux/02_peptideProcessing.md +++ b/tests/testthat/_snaps/Linux/02_peptideProcessing.md @@ -1,7 +1,7 @@ # normalize peptide data Code - SummarizedExperiment::assays(D_norm_loess)$intensities + SummarizedExperiment::assays(D_norm_loess)$intensities_norm Output 12500amol_R1 12500amol_R2 AAAAQDEITGDGTTTVVCLVGELLR NA NA @@ -51864,7 +51864,7 @@ --- Code - SummarizedExperiment::assays(D_norm_lts)$intensities + SummarizedExperiment::assays(D_norm_lts)$intensities_norm Output 12500amol_R1 12500amol_R2 AAAAQDEITGDGTTTVVCLVGELLR NA NA From a577f5a9419c67cf8e47879cdf6e7c5c24acf24a Mon Sep 17 00:00:00 2001 From: biwenzel Date: Tue, 28 Apr 2026 12:30:13 +0000 Subject: [PATCH 18/21] now flooring results in test --- .../testthat/_snaps/05_proteinElimination.md | 24 +++++++++---------- tests/testthat/test_05_proteinElimination.R | 4 ++-- 2 files changed, 14 insertions(+), 14 deletions(-) diff --git a/tests/testthat/_snaps/05_proteinElimination.md b/tests/testthat/_snaps/05_proteinElimination.md index c5b7cf6..70e6edb 100644 --- a/tests/testthat/_snaps/05_proteinElimination.md +++ b/tests/testthat/_snaps/05_proteinElimination.md @@ -11,32 +11,32 @@ $resDF comb n_proteins error current_best - 1 1,5,6,8,10 5 0.02232 TRUE - 2 5,6,8,10 4 0.02232 TRUE + 1 1,5,6,8,10 5 0.02231 TRUE + 2 5,6,8,10 4 0.02231 TRUE 3 6,8,10 3 NA FALSE - 4 5,8,10 3 0.02232 TRUE + 4 5,8,10 3 0.02231 TRUE 5 8,10 2 NA FALSE 6 5,10 2 0.05975 FALSE 7 5,8 2 NA FALSE 8 5,6,10 3 0.05975 FALSE - 9 5,6,8 3 0.02232 TRUE + 9 5,6,8 3 0.02231 TRUE 10 6,8 2 NA FALSE 11 5,6 2 NA FALSE - 12 1,6,8,10 4 0.02232 FALSE - 13 1,8,10 3 0.02232 TRUE - 14 1,10 2 0.02232 TRUE + 12 1,6,8,10 4 0.02231 FALSE + 13 1,8,10 3 0.02231 TRUE + 14 1,10 2 0.02231 TRUE 15 10 1 NA FALSE 16 1 1 NA FALSE 17 1,8 2 0.04905 FALSE - 18 1,6,10 3 0.02232 FALSE + 18 1,6,10 3 0.02231 FALSE 19 6,10 2 NA FALSE 20 1,6 2 NA FALSE 21 1,6,8 3 0.03459 FALSE - 22 1,5,8,10 4 0.02232 FALSE - 23 1,5,10 3 0.02232 FALSE + 22 1,5,8,10 4 0.02231 FALSE + 23 1,5,10 3 0.02231 FALSE 24 1,5 2 NA FALSE - 25 1,5,8 3 0.02232 FALSE - 26 1,5,6,10 4 0.02232 FALSE + 25 1,5,8 3 0.02231 FALSE + 26 1,5,6,10 4 0.02231 FALSE 27 1,5,6 3 NA FALSE 28 1,5,6,8 4 0.00788 FALSE diff --git a/tests/testthat/test_05_proteinElimination.R b/tests/testthat/test_05_proteinElimination.R index 94bd15f..d4fd546 100644 --- a/tests/testthat/test_05_proteinElimination.R +++ b/tests/testthat/test_05_proteinElimination.R @@ -20,8 +20,8 @@ test_that("test proteinElimination", { res$protsOriginIDs <- names(res$protsOriginIDs) res$res_best$G <- lapply(res$res_best$G, igraph::as_edgelist) - ## TODO: rounding here because of small Windows/Linux differences - res$resDF$error <- round(res$resDF$error, digits = 5) + ## florring here because of small Windows/Linux differences + res$resDF$error <- floor(res$resDF$error * 10^5) / 10^5 expect_snapshot(res) From e96fc6fdbf5bc393eeb230e52779e7efc92ef451 Mon Sep 17 00:00:00 2001 From: biwenzel Date: Tue, 28 Apr 2026 16:11:07 +0200 Subject: [PATCH 19/21] test case consider other prot TRUE --- tests/testthat/_snaps/06_optimization.md | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/tests/testthat/_snaps/06_optimization.md b/tests/testthat/_snaps/06_optimization.md index a923f5e..77627fd 100644 --- a/tests/testthat/_snaps/06_optimization.md +++ b/tests/testthat/_snaps/06_optimization.md @@ -71,9 +71,9 @@ Code SummarizedExperiment::assay(res5) Output - graphID proteinNr error_min RiLog RiLog_min RiLog_max Ci - prot_3 NA 1 0.006932845 0.9779656 NA NA 0.9 - prot_4;prot_5 NA 2 0.006635250 0.9835544 NA NA 0.9 + graphID proteinNr error_min RiLog RiLog_min RiLog_max Ci + prot_3 NA 1 0.00663525 1.0260321 NA NA 0.1 + prot_4;prot_5 NA 2 0.00663525 0.9835544 NA NA 0.9 Ci_min Ci_max case prot_3 NA NA 3 prot_4;prot_5 NA NA 3 From 6ccd0e6f30ea8cfd18bba30c7baa2a53b3dd372a Mon Sep 17 00:00:00 2001 From: biwenzel Date: Tue, 28 Apr 2026 16:27:49 +0200 Subject: [PATCH 20/21] adpative span FALSE to loess --- R/02_peptidePreprocessing.R | 3 ++- 1 file changed, 2 insertions(+), 1 deletion(-) diff --git a/R/02_peptidePreprocessing.R b/R/02_peptidePreprocessing.R index 7ee1730..64ed696 100644 --- a/R/02_peptidePreprocessing.R +++ b/R/02_peptidePreprocessing.R @@ -213,7 +213,8 @@ normalizePeptideIntensities <- function(D, method = "loess", lts.quantile = 0.8, #### choose normalization function fun <- limma::normalizeBetweenArrays args <- switch(method, - "loess" = list(object = log_DATA, method = "cyclicloess"), + "loess" = list(object = log_DATA, method = "cyclicloess", + adaptive.span = FALSE), "quantile" = list(object = log_DATA, method = "quantile"), "median" = list(object = log_DATA, method = "scale")) From 63a527fb5a9968d88509e93b2e2062501c497ffa Mon Sep 17 00:00:00 2001 From: biwenzel Date: Tue, 28 Apr 2026 16:35:42 +0200 Subject: [PATCH 21/21] fixed typo and white space --- tests/testthat/test_05_proteinElimination.R | 2 +- tests/testthat/test_plotting.R | 263 ++++++++++---------- 2 files changed, 132 insertions(+), 133 deletions(-) diff --git a/tests/testthat/test_05_proteinElimination.R b/tests/testthat/test_05_proteinElimination.R index d4fd546..360de4f 100644 --- a/tests/testthat/test_05_proteinElimination.R +++ b/tests/testthat/test_05_proteinElimination.R @@ -20,7 +20,7 @@ test_that("test proteinElimination", { res$protsOriginIDs <- names(res$protsOriginIDs) res$res_best$G <- lapply(res$res_best$G, igraph::as_edgelist) - ## florring here because of small Windows/Linux differences + ## flooring here because of small Windows/Linux differences res$resDF$error <- floor(res$resDF$error * 10^5) / 10^5 expect_snapshot(res) diff --git a/tests/testthat/test_plotting.R b/tests/testthat/test_plotting.R index b4071f2..1d482ad 100644 --- a/tests/testthat/test_plotting.R +++ b/tests/testthat/test_plotting.R @@ -1,141 +1,140 @@ test_that("plot a bipartite graph", { - # testthat::skip("different font type") - # Skip this test on continuous integration systems like GitHub Actions - # The function expect_snapshot_file is otherwise too strict - # and there is no way to get a few pixel of tolerance - testthat::skip_on_ci() - - library(igraph) - - # Create a temporary directory so no permanent files are put on a package users directory - temp_dir <- tempfile(pattern = "test_dir") - dir.create(temp_dir) - on.exit(unlink(temp_dir, recursive = TRUE)) - - # Create bipartite graph - edges <- c("prot_1", "pep_1", - "prot_1", "pep_2", - "prot_1", "pep_3", - "prot_2", "pep_2", - "prot_2", "pep_3", - "prot_3", "pep_2", - "prot_3", "pep_3", - "prot_3", "pep_4") - types <- c(TRUE, FALSE, FALSE, FALSE, TRUE, TRUE, FALSE) - G <- igraph::make_graph(edges = edges, directed = FALSE) - V(G)$type <- types - - V(G)$pep_ratio <- rep(NA, 7) - V(G)$pep_ratio[!V(G)$type] <- c(0.177569, 0.1, 0.5, 0.6) - - V(G)$pep_ratio_aggr <- rep(NA, 7) - V(G)$pep_ratio_aggr[!V(G)$type] <- rev(c(0.177569, 0.1, 0.5, 0.6)) - - - # Plot graph (default settings) - png(filename = file.path(temp_dir, "bipartitGraph.png")) - plotBipartiteGraph(G) - dev.off() - - png(filename = file.path(temp_dir, "bipartitGraph2.png")) - plotBipartiteGraph(G, - node_labels_proteins = "accessions", - node_labels_peptides = "pep_ratios", - useCanonicalPermutation = TRUE, - three_shapes = TRUE, - use_edge_attributes = TRUE, - round_digits = 2) - dev.off() - - png(filename = file.path(temp_dir, "bipartitGraph3.png")) - plotBipartiteGraph(G, - node_labels_proteins = "numbers_noord", - node_labels_peptides = "pep_ratios_aggr", - useCanonicalPermutation = TRUE, - three_shapes = TRUE, - use_edge_attributes = TRUE, - round_digits = 2) - dev.off() - - png(filename = file.path(temp_dir, "bipartitGraph4.png")) - plotBipartiteGraph(G, - node_labels_proteins = "numbers_noord", - node_labels_peptides = "") - dev.off() - - - expect_snapshot_file(path = file.path(temp_dir, "bipartitGraph.png"), name = "plotBipartitGraph.png", variant = Sys.info()[["sysname"]]) - expect_snapshot_file(path = file.path(temp_dir, "bipartitGraph2.png"), name = "plotBipartitGraph2.png", variant = Sys.info()[["sysname"]]) - expect_snapshot_file(path = file.path(temp_dir, "bipartitGraph3.png"), name = "plotBipartitGraph3.png", variant = Sys.info()[["sysname"]]) - expect_snapshot_file(path = file.path(temp_dir, "bipartitGraph4.png"), name = "plotBipartitGraph4.png", variant = Sys.info()[["sysname"]]) + # Skip this test on continuous integration systems like GitHub Actions + # The function expect_snapshot_file is otherwise too strict + # and there is no way to get a few pixel of tolerance + testthat::skip_on_ci() + + library(igraph) + + # Create a temporary directory so no permanent files are put on a package users directory + temp_dir <- tempfile(pattern = "test_dir") + dir.create(temp_dir) + on.exit(unlink(temp_dir, recursive = TRUE)) + + # Create bipartite graph + edges <- c("prot_1", "pep_1", + "prot_1", "pep_2", + "prot_1", "pep_3", + "prot_2", "pep_2", + "prot_2", "pep_3", + "prot_3", "pep_2", + "prot_3", "pep_3", + "prot_3", "pep_4") + types <- c(TRUE, FALSE, FALSE, FALSE, TRUE, TRUE, FALSE) + G <- igraph::make_graph(edges = edges, directed = FALSE) + V(G)$type <- types + + V(G)$pep_ratio <- rep(NA, 7) + V(G)$pep_ratio[!V(G)$type] <- c(0.177569, 0.1, 0.5, 0.6) + + V(G)$pep_ratio_aggr <- rep(NA, 7) + V(G)$pep_ratio_aggr[!V(G)$type] <- rev(c(0.177569, 0.1, 0.5, 0.6)) + + + # Plot graph (default settings) + png(filename = file.path(temp_dir, "bipartitGraph.png")) + plotBipartiteGraph(G) + dev.off() + + png(filename = file.path(temp_dir, "bipartitGraph2.png")) + plotBipartiteGraph(G, + node_labels_proteins = "accessions", + node_labels_peptides = "pep_ratios", + useCanonicalPermutation = TRUE, + three_shapes = TRUE, + use_edge_attributes = TRUE, + round_digits = 2) + dev.off() + + png(filename = file.path(temp_dir, "bipartitGraph3.png")) + plotBipartiteGraph(G, + node_labels_proteins = "numbers_noord", + node_labels_peptides = "pep_ratios_aggr", + useCanonicalPermutation = TRUE, + three_shapes = TRUE, + use_edge_attributes = TRUE, + round_digits = 2) + dev.off() + + png(filename = file.path(temp_dir, "bipartitGraph4.png")) + plotBipartiteGraph(G, + node_labels_proteins = "numbers_noord", + node_labels_peptides = "") + dev.off() + + + expect_snapshot_file(path = file.path(temp_dir, "bipartitGraph.png"), name = "plotBipartitGraph.png", variant = Sys.info()[["sysname"]]) + expect_snapshot_file(path = file.path(temp_dir, "bipartitGraph2.png"), name = "plotBipartitGraph2.png", variant = Sys.info()[["sysname"]]) + expect_snapshot_file(path = file.path(temp_dir, "bipartitGraph3.png"), name = "plotBipartitGraph3.png", variant = Sys.info()[["sysname"]]) + expect_snapshot_file(path = file.path(temp_dir, "bipartitGraph4.png"), name = "plotBipartitGraph4.png", variant = Sys.info()[["sysname"]]) }) ## only test file existence, not snapshots which can be tested also on github actions test_that("plot a bipartite graph file existence", { - library(igraph) - - # Create a temporary directory so no permanent files are put on a package users directory - temp_dir <- tempfile(pattern = "test_dir") - dir.create(temp_dir) - on.exit(unlink(temp_dir, recursive = TRUE)) - - # Create bipartite graph - edges <- c("prot_1", "pep_1", - "prot_1", "pep_2", - "prot_1", "pep_3", - "prot_2", "pep_2", - "prot_2", "pep_3", - "prot_3", "pep_2", - "prot_3", "pep_3", - "prot_3", "pep_4") - types <- c(TRUE, FALSE, FALSE, FALSE, TRUE, TRUE, FALSE) - G <- igraph::make_graph(edges = edges, directed = FALSE) - V(G)$type <- types - - V(G)$pep_ratio <- rep(NA, 7) - V(G)$pep_ratio[!V(G)$type] <- c(0.177569, 0.1, 0.5, 0.6) - - V(G)$pep_ratio_aggr <- rep(NA, 7) - V(G)$pep_ratio_aggr[!V(G)$type] <- rev(c(0.177569, 0.1, 0.5, 0.6)) - - - # Plot graph (default settings) - png(filename = file.path(temp_dir, "bipartitGraph.png")) - plotBipartiteGraph(G) - dev.off() - - png(filename = file.path(temp_dir, "bipartitGraph2.png")) - plotBipartiteGraph(G, - node_labels_proteins = "accessions", - node_labels_peptides = "pep_ratios", - useCanonicalPermutation = TRUE, - three_shapes = TRUE, - use_edge_attributes = TRUE, - round_digits = 2) - dev.off() - - png(filename = file.path(temp_dir, "bipartitGraph3.png")) - plotBipartiteGraph(G, - node_labels_proteins = "numbers_noord", - node_labels_peptides = "pep_ratios_aggr", - useCanonicalPermutation = TRUE, - three_shapes = TRUE, - use_edge_attributes = TRUE, - round_digits = 2) - dev.off() - - png(filename = file.path(temp_dir, "bipartitGraph4.png")) - plotBipartiteGraph(G, - node_labels_proteins = "numbers_noord", - node_labels_peptides = "") - dev.off() - - - expect_true(file.exists(file.path(temp_dir, "bipartitGraph.png"))) - expect_true(file.exists(file.path(temp_dir, "bipartitGraph2.png"))) - expect_true(file.exists(file.path(temp_dir, "bipartitGraph3.png"))) - expect_true(file.exists(file.path(temp_dir, "bipartitGraph4.png"))) + library(igraph) + + # Create a temporary directory so no permanent files are put on a package users directory + temp_dir <- tempfile(pattern = "test_dir") + dir.create(temp_dir) + on.exit(unlink(temp_dir, recursive = TRUE)) + + # Create bipartite graph + edges <- c("prot_1", "pep_1", + "prot_1", "pep_2", + "prot_1", "pep_3", + "prot_2", "pep_2", + "prot_2", "pep_3", + "prot_3", "pep_2", + "prot_3", "pep_3", + "prot_3", "pep_4") + types <- c(TRUE, FALSE, FALSE, FALSE, TRUE, TRUE, FALSE) + G <- igraph::make_graph(edges = edges, directed = FALSE) + V(G)$type <- types + + V(G)$pep_ratio <- rep(NA, 7) + V(G)$pep_ratio[!V(G)$type] <- c(0.177569, 0.1, 0.5, 0.6) + + V(G)$pep_ratio_aggr <- rep(NA, 7) + V(G)$pep_ratio_aggr[!V(G)$type] <- rev(c(0.177569, 0.1, 0.5, 0.6)) + + + # Plot graph (default settings) + png(filename = file.path(temp_dir, "bipartitGraph.png")) + plotBipartiteGraph(G) + dev.off() + + png(filename = file.path(temp_dir, "bipartitGraph2.png")) + plotBipartiteGraph(G, + node_labels_proteins = "accessions", + node_labels_peptides = "pep_ratios", + useCanonicalPermutation = TRUE, + three_shapes = TRUE, + use_edge_attributes = TRUE, + round_digits = 2) + dev.off() + + png(filename = file.path(temp_dir, "bipartitGraph3.png")) + plotBipartiteGraph(G, + node_labels_proteins = "numbers_noord", + node_labels_peptides = "pep_ratios_aggr", + useCanonicalPermutation = TRUE, + three_shapes = TRUE, + use_edge_attributes = TRUE, + round_digits = 2) + dev.off() + + png(filename = file.path(temp_dir, "bipartitGraph4.png")) + plotBipartiteGraph(G, + node_labels_proteins = "numbers_noord", + node_labels_peptides = "") + dev.off() + + + expect_true(file.exists(file.path(temp_dir, "bipartitGraph.png"))) + expect_true(file.exists(file.path(temp_dir, "bipartitGraph2.png"))) + expect_true(file.exists(file.path(temp_dir, "bipartitGraph3.png"))) + expect_true(file.exists(file.path(temp_dir, "bipartitGraph4.png"))) })