Reference for Method: Li K., Hope C.M., Wang X.A., Wang J.-P. (2020) “RiboDiPA: A novel tool for differential pattern analysis in Ribo-seq data.” Nucleic Acid Research, 2020,48(21), gkaa1049, https://doi.org/10.1093
RiboDiPA main features
The RiboDiPA R package executes four major functions to perform differential pattern analysis of Ribo-seq data, with optional visualization of results. An overview of the process can be seen in Figure 1:
GTF file parsing and exon merging: For a given gene, all exons annotated in the GTF file are merged into a total transcript. This provides a global picture of changes across conditions for a gene, as the total transcript will capture changes in ribosome occupancy even when transcript isoform usage might change across conditions.
BAM file processing and P-site mapping: The Ribo-seq alignment files (.bam) are processed to calculate the P-site position for each RPF, with adaptable rules that users’ can specify to call P-sites from the data. The mapped P-site frequency at each nucleotide position along the total transcript is compiled for each gene of each sample.
Data binning: To overcome the inherent sparseness of Ribo-seq data, P-site positions are merged into bins using one of three methods: 1) an adaptive bin-width method that varies by gene, based on the Freedman-Diaconis rule 2) a fixed bin width method (as small as a single codon) that the user may specify, or 3) binning by exon, using boundaries specified in the GTF file.
Differential pattern analysis: Pattern analysis of genes is performed on binned data for a given gene, comparing bin by bin across conditions to identify regions with statistically significant differences. The results of this testing are output as \(p\)-values and \(q\)-values for each gene. Additionally, a supplementary statistic, the \(T\)-value, is also produced to identify genes with a larger changes across conditions among significant genes, and is calculated based on a singular value decomposition procedure. \(T\)-value is intended to account for both the magnitude and number of differential bins, thus providing a way to prioritize subsets of significant genes for further investigation.
Optionally: Visualization of Ribo-seq footprints: RiboDiPA also provides functionality for the visualization of mapped P-site frequency data for a given gene, as well as the binned data directly used for testing, with significantly different bins marked.
The RiboDiPA pipeline
The following vignette is intended to provide a walkthrough for running the RiboDiPA R package, pointing out both the main workflow and optional functionality for users. It presumes that you have successfully installed RiboDiPA package from Bioconductor.
The data provided for the purposes of the vignette are adapted from Kasari et al, and represent a high-quality dataset collected in yeast. These data compare wild type cells to cells depleted for New1, which was shown by the authors to be a regulator involved in translation termination. As is often the case for data included in vignettes, the provided files are subsets of the full data set, and are intended to illustrate the functionality of RiboDiPA. We note that a typical full-scale analysis of real data for most users will be computing intensive. The computing time depends upon the number of samples, the sequencing depth of the samples, and the complexity of the organism, in terms of number of genes and exons. For example, the total computing time of the wild type versus New1 comparison (4 samples) on a 20-core node is about 10 minutes. RiboDiPA utilizes the parallel computing functionality of R and automatically detects the number of cores available to run jobs in parallel and improve performance. While a personal computer is more than sufficient for the illustration purposes of this vignette, for optimal performance with real data, we recommend that users run RiboDiPA on a server or computing cluster.
0. Ribo-DiPA Wrapper Function
For users’ convenience, we have provided a wrapper function to permit execution of the Ribo-DiPA pipeline, which minimally requires a GTF file and BAM files, separated by experiment and replicate.
## Download sample files from GitHub
library(BiocFileCache)
file_names <- c("WT1.bam", "WT2.bam", "MUT1.bam", "MUT2.bam", "eg.gtf")
url <- "https://github.com/jipingw/RiboDiPA-data/raw/master/"
bfc <- BiocFileCache()
bam_path <- bfcrpath(bfc,paste0(url,file_names))
This will produce a list of four BAM files: WT1.bam, WT2.bam, MUT1.bam, and MUT2.bam, which represent two biological replicates each of wild type cells and New1 mutant cells, respectively. These BAM files were subset on the interval chrIV:553,166-581,762 using samtools, which is a roughly 30kb region that contains 16 genes. Alternatively, users can declare the names of their BAM files directly in a vector.
We recommend that users utilize the identical GTF file used to produce the experimental alignments. For example, a GTF file sourced from Ensembl will not work with BAM files aligned with a GTF file sourced from UCSC. The GTF file, “eg.gtf”, provided in the package is adapted from Ensembl, Saccharomyces cerevisiae release R64-1-1, and only contains features on chromosome IV. Users may also declare their GTF file directly.
## Make the class label for the experiment
classlabel <- data.frame(
condition = c("mutant", "mutant", "wildtype", "wildtype"),
comparison = c(2, 2, 1, 1)
)
rownames(classlabel) <- c("mutant1","mutant2","wildtype1","wildtype2")
The class label determines the comparison performed by RiboDiPA, and minimally requires a column named comparison
which labels the reference condition “1” and the treatment condition “2”, with the option of including conditions that should not be compared labeled with “0”. In this case “wildtype” represents the reference condition, and “mutant” represents the treatment.
## Run the RiboDiPA pipeline with default parameters
result.wrp <- RiboDiPA(bam_path[1:4], bam_path[5], classlabel, cores = 2)
The RiboDiPA()
function is a wrapper function that calls all other necessary functions in the package. The default approaches for this wrapper are to do automatic generation of P-site offsets and adaptive binning of the mapped P-sites, although all parameters available in the other functions of the package are available to be modified in the wrapper.
The argument cores
specifies the number of CPU cores to be used in the calculation. The user should replace it by the maximum number of available cores for maximum computing efficiency (or leave it unspeficied, in which case, the number of cores is set to the value of detectCores(logical = FALSE)
).
## View the table of output from RiboDiPA
head(result.wrp$gene[order(result.wrp$gene$qvalue), ])
#> tvalue pvalue qvalue
#> YDR050C 7.135543e-02 1.788608e-18 1.413000e-16
#> YDR064W 6.267031e-02 6.599787e-07 2.606916e-05
#> YDR062W 4.701957e-02 3.167373e-02 8.340748e-01
#> YDR059C 1.646677e-01 1.259123e-01 1.000000e+00
#> YDL019C 4.576056e-05 1.837478e-01 1.000000e+00
#> YDR143C 9.665726e-03 3.227685e-01 1.000000e+00
The RiboDiPA()
function outputs a list of genes with their \(T\)-value, \(p\)-value, and adjusted \(p\)-values indicated, stored in the value gene
, along with other intermediate data objects used in the calculation. In most cases, we expect that users will sort by the adjusted \(p\)-value in order to see the most significant genes genome-wide, which we show above. Genes YDR049-YDR065 are located within the interval selected for this vignette, and we can clearly see highly significant gene hits with TPI1 and RPS13 (YDR050C and YDR064W, respectively), with \(q\)-values of 1.41e-16 and 2.61e-05.
In subsequent sections we will walk through the corresponding functions in more detail.
1. P-site mapping
A P-site is the exact position on mRNA that has been translated by the ribosome, where the growing nascent chain of the polypeptide (covalently attached to tRNA) is located. In practice, RPFs that have been aligned to the genome have different lengths, therefore a procedure is required to map a given RPF to a P-site position to get a clear picture of ribosome translational activity.
The psiteMapping()
function will take the input data, and use user-specified rules to map RPFs to P-sites, or generate those rules automatically using the procedure described in Lauria et al (2018). Additionally, if there are multiple transcript isoforms in a sample that utilize the same exon in the genome, in can be difficult (or impossible) to assign a given RPF to a particular transcript in a Ribo-seq experiment. RiboDiPA circumvents this problem by combining all exons into a “total transcript” and performs testing at the gene level. Therefore, in addition to the P-site offset generation and mapping, the psiteMapping()
function also generates total transcript coordinates for each exon.
## Perform individual P-site mapping procedure
data.psite <- psiteMapping(bam_file_list = bam_path[1:4],
gtf_file = bam_path[5], psite.mapping = "auto", cores = 2)
P-site mapping outputs a list of values: coverage
, the coverage across each gene; counts
, the number of P-sites counts per gene; exons
, the total transcript coordinates and genomic coordinates for each exon in the genome; and psite.mapping
, the P-site mapping offsets. For the coverage
object, rows correspond to replicates and columns correspond to nucleotide positions with respect to the total transcript. Similarly, for the counts
object, rows represent genes and columns represent samples. Now, let us examine the offsets generated automatically by the function:
## P-site mapping offset rule generated
data.psite$psite.mapping
The read length of the RPF is listed (qwidth
), followed by the nucleotide offset from the 5’ end (psite
). For instance, reads of length 28 have an offset of 12, meaning that the P-site will be mapped 12 nucleotides from the 5’ end of the read.
As mentioned above, the optimal P-site offsets from the 5’ end of reads is calibrated using a two-step algorithm on start codons genome-wide, closely following the procedure of Lauria et al (2018). First, for a given read length, the offset is calculated by taking the distance between the first nucleotide of the start codon and the 5’ most nucleotide of the read, and then defining the offset as the 5’ position with the most reads mapped to it. This process is repeated for all read lengths and then the temporary global offset is defined to be the offset of the read length with the maximum count. Lastly, for each read length, the adjusted offset is defined to be the one corresponding to the local maximum found in the profiles of the start codons closest to the temporary global offset.
In case of insufficient reads mapped to the start codons, we recommend users to use the center
option to take the center of the read as the P-site, or to provide their own offset rules by simply using a matrix with two columns, labeled qwidth
and psite
, passed into the psite.mapping
parameter of the psiteMapping()
function. We note that specifying fixed rules for the P-site offsets might be especially useful when comparing across different experiments collected in the same organism, to insure consistency in the comparison.
## Use user specified psite mapping offset rule
offsets <- cbind(qwidth = c(28, 29, 30, 31, 32),
psite = c(18, 18, 18, 19, 19))
data.psite2 <- psiteMapping(bam_path[1:4], bam_path[5],
psite.mapping = offsets, cores = 2)
Lastly, the psiteMapping()
function uses the parallel computing package doParallel to speed up the process of mapping P-sites. To utilize this feature, specify the number of cores available for the job using the cores
parameter. If cores
is not specified, this function will automatically detect the number of cores on your computer to run jobs in parallel.
2. Data binning
Once reads have been mapped to P-sites in the various experiments, the next step is to bin mapped P-sites together to permit statistical testing. The smallest bin one could imagine is a single-codon (three nucleotides) which would provide the highest resolution of binning, but entails some practical problems. For instance, very long genes will have more codons, therefore after correction for multiple hypothesis testing, only the most pronounced perturbations would show statistical significance at large genes. Alternatively, the largest bin imaginable is to use an entire gene as one bin, although positional information across the gene will be lost. Therefore, a robust method to choose the right bin size per gene to permit discovery is needed, which is the essence of the RiboDiPA adaptive binning method.
The adaptive method uses a procedure based on the Freedman-Diaconisis rule to pick an optimal number of bins of equal width for each gene, where different genes will have different bin widths, but the positions and number of bins for a gene will be the same across replicates and conditions to permit testing.
## Merge the P-site data into bins with a fixed or an adaptive width
data.binned <- dataBinning(data = data.psite$coverage, bin.width = 0,
zero.omit = FALSE, bin.from.5UTR = TRUE, cores = 2)
The function dataBinning()
returns a list of binned P-site footprint matrices. In each matrix, rows correspond to replicates, and columns correspond to bins. If the parameter bin.width
is not specified or set to zero, this indicates that the function will run in the adaptive binning mode (as opposed to fixed-width mode, see below). In general, we recommend to use adaptive binning, due to the fact that most Ribo-seq experiments are sparse and have few numbers of reads, on a per codon basis.
If the zero.omit
argument is set to TRUE
, bins with all zeros across all replicates are removed from the differential pattern analysis. When the length of total transcript is not an integer multiple of the bin width, binning will start from the 5’ end if bin.from.5UTR
argument is TRUE
, or from the 3’ end otherwise. In general, bin width is equal for every bin across the total transcript, except for the last two bins, which are adjusted to prevent the last bin from being very small in the case where the bin width does not divide the total transcript length evenly.
## Merge the P-site data on each codon
data.codon <- dataBinning(data = data.psite$coverage, bin.width = 1,
zero.omit = FALSE, bin.from.5UTR = TRUE, cores = 2)
In cases where coverage permits, users can also specify a fixed width of bin, all the way down to 1, which represents single-codon resolution. This can be useful for examining details at regions that are very likely to have changes in translational regulation, namely near the start and stop codons. For instance, we examined 50 codons upstream and downstream of the stop and start codons respectively to identify a patterns of stacked ribosomes near the stop codon in the case of New1 deletion (see Li et al, 2020).
## Merge the P-site data on each exon and perform differential pattern analysis
result.exon <- diffPatternTestExon(psitemap = data.psite,
classlabel = classlabel, method = c('gtxr', 'qvalue'))
In cases where users would prefer to use exons as the bins for statistical testing, we have provided a function called diffPatternTestExon()
. This function rolls data binning and differential pattern testing into one function and outputs the same structure qw diffPatternTest()
function. For organisms like yeast where alternative splicing is minimal, this option may not be very useful, but for higher organisms with many exons and much more alternative splicing, it may provide useful insight.
3. Differential pattern analysis
Once appropriate bins have been generated, the RiboDiPA package performs differential pattern testing on P-site counts bin by bin for each gene. Briefly, counts are modeled by a negative binomial distribution to call bins with statistically significant differences across conditions, and then the smallest p-value for a given gene is adjusted to control for multiple hypothesis testing across all genes.
## Perform differential pattern analysis
result.pst <- diffPatternTest(data = data.binned,
classlabel = classlabel, method=c('gtxr', 'qvalue'))
The diffPatternTest()
function takes the output from data binning as input, and also requires a class label object, describing the comparison to be made. The class label object is simply a data frame with two columns, condition
and comparison
, where condition
labels the conditions tested, and comparison
labels the experimental conditions numerically, where “1” indicates the control condition, “2” indicates the treatment condition, and “0” indicates replicates that should not be compared, if present.
The output of this function is a list that contains a data frame object gene
as well as other objects that store intermediate calculations. gene
contains gene-level \(T\)-value, \(p\)-value, and \(q\)-value (if \(q\)-value is specified as the metric for multiple comparison error correction) of all genes. The bin
object contains bin-level test \(p\)-value and corresponding adjusted \(p\)-value for each bin of each gene.
\(T\)-value, bin-level \(p\)-value, and bin-level adjusted \(p\)-value and gene-level adjusted \(p\)-value and \(q\)-value (in this case measured by the qvalue) of all genes. The gene-level \(p\)-value and \(q\)-value are the main result of the testing, and therefore the main output of the package.
Additionally, the \(T\)-value is a supplementary statistic that quantifies the magnitude of difference between conditions, with larger numbers indicating a greater difference. The \(T\)-value is defined to be 1-cosine of the angle between the first right singular vectors of the footprint matrices of the two conditions under comparison. It ranges from 0-1, with larger values representing larger differences between conditions, and practically speaking, can be used to identify genes with larger magnitude of pattern difference beyond statistical significance. This might be helpful to investigators to prioritize certain genes for investigation among many that may pass the significance test for differential pattern.
Optionally, users may specify which method to use for correction of type I error for multiple hypothesis testing. The \(q\)-value method from qvalue
package is the default method of FDR control at the gene-level, and the hybrid Hochberg-Hommel method gtxr
from elitism
pacakge is the default method of multiplicity correction at bin-level. Other options defined by the package elitism
is invoked by the option to the parameter method.
4. Plotting and genome visualization
RiboDiPA implemented two plot functions for visualizing the footprint data and test results including :1) individual gene plotting in the landscape of total transcript; and 2) track plotting through genome browser using R package igvR
.
Individual gene plotting
The individual gene plotting is implemented with the package ggplot2
. Two plotting functions, plotTrack()
and plotTest()
, are provided, with the former for mapped P-site plotting and the latter for binned data that are generated from the mapped P-sites.
The plotTrack()
function visualizes reads mapped to P-site positions on a per gene basis. The input argument data
is the output object of psiteMapping()
or the psiteMapping()
output object from the wrapper RiboDiPA()
function (i.e., result.wrp$data.psite
from the example codes above). The counts of RPFs mapped to P-sites is shown on the y-axis, while the total transcript in nucleotides is shown on the x-axis.
## Plot ribosome per nucleotide tracks of specified genes.
plotTrack(data = data.psite, genes.list = c("YDR050C", "YDR064W"),
replicates = NULL, exons = FALSE)
![](data:image/png;base64,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)
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)
plotTrack()
always shows the total transcript with the 5’ end on the left and the 3’ end on the right with the corresponding genomic coordinates of the start codon and stop codon labelled. User can specify one or more genes to be plotted at a time. If the exons argument is set to TRUE
, RPFs per exon of the specified genes are also ouput.
## Plot binned ribosome tracks of siginificant genes: YDR086C and YDR210W.
## you can specify the thrshold to redefine the significant level
plotTest(result = result.pst, genes.list = NULL, threshold = 0.05)
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AUAmgAAAAAAKIQQAMAAAAAEIUAGgAAAACAKFJJkpR6DFSmgYGB/Kururq61GMBgJllZGRkcHBw9uzZqVSq1GMBgJmlv78/hFBVVTVr1qxi6id61s5fa6dSqdmzZ7+pgQJMFQE0AAAAAABRWIIDAAAAAIAoBNAAAAAAAEQhgAYAAAAAIAoBNAAAAAAAUQigAQAAAACIQgANAAAAAEAUAmgAAAAAAKIQQAMAAAAAEIUAGgAAAACAKATQAAAAAABEIYAGAAAAACAKATQAAAAAAFEIoAEAAAAAiEIADQAAAABAFAJoAAAAAACiEEADAAAAABCFABoAAAAAgCgE0AAAAAAARCGABgAAAAAgCgE0AAAAAABRCKABAAAAAIhCAA0AAAAAQBQCaAAAAAAAohBAAwAAAAAQhQAaAAAAAIAoBNAAAAAAAEQhgAYAAAAAIAoBNAAAJZMkyXe+852nnnpq6vu//PLLd9555+rVq5csWXLllVd+4hOf+OlPfxppGAAAMGOlkiQp9RgAAJihhoeHW1tbGxoaXn755ans/8wzz9x+++1DQ0MhhLe85S3Hjh3r7+9PpVJ33nnnn/3Zn8UYCQAAzExmQAMAMLMcP378zjvvHBoa+uAHP/jSSy/95Cc/+fnPf/75z38+lUo98MADP/7xj0s9QAAAqBwCaAAA3liSJL29vaUexXnlcrni39j32GOP5XK5d7/73Vu2bJk/f34IIZPJfPrTn77tttuSJNm6dWvMkQIAwMwigAYA4Nz+6Z/+adGiRX//93//5JNPrly58rLLLrv88ss/9rGP/eAHPwgh/Od//uddd931W7/1W5dddtm11177j//4j2Mfu2XLlkWLFn39618f1/OOO+5YtGhRvsOnP/3p1tbWEEI2m120aNHb3/720bIf/ehH69atW7t27SWXXLJ69eo/+IM/2L59+znH9tJLL11zzTVLly5929vedtVVV33hC1/IZrP5mvP137dvXwjh937v9zKZzNiev/u7vxtCaG9vf/OHDgAAyMu8cQkAADPYs88++9Of/rS+vn7VqlWHDx/+wQ9+sGPHjk2bNn35y1/u6+t7xzveUV9f/7Of/exP/uRPampqbrjhhuI7X3XVVfX19Y8//visWbNuvvnm2bNn57dv3LjxW9/6VgihpaVl8eLFr7/++o4dO3bs2HHvvfd+4hOfGNvh5z//+V/91V/lcrnly5enUqmXX375m9/85t69e7/zne+k0+nz9R8cHFywYMFll102bjz5guHh4Qs9VAAAwHhmQAMAUMhPf/rTG2644d/+7d+efvrptra2d73rXSMjI5/97GcvueSSn/zkJ88888y//uu//s7v/E4I4bHHHptQ5z/8wz/80pe+FEKoqan567/+63vvvTeEsHfv3m9961tz5szZtm1be3v7v/zLv+zfv3/Tpk0hhK997WvjOjz66KOLFi3auXPn888/v3379u985zuZTOYnP/nJ7t27z9c/hPAP//APu3fvXrNmzbhu//zP/xxCWLFixcQPEgAAcG4CaAAACvm1X/u1zZs319TUhBBqa2s/+clPhhAymcxXv/rVlpaW/Ne33357COHIkSNvfnc/+9nPamtrP/zhD7/3ve/Nb8lkMp/85Ccvuuii//qv/zpz5szY4lQq9bWvfe1tb3tb/uaaNWve9773hRB+8YtfTHS/O3fuzC8Y8sd//Mdv8lsAAABGWYIDAIBCVq9eXVtbO3pzwYIFIYRLL730rW996+jGhQsXhklavOKjH/3oRz/60XEb//u///v06dMhhHGfNLhixYpxE5bziz4PDQ0Vv8e+vr4HHnjgG9/4xvDw8J//+Z9feeWVFzh0AADgLAJoAAAKaWxsHHuzqqoqhJCf+zwqlUpN7k6TJPn3f//3X/ziF7/85S8PHTr0wgsvDAwMnF22ZMmScVvywyvec88995d/+ZednZ21tbWf//znf//3f//CBw0AAJxFAA0AwIRNeuI81t/93d99/etfP3bsWP5mY2Pje97znp6envwk6LHq6uoueC8nT568++67n3322RDC+9///r/4i794y1vecsHdAACAcxJAAwAwdXK5XOGCv/mbv7n33nvr6+s/85nPXHXVVcuXL29ubg4hvOc97zk7gL5gr7766gc/+MHXXntt2bJlX/rSl1atWjVZnQEAgLEE0AAAxDJuyeZQxAcVbt26NYTwt3/7t2vXrh27fULLOhd2+vTpj370o6+99tott9zyxS9+cfbs2ZPVGQAAGEcADQDA5MuvxdzZ2Tl24/79+19++eXCDzxx4kQI4Z3vfOfYjb/85S9fe+21yRrb448/fujQod/+7d/+yle+Mlk9AQCAc5rYh7QAAEAxLr300hDCd7/73dHE+ZVXXvnMZz5z9pzoEEJvb29fX1/+68suuyyE8Oijj47eu3PnzltuuSX/wO7u7gsYzNj+IYTHHnsshPBHf/RHw+dxAbsAAADOyQxoAAAm33vf+95f//VfP3DgwPve977f+I3fGBgYOHDgwNDQ0MqVK/fu3Ttalk6nGxsbT506df3117/1rW995JFH7rrrrk9+8pP33nvvY489tmDBgldeeeXo0aO/+Zu/2dzcvHfv3ltvvfVP//RPP/ShDxU5jLP7Dw0NHTx4MITw4Q9/+JwPedvb3vbjH//4zR8BAAAgmAENAEAM1dXVTzzxxMc+9rFFixa1t7fv378/k8l88Ytf/MAHPjCu8r777nvLW97yH//xH6+88koI4frrr3/sscfWrFnT1dX1i1/8YtmyZV/+8pcfe+yxz372s+985zs7OzsnuhbHuP5Hjx41xxkAAKZM6pzvggQAgMkyODj46quvLly4sLq6utRjAQAAppQAGgAAAACAKCzBAQAAAABAFAJoAAAAAACiEEADAAAAABCFABoAAAAAgCgE0AAAAAAARCGABgAAAAAgCgE0AAAAAABRCKABAAAAAIhCAA0AAAAAQBQCaAAAAAAAohBAAwAAAAAQhQAaAAAAAIAoMqUewAT88Ic/fOihh7Zs2XLxxRePu+uJJ5549NFHz/mob3zjG4sWLRq9mcvltm3b1tbWls1mly5dunLlyptuuimdTo97VJFlFNDT0zMyMhJCqK+vL/VYAGBmGR4e7u3tra2traoy2wAApk6SJGfOnAkhVFVV1dbWFvOQoaGhvr6+4s/ap0+fDiGkUqm6uro3M1SAKVNOAfT27dtzudw573rttdeK6XD8+PFNmzYdOXIkhNDY2NjR0dHR0dHe3n733XePDUmLLKOwgYGB4eHhIIAGgCk3MjLS399fU1MjgAaAKdbf3x9CyGSKzVvyZ+25c+cWWT8wMJAkiVM8UEbKI4Du7e19/PHHOzo6zleQD6C/8pWvLF68eNxd1dXVo19v3rz5yJEjl19++V133dXS0tLZ2Xnvvffu37//4YcfvvPOOydaBgAAAABAAdP9L2bPP//8hg0bPv7xjz/11FMFyvIB9OLFi+ecJZVK5WsOHDiwb9++urq6jRs3trS0hBAWLlx4zz33pNPpHTt2HDt2bEJlAAAAAAAUNt0D6FdeeaWzs7O6urqhoWE0Sh5nYGDg5MmTTU1Nc+bMKdBq165dIYRVq1aNXRFi/vz5y5cvT5Kkra1tQmUAAAAAABQ23QPo2267bdv/ON9Swq+//nqSJGd/MuE4hw4dCiFcccUV47bnt+TvLb4MAAAAAIDCymMN6MLy6280NTV997vf/dGPfvT666+3tLQsWbLkQx/60CWXXDJa1tnZGULIr6oxVn7L0aNHJ1QGAAAAAEBhlRNAt7W1tbW1ZTKZhoaGV1999dVXX921a9e6des+8IEP5Mt6enpCCGdPo66rqwsh9Pb2TqisGD09PUmSXMB3VBlGRkbyX5w5c6a0IwGAmSZ/Fu7t7a2qmu5vdwOAijQyMlLktfDoWft8646Ok88ZkiRxrU0BNTU16XS61KOAX6mcALquru6OO+5YtWpVJpPp6el5/PHHn3766a1bt77jHe+49NJLQwiDg4MhhJqamnEPnzt3bgihv78/f7PIsmLkcrmZHECPyuVypR4CAMxEAwMDpR4CAMxQIyMjE7oWnlDaEEJIksS1NgVUV1cLoJk+KiGAvuaaa971rne1traOrptRW1v7qU99qqur64UXXnjyySc3btwYQqivr+/u7u7r6xv38Pyk5tEpz0WWAQAAAABQWCUE0EuWLFmyZMnZ26+//voXXnjh8OHD+ZvNzc3d3d1nv0Ulv2XevHkTKitGQ0ND8cWV5/Tp0/l3EjU2NpZ6LAAwswwNDfX09NTV1Zn5AgBTKUmSbDYbQkin0/mVPN9Q/qxdX19f5MJZ2Ww2SZJUKjXDMwcKy2QqIfGjYlTyy3H+/PkhhJMnT+Z/NTc1NeVvjivr6uoKIVx00UX5m0WWFWPWrFkXOPSKMLp81Qw/DgBQKplMxrUHAEyl0XU4U6lUkdfC+YdkMpkJ/dm4+P4AJVf2n0vT29v7zDPPPPfcc2evtnz8+PEQQmtraz4JbW1tDSHs3bt3XFl7e3sIYXQOdZFlAAAAAAAUVvYBdE1NzZNPPvnNb37zpZdeGnfXjh07QgjLli3L31y9enUIYffu3WOX9s9ms/v27Zs9e/bVV189oTIAAAAAAAor+wA6lUrdcMMNIYQHHnggP0k5hJDL5R599NHvf//79fX1t956a37jihUrli1b1tXVtWXLluHh4RBCf3//fffdNzg4uHbt2tra2gmVAQAAAABQWCUsC3jzzTf39fV973vf+9znPldfX19TU3Ps2LEkSerr69evX59f0zlv/fr1GzZs2Llz5549e1pbWw8fPjwwMLBw4cJ169aNbVhkGQAAAAAABVRCAJ1Op9etW7dixYpnn3324MGD2Wz2sssue/vb3/6Rj3yksbFxbOWCBQsefPDBb3/723v27Dl48GBzc/OVV155yy23zJ079wLKAAAAAAAoIHX2Z/fBpOjq6sqvYdLS0lLqsQDAzDI4OHjq1KmmpqZMphJmGwBAuUiS5MSJEyGETCYz9g3ZBQwMDGSz2Xnz5qXT6WLqT5w4kSRJVVVVc3PzmxorwFQp+zWgAQAAAACYngTQAAAAAABEIYAGAAAAACAKATQAAAAAAFEIoAEAAAAAiEIADQAAAABAFAJoAAAAAACiEEADAAAAABCFABoAAAAAgCgE0AAAAAAARCGABgAAAAAgCgE0AAAAAABRCKABAAAAAIhCAA0AAAAAQBQCaAAAAAAAohBAAwAAAAAQhQAaAAAAAIAoBNAAAAAAAEQhgAYAAAAAIAoBNAAAAAAAUQigAQAAAACIQgANAAAAAEAUAmgAAAAAAKIQQAMAAAAAEIUAGgAAAACAKATQAAAAAABEIYAGAAAAACAKATQAAAAAAFEIoAEAAAAAiEIADQAAAABAFAJoAAAAAACiEEADAAAAABCFABoAAAAAgCgE0AAAAAAARCGABgAAAAAgCgE0AAAAAABRCKABAAAAAIhCAA0AAAAAQBQCaAAAAAAAohBAAwAAAAAQRSpJklKPoWKdOHHC4QUAAABgKjU2Ns6aNavUo4BfyZR6AJVs7ty5pR5CKfX19Y2MjIQQamtrSz0WAJhZhoeHc7lcTU1NVZW3uwHA1EmSpLe3N4RQVVVVU1NTzEMmetbu7e1NkiSVSs3wzIHC0ul0qYcA/0sAHVGRJ5tKlcvl8l/M8OMAAFNvcHAwl8tVV1dnMv6zBwBT5wIC6IGBgVwuN2fOnCITw3z/VCrlWhsoFybFAAAAAAAQhQAaAAAAAIAoBNAAAAAAAEQhgAYAAAAAIAoBNAAAAAAAUQigAQAAAACIQgANAAAAAEAUAmgAAAAAAKIQQAMAAAAAEIUAGgAAAACAKATQAAAAAABEIYAGAAAAACAKATQAAAAAAFEIoAEAAAAAiEIADQAAAABAFAJoAAAAAACiEEADAAAAABCFABoAAAAAgCgE0AAAAAAARCGABgAAAAAgCgE0AAAAAABRCKABAAAAAIhCAA0AAAAAQBQCaAAAAAAAohBAAwAAAAAQhQAaAAAAAIAoBNAAAAAAAEQhgAYAAAAAIAoBNAAAAAAAUQigAQAAAACIQgANAAAAAEAUAmgAAAAAAKIQQAMAAAAAEIUAGgAAAACAKATQAAAAAABEIYAGAAAAACAKATQAAAAAAFEIoAEAAAAAiEIADQAAAABAFJlSD2ACfvjDHz700ENbtmy5+OKLz743l8tt27atra0tm80uXbp05cqVN910UzqdjloGAAAAAMD5lFMAvX379lwud867jh8/vmnTpiNHjoQQGhsbOzo6Ojo62tvb77777vr6+khlAAAAAAAUUB5LcPT29m7durWjo+N8BZs3bz5y5Mjll1++devWRx555KGHHlq8ePH+/fsffvjheGUAAAAAABQw3QPo559/fsOGDR//+Mefeuqp89UcOHBg3759dXV1GzdubGlpCSEsXLjwnnvuSafTO3bsOHbsWIwyAAAAAAAKm+4B9CuvvNLZ2VldXd3Q0JBKpc5Zs2vXrhDCqlWrxq6PMX/+/OXLlydJ0tbWFqMMAAAAAIDCpnsAfdttt237H+dbf/nQoUMhhCuuuGLc9vyW/L2TXgYAAAAAQGHTPYAuRmdnZwghv1zGWPktR48ejVEGAMphdlEAACAASURBVAAAAEBhmVIPYBL09PSEEM6eH11XVxdC6O3tjVFWjFOnTiVJUnx9hRkZGcl/0d3dXdqRAMBMk/8fyOnTp8+3ghkAENXw8HCR18L5s3Y2my3yrJ2vHxkZca1NAXV1dZlMJYR+VIZKeC0ODg6GEGpqasZtnzt3bgihv78/RlkxhoaGZnIAPWpoaKjUQwCAmWh4eLjUQwCAGSpJkgldC1/AWdu1NgXIo5hWKmEJjvxs5b6+vnHb87OVR+cyT24ZAAAAAACFVcIM6Obm5u7u7jNnzozbnt8yb968GGVFDqz44srT3d2d/xPuRRddVOqxAMDMMjg4mM1mGxsbvfUSAKZSkiQnT54MIWQymcbGxmIeMjAwcPr06aampnQ6XUz9yZMnkySpqqqaUEDBTGMdNqaVSrgmaWpqCiHkf8WP1dXVFcakn5NbVgw/7XmOAwBMsfzJN5VKOQsDQKkUeRa+4LO2szxQLiphCY7W1tYQwt69e8dtb29vDyEsWbIkRhkAAAAAAIVVQgC9evXqEMLu3bvHfkJgNpvdt2/f7Nmzr7766hhlAAAAAAAUVgkB9IoVK5YtW9bV1bVly5b8osP9/f333Xff4ODg2rVra2trY5QBAAAAAFBYJawBHUJYv379hg0bdu7cuWfPntbW1sOHDw8MDCxcuHDdunXxygAAAAAAKKASZkCHEBYsWPDggw9ed911NTU1Bw8ebGpquvHGG++///76+vp4ZQAAAAAAFJBKkqTUY6AydXV15dcwaWlpKfVYAGBmGRwcPHXqVFNTUyZTIW93A4CykCTJiRMnQgiZTKapqamYhwwMDGSz2Xnz5qXT6WLqT5w4kSRJVVVVc3PzmxorwFSpkBnQAAAAAABMNwJoAAAAAACiEEADAAAAABCFABoAAAAAgCgE0AAAAAAARCGABgAAAAAgCgE0AAAAAABRCKABAAAAAIhCAA0AAAAAQBQCaAAAAAAAohBAAwAAAAAQhQAaAAAAAIAoBNAAAAAAAEQhgAYAAAAAIAoBNAAAAAAAUQigAQAAAACIQgANAAAAAEAUAmgAAAAAAKIQQAMAAAAAEIUAGgAAAACAKATQAAAAAABEIYAGAAAAACAKATQAAAAAAFEIoAEAAAAAiEIADQAAAABAFAJoAAAAAACiEEADAAAAABCFABoAAAAAgCgE0AAAAAAARCGABgAAAAAgCgE0AAAAAABRCKABAAAAAIhCAA0AAAAAQBQCaAAAAAAAohBAAwAAAAAQhQAaAAAAAIAoBNAAAAAAAEQhgAYAAAAAIAoBNAAAAAAAUWRKPYBKNjQ0VOohlFKSJPkvZvhxAICpNzw8PPovADBlRi+EkyQp8lp49Kw9+tgiudamgHQ6nUqlSj0K+JXURH/BUbwTJ044vAAAAABMpcbGxlmzZpV6FPArAuiIBgcHSz2EUjp9+vTIyEgIobGxsdRjAYCZZWhoqKenp66uLp1Ol3osADCDJEmSzWZDCOl0uq6urpiHDA4O9vb21tfXV1UVtUpqNptNkiSVSjU0NLypsVLRMpmMGdBMH5bgiGiG/61p9DfdDD8O/7+9e4+Our7zx/+ZTLgICQkxgtwJCIJgZRWpaGvtKawurqhVWy/b9bbt8YqW9ejq8cJ62WPxChyrrGDXa9f7rdi6gLhCDbooWoTaBQOEiwG5JiSE3Ob3x+yPb060GGDeM0x4PP7KvOfN6/OaScLk/cw77wGATMnNzc3N9cMeAKTP7k1+sVislWvh5D/Jzc3dq18bt74+QMZ5E0IAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAAAAhCAA0AAAAAQBACaAAAAAAAghBAAwAAAAAQhAAaAAAAAIAgBNAAAAAAAAQhgAYAAAAAIAgBNAAAAAAAQQigAQAAAAAIQgANAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCyM10AwAAAGSB2OzRIcomxpaGKAsAHCDsgAYAAAAAIAgBNAAAAAAAQQigAQAAAAAIQgANAAAAAEAQAmgAAAAAAILIzXQDqfH8888/++yz33jXo48+2qtXr903a2trn3nmmYULF1ZWVg4cOHDEiBHnnntuPB5v8a9aOQ0AAAAAgL+mjQTQFRUVrZm2adOmu+66a+XKlVEUFRQULF26dOnSpZ9++unNN9+cn5+/t9MAAAAAANiDNhVAP/DAA3369GlxV4cOHXZ//NBDD61cuXLYsGH//M//XFxcvH79+nvuueezzz6bOXPm9ddfv7fTAAAAAADYgzZyBnQygO7Tp0/Hr4nFYsk5n3/++ZIlS/Ly8m655Zbi4uIoinr27Hn77bfH4/F58+Z99dVXezUNAAAAAIA9aws7oOvq6rZs2VJYWNixY8c9THv//fejKBo5cmTzYzS6d+8+dOjQzz77bOHChWeccUbrpwEAAJBCsdmjQ5RNjC0NURYAaKW2sAN6w4YNiUTi8MMP3/O0L774IoqiY489tsV4ciR5b+unAQAAAACwZ21hB3Ty/I3CwsKXX3753Xff3bBhQ3FxcUlJyTnnnDNgwIDd09avXx9FUfJUjeaSI+vWrduraQBZyt4iAAAAIG3aTgC9cOHChQsX5ubmdunSZe3atWvXrn3//fcvvfTS8ePHJ6dVV1dHUdT8YI2kvLy8KIpqamr2alprbN68OZFI7MMjamM2bdqU6RaA4HynwwFo27ZtmW4B4NuF/inCTylkRENDw1597W3dunWv6jc1NfnaZg8KCgratWuX6S7g/7SdADovL2/ChAkjR47Mzc2trq7+z//8z9dff/2JJ5446qijjjjiiCiK6uvroyg65JBDWvzzTp06RVG0a9eu5M1WTgMAQjhscZD3Wvjqb94MUfbrsr1/AACA1GoLAfSYMWOOO+64vn377j43o3PnzpdffvnWrVvfe++9F1544ZZbbomiKD8/f9u2bTt37mzxz5ObmndveW7ltNaIx+MH8w7opqam5MOPx+OZ7oW9U7RoXMprbhn5VsprckDxnc4BLtu/RPe2/0Qi0dTUlJOTE4vFArUEkCqh/4vO9pcADhyd7r0jRNnqmyY1NTW1/gu1sbEx+YGvbfbAD4EcUNpCAF1SUlJSUvL18VNPPfW9994rKytL3iwqKtq2bduOHTtaTEuOdO3ada+mtUZhYWHrJ7c9W7duTb4u7tWTRlvly6DNazOfYmdkt1XZ/iW6t/3X19dv3769S5cuublt4Yc9oG0L/V90tr8EcOAI9AfReXl5lZWVXbp0aWWgnDztMycnx9c2kC3a8pqke/fuURRt2bIlkUjEYrFkHLxly5YW05IHLR166KHJm62cBgAAABw47CQAODDlZLqB/VVTU/Pmm2/OmjXr64ddJM/j79u3b/LvDvr27RtF0SeffNJi2qeffhpF0e491K2cBgAAAADAnmV9AH3IIYe88MIL06dP//jjj1vcNW/evCiKjjzyyOTNUaNGRVG0aNGi5m8kWFlZuWTJkvbt2//gBz/Yq2kAAAAAAOxZ1gfQsVjs9NNPj6Lo4YcfTm5SjqKotrb22Wef/a//+q/8/PwLLrggOTh8+PAjjzxy69atU6dOTZ5NvGvXrnvvvbe+vv7kk0/u3LnzXk0DAAAAAGDP2sIZ0Oedd97OnTtfffXV2267LT8//5BDDvnqq68SiUR+fv7EiRObvxPgxIkTb7zxxvnz53/00Ud9+/YtKyurq6vr2bPnpZde2rxgK6cBAAC0ngNqgTbMf3HAX9MWAuh4PH7ppZcOHz78d7/73YoVKyorKwcNGjR48OCf/vSnBQUFzWf26NFjypQpzz333EcffbRixYqioqITTzzx/PPP79Sp0z5MO2jtumlCa6btfrJa+U7BHX41dd/6AQAAAAAOTG0hgE46/vjjjz/++G+dVlRUdM0116RqGkDK2TgAAAAAtBlZfwY0AAAAAAAHprazAxoAAOBg5u+oAIADkB3QAAAAAAAEIYAGAAAAACAIR3AAkEr++BcAAADYzQ5oAAAAAACCsAMaYO/Y4QsAAADQSnZAAwAAAAAQhAAaAAAAAIAgHMEBAEAb4ZQkAAA40NgBDQAAAABAEHZAA0D62J4JAOyzED9I+CkCgNDsgAYAAAAAIAgBNAAAAAAAQQigAQAAAAAIQgANAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEHkZroBANgLsdmjQ5RNjC0NURYAAAAOcgJoAGAv+B0AAAAArecIDgAAAAAAgrADGgA4iNjBDQAAkE52QAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEHkZroB4KATmz06RNnE2NL01Adow/wXCgCZsuumCa2Zlrd7fuvKdvjV1H3rByBV7IAGAAAAACAIATQAAAAAAEE4ggMAAAAIzkFPAAcnATQAABwsQqQ/oh+yhfQTADJCAA0AkDWkJxzkfAsAAGQdATQAAADsL78gAYBvJIAGAABSQwAHAEALAuiA6urqEolEprvIGrt27cp0CwSUhs9v6Euor/7BXD8Nsv0pUj+z9UPL9v5D8yqfcdn+/KjftuunQbY/RfX19VEU1dXV5YSpn+2f4mzvP1PatWuXkxPoawr2mgA6oKqqqjYZQOeHKVtVVRWmMAeENHx+Q19CffUP5vppkO1PkfqZrR9atvcfmlf5jMv250f9tl0/DdL2FAVaC+/cuTOKourqamvtb5Tt/WdKQUGBAJoDhwA6oKKioky3EERdmLKHHnpomMIcENLw+Q19CfXVP5jrp0G2P0XqZ7Z+aNnef2ht6VU+Z86JIeo3jXk/RNndsv1bWP0Dp75vgT3XD7QWzs/Pr6qqKiwsbAxTP9tfxbK9/0yJxWKZbgH+HwF0QL7b98rup8vRgW1SGr4dQl9CffUP5vppkO1PkfqZrR+an1L2zKu8+uqrn9lLtI364a7SZl6FgexlNz4AAAAAAEEIoAEAAAAACMIRHAAAAABtnIOkgEyxAxoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAAAAhCAA0AAAAAQBACaAAAAAAAgsjNdAMAABwsYrNHhyibGFsaoiwAALD/BNAAAHBAENADAND2OIIDAAAAAIAgBNAAAAAAAAQhgAYAAAAAIAgBNAAAAAAAQQigAQAAAAAIIjfTDQAAqRSbPTrlNRNjS1NeEwAAgIOBHdAAAAAAAAQhgAYAAAAAIAgBNAAAAAAAQTgDmoNOiNNRIwekAgAAAMDX2AENAAAAAEAQAmgAAAAAAIJwBAdknxCniDhCBAAAAICUE0BDijljGgAAAACSHMEBAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACCI30w0AAAAAwJ7EZo8OUTYxtjREWaA5O6ABAAAAAAhCAA0AAAAAQBACaAAAAAAAghBAAwAAAAAQhDch/Ga1tbXPPPPMwoULKysrBw4cOGLEiHPPPTcej2e6LwAAAACArCGA/gabNm266667Vq5cGUVRQUHB0qVLly5d+umnn9588835+fmZ7g4AAAAAIDs4guMbPPTQQytXrhw2bNgTTzzx9NNPP/bYY3369Pnss89mzpyZ6dYAAAAAALKGALqlzz//fMmSJXl5ebfccktxcXEURT179rz99tvj8fi8efO++uqrTDcIAAAAAJAdBNAtvf/++1EUjRw5svlpG927dx86dGgikVi4cGHmWgMAAAAAyCYC6Ja++OKLKIqOPfbYFuPJkeS9AAAAAAB8K29C2NL69eujKEoevtFccmTdunWtL9XY2JjCxtq80E+X+m27fhouob766mf1JdRXX/3srZ+GS6ivvvpZfYlsr9/U1BT0Ktn+/GR7/UzJycmJxWKZ7gL+jwC6perq6iiKmp+/kZSXlxdFUU1NTetLbdu2LZFIpLC3A0TLpyZFtm7dGqaw+gdF/TRcQn311c/qS6ivvvrZWz8Nl1BfffWz+hJpqx9oLbxjx44oiiorK62122T9TCkoKGjXrl2mu4D/E2uTCen+OPvssxsbG2fMmNGtW7fm48uWLfuXf/mXbt26zZgxo5WlNm/e7OkFAAAAIJ0E0BxQ7IBuKT8/f9u2bTt37mwxntz7/PWd0XvQoUOHgzmArqurSz78Dh06ZLoXADi4NDU11dfXt2/f3p9eAkCa7dq1K4qiWCzWvn371szf21ftva3PwSknx7u+cQARQLdUVFS0bdu25J/ANJcc6dq1a+tLJU/tOGht3bo1eZTSXqX2AMD+q6+v3759e6dOnXJz/bAHAOmTSCSSAXE8Hm/lWriurq6+vr5z587xeLyV8xOJRCwWs9YGsoXfh7RUWFgYRdGWLVtajCdPBTr00EMz0BMAAAAAQBYSQLfUt2/fKIo++eSTFuOffvppFEUlJSUZ6AkAAAAAIAsJoFsaNWpUFEWLFi1K/tVMUmVl5ZIlS9q3b/+DH/wgc60BAAAAAGQTAXRLw4cPP/LII7du3Tp16tTkEca7du2699576+vrTz755M6dO2e6QQAAAACA7OB9ab7BxIkTb7zxxvnz53/00Ud9+/YtKyurq6vr2bPnpZdemunWAAAAAACyhh3Q36BHjx5Tpkz527/920MOOWTFihWFhYVnnXXWgw8+6B1mAQAAAABazw7ob1ZUVHTNNddkugsAAAAAgCxmBzQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACC8CaEhBL7/2W6EQA4GHkVBoCMSL7+tv5VeG/XzntbHyDjYolEItM9AAAAAADQBjmCAwAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAADkRVVVU7d+7MdBcA+yWWSCQy3QNtypw5cxYuXLhu3boePXqMGzdu5MiRLSY88MADFRUV9913X0baAwAAgNQKtxAeP358u3btfvazn5155pmxWCxF/QKkVW6mG6DtSCQS9957b2lpafLmunXrFi1a9OMf//iSSy5pPm3VqlWrV6/OQH8AAACQUmlYCDc2Nj7xxBMffPDB9ddf37179/1sGCD9HMFBysyZM6e0tLRfv3733HPPs88+e+eddx5++OGvvPLKu+++m+nWAAAAIPXSsBDu3r37HXfcUVFRce2117744ou7du1KVWWA9BBAkzKzZ8/u0KHDHXfccfTRR+fn548YMeKOO+7Iz89//PHHq6qqMt0dAAAApFh6FsLHHXfcI4888r3vfe/pp5/+xS9+8Yc//KGxsTFVxQFCE0CTMmvXrh08eHBxcfHukV69el155ZVVVVUvvvhiBhsDAACAENK2EO7UqdOECRPuuuuurl27/vrXv77sssuefPLJdevWpfASAIEIoEmZhoaGurq6FoPf+973hg4dOmvWrC+//DIjXQEAAEAgaV4IH3PMMQ899NDEiRPbt2//8ssvX3nllTfccMNTTz21aNGi6urq1F4LIFUE0KRM7969V6xYsXHjxhbjV1xxRVNT09SpU/2JEAAAAG1J+hfCsVjslFNOmT59+m233TZq1KgVK1a89NJLd95554UXXpjaCwGkigCalDnttNMaGxtvueWWJUuW1NfX7x4vKSk599xzly5d+sADD/iVLAAAAG1GphbCOTk5xx9//K233vqb3/zmuuuuO/nkk/Pz81N+FYCUiCUSiUz3QNsxc+bM119/PYqiWCx2//33Dxo0KDne2Ng4ZcqUd999t127dolEoqGh4Y033shopwAAAJACQRfC48eP79Gjx/Tp0791ZiKRiMVie1sfIA1yM90Abcpll102ePDguXPnVlRUNH/li8fjv/zlL4cOHfrmm2+uXbs2gx0CAABACh0gC2HpM3DAsgOadKusrKyoqBg8eHCmGwEAAIB02OeFcH19fSwWy821fRDIYgJoAAAAAACC8Ds0Um/16tULFiwoLy+vrKzctWtXly5dioqKiouLR48eXVJSkunuAAAAIMVCL4QttIHsZQc0qVReXv7kk08uWrTor31dDRky5Oqrr+7Xr1+aGwMAAIAQQi+ELbSBbCeAJmW2bNkyceLELVu2HH300SeccEK/fv3y8/M7d+5cU1NTVVW1Zs2aDz/8cPHixYWFhZMnT+7evXum+wUAAID9EnohbKENtAECaFJmypQpc+fOveqqq0477bS/Nqe0tHTy5Mk//OEPJ0yYkM7eAAAAIOVCL4QttIE2ICfTDdB2LFu2rHfv3nt4UYyiaPTo0cOHD//zn/+ctq4AAAAgkNALYQttoA0QQJMyNTU1eXl53zqtsLBwx44daegHAAAAggq9ELbQBtoAATQpM2TIkOXLl69evXoPczZt2vTxxx8PHTo0bV0BAABAIKEXwhbaQBsQnzRpUqZ7oI3o2rXrvHnz5s2bF0VRQUFBly5dmt+7cePGd9555+GHH66qqrr00kt79uyZoTYBAAAgNUIvhC20gTbAmxCSSnPmzJkxY0ZNTU0URbm5ufn5+Z06daqtra2qqqqrq0sOXnXVVWPGjMl0pwAAAJACoRfCFtpAthNAk2I1NTVvv/32/Pnzy8vLk6+FOTk5BQUFhx122OjRo8eMGVNQUJDpHgEAACBlQi+ELbSBrCaAJpREIrFr1676+vq8vLxYLJbpdgAAACCs0AthC20gGwmgCa6hoaGhoaFjx46ZbgQAAADSIfRC2EIbyCI5mW6Atu+55577yU9+kukuAAAAIE1CL4QttIEsIoAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAELFEIpHpHmjjGhsbm5qa2rVrl+lGAAAAIB1CL4QttIEsIoAGAAAAACCI3Ew3QFv24Ycfzpkzp6ysrLa29plnnnnvvfcKCgqOOeaYTPcFAAAAQYReCFtoA1lHAE0o06dPnzVrVvORpUuX/v73vx8/fvw//dM/ZaorAAAACCT0QthCG8hG3oSQIP74xz/OmjVrwIABkydPvuSSS5KDp5566uGHH/7GG2+UlpZmtDsAAABIsdALYQttIEsJoAnirbfe6tChw6233jpkyJDd74owYMCA++67LxaL/e53v8tsewAAAJBaoRfCFtpAlhJAE8SqVasGDx5cXFzcYrygoGDQoEHl5eUZ6QoAAAACCb0QttAGspQAmiBycnLi8fg33tWhQ4dEIpHmfgAAACCo0AthC20gSwmgCWLgwIHLly+vrq5uMV5dXb1ixYqSkpKMdAUAAACBhF4IW2gDWUoATRA/+tGPqqur77///qqqqt2DNTU1v/rVr3bu3Pn9738/g70BAABAyoVeCFtoA1kq5m80CGTq1Klz5syJx+NdunTZunXrsGHDVq5cWVNTM2rUqFtvvTXT3QEAAECKhV4IW2gD2UgATUDvv//+Cy+8UF5e3tDQkJOT06NHj7PPPnvs2LGxWCzTrQEAAEDqhV4IW2gDWUcATXBNTU2bN2/u2rVrbm5upnsBAACA4EIvhC20gSwigAYAAAAAIAi/KCPF5syZs3DhwnXr1vXo0WPcuHEjR45sMeGBBx6oqKi47777MtIeAAAApNbWrVs///zznJyc4447Lrkl+Z133pk1a9bWrVv79+9/8sknn3LKKft5idWrVy9YsKC8vLyysnLXrl1dunQpKioqLi4ePXp0SUlJCh4DQDB2QJMyiUTi3nvvLS0tbT744x//+JJLLmk+cu21165evfqNN95Ia3MAAAAQwJtvvvnEE080NjZGUTRgwIB/+7d/mzVr1tNPP918zpgxYyZMmLBv9cvLy5988slFixb9tQBnyJAhV199db9+/fatPkBodkCTMnPmzCktLe3Xr98vfvGL/v37f/HFF7/+9a9feeWV/v377/8vewEAAOBAs2TJkscffzw/P/+kk06qrKwsLS391a9+9ac//WnIkCFXXHFF7969V65c+eijj86ZM2f06NHHH3/83tbfsmXL7bffvmXLlqOPPvqEE07o169ffn5+586da2pqqqqq1qxZ8+GHHy5evPj222+fPHly9+7dQzxGgP1kBzQpc+ONNyZfWYuLi5Mj69atu/HGG6Moeuyxx/Lz85ODdkADAADQNkyaNOnTTz+dNm1a7969oyh6+eWXn3zyyc6dO0+fPr1Lly7JOZs2bbriiiuGDx8+adKkva0/ZcqUuXPnXnXVVaeddtpfm1NaWjp58uQf/vCH+7zJGiConEw3QNuxdu3awYMH706foyjq1avXlVdeWVVV9eKLL2awMQAAAAhh1apVRx55ZDJ9jqLoRz/6URRFw4YN250+R1FUXFx8xBFHlJeX70P9ZcuW9e7dew/pcxRFo0ePHj58+J///Od9qA+QBgJoUqahoaGurq7F4Pe+972hQ4fOmjXryy+/zEhXAAAAEEhtbW2HDh1230x+3LFjxxbTOnbsuHPnzn2oX1NTk5eX963TCgsLd+zYsQ/1AdJAAE3K9O7de8WKFRs3bmwxfsUVVzQ1NU2dOjX5ngwAAADQNiQXwrW1tcmbS5YsiaLof//3f5uamnbPqaur++KLL/r27bsP9YcMGbJ8+fLVq1fvYc6mTZs+/vjjoUOH7kN9gDSI78MJRPCNYrHYBx98sHDh3CGBgAAADsdJREFUwpKSkqKiong8nhzv2rVrY2PjvHnz1q1bN2LEiDlz5mzfvv2CCy7IbLcAAACwnxobG//4xz9+/vnn+fn5y5Yte/zxxzt27Lh58+a6urpjjjkmFos1NDQ89thjy5YtO/3004866qi9rd+1a9d58+bNmzcviqKCgoLmJ3tEUbRx48Z33nnn4YcfrqqquvTSS3v27JmyBwaQOt6EkFSaOXPm66+/HkVRLBa7//77Bw0alBxvbGycMmXKu+++265du0Qi0dDQ4E0IAQAAyHZNTU133333okWLkjc7deo0efLk//iP/1i0aNGhhx7ao0ePNWvWbN++vXfv3lOmTGnXrt0+XGLOnDkzZsyoqamJoig3Nzc/P79Tp061tbVVVVXJYzBzc3OvuuqqMWPGpPBxAaSQAJpUSiQSCxYsmDt3bkVFxQ033HDEEUc0v+sPf/jDm2++uXbt2iiKBNAAAAC0AYlEYt68eUuXLs3NzT399NP79u1bW1s7bdq0BQsWJBKJ3Nzc0aNHX3nlla05yvmvqampefvtt+fPn19eXp4MnXNycgoKCg477LDRo0ePGTOmoKAgdQ8IIMUE0KRbZWVlRUXF4MGDM90IAAAAhLJ9+/Zt27b16tUrNzc3VTUTicSuXbvq6+vz8vJisViqygIEJYAGAAAAACCIlP0WDnZbsmTJ/Pnz161bV11d3dDQ0LFjx8LCwpKSkrFjx3br1i3T3QEAAEB2qKioiMfjhx12WPPB0tLSuXPnrlq1Ki8vr3///meddVb//v0z1CDAt7MDmlQqKyubMmXKypUrv/HenJyck0466eqrr+7UqVOaGwMAAICsM378+B49ekyfPn33yLRp02bPnt18Tjwev+yyy84444y0dwfQKnZAkzIbNmz413/916qqqrPPPvuYY45paGj47//+7/nz5//jP/7jkCFDysvL586dO3/+/O3bt0+aNCmFZ2ABAADAwWDBggWzZ88uLi6+/PLLv/Od78Tj8c8++2zGjBlPPPHEUUcdNXDgwEw3CPANhICkzPPPP79169bbb7995MiRyZFRo0bl5eW98MILDz300PDhw8eNG/fss88+//zzzz///EUXXZTZbgEAAGB/rFmz5vPPP2/9/LFjx+7nFd9+++14PH7rrbcOGDAgOTJq1KgePXpMmDDhpZdeuummm/azPkAIAmhS5i9/+cuAAQN2p89J48eP//3vf/8///M/vXr1iqLooosumjt37oIFCwTQAAAAZLXPP/982rRprZ+//wH0ypUrS0pKdqfPSX369Bk4cGBZWdl+FgcIRABNymzevHno0KEtBouKiqIoKi8v3z3Sv3//P/3pT2ntDAAAAFJt7NixQ4YMmTlz5scffxxF0YUXXpiTkxP6onl5eV8fLCwsXLduXehLA+wbATQp079//xUrVtTW1nbs2HH34PLly6Mo6t69e/JmU1PTmjVrunXrlpkWAQAAIHX69Olz2223XX755Vu2bPnJT34SOoAePHjw8uXLE4lELBbbPZhIJFatWtViWzTAgSP4r+Y4eJx00knbt29/6KGHduzYkRxZt27dY489FkXRMcccE0VRRUXF3XffvWHDhlGjRmWyUQAAAEiReDx+wgknhKu/cePGm2++edq0aa+88kpJScn27dufeuqp5hOee+65jRs3Dhs2LFwPAPvDDmhS5u///u9LS0tLS0sXL17ct2/furq6NWvWNDY2nnrqqUOGDImi6Mknn1y0aNGAAQN++tOfZrpZAAAASI1hw4YtXbo0ROURI0asX79+2bJlzeu/9tprF198cRRFjY2N1113XXl5eUlJybnnnhuiAYD9F0skEpnugbajoaHh+eeff+utt6qqqqIoys/PP++8884888zkHwc9++yz7du3P/PMM9u3b5/pTgEAACA7NDQ0VFRUfPnll+vXr1+/fv2GDRsmTZoURVF9ff0555wzfPjw66+/3lmXwAFLAE0QmzZtiqKouLg4040AAABA25RIJDZv3mzpDRzgBNAAAAAAAAThDGjSqqmpqba2NoqiTp06ZboXAAAACC70QthCGzjA5WS6AQ4uZWVl559//vnnn5/pRgAAACAdQi+ELbSBA5wAGgAAAACAIJwBTVrV1dV99dVXURT16tUr070AAABAcKEXwhbawAFOAA0AAAAAQBCO4AAAAAAAIIjcTDdAW7Nz585Vq1bt3LlzyJAhyXfgXbx48ezZs6uqqvr27XvCCSccffTRme4RAAAAUibcQriioiIejx922GHNB0tLS+fOnbtq1aq8vLz+/fufddZZ/fv33/9HARCIIzhIpdmzZz/++OO1tbVRFHXu3Pm2227bvn37vffeu/vLLBaLnXfeef/wD/+Q0TYBAAAgNYIuhMePH9+jR4/p06fvHpk2bdrs2bObz4nH45dddtkZZ5yxHw8CICA7oEmZpUuXTps2LTc397vf/W48Hv/0008ffvjh3Nzcww477OKLL+7du/fq1aufeeaZF154YcSIEcOHD890vwAAALBf0rwQXrBgwezZs4uLiy+//PLvfOc78Xj8s88+mzFjxhNPPHHUUUcNHDgwJQ8KILUE0KTMSy+9FIvF7rnnnqFDh0ZRVFZWdsMNNzQ0NNx///2DBw+OoqikpGTw4MHXXHPNa6+9JoAGAAAg26V5Ifz222/H4/Fbb711wIAByZFRo0b16NFjwoQJL7300k033bSf9QFC8CaEpMzq1auPPPLI5ItuFEUDBgwYNGhQ586dky+6ST179jziiCPKy8sz1CMAAACkTJoXwitXriwpKdmdPif16dNn4MCBZWVl+18fIAQBNCmzY8eO5Jst7FZUVFRYWNhiWn5+/pYtW9LYFwAAAASR/oVwXl7e1wcLCwsrKytTUh8g5RzBQcr07Nlz+fLljY2N8Xg8OXLeeedVV1c3n5NIJNasWVNQUJCJBgEAACCV0rwQHjx48PLlyxOJRCwWa15/1apVLbZFAxw47IAmZf7mb/6mqqrqwQcfrKmpSY4MGDDg6KOPbj7n9ddfr6ioGDFiRCYaBAAAgFRKw0J448aNN99887Rp01555ZWSkpLt27c/9dRTzSc899xzGzduHDZs2L7VBwgtlkgkMt0DbURtbe3111+/fv36eDx+wgkntHj3g9dff/2dd95ZuXLlIYccMmXKlMMPPzxTfQIAAEBKhF4I33777evXr//qq6+apzfxePzVV1+NoqixsfG6664rLy8vKSm577772rdvv/+PCCDlHMFBynTs2HHKlCkvvfTSRx991NDQ0OLexYsXr1y58sgjj7zmmmukzwAAALQBoRfCd955ZxRFDQ0NFRUVX3755fr169evX79hw4bkvU1NTeXl5cOHD7/++uulz8AByw5o0qSsrCwvL69bt26ZbgQAAADSIfRCOJFIbN68ubi4OFB9gJQQQAMAAAAAEIQ3IQQAAAAAIAgBNAAAAAAAQQigAQAAAAAIQgANAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgCAgB555JFYLBaLxRobG1szf/Pmzcn5M2fODN0bAAAQmgAaAAAAAIAgBNAAAAAAAASRm+kGAADg/ykqKqqoqIiiqEuXLpnuBQAA2F8CaAAADiCxWKx79+6Z7gIAAEgNR3AAAJB96uvra2pqEolEphsBAAD2RAANAECabNiwYeLEiYMGDTrkkEOKi4tPPvnkGTNmtJhTXV0di8VisdjMmTObj+fn58disVmzZu3YsePnP//5oYce2rlz544dOw4bNuzyyy9ftWpV+h4GAADQao7gAAAgHT755JNx48Zt3LgxebO2tnb+/Pnz589/6623fvOb3xQUFLSmSHV19fe///1PPvkkebOurm7ZsmXLli179tln582bN3r06FDdAwAA+0QADQBAOpx11lkbN2787ne/e8YZZ/Tt23fRokUvvPBCRUXFq6++umnTpvfee681RW6++eaysrKhQ4dee+21xx577ObNm//93//99ddf37Vr10UXXVRWVhb6UQAAAHtFAA0AQDqsXbv2yiuvnDZtWjwej6LoZz/72Y033njmmWd+9NFHyX3Q48aN+9YiZWVlp5xyyhtvvJGfn58cGTdu3DnnnPPKK6+sXLmyrKxswIABYR8GAACwN5wBDQBAOhxxxBG70+ekXr16/fa3v02OTJo0qTVF4vH4I488sjt9Tvr5z3+e/GDFihUpaxcAAEgFATQAAOkwceLE5ulz0qBBg84999woihYvXtzQ0PCtRU488cSjjjqqxWC/fv2SHyQSiVR0CgAApIwAGgCAdDj++OO/cfzEE0+MoqihoWH16tXfWmTw4MFfH8zJ8TMtAAAcoPywDgBAOvTv3/8bx3ef2vzFF198a5HDDz88hS0BAAChCaABAEiHWCz2jePt2rVLftC5c+d9LgIAAByYBNAAAKTDqlWrvnF89zsHDho0KH3dAAAAaSGABgAgHT766KNvHP/ggw+iKMrPz+/WrVt6OwIAAIITQAMAkA4PPvhgU1NTi8Evvvjit7/9bRRFY8eOzURTAABAWAJoAADS4S9/+csvf/nL5hn0l19+ecEFFzQ0NOTk5Nx5550Z7A0AAAgkN9MNAABwsJg6derHH388fvz4Pn36LFq06Lnnnvvyyy+jKLr44ouHDRuW6e4AAIDUE0ADABDccccdd8YZZ9x9990LFixYsGBB87vOPPPMRx99NFONAQAAQTmCAwCA4Nq1a3fHHXeUlpZeeOGFffr0ad++fbdu3f7u7/7upZdeeu211zp06JDpBgEAgCBiiUQi0z0AAAAAANAG2QENAAAAAEAQAmgAAAAAAIIQQAMAAAAAEIQAGgAAAACAIATQAAAAAAAEIYAGAAAAACAIATQAAAAAAEEIoAEAAAAACEIADQAAAABAEAJoAAAAAACCEEADAAAAABCEABoAAAAAgCAE0AAAAAAABCGABgAAAAAgCAE0AAAAAABBCKABAAAAAAhCAA0AAAAAQBACaAAAAAAAghBAAwAAAAAQhAAaAAAAAIAgBNAAAAAAAATx/wF8HjcnS8uXXgAAAABJRU5ErkJggg==)
The plotTest()
plots the binned RPF footprint used in the differential pattern testing. The input argument result
for plotTest()
is the entire output object of diffPatternTest()
or diffPatternTestExon()
or RiboDiPA()
function. For replicates marked as “1” in classlabel
(see diffPatternTest()
function), the tracks are colored blue and replicates marked as “2” are colored red. Differential bins are colored black, with bin-level adjusted \(p\)-value annotated underneath the the track of the last replicate. If genes.list
is not specified, all genes with significant differential pattern will be output.
Lastly, the threshold parameter allows users to specify a threshold of signifance level for seleciton of significant genes. A threshold value of 0.05 will only plot genes with \(q\)-value less than or equal to 0.05.
Track plotting via genome browser
Three functions, bpTrack()
, binTrack()
, and exonTrack()
, are provided to support the track plotting through genome browser by utilizing igvR
. The uses can examine the ribosome footprint in the genomic landscape and the differential pattern test results. All three functions output GRanges
objects as input of igvR
for track visualization, respectively, RPF in base pair, binned RPF from diffPatternTest()
with differential pattern test results, and RPF by exons with test results.
To visualize these tracks in genome browser, users should install igvR
through Bioconductor. Some simple illustration examples are given below.
##base-bair RPF track
library(igvR)
thred <- 0.05
igv <- igvR()
setBrowserWindowTitle(igv, "ribosome footprint track example")
setGenome(igv, "saccer3")
data(data.psite)
names.rep <- c("mutant1", "mutant2", "wildtype1", "wildtype2")
tracks.bp <- bpTrack(data = data.psite, names.rep = names.rep,
genes.list = c("YDR050C", "YDR062W", "YDR064W"))
for(track.name in names.rep){
track.rep <- tracks.bp[[track.name]]
track <- GRangesQuantitativeTrack(trackName = paste(track.name, "bp"),
track.rep[,1], color = "green")
displayTrack(igv, track)
}}
## bin track and test results
data(result.pst)
data(data.psite)
tracks.bin <- binTrack(data = result.pst, exon.anno = data.psite$exons)
for(track.name in names(tracks.bin)){
track.rep <- tracks.bin[[track.name]]
resize(track.rep, width(track.rep) + 1)
track <- GRangesQuantitativeTrack(trackName = paste(track.name, "binned"),
track.rep[,1], color = "black")
displayTrack(igv, track)
}
track.rep2 <- tracks.bin[[1]]
sig.bin <- (values(track.rep2)[,5] <= thred)
log10.padj <- - log10(values(track.rep2)[,5])
mcols(track.rep2) <- data.frame(log10padj = log10.padj)
track.rep2 <- track.rep2[which(sig.bin),]
track <- GRangesQuantitativeTrack(trackName = "- log 10 of padj",
track.rep2, color = "red", trackHeight = 40)
displayTrack(igv, track)
The first input argument of bpTrack()
, data
, is the output object of psiteMapping()
or RiboDiPA()
function. If the replicate names names.rep
is not specified, column names of data$counts
will be used as track label on igvR
visualization. Also, if a list of genes for visualization is not provided, then all genes listed in data$coverage
will be plotted.
The function binTrack()
uses the output object of diffPatterbTest()
or RiboDiPA()
function for the argument data
, and the value exons
of psiteMapping()
function output for the argument exon.anno
. Besides of ribosome binned tracks, differential pattern test results is also reported in the value of binTrack()
. In Figure 2, a both base-pair RPF track and binned track are shown through igvR
. The green bars are the ribosome tracks per bp, the black bars are the binned tracks, while red bars are plotted at significant bins (i.e., adjusted bin-level p-value \(\leq 0.05\)), with \(-\log_{10}\) of adjusted p-value also plotted.
## bin track and test results
igv2 <- igvR()
setBrowserWindowTitle(igv2, "ribosome footprint per exon example")
setGenome(igv2, "saccer3")
data(result.exon)
tracks.exon <- exonTrack(data = result.exon, gene = "tY(GUA)D")
for(track.name in names(tracks.exon)){
track.rep <- tracks.exon[[track.name]]
for(tx.name in names(track.rep)){
track.tx <- tracks.exon[[track.name]][[tx.name]]
track <- GRangesQuantitativeTrack(trackName =
paste(track.name, tx.name), track.tx[,1], color = track.name)
displayTrack(igv2, track)
}
}
For higher organisms, where exons are used as the bins for statistical testing through the function diffPatternTestExon()
, exonTrack()
is the proper function to output tracks for visualization purpose. It outputs a list of lists. Each element is a list of GRanges
objects representing replicates, and each second level list element is exon-level P-site footprint counts in a transcript.
The argument data
uses the output object of diffPatternTestExon()
. The second argument gene
requires a single gene name to be plotted, since different genes may have different number of transcripts.
Conclusion
This concludes our vignette. For additional information, please consult the reference manual for each individual function, as well as the associated paper for this package for methodological details (Li et al, 2020).