From 4b7cb696b8045c8f4cdace363671104f03d82be7 Mon Sep 17 00:00:00 2001 From: seokho92 Date: Fri, 12 Sep 2025 16:43:28 +0900 Subject: [PATCH 01/34] Update Session1_Sequencing.md --- Session1_Sequencing.md | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/Session1_Sequencing.md b/Session1_Sequencing.md index e5ecf2f..bb8783e 100644 --- a/Session1_Sequencing.md +++ b/Session1_Sequencing.md @@ -376,6 +376,9 @@ gatk --java-options "-Xms4g" HaplotypeCaller \ -ERC GVCF \ -O sample03_20.g.vcf ``` +#### What GVCF provides us : SNV + +#### What GVCF provides us : Insertion/Deletion #### Combine individual `GVCF` files @@ -417,6 +420,3 @@ DeepVariant is a deep learning-based variant caller that takes aligned reads (in The simple concept of Deepvariant is explained and visualized in following post: [Looking Through DeepVariant's Eyes](https://google.github.io/deepvariant/posts/2020-02-20-looking-through-deepvariants-eyes/) - -### 9. [Geneformer](https://github.com/jkobject/geneformer) & [Enformer](https://github.com/lucidrains/enformer-pytorch) -Gene Expression prediction models or single-cell resolution foundation model via transformer. From 4cccace7421a59c4a116e168c63ab4d61ad58ecc Mon Sep 17 00:00:00 2001 From: seokho92 Date: Mon, 15 Sep 2025 13:58:05 +0900 Subject: [PATCH 02/34] Update Session1_Sequencing.md --- Session1_Sequencing.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Session1_Sequencing.md b/Session1_Sequencing.md index bb8783e..8688f17 100644 --- a/Session1_Sequencing.md +++ b/Session1_Sequencing.md @@ -1,4 +1,4 @@ -# Practice Session #1: Sequencing (Mar. 20, 2025) +# Practice Session #1: Sequencing (Sep. 16, 2025) In this session, we will learn how to convert raw unmapped read files (`FASTQ`) to analysis-ready files (`VCF`). \ The overall process in this session is mainly based on the [GATK Best Practice](https://gatk.broadinstitute.org/hc/en-us/categories/360002302312-Getting-Started). \ From b54cd989de34049ece5d3738f11fbf983ff658f1 Mon Sep 17 00:00:00 2001 From: seokho92 Date: Tue, 16 Sep 2025 10:02:43 +0900 Subject: [PATCH 03/34] Update Session1_Sequencing.md --- Session1_Sequencing.md | 98 +++++++++++++++++++++++++----------------- 1 file changed, 58 insertions(+), 40 deletions(-) diff --git a/Session1_Sequencing.md b/Session1_Sequencing.md index 8688f17..9f8fda0 100644 --- a/Session1_Sequencing.md +++ b/Session1_Sequencing.md @@ -3,7 +3,7 @@ In this session, we will learn how to convert raw unmapped read files (`FASTQ`) to analysis-ready files (`VCF`). \ The overall process in this session is mainly based on the [GATK Best Practice](https://gatk.broadinstitute.org/hc/en-us/categories/360002302312-Getting-Started). \ This document was created on Mar. 19, 2025 and the following contents were tested on local WSL (Ubuntu 22.04.1 LTS) + GSDS Cluster. -### 0. Installing Linux and Anaconda in Windows +### 0. Installing Linux and Mamba(Anaconda) in Windows Using Linux has become easy in Windows with WSL. \ To start, launch windows powershell in administration mode and run following. ``` @@ -24,10 +24,18 @@ ID: gcda_ PW (default): gcda_ ``` -### Use designated node for computation: leelabsg15 -After login, use ssh to log on to designated node for GCDA 2025 Spring +#### Installing mamba for faster conda usage +Follow the instruction from https://github.com/conda-forge/miniforge + ``` -ssh leelabsg15 +bash Miniforge3-Linux-x86_64.sh -b -p "${HOME}/conda" +conda/bin/conda init +``` + +### Use designated node for computation: leelabsg11 +After login, use ssh to log on to designated node for GCDA 2025 Fall +``` +ssh leelabsg11 ``` ### 1. Setting up the environment @@ -35,23 +43,26 @@ ssh leelabsg15 We will use the Anaconda environment on the GSDS cluster. \ It is already created on the GSDS cluster, but you can create the environment on your local machine with the following command \ In this session, OpenJDK, samtools, GATK and BWA are installed in creation of conda environment and Picard is downloaded as java package \ -All files and tools are included in '~/GCDA/1_sequencing/' folder +All files and tools are included in '~/1_sequencing/' folder ``` -# Create conda environment and install softwares -conda create -n SEQ samtools bwa -c anaconda -c bioconda +# Create conda/mamba environment and install softwares +# conda create -n SEQ samtools bwa -c anaconda -c bioconda +mamba create -n SEQ samtools bwa -c anaconda -c bioconda + conda activate SEQ # Install jdk 17 version (Required after picard 3.0.0) ## wget https://download.java.net/java/GA/jdk17.0.2/dfd4a8d0985749f896bed50d7138ee7f/8/GPL/openjdk-17.0.2_linux-x64_bin.tar.gz -tar xvf ~/GCDA/1_sequencing/utils/openjdk-17.0.2_linux-x64_bin.tar.gz +tar xvf ~/1_sequencing/utils/openjdk-17.0.2_linux-x64_bin.tar.gz export JAVA_HOME=$JAVA_HOME/:~/jdk-17.0.2/ export PATH=$JAVA_HOME/bin:$PATH alias java17="~/jdk-17.0.2/bin/java" # install gatk4 conda install gatk4 -c bioconda +mamba install gatk4 -c bioconda # Download Picard (Find Latest Release: https://github.com/broadinstitute/picard/releases/latest) -## cd ~/GCDA/1_sequencing/utils +## cd ~/1_sequencing/utils ## wget https://github.com/broadinstitute/picard/releases/download/3.0.0/picard.jar ``` @@ -62,9 +73,10 @@ To map our raw unmapped reads, we need the reference panel and the information f Here, we will use the `FASTA` file of 1000 Genome Phase 3 (GRCh37 build) and the `VCF` file for known variants. \ You can browse [FTP server](ftp://ftp.1000genomes.ebi.ac.uk/vol1/ftp/) of 1000 Genome Project. +#### Already done in your user account ``` -mkdir -p ~/GCDA/1_sequencing/reference -cd ~/GCDA/1_sequencing/reference +mkdir -p ~/1_sequencing/reference +cd ~/1_sequencing/reference # Download 1000 Genome reference panel ## wget http://ftp.1000genomes.ebi.ac.uk/vol1/ftp/technical/reference/human_g1k_v37.fasta.gz ## gzip -d human_g1k_v37.fasta.gz @@ -97,7 +109,7 @@ gatk CreateSequenceDictionary -R human_g1k_v37.fasta And we need a sequence read file (`FASTQ`) for the sample individual (HG00096). This can be downloaded from ftp server wih project description : [1000 Genome Project Phase 3](https://www.internationalgenome.org/1000-genomes-summary) ``` -cd ~/GCDA/1_sequencing/raw_reads +cd ~/1_sequencing/raw_reads # Download sequence read file from 1000 Genome # sample HG00096 ## wget http://ftp.1000genomes.ebi.ac.uk/vol1/ftp/phase3/data/HG00096/sequence_read/SRR062634.filt.fastq.gz @@ -175,11 +187,11 @@ This practice session consists of 4 steps. Using `FastqToSam` function of Picard, we can convert the `FASTQ` file to an unmapped `BAM` file. ``` -mkdir -p ~/GCDA/1_sequencing/data/ +mkdir -p ~/1_sequencing/data/ SID=HG00096 -java17 -jar ~/GCDA/1_sequencing/utils/picard.jar FastqToSam \ -F1=~/GCDA/1_sequencing/raw_reads/SRR062634.filt.fastq \ -O=~/GCDA/1_sequencing/data/fastq_to_bam_${SID}.bam \ +java17 -jar ~/1_sequencing/utils/picard.jar FastqToSam \ +F1=~/1_sequencing/raw_reads/SRR062634.filt.fastq \ +O=~/1_sequencing/data/fastq_to_bam_${SID}.bam \ SM=${SID} ``` @@ -188,8 +200,8 @@ SM=${SID} We can add read groups in `BAM` file by the following command: ``` -cd ~/GCDA/1_sequencing/data/ -java17 -jar ~/GCDA/1_sequencing/utils/picard.jar AddOrReplaceReadGroups \ +cd ~/1_sequencing/data/ +java17 -jar ~/1_sequencing/utils/picard.jar AddOrReplaceReadGroups \ I=fastq_to_bam_${SID}.bam \ O=add_read_groups_${SID}.bam \ RGID=4 \ @@ -204,7 +216,7 @@ RGSM=20 Using `MarkIlluminaAdapters`, we can mark adapter sequences. ``` -java17 -Xmx8G -jar ~/GCDA/1_sequencing/utils/picard.jar MarkIlluminaAdapters \ +java17 -Xmx8G -jar ~/1_sequencing/utils/picard.jar MarkIlluminaAdapters \ I=add_read_groups_${SID}.bam \ O=mark_adapter_${SID}.bam \ M=mark_adapter_${SID}.metrics.txt @@ -213,7 +225,7 @@ M=mark_adapter_${SID}.metrics.txt #### Convert the preprocessed `BAM` file to a `FASTQ` file ``` -java17 -Xmx8G -jar ~/GCDA/1_sequencing/utils/picard.jar SamToFastq \ +java17 -Xmx8G -jar ~/1_sequencing/utils/picard.jar SamToFastq \ I=mark_adapter_${SID}.bam \ FASTQ=fastq_input_${SID}.fq \ CLIPPING_ATTRIBUTE=XT \ @@ -229,7 +241,7 @@ NON_PF=true GATK's variant discovery workflow recommends Burrows-Wheeler Aligner's maximal exact matches (BWA-MEM) algorithm. ``` -bwa mem -M -t 7 -p ~/GCDA/1_sequencing/reference/human_g1k_v37.fasta ~/GCDA/1_sequencing/data/fastq_input_${SID}.fq > aligned_${SID}.sam +bwa mem -M -t 7 -p ~/1_sequencing/reference/human_g1k_v37.fasta ~/1_sequencing/data/fastq_input_${SID}.fq > aligned_${SID}.sam ``` You can check the contents of the `SAM` file: @@ -263,8 +275,8 @@ The information of some columns are as follows: #### Add information to `BAM` file using `MergeBamAlignment` ``` -java17 -Xmx10G -jar ~/GCDA/1_sequencing/utils/picard.jar MergeBamAlignment \ -R=~/GCDA/1_sequencing/reference/human_g1k_v37.fasta \ +java17 -Xmx10G -jar ~/1_sequencing/utils/picard.jar MergeBamAlignment \ +R=~/1_sequencing/reference/human_g1k_v37.fasta \ UNMAPPED=add_read_groups_${SID}.bam \ ALIGNED=aligned_${SID}.sam \ O=preprocessed_${SID}.bam \ @@ -281,7 +293,7 @@ ATTRIBUTES_TO_RETAIN=XS #### Mark Duplicates ``` -java17 -jar ~/GCDA/1_sequencing/utils/picard.jar MarkDuplicates \ +java17 -jar ~/1_sequencing/utils/picard.jar MarkDuplicates \ I=preprocessed_${SID}.bam \ O=mark_dup_${SID}.bam \ M=mark_dup_${SID}.metrics.txt @@ -290,7 +302,7 @@ M=mark_dup_${SID}.metrics.txt #### Sort, index and convert alignment to a BAM using SortSam ``` -java17 -jar ~/GCDA/1_sequencing/utils/picard.jar SortSam \ +java17 -jar ~/1_sequencing/utils/picard.jar SortSam \ I=mark_dup_${SID}.bam \ O=sorted_${SID}.bam \ SO=coordinate @@ -301,8 +313,8 @@ SO=coordinate ``` gatk --java-options '-Xmx10g' BaseRecalibrator \ -I sorted_${SID}.bam \ --R ~/GCDA/1_sequencing/reference/human_g1k_v37.fasta \ ---known-sites ~/GCDA/1_sequencing/reference/ALL.wgs.mergedSV.v8.20130502.svs.genotypes.vcf.gz \ +-R ~/1_sequencing/reference/human_g1k_v37.fasta \ +--known-sites ~/1_sequencing/reference/ALL.wgs.mergedSV.v8.20130502.svs.genotypes.vcf.gz \ -O recal_data_${SID}.table ``` @@ -311,7 +323,7 @@ gatk --java-options '-Xmx10g' BaseRecalibrator \ ``` gatk --java-options '-Xmx10g' ApplyBQSR \ -I sorted_${SID}.bam \ --R ~/GCDA/1_sequencing/reference/human_g1k_v37.fasta \ +-R ~/1_sequencing/reference/human_g1k_v37.fasta \ --bqsr-recal-file recal_data_${SID}.table \ -O bqsr_${SID}.bam ``` @@ -319,7 +331,7 @@ gatk --java-options '-Xmx10g' ApplyBQSR \ ``` for SID in HG00096 HG00097 HG00098 do -bash ~/GCDA/1_sequencing/bam_proc.sh ${SID} +bash ~/1_sequencing/bam_proc.sh ${SID} done ``` @@ -330,7 +342,7 @@ We can visualize the aligned `BAM` file with the [IGV viewer](https://software.b For example, we can observe high coverage around SUMO1P1 gene. (`HG00096.chrom20.ILLUMINA.bwa.GBR.exome.20120522.bam`) ``` -cd ~/GCDA/1_sequencing/raw_reads +cd ~/1_sequencing/raw_reads ## wget http://ftp.1000genomes.ebi.ac.uk/vol1/ftp/phase3/data/HG00096/exome_alignment/HG00096.chrom20.ILLUMINA.bwa.GBR.exome.20120522.bam ## wget http://ftp.1000genomes.ebi.ac.uk/vol1/ftp/phase3/data/HG00096/exome_alignment/HG00096.chrom20.ILLUMINA.bwa.GBR.exome.20120522.bam.bai ## wget http://ftp.1000genomes.ebi.ac.uk/vol1/ftp/phase3/data/HG00097/exome_alignment/HG00097.chrom20.ILLUMINA.bwa.GBR.exome.20130415.bam @@ -347,11 +359,11 @@ In this section, we will use the real data of 3 individuals in 1000 Genome Proje We can convert these `BAM` files to `GVCF` files. ``` -cd ~/GCDA/1_sequencing/data +cd ~/1_sequencing/data # Convert BAM for the first individual gatk --java-options "-Xms4g" HaplotypeCaller \ --R ~/GCDA/1_sequencing/reference/human_g1k_v37.fasta \ --I ~/GCDA/1_sequencing/raw_reads/HG00096.chrom20.ILLUMINA.bwa.GBR.exome.20120522.bam \ +-R ~/1_sequencing/reference/human_g1k_v37.fasta \ +-I ~/1_sequencing/raw_reads/HG00096.chrom20.ILLUMINA.bwa.GBR.exome.20120522.bam \ -L 20 \ -ERC GVCF \ -O sample01_20.g.vcf @@ -360,8 +372,8 @@ gatk --java-options "-Xms4g" HaplotypeCaller \ ``` # Convert BAM for the second individual gatk --java-options "-Xms4g" HaplotypeCaller \ --R ~/GCDA/1_sequencing/reference/human_g1k_v37.fasta \ --I ~/GCDA/1_sequencing/raw_reads/HG00097.chrom20.ILLUMINA.bwa.GBR.exome.20130415.bam \ +-R ~/1_sequencing/reference/human_g1k_v37.fasta \ +-I ~/1_sequencing/raw_reads/HG00097.chrom20.ILLUMINA.bwa.GBR.exome.20130415.bam \ -L 20 \ -ERC GVCF \ -O sample02_20.g.vcf @@ -370,21 +382,27 @@ gatk --java-options "-Xms4g" HaplotypeCaller \ ``` # Convert BAM for the third individual gatk --java-options "-Xms4g" HaplotypeCaller \ --R ~/GCDA/1_sequencing/reference/human_g1k_v37.fasta \ --I ~/GCDA/1_sequencing/raw_reads/HG00099.chrom20.ILLUMINA.bwa.GBR.exome.20130415.bam \ +-R ~/1_sequencing/reference/human_g1k_v37.fasta \ +-I ~/1_sequencing/raw_reads/HG00099.chrom20.ILLUMINA.bwa.GBR.exome.20130415.bam \ -L 20 \ -ERC GVCF \ -O sample03_20.g.vcf ``` #### What GVCF provides us : SNV - +``` +bcftools view -v snps sample03_20.g.vcf | grep -v '##' | head +``` #### What GVCF provides us : Insertion/Deletion +``` +bcftools view -v indels sample03_20.g.vcf | grep -v '##' | head +``` +image #### Combine individual `GVCF` files ``` gatk CombineGVCFs \ --R ~/GCDA/1_sequencing/reference/human_g1k_v37.fasta \ +-R ~/1_sequencing/reference/human_g1k_v37.fasta \ --variant sample01_20.g.vcf \ --variant sample02_20.g.vcf \ --variant sample03_20.g.vcf \ @@ -395,7 +413,7 @@ gatk CombineGVCFs \ ``` gatk --java-options "-Xmx4g" GenotypeGVCFs \ --R ~/GCDA/1_sequencing/reference/human_g1k_v37.fasta \ +-R ~/1_sequencing/reference/human_g1k_v37.fasta \ -V sample_all.g.vcf.gz \ -O sample_all.vcf ``` From 1b2488461617c7c51f3232ab99e0cee19887096b Mon Sep 17 00:00:00 2001 From: seokho92 Date: Tue, 16 Sep 2025 10:07:22 +0900 Subject: [PATCH 04/34] Update Session1_Sequencing.md --- Session1_Sequencing.md | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/Session1_Sequencing.md b/Session1_Sequencing.md index 9f8fda0..ea7dfb3 100644 --- a/Session1_Sequencing.md +++ b/Session1_Sequencing.md @@ -2,7 +2,7 @@ In this session, we will learn how to convert raw unmapped read files (`FASTQ`) to analysis-ready files (`VCF`). \ The overall process in this session is mainly based on the [GATK Best Practice](https://gatk.broadinstitute.org/hc/en-us/categories/360002302312-Getting-Started). \ -This document was created on Mar. 19, 2025 and the following contents were tested on local WSL (Ubuntu 22.04.1 LTS) + GSDS Cluster. +This document was created on Sep. 16, 2025 and the following contents were tested on local WSL (Ubuntu 22.04.1 LTS) + GSDS Cluster. ### 0. Installing Linux and Mamba(Anaconda) in Windows Using Linux has become easy in Windows with WSL. \ To start, launch windows powershell in administration mode and run following. @@ -47,7 +47,7 @@ All files and tools are included in '~/1_sequencing/' folder ``` # Create conda/mamba environment and install softwares # conda create -n SEQ samtools bwa -c anaconda -c bioconda -mamba create -n SEQ samtools bwa -c anaconda -c bioconda +mamba create -n SEQ samtools bwa bcftools -c anaconda -c bioconda conda activate SEQ @@ -64,7 +64,7 @@ mamba install gatk4 -c bioconda # Download Picard (Find Latest Release: https://github.com/broadinstitute/picard/releases/latest) ## cd ~/1_sequencing/utils ## wget https://github.com/broadinstitute/picard/releases/download/3.0.0/picard.jar - +mamba install bioconda::bcftools ``` ### 2. Preparing data From 0e6500113d03a1b1a747e0c014a0c6b5192055db Mon Sep 17 00:00:00 2001 From: seokho92 Date: Tue, 16 Sep 2025 10:37:01 +0900 Subject: [PATCH 05/34] Update Session1_Sequencing.md --- Session1_Sequencing.md | 12 +++++++----- 1 file changed, 7 insertions(+), 5 deletions(-) diff --git a/Session1_Sequencing.md b/Session1_Sequencing.md index ea7dfb3..c4a0971 100644 --- a/Session1_Sequencing.md +++ b/Session1_Sequencing.md @@ -64,7 +64,7 @@ mamba install gatk4 -c bioconda # Download Picard (Find Latest Release: https://github.com/broadinstitute/picard/releases/latest) ## cd ~/1_sequencing/utils ## wget https://github.com/broadinstitute/picard/releases/download/3.0.0/picard.jar -mamba install bioconda::bcftools + ``` ### 2. Preparing data @@ -196,7 +196,7 @@ SM=${SID} ``` #### Add read group information in `BAM` file - +read group is a set of sequences (in one or more fastq files) having a common set of metadata. This metadata generally includes patient/sample ID, library ID (the library is the preparation of the patient/sample DNA. We can add read groups in `BAM` file by the following command: ``` @@ -215,6 +215,8 @@ RGSM=20 Using `MarkIlluminaAdapters`, we can mark adapter sequences. +Adapter sequences are short, synthetic DNA segments attached to the ends of fragmented DNA or RNA libraries for next-generation sequencing (NGS) + ``` java17 -Xmx8G -jar ~/1_sequencing/utils/picard.jar MarkIlluminaAdapters \ I=add_read_groups_${SID}.bam \ @@ -273,7 +275,7 @@ The information of some columns are as follows: * Column 11: ASCII representation of phred-scale base quality #### Add information to `BAM` file using `MergeBamAlignment` - +the alignment information from the mapped file (bwa) + the metadata โ†’ one standardized, analysis-ready BAM. ``` java17 -Xmx10G -jar ~/1_sequencing/utils/picard.jar MergeBamAlignment \ R=~/1_sequencing/reference/human_g1k_v37.fasta \ @@ -309,7 +311,7 @@ SO=coordinate ``` #### Create Recalibration Table using `BaseRecalibrator` - +[BQSR Explaination](https://gatk.broadinstitute.org/hc/en-us/articles/360035890531-Base-Quality-Score-Recalibration-BQSR) ``` gatk --java-options '-Xmx10g' BaseRecalibrator \ -I sorted_${SID}.bam \ @@ -409,7 +411,7 @@ gatk CombineGVCFs \ -O sample_all.g.vcf.gz ``` -### 7. Converting `GVCF` to `VCF` +### 7. Converting `GVCF` to `VCF` (Genotyping) ``` gatk --java-options "-Xmx4g" GenotypeGVCFs \ From f6aafa9ba9782dd73f2a3617ed442dd094e6e4cc Mon Sep 17 00:00:00 2001 From: seokho92 Date: Tue, 16 Sep 2025 11:02:58 +0900 Subject: [PATCH 06/34] Update Session1_Sequencing.md --- Session1_Sequencing.md | 18 +++++++++--------- 1 file changed, 9 insertions(+), 9 deletions(-) diff --git a/Session1_Sequencing.md b/Session1_Sequencing.md index c4a0971..1016abc 100644 --- a/Session1_Sequencing.md +++ b/Session1_Sequencing.md @@ -243,7 +243,7 @@ NON_PF=true GATK's variant discovery workflow recommends Burrows-Wheeler Aligner's maximal exact matches (BWA-MEM) algorithm. ``` -bwa mem -M -t 7 -p ~/1_sequencing/reference/human_g1k_v37.fasta ~/1_sequencing/data/fastq_input_${SID}.fq > aligned_${SID}.sam +bwa mem -M -t 7 -p /data/GCDA_2025_2/1_sequencing/reference/human_g1k_v37.fasta ~/1_sequencing/data/fastq_input_${SID}.fq > aligned_${SID}.sam ``` You can check the contents of the `SAM` file: @@ -315,8 +315,8 @@ SO=coordinate ``` gatk --java-options '-Xmx10g' BaseRecalibrator \ -I sorted_${SID}.bam \ --R ~/1_sequencing/reference/human_g1k_v37.fasta \ ---known-sites ~/1_sequencing/reference/ALL.wgs.mergedSV.v8.20130502.svs.genotypes.vcf.gz \ +-R /data/GCDA_2025_2/1_sequencing/reference/human_g1k_v37.fasta \ +--known-sites /data/GCDA_2025_2/1_sequencing/reference/ALL.wgs.mergedSV.v8.20130502.svs.genotypes.vcf.gz \ -O recal_data_${SID}.table ``` @@ -325,7 +325,7 @@ gatk --java-options '-Xmx10g' BaseRecalibrator \ ``` gatk --java-options '-Xmx10g' ApplyBQSR \ -I sorted_${SID}.bam \ --R ~/1_sequencing/reference/human_g1k_v37.fasta \ +-R /data/GCDA_2025_2/1_sequencing/reference/human_g1k_v37.fasta \ --bqsr-recal-file recal_data_${SID}.table \ -O bqsr_${SID}.bam ``` @@ -364,7 +364,7 @@ We can convert these `BAM` files to `GVCF` files. cd ~/1_sequencing/data # Convert BAM for the first individual gatk --java-options "-Xms4g" HaplotypeCaller \ --R ~/1_sequencing/reference/human_g1k_v37.fasta \ +-R /data/GCDA_2025_2/1_sequencing/reference/human_g1k_v37.fasta \ -I ~/1_sequencing/raw_reads/HG00096.chrom20.ILLUMINA.bwa.GBR.exome.20120522.bam \ -L 20 \ -ERC GVCF \ @@ -374,7 +374,7 @@ gatk --java-options "-Xms4g" HaplotypeCaller \ ``` # Convert BAM for the second individual gatk --java-options "-Xms4g" HaplotypeCaller \ --R ~/1_sequencing/reference/human_g1k_v37.fasta \ +-R /data/GCDA_2025_2/1_sequencing/reference/human_g1k_v37.fasta \ -I ~/1_sequencing/raw_reads/HG00097.chrom20.ILLUMINA.bwa.GBR.exome.20130415.bam \ -L 20 \ -ERC GVCF \ @@ -384,7 +384,7 @@ gatk --java-options "-Xms4g" HaplotypeCaller \ ``` # Convert BAM for the third individual gatk --java-options "-Xms4g" HaplotypeCaller \ --R ~/1_sequencing/reference/human_g1k_v37.fasta \ +-R /data/GCDA_2025_2/1_sequencing/reference/human_g1k_v37.fasta \ -I ~/1_sequencing/raw_reads/HG00099.chrom20.ILLUMINA.bwa.GBR.exome.20130415.bam \ -L 20 \ -ERC GVCF \ @@ -404,7 +404,7 @@ bcftools view -v indels sample03_20.g.vcf | grep -v '##' | head ``` gatk CombineGVCFs \ --R ~/1_sequencing/reference/human_g1k_v37.fasta \ +-R /data/GCDA_2025_2/1_sequencing/reference/human_g1k_v37.fasta \ --variant sample01_20.g.vcf \ --variant sample02_20.g.vcf \ --variant sample03_20.g.vcf \ @@ -415,7 +415,7 @@ gatk CombineGVCFs \ ``` gatk --java-options "-Xmx4g" GenotypeGVCFs \ --R ~/1_sequencing/reference/human_g1k_v37.fasta \ +-R /data/GCDA_2025_2/1_sequencing/reference//human_g1k_v37.fasta \ -V sample_all.g.vcf.gz \ -O sample_all.vcf ``` From 0bdbfd6afd701aebc72f1aeef9d447d4b957e086 Mon Sep 17 00:00:00 2001 From: seokho92 Date: Tue, 16 Sep 2025 19:36:20 +0900 Subject: [PATCH 07/34] Update Session1_Sequencing.md --- Session1_Sequencing.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Session1_Sequencing.md b/Session1_Sequencing.md index 1016abc..20da1a4 100644 --- a/Session1_Sequencing.md +++ b/Session1_Sequencing.md @@ -278,7 +278,7 @@ The information of some columns are as follows: the alignment information from the mapped file (bwa) + the metadata โ†’ one standardized, analysis-ready BAM. ``` java17 -Xmx10G -jar ~/1_sequencing/utils/picard.jar MergeBamAlignment \ -R=~/1_sequencing/reference/human_g1k_v37.fasta \ +R=/data/GCDA_2025_2/1_sequencing/reference//human_g1k_v37.fasta \ UNMAPPED=add_read_groups_${SID}.bam \ ALIGNED=aligned_${SID}.sam \ O=preprocessed_${SID}.bam \ From 4b34f2d1170de3c5905148a13b3f8174635df4c4 Mon Sep 17 00:00:00 2001 From: seokho92 Date: Thu, 2 Oct 2025 13:40:52 +0900 Subject: [PATCH 08/34] Update README.md --- README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/README.md b/README.md index ca460a0..b7aaa0a 100644 --- a/README.md +++ b/README.md @@ -1,6 +1,6 @@ # GCDA_Tutorial_2025 -This repository is for the Genomic & Clinical Data Analysis course for the Spring 2025 semester. +This repository is for the Genomic & Clinical Data Analysis course for the Fall 2025 semester. Processes and codes for various practice sessions will be shared here. Please note, the schedule is subject to change. From 0277fcfdc07fe6d4ba9daa19e225a0246565b7e1 Mon Sep 17 00:00:00 2001 From: nayeonkim93 <88818872+nayeonkim93@users.noreply.github.com> Date: Thu, 2 Oct 2025 01:00:08 -0400 Subject: [PATCH 09/34] Update Session3_PRS.md --- Session3_PRS.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Session3_PRS.md b/Session3_PRS.md index d2bd1c3..a9946f0 100644 --- a/Session3_PRS.md +++ b/Session3_PRS.md @@ -1,4 +1,4 @@ -# Practice Session #3: Polygenic Risk Score (May 1, 2025) +# Practice Session #3: Polygenic Risk Score (October 21, 2025) In this session, we are going to construct polygenic risk score using PRS-CS. \ References : [PRS-CS github](https://github.com/getian107/PRScs), [PRS-CS paper](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC6467998/). \ From 83e394050c7bcd4e6637342b9fcf94e6baec0747 Mon Sep 17 00:00:00 2001 From: Kisung Nam <63442596+namks@users.noreply.github.com> Date: Fri, 3 Oct 2025 14:45:29 +0900 Subject: [PATCH 10/34] Update GWAS session details and commands Updated the date and environment details, modified Docker commands to use the latest SAIGE version, and revised section headings for consistency. --- Session2_GWAS.md | 135 +++++++++++++++++++++++++++++++---------------- 1 file changed, 90 insertions(+), 45 deletions(-) diff --git a/Session2_GWAS.md b/Session2_GWAS.md index f75d548..1e5930c 100644 --- a/Session2_GWAS.md +++ b/Session2_GWAS.md @@ -1,17 +1,18 @@ -# Practice Session #2: Genome-wide Association Studies (GWAS) (April 3, 2025) +# Practice Session #2: Genome-wide Association Studies (GWAS) (October 3, 2025) In this session, we will learn how to conduct the genome-wide association analysis using SAIGE. \ (References: [Paper](https://www.nature.com/articles/s41588-018-0184-y), [Github](https://github.com/saigegit/SAIGE), [Documentation](https://saigegit.github.io/SAIGE-doc/)) \ -This document was created on April 3, 2025 and the following contents were tested on the Lee Lab cluster (Ubuntu 24.04.1 LTS). +This document was created on October 3, 2025 and the following contents were tested on the Lee Lab cluster (Ubuntu 18.04.4 LTS). -### 1. Setting up the environment +## 1. Setting up the environment -We will use [Docker](https://www.docker.com/) on the Lee Lab cluster (`leelabsg15` node). \ -It is already created on the GSDS cluster, but you can create the environment on your local machine with the following command: +We will use [Docker](https://www.docker.com/) on the Lee Lab cluster (`leelabsg11` node). \ +You can find the latest version of SAIGE docker image on [Docker Hub](https://hub.docker.com/). \ +It is already created on the cluster, but you can create the environment on your local machine with the following command: ``` # Pull SAIGE docker image -sudo docker pull wzhou88/saige:1.4.4 +sudo docker pull wzhou88/saige:1.5.0.2 # Give previlege to use docker without sudo sudo usermod -aG docker $USER @@ -20,17 +21,19 @@ sudo usermod -aG docker $USER You can test if it works: ``` -docker run --rm -it -v /data/home/gcda_XXX/GCDA/2_GWAS:/data/home/gcda_XXX/GCDA/2_GWAS wzhou88/saige:1.4.4 /bin/bash +docker run --rm -it \ + -v /data/home/gcda_XXX/2_GWAS:/data/home/gcda_XXX/2_GWAS \ + wzhou88/saige:1.5.0.2 /bin/bash ``` -### 2. Preparing data +## 2. Preparing data We need (individual-level) genotype and phenotype files to conduct GWAS. \ However, access to these files is strictly restricted. Let's take a quick look at what the real data (UK Biobank) looks like. -#### Phenotype file +### Phenotype file The phenotype file of UK Biobank looks like the following: @@ -52,14 +55,14 @@ You can find the information of each phenotype column in [UK Biobank showcase](h * Field ID 46 means 'hand grip strength (left)' * Field ID 47 means 'hand grip strength (right)' -#### Genotype file +### Genotype file -##### Variant Call Format (`vcf`) +#### Variant Call Format (`vcf`) It contains meta-information lines, a header line, and then data lines each containing information about a position in the genome. -##### PLINK binary (`bed`, `bim`, `fam`) +#### PLINK binary (`bed`, `bim`, `fam`) PLINK binary files are the binary version of PLINK files (`ped`, `map`). \ PLINK binary genotype data consists of 3 files: @@ -98,7 +101,15 @@ PLINK binary genotype data consists of 3 files: 1a10 1a10 0 0 0 -9 ``` -`bed` file contains the genotype information (in binary format). \ +`bed` file contains the genotype information (in binary format). + +| | 1a1 | 1a2 | 1a3 | 1a4 | ... | +|:-----:|:-----:|:-----:|:-----:|:-----:|:-----:| +| rs1 | 0 | 0 | 0 | 2 | ... | +| rs2 | 1 | 0 | 1 | 0 | ... | +| rs3 | 0 | 1 | 0 | 0 | ... | +| ... | ... | ... | ... | ... | ... | + We cannot easily check the genotype information, but we can see the bitwise ``` @@ -117,7 +128,7 @@ We cannot easily check the genotype information, but we can see the bitwise You can find more details on [PLINK website](https://zzz.bwh.harvard.edu/plink/binary.shtml). -#### Example Data +### Example Data We will use `pheno_example.txt` as a phenotype file. @@ -135,62 +146,62 @@ IID x1 x2 y_binary y_quantitative ``` -### 3. Run GWAS using SAIGE +## 3. Run GWAS using SAIGE -#### What is SAIGE? +### What is SAIGE? * Mixed effect model-based method * Score test to compute test statistics * Several techniques for fast computation For detailed explanation, please refer the [Notion page](https://admitted-guan-7d5.notion.site/SAIGE-10ea25444f7a802ea917d4aad44f2ce0). -#### Why SAIGE? +### Why SAIGE? * Can account for related individuals * Fast computation * Prevent type I error inflation in case of case-control imbalance -#### Process +### Process -##### Step 0. (Optional) Create sparse GRM +#### Step 0. (Optional) Create sparse GRM This sparse GRM only needs to be created once for each data set, e.g. a biobank, and can be used for all different phenotypes as long as all tested samples are in the sparse GRM. ``` -docker run -v /data/home/gcda_XXX/GCDA/2_GWAS:/data/home/gcda_XXX/GCDA/2_GWAS \ - wzhou88/saige:1.4.4 createSparseGRM.R \ - --plinkFile=/data/home/gcda_XXX/GCDA/2_GWAS/genotype/nfam_100_nindep_0_step1_includeMoreRareVariants_poly_22chr \ +docker run -v /data/home/gcda_XXX/2_GWAS:/data/home/gcda_XXX/2_GWAS \ + wzhou88/saige:1.5.0.2 createSparseGRM.R \ + --plinkFile=/data/home/gcda_XXX/2_GWAS/genotype/nfam_100_nindep_0_step1_includeMoreRareVariants_poly_22chr \ --nThreads=4 \ - --outputPrefix=/data/home/gcda_XXX/GCDA/2_GWAS/sparseGRM \ + --outputPrefix=/data/home/gcda_XXX/2_GWAS/sparseGRM \ --numRandomMarkerforSparseKin=2000 \ --relatednessCutoff=0.125 ``` -##### Step 1. Fitting the null (logistic/linear) mixed model +#### Step 1. Fitting the null (logistic/linear) mixed model -###### Binary trait example +##### Binary trait example ``` -docker run -v /data/home/gcda_XXX/GCDA/2_GWAS:/data/home/gcda_XXX/GCDA/2_GWAS \ - wzhou88/saige:1.4.4 step1_fitNULLGLMM.R \ - --plinkFile=/data/home/gcda_XXX/GCDA/2_GWAS/genotype/nfam_100_nindep_0_step1_includeMoreRareVariants_poly_22chr \ - --phenoFile=/data/home/gcda_XXX/GCDA/2_GWAS/phenotype/pheno_example.txt \ +docker run -v /data/home/gcda_XXX/2_GWAS:/data/home/gcda_XXX/2_GWAS \ + wzhou88/saige:1.5.0.2 step1_fitNULLGLMM.R \ + --plinkFile=/data/home/gcda_XXX/2_GWAS/genotype/nfam_100_nindep_0_step1_includeMoreRareVariants_poly_22chr \ + --phenoFile=/data/home/gcda_XXX/2_GWAS/phenotype/pheno_example.txt \ --phenoCol=y_binary \ --covarColList=x1,x2 \ --sampleIDColinphenoFile=IID \ --traitType=binary \ - --outputPrefix=/data/home/gcda_XXX/GCDA/2_GWAS/example_binary \ + --outputPrefix=/data/home/gcda_XXX/2_GWAS/example_binary \ --nThreads=8 \ --IsOverwriteVarianceRatioFile=TRUE ``` -###### Quantitative trait example +##### Quantitative trait example ``` -docker run -v /data/home/gcda_XXX/GCDA/2_GWAS:/data/home/gcda_XXX/GCDA/2_GWAS \ - wzhou88/saige:1.4.4 step1_fitNULLGLMM.R \ - --plinkFile=/data/home/gcda_XXX/GCDA/2_GWAS/genotype/nfam_100_nindep_0_step1_includeMoreRareVariants_poly_22chr \ - --phenoFile=/data/home/gcda_XXX/GCDA/2_GWAS/phenotype/pheno_example.txt \ +docker run -v /data/home/gcda_XXX/2_GWAS:/data/home/gcda_XXX/2_GWAS \ + wzhou88/saige:1.5.0.2 step1_fitNULLGLMM.R \ + --plinkFile=/data/home/gcda_XXX/2_GWAS/genotype/nfam_100_nindep_0_step1_includeMoreRareVariants_poly_22chr \ + --phenoFile=/data/home/gcda_XXX/2_GWAS/phenotype/pheno_example.txt \ --phenoCol=y_quantitative \ --invNormalize=TRUE \ --covarColList=x1,x2 \ @@ -203,26 +214,60 @@ docker run -v /data/home/gcda_XXX/GCDA/2_GWAS:/data/home/gcda_XXX/GCDA/2_GWAS \ You can find more example usages in [SAIGE Documentation page](https://saigegit.github.io/SAIGE-doc/docs/single_example.html). -##### Step 2. Performing single-variant association tests +#### Step 2. Performing single-variant association tests (SAIGE) -###### Quantitative trait example +##### Quantitative trait example ``` -docker run -v /data/home/gcda_XXX/GCDA/2_GWAS:/data/home/gcda_XXX/GCDA/2_GWAS \ - wzhou88/saige:1.4.4 step2_SPAtests.R \ - --vcfFile=/data/home/gcda_XXX/GCDA/2_GWAS/genotype/genotype_100markers.vcf.gz \ - --vcfFileIndex=/data/home/gcda_XXX/GCDA/2_GWAS/genotype/genotype_100markers.vcf.gz.csi \ +docker run -v /data/home/gcda_XXX/2_GWAS:/data/home/gcda_XXX/2_GWAS \ + wzhou88/saige:1.5.0.2 step2_SPAtests.R \ + --vcfFile=/data/home/gcda_XXX/2_GWAS/genotype/genotype_100markers.vcf.gz \ + --vcfFileIndex=/data/home/gcda_XXX/2_GWAS/genotype/genotype_100markers.vcf.gz.csi \ --vcfField=GT \ --chrom=1 \ --minMAF=0 \ --minMAC=10 \ - --GMMATmodelFile=/data/home/gcda_XXX/GCDA/2_GWAS/example_quantitative.rda \ - --varianceRatioFile=/data/home/gcda_XXX/GCDA/2_GWAS/example_quantitative.varianceRatio.txt \ - --SAIGEOutputFile=/data/home/gcda_XXX/GCDA/2_GWAS/step2_quant.txt + --GMMATmodelFile=/data/home/gcda_XXX/2_GWAS/example_quantitative.rda \ + --varianceRatioFile=/data/home/gcda_XXX/2_GWAS/example_quantitative.varianceRatio.txt \ + --SAIGEOutputFile=/data/home/gcda_XXX/2_GWAS/step2_quant.txt +``` + +#### Step 2. Performing gene-level association tests (SAIGE-GENE+) + +Gene-based test requires a group file, which defines the annotations for variants within the region. + ``` +GENE1 var 1:1:A:C 1:2:A:C 1:3:A:C 1:4:A:C 1:5:A:C 1:6:A:C 1:7:A:C 1:8:A:C 1:9:A:C 1:10:A:C 1:11:A:C 1:12:A:C 1:13:A:C 1:14:A:C 1:15:A:C 1:16:A:C 1:17:A:C 1:18:A:C 1:19:A:C 1:20:A:C 1:21:A:C 1:22:A:C 1:23:A:C 1:24:A:C 1:25:A:C 1:26:A:C 1:27:A:C 1:28:A:C 1:29:A:C 1:30:A:C 1:31:A:C 1:32:A:C 1:33:A:C 1:34:A:C 1:35:A:C 1:36:A:C 1:37:A:C 1:38:A:C 1:39:A:C 1:40:A:C 1:41:A:C 1:42:A:C 1:43:A:C 1:44:A:C 1:45:A:C 1:46:A:C 1:47:A:C 1:48:A:C 1:49:A:C 1:50:A:C +GENE1 anno lof lof lof lof lof lof lof lof lof lof missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof +GENE3 var 1:51:A:C +GENE3 anno intergenic +GENE2 var 1:51:A:C 1:52:A:C 1:53:A:C 1:54:A:C 1:55:A:C 1:56:A:C 1:57:A:C 1:58:A:C 1:59:A:C 1:60:A:C 1:61:A:C 1:62:A:C 1:63:A:C 1:64:A:C 1:65:A:C 1:66:A:C 1:67:A:C 1:68:A:C 1:69:A:C 1:70:A:C 1:71:A:C 1:72:A:C 1:73:A:C 1:74:A:C 1:75:A:C 1:76:A:C 1:77:A:C 1:78:A:C 1:79:A:C 1:80:A:C 1:81:A:C 1:82:A:C 1:83:A:C 1:84:A:C 1:85:A:C 1:86:A:C 1:87:A:C 1:88:A:C 1:89:A:C 1:90:A:C 1:91:A:C 1:92:A:C 1:93:A:C 1:94:A:C 1:95:A:C 1:96:A:C 1:97:A:C 1:98:A:C 1:99:A:C 1:100:A:C +GENE2 anno missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense missense lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof lof +``` + +##### Quantitative trait example +``` +docker run -v /data/home/gcda_XXX/2_GWAS:/data/home/gcda_XXX/2_GWAS \ + wzhou88/saige:1.5.0.2 step2_SPAtests.R \ + --bgenFile=/data/home/gcda_XXX/2_GWAS/genotype/genotype_100markers.bgen \ + --bgenFileIndex=/data/home/gcda_XXX/2_GWAS/genotype/genotype_100markers.bgen.bgi \ + --SAIGEOutputFile=/data/home/gcda_XXX/2_GWAS/step2_gene_quant.txt \ + --chrom=1 \ + --AlleleOrder=ref-first \ + --minMAF=0 \ + --minMAC=0.5 \ + --LOCO=FALSE \ + --sampleFile=/data/home/gcda_XXX/2_GWAS/genotype/samplelist.txt \ + --GMMATmodelFile=/data/home/gcda_XXX/2_GWAS/example_quantitative.rda \ + --varianceRatioFile=/data/home/gcda_XXX/2_GWAS/example_quantitative.varianceRatio.txt \ + --groupFile=/data/home/gcda_XXX/2_GWAS/genotype/group_new_chrposa1a2.txt \ + --annotation_in_groupTest=lof,missense:lof,missense:lof:synonymous \ + --maxMAF_in_groupTest=0.0001,0.001,0.01 \ + --is_fastTest=TRUE +``` -### 4. Drawing plots +## 4. Drawing plots Using `qqman` package in R, we can draw manhattan plot and Q-Q plot with the GWAS result (summary statistics). ([Documentation](https://cran.r-project.org/web/packages/qqman/qqman.pdf)) From 43b8b67385b8a5ccd697782ba9222e0bcca6cdde Mon Sep 17 00:00:00 2001 From: exagorazo <68946473+exagorazo@users.noreply.github.com> Date: Thu, 23 Oct 2025 12:28:42 +0900 Subject: [PATCH 11/34] Update Session4_Mendelian_Randomization.Md --- Session4_Mendelian_Randomization.Md | 48 ++++++++++------------------- 1 file changed, 16 insertions(+), 32 deletions(-) diff --git a/Session4_Mendelian_Randomization.Md b/Session4_Mendelian_Randomization.Md index 08811eb..7f37c28 100644 --- a/Session4_Mendelian_Randomization.Md +++ b/Session4_Mendelian_Randomization.Md @@ -1,4 +1,4 @@ -# Practice Session #4: Two-sample Mandelian Randomization (May 8, 2025) +# Practice Session #4: Two-sample Mandelian Randomization (Oct 28, 2025) In this session, we will learn how to perform two Sample MR with publicly available GWAS datasets. \ The overall process in this session is mainly based on the [TwoSampleMR in R vignette](https://mrcieu.github.io/TwoSampleMR/). @@ -6,16 +6,16 @@ The overall process in this session is mainly based on the [TwoSampleMR in R vig ### 0. Installing twoSampleMR in R using Conda To avoid conflicts in dependecies, we will create new environment for two sample MR (twoMR) in this session. -First, lets install R and devtools in new conda environment (Already installed as twoMR under leelab server) +First, lets install R and devtools in new conda environment: ``` conda create -n twoMR r-base r-essentials r-devtools r-remotes r-gmp -c conda-forge -c R conda activate twoMR ; R --no-save ``` -TwoSampleMR pacakge is installed from github +Install TwoSampleMR pacakge from github: ``` remotes::install_github("MRCIEU/TwoSampleMR") ``` -Next, Load the necessary packages +Load the necessary packages: ``` library(TwoSampleMR) ``` @@ -36,8 +36,10 @@ The workflow for performing MR is as follows: ### 2. IEU GWAS database -The [IEU](https://gwas.mrcieu.ac.uk/) GWAS database (IGD) contains complete GWAS summary statistics from a large number of studies. You can browse them through the website. \ -image +The [IEU Open GWAS project](https://opengwas.io/datasets/) contains complete GWAS summary statistics from a large number of studies. You can browse them through the website. + +To use the API provided by IEU, you must log in with your school account, apply for a JSON Web Token (JWT), and then register the generated token. \ +All necessary steps for this process can be found in the [API Tutorial](https://api.opengwas.io/). From the package, available_outcomes() will list up outcomes obtainable from IEU. ``` @@ -58,28 +60,11 @@ bmi_exp_dat <- extract_instruments(outcomes = 'ieu-a-2') head(bmi_exp_dat) ``` -The output from this function is a new data frame with standardized column names: - -- SNP -- exposure -- beta.exposure -- se.exposure -- effect_allele.exposure -- other_allele.exposure -- eaf.exposure -- mr_keep.exposure -- pval.exposure -- pval_origin.exposure -- id.exposure -- data_source.exposure -- units.exposure -- gene.exposure -- samplesize.exposure (Optional) You can import your own GWAS summary for exposure data. \ Example: ``` -bmi_file <- system.file("extdata", "bmi_exp.txt", package = "TwoSampleMR") +bmi_file <- system.file("extdata/bmi.csv", package = "TwoSampleMR") bmi_exp_dat2 <- read_exposure_data( filename = bmi_file, @@ -95,10 +80,11 @@ bmi_exp_dat2 <- read_exposure_data( gene_col = "Gene", samplesize_col = "n" ) + +head(bmi_exp_dat2) ``` -For standard two sample MR, it is important to ensure that the **instruments for the exposure are independent**. If you are going to extract exposure variables from GWAS summary of your own or other studies, it is necessary to perform **clumping** to ensure independence between instrumental variables. \ -\ -*Additional note after 5/8 class* \ +For standard two sample MR, it is important to ensure that the **instruments for the exposure are independent**. If you are going to extract exposure variables from GWAS summary of your own or other studies, it is necessary to perform **clumping** to ensure independence between instrumental variables. + For LD clumpig, you can use [clump_data() function](https://mrcieu.github.io/TwoSampleMR/reference/clump_data.html) provided by the "TwoSampleMR" package. ### 4. Outcome Data Example @@ -114,7 +100,7 @@ head(chd_out_dat) ``` chd_out_dat2 <- read_outcome_data( snps = bmi_exp_dat$SNP, - filename = "/data/GCDA/4_MR/26343387-GCST003116-EFO_0000378.h.tsv", + filename = "/data/GCDA_2025_2/4_MR/26343387-GCST003116-EFO_0000378-build37.f.tsv", sep = "\t", snp_col = "variant_id", beta_col = "beta", @@ -131,7 +117,6 @@ head(chd_out_dat2) ### 5. Harmonizing Data Harmonizing data step is required because there are mismatches between alleles in exposure and outcome. Recent GWASs typically present the effects of a SNP in reference to the allele on the forward strand but not necessarily. -![image](https://user-images.githubusercontent.com/22064612/235645818-0c25fa91-7ba8-4dcf-9066-406e2db0eb9e.png) ``` dat <- harmonise_data( @@ -152,7 +137,7 @@ Before we perform MR, lets find out which method is available in the package ``` mr_method_list() ``` -Let's try MR with Egger, two sample maximum likelihood,simple median, and IVW. You can add list of methods or methods set by default. +Let's try MR with Egger, weighted median, and IVW. You can add list of methods or methods set by default. ``` res <- mr(dat, method_list = c("mr_egger_regression","mr_weighted_median","mr_ivw")) @@ -177,7 +162,7 @@ ggplot2::ggsave(p1[[1]], file = , width = 7, height = 7) ``` In case that you want to download the plot to local computer, you can use the script below on your local terminal. ``` -scp -P 22555 @147.47.200.131: +scp -P 22555 -J @147.47.200.131 @leelabsg11: ``` ![filename](https://user-images.githubusercontent.com/22064612/235652335-b57f0381-b820-47e0-a07f-da09564f9c0b.png) @@ -205,4 +190,3 @@ ggplot2::ggsave(p4[[1]], file = , width = 7, height = 7) - From f8c37602f0985f87fc6f6e06aaa243388231a36c Mon Sep 17 00:00:00 2001 From: exagorazo <68946473+exagorazo@users.noreply.github.com> Date: Thu, 23 Oct 2025 12:29:34 +0900 Subject: [PATCH 12/34] Update README.md --- README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/README.md b/README.md index b7aaa0a..6bc8646 100644 --- a/README.md +++ b/README.md @@ -22,7 +22,7 @@ Processes and codes for various practice sessions will be shared here. Please no **TA:** Bo-Eun Ahn ([email](mailto:ahnbo@snu.ac.kr)) ### Session 5 - EHR -**Date:** TBA +**Date:** October 28, 2005 **TA:** Junhyeong Lee ([email](mailto:lrainsoul@snu.ac.kr)) ### Session 6 - Medical Image Analysis (HW) From c0dcefadfc64ee837bd0265779e7b47434a6d42b Mon Sep 17 00:00:00 2001 From: exagorazo <68946473+exagorazo@users.noreply.github.com> Date: Thu, 23 Oct 2025 12:30:12 +0900 Subject: [PATCH 13/34] Update README.md --- README.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/README.md b/README.md index 6bc8646..6cd582a 100644 --- a/README.md +++ b/README.md @@ -18,11 +18,11 @@ Processes and codes for various practice sessions will be shared here. Please no **TA:** Na Yeon Kim ([email](mailto:nayeonkim1@snu.ac.kr)) ### [Session 4 - Mendelian Randomization](Session4_Mendelian_Randomization.Md) -**Date:** TBA +**Date:** October 28, 2025 **TA:** Bo-Eun Ahn ([email](mailto:ahnbo@snu.ac.kr)) ### Session 5 - EHR -**Date:** October 28, 2005 +**Date:** TBA **TA:** Junhyeong Lee ([email](mailto:lrainsoul@snu.ac.kr)) ### Session 6 - Medical Image Analysis (HW) From 3bc019997c4c7cc2707c3fd7fce4189e8035c7ca Mon Sep 17 00:00:00 2001 From: Peter Kang <71389955+chkang96@users.noreply.github.com> Date: Thu, 23 Oct 2025 12:35:10 +0900 Subject: [PATCH 14/34] Update session dates and titles in README.md --- README.md | 16 ++++++++++------ 1 file changed, 10 insertions(+), 6 deletions(-) diff --git a/README.md b/README.md index 6cd582a..58826c6 100644 --- a/README.md +++ b/README.md @@ -10,23 +10,27 @@ Processes and codes for various practice sessions will be shared here. Please no **TA:** Seokho Jeong ([email](mailto:seokho92@snu.ac.kr)) ### [Session 2 - GWAS](Session2_GWAS.md) (HW) -**Date:** TBA +**Date:** October 7, 2025 **TA:** Kisung Nam ([email](mailto:kisung.nam@snu.ac.kr)) ### [Session 3 - PRS](Session3_PRS.md) (HW) -**Date:** TBA +**Date:** October 17, 2025 **TA:** Na Yeon Kim ([email](mailto:nayeonkim1@snu.ac.kr)) ### [Session 4 - Mendelian Randomization](Session4_Mendelian_Randomization.Md) **Date:** October 28, 2025 **TA:** Bo-Eun Ahn ([email](mailto:ahnbo@snu.ac.kr)) -### Session 5 - EHR -**Date:** TBA +### [Session 5 - Prediction using EHR (RNN)] +**Date:** November 18, 2025 **TA:** Junhyeong Lee ([email](mailto:lrainsoul@snu.ac.kr)) -### Session 6 - Medical Image Analysis (HW) -**Date:** TBA +### [Session 6 - Medical Note and LLM] +**Date:** November 25, 2025 +**TA:** Wonyoung Jang ([email](mailto:jwy4888@snu.ac.kr)) + +### [Session 7 - Medical Image Data Analysis (CNN)] (HW) +**Date:** December 2, 2025 **TA:** Wonyoung Jang ([email](mailto:jwy4888@snu.ac.kr)) *For more details on each session, please refer to the specific folder within this repository.* From f4825c2056639fbc0df61cd7c8c93942fb9458c1 Mon Sep 17 00:00:00 2001 From: exagorazo <68946473+exagorazo@users.noreply.github.com> Date: Fri, 24 Oct 2025 10:10:16 +0900 Subject: [PATCH 15/34] Update Session4_Mendelian_Randomization.Md --- Session4_Mendelian_Randomization.Md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Session4_Mendelian_Randomization.Md b/Session4_Mendelian_Randomization.Md index 7f37c28..f56c50b 100644 --- a/Session4_Mendelian_Randomization.Md +++ b/Session4_Mendelian_Randomization.Md @@ -6,7 +6,7 @@ The overall process in this session is mainly based on the [TwoSampleMR in R vig ### 0. Installing twoSampleMR in R using Conda To avoid conflicts in dependecies, we will create new environment for two sample MR (twoMR) in this session. -First, lets install R and devtools in new conda environment: +First, let's install R and devtools in new conda environment: ``` conda create -n twoMR r-base r-essentials r-devtools r-remotes r-gmp -c conda-forge -c R conda activate twoMR ; R --no-save From b20dba1f75e5d4ea8a297d6dc2b3b4a561ed8350 Mon Sep 17 00:00:00 2001 From: exagorazo <68946473+exagorazo@users.noreply.github.com> Date: Mon, 27 Oct 2025 14:14:31 +0900 Subject: [PATCH 16/34] Update Session4_Mendelian_Randomization.Md --- Session4_Mendelian_Randomization.Md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Session4_Mendelian_Randomization.Md b/Session4_Mendelian_Randomization.Md index f56c50b..f101127 100644 --- a/Session4_Mendelian_Randomization.Md +++ b/Session4_Mendelian_Randomization.Md @@ -162,7 +162,7 @@ ggplot2::ggsave(p1[[1]], file = , width = 7, height = 7) ``` In case that you want to download the plot to local computer, you can use the script below on your local terminal. ``` -scp -P 22555 -J @147.47.200.131 @leelabsg11: +scp -P 22555 @147.47.200.131: ``` ![filename](https://user-images.githubusercontent.com/22064612/235652335-b57f0381-b820-47e0-a07f-da09564f9c0b.png) From 3cc4ecf690eb86f9a889af50a6a586f40f4e510c Mon Sep 17 00:00:00 2001 From: exagorazo <68946473+exagorazo@users.noreply.github.com> Date: Mon, 27 Oct 2025 18:49:18 +0900 Subject: [PATCH 17/34] Update Session4_Mendelian_Randomization.Md --- Session4_Mendelian_Randomization.Md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Session4_Mendelian_Randomization.Md b/Session4_Mendelian_Randomization.Md index f101127..d75dfc7 100644 --- a/Session4_Mendelian_Randomization.Md +++ b/Session4_Mendelian_Randomization.Md @@ -38,7 +38,7 @@ The workflow for performing MR is as follows: ### 2. IEU GWAS database The [IEU Open GWAS project](https://opengwas.io/datasets/) contains complete GWAS summary statistics from a large number of studies. You can browse them through the website. -To use the API provided by IEU, you must log in with your school account, apply for a JSON Web Token (JWT), and then register the generated token. \ +To use the API provided by IEU, you must log in with your school email, apply for a JSON Web Token (JWT), and then register the generated token. \ All necessary steps for this process can be found in the [API Tutorial](https://api.opengwas.io/). From the package, available_outcomes() will list up outcomes obtainable from IEU. From 77fc29e20d2d12178abef0215845e61e12ba60a5 Mon Sep 17 00:00:00 2001 From: exagorazo <68946473+exagorazo@users.noreply.github.com> Date: Tue, 28 Oct 2025 11:39:57 +0900 Subject: [PATCH 18/34] Update Session4_Mendelian_Randomization.Md --- Session4_Mendelian_Randomization.Md | 1 + 1 file changed, 1 insertion(+) diff --git a/Session4_Mendelian_Randomization.Md b/Session4_Mendelian_Randomization.Md index d75dfc7..0416a1c 100644 --- a/Session4_Mendelian_Randomization.Md +++ b/Session4_Mendelian_Randomization.Md @@ -40,6 +40,7 @@ The [IEU Open GWAS project](https://opengwas.io/datasets/) contains complete GWA To use the API provided by IEU, you must log in with your school email, apply for a JSON Web Token (JWT), and then register the generated token. \ All necessary steps for this process can be found in the [API Tutorial](https://api.opengwas.io/). +(also see [authentication](https://mrcieu.github.io/ieugwasr/articles/guide.html#authentication) how to register JWT in R) From the package, available_outcomes() will list up outcomes obtainable from IEU. ``` From a64d7d4c5168da988adca601e77faeefb9d5b50b Mon Sep 17 00:00:00 2001 From: exagorazo <68946473+exagorazo@users.noreply.github.com> Date: Tue, 28 Oct 2025 12:58:10 +0900 Subject: [PATCH 19/34] Update Session4_Mendelian_Randomization.Md --- Session4_Mendelian_Randomization.Md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Session4_Mendelian_Randomization.Md b/Session4_Mendelian_Randomization.Md index 0416a1c..f11fc8c 100644 --- a/Session4_Mendelian_Randomization.Md +++ b/Session4_Mendelian_Randomization.Md @@ -40,7 +40,7 @@ The [IEU Open GWAS project](https://opengwas.io/datasets/) contains complete GWA To use the API provided by IEU, you must log in with your school email, apply for a JSON Web Token (JWT), and then register the generated token. \ All necessary steps for this process can be found in the [API Tutorial](https://api.opengwas.io/). -(also see [authentication](https://mrcieu.github.io/ieugwasr/articles/guide.html#authentication) how to register JWT in R) +(also see [authentication](https://mrcieu.github.io/ieugwasr/articles/guide.html#authentication) for how to register JWT in R) From the package, available_outcomes() will list up outcomes obtainable from IEU. ``` From 84d32e0b2804bcca625e830f6de98845781cebab Mon Sep 17 00:00:00 2001 From: sungmoonie Date: Mon, 24 Nov 2025 12:21:35 +0900 Subject: [PATCH 20/34] Update Session6_Medical_Note_LLM.md --- Session6_Medical_Note_LLM.md | 63 ++++++++++++++++++++++++++++++++++++ 1 file changed, 63 insertions(+) create mode 100644 Session6_Medical_Note_LLM.md diff --git a/Session6_Medical_Note_LLM.md b/Session6_Medical_Note_LLM.md new file mode 100644 index 0000000..a56add9 --- /dev/null +++ b/Session6_Medical_Note_LLM.md @@ -0,0 +1,63 @@ +# Practice Session #6: Clinical Data Analysis Using the OpenAI API (Nov 25, 2025) + +In this session, we will learn how to perform **clinical data analysis using the OpenAI API**. + +## Dataset Description + +This tutorial uses **three types of data**: + +- **Shorthand Clinical Notes** + Compact notes containing abbreviations and short phrases commonly used in real-world clinical settings. + +- **Narrative (MIMIC-style) Clinical Notes** + Long-form descriptive notes similar to those from the MIMIC-III/IV dataset (e.g., discharge summaries, progress notes). + +- **InBody Scan Images** + Body composition analysis images (e.g., weight, skeletal muscle mass, body fat). + These are used for multimodal imageโ€“text analysis examples. + +> **๐Ÿ“Œ Note** +> This hands-on session uses: +> - **Shorthand clinical notes** +> - **InBody images** +> +> The **narrative-style clinical notes are not used** in this session. + +## Environment Setup + +This tutorial assumes: + +- You are running the notebook **locally**. +- **Python is already installed** (Python 3.9+ recommended). +- A virtual environment is recommended but optional. +- You already have a **personal OpenAI API key** available for use. + +## Required Python Packages + +The tutorial uses the following imports: + +```python +import pandas as pd +from openai import OpenAI +import requests +import os +import base64 +import re +from dotenv import load_dotenv +``` + +#### Install Required Packages +``` +pip install pandas openai python-dotenv +``` + +## Environment Variables +create a **.env** file in the project directory: +``` +API_KEY=your_api_key_here +``` +Load it in your notebook or script: +``` +load_dotenv() +api_key = os.getenv("API_KEY") +``` \ No newline at end of file From aa1e164b3ee773e21f7269d67efaa3685cf59536 Mon Sep 17 00:00:00 2001 From: sungmoonie Date: Mon, 24 Nov 2025 12:22:55 +0900 Subject: [PATCH 21/34] Update session in README.md --- README.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/README.md b/README.md index 58826c6..2ace7fa 100644 --- a/README.md +++ b/README.md @@ -25,9 +25,9 @@ Processes and codes for various practice sessions will be shared here. Please no **Date:** November 18, 2025 **TA:** Junhyeong Lee ([email](mailto:lrainsoul@snu.ac.kr)) -### [Session 6 - Medical Note and LLM] +### [Session 6 - Medical Note and LLM](Session6_Medical_Note_LLM.Md) **Date:** November 25, 2025 -**TA:** Wonyoung Jang ([email](mailto:jwy4888@snu.ac.kr)) +**TA:** Soungmun Kim ([email](mailto:soungmun@snu.ac.kr)) ### [Session 7 - Medical Image Data Analysis (CNN)] (HW) **Date:** December 2, 2025 From aa8c6f50ab1b576520cb3f66728edf7e6e9f7e8f Mon Sep 17 00:00:00 2001 From: sungmoonie Date: Mon, 24 Nov 2025 12:23:48 +0900 Subject: [PATCH 22/34] Update session in README.md --- README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/README.md b/README.md index 2ace7fa..f377089 100644 --- a/README.md +++ b/README.md @@ -25,7 +25,7 @@ Processes and codes for various practice sessions will be shared here. Please no **Date:** November 18, 2025 **TA:** Junhyeong Lee ([email](mailto:lrainsoul@snu.ac.kr)) -### [Session 6 - Medical Note and LLM](Session6_Medical_Note_LLM.Md) +### [Session 6 - Medical Note and LLM](Session6_Medical_Note_LLM.md) **Date:** November 25, 2025 **TA:** Soungmun Kim ([email](mailto:soungmun@snu.ac.kr)) From 0008440249c9de7fc1565ef12baa10282fa6763a Mon Sep 17 00:00:00 2001 From: sungmoonie Date: Mon, 24 Nov 2025 12:33:26 +0900 Subject: [PATCH 23/34] Add Session6 Folder --- Session6/Tutorial.ipynb | 1195 +++++++++++++++++++++++++++++ Session6/inbody_sample.jpg | Bin 0 -> 363251 bytes Session6/note1_ShorthandStyle.txt | 19 + Session6/note2_MIMICstyle.txt | 93 +++ 4 files changed, 1307 insertions(+) create mode 100644 Session6/Tutorial.ipynb create mode 100644 Session6/inbody_sample.jpg create mode 100644 Session6/note1_ShorthandStyle.txt create mode 100644 Session6/note2_MIMICstyle.txt diff --git a/Session6/Tutorial.ipynb b/Session6/Tutorial.ipynb new file mode 100644 index 0000000..ce83add --- /dev/null +++ b/Session6/Tutorial.ipynb @@ -0,0 +1,1195 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 42, + "id": "a2d9de7a-1c7e-4c97-b629-a24adceb6985", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "a2d9de7a-1c7e-4c97-b629-a24adceb6985", + "outputId": "411add88-26a6-476d-d756-cdba637947f6" + }, + "outputs": [], + "source": [ + "import pandas as pd\n", + "from openai import OpenAI\n", + "import requests\n", + "import os\n", + "import base64\n", + "import re\n", + "from dotenv import load_dotenv # env ๊ฐ€์ ธ์˜ค๊ธฐ\n", + "\n", + "#######################################\n", + "## Loaded env (for API_Key)\n", + "load_dotenv() \n", + "## Loaded API KEY\n", + "api_key = os.getenv(\"API_KEY\")\n", + "\n", + "## Data download from github and save to PATH\n", + "# Path ์ง€์ •\n", + "PATH = \"[FILE_PATH]\"\n", + "os.makedirs(PATH, exist_ok=True)\n", + "\n", + "## Setting OpenAI API\n", + "# pip install \"openai==1.66.0\"\n", + "client = OpenAI(api_key=api_key)" + ] + }, + { + "cell_type": "markdown", + "id": "9ed03d64-963e-45e8-844e-43825ca93fb3", + "metadata": { + "id": "9ed03d64-963e-45e8-844e-43825ca93fb3" + }, + "source": [ + "## Check Clinical Note Examples" + ] + }, + { + "cell_type": "markdown", + "id": "e1a538d9-96e3-48a4-bac3-b99d63c33275", + "metadata": { + "id": "e1a538d9-96e3-48a4-bac3-b99d63c33275" + }, + "source": [ + "**1) Clinical Note ๋ถˆ๋Ÿฌ ์˜ค๋Š” ๋ฐฉ๋ฒ• ์•ˆ๋‚ด**\n", + "\n", + "ํŒŒ์ผ์—์„œ Clinical Note ๋ถˆ๋Ÿฌ์˜ค๊ธฐ\n", + "\n", + "- ํ…์ŠคํŠธ(.txt) ํŒŒ์ผ์— ์ž‘์„ฑ๋œ ๋…ธํŠธ๋ฅผ ๋ถˆ๋Ÿฌ์˜ค๋Š” ๋ฐฉ์‹์ž…๋‹ˆ๋‹ค.\n", + "- ๋ถˆ๋Ÿฌ์˜ฌ ํŒŒ์ผ ๊ฒฝ๋กœ๋ฅผ ์ •ํ™•ํžˆ ์ง€์ •ํ•ด์•ผ ํ•ฉ๋‹ˆ๋‹ค.\n", + "\n", + "\n", + "**2) ์˜ˆ์‹œ๋กœ ์‚ฌ์šฉ๋˜๋Š” note1๊ณผ note2๋Š” ์„œ๋กœ ๋‹ค๋ฅธ ๋‚ด์šฉ์ž…๋‹ˆ๋‹ค:**\n", + "- note1: shorthand ์Šคํƒ€์ผ์˜ ๊ฐ„๋‹จํ•œ ์š”์•ฝํ˜• ๋…ธํŠธ\n", + "- note2: narrative ์Šคํƒ€์ผ์˜ ์„œ์ˆ ํ˜• ๋…ธํŠธ๋กœ, ๋ณด๋‹ค ์ƒ์„ธํ•œ ๋ฌธ๋งฅ๊ณผ ์ง„๋‹จ ๊ฒฝ๊ณผ๊ฐ€ ํฌํ•จ๋˜์–ด ์žˆ์Šต๋‹ˆ๋‹ค\n", + "\n", + "์ด ๋‘ ๋…ธํŠธ๋ฅผ ๊ฐ๊ฐ ์‚ฌ์šฉํ•˜์—ฌ prompt ์ฐจ์ด, ์–ธ์–ด ์ฐจ์ด, ๋…ธํŠธ ํ˜•์‹ ์ฐจ์ด์— ๋”ฐ๋ฅธ ๋ถ„์„ ๊ฒฐ๊ณผ ์ฐจ์ด๋ฅผ ์‹คํ—˜ํ•ด๋ณผ ์ˆ˜ ์žˆ์Šต๋‹ˆ๋‹ค." + ] + }, + { + "cell_type": "markdown", + "id": "d494203d-f4e9-40c3-942f-0d147fedae7c", + "metadata": { + "id": "d494203d-f4e9-40c3-942f-0d147fedae7c" + }, + "source": [ + "### 1) Shorthand version" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "c73ab559-3f44-4124-9b92-759bcff0a241", + "metadata": { + "id": "c73ab559-3f44-4124-9b92-759bcff0a241" + }, + "outputs": [], + "source": [ + "## (1) Load note from .txt file\n", + "note1_path = os.path.join(PATH, \"note1_ShorthandStyle.txt\")\n", + "with open(note1_path, \"r\", encoding=\"utf-8\") as f:\n", + " note1 = f.read()" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "73c7480b-58e5-44b8-84e2-0489f8b628fe", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "73c7480b-58e5-44b8-84e2-0489f8b628fe", + "outputId": "3b577675-5474-4863-c423-8b8f63598e4c" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "#. T2DM \n", + " Dx since 2010, recent HbA1c 9.1 \n", + " MTF โ†’ ์„ค์‚ฌ, ๋ณต๋ถ€ํŒฝ๋งŒ, ์‹์š•์ €ํ•˜, ๋ฌด๊ธฐ๋ ฅ๊ฐ \n", + " Lactic acidosis (Lac 3.9) ์˜์‹ฌ โ†’ ์•ฝ ์ค‘๋‹จ, ์ˆ˜์•ก ์น˜๋ฃŒ \n", + " MTF-induced lactic acidosis ์˜์‹ฌ โ†’ ์•ฝ ์ค‘๋‹จ ํ›„ ํšŒ๋ณต, basal insulin ์˜ˆ์ •\n", + "\n", + " Levemir 22 --- 10 units, ์ €๋… ์ธ์А๋ฆฐ ์ž˜ ์•ˆ ๋งž์Œ\n", + "\n", + "\n", + "#. HTN \n", + " BP on admission 92/58\n", + " Losartan ์œ ์ง€ \n", + "\n", + "#. CKD stage 3 \n", + " Baseline Cr 1.6 โ†’ ์ž…์› ์‹œ Cr 2.1 \n", + " ์ˆ˜์•ก ์ดํ›„ ์‹ ๊ธฐ๋Šฅ ํ˜ธ์ „, ํˆฌ์„ ํ•„์š” ์—†์Œ \n", + "\n", + "#. Dyslipidemia \n", + " Atorvastatin \n" + ] + } + ], + "source": [ + "## check loaded note\n", + "print(note1)" + ] + }, + { + "cell_type": "markdown", + "id": "1d16770e-8775-4b11-bd95-b377c87be693", + "metadata": { + "id": "1d16770e-8775-4b11-bd95-b377c87be693" + }, + "source": [ + "### 2) Narrative version (MIMIC-style)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "bd6bd01a-048a-4d9e-8a37-941a678eade7", + "metadata": { + "id": "bd6bd01a-048a-4d9e-8a37-941a678eade7" + }, + "outputs": [], + "source": [ + "## (1) Load note from .txt file\n", + "with open(f\"{PATH}note2_MIMICstyle.txt\", \"r\", encoding=\"utf-8\") as f:\n", + " note2 = f.read()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "85c38baa-30e5-4f54-8f55-fe4d57852156", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "85c38baa-30e5-4f54-8f55-fe4d57852156", + "outputId": "b5003f68-af23-40f5-a63b-c04ed2214070" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "History of Present Illness: \n", + "78-year-old female with a history of type 2 diabetes, hypertension, and CKD stage 3 who presented with generalized weakness, poor oral intake, and nausea.\n", + "\n", + "Two weeks prior to admission, she was started on metformin after a primary care visit revealed HbA1c of 9.1. Since initiation, the patient has developed persistent loose stools and intermittent abdominal cramping. No reported fever or vomiting. Her family noted a gradual decline in appetite and energy over the pa\n" + ] + } + ], + "source": [ + "## check loaded note\n", + "print(note2[:500]) # ์•ž 500์ž๋งŒ ์ถœ๋ ฅ" + ] + }, + { + "cell_type": "markdown", + "id": "96b0be7a", + "metadata": { + "id": "96b0be7a" + }, + "source": [ + "**[Important]**\n", + "\n", + "๋ณธ ์‹ค์Šต์—์„œ๋Š” **note1 (shorthand version)** ์„ ์‚ฌ์šฉํ•ฉ๋‹ˆ๋‹ค. \n", + "Narrative version์„ ์‚ฌ์šฉํ•˜๋ ค๋ฉด ์•„๋ž˜ ์ฝ”๋“œ๋ฅผ ์ˆ˜์ •ํ•˜์„ธ์š”." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "2c3d0868", + "metadata": { + "id": "2c3d0868" + }, + "outputs": [], + "source": [ + "# mimic version์ธ note2 ์‚ฌ์šฉ\n", + "# note = note2\n", + "\n", + "# shorthand version์ธ note1 ์‚ฌ์šฉ\n", + "note = note1" + ] + }, + { + "cell_type": "markdown", + "id": "a57d06f8", + "metadata": {}, + "source": [ + "# 1. Clinical Note Analysis" + ] + }, + { + "cell_type": "markdown", + "id": "7cb52fc8-ebdd-47b4-b98f-4a25a46c2ac6", + "metadata": { + "id": "7cb52fc8-ebdd-47b4-b98f-4a25a46c2ac6" + }, + "source": [ + "## [Task 1] Drug Name Extraction and drug code identification" + ] + }, + { + "cell_type": "markdown", + "id": "bc67584c-7864-4428-a9d3-8908a7bf8d96", + "metadata": { + "id": "bc67584c-7864-4428-a9d3-8908a7bf8d96" + }, + "source": [ + "์ด Task์—์„œ๋Š” ์ž„์ƒ๋…ธํŠธ๋กœ๋ถ€ํ„ฐ ์–ธ๊ธ‰๋œ ์•ฝ๋ฌผ๋ช…์„ ์ถ”์ถœํ•˜๋Š” ์ž‘์—…์„ ์ˆ˜ํ–‰ํ•ฉ๋‹ˆ๋‹ค.\n", + "\n", + "- GPT์—๊ฒŒ ์ž„์ƒ๋…ธํŠธ๋ฅผ ์ž…๋ ฅํ•˜๊ณ , ํ…์ŠคํŠธ์—์„œ **์•ฝ๋ฌผ๋ช…** ์ถ”์ถœ ๋ฐ ์•ฝ๋ฌผ์— ์ƒ์‘ํ•˜๋Š” **ATC CODE**๋ฅผ ์ถ”์ถœํ•˜๊ฒŒ ํ•ฉ๋‹ˆ๋‹ค.\n", + "- ์•ฝ๋ฌผ์€ **์ผ๋ฐ˜๋ช…** ๋˜๋Š” **์•ฝ์–ด**(์˜ˆ: MFM = metformin)๋กœ ํ‘œํ˜„๋  ์ˆ˜ ์žˆ์Šต๋‹ˆ๋‹ค.\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "25159641-9085-4f58-9012-7a375f93c037", + "metadata": { + "id": "25159641-9085-4f58-9012-7a375f93c037" + }, + "source": [ + "### (1) Drug Entity Recognition" + ] + }, + { + "cell_type": "markdown", + "id": "0bc99df3", + "metadata": {}, + "source": [ + " Zero-shot prompting ์˜ˆ์‹œ" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "6eeea664", + "metadata": {}, + "outputs": [], + "source": [ + "prompt_drug_name = f\"\"\"\n", + "\n", + "Task: Extract all drug names mentioned in the following clinical note.\n", + "- Drug names may be written as abbreviations.\n", + "- Return the list of drug names only, without any additional explanation.\n", + "\n", + "Clinical Note:\n", + "{note}\n", + "\"\"\"" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "5321c3c2-d636-452e-a8ea-1937970c6ae1", + "metadata": { + "id": "5321c3c2-d636-452e-a8ea-1937970c6ae1" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "MTF\n", + "insulin\n", + "Levemir\n", + "Losartan\n", + "Atorvastatin\n" + ] + } + ], + "source": [ + "model=\"gpt-5\" # select model\n", + "\n", + "response = client.responses.create(\n", + " model=model,\n", + " instructions=\"You are a clinical text extraction assistant.\", # system role\n", + " input=prompt_drug_name\n", + ")\n", + "\n", + "print(response.output_text)" + ] + }, + { + "cell_type": "markdown", + "id": "0d5c50fb", + "metadata": { + "id": "0d5c50fb" + }, + "source": [ + "### (2) Drug Entity + Description + ATC Code" + ] + }, + { + "cell_type": "markdown", + "id": "48dc88af", + "metadata": {}, + "source": [ + "few-shots prompting ์˜ˆ์‹œ" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "e8340062", + "metadata": {}, + "outputs": [], + "source": [ + "prompt_wATC = f\"\"\"\n", + "\n", + "## Task\n", + "Given a clinical note, extract:\n", + "1. Drug names clearly or implicitly mentioned (including abbreviations).\n", + "2. A short description of each drug (1 line).\n", + "3. The ATC code corresponding to the drug (ATC Level 5).\n", + "\n", + "Output must be in CSV format with the columns:\n", + "Drug, Description, ATC_Code\n", + "\n", + "## Examples:\n", + "Clinical Note 1:\n", + "\"ASA ํˆฌ์—ฌ ํ›„ ํ™˜์ž ๋‘๋“œ๋Ÿฌ๊ธฐ ํ˜ธ์†Œ. PRN์œผ๋กœ ํ•ญํžˆ์Šคํƒ€๋ฏผ์ œ ์ฒ˜๋ฐฉ.\"\n", + "\n", + "Output (CSV):\n", + "Drug,Description,ATC_Code\n", + "ASA,Aspirin (NSAID used for pain/fever, antiplatelet),B01AC06\n", + "ํ•ญํžˆ์Šคํƒ€๋ฏผ์ œ,Antihistamine for allergic symptoms,R06AE07\n", + "\n", + "Clinical Note 2:\n", + "\"ASA ํˆฌ์—ฌ ํ›„ ํ™˜์ž ๋‘๋“œ๋Ÿฌ๊ธฐ ํ˜ธ์†Œ. PRN์œผ๋กœ ํ•ญํžˆ์Šคํƒ€๋ฏผ์ œ ์ฒ˜๋ฐฉ.\"\n", + "\n", + "Output (CSV):\n", + "Drug,Description,ATC_Code\n", + "ASA,Aspirin (NSAID used for pain/fever, antiplatelet),B01AC06\n", + "ํ•ญํžˆ์Šคํƒ€๋ฏผ์ œ,Antihistamine for allergic symptoms,R06AE07\n", + "\n", + "Now process the user input below.\n", + "Clinical Note:\n", + "{note}\n", + "\"\"\"" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "62baac55", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "62baac55", + "outputId": "53d8c363-e3df-4a6f-eeee-78448613c051" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Drug,Description,ATC_Code\n", + "MTF,Metformin (biguanide for T2DM; GI upset; lactic acidosis risk),A10BA02\n", + "Levemir,Insulin detemir (long-acting basal insulin for diabetes),A10AE05\n", + "Losartan,ARB antihypertensive (HTN; renal protection in CKD),C09CA01\n", + "Atorvastatin,Statin (HMG-CoA reductase inhibitor) for dyslipidemia; lowers LDL,C10AA05\n" + ] + } + ], + "source": [ + "response = client.responses.create(\n", + " model=model,\n", + " instructions=\"You are a clinical text extraction assistant specializing in drug detection from clinical notes.\", # system role\n", + " input=prompt_wATC\n", + ")\n", + "\n", + "print(response.output_text)" + ] + }, + { + "cell_type": "markdown", + "id": "95c38cfc", + "metadata": { + "id": "95c38cfc" + }, + "source": [ + "### (3) Usage check\n", + "์‚ฌ์šฉํ•œ ํ† ํฐ์„ ์•„๋ž˜์˜ ์ฝ”๋“œ๋ฅผ ์ด์šฉํ•ด์„œ ์ฒดํฌํ•  ์ˆ˜ ์žˆ์Šต๋‹ˆ๋‹ค." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "41539529", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "41539529", + "outputId": "044ece10-fa2e-484a-bde0-233f8e532f5d" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ResponseUsage(input_tokens=460, input_tokens_details=InputTokensDetails(cached_tokens=0), output_tokens=1972, output_tokens_details=OutputTokensDetails(reasoning_tokens=1856), total_tokens=2432)\n" + ] + } + ], + "source": [ + "print(response.usage)" + ] + }, + { + "cell_type": "markdown", + "id": "8624cc74-ab5b-4e05-a54b-54d2816548ff", + "metadata": { + "id": "8624cc74-ab5b-4e05-a54b-54d2816548ff" + }, + "source": [ + "## [Task 2] Adverse Drug Reaction Detection" + ] + }, + { + "cell_type": "markdown", + "id": "8ba6e0b2-0ef9-4f9a-a951-b9069a9d73d2", + "metadata": { + "id": "8ba6e0b2-0ef9-4f9a-a951-b9069a9d73d2" + }, + "source": [ + "์ด Task์—์„œ๋Š” ์ž„์ƒ๋…ธํŠธ์— ์–ธ๊ธ‰๋œ **์•ฝ๋ฌผ ๋ถ€์ž‘์šฉ(Adverse Drug Reactions, ADR)** ์„ ํƒ์ง€ํ•˜๋Š” ์ž‘์—…์„ ์ˆ˜ํ–‰ํ•ฉ๋‹ˆ๋‹ค.\n", + "\n", + "- GPT์—๊ฒŒ ์ž„์ƒ๋…ธํŠธ๋ฅผ ์ž…๋ ฅํ•˜๊ณ , ํŠน์ • ์•ฝ๋ฌผ ํˆฌ์—ฌ ์ดํ›„ ๋ฐœ์ƒํ•œ ๋ถ€์ž‘์šฉ์„ **์•ฝ๋ฌผ-์ฆ์ƒ ์Œ(drug โ†’ symptom)** ํ˜•ํƒœ๋กœ ์ถ”์ถœํ•˜๊ฒŒ ํ•ฉ๋‹ˆ๋‹ค.\n", + "- ์•ฝ๋ฌผ๋ช…์€ ์•ฝ์–ด๋กœ ํ‘œํ˜„๋  ์ˆ˜ ์žˆ์œผ๋ฉฐ, ๋ถ€์ž‘์šฉ์€ ๋ช…์‹œ์  ๋˜๋Š” ์•”์‹œ์ ์œผ๋กœ ํ‘œํ˜„๋˜์–ด ์žˆ์„ ์ˆ˜ ์žˆ์Šต๋‹ˆ๋‹ค.\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "lDJjZ2LvnIXy", + "metadata": { + "id": "lDJjZ2LvnIXy" + }, + "source": [ + "### (1) ADR Agent" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "a93ce4c1-cc14-4ba5-9db1-bc79904ebc8c", + "metadata": { + "id": "a93ce4c1-cc14-4ba5-9db1-bc79904ebc8c" + }, + "outputs": [], + "source": [ + "## Prompt\n", + "prompt_adr = f\"\"\"\n", + "\n", + "Task: Extract all possible adverse drug reactions (ADRs) mentioned in the clinical note.\n", + "- Return results in JSON format, with each item containing:\n", + " - \"drug\": drug name\n", + " - \"symptom\": symptom or adverse effect\n", + " - \"evidence\": supporting sentence or phrase from the note\n", + "- No extra explanation.\n", + "\n", + "Clinical Note:\n", + "{note}\n", + "\"\"\"" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "2837aace-ac7a-4040-bb1d-5125ef34d440", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "2837aace-ac7a-4040-bb1d-5125ef34d440", + "outputId": "176d2606-0f05-4598-b80f-abfbff7bcfee" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[\n", + " {\n", + " \"drug\": \"Metformin (MTF)\",\n", + " \"symptom\": \"diarrhea\",\n", + " \"evidence\": \"MTF โ†’ ์„ค์‚ฌ, ๋ณต๋ถ€ํŒฝ๋งŒ, ์‹์š•์ €ํ•˜, ๋ฌด๊ธฐ๋ ฅ๊ฐ\"\n", + " },\n", + " {\n", + " \"drug\": \"Metformin (MTF)\",\n", + " \"symptom\": \"abdominal bloating\",\n", + " \"evidence\": \"MTF โ†’ ์„ค์‚ฌ, ๋ณต๋ถ€ํŒฝ๋งŒ, ์‹์š•์ €ํ•˜, ๋ฌด๊ธฐ๋ ฅ๊ฐ\"\n", + " },\n", + " {\n", + " \"drug\": \"Metformin (MTF)\",\n", + " \"symptom\": \"decreased appetite\",\n", + " \"evidence\": \"MTF โ†’ ์„ค์‚ฌ, ๋ณต๋ถ€ํŒฝ๋งŒ, ์‹์š•์ €ํ•˜, ๋ฌด๊ธฐ๋ ฅ๊ฐ\"\n", + " },\n", + " {\n", + " \"drug\": \"Metformin (MTF)\",\n", + " \"symptom\": \"lethargy\",\n", + " \"evidence\": \"MTF โ†’ ์„ค์‚ฌ, ๋ณต๋ถ€ํŒฝ๋งŒ, ์‹์š•์ €ํ•˜, ๋ฌด๊ธฐ๋ ฅ๊ฐ\"\n", + " },\n", + " {\n", + " \"drug\": \"Metformin (MTF)\",\n", + " \"symptom\": \"lactic acidosis\",\n", + " \"evidence\": \"MTF-induced lactic acidosis ์˜์‹ฌ โ†’ ์•ฝ ์ค‘๋‹จ ํ›„ ํšŒ๋ณต, basal insulin ์˜ˆ์ •\"\n", + " }\n", + "]\n" + ] + } + ], + "source": [ + "\n", + "response = client.responses.create(\n", + " model=model,\n", + " instructions=\"You are a clinical text extraction assistant specializing in identifying adverse drug reactions (ADRs).\",\n", + " input=prompt_adr\n", + ")\n", + "\n", + "print(response.output_text)" + ] + }, + { + "cell_type": "markdown", + "id": "FaUFHivt_0Aq", + "metadata": { + "id": "FaUFHivt_0Aq" + }, + "source": [ + "### (2) Verification Agent\n", + "\n", + "์œ„์˜ LLM์ด ์ƒ์„ฑํ•œ ๋‹ต๋ณ€์ด ๋งž๋Š”์ง€ ๊ฒ€์ฆํ•˜๊ธฐ ์œ„ํ•œ Agent๋ฅผ ์ƒ์„ฑํ•ด์„œ ๋‹ต๋ณ€์„ ๊ฒ€์ฆํ•ฉ๋‹ˆ๋‹ค." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "937bd8e9", + "metadata": {}, + "outputs": [], + "source": [ + "verifier_prompt = \"\"\"\n", + "If you disagree, provide counterarguments.\n", + "Provide agree and comment for each drug and side effect pairs.\n", + "Respond in JSON:\n", + "{\"agree\": true/false, \"comments\": \"...\"}.\n", + "\n", + "\"\"\"\n", + "\n", + "extractor_output = response.output_text\n", + "verifier_input=f\"{verifier_prompt}\\n\\nExtractorAgent output:\\n{extractor_output}\\n\\nMedical note:\\n{note}\"\n" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "aYimxtMa3fhf", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "aYimxtMa3fhf", + "outputId": "780e21e7-afcd-4c35-9113-84a81c297718" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[\n", + " {\n", + " \"drug\": \"Metformin (MTF)\",\n", + " \"symptom\": \"diarrhea\",\n", + " \"agree\": true,\n", + " \"comments\": \"Agree. The clinical note explicitly lists '์„ค์‚ฌ' and diarrhea is a wellโ€‘known, common gastrointestinal adverse effect of metformin.\"\n", + " },\n", + " {\n", + " \"drug\": \"Metformin (MTF)\",\n", + " \"symptom\": \"abdominal bloating\",\n", + " \"agree\": true,\n", + " \"comments\": \"Agree. The note documents '๋ณต๋ถ€ํŒฝ๋งŒ'. Bloating and other GI complaints are commonly reported with metformin.\"\n", + " },\n", + " {\n", + " \"drug\": \"Metformin (MTF)\",\n", + " \"symptom\": \"decreased appetite\",\n", + " \"agree\": true,\n", + " \"comments\": \"Agree. The note includes '์‹์š•์ €ํ•˜'. Metformin can cause anorexia/reduced appetite as part of its GI sideโ€‘effect profile.\"\n", + " },\n", + " {\n", + " \"drug\": \"Metformin (MTF)\",\n", + " \"symptom\": \"lethargy\",\n", + " \"agree\": true,\n", + " \"comments\": \"Agree, with caveat. The note lists '๋ฌด๊ธฐ๋ ฅ๊ฐ'. Lethargy can be reported with metformin but is nonspecific and may reflect underlying illness or metabolic disturbance (e.g., evolving lactic acidosis, volume depletion, uremia) rather than a direct isolated drug effect.\"\n", + " },\n", + " {\n", + " \"drug\": \"Metformin (MTF)\",\n", + " \"symptom\": \"lactic acidosis\",\n", + " \"agree\": true,\n", + " \"comments\": \"Agree, with nuance. The record documents suspicion of metforminโ€‘associated lactic acidosis (lactate 3.9 mmol/L) and metformin was stopped with clinical improvement, supporting a causal link. However, lactate 3.9 mmol/L is modest and formal diagnosis of MALA usually includes higher lactate and acidemia; concomitant CKD and rising creatinine (baseline 1.6 โ†’ 2.1) increase the plausibility of metformin accumulation precipitating lactic acidosis.\"\n", + " }\n", + "]\n" + ] + } + ], + "source": [ + "model=\"gpt-5-mini\" # change model\n", + "\n", + "verifier_response = client.responses.create(\n", + " model=model,\n", + " instructions=\"You are VerifierAgent. Your job is to check ExtractorAgent's identified side effects.\",\n", + " input=verifier_input\n", + ")\n", + "\n", + "print(verifier_response.output_text)\n" + ] + }, + { + "cell_type": "markdown", + "id": "83b0cbea-fd9b-456b-90d5-fafeb7e0c557", + "metadata": { + "id": "83b0cbea-fd9b-456b-90d5-fafeb7e0c557" + }, + "source": [ + "## [Task 3] Clinical Note Summarization" + ] + }, + { + "cell_type": "markdown", + "id": "9db9cd76-8c2e-401a-a235-0b00299294ba", + "metadata": { + "id": "9db9cd76-8c2e-401a-a235-0b00299294ba" + }, + "source": [ + "์ด Task์—์„œ๋Š” ์ž„์ƒ๋…ธํŠธ์— ํฌํ•จ๋œ ํ•ต์‹ฌ ์ •๋ณด๋ฅผ GPT๋ฅผ ํ†ตํ•ด ํ•œ๊ธ€๋กœ **์š”์•ฝ(summarization)** ํ•˜๋Š” ์ž‘์—…์„ ์ˆ˜ํ–‰ํ•ฉ๋‹ˆ๋‹ค.\n", + "- ์ž„์ƒ๋…ธํŠธ์—๋Š” ํ™˜์ž์˜ ๋ณ‘๋ ฅ, ์ง„๋‹จ, ํˆฌ์•ฝ, ๊ฒ€์‚ฌ ๊ฒฐ๊ณผ, ์น˜๋ฃŒ ๊ณ„ํš ๋“ฑ์˜ ์ •๋ณด๊ฐ€ ํฌํ•จ๋˜์–ด ์žˆ์œผ๋ฉฐ, ์ข…์ข… ๋งค์šฐ ๊ธธ๊ณ  ๋ณต์žกํ•ฉ๋‹ˆ๋‹ค.\n", + "- ๋ณธ Task์˜ ๋ชฉ์ ์€ ๋‹ค์Œ ๋‘ ๊ฐ€์ง€ ์œ ํ˜•์˜ ์š”์•ฝ์„ ์ƒ์„ฑํ•˜๋Š” ๊ฒƒ์ž…๋‹ˆ๋‹ค:\n", + " - ํ™˜์ž/๋ณดํ˜ธ์ž์šฉ ์š”์•ฝ\n", + " - ์˜๋ฃŒ์ง„์šฉ ์š”์•ฝ\n", + "- ์ถœ๋ ฅ์€ ํ•œ๊ตญ์–ด ์š”์•ฝ๋ฌธ์œผ๋กœ ์ƒ์„ฑ๋ฉ๋‹ˆ๋‹ค.\n", + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "ab920d78-61e5-4882-94df-7e0a6cd0c4d2", + "metadata": { + "id": "ab920d78-61e5-4882-94df-7e0a6cd0c4d2" + }, + "outputs": [], + "source": [ + "prompt_family = f\"\"\"\n", + "Task: Summarize the following clinical note in simple language for the patientโ€™s family.\n", + "- Use non-technical, plain Korean language.\n", + "- The summary should explain what happened, what was diagnosed, how it was treated, and what to expect.\n", + "- Avoid complex terminology and abbreviations.\n", + "\n", + "Output language: Korean\n", + "\n", + "Clinical Note:\n", + "{note}\n", + "\"\"\"" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "e9157de3-6c04-4831-9bcc-9b78e883536f", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" + }, + "id": "e9157de3-6c04-4831-9bcc-9b78e883536f", + "outputId": "f42be947-7b0f-45b0-d976-42de7884fc13" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "๊ฐ€์กฑ๋ถ„๋“ค์„ ์œ„ํ•œ ์š”์•ฝ\n", + "\n", + "๋ฌด์—‡์ด ์žˆ์—ˆ๋Š”์ง€\n", + "- ๋‹น๋‡จ๋ณ‘์œผ๋กœ ์•ฝ์„ ๋“œ์‹œ๋˜ ์ค‘, ์„ค์‚ฌยท๋ฐฐ๊ฐ€ ๋”๋ถ€๋ฃฉํ•จยท์‹์š•์ €ํ•˜ยท์‹ฌํ•œ ํ”ผ๋กœ๊ฐ€ ์ƒ๊ฒจ ์ž…์›ํ•˜์…จ์Šต๋‹ˆ๋‹ค.\n", + "- ์˜ค์‹ค ๋•Œ ํ˜ˆ์••์ด ๋‚ฎ์•˜๊ณ , ์ฝฉํŒฅ(์‹ ์žฅ) ๊ธฐ๋Šฅ ์ˆ˜์น˜๋„ ํ‰์†Œ๋ณด๋‹ค ๋‚˜๋น ์ ธ ์žˆ์—ˆ์Šต๋‹ˆ๋‹ค.\n", + "\n", + "๋ฌด์Šจ ๋ฌธ์ œ๋กœ ๋ณด์˜€๋Š”์ง€(์ง„๋‹จ)\n", + "- ๋‹น๋‡จ๋ณ‘ ์กฐ์ ˆ์ด ์ตœ๊ทผ ์ž˜ ๋˜์ง€ ์•Š์•˜์Šต๋‹ˆ๋‹ค(์žฅ๊ธฐ ํ˜ˆ๋‹น ์ง€ํ‘œ๊ฐ€ ๋†’๊ฒŒ ๋‚˜์™”์Šต๋‹ˆ๋‹ค).\n", + "- ๋‹น๋‡จ์•ฝ(๋ฉ”ํŠธํฌ๋ฅด๋ฏผ ์„ฑ๋ถ„) ๋•Œ๋ฌธ์— ๋ชธ์— ์‚ฐ์„ฑ ๋ฌผ์งˆ์ด ์Œ“์ด๋Š” ๋ถ€์ž‘์šฉ์ด ์ƒ๊ธด ๊ฒƒ์œผ๋กœ ์˜์‹ฌ๋˜์—ˆ์Šต๋‹ˆ๋‹ค.\n", + "- ์ฝฉํŒฅ ๊ธฐ๋Šฅ์€ ์›๋ž˜ ์•ฝํ•œ ํŽธ์ธ๋ฐ, ์ž…์› ์‹œ ์ผ์‹œ์ ์œผ๋กœ ๋” ๋‚˜๋น ์กŒ๋˜ ์ƒํƒœ์˜€์Šต๋‹ˆ๋‹ค.\n", + "- ํ˜ˆ์••์ด ๋‚ฎ๊ฒŒ ์ธก์ •๋˜์—ˆ๊ณ , ์ฝœ๋ ˆ์Šคํ…Œ๋กค(ํ˜ˆ์ค‘ ์ง€๋ฐฉ) ๋ฌธ์ œ๋กœ ์•ฝ์„ ๋ณต์šฉ ์ค‘์ด์‹ญ๋‹ˆ๋‹ค.\n", + "\n", + "์–ด๋–ป๊ฒŒ ์น˜๋ฃŒํ–ˆ๋Š”์ง€\n", + "- ๋ฌธ์ œ๋ฅผ ์ผ์œผํ‚จ ๊ฒƒ์œผ๋กœ ์˜์‹ฌ๋˜๋Š” ๋‹น๋‡จ์•ฝ(๋ฉ”ํŠธํฌ๋ฅด๋ฏผ)์„ ์ฆ‰์‹œ ์ค‘๋‹จํ–ˆ์Šต๋‹ˆ๋‹ค.\n", + "- ์ˆ˜์•ก(์ •๋งฅ ์ฃผ์‚ฌ๋กœ ์ˆ˜๋ถ„ ๋ณด์ถฉ) ์น˜๋ฃŒ๋ฅผ ํ–ˆ๊ณ , ๋ชธ ์ƒํƒœ์™€ ์ฝฉํŒฅ ์ˆ˜์น˜๊ฐ€ ์ข‹์•„์กŒ์Šต๋‹ˆ๋‹ค. ํˆฌ์„์€ ํ•„์š”ํ•˜์ง€ ์•Š์•˜์Šต๋‹ˆ๋‹ค.\n", + "- ์•ž์œผ๋กœ๋Š” ๋‹น๋‡จ ์กฐ์ ˆ์„ ์œ„ํ•ด ์ธ์А๋ฆฐ ์ฃผ์‚ฌ๋กœ ๋ฐ”๊พธ์–ด ์น˜๋ฃŒํ•  ๊ณ„ํš์ž…๋‹ˆ๋‹ค. ์ €๋… ์ฃผ์‚ฌ๋ฅผ ์ž์ฃผ ๋†“์น˜์…”์„œ, ํ•˜๋ฃจ ํ•œ ๋ฒˆ ๋งž๋Š”(์˜ค๋ž˜ ๊ฐ€๋Š”) ์ธ์А๋ฆฐ์œผ๋กœ ์กฐ์ •ํ•˜๋Š” ๋ฐฉํ–ฅ์„ ๊ณ ๋ คํ•˜๊ณ  ์žˆ์Šต๋‹ˆ๋‹ค.\n", + "- ํ˜ˆ์••์•ฝ์€ ๊ณ„์† ๋ณต์šฉ ์ค‘์ด๋ฉฐ, ์ฝœ๋ ˆ์Šคํ…Œ๋กค ๋‚ฎ์ถ”๋Š” ์•ฝ๋„ ์ด์–ด์„œ ๋ณต์šฉํ•ฉ๋‹ˆ๋‹ค.\n", + "\n", + "์•ž์œผ๋กœ์˜ ๊ณ„ํš๊ณผ ๊ธฐ๋Œ€\n", + "- ๋ฉ”ํŠธํฌ๋ฅด๋ฏผ ์„ฑ๋ถ„์˜ ๋‹น๋‡จ์•ฝ์€ ๋‹ค์‹œ ์‚ฌ์šฉํ•˜์ง€ ์•Š๋Š” ๊ฒƒ์ด ์•ˆ์ „ํ•ฉ๋‹ˆ๋‹ค.\n", + "- ์ธ์А๋ฆฐ ์ฃผ์‚ฌ ๋ฐฉ๋ฒ•, ์šฉ๋Ÿ‰, ์ฃผ์‚ฌ ์‹œ๊ฐ„์— ๋Œ€ํ•ด ๊ต์œก์„ ๋“œ๋ฆฌ๊ณ , ๊ฐ€๊ธ‰์  ํ•˜๋ฃจ ํ•œ ๋ฒˆ์œผ๋กœ ๋‹จ์ˆœํ•˜๊ฒŒ ๋งž์„ ์ˆ˜ ์žˆ๋„๋ก ์กฐ์ •ํ•˜๊ฒ ์Šต๋‹ˆ๋‹ค.\n", + "- ์ง‘์—์„œ๋„ ํ˜ˆ๋‹น์„ ์ž์ฃผ ํ™•์ธํ•ด ์ฃผ์„ธ์š”. ์™ธ๋ž˜์—์„œ ํ˜ˆ๋‹น๊ณผ ์ฝฉํŒฅ ๊ธฐ๋Šฅ์„ ์ •๊ธฐ์ ์œผ๋กœ ์ถ”์  ๊ฒ€์‚ฌํ•˜๊ฒ ์Šต๋‹ˆ๋‹ค.\n", + "- ์ˆ˜๋ถ„์„ ์ถฉ๋ถ„ํžˆ ๋“œ์‹œ๊ณ , ์„ค์‚ฌยท์‹์š•์ €ํ•˜๊ฐ€ ์ง€์†๋˜๊ฑฐ๋‚˜ ๊ทน์‹ฌํ•œ ํ”ผ๋กœ, ์ˆจ์ด ๊ฐ€์จ, ๋ณตํ†ต, ์–ด์ง€๋Ÿฌ์›€/์‹ค์‹  ๋А๋‚Œ์ด ์žˆ์œผ๋ฉด ๋ฐ”๋กœ ๋ณ‘์›์— ์—ฐ๋ฝํ•ด ์ฃผ์„ธ์š”.\n", + "- ํ˜ˆ์••์ด ๋„ˆ๋ฌด ๋‚ฎ๊ฒŒ ๋А๊ปด์ง€๋ฉด(์‹ฌํ•œ ์–ด์ง€๋Ÿฌ์›€, ์“ฐ๋Ÿฌ์งˆ ๊ฒƒ ๊ฐ™์Œ ๋“ฑ) ์•Œ๋ ค์ฃผ์„ธ์š”. ํ•„์š” ์‹œ ํ˜ˆ์••์•ฝ์„ ์กฐ์ •ํ•˜๊ฒ ์Šต๋‹ˆ๋‹ค.\n", + "- ์‹์‚ฌ ์กฐ์ ˆ๊ณผ ๊ฐ€๋ฒผ์šด ์šด๋™์„ ๋ณ‘ํ–‰ํ•˜๋ฉด ํ˜ˆ๋‹นยทํ˜ˆ์••ยท์ฝœ๋ ˆ์Šคํ…Œ๋กค ๊ด€๋ฆฌ์— ๋„์›€์ด ๋ฉ๋‹ˆ๋‹ค.\n", + "\n", + "์ „๋ฐ˜์ ์œผ๋กœ, ์•ฝ์„ ์ค‘๋‹จํ•˜๊ณ  ์ˆ˜์•ก ์น˜๋ฃŒ ํ›„ ์ƒํƒœ๊ฐ€ ํ˜ธ์ „๋˜์—ˆ๊ณ , ์ฝฉํŒฅ๋„ ์•ˆ์ •๋˜์–ด ํˆฌ์„์€ ํ•„์š”ํ•˜์ง€ ์•Š์•˜์Šต๋‹ˆ๋‹ค. ์ธ์А๋ฆฐ์œผ๋กœ ์น˜๋ฃŒ๋ฅผ ๋ฐ”๊พธ์–ด ๋‹น๋‡จ ์กฐ์ ˆ์„ ๊ฐœ์„ ํ•˜๋Š” ๊ฒƒ์ด ๋ชฉํ‘œ์ž…๋‹ˆ๋‹ค. ์ •๊ธฐ์ ์ธ ์ถ”์ ๊ณผ ์ƒํ™œ๊ด€๋ฆฌ๋กœ ์ถฉ๋ถ„ํžˆ ์ž˜ ๊ด€๋ฆฌ ๊ฐ€๋Šฅํ•  ๊ฒƒ์œผ๋กœ ์˜ˆ์ƒํ•ฉ๋‹ˆ๋‹ค.\n" + ] + } + ], + "source": [ + "## Family-Friendly Summary\n", + "model = \"gpt-5\" # select model\n", + "\n", + "response = client.responses.create(\n", + " model=model,\n", + " instructions=\"You are a clinical text summarization assistant.\",\n", + " input=prompt_family\n", + ")\n", + "\n", + "print(response.output_text)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "9f97075a", + "metadata": {}, + "outputs": [], + "source": [ + "prompt_doctor = f\"\"\"\n", + "Task: Summarize the following clinical note for a clinician.\n", + "- Use concise, professional clinical language.\n", + "- Include key diagnostic findings, relevant history, differential considerations, treatments given, response to treatment, and recommended next steps.\n", + "- Maintain clinical terminology and abbreviations (e.g., BP, HR, WNL, SOB, ASA, MRI).\n", + "- Do not simplify medical terms.\n", + "- Keep the summary focused and structured.\n", + "\n", + "Output language: Korean (clinician-level medical terminology)\n", + "\n", + "Clinical Note:\n", + "{note}\n", + "\"\"\"" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "c1f9ded9", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "์ž„์ƒ์š”์•ฝ\n", + "\n", + "์ง„๋‹จ/๋ฐฐ๊ฒฝ\n", + "- T2DM (2010 ์ง„๋‹จ), ์ตœ๊ทผ HbA1c 9.1%๋กœ ํ˜ˆ๋‹น์กฐ์ ˆ ๋ถˆ๋Ÿ‰.\n", + "- HTN.\n", + "- CKD stage 3 (baseline Cr 1.6 mg/dL).\n", + "- Dyslipidemia.\n", + "\n", + "์ฃผ์š” ์†Œ๊ฒฌ\n", + "- Metformin ๋ณต์šฉ ํ›„ ์„ค์‚ฌ, ๋ณต๋ถ€ํŒฝ๋งŒ, ์‹์š•์ €ํ•˜, ๋ฌด๊ธฐ๋ ฅ๊ฐ ๋ฐœ์ƒ.\n", + "- ์ž…์› ์‹œ Lac 3.9 mmol/L๋กœ lactic acidosis ์˜์‹ฌ, BP 92/58 mmHg.\n", + "- ์ž…์› ์‹œ Cr 2.1 mg/dL๋กœ AKI on CKD ์†Œ๊ฒฌ. ์ˆ˜์•ก ์ดํ›„ ์‹ ๊ธฐ๋Šฅ ํ˜ธ์ „, ํˆฌ์„ ๋ถˆํ•„์š”.\n", + "- ์ธ์А๋ฆฐ(Levemir) ์ €๋… ํˆฌ์—ฌ ์ˆœ์‘๋„ ์ €์กฐ. ๊ธฐ์กด 22 U ์‚ฌ์šฉ ์ด๋ ฅ ์žˆ์œผ๋‚˜ ์ตœ๊ทผ 10 U ์ˆ˜์ค€์œผ๋กœ ๊ฐ์†Œ ์ถ”์ •.\n", + "\n", + "์น˜๋ฃŒ ๋ฐ ๊ฒฝ๊ณผ\n", + "- Metformin ์ค‘๋‹จ, ์ˆ˜์•ก์น˜๋ฃŒ ์‹œํ–‰ โ†’ ์ฆ์ƒ ํ˜ธ์ „ ๋ฐ ๋Œ€์‚ฌ์„ฑ ์ด์ƒ ํšŒ๋ณต(MTF-induced lactic acidosis ์˜์‹ฌ).\n", + "- Basal insulin ์ „ํ™˜/๊ฐ•ํ™” ๊ณ„ํš. ์ €๋… ์ธ์А๋ฆฐ ๋น„์ˆœ์‘ ์žˆ์Œ.\n", + "- Losartan ์œ ์ง€(์ €ํ˜ˆ์•• ์ƒํƒœ์—์„œ ์ฃผ์˜ ๊นŠ๊ฒŒ ๊ด€์ฐฐ).\n", + "- Atorvastatin ์œ ์ง€.\n", + "\n", + "ํ•ด์„/๊ฐ๋ณ„\n", + "- Lactic acidosis: CKD stage 3 ๋ฐฐ๊ฒฝ์—์„œ์˜ MTF-associated lactic acidosis(MALA) ๊ฐ€๋Šฅ์„ฑ ๋†’์Œ. GI ์ฆ์ƒ ๋ฐ MTF ์ค‘๋‹จ ํ›„ ํ˜ธ์ „์œผ๋กœ ์•ฝ์ œ ์—ฐ๊ด€์„ฑ ์ง€์ง€.\n", + "- AKI on CKD๋Š” ์ €ํ˜ˆ์••/ํƒˆ์ˆ˜ ๊ฐ€๋Šฅ์„ฑ ๋ฐ MTF ๊ด€๋ จ ๋Œ€์‚ฌ ์ด์ƒ ๋™๋ฐ˜ ์ƒํ™ฉ์—์„œ ์•…ํ™”๋œ ๊ฒƒ์œผ๋กœ ์ถ”์ •. ์ˆ˜์•ก ํ›„ ๊ฐ€์—ญ์  ํ˜ธ์ „.\n", + "\n", + "๊ถŒ๊ณ /๋‹ค์Œ ๋‹จ๊ณ„\n", + "- ๋‹น๋‡จ๋ณ‘ ๊ด€๋ฆฌ:\n", + " - Metformin ์žฌํˆฌ์—ฌ ๊ธˆ์ง€(๊ณผ๊ฑฐ MALA ์˜์‹ฌ + CKD3).\n", + " - Basal insulin ์‹œ์ž‘/์กฐ์ •: ์˜ˆ) detemir 10 U QHS ์‹œ์ž‘ ํ›„ FBG ๋ชฉํ‘œ 80โ€“130 mg/dL ๊ธฐ์ค€ 2โ€“3์ผ๋งˆ๋‹ค 2 U์”ฉ ์ฆ๋Ÿ‰(์ €ํ˜ˆ๋‹น ์‹œ ๊ฐ๋Ÿ‰). ์ €๋… ์ˆœ์‘๋„ ๋ฌธ์ œ ์‹œ 1ํšŒ ํˆฌ์—ฌ๊ฐ€ ์šฉ์ดํ•œ ์žฅ์‹œ๊ฐ„ํ˜•(glargine U300 ๋˜๋Š” degludec) ๊ณ ๋ ค.\n", + " - CKD3 ๋ฐ ASCVD/์‹ ์žฅ๋ณดํ˜ธ ๊ด€์ ์—์„œ SGLT2i(eGFR ํ—ˆ์šฉ ์‹œ) ๋˜๋Š” GLP-1 RA ๋ณ‘์šฉ ๊ฒ€ํ† (์ €ํ˜ˆ์••/ํƒˆ์ˆ˜ ์œ„ํ—˜ ํ‰๊ฐ€ ํ›„ ์‹œํ–‰).\n", + " - SMBG ๊ต์œก ๋ฐ ์ €ํ˜ˆ๋‹น ๋Œ€๋น„.\n", + "- ์‹ ์žฅ/ํ˜ˆ์••:\n", + " - BMP๋กœ Cr/eGFR, K+ ์ถ”์ ; ์ˆ˜์•ก ํ›„ ์•ˆ์ •ํ™” ํ™•์ธ๊นŒ์ง€ ARB ์œ ์ง€ ์—ฌ๋ถ€ ์žฌํ‰๊ฐ€(์ฆ์ƒ์„ฑ ์ €ํ˜ˆ์•• ์‹œ ๊ฐ๋Ÿ‰/๋ณด๋ฅ˜ ๊ณ ๋ ค).\n", + " - Nephrotoxin ํšŒํ”ผ, ์šฉ๋Ÿ‰ ์‹ ๊ธฐ๋Šฅ์— ๋งž๊ฒŒ ์กฐ์ ˆ.\n", + " - ์š”์•Œ๋ถ€๋ฏผ/ํฌ๋ ˆ์ดํ‹ด ๋น„์œจ(ACR) ํ‰๊ฐ€ํ•˜์—ฌ RAASi ์ตœ์ ํ™”.\n", + "- ์ง€์งˆ:\n", + " - Atorvastatin ์ง€์†; ํ•„์š” ์‹œ ๋ชฉํ‘œ LDL-C์— ๋”ฐ๋ผ ๊ฐ•๋„ ์กฐ์ ˆ.\n", + "- ๋ชจ๋‹ˆํ„ฐ๋ง/์ถ”์ :\n", + " - ํ‡ด์› ํ›„ 1โ€“2์ฃผ ๋‚ด ์™ธ๋ž˜ ์ถ”์ : BP, ์ฒด์ค‘, ์ž…์ถœ๋Ÿ‰, SMBG ๊ธฐ๋ก ํ™•์ธ.\n", + " - 1โ€“2์ฃผ ๋‚ด BMP(Cr/eGFR, K+), ํ•„์š” ์‹œ lactate ์žฌํ™•์ธ.\n", + " - 3๊ฐœ์›” ๋‚ด HbA1c ์žฌ์ธก์ • ๋ฐ ์ธ์А๋ฆฐ/๋น„์ธ์А๋ฆฐ ๋ณ‘์šฉ์š”๋ฒ• ์žฌํ‰๊ฐ€.\n" + ] + } + ], + "source": [ + "## Clinician Summary\n", + "model = \"gpt-5\" # select model\n", + "\n", + "response = client.responses.create(\n", + " model=model,\n", + " instructions=\"You are a clinical text summarization assistant.\",\n", + " input=prompt_doctor\n", + ")\n", + "\n", + "print(response.output_text)" + ] + }, + { + "cell_type": "markdown", + "id": "5114224c", + "metadata": {}, + "source": [ + "# Extracting InBody report images into structured Excel data" + ] + }, + { + "cell_type": "markdown", + "id": "b7817d2f", + "metadata": {}, + "source": [ + "์ด Task์—์„œ๋Š” **๋น„์ •ํ˜• ๋ฐ์ดํ„ฐ์ธ Inbody Report ์ด๋ฏธ์ง€**๋ฅผ ๋ถ„์„ํ•˜์—ฌ, ํ•„์š”ํ•œ ์ธก์ •๊ฐ’์„ **๊ตฌ์กฐํ™”๋œ Excel ๋ฐ์ดํ„ฐ ํ˜•ํƒœ**๋กœ **์ž๋™ ์ •๋ฆฌ**ํ•˜๋Š” ์ž‘์—…์„ ์ˆ˜ํ–‰ํ•ฉ๋‹ˆ๋‹ค.\n", + "- ์ธ๋ฐ”๋”” ๋ฆฌํฌํŠธ๋Š” ์ฒด์„ฑ๋ถ„(์ฒด์ค‘, ์ฒด์ง€๋ฐฉ๋ฅ , ๊ณจ๊ฒฉ๊ทผ๋Ÿ‰ ๋“ฑ), ๊ธฐ์ดˆ๋Œ€์‚ฌ๋Ÿ‰, ์‹ ์ฒด ๊ท ํ˜• ์ง€ํ‘œ ๋“ฑ ๋‹ค์–‘ํ•œ ์ •๋ณด๋ฅผ ์ด๋ฏธ์ง€ ํ˜•ํƒœ๋กœ ํฌํ•จํ•˜๊ณ  ์žˆ์–ด, ์ง์ ‘ ์ˆ˜๊ธฐ๋กœ ์ •๋ฆฌํ•˜๊ธฐ ์–ด๋ ต๊ณ  ์‹œ๊ฐ„์ด ๋งŽ์ด ์†Œ์š”๋ฉ๋‹ˆ๋‹ค.\n", + "- ๋ณธ ํŠœํ† ๋ฆฌ์–ผ์—์„œ๋Š” GPT ๋ชจ๋ธ์„ ํ™œ์šฉํ•˜์—ฌ ์ธ๋ฐ”๋”” ์ด๋ฏธ์ง€์—์„œ **ํ•ต์‹ฌ ์ˆ˜์น˜ยท์ธก์ •๊ฐ’์„ ์ž๋™์œผ๋กœ ์ถ”์ถœ**ํ•˜๊ณ , ์ด๋ฅผ ์—‘์…€(Excel) ํ˜•ํƒœ์˜ ๊ตฌ์กฐํ™”๋œ ํ‘œ (tabular data)๋กœ ๋ณ€ํ™˜ํ•˜๋Š” ๋ฐฉ๋ฒ•์„ ๋‹ค๋ฃน๋‹ˆ๋‹ค." + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "365205ad", + "metadata": {}, + "outputs": [], + "source": [ + "## Loaded image\n", + "image_path = f\"{PATH}inbody_sample.jpg\"\n", + "\n", + "## encoding image\n", + "with open(image_path, \"rb\") as f:\n", + " img_bytes = f.read()\n", + " img_base64 = base64.b64encode(img_bytes).decode(\"utf-8\")" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "e93776ff", + "metadata": {}, + "outputs": [], + "source": [ + "prompt_inbody = f\"\"\"\n", + "Your task:\n", + "- Carefully read the InBody report image.\n", + "- Extract ONLY the required values listed in the template below.\n", + "- Extract all measurement values together with their units (e.g., kg, %, kcal) exactly as shown in the image.\n", + "- For \"Total Body Water\", \"Protein\", \"Minerals\", and \"Body Fat Mass\", extract the number shown under the \"Values\" column of the table.\n", + "- For \"Soft Lean Mass\", \"Fat Free Mass\", and \"Weight\", extract the main numeric value shown in the middle of each bar graph section (do NOT use the normal range markers).\n", + "- For \"Segmental Lean Analysis\", each body part shows two numeric values in kg; extract ONLY the first (top) value, which represents the actual measured lean mass.\n", + "- Do NOT extract the second value (ideal/standard comparison).\n", + "- Output MUST strictly follow the English template structure provided.\n", + "- If a value is not visible, leave it blank (\"\").\n", + "- Do NOT hallucinate or infer values.\n", + "- Use only numbers and units that appear in the image.\n", + "\n", + "Output Format:\n", + "## Basic Information\n", + "1. ID:\n", + "2. Height:\n", + "3. Age:\n", + "4. Gender:\n", + "5. Test Date/Time:\n", + "\n", + "## Body Composition Analysis\n", + "1. Total Body Water Values:\n", + "2. Protein Values:\n", + "3. Minerals Values:\n", + "4. Body Fat Mass Values:\n", + "5. Soft Lean Mass:\n", + "6. Fat Free Mass:\n", + "7. Weight:\n", + "\n", + "## Muscle-Fat Analysis\n", + "1. Weight:\n", + "2. Skeletal Muscle Mass (SMM):\n", + "3. Body Fat Mass:\n", + "\n", + "## Obesity Analysis\n", + "1. BMI:\n", + "2. Percent Body Fat (PBF):\n", + "\n", + "## Segmental Lean Analysis (kg)\n", + "1. Right Arm:\n", + "2. Left Arm:\n", + "3. Trunk:\n", + "4. Right Leg:\n", + "5. Left Leg:\n", + "\n", + "Return ONLY the above template filled with extracted values.\n", + "Do not add comments, explanations, or interpretation.\n", + "\"\"\"" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "47b9deda", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "## Basic Information\n", + "1. ID: Jane Doe\n", + "2. Height: 163 cm\n", + "3. Age: 41\n", + "4. Gender: Female\n", + "5. Test Date/Time: 2017.03.08, 16:47\n", + "\n", + "## Body Composition Analysis\n", + "1. Total Body Water Values: 35.5 L\n", + "2. Protein Values: 9.2 kg\n", + "3. Minerals Values: 3.28 kg\n", + "4. Body Fat Mass Values: 18.1 kg\n", + "5. Soft Lean Mass: 45.6 kg\n", + "6. Fat Free Mass: 48.3 kg\n", + "7. Weight: 66.4 kg\n", + "\n", + "## Muscle-Fat Analysis\n", + "1. Weight: 66.4 kg\n", + "2. Skeletal Muscle Mass (SMM): 26.7 kg\n", + "3. Body Fat Mass: 18.1 kg\n", + "\n", + "## Obesity Analysis\n", + "1. BMI: 25.0 kg/mยฒ\n", + "2. Percent Body Fat (PBF): 27.2 %\n", + "\n", + "## Segmental Lean Analysis (kg)\n", + "1. Right Arm: 2.56 kg\n", + "2. Left Arm: 2.60 kg\n", + "3. Trunk: 20.9 kg\n", + "4. Right Leg: 7.59 kg\n", + "5. Left Leg: 7.59 kg\n" + ] + } + ], + "source": [ + "response = client.responses.create(\n", + " model=\"gpt-5\",\n", + " instructions=\"You are an AI assistant that extracts structured measurement values from an InBody body composition analysis report image.\",\n", + " input=[\n", + " {\n", + " \"role\": \"user\",\n", + " \"content\": [\n", + " {\"type\": \"input_text\", \"text\": prompt_inbody},\n", + " {\n", + " \"type\": \"input_image\",\n", + " \"image_url\": f\"data:image/jpeg;base64,{img_base64}\"\n", + " }\n", + " ]\n", + " }\n", + " ]\n", + ")\n", + "\n", + "print(response.output_text)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "7227cba1", + "metadata": {}, + "outputs": [], + "source": [ + "def parse_inbody_text_to_row(text):\n", + " \"\"\"\n", + " InBody ํ…์ŠคํŠธ ๋ธ”๋ก์„ ๋ฐ›์•„์„œ {'ํ•ญ๋ชฉ๋ช…': ๊ฐ’} ๋”•์…”๋„ˆ๋ฆฌ๋กœ ํŒŒ์‹ฑ\n", + " \"\"\"\n", + " row_data = {}\n", + "\n", + " lines = text.strip().split(\"\\n\") # text๋ฅผ ์ค„ ๋‹จ์œ„๋กœ ๋‚˜๋ˆ„๊ธฐ\n", + "\n", + " for line in lines:\n", + " line = line.strip()\n", + "\n", + " # section header๋Š” ๊ฑด๋„ˆ๋›ฐ๊ธฐ\n", + " if line.startswith(\"##\"):\n", + " continue\n", + "\n", + " # key:value ํŒจํ„ด ๋งค์นญ\n", + " \"\"\"\n", + " (?:\\d+\\.\\s*)? = 1. ๊ฐ™์€ ๋ฒˆ๋กœ๊ฐ€ ์žˆ์–ด๋„ ๋ฌด์‹œ (์žˆ๋˜ ์—†๋˜ ์ฒ˜๋ฆฌ ๊ฐ€๋Šฅ)\n", + " (.+?) = : ์•ž์— ์˜ค๋Š” ๋ฌธ์ž์—ด์„ key๋กœ (๊ณต๋ฐฑ, ๊ด„ํ˜ธ ํฌํ•จ ๊ฐ€๋Šฅ)\n", + " \\s*(.*) = : ๋’ค์— ์˜ค๋Š” ๋‚ด์šฉ์„ value๋กœ\n", + " \"\"\"\n", + " match = re.match(r\"(?:\\d+\\.\\s*)?(.+?):\\s*(.*)\", line)\n", + "\n", + " if match:\n", + " key = match.group(1).strip()\n", + " value = match.group(2).strip()\n", + "\n", + " # ๋นˆ ๊ฐ’๋งŒ ์•„๋‹Œ ๊ฒฝ์šฐ ์ €์žฅ\n", + " row_data[key] = value\n", + "\n", + " return row_data" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "b84c9033", + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
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IDHeightAgeGenderTest Date/TimeTotal Body Water ValuesProtein ValuesMinerals ValuesBody Fat Mass ValuesSoft Lean Mass...WeightSkeletal Muscle Mass (SMM)Body Fat MassBMIPercent Body Fat (PBF)Right ArmLeft ArmTrunkRight LegLeft Leg
0Jane Doe163 cm41Female2017.03.08, 16:4735.5 L9.2 kg3.28 kg18.1 kg45.6 kg...66.4 kg26.7 kg18.1 kg25.0 kg/mยฒ27.2 %2.56 kg2.60 kg20.9 kg7.59 kg7.59 kg
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1 rows ร— 21 columns

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" + ], + "text/plain": [ + " ID Height Age Gender Test Date/Time Total Body Water Values \\\n", + "0 Jane Doe 163 cm 41 Female 2017.03.08, 16:47 35.5 L \n", + "\n", + " Protein Values Minerals Values Body Fat Mass Values Soft Lean Mass ... \\\n", + "0 9.2 kg 3.28 kg 18.1 kg 45.6 kg ... \n", + "\n", + " Weight Skeletal Muscle Mass (SMM) Body Fat Mass BMI \\\n", + "0 66.4 kg 26.7 kg 18.1 kg 25.0 kg/mยฒ \n", + "\n", + " Percent Body Fat (PBF) Right Arm Left Arm Trunk Right Leg Left Leg \n", + "0 27.2 % 2.56 kg 2.60 kg 20.9 kg 7.59 kg 7.59 kg \n", + "\n", + "[1 rows x 21 columns]" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "parsed_row = parse_inbody_text_to_row(response.output_text)\n", + "df = pd.DataFrame([parsed_row])\n", + "df.head()" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "4f80ba1f", + "metadata": {}, + "outputs": [], + "source": [ + "excel_path = f\"{PATH}inbody_sample.csv\"\n", + 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T2DM + Dx since 2010, recent HbA1c 9.1 + MTF โ†’ ์„ค์‚ฌ, ๋ณต๋ถ€ํŒฝ๋งŒ, ์‹์š•์ €ํ•˜, ๋ฌด๊ธฐ๋ ฅ๊ฐ + Lactic acidosis (Lac 3.9) ์˜์‹ฌ โ†’ ์•ฝ ์ค‘๋‹จ, ์ˆ˜์•ก ์น˜๋ฃŒ + MTF-induced lactic acidosis ์˜์‹ฌ โ†’ ์•ฝ ์ค‘๋‹จ ํ›„ ํšŒ๋ณต, basal insulin ์˜ˆ์ • + + Levemir 22 --- 10 units, ์ €๋… ์ธ์А๋ฆฐ ์ž˜ ์•ˆ ๋งž์Œ + + +#. HTN + BP on admission 92/58 + Losartan ์œ ์ง€ + +#. CKD stage 3 + Baseline Cr 1.6 โ†’ ์ž…์› ์‹œ Cr 2.1 + ์ˆ˜์•ก ์ดํ›„ ์‹ ๊ธฐ๋Šฅ ํ˜ธ์ „, ํˆฌ์„ ํ•„์š” ์—†์Œ + +#. Dyslipidemia + Atorvastatin diff --git a/Session6/note2_MIMICstyle.txt b/Session6/note2_MIMICstyle.txt new file mode 100644 index 0000000..8624133 --- /dev/null +++ b/Session6/note2_MIMICstyle.txt @@ -0,0 +1,93 @@ +History of Present Illness: +78-year-old female with a history of type 2 diabetes, hypertension, and CKD stage 3 who presented with generalized weakness, poor oral intake, and nausea. + +Two weeks prior to admission, she was started on metformin after a primary care visit revealed HbA1c of 9.1. Since initiation, the patient has developed persistent loose stools and intermittent abdominal cramping. No reported fever or vomiting. Her family noted a gradual decline in appetite and energy over the past week. + +On arrival, vital signs showed hypotension (BP 88/56) and tachycardia (HR 102). Laboratory evaluation revealed elevated creatinine (2.1 from baseline 1.6) and lactic acid of 3.9. Impression was possible metformin-associated lactic acidosis. Metformin was held, and IV fluids were started. Endocrinology was consulted to guide alternative glycemic management. The patient is being monitored for clinical improvement. + +--- + +Past Medical History: +1. Type 2 Diabetes Mellitus (HbA1c 9.1) +2. Chronic Kidney Disease, Stage 3 (baseline Cr ~1.6) +3. Hypertension + +--- + +Social History: +- Lives in assisted living +- Non-smoker, no alcohol use +- No recent travel or infectious exposures + +Family History: +- Mother: type 2 diabetes +- Father: unknown + +--- + +Physical Exam on Admission: +Vitals: T 97.4, BP 88/56, HR 102, RR 20, SpO2 95% on RA +General: Alert but fatigued; oriented +HEENT: Dry mucous membranes; no scleral icterus +CV: Tachycardic but regular; no murmurs +Lungs: Clear to auscultation +Abdomen: Soft; mild lower abdominal tenderness +Extremities: No edema +Neuro: A&O x3, no focal deficits +Skin: No rash + +--- + +Pertinent Labs: +WBC 10.8, Hgb 11.2, Plt 243 +Na 138, K 4.0, Cl 100, HCO3 15 +BUN 38, Cr 2.1 +Glucose 78 +Lactate 3.9 +ABG: pH 7.31, AG 19 +UA: +glucose, no WBCs or nitrites + +--- + +Microbiology: +Urine culture: no growth +Blood culture: pending + +Imaging: +CXR: No infiltrates or consolidation +Renal US: Normal echotexture, no hydronephrosis + +--- + +Hospital Course: + +# Metformin-Associated Lactic Acidosis: +Patient presented with GI symptoms, hypotension, and elevated lactate in the setting of recent metformin initiation and CKD. Suspected MALA. Metformin was held. Initiated IV hydration and bicarbonate support. Mental status and vitals improved over 48 hours. + +# T2DM: +All antihyperglycemics were held initially. Glucose remained stable. Basal insulin will be initiated. Endocrinology is following. + +# CKD: +AKI on CKD with Cr 2.1. Improved with fluids. No indication for dialysis. Electrolytes monitored. + +# Hypotension: +Likely secondary to dehydration and acidosis. Responded to volume repletion. + +--- + +Discharge Medications: +1. Basal insulin (Lantus) 6 units SC QHS +2. Losartan 50 mg PO daily +3. Atorvastatin 20 mg PO daily +4. Calcium carbonate 500 mg PO BID +5. Acetaminophen 650 mg PO TID PRN +6. Pantoprazole 40 mg PO daily + +--- + +Discharge Plan: +- Return to assisted living facility +- Strict avoidance of metformin in future +- Glucose monitoring BID with insulin titration +- Follow-up with nephrology and endocrinology in 1โ€“2 weeks +- Code status: Full Code \ No newline at end of file From 11f32211649f51958c0d2359c463131e0ea4ecc2 Mon Sep 17 00:00:00 2001 From: sungmoonie Date: Mon, 24 Nov 2025 12:35:51 +0900 Subject: [PATCH 24/34] Update Session6_Medical_Note_LLM.md --- Session6_Medical_Note_LLM.md | 3 +++ 1 file changed, 3 insertions(+) diff --git a/Session6_Medical_Note_LLM.md b/Session6_Medical_Note_LLM.md index a56add9..e8fd467 100644 --- a/Session6_Medical_Note_LLM.md +++ b/Session6_Medical_Note_LLM.md @@ -2,6 +2,9 @@ In this session, we will learn how to perform **clinical data analysis using the OpenAI API**. +You can find **all Session 6 materials** in the folder below: +[Session6 Folder](https://github.com/leelabsg/GCDA_tutorial_2025_Fall/tree/main/Session6) + ## Dataset Description This tutorial uses **three types of data**: From 7b81334b6e70d47b84a73bd2543551f5eea4ed05 Mon Sep 17 00:00:00 2001 From: sungmoonie Date: Mon, 24 Nov 2025 12:36:30 +0900 Subject: [PATCH 25/34] Update Session6_Medical_Note_LLM.md --- Session6_Medical_Note_LLM.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/Session6_Medical_Note_LLM.md b/Session6_Medical_Note_LLM.md index e8fd467..2a60791 100644 --- a/Session6_Medical_Note_LLM.md +++ b/Session6_Medical_Note_LLM.md @@ -2,7 +2,7 @@ In this session, we will learn how to perform **clinical data analysis using the OpenAI API**. -You can find **all Session 6 materials** in the folder below: +You can find **all Session 6 materials** in the folder: [Session6 Folder](https://github.com/leelabsg/GCDA_tutorial_2025_Fall/tree/main/Session6) ## Dataset Description From 6959d8e31399f8a2d69d187d604cdaf53b940c8a Mon Sep 17 00:00:00 2001 From: sungmoonie Date: Mon, 24 Nov 2025 12:36:59 +0900 Subject: [PATCH 26/34] Update Session6_Medical_Note_LLM.md --- Session6_Medical_Note_LLM.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/Session6_Medical_Note_LLM.md b/Session6_Medical_Note_LLM.md index 2a60791..ac564c7 100644 --- a/Session6_Medical_Note_LLM.md +++ b/Session6_Medical_Note_LLM.md @@ -2,8 +2,8 @@ In this session, we will learn how to perform **clinical data analysis using the OpenAI API**. -You can find **all Session 6 materials** in the folder: -[Session6 Folder](https://github.com/leelabsg/GCDA_tutorial_2025_Fall/tree/main/Session6) +You can find **all Session 6 materials** in the folder below: + [Session6 Folder](https://github.com/leelabsg/GCDA_tutorial_2025_Fall/tree/main/Session6) ## Dataset Description From 6e9533f1497fc0a2f067388fe524d1acb2da9941 Mon Sep 17 00:00:00 2001 From: sungmoonie Date: Mon, 24 Nov 2025 12:38:20 +0900 Subject: [PATCH 27/34] Update Session6_Medical_Note_LLM.md --- Session6_Medical_Note_LLM.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/Session6_Medical_Note_LLM.md b/Session6_Medical_Note_LLM.md index ac564c7..7d01f3b 100644 --- a/Session6_Medical_Note_LLM.md +++ b/Session6_Medical_Note_LLM.md @@ -2,8 +2,8 @@ In this session, we will learn how to perform **clinical data analysis using the OpenAI API**. -You can find **all Session 6 materials** in the folder below: - [Session6 Folder](https://github.com/leelabsg/GCDA_tutorial_2025_Fall/tree/main/Session6) +You can find **all Session 6 materials** in the folder below: +โžก๏ธ [Session6 Folder](https://github.com/leelabsg/GCDA_tutorial_2025_Fall/tree/main/Session6) ## Dataset Description From dcb9a35c3cd1852c9c3fe2845dabaef4a4cdb39b Mon Sep 17 00:00:00 2001 From: Wonyoung Jang <43818471+Stomper10@users.noreply.github.com> Date: Fri, 28 Nov 2025 18:43:53 +0900 Subject: [PATCH 28/34] Add files via upload --- .../CLS&SEG/classification.ipynb | 1 + .../CLS&SEG/classification.py | 430 +++++ .../CLS&SEG/cls_train.txt | 1360 ++++++++++++++ .../CLS&SEG/seg_train.txt | 1612 +++++++++++++++++ .../CLS&SEG/segmentation.ipynb | 1 + .../CLS&SEG/segmentation.py | 371 ++++ .../configs/config_maisi.json | 186 ++ .../configs/config_maisi3d-rflow_brats.json | 148 ++ .../configs/config_maisi_diff_model.json | 45 + .../config_maisi_vae_train_brats_stage1.json | 38 + .../config_maisi_vae_train_brats_stage2 | 38 + .../configs/environment_maisi_diff_model.json | 12 + .../maisi_train_UNET_brats.py | 514 ++++++ .../maisi_train_UNET_brats.sh | 60 + .../maisi_train_VAE_brats.py | 571 ++++++ .../maisi_train_VAE_brats.sh | 59 + 16 files changed, 5446 insertions(+) create mode 100644 Session7_Medical_Image_Data_Analysis/CLS&SEG/classification.ipynb create mode 100644 Session7_Medical_Image_Data_Analysis/CLS&SEG/classification.py create mode 100644 Session7_Medical_Image_Data_Analysis/CLS&SEG/cls_train.txt create mode 100644 Session7_Medical_Image_Data_Analysis/CLS&SEG/seg_train.txt create mode 100644 Session7_Medical_Image_Data_Analysis/CLS&SEG/segmentation.ipynb create mode 100644 Session7_Medical_Image_Data_Analysis/CLS&SEG/segmentation.py create mode 100644 Session7_Medical_Image_Data_Analysis/configs/config_maisi.json create mode 100644 Session7_Medical_Image_Data_Analysis/configs/config_maisi3d-rflow_brats.json create mode 100644 Session7_Medical_Image_Data_Analysis/configs/config_maisi_diff_model.json create mode 100644 Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage1.json create mode 100644 Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage2 create mode 100644 Session7_Medical_Image_Data_Analysis/configs/environment_maisi_diff_model.json create mode 100644 Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.py create mode 100644 Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.sh create mode 100644 Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.py create mode 100644 Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.sh diff --git a/Session7_Medical_Image_Data_Analysis/CLS&SEG/classification.ipynb b/Session7_Medical_Image_Data_Analysis/CLS&SEG/classification.ipynb new file mode 100644 index 0000000..43c992b --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/CLS&SEG/classification.ipynb @@ -0,0 +1 @@ +{"cells":[{"cell_type":"markdown","id":"ed5994d8","metadata":{"id":"ed5994d8"},"source":["# Medical Image Classification\n","In this practice, we will do chest X-ray classification for CheXpert data using a convolutional neural network.\n","\n","**Task**: Binary classification; if edema (๋ถ€์ข…) is present (1) or not (0)\n","\n","**Data**: CheXpert\n","\n","**Model**: Convolutional neural network\n","\n","**Framework**: Pytorch"]},{"cell_type":"markdown","id":"7f1271ad","metadata":{"id":"7f1271ad"},"source":["## About dataset: CheXpert\n","\n","* A large chest X-ray dataset and competition for automated chest X-ray interpretation.\n","* Total of 224,316 chest radiographs (from 65,240 patients) were provided by Stanford Hospital and clinics.\n","* Each radiograph was labeled for the presence of 14 observations as positive, negative, or uncertain.\n","* For more detail, visit here: https://stanfordmlgroup.github.io/competitions/chexpert/\n","\n","\n","

image source: https://arxiv.org/abs/1901.07031
"]},{"cell_type":"markdown","id":"86a9cd43","metadata":{"id":"86a9cd43"},"source":["## Data preprocessing\n","\n","For simple use, images and labels were preprocessed by TA.\n","* Replaced uncertain labels as positive labels. (https://arxiv.org/abs/1901.07031)\n","* Prepared a single image per patient.\n","* Prepared only frontal images.\n","* Prepared 10% of training data as validation data."]},{"cell_type":"markdown","source":["## Mount the Local Directory\n","\n","- **First, set proper runtime. (Python3 & GPU)**"],"metadata":{"id":"PIPrk2MES845"},"id":"PIPrk2MES845"},{"cell_type":"code","source":["from google.colab import drive\n","drive.mount('/content/drive')"],"metadata":{"id":"L8kDZwKPgUH_","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1733716846487,"user_tz":-540,"elapsed":31371,"user":{"displayName":"ยญ์žฅ์›์˜ / ํ•™์ƒ / ๋ฐ์ดํ„ฐ์‚ฌ์ด์–ธ์Šคํ•™๊ณผ","userId":"16960960525483449991"}},"outputId":"5f372348-2b38-4090-ec77-ddad851b260e"},"id":"L8kDZwKPgUH_","execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["Mounted at /content/drive\n"]}]},{"cell_type":"code","source":["!pip install grad-cam"],"metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"ApJsqKN2s2eG","executionInfo":{"status":"ok","timestamp":1733716860819,"user_tz":-540,"elapsed":10207,"user":{"displayName":"ยญ์žฅ์›์˜ / ํ•™์ƒ / ๋ฐ์ดํ„ฐ์‚ฌ์ด์–ธ์Šคํ•™๊ณผ","userId":"16960960525483449991"}},"outputId":"ca6afc97-4e04-4756-a128-dfd8c7f76494"},"id":"ApJsqKN2s2eG","execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["Collecting grad-cam\n"," Downloading grad-cam-1.5.4.tar.gz (7.8 MB)\n","\u001b[?25l \u001b[90mโ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”\u001b[0m \u001b[32m0.0/7.8 MB\u001b[0m \u001b[31m?\u001b[0m eta \u001b[36m-:--:--\u001b[0m\r\u001b[2K \u001b[91mโ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”\u001b[0m\u001b[91mโ•ธ\u001b[0m\u001b[90mโ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”\u001b[0m \u001b[32m2.8/7.8 MB\u001b[0m \u001b[31m82.6 MB/s\u001b[0m eta \u001b[36m0:00:01\u001b[0m\r\u001b[2K \u001b[91mโ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”โ”\u001b[0m\u001b[91mโ•ธ\u001b[0m \u001b[32m7.8/7.8 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(0.20.1+cu121)\n","Collecting ttach (from grad-cam)\n"," Downloading ttach-0.0.3-py3-none-any.whl.metadata (5.2 kB)\n","Requirement already satisfied: tqdm in /usr/local/lib/python3.10/dist-packages (from grad-cam) (4.66.6)\n","Requirement already satisfied: opencv-python in /usr/local/lib/python3.10/dist-packages (from grad-cam) (4.10.0.84)\n","Requirement already satisfied: matplotlib in /usr/local/lib/python3.10/dist-packages (from grad-cam) (3.8.0)\n","Requirement already satisfied: scikit-learn in /usr/local/lib/python3.10/dist-packages (from grad-cam) (1.5.2)\n","Requirement already satisfied: filelock in /usr/local/lib/python3.10/dist-packages (from torch>=1.7.1->grad-cam) (3.16.1)\n","Requirement already satisfied: typing-extensions>=4.8.0 in /usr/local/lib/python3.10/dist-packages (from torch>=1.7.1->grad-cam) (4.12.2)\n","Requirement already satisfied: networkx in /usr/local/lib/python3.10/dist-packages (from torch>=1.7.1->grad-cam) (3.4.2)\n","Requirement already satisfied: 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satisfied: MarkupSafe>=2.0 in /usr/local/lib/python3.10/dist-packages (from jinja2->torch>=1.7.1->grad-cam) (3.0.2)\n","Downloading ttach-0.0.3-py3-none-any.whl (9.8 kB)\n","Building wheels for collected packages: grad-cam\n"," Building wheel for grad-cam (pyproject.toml) ... \u001b[?25l\u001b[?25hdone\n"," Created wheel for grad-cam: filename=grad_cam-1.5.4-py3-none-any.whl size=39588 sha256=3c7d3eb7081897d973fd28e93c72eeb9ae6135df3d6ebf7a026d24b138702dcf\n"," Stored in directory: /root/.cache/pip/wheels/50/b0/82/1f97b5348c7fe9f0ce0ba18497202cafa5dec4562bd5292680\n","Successfully built grad-cam\n","Installing collected packages: ttach, grad-cam\n","Successfully installed grad-cam-1.5.4 ttach-0.0.3\n"]}]},{"cell_type":"markdown","id":"6c9a483e","metadata":{"id":"6c9a483e"},"source":["## Import modules"]},{"cell_type":"code","execution_count":null,"id":"dfd16743","metadata":{"id":"dfd16743"},"outputs":[],"source":["import os\n","import csv\n","import time\n","import numpy as np\n","%matplotlib inline\n","import matplotlib.pyplot as plt\n","\n","from tqdm import tqdm\n","from PIL import Image\n","from pathlib import Path\n","import sklearn.metrics as metrics\n","from sklearn.metrics import roc_curve\n","\n","import torch\n","import torch.optim as optim\n","\n","from torch import nn\n","from torch.utils.data import Dataset, DataLoader\n","\n","import torchvision\n","from torchvision import transforms as T\n","\n","# pip install torchsummary\n","from torchsummary import summary\n","# pip install grad-cam\n","from pytorch_grad_cam import GradCAM\n","from pytorch_grad_cam.utils.image import show_cam_on_image\n","from pytorch_grad_cam.utils.model_targets import BinaryClassifierOutputTarget"]},{"cell_type":"markdown","id":"09d6b1b2","metadata":{"id":"09d6b1b2"},"source":["## Data paths and hyperparameters"]},{"cell_type":"code","execution_count":null,"id":"2de5ff83","metadata":{"id":"2de5ff83"},"outputs":[],"source":["IMG_PATH = \"/content/drive/MyDrive/Coursework/GCDA_24F/6_Image/DATA/\"\n","\n","# train: 58,079 (neg 43,741 / pos 14,338)\n","TRAIN_LABEL_PATH = \"/content/drive/MyDrive/Coursework/GCDA_24F/6_Image/DATA/CheXpert-v1.0-small/train_practice6.csv\"\n","\n","# valid: 6,453 (neg 4,857 / pos 1,596)\n","VALID_LABEL_PATH = \"/content/drive/MyDrive/Coursework/GCDA_24F/6_Image/DATA/CheXpert-v1.0-small/valid_practice6.csv\"\n","\n","# test: 200 (neg 158 / pos 42)\n","TEST_LABEL_PATH = \"/content/drive/MyDrive/Coursework/GCDA_24F/6_Image/DATA/CheXpert-v1.0-small/test_practice6.csv\"\n","\n","# hyperparameters\n","IMAGE_SIZE = 320\n","BATCH_SIZE = 64\n","EPOCHS = 10\n","RESULTS_FOLDER = \"/content/drive/MyDrive/Coursework/GCDA_24F/6_Image/results_cls/\"\n","\n","os.mkdir(RESULTS_FOLDER) if not os.path.exists(RESULTS_FOLDER) else None"]},{"cell_type":"markdown","id":"9035beca","metadata":{"id":"9035beca"},"source":["## Define custom dataset class"]},{"cell_type":"code","execution_count":null,"id":"4b3e755e","metadata":{"id":"4b3e755e"},"outputs":[],"source":["class CXR_Cls_Dataset(Dataset):\n"," def __init__(self, image_path, label_path, image_size):\n"," super(CXR_Cls_Dataset, self).__init__()\n"," self.image_path = image_path\n"," self.mask_path = label_path\n","\n"," image_names, labels = [], []\n","\n"," with open(label_path, \"r\") as f:\n"," csv_reader = csv.reader(f)\n"," next(csv_reader, None) # skip the header\n"," for line in csv_reader:\n"," image_names.append(line[0]) # image path from base\n"," labels.append(float(line[10])) # Edema index\n","\n"," self.image_names = image_names\n"," self.labels = labels\n","\n"," self.transform = T.Compose([\n"," T.Resize((image_size, image_size)),\n"," T.ToTensor()\n"," ])\n","\n"," def __len__(self):\n"," return len(self.image_names)\n","\n"," def __getitem__(self, index):\n"," image_name = self.image_names[index]\n"," label = self.labels[index]\n","\n"," image = Image.open(os.path.join(self.image_path, image_name)).convert(\"L\")\n","\n"," return self.transform(image), torch.tensor(label, dtype=torch.float32)"]},{"cell_type":"markdown","id":"969cda2e","metadata":{"id":"969cda2e"},"source":["## Define dataset and dataloader"]},{"cell_type":"code","execution_count":null,"id":"bff10e63","metadata":{"colab":{"base_uri":"https://localhost:8080/"},"id":"bff10e63","executionInfo":{"status":"ok","timestamp":1733716975133,"user_tz":-540,"elapsed":419,"user":{"displayName":"ยญ์žฅ์›์˜ / ํ•™์ƒ / ๋ฐ์ดํ„ฐ์‚ฌ์ด์–ธ์Šคํ•™๊ณผ","userId":"16960960525483449991"}},"outputId":"5bbf43b6-4c85-4272-d9fb-dd36b6724185"},"outputs":[{"output_type":"stream","name":"stdout","text":["Data Information\n"," Train data: 58079\n"," Valid data: 6453\n"," Test data: 200\n"]}],"source":["train_dataset = CXR_Cls_Dataset(IMG_PATH, TRAIN_LABEL_PATH, IMAGE_SIZE)\n","valid_dataset = CXR_Cls_Dataset(IMG_PATH, VALID_LABEL_PATH, IMAGE_SIZE)\n","test_dataset = CXR_Cls_Dataset(IMG_PATH, TEST_LABEL_PATH, IMAGE_SIZE)\n","\n","print(\"Data Information\")\n","print(\" Train data:\", len(train_dataset))\n","print(\" Valid data:\", len(valid_dataset))\n","print(\" Test data:\", len(test_dataset))\n","\n","dataloader_train = DataLoader(dataset=train_dataset, batch_size=BATCH_SIZE,\n"," shuffle=True, num_workers=2, pin_memory=True)\n","dataloader_valid = DataLoader(dataset=valid_dataset, batch_size=BATCH_SIZE,\n"," shuffle=False, num_workers=2, pin_memory=True)\n","dataloader_test = DataLoader(dataset=test_dataset, batch_size=1,\n"," shuffle=False, num_workers=2, pin_memory=True)"]},{"cell_type":"markdown","id":"4e0a5915","metadata":{"id":"4e0a5915"},"source":["## Data sanity check"]},{"cell_type":"code","execution_count":null,"id":"90a3945a","metadata":{"id":"90a3945a","colab":{"base_uri":"https://localhost:8080/","height":433},"executionInfo":{"status":"ok","timestamp":1733716977531,"user_tz":-540,"elapsed":1773,"user":{"displayName":"ยญ์žฅ์›์˜ / ํ•™์ƒ / ๋ฐ์ดํ„ฐ์‚ฌ์ด์–ธ์Šคํ•™๊ณผ","userId":"16960960525483449991"}},"outputId":"76e300ca-432b-47b8-b8d0-981ae7de1c61"},"outputs":[{"output_type":"display_data","data":{"text/plain":["
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\n"},"metadata":{}}],"source":["input, target = next(iter(dataloader_test)) # dataloader_valid # dataloader_test\n","plt.figure(figsize=(25, 10))\n","for i in range(1):\n"," plt.subplot(2, 3, 1+i)\n"," plt.imshow(input[i].reshape(IMAGE_SIZE, IMAGE_SIZE, 1), cmap=\"gray\")\n"," plt.gca().set_title(f\"Label: {int(target[i].numpy())}\")\n"," plt.show()\n","plt.close()"]},{"cell_type":"markdown","id":"24015f85","metadata":{"id":"24015f85"},"source":["# Define model class"]},{"cell_type":"code","execution_count":null,"id":"bb10e560","metadata":{"id":"bb10e560"},"outputs":[],"source":["# Fully customized CNN\n","class CNN(nn.Module):\n"," def __init__(self, in_channels):\n"," super(CNN, self).__init__()\n"," self.conv = nn.Sequential(\n"," nn.Conv2d(in_channels, 32, kernel_size=(3,3), stride=1, padding=\"same\"),\n"," nn.ReLU(),\n"," nn.BatchNorm2d(32),\n"," nn.MaxPool2d(kernel_size=(2,2), stride=2),\n"," nn.Conv2d(32, 64, kernel_size=(3,3), stride=1, padding=\"same\"),\n"," nn.ReLU(),\n"," nn.Dropout(0.1),\n"," nn.BatchNorm2d(64),\n"," nn.MaxPool2d(kernel_size=(2,2), stride=2),\n","\n"," nn.Conv2d(64, 64, kernel_size=(3,3), stride=1, padding=\"same\"),\n"," nn.ReLU(),\n"," nn.BatchNorm2d(64),\n"," nn.MaxPool2d(kernel_size=(2,2), stride=2),\n"," nn.Conv2d(64, 128, kernel_size=(3,3), stride=1, padding=\"same\"),\n"," nn.ReLU(),\n"," nn.Dropout(0.2),\n"," nn.BatchNorm2d(128),\n"," nn.MaxPool2d(kernel_size=(2,2), stride=2),\n","\n"," nn.Conv2d(128, 128, kernel_size=(3,3), stride=1, padding=\"same\"),\n"," nn.ReLU(),\n"," nn.BatchNorm2d(128),\n"," nn.MaxPool2d(kernel_size=(2,2), stride=2),\n"," nn.Conv2d(128, 256, kernel_size=(3,3), stride=1, padding=\"same\"),\n"," nn.ReLU(),\n"," nn.Dropout(0.2),\n"," nn.BatchNorm2d(256),\n"," nn.MaxPool2d(kernel_size=(2,2), stride=2),\n"," )\n","\n"," self.flatten = nn.Flatten()\n","\n"," self.fc = nn.Sequential(\n"," nn.Linear(6400, 128), # 256x5x5\n"," nn.Dropout(0.2),\n"," nn.Linear(128, 1),\n"," nn.Sigmoid()\n"," )\n","\n"," def forward(self, x):\n"," x = self.conv(x)\n"," x = self.flatten(x)\n"," x = self.fc(x)\n","\n"," return x"]},{"cell_type":"code","execution_count":null,"id":"3d5e82cf","metadata":{"id":"3d5e82cf"},"outputs":[],"source":["# Load ResNet50 and customize\n","class ResNet50(nn.Module):\n"," def __init__(self, out_features):\n"," super(ResNet50, self).__init__()\n"," self.resnet50 = torchvision.models.resnet50(weights=None)\n"," self.resnet50.conv1 = nn.Conv2d(1, 64, kernel_size=(7, 7), stride=(2, 2), padding=(3, 3), bias=False)\n"," num_ftrs = self.resnet50.fc.in_features\n"," self.resnet50.fc = nn.Sequential(\n"," nn.Linear(num_ftrs, out_features),\n"," nn.Sigmoid()\n"," )\n","\n"," def forward(self, x):\n"," x = self.resnet50(x)\n"," return x"]},{"cell_type":"markdown","id":"f73a206f","metadata":{"id":"f73a206f"},"source":["\n","
image source: https://blog.devgenius.io/resnet50-6b42934db431
"]},{"cell_type":"markdown","id":"0807b187","metadata":{"id":"0807b187"},"source":["## Define model and optimizer"]},{"cell_type":"code","execution_count":null,"id":"72beb204","metadata":{"id":"72beb204","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1733716993026,"user_tz":-540,"elapsed":950,"user":{"displayName":"ยญ์žฅ์›์˜ / ํ•™์ƒ / ๋ฐ์ดํ„ฐ์‚ฌ์ด์–ธ์Šคํ•™๊ณผ","userId":"16960960525483449991"}},"outputId":"6844ed51-2a17-4292-e910-3e04d0d0772e"},"outputs":[{"output_type":"stream","name":"stdout","text":["----------------------------------------------------------------\n"," Layer (type) Output Shape Param #\n","================================================================\n"," Conv2d-1 [-1, 64, 160, 160] 3,136\n"," BatchNorm2d-2 [-1, 64, 160, 160] 128\n"," ReLU-3 [-1, 64, 160, 160] 0\n"," MaxPool2d-4 [-1, 64, 80, 80] 0\n"," Conv2d-5 [-1, 64, 80, 80] 4,096\n"," BatchNorm2d-6 [-1, 64, 80, 80] 128\n"," ReLU-7 [-1, 64, 80, 80] 0\n"," Conv2d-8 [-1, 64, 80, 80] 36,864\n"," BatchNorm2d-9 [-1, 64, 80, 80] 128\n"," ReLU-10 [-1, 64, 80, 80] 0\n"," Conv2d-11 [-1, 256, 80, 80] 16,384\n"," BatchNorm2d-12 [-1, 256, 80, 80] 512\n"," Conv2d-13 [-1, 256, 80, 80] 16,384\n"," BatchNorm2d-14 [-1, 256, 80, 80] 512\n"," ReLU-15 [-1, 256, 80, 80] 0\n"," Bottleneck-16 [-1, 256, 80, 80] 0\n"," Conv2d-17 [-1, 64, 80, 80] 16,384\n"," BatchNorm2d-18 [-1, 64, 80, 80] 128\n"," ReLU-19 [-1, 64, 80, 80] 0\n"," Conv2d-20 [-1, 64, 80, 80] 36,864\n"," BatchNorm2d-21 [-1, 64, 80, 80] 128\n"," ReLU-22 [-1, 64, 80, 80] 0\n"," Conv2d-23 [-1, 256, 80, 80] 16,384\n"," BatchNorm2d-24 [-1, 256, 80, 80] 512\n"," ReLU-25 [-1, 256, 80, 80] 0\n"," Bottleneck-26 [-1, 256, 80, 80] 0\n"," Conv2d-27 [-1, 64, 80, 80] 16,384\n"," BatchNorm2d-28 [-1, 64, 80, 80] 128\n"," ReLU-29 [-1, 64, 80, 80] 0\n"," Conv2d-30 [-1, 64, 80, 80] 36,864\n"," BatchNorm2d-31 [-1, 64, 80, 80] 128\n"," ReLU-32 [-1, 64, 80, 80] 0\n"," Conv2d-33 [-1, 256, 80, 80] 16,384\n"," BatchNorm2d-34 [-1, 256, 80, 80] 512\n"," ReLU-35 [-1, 256, 80, 80] 0\n"," Bottleneck-36 [-1, 256, 80, 80] 0\n"," Conv2d-37 [-1, 128, 80, 80] 32,768\n"," BatchNorm2d-38 [-1, 128, 80, 80] 256\n"," ReLU-39 [-1, 128, 80, 80] 0\n"," Conv2d-40 [-1, 128, 40, 40] 147,456\n"," BatchNorm2d-41 [-1, 128, 40, 40] 256\n"," ReLU-42 [-1, 128, 40, 40] 0\n"," Conv2d-43 [-1, 512, 40, 40] 65,536\n"," BatchNorm2d-44 [-1, 512, 40, 40] 1,024\n"," Conv2d-45 [-1, 512, 40, 40] 131,072\n"," BatchNorm2d-46 [-1, 512, 40, 40] 1,024\n"," ReLU-47 [-1, 512, 40, 40] 0\n"," Bottleneck-48 [-1, 512, 40, 40] 0\n"," Conv2d-49 [-1, 128, 40, 40] 65,536\n"," BatchNorm2d-50 [-1, 128, 40, 40] 256\n"," ReLU-51 [-1, 128, 40, 40] 0\n"," Conv2d-52 [-1, 128, 40, 40] 147,456\n"," BatchNorm2d-53 [-1, 128, 40, 40] 256\n"," ReLU-54 [-1, 128, 40, 40] 0\n"," Conv2d-55 [-1, 512, 40, 40] 65,536\n"," BatchNorm2d-56 [-1, 512, 40, 40] 1,024\n"," ReLU-57 [-1, 512, 40, 40] 0\n"," Bottleneck-58 [-1, 512, 40, 40] 0\n"," Conv2d-59 [-1, 128, 40, 40] 65,536\n"," BatchNorm2d-60 [-1, 128, 40, 40] 256\n"," ReLU-61 [-1, 128, 40, 40] 0\n"," Conv2d-62 [-1, 128, 40, 40] 147,456\n"," BatchNorm2d-63 [-1, 128, 40, 40] 256\n"," ReLU-64 [-1, 128, 40, 40] 0\n"," Conv2d-65 [-1, 512, 40, 40] 65,536\n"," BatchNorm2d-66 [-1, 512, 40, 40] 1,024\n"," ReLU-67 [-1, 512, 40, 40] 0\n"," Bottleneck-68 [-1, 512, 40, 40] 0\n"," Conv2d-69 [-1, 128, 40, 40] 65,536\n"," BatchNorm2d-70 [-1, 128, 40, 40] 256\n"," ReLU-71 [-1, 128, 40, 40] 0\n"," Conv2d-72 [-1, 128, 40, 40] 147,456\n"," BatchNorm2d-73 [-1, 128, 40, 40] 256\n"," ReLU-74 [-1, 128, 40, 40] 0\n"," Conv2d-75 [-1, 512, 40, 40] 65,536\n"," BatchNorm2d-76 [-1, 512, 40, 40] 1,024\n"," ReLU-77 [-1, 512, 40, 40] 0\n"," Bottleneck-78 [-1, 512, 40, 40] 0\n"," Conv2d-79 [-1, 256, 40, 40] 131,072\n"," BatchNorm2d-80 [-1, 256, 40, 40] 512\n"," ReLU-81 [-1, 256, 40, 40] 0\n"," Conv2d-82 [-1, 256, 20, 20] 589,824\n"," BatchNorm2d-83 [-1, 256, 20, 20] 512\n"," ReLU-84 [-1, 256, 20, 20] 0\n"," Conv2d-85 [-1, 1024, 20, 20] 262,144\n"," BatchNorm2d-86 [-1, 1024, 20, 20] 2,048\n"," Conv2d-87 [-1, 1024, 20, 20] 524,288\n"," BatchNorm2d-88 [-1, 1024, 20, 20] 2,048\n"," ReLU-89 [-1, 1024, 20, 20] 0\n"," Bottleneck-90 [-1, 1024, 20, 20] 0\n"," Conv2d-91 [-1, 256, 20, 20] 262,144\n"," BatchNorm2d-92 [-1, 256, 20, 20] 512\n"," ReLU-93 [-1, 256, 20, 20] 0\n"," Conv2d-94 [-1, 256, 20, 20] 589,824\n"," BatchNorm2d-95 [-1, 256, 20, 20] 512\n"," ReLU-96 [-1, 256, 20, 20] 0\n"," Conv2d-97 [-1, 1024, 20, 20] 262,144\n"," BatchNorm2d-98 [-1, 1024, 20, 20] 2,048\n"," ReLU-99 [-1, 1024, 20, 20] 0\n"," Bottleneck-100 [-1, 1024, 20, 20] 0\n"," Conv2d-101 [-1, 256, 20, 20] 262,144\n"," BatchNorm2d-102 [-1, 256, 20, 20] 512\n"," ReLU-103 [-1, 256, 20, 20] 0\n"," Conv2d-104 [-1, 256, 20, 20] 589,824\n"," BatchNorm2d-105 [-1, 256, 20, 20] 512\n"," ReLU-106 [-1, 256, 20, 20] 0\n"," Conv2d-107 [-1, 1024, 20, 20] 262,144\n"," BatchNorm2d-108 [-1, 1024, 20, 20] 2,048\n"," ReLU-109 [-1, 1024, 20, 20] 0\n"," Bottleneck-110 [-1, 1024, 20, 20] 0\n"," Conv2d-111 [-1, 256, 20, 20] 262,144\n"," BatchNorm2d-112 [-1, 256, 20, 20] 512\n"," ReLU-113 [-1, 256, 20, 20] 0\n"," Conv2d-114 [-1, 256, 20, 20] 589,824\n"," BatchNorm2d-115 [-1, 256, 20, 20] 512\n"," ReLU-116 [-1, 256, 20, 20] 0\n"," Conv2d-117 [-1, 1024, 20, 20] 262,144\n"," BatchNorm2d-118 [-1, 1024, 20, 20] 2,048\n"," ReLU-119 [-1, 1024, 20, 20] 0\n"," Bottleneck-120 [-1, 1024, 20, 20] 0\n"," Conv2d-121 [-1, 256, 20, 20] 262,144\n"," BatchNorm2d-122 [-1, 256, 20, 20] 512\n"," ReLU-123 [-1, 256, 20, 20] 0\n"," Conv2d-124 [-1, 256, 20, 20] 589,824\n"," BatchNorm2d-125 [-1, 256, 20, 20] 512\n"," ReLU-126 [-1, 256, 20, 20] 0\n"," Conv2d-127 [-1, 1024, 20, 20] 262,144\n"," BatchNorm2d-128 [-1, 1024, 20, 20] 2,048\n"," ReLU-129 [-1, 1024, 20, 20] 0\n"," Bottleneck-130 [-1, 1024, 20, 20] 0\n"," Conv2d-131 [-1, 256, 20, 20] 262,144\n"," BatchNorm2d-132 [-1, 256, 20, 20] 512\n"," ReLU-133 [-1, 256, 20, 20] 0\n"," Conv2d-134 [-1, 256, 20, 20] 589,824\n"," BatchNorm2d-135 [-1, 256, 20, 20] 512\n"," ReLU-136 [-1, 256, 20, 20] 0\n"," Conv2d-137 [-1, 1024, 20, 20] 262,144\n"," BatchNorm2d-138 [-1, 1024, 20, 20] 2,048\n"," ReLU-139 [-1, 1024, 20, 20] 0\n"," Bottleneck-140 [-1, 1024, 20, 20] 0\n"," Conv2d-141 [-1, 512, 20, 20] 524,288\n"," BatchNorm2d-142 [-1, 512, 20, 20] 1,024\n"," ReLU-143 [-1, 512, 20, 20] 0\n"," Conv2d-144 [-1, 512, 10, 10] 2,359,296\n"," BatchNorm2d-145 [-1, 512, 10, 10] 1,024\n"," ReLU-146 [-1, 512, 10, 10] 0\n"," Conv2d-147 [-1, 2048, 10, 10] 1,048,576\n"," BatchNorm2d-148 [-1, 2048, 10, 10] 4,096\n"," Conv2d-149 [-1, 2048, 10, 10] 2,097,152\n"," BatchNorm2d-150 [-1, 2048, 10, 10] 4,096\n"," ReLU-151 [-1, 2048, 10, 10] 0\n"," Bottleneck-152 [-1, 2048, 10, 10] 0\n"," Conv2d-153 [-1, 512, 10, 10] 1,048,576\n"," BatchNorm2d-154 [-1, 512, 10, 10] 1,024\n"," ReLU-155 [-1, 512, 10, 10] 0\n"," Conv2d-156 [-1, 512, 10, 10] 2,359,296\n"," BatchNorm2d-157 [-1, 512, 10, 10] 1,024\n"," ReLU-158 [-1, 512, 10, 10] 0\n"," Conv2d-159 [-1, 2048, 10, 10] 1,048,576\n"," BatchNorm2d-160 [-1, 2048, 10, 10] 4,096\n"," ReLU-161 [-1, 2048, 10, 10] 0\n"," Bottleneck-162 [-1, 2048, 10, 10] 0\n"," Conv2d-163 [-1, 512, 10, 10] 1,048,576\n"," BatchNorm2d-164 [-1, 512, 10, 10] 1,024\n"," ReLU-165 [-1, 512, 10, 10] 0\n"," Conv2d-166 [-1, 512, 10, 10] 2,359,296\n"," BatchNorm2d-167 [-1, 512, 10, 10] 1,024\n"," ReLU-168 [-1, 512, 10, 10] 0\n"," Conv2d-169 [-1, 2048, 10, 10] 1,048,576\n"," BatchNorm2d-170 [-1, 2048, 10, 10] 4,096\n"," ReLU-171 [-1, 2048, 10, 10] 0\n"," Bottleneck-172 [-1, 2048, 10, 10] 0\n","AdaptiveAvgPool2d-173 [-1, 2048, 1, 1] 0\n"," Linear-174 [-1, 1] 2,049\n"," Sigmoid-175 [-1, 1] 0\n"," ResNet-176 [-1, 1] 0\n","================================================================\n","Total params: 23,503,809\n","Trainable params: 23,503,809\n","Non-trainable params: 0\n","----------------------------------------------------------------\n","Input size (MB): 0.39\n","Forward/backward pass size (MB): 584.78\n","Params size (MB): 89.66\n","Estimated Total Size (MB): 674.83\n","----------------------------------------------------------------\n"]},{"output_type":"stream","name":"stderr","text":["/usr/local/lib/python3.10/dist-packages/torch/optim/lr_scheduler.py:62: UserWarning: The verbose parameter is deprecated. Please use get_last_lr() to access the learning rate.\n"," warnings.warn(\n"]}],"source":["#model = CNN(in_channels=1).cuda()\n","model = ResNet50(out_features=1).cuda()\n","#model = torch.nn.DataParallel(model).cuda() # use in multi-gpu environment\n","summary(model, input_size=(1, 320, 320), device=\"cuda\")\n","\n","optimizer = optim.Adam(model.parameters(), lr=1e-4)\n","scheduler = optim.lr_scheduler.ReduceLROnPlateau(optimizer, mode=\"min\", factor=0.5, patience=3,\n"," verbose=1, eps=1e-04, cooldown=2, min_lr=1e-6)"]},{"cell_type":"markdown","id":"91aa6323","metadata":{"id":"91aa6323"},"source":["## Define trainer"]},{"cell_type":"code","execution_count":null,"id":"e5f4e7c7","metadata":{"id":"e5f4e7c7"},"outputs":[],"source":["class CXR_Cls_Trainer():\n"," def __init__(\n"," self,\n"," model,\n"," results_folder,\n"," dataloader_train,\n"," dataloader_valid,\n"," dataloader_test,\n"," epochs,\n"," optimizer,\n"," scheduler,\n"," ):\n"," super(CXR_Cls_Trainer, self).__init__()\n","\n"," self.model = model\n"," self.dataloader_train = dataloader_train\n"," self.dataloader_valid = dataloader_valid\n"," self.dataloader_test = dataloader_test\n"," self.epoch = 0\n"," self.epochs = epochs\n"," self.optimizer = optimizer\n"," self.scheduler = scheduler\n"," self.loss_fn = nn.BCELoss()\n","\n"," self.results_folder = Path(results_folder)\n"," self.results_folder.mkdir(exist_ok=True)\n","\n"," def train(self):\n"," print(\"[ Start training ]\")\n"," self.model.train()\n"," valid_loss_min = 10000\n"," train_loss_list, valid_loss_list = [], []\n"," train_acc_list, valid_acc_list = [], []\n","\n"," while self.epoch < self.epochs:\n"," print(f\"\\nEpoch {self.epoch:3d}: training\")\n"," train_loss_sum, train_accurate_sum = 0, 0\n"," for batch_ID, (input, target) in enumerate(tqdm(self.dataloader_train)):\n"," input = input.cuda(non_blocking=True)\n"," target = target.reshape(-1, 1)\n"," target = target.cuda(non_blocking=True)\n","\n"," output = self.model(input)\n","\n"," loss = self.loss_fn(output, target)\n"," loss.backward()\n"," self.optimizer.step()\n"," self.optimizer.zero_grad()\n","\n"," train_loss_sum += loss.item()*input.size(0)\n"," if batch_ID % 20 == 19:\n"," print(f\"\\n[Batch: {batch_ID:5d}] training loss = {loss.item():.3f}\", flush=True)\n","\n"," train_accurate_sum += (output.cpu().round() == target.cpu()).sum()\n","\n"," train_loss_avg = train_loss_sum / len(self.dataloader_train.dataset)\n"," train_acc_avg = train_accurate_sum / len(self.dataloader_train.dataset)\n","\n"," train_loss_list.append(train_loss_avg)\n"," train_acc_list.append(train_acc_avg)\n","\n"," # validation step\n"," print(f\"\\nEpoch {self.epoch:3d}: validation\")\n"," self.model.eval()\n"," with torch.no_grad():\n"," valid_loss_sum, valid_accurate_sum = 0, 0\n"," for _, (input, target) in enumerate(tqdm(self.dataloader_valid)):\n"," input = input.cuda(non_blocking=True)\n"," target = target.reshape(-1, 1)\n"," target = target.cuda(non_blocking=True)\n","\n"," output = self.model(input)\n","\n"," loss = self.loss_fn(output, target)\n","\n"," valid_loss_sum += loss.item()*input.size(0)\n"," valid_accurate_sum += (output.cpu().round() == target.cpu()).sum()\n","\n"," valid_loss_avg = valid_loss_sum / len(self.dataloader_valid.dataset)\n"," valid_acc_avg = valid_accurate_sum / len(self.dataloader_valid.dataset)\n","\n"," valid_loss_list.append(valid_loss_avg)\n"," valid_acc_list.append(valid_acc_avg)\n"," self.scheduler.step(valid_loss_avg)\n"," print(f\" Epoch {self.epoch:2d}: training loss = {train_loss_avg:.3f} / validation loss = {valid_loss_avg:.3f}\")\n"," print(f\" Epoch {self.epoch:2d}: training acc = {train_acc_avg:.3f} / validation acc = {valid_acc_avg:.3f}\")\n","\n"," # save model if better validation loss\n"," if valid_loss_sum < valid_loss_min:\n"," valid_loss_min = valid_loss_sum\n"," self.save(self.epoch)\n"," print(f\" Saved model: cls-{self.epoch}.pth.tar\")\n","\n"," self.epoch += 1\n"," print(\"[ End training ]\")\n"," return [train_loss_list, valid_loss_list], [train_acc_list, valid_acc_list]\n","\n"," def test(self):\n"," print(\"[ Start test ]\")\n"," self.model.eval()\n"," with torch.no_grad():\n"," test_loss_sum, test_accurate_sum = 0, 0\n"," output_array, target_array = np.array([]), np.array([])\n"," for _, (input, target) in enumerate(tqdm(self.dataloader_test)):\n"," input = input.cuda(non_blocking=True)\n"," target = target.reshape(-1, 1)\n"," target = target.cuda(non_blocking=True)\n","\n"," output = self.model(input)\n","\n"," output_array = np.append(output_array, output.cpu().numpy())\n"," target_array = np.append(target_array, target.cpu().numpy())\n","\n"," loss = self.loss_fn(output, target)\n","\n"," test_loss_sum += loss.item()*input.size(0)\n"," test_accurate_sum += (output.cpu().round() == target.cpu()).sum()\n","\n"," test_loss_avg = test_loss_sum / len(self.dataloader_test.dataset)\n"," test_acc_avg = test_accurate_sum / len(self.dataloader_test.dataset)\n"," print(f\" test loss = {test_loss_avg:.3f} / test acc = {test_acc_avg:.3f}\")\n","\n"," # Draw ROC curve\n"," fpr, tpr, _ = roc_curve(target_array, output_array)\n"," roc_auc = metrics.auc(fpr, tpr)\n"," plt.plot(fpr, tpr) # ROC curve = TPR vs FPR\n"," plt.title(f\"Receiver Operating Characteristics / AUC {roc_auc:.2f}\")\n"," plt.xlabel(\"False Positive Rate\")\n"," plt.ylabel(\"True Positive Rate\")\n"," plt.show()\n"," plt.savefig(os.path.join(self.results_folder, \"roc_plot.png\"))\n"," plt.close()\n"," print(f\"AUC: {roc_auc:.2f}\")\n","\n"," print(\"[ End test ]\")\n"," self.output_array = output_array\n","\n"," def save(self, milestone):\n"," files = os.listdir(self.results_folder)\n"," remove = [f for f in files if \".pth.tar\" in f]\n"," if len(remove) > 0:\n"," os.remove(os.path.join(self.results_folder, remove[0]))\n"," torch.save({\"epoch\": milestone,\n"," \"state_dict\": self.model.state_dict(),\n"," \"optimizer\" : self.optimizer.state_dict()},\n"," f\"{self.results_folder}/cls-{milestone}.pth.tar\")\n","\n"," def load(self, milestone):\n"," checkpoint = torch.load(f\"{self.results_folder}/cls-{milestone}.pth.tar\")\n"," self.model.load_state_dict(checkpoint[\"state_dict\"])\n"," self.optimizer.load_state_dict(checkpoint[\"optimizer\"])\n"," self.epoch = checkpoint[\"epoch\"]\n","\n"," def GradCAM_func(self, num_images): # https://github.com/jacobgil/pytorch-grad-cam\n"," print(\"[ Start Grad-CAM ]\")\n"," self.model.eval()\n"," target_layers = [self.model.resnet50.layer4[-1]]\n"," cam = GradCAM(model=self.model, target_layers=target_layers)\n"," image_list = self.get_images(num_images)\n","\n"," for i, (input, target) in enumerate(self.dataloader_test):\n"," input = input.cuda(non_blocking=True)\n"," target = target.numpy()\n","\n"," targets = [BinaryClassifierOutputTarget(target)]\n"," grayscale_cam = cam(input_tensor=input, targets=targets)\n"," grayscale_cam = grayscale_cam[0, :]\n"," visualization = show_cam_on_image(image_list[i], grayscale_cam, use_rgb=True)\n","\n"," plt.imshow(visualization)\n"," plt.title(f\"Label: {int(target)} / Pred: {self.output_array[i]:.2f}\")\n"," plt.savefig(os.path.join(self.results_folder, f\"grad-cam-{i}.png\"))\n"," plt.close()\n"," if (i+1) == num_images: break\n"," print(\"[ End Grad-CAM ]\")\n","\n"," def get_images(self, num_images):\n"," image_list = []\n"," with open(TEST_LABEL_PATH, \"r\") as f:\n"," csv_reader = csv.reader(f)\n"," next(csv_reader, None) # skip the header\n"," for line in csv_reader:\n"," img = Image.open(os.path.join(IMG_PATH, line[0])).convert(\"L\")\n"," img = img.resize((320, 320))\n"," img = np.array(img)\n"," img_norm = (img-np.min(img))/(np.max(img)-np.min(img))\n"," img_norm = np.expand_dims(img_norm, axis=2)\n"," image_list.append(img_norm)\n"," if len(image_list) == num_images: break\n","\n"," return image_list"]},{"cell_type":"markdown","id":"ce0e560d","metadata":{"id":"ce0e560d"},"source":["## Train the model"]},{"cell_type":"code","execution_count":null,"id":"79693a17","metadata":{"id":"79693a17"},"outputs":[],"source":["# init the trainer\n","trainer = CXR_Cls_Trainer(\n"," model,\n"," RESULTS_FOLDER,\n"," dataloader_train,\n"," dataloader_valid,\n"," dataloader_test,\n"," EPOCHS,\n"," optimizer,\n"," scheduler\n",")"]},{"cell_type":"code","execution_count":null,"id":"53423037","metadata":{"id":"53423037","colab":{"base_uri":"https://localhost:8080/","height":435},"outputId":"236700c4-80b1-4017-a9ea-28342e8a2929","executionInfo":{"status":"error","timestamp":1733717058479,"user_tz":-540,"elapsed":55802,"user":{"displayName":"ยญ์žฅ์›์˜ / ํ•™์ƒ / ๋ฐ์ดํ„ฐ์‚ฌ์ด์–ธ์Šคํ•™๊ณผ","userId":"16960960525483449991"}}},"outputs":[{"output_type":"stream","name":"stdout","text":["[ Start training ]\n","\n","Epoch 0: training\n"]},{"output_type":"stream","name":"stderr","text":[" 0%| | 0/908 [00:55\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 1\u001b[0m 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minutes\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m\u001b[0m in \u001b[0;36mtrain\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 36\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34mf\"\\nEpoch {self.epoch:3d}: training\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 37\u001b[0m \u001b[0mtrain_loss_sum\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtrain_accurate_sum\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 38\u001b[0;31m \u001b[0;32mfor\u001b[0m \u001b[0mbatch_ID\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtarget\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32min\u001b[0m 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timeout)\u001b[0m\n\u001b[1;32m 1241\u001b[0m \u001b[0;31m# (bool: whether successfully get data, any: data if successful else None)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1242\u001b[0m \u001b[0;32mtry\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1243\u001b[0;31m \u001b[0mdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_data_queue\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtimeout\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mtimeout\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 1244\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdata\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 1245\u001b[0m \u001b[0;32mexcept\u001b[0m \u001b[0mException\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0me\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/usr/lib/python3.10/queue.py\u001b[0m in \u001b[0;36mget\u001b[0;34m(self, block, timeout)\u001b[0m\n\u001b[1;32m 178\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mremaining\u001b[0m \u001b[0;34m<=\u001b[0m \u001b[0;36m0.0\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 179\u001b[0m \u001b[0;32mraise\u001b[0m \u001b[0mEmpty\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 180\u001b[0;31m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnot_empty\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mwait\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mremaining\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 181\u001b[0m \u001b[0mitem\u001b[0m \u001b[0;34m=\u001b[0m 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\u001b[0mwaiter\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0macquire\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtimeout\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 325\u001b[0m \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 326\u001b[0m \u001b[0mgotit\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mwaiter\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0macquire\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;32mFalse\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;31mKeyboardInterrupt\u001b[0m: "]}],"source":["train_start = time.time()\n","loss_list, acc_list = trainer.train() # training!\n","train_end = time.time()\n","print(f\"\\nElapsed time: {(train_end - train_start) / 60:.0f} minutes\")"]},{"cell_type":"code","execution_count":null,"id":"26ecc3b1","metadata":{"id":"26ecc3b1"},"outputs":[],"source":["# Plot the training and validation loss and accuracy\n","fig, (ax1, ax2) = plt.subplots(1, 2, figsize = (10, 5))\n","ax1.plot(range(1, EPOCHS+1), loss_list[0], label=\"Training\")\n","ax1.plot(range(1, EPOCHS+1), loss_list[1], label=\"Validation\")\n","ax1.set_title(\"Training and Validation Loss\")\n","ax1.legend()\n","ax2.plot(range(1, EPOCHS+1), acc_list[0], label=\"Training\")\n","ax2.plot(range(1, EPOCHS+1), acc_list[1], label=\"Validation\")\n","ax2.set_title(\"Training and Validation Accuracy\")\n","ax2.legend()\n","plt.show()\n","plt.savefig(os.path.join(RESULTS_FOLDER, \"loss_acc_plot.png\"))\n","plt.close()"]},{"cell_type":"markdown","id":"75e51a2e","metadata":{"id":"75e51a2e"},"source":[""]},{"cell_type":"markdown","id":"f9780cfc","metadata":{"id":"f9780cfc"},"source":["# Test the model"]},{"cell_type":"code","execution_count":null,"id":"23e91642","metadata":{"id":"23e91642"},"outputs":[],"source":["trainer.load(8)\n","trainer.test() # test the model"]},{"cell_type":"markdown","id":"8a223391","metadata":{"id":"8a223391"},"source":[""]},{"cell_type":"markdown","id":"46b28fae","metadata":{"id":"46b28fae"},"source":["## Explainable AI for classification model"]},{"cell_type":"code","execution_count":null,"id":"00c73c2d","metadata":{"id":"00c73c2d"},"outputs":[],"source":["trainer.GradCAM_func(num_images=16)"]},{"cell_type":"markdown","id":"857ad8cb","metadata":{"id":"857ad8cb"},"source":[""]},{"cell_type":"markdown","id":"a7c4309f","metadata":{"id":"a7c4309f"},"source":[""]},{"cell_type":"markdown","id":"8d71fdfc","metadata":{"id":"8d71fdfc"},"source":[""]},{"cell_type":"markdown","id":"3bc49e63","metadata":{"id":"3bc49e63"},"source":[""]},{"cell_type":"code","execution_count":null,"id":"a568dbae","metadata":{"id":"a568dbae"},"outputs":[],"source":[]}],"metadata":{"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"name":"python"},"colab":{"provenance":[],"gpuType":"T4"},"accelerator":"GPU"},"nbformat":4,"nbformat_minor":5} \ No newline at end of file diff --git a/Session7_Medical_Image_Data_Analysis/CLS&SEG/classification.py b/Session7_Medical_Image_Data_Analysis/CLS&SEG/classification.py new file mode 100644 index 0000000..f543671 --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/CLS&SEG/classification.py @@ -0,0 +1,430 @@ +import os +import csv +import time +import argparse +import numpy as np +import matplotlib.pyplot as plt + +from tqdm import tqdm +from PIL import Image +from pathlib import Path +import sklearn.metrics as metrics +from sklearn.metrics import roc_curve + +import torch +import torch.optim as optim + +from torch import nn +from torch.utils.data import Dataset, DataLoader + +import torchvision +from torchvision import transforms as T + +# pip install torchsummary +from torchsummary import summary +# pip install grad-cam +from pytorch_grad_cam import GradCAM +from pytorch_grad_cam.utils.image import show_cam_on_image +from pytorch_grad_cam.utils.model_targets import BinaryClassifierOutputTarget + +parser = argparse.ArgumentParser(formatter_class = argparse.ArgumentDefaultsHelpFormatter) +parser.add_argument("mode", metavar="MODE", type=str, choices=["train", "test"], + help="Type train or test for the script.") +parser.add_argument("--milestone", "-m", type=int, required=False, default=0, + help="Milestone model number for test mode.") +args = parser.parse_args() +print(f"Mode: {args.mode}") + + + +# Data paths and hyperparameters +IMG_PATH = "Your dataset path where 'CheXpert-v1.0-small' is located" + +# train: 58,079 (neg 43,741 / pos 14,338) +TRAIN_LABEL_PATH = "Your path to 'train_practice6.csv'" + +# valid: 6,453 (neg 4,857 / pos 1,596) +VALID_LABEL_PATH = "Your path to 'valid_practice6.csv'" + +# test: 200 (neg 158 / pos 42) +TEST_LABEL_PATH = "Your path to 'test_practice6.csv'" + +# hyperparameters +IMAGE_SIZE = 320 +BATCH_SIZE = 64 +EPOCHS = 10 +RESULTS_FOLDER = "./results_cls/" +os.mkdir(RESULTS_FOLDER) if not os.path.exists(RESULTS_FOLDER) else None + + + +# Define custom Dataset class +class CXR_Cls_Dataset(Dataset): + def __init__(self, image_path, label_path, image_size): + super(CXR_Cls_Dataset, self).__init__() + self.image_path = image_path + self.mask_path = label_path + + image_names, labels = [], [] + + with open(label_path, "r") as f: + csv_reader = csv.reader(f) + next(csv_reader, None) # skip the header + for line in csv_reader: + image_names.append(line[0]) # image path from base + labels.append(float(line[10])) # Edema index + + self.image_names = image_names + self.labels = labels + + self.transform = T.Compose([ + T.Resize((image_size, image_size)), + T.ToTensor() + ]) + + def __len__(self): + return len(self.image_names) + + def __getitem__(self, index): + image_name = self.image_names[index] + label = self.labels[index] + + image = Image.open(os.path.join(self.image_path, image_name)).convert("L") + + return self.transform(image), torch.tensor(label, dtype=torch.float32) + + + + +# Define dataset and dataloader +train_dataset = CXR_Cls_Dataset(IMG_PATH, TRAIN_LABEL_PATH, IMAGE_SIZE) +valid_dataset = CXR_Cls_Dataset(IMG_PATH, VALID_LABEL_PATH, IMAGE_SIZE) +test_dataset = CXR_Cls_Dataset(IMG_PATH, TEST_LABEL_PATH, IMAGE_SIZE) + +print("Data Information") +print(" Train data:", len(train_dataset)) +print(" Valid data:", len(valid_dataset)) +print(" Test data:", len(test_dataset)) + +dataloader_train = DataLoader(dataset=train_dataset, batch_size=BATCH_SIZE, + shuffle=True, num_workers=4, pin_memory=True) +dataloader_valid = DataLoader(dataset=valid_dataset, batch_size=BATCH_SIZE, + shuffle=False, num_workers=4, pin_memory=True) +dataloader_test = DataLoader(dataset=test_dataset, batch_size=1, + shuffle=False, num_workers=4, pin_memory=True) + + + +# Define CNN model class +class CNN(nn.Module): + def __init__(self, in_channels): + super(CNN, self).__init__() + self.conv = nn.Sequential( + nn.Conv2d(in_channels, 32, kernel_size=(3,3), stride=1, padding="same"), + nn.ReLU(), + nn.BatchNorm2d(32), + nn.MaxPool2d(kernel_size=(2,2), stride=2), + nn.Conv2d(32, 64, kernel_size=(3,3), stride=1, padding="same"), + nn.ReLU(), + nn.Dropout(0.1), + nn.BatchNorm2d(64), + nn.MaxPool2d(kernel_size=(2,2), stride=2), + + nn.Conv2d(64, 64, kernel_size=(3,3), stride=1, padding="same"), + nn.ReLU(), + nn.BatchNorm2d(64), + nn.MaxPool2d(kernel_size=(2,2), stride=2), + nn.Conv2d(64, 128, kernel_size=(3,3), stride=1, padding="same"), + nn.ReLU(), + nn.Dropout(0.2), + nn.BatchNorm2d(128), + nn.MaxPool2d(kernel_size=(2,2), stride=2), + + nn.Conv2d(128, 128, kernel_size=(3,3), stride=1, padding="same"), + nn.ReLU(), + nn.BatchNorm2d(128), + nn.MaxPool2d(kernel_size=(2,2), stride=2), + nn.Conv2d(128, 256, kernel_size=(3,3), stride=1, padding="same"), + nn.ReLU(), + nn.Dropout(0.2), + nn.BatchNorm2d(256), + nn.MaxPool2d(kernel_size=(2,2), stride=2), + ) + + self.flatten = nn.Flatten() + + self.fc = nn.Sequential( + nn.Linear(6400, 128), # 256x5x5 + nn.Dropout(0.2), + nn.Linear(128, 1), + nn.Sigmoid() + ) + + def forward(self, x): + x = self.conv(x) + x = self.flatten(x) + x = self.fc(x) + + return x + +# Define ResNet50 model class +class ResNet50(nn.Module): + def __init__(self, out_features): + super(ResNet50, self).__init__() + self.resnet50 = torchvision.models.resnet50(weights=None) + self.resnet50.conv1 = nn.Conv2d(1, 64, kernel_size=(7, 7), stride=(2, 2), padding=(3, 3), bias=False) + num_ftrs = self.resnet50.fc.in_features + self.resnet50.fc = nn.Sequential( + nn.Linear(num_ftrs, out_features), + nn.Sigmoid() + ) + + def forward(self, x): + x = self.resnet50(x) + return x + + + +# Define model and optimizer +#model = CNN(in_channels=1).cuda() +model = ResNet50(out_features=1).cuda() +#model = torch.nn.DataParallel(model).cuda() # use with multi-gpu environment +summary(model, input_size=(1, 320, 320), device="cuda") + +optimizer = optim.Adam(model.parameters(), lr=1e-4) +scheduler = optim.lr_scheduler.ReduceLROnPlateau(optimizer, mode="min", factor=0.5, patience=3, + verbose=1, eps=1e-04, cooldown=2, min_lr=1e-6) + + + +# Define trainer +class CXR_Cls_Trainer(): + def __init__( + self, + model, + results_folder, + dataloader_train, + dataloader_valid, + dataloader_test, + epochs, + optimizer, + scheduler + ): + super(CXR_Cls_Trainer, self).__init__() + + self.model = model + self.dataloader_train = dataloader_train + self.dataloader_valid = dataloader_valid + self.dataloader_test = dataloader_test + self.epoch = 0 + self.epochs = epochs + self.optimizer = optimizer + self.scheduler = scheduler + self.loss_fn = nn.BCELoss() + + self.results_folder = Path(results_folder) + self.results_folder.mkdir(exist_ok=True) + + def train(self): + print("[ Start training ]") + self.model.train() + valid_loss_min = 10000 + train_loss_list, valid_loss_list = [], [] + train_acc_list, valid_acc_list = [], [] + + while self.epoch < self.epochs: + print(f"\nEpoch {self.epoch:3d}: training") + train_loss_sum, train_accurate_sum = 0, 0 + for batch_ID, (input, target) in enumerate(tqdm(self.dataloader_train)): + input = input.cuda(non_blocking=True) + target = target.reshape(-1, 1) + target = target.cuda(non_blocking=True) + + output = self.model(input) + + loss = self.loss_fn(output, target) + loss.backward() + self.optimizer.step() + self.optimizer.zero_grad() + + train_loss_sum += loss.item()*input.size(0) + if batch_ID % 20 == 19: + print(f"\n[Batch: {batch_ID:5d}] training loss = {loss.item():.3f}", flush=True) + + train_accurate_sum += (output.cpu().round() == target.cpu()).sum() + + train_loss_avg = train_loss_sum / len(self.dataloader_train.dataset) + train_acc_avg = train_accurate_sum / len(self.dataloader_train.dataset) + + train_loss_list.append(train_loss_avg) + train_acc_list.append(train_acc_avg) + + # validation step + print(f"\nEpoch {self.epoch:3d}: validation") + self.model.eval() + with torch.no_grad(): + valid_loss_sum, valid_accurate_sum = 0, 0 + for _, (input, target) in enumerate(tqdm(self.dataloader_valid)): + input = input.cuda(non_blocking=True) + target = target.reshape(-1, 1) + target = target.cuda(non_blocking=True) + + output = self.model(input) + + loss = self.loss_fn(output, target) + + valid_loss_sum += loss.item()*input.size(0) + valid_accurate_sum += (output.cpu().round() == target.cpu()).sum() + + valid_loss_avg = valid_loss_sum / len(self.dataloader_valid.dataset) + valid_acc_avg = valid_accurate_sum / len(self.dataloader_valid.dataset) + + valid_loss_list.append(valid_loss_avg) + valid_acc_list.append(valid_acc_avg) + self.scheduler.step(valid_loss_avg) + print(f" Epoch {self.epoch:2d}: training loss = {train_loss_avg:.3f} / validation loss = {valid_loss_avg:.3f}") + print(f" Epoch {self.epoch:2d}: training acc = {train_acc_avg:.3f} / validation acc = {valid_acc_avg:.3f}") + + # save model if better validation loss + if valid_loss_sum < valid_loss_min: + valid_loss_min = valid_loss_sum + self.save(self.epoch) + print(f" Saved model: cls-{self.epoch}.pth.tar") + + self.epoch += 1 + print("[ End training ]") + return [train_loss_list, valid_loss_list], [train_acc_list, valid_acc_list] + + def test(self): + print("[ Start test ]") + self.model.eval() + with torch.no_grad(): + test_loss_sum, test_accurate_sum = 0, 0 + output_array, target_array = np.array([]), np.array([]) + for _, (input, target) in enumerate(tqdm(self.dataloader_test)): + input = input.cuda(non_blocking=True) + target = target.reshape(-1, 1) + target = target.cuda(non_blocking=True) + + output = self.model(input) + + output_array = np.append(output_array, output.cpu().numpy()) + target_array = np.append(target_array, target.cpu().numpy()) + + loss = self.loss_fn(output, target) + + test_loss_sum += loss.item()*input.size(0) + test_accurate_sum += (output.cpu().round() == target.cpu()).sum() + + test_loss_avg = test_loss_sum / len(self.dataloader_test.dataset) + test_acc_avg = test_accurate_sum / len(self.dataloader_test.dataset) + print(f" test loss = {test_loss_avg:.3f} / test acc = {test_acc_avg:.3f}") + + # Draw ROC curve + fpr, tpr, _ = roc_curve(target_array, output_array) + roc_auc = metrics.auc(fpr, tpr) + plt.plot(fpr, tpr) # ROC curve = TPR vs FPR + plt.title(f"Receiver Operating Characteristics / AUC: {roc_auc:.2f}") + plt.xlabel("False Positive Rate") + plt.ylabel("True Positive Rate") + #plt.show() + plt.savefig(os.path.join(self.results_folder, "roc_plot.png")) + plt.close() + print(f"AUC: {roc_auc:.2f}") + + print("[ End test ]") + self.output_array = output_array + + def save(self, milestone): + files = os.listdir(self.results_folder) + remove = [f for f in files if ".pth.tar" in f] + if len(remove) > 0: + os.remove(os.path.join(self.results_folder, remove[0])) + torch.save({"epoch": milestone, + "state_dict": self.model.state_dict(), + "optimizer" : self.optimizer.state_dict()}, + f"{self.results_folder}/cls-{milestone}.pth.tar") + + def load(self, milestone): + checkpoint = torch.load(f"{self.results_folder}/cls-{milestone}.pth.tar") + self.model.load_state_dict(checkpoint["state_dict"]) + self.optimizer.load_state_dict(checkpoint["optimizer"]) + self.epoch = checkpoint["epoch"] + + def GradCAM_func(self, num_images): # https://github.com/jacobgil/pytorch-grad-cam + print("[ Start Grad-CAM ]") + self.model.eval() + target_layers = [self.model.resnet50.layer4[-1]] + cam = GradCAM(model=self.model, target_layers=target_layers) + image_list = self.get_images(num_images) + + for i, (input, target) in enumerate(self.dataloader_test): + input = input.cuda(non_blocking=True) + target = target.numpy() + + targets = [BinaryClassifierOutputTarget(target)] + grayscale_cam = cam(input_tensor=input, targets=targets) + grayscale_cam = grayscale_cam[0, :] + visualization = show_cam_on_image(image_list[i], grayscale_cam, use_rgb=True) + + plt.imshow(visualization) + plt.title(f"Label: {int(target)} / Pred: {self.output_array[i]:.2f}") + plt.savefig(os.path.join(self.results_folder, f"grad-cam-{i}.png")) + plt.close() + if (i+1) == num_images: break + print("[ End Grad-CAM ]") + + def get_images(self, num_images): + image_list = [] + with open(TEST_LABEL_PATH, "r") as f: + csv_reader = csv.reader(f) + next(csv_reader, None) # skip the header + for line in csv_reader: + img = Image.open(os.path.join(IMG_PATH, line[0])).convert("L") + img = img.resize((320, 320)) + img = np.array(img) + img_norm = (img-np.min(img))/(np.max(img)-np.min(img)) + img_norm = np.expand_dims(img_norm, axis=2) + image_list.append(img_norm) + if len(image_list) == num_images: break + + return image_list + + + +# Init the model +trainer = CXR_Cls_Trainer( + model, + RESULTS_FOLDER, + dataloader_train, + dataloader_valid, + dataloader_test, + EPOCHS, + optimizer, + scheduler +) + +if args.mode == "train": # Train the model + train_start = time.time() + loss_list, acc_list = trainer.train() # training! + train_end = time.time() + print(f"\nElapsed time: {(train_end - train_start) / 60:.0f} minutes") + + # Plot the training and validation loss and accuracy + fig, (ax1, ax2) = plt.subplots(1, 2, figsize = (10, 5)) + ax1.plot(range(1, EPOCHS+1), loss_list[0], label="Training") + ax1.plot(range(1, EPOCHS+1), loss_list[1], label="Validation") + ax1.set_title("Training and Validation Loss") + ax1.legend() + ax2.plot(range(1, EPOCHS+1), acc_list[0], label="Training") + ax2.plot(range(1, EPOCHS+1), acc_list[1], label="Validation") + ax2.set_title("Training and Validation Accuracy") + ax2.legend() + #plt.show() + plt.savefig(os.path.join(RESULTS_FOLDER, "loss_acc_plot.png")) + plt.close() + +elif args.mode == "test": # Test the model + trainer.load(args.milestone) + trainer.test() # test the model + trainer.GradCAM_func(num_images=16) diff --git a/Session7_Medical_Image_Data_Analysis/CLS&SEG/cls_train.txt b/Session7_Medical_Image_Data_Analysis/CLS&SEG/cls_train.txt new file mode 100644 index 0000000..2b8b318 --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/CLS&SEG/cls_train.txt @@ -0,0 +1,1360 @@ +Data Information + Train data: 58079 + Valid data: 6453 + Test data: 200 +---------------------------------------------------------------- + Layer (type) Output Shape Param # +================================================================ + Conv2d-1 [-1, 64, 160, 160] 3,136 + BatchNorm2d-2 [-1, 64, 160, 160] 128 + ReLU-3 [-1, 64, 160, 160] 0 + MaxPool2d-4 [-1, 64, 80, 80] 0 + Conv2d-5 [-1, 64, 80, 80] 4,096 + BatchNorm2d-6 [-1, 64, 80, 80] 128 + ReLU-7 [-1, 64, 80, 80] 0 + Conv2d-8 [-1, 64, 80, 80] 36,864 + BatchNorm2d-9 [-1, 64, 80, 80] 128 + ReLU-10 [-1, 64, 80, 80] 0 + Conv2d-11 [-1, 256, 80, 80] 16,384 + BatchNorm2d-12 [-1, 256, 80, 80] 512 + Conv2d-13 [-1, 256, 80, 80] 16,384 + BatchNorm2d-14 [-1, 256, 80, 80] 512 + ReLU-15 [-1, 256, 80, 80] 0 + Bottleneck-16 [-1, 256, 80, 80] 0 + Conv2d-17 [-1, 64, 80, 80] 16,384 + BatchNorm2d-18 [-1, 64, 80, 80] 128 + ReLU-19 [-1, 64, 80, 80] 0 + Conv2d-20 [-1, 64, 80, 80] 36,864 + BatchNorm2d-21 [-1, 64, 80, 80] 128 + ReLU-22 [-1, 64, 80, 80] 0 + Conv2d-23 [-1, 256, 80, 80] 16,384 + BatchNorm2d-24 [-1, 256, 80, 80] 512 + ReLU-25 [-1, 256, 80, 80] 0 + Bottleneck-26 [-1, 256, 80, 80] 0 + Conv2d-27 [-1, 64, 80, 80] 16,384 + BatchNorm2d-28 [-1, 64, 80, 80] 128 + ReLU-29 [-1, 64, 80, 80] 0 + Conv2d-30 [-1, 64, 80, 80] 36,864 + BatchNorm2d-31 [-1, 64, 80, 80] 128 + ReLU-32 [-1, 64, 80, 80] 0 + Conv2d-33 [-1, 256, 80, 80] 16,384 + BatchNorm2d-34 [-1, 256, 80, 80] 512 + ReLU-35 [-1, 256, 80, 80] 0 + Bottleneck-36 [-1, 256, 80, 80] 0 + Conv2d-37 [-1, 128, 80, 80] 32,768 + BatchNorm2d-38 [-1, 128, 80, 80] 256 + ReLU-39 [-1, 128, 80, 80] 0 + Conv2d-40 [-1, 128, 40, 40] 147,456 + BatchNorm2d-41 [-1, 128, 40, 40] 256 + ReLU-42 [-1, 128, 40, 40] 0 + Conv2d-43 [-1, 512, 40, 40] 65,536 + BatchNorm2d-44 [-1, 512, 40, 40] 1,024 + Conv2d-45 [-1, 512, 40, 40] 131,072 + BatchNorm2d-46 [-1, 512, 40, 40] 1,024 + ReLU-47 [-1, 512, 40, 40] 0 + Bottleneck-48 [-1, 512, 40, 40] 0 + Conv2d-49 [-1, 128, 40, 40] 65,536 + BatchNorm2d-50 [-1, 128, 40, 40] 256 + ReLU-51 [-1, 128, 40, 40] 0 + Conv2d-52 [-1, 128, 40, 40] 147,456 + BatchNorm2d-53 [-1, 128, 40, 40] 256 + ReLU-54 [-1, 128, 40, 40] 0 + Conv2d-55 [-1, 512, 40, 40] 65,536 + BatchNorm2d-56 [-1, 512, 40, 40] 1,024 + ReLU-57 [-1, 512, 40, 40] 0 + Bottleneck-58 [-1, 512, 40, 40] 0 + Conv2d-59 [-1, 128, 40, 40] 65,536 + BatchNorm2d-60 [-1, 128, 40, 40] 256 + ReLU-61 [-1, 128, 40, 40] 0 + Conv2d-62 [-1, 128, 40, 40] 147,456 + BatchNorm2d-63 [-1, 128, 40, 40] 256 + ReLU-64 [-1, 128, 40, 40] 0 + Conv2d-65 [-1, 512, 40, 40] 65,536 + BatchNorm2d-66 [-1, 512, 40, 40] 1,024 + ReLU-67 [-1, 512, 40, 40] 0 + Bottleneck-68 [-1, 512, 40, 40] 0 + Conv2d-69 [-1, 128, 40, 40] 65,536 + BatchNorm2d-70 [-1, 128, 40, 40] 256 + ReLU-71 [-1, 128, 40, 40] 0 + Conv2d-72 [-1, 128, 40, 40] 147,456 + BatchNorm2d-73 [-1, 128, 40, 40] 256 + ReLU-74 [-1, 128, 40, 40] 0 + Conv2d-75 [-1, 512, 40, 40] 65,536 + BatchNorm2d-76 [-1, 512, 40, 40] 1,024 + ReLU-77 [-1, 512, 40, 40] 0 + Bottleneck-78 [-1, 512, 40, 40] 0 + Conv2d-79 [-1, 256, 40, 40] 131,072 + BatchNorm2d-80 [-1, 256, 40, 40] 512 + ReLU-81 [-1, 256, 40, 40] 0 + Conv2d-82 [-1, 256, 20, 20] 589,824 + BatchNorm2d-83 [-1, 256, 20, 20] 512 + ReLU-84 [-1, 256, 20, 20] 0 + Conv2d-85 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-86 [-1, 1024, 20, 20] 2,048 + Conv2d-87 [-1, 1024, 20, 20] 524,288 + BatchNorm2d-88 [-1, 1024, 20, 20] 2,048 + ReLU-89 [-1, 1024, 20, 20] 0 + Bottleneck-90 [-1, 1024, 20, 20] 0 + Conv2d-91 [-1, 256, 20, 20] 262,144 + BatchNorm2d-92 [-1, 256, 20, 20] 512 + ReLU-93 [-1, 256, 20, 20] 0 + Conv2d-94 [-1, 256, 20, 20] 589,824 + BatchNorm2d-95 [-1, 256, 20, 20] 512 + ReLU-96 [-1, 256, 20, 20] 0 + Conv2d-97 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-98 [-1, 1024, 20, 20] 2,048 + ReLU-99 [-1, 1024, 20, 20] 0 + Bottleneck-100 [-1, 1024, 20, 20] 0 + Conv2d-101 [-1, 256, 20, 20] 262,144 + BatchNorm2d-102 [-1, 256, 20, 20] 512 + ReLU-103 [-1, 256, 20, 20] 0 + Conv2d-104 [-1, 256, 20, 20] 589,824 + BatchNorm2d-105 [-1, 256, 20, 20] 512 + ReLU-106 [-1, 256, 20, 20] 0 + Conv2d-107 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-108 [-1, 1024, 20, 20] 2,048 + ReLU-109 [-1, 1024, 20, 20] 0 + Bottleneck-110 [-1, 1024, 20, 20] 0 + Conv2d-111 [-1, 256, 20, 20] 262,144 + BatchNorm2d-112 [-1, 256, 20, 20] 512 + ReLU-113 [-1, 256, 20, 20] 0 + Conv2d-114 [-1, 256, 20, 20] 589,824 + BatchNorm2d-115 [-1, 256, 20, 20] 512 + ReLU-116 [-1, 256, 20, 20] 0 + Conv2d-117 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-118 [-1, 1024, 20, 20] 2,048 + ReLU-119 [-1, 1024, 20, 20] 0 + Bottleneck-120 [-1, 1024, 20, 20] 0 + Conv2d-121 [-1, 256, 20, 20] 262,144 + BatchNorm2d-122 [-1, 256, 20, 20] 512 + ReLU-123 [-1, 256, 20, 20] 0 + Conv2d-124 [-1, 256, 20, 20] 589,824 + BatchNorm2d-125 [-1, 256, 20, 20] 512 + ReLU-126 [-1, 256, 20, 20] 0 + Conv2d-127 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-128 [-1, 1024, 20, 20] 2,048 + ReLU-129 [-1, 1024, 20, 20] 0 + Bottleneck-130 [-1, 1024, 20, 20] 0 + Conv2d-131 [-1, 256, 20, 20] 262,144 + BatchNorm2d-132 [-1, 256, 20, 20] 512 + ReLU-133 [-1, 256, 20, 20] 0 + Conv2d-134 [-1, 256, 20, 20] 589,824 + BatchNorm2d-135 [-1, 256, 20, 20] 512 + ReLU-136 [-1, 256, 20, 20] 0 + Conv2d-137 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-138 [-1, 1024, 20, 20] 2,048 + ReLU-139 [-1, 1024, 20, 20] 0 + Bottleneck-140 [-1, 1024, 20, 20] 0 + Conv2d-141 [-1, 512, 20, 20] 524,288 + BatchNorm2d-142 [-1, 512, 20, 20] 1,024 + ReLU-143 [-1, 512, 20, 20] 0 + Conv2d-144 [-1, 512, 10, 10] 2,359,296 + BatchNorm2d-145 [-1, 512, 10, 10] 1,024 + ReLU-146 [-1, 512, 10, 10] 0 + Conv2d-147 [-1, 2048, 10, 10] 1,048,576 + BatchNorm2d-148 [-1, 2048, 10, 10] 4,096 + Conv2d-149 [-1, 2048, 10, 10] 2,097,152 + BatchNorm2d-150 [-1, 2048, 10, 10] 4,096 + ReLU-151 [-1, 2048, 10, 10] 0 + Bottleneck-152 [-1, 2048, 10, 10] 0 + Conv2d-153 [-1, 512, 10, 10] 1,048,576 + BatchNorm2d-154 [-1, 512, 10, 10] 1,024 + ReLU-155 [-1, 512, 10, 10] 0 + Conv2d-156 [-1, 512, 10, 10] 2,359,296 + BatchNorm2d-157 [-1, 512, 10, 10] 1,024 + ReLU-158 [-1, 512, 10, 10] 0 + Conv2d-159 [-1, 2048, 10, 10] 1,048,576 + BatchNorm2d-160 [-1, 2048, 10, 10] 4,096 + ReLU-161 [-1, 2048, 10, 10] 0 + Bottleneck-162 [-1, 2048, 10, 10] 0 + Conv2d-163 [-1, 512, 10, 10] 1,048,576 + BatchNorm2d-164 [-1, 512, 10, 10] 1,024 + ReLU-165 [-1, 512, 10, 10] 0 + Conv2d-166 [-1, 512, 10, 10] 2,359,296 + BatchNorm2d-167 [-1, 512, 10, 10] 1,024 + ReLU-168 [-1, 512, 10, 10] 0 + Conv2d-169 [-1, 2048, 10, 10] 1,048,576 + BatchNorm2d-170 [-1, 2048, 10, 10] 4,096 + ReLU-171 [-1, 2048, 10, 10] 0 + Bottleneck-172 [-1, 2048, 10, 10] 0 +AdaptiveAvgPool2d-173 [-1, 2048, 1, 1] 0 + Linear-174 [-1, 1] 2,049 + Sigmoid-175 [-1, 1] 0 + ResNet-176 [-1, 1] 0 + ResNet50-177 [-1, 1] 0 + Conv2d-178 [-1, 64, 160, 160] 3,136 + BatchNorm2d-179 [-1, 64, 160, 160] 128 + ReLU-180 [-1, 64, 160, 160] 0 + MaxPool2d-181 [-1, 64, 80, 80] 0 + Conv2d-182 [-1, 64, 80, 80] 4,096 + BatchNorm2d-183 [-1, 64, 80, 80] 128 + ReLU-184 [-1, 64, 80, 80] 0 + Conv2d-185 [-1, 64, 80, 80] 36,864 + BatchNorm2d-186 [-1, 64, 80, 80] 128 + ReLU-187 [-1, 64, 80, 80] 0 + Conv2d-188 [-1, 256, 80, 80] 16,384 + BatchNorm2d-189 [-1, 256, 80, 80] 512 + Conv2d-190 [-1, 256, 80, 80] 16,384 + BatchNorm2d-191 [-1, 256, 80, 80] 512 + ReLU-192 [-1, 256, 80, 80] 0 + Bottleneck-193 [-1, 256, 80, 80] 0 + Conv2d-194 [-1, 64, 80, 80] 16,384 + BatchNorm2d-195 [-1, 64, 80, 80] 128 + ReLU-196 [-1, 64, 80, 80] 0 + Conv2d-197 [-1, 64, 80, 80] 36,864 + BatchNorm2d-198 [-1, 64, 80, 80] 128 + ReLU-199 [-1, 64, 80, 80] 0 + Conv2d-200 [-1, 256, 80, 80] 16,384 + BatchNorm2d-201 [-1, 256, 80, 80] 512 + ReLU-202 [-1, 256, 80, 80] 0 + Bottleneck-203 [-1, 256, 80, 80] 0 + Conv2d-204 [-1, 64, 80, 80] 16,384 + BatchNorm2d-205 [-1, 64, 80, 80] 128 + ReLU-206 [-1, 64, 80, 80] 0 + Conv2d-207 [-1, 64, 80, 80] 36,864 + BatchNorm2d-208 [-1, 64, 80, 80] 128 + ReLU-209 [-1, 64, 80, 80] 0 + Conv2d-210 [-1, 256, 80, 80] 16,384 + BatchNorm2d-211 [-1, 256, 80, 80] 512 + ReLU-212 [-1, 256, 80, 80] 0 + Bottleneck-213 [-1, 256, 80, 80] 0 + Conv2d-214 [-1, 128, 80, 80] 32,768 + BatchNorm2d-215 [-1, 128, 80, 80] 256 + ReLU-216 [-1, 128, 80, 80] 0 + Conv2d-217 [-1, 128, 40, 40] 147,456 + BatchNorm2d-218 [-1, 128, 40, 40] 256 + ReLU-219 [-1, 128, 40, 40] 0 + Conv2d-220 [-1, 512, 40, 40] 65,536 + BatchNorm2d-221 [-1, 512, 40, 40] 1,024 + Conv2d-222 [-1, 512, 40, 40] 131,072 + BatchNorm2d-223 [-1, 512, 40, 40] 1,024 + ReLU-224 [-1, 512, 40, 40] 0 + Bottleneck-225 [-1, 512, 40, 40] 0 + Conv2d-226 [-1, 128, 40, 40] 65,536 + BatchNorm2d-227 [-1, 128, 40, 40] 256 + ReLU-228 [-1, 128, 40, 40] 0 + Conv2d-229 [-1, 128, 40, 40] 147,456 + BatchNorm2d-230 [-1, 128, 40, 40] 256 + ReLU-231 [-1, 128, 40, 40] 0 + Conv2d-232 [-1, 512, 40, 40] 65,536 + BatchNorm2d-233 [-1, 512, 40, 40] 1,024 + ReLU-234 [-1, 512, 40, 40] 0 + Bottleneck-235 [-1, 512, 40, 40] 0 + Conv2d-236 [-1, 128, 40, 40] 65,536 + BatchNorm2d-237 [-1, 128, 40, 40] 256 + ReLU-238 [-1, 128, 40, 40] 0 + Conv2d-239 [-1, 128, 40, 40] 147,456 + BatchNorm2d-240 [-1, 128, 40, 40] 256 + ReLU-241 [-1, 128, 40, 40] 0 + Conv2d-242 [-1, 512, 40, 40] 65,536 + BatchNorm2d-243 [-1, 512, 40, 40] 1,024 + ReLU-244 [-1, 512, 40, 40] 0 + Bottleneck-245 [-1, 512, 40, 40] 0 + Conv2d-246 [-1, 128, 40, 40] 65,536 + BatchNorm2d-247 [-1, 128, 40, 40] 256 + ReLU-248 [-1, 128, 40, 40] 0 + Conv2d-249 [-1, 128, 40, 40] 147,456 + BatchNorm2d-250 [-1, 128, 40, 40] 256 + ReLU-251 [-1, 128, 40, 40] 0 + Conv2d-252 [-1, 512, 40, 40] 65,536 + BatchNorm2d-253 [-1, 512, 40, 40] 1,024 + ReLU-254 [-1, 512, 40, 40] 0 + Bottleneck-255 [-1, 512, 40, 40] 0 + Conv2d-256 [-1, 256, 40, 40] 131,072 + BatchNorm2d-257 [-1, 256, 40, 40] 512 + ReLU-258 [-1, 256, 40, 40] 0 + Conv2d-259 [-1, 256, 20, 20] 589,824 + BatchNorm2d-260 [-1, 256, 20, 20] 512 + ReLU-261 [-1, 256, 20, 20] 0 + Conv2d-262 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-263 [-1, 1024, 20, 20] 2,048 + Conv2d-264 [-1, 1024, 20, 20] 524,288 + BatchNorm2d-265 [-1, 1024, 20, 20] 2,048 + ReLU-266 [-1, 1024, 20, 20] 0 + Bottleneck-267 [-1, 1024, 20, 20] 0 + Conv2d-268 [-1, 256, 20, 20] 262,144 + BatchNorm2d-269 [-1, 256, 20, 20] 512 + ReLU-270 [-1, 256, 20, 20] 0 + Conv2d-271 [-1, 256, 20, 20] 589,824 + BatchNorm2d-272 [-1, 256, 20, 20] 512 + ReLU-273 [-1, 256, 20, 20] 0 + Conv2d-274 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-275 [-1, 1024, 20, 20] 2,048 + ReLU-276 [-1, 1024, 20, 20] 0 + Bottleneck-277 [-1, 1024, 20, 20] 0 + Conv2d-278 [-1, 256, 20, 20] 262,144 + BatchNorm2d-279 [-1, 256, 20, 20] 512 + ReLU-280 [-1, 256, 20, 20] 0 + Conv2d-281 [-1, 256, 20, 20] 589,824 + BatchNorm2d-282 [-1, 256, 20, 20] 512 + ReLU-283 [-1, 256, 20, 20] 0 + Conv2d-284 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-285 [-1, 1024, 20, 20] 2,048 + ReLU-286 [-1, 1024, 20, 20] 0 + Bottleneck-287 [-1, 1024, 20, 20] 0 + Conv2d-288 [-1, 256, 20, 20] 262,144 + BatchNorm2d-289 [-1, 256, 20, 20] 512 + ReLU-290 [-1, 256, 20, 20] 0 + Conv2d-291 [-1, 256, 20, 20] 589,824 + BatchNorm2d-292 [-1, 256, 20, 20] 512 + ReLU-293 [-1, 256, 20, 20] 0 + Conv2d-294 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-295 [-1, 1024, 20, 20] 2,048 + ReLU-296 [-1, 1024, 20, 20] 0 + Bottleneck-297 [-1, 1024, 20, 20] 0 + Conv2d-298 [-1, 256, 20, 20] 262,144 + BatchNorm2d-299 [-1, 256, 20, 20] 512 + ReLU-300 [-1, 256, 20, 20] 0 + Conv2d-301 [-1, 256, 20, 20] 589,824 + BatchNorm2d-302 [-1, 256, 20, 20] 512 + ReLU-303 [-1, 256, 20, 20] 0 + Conv2d-304 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-305 [-1, 1024, 20, 20] 2,048 + ReLU-306 [-1, 1024, 20, 20] 0 + Bottleneck-307 [-1, 1024, 20, 20] 0 + Conv2d-308 [-1, 256, 20, 20] 262,144 + BatchNorm2d-309 [-1, 256, 20, 20] 512 + ReLU-310 [-1, 256, 20, 20] 0 + Conv2d-311 [-1, 256, 20, 20] 589,824 + BatchNorm2d-312 [-1, 256, 20, 20] 512 + ReLU-313 [-1, 256, 20, 20] 0 + Conv2d-314 [-1, 1024, 20, 20] 262,144 + BatchNorm2d-315 [-1, 1024, 20, 20] 2,048 + ReLU-316 [-1, 1024, 20, 20] 0 + Bottleneck-317 [-1, 1024, 20, 20] 0 + Conv2d-318 [-1, 512, 20, 20] 524,288 + BatchNorm2d-319 [-1, 512, 20, 20] 1,024 + ReLU-320 [-1, 512, 20, 20] 0 + Conv2d-321 [-1, 512, 10, 10] 2,359,296 + BatchNorm2d-322 [-1, 512, 10, 10] 1,024 + ReLU-323 [-1, 512, 10, 10] 0 + Conv2d-324 [-1, 2048, 10, 10] 1,048,576 + BatchNorm2d-325 [-1, 2048, 10, 10] 4,096 + Conv2d-326 [-1, 2048, 10, 10] 2,097,152 + BatchNorm2d-327 [-1, 2048, 10, 10] 4,096 + ReLU-328 [-1, 2048, 10, 10] 0 + Bottleneck-329 [-1, 2048, 10, 10] 0 + Conv2d-330 [-1, 512, 10, 10] 1,048,576 + BatchNorm2d-331 [-1, 512, 10, 10] 1,024 + ReLU-332 [-1, 512, 10, 10] 0 + Conv2d-333 [-1, 512, 10, 10] 2,359,296 + BatchNorm2d-334 [-1, 512, 10, 10] 1,024 + ReLU-335 [-1, 512, 10, 10] 0 + Conv2d-336 [-1, 2048, 10, 10] 1,048,576 + BatchNorm2d-337 [-1, 2048, 10, 10] 4,096 + ReLU-338 [-1, 2048, 10, 10] 0 + Bottleneck-339 [-1, 2048, 10, 10] 0 + Conv2d-340 [-1, 512, 10, 10] 1,048,576 + BatchNorm2d-341 [-1, 512, 10, 10] 1,024 + ReLU-342 [-1, 512, 10, 10] 0 + Conv2d-343 [-1, 512, 10, 10] 2,359,296 + BatchNorm2d-344 [-1, 512, 10, 10] 1,024 + ReLU-345 [-1, 512, 10, 10] 0 + Conv2d-346 [-1, 2048, 10, 10] 1,048,576 + BatchNorm2d-347 [-1, 2048, 10, 10] 4,096 + ReLU-348 [-1, 2048, 10, 10] 0 + Bottleneck-349 [-1, 2048, 10, 10] 0 +AdaptiveAvgPool2d-350 [-1, 2048, 1, 1] 0 + Linear-351 [-1, 1] 2,049 + Sigmoid-352 [-1, 1] 0 + ResNet-353 [-1, 1] 0 + ResNet50-354 [-1, 1] 0 +================================================================ +Total params: 47,007,618 +Trainable params: 47,007,618 +Non-trainable params: 0 +---------------------------------------------------------------- +Input size (MB): 0.39 +Forward/backward pass size (MB): 1169.56 +Params size (MB): 179.32 +Estimated Total Size (MB): 1349.27 +---------------------------------------------------------------- +[ Start training ] + +Epoch 1: training + 0%| | 0/908 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8LSvbD4F6JwInfzwBuZplldtSNdWxsbEyTk5NhP/bYv6TVokraEwziS9IyqP4ZB8Wx/NeBSJw9dZDtx+NcaeNy/x8D2thXp43tSqDWzxODSGIKSGcHfx4z+HVwf1BtAdria4mBMBZnV8nkksH1ppbxtXA8t/g6fYwxITEajUJJ1Gi0U87kEmmXRXuW2cutGDfvO3D33RuIdwC7xD6cE9uLpPBr8df5+0/+5E/0ile8IvFZ4rPMMsvscOyqM7YswJd7P60uw+1KoHOv30ejkbrdri5cuBCypDfffLOk9E3lLzdGlwa7s44diS/o/E5XYt6PtwPwbG68nQDHcKlVzC7DiCN15rsO3vP5fFiocRaMibnq9/thbDGb2Ww21Wg01Ov1EnvIkfX1xlBx7Qt/c239fj9BAKytre2qe9kvqOP52c9zdK0sJlou95m93rtS5na/LH5mmWWW2WHb5OSkKpVKaIgYq5b8NSdxXeK7V/Z1L7IvBqtxRjUGHjEo5rzuU9P8eRoojQnn+Bh+jrjJ016AyAGfgzlJiQyiXzOfjzPSsWyZTCQNJd13OVj048c+NG27H675cnvaOrh1f522pSBz5vvfklFPA7aM3wGu/8u4+a7XE8dgOP5BugyZzw+yZj9vDNbTCAJ+Z6cLt4zEziyzw7PH3BV5P69jVwKs/L7Xe5yjUCjotttu08te9jJVKhWNj4/rU5/6VGj9j8WMozsKd0zuuKQka8ff8XvSTlbUP5P2Ezt9Z3z3kj4BUMkKu7QZB+QOTlLYq8+BszOY7mDc0Ug7zSvccGos5rEECCDMZzlnuVzWzMyMCoVCyAYje/Zs/36AYNrzczXf2c8xrwRoY3B9uc9fCfhe6TOZZZZZZkfB5ufnVa1Wg1+Js5kQu3G21n1QrHjyH2wvsi8GeFLS/+4FWP3vNHAbv+/H5l8H0GlZW3wixG88njSD8JZ2/CU7CMRlQ8QA7vchjz2mwa8yVvpzeHxAxhSg6oZP9yypzz91r64ai4Eyn+Uzfm+5VifH+d7k5GQCVHMuxsPrPjYH2j4eB6NpINcly15uFdfxAnj5cbLf5dueWfZ5S8taZ1LkzDI7HHtMNbaXC9DTsrG+0O71OZfoxM6Sn1OnTmk4HOq//tf/qltvvVX33HOP+v2+5ufndzm5uOGCnz8tuxs7P8addq2MJ7YYrLosKq2uKHaccZMKFm4cky/qg8FAnU4nADSaNxWLxeA0eY+/cTKbm5vBebqDxhHiANyJj0ajxHh7vV5CVsS8jo2NqVQqaXx8POE43Fm4vPpqM5kx2Ex7fz/H2MtiVtvPd6Wscfy8+WsZuM0ss8yOg83MzITOtRCtdPvHvAeF17amyXg9UxsDVGn3uup/uy9Ok4umHXMvULtXpnevbGkMVh1MxbLkeLz8js/n2B4LUd4DAPPx8zknsxmD+1GAsPvEGDRyv/L5fKITMcauCZzfd3CgJwfjc4I6ThzE9bX+L8dnrK768ppffveGUg6M+UwMej1OibcsdII/bkLlGWtXpMW9R3wrRM+WM5fMUZzxzSyzzA7eHpMUWbp8kB8DD2e4/G8/Dpujs0G6N22Sthfcubk5lctlSdKDDz6o22+/XX/tr/01fehDHwoNFNyxxeyZL6Ax0HbGca/fMV/849fdqaax1mkMsDtclyg549npdELN7NbWVqibdVmQA0Z+jxnvuMEVDaAw3/MuZkbdgfOZ2PlPTk4mnBngGQcBO0ptbsx4utOM5zcN1MafvVJWdy/QernvuF3u81cCvvs9R2aZZZbZYVmtVlOlUgmKoXK5rKmpqfA3vtWzYWnqqNgfxkDwcgQir/kx3U9KSclyGjCNieKYXIzBr5Otaf4kzuzGvi9+n610HPilWaFQCN2NYyDn/pYYBiCVy+VUq9WCv+c9zuVALw2g8xlXuznwBnz7PPg1pMV18X1wkOfxgM+vK7riDK3HQnG21D/v3/NOz36c/fzt0mf+dhDsv3Pd3W5X+XxeGxsbajaboXGV/7/ILLPMDs72DWzjRTwNfKRla2Mw638jSymXywHQTkxMhM3YnSkeGxvT7Oys8vm8Zmdn1ev19IUvfEH333+/br75Zq2srOwCtjHwcgYvXgxdVpIGwH1B96YO8WIeO1bP3nomOc3B8683PsCxsKAWCgX1+311Op3wOT8W2VFkSg4enVX0a3OWlXsdz0taMOJMJ8xwqVTafrD+f+m0y3hwapVKJYwTCVC86Xrav7FdLhhKA8C8fjlCZq/MwV6f93FkoDWzzDI77ra4uBj8cLFYDB35IUSLxaIKhUJ4n3WPTvs050mr3dwry4rFPlhKNi5Ky9ReLovr4NbX6zRy2d/3c8a+2snp2CcC3iCh/VrS/ISX+ZAB53NOJrsvHBsbC0QD/ndycjLEAx6z4Lvj1zhOoVBIkBP+4+eemJhIjDnu5MzvsWzZx875IOy5dmIc7r3HDLFE2cFs/LykZW9jQBwDWY7hBL4DbW9Q5cD2zJkzevazn62xsTF96EMf0k033aS77rpLH/zgB7WysqLNzU01Gg098sgjexIamWWW2fWxq66xvdosbfw7mUwcpkudfF/YYrGoWq2WqD3J5/N66KGHdMstt6jZbKrT6eijH/2ohsOhyuVyIksas7aegY2bIKXVacTj98UpzVkyP5yXjG4sQfbX0ubUnRrgluMBYmF43fE42CYru7m5qU6no3w+H7YJIltK0ygcEs0cnCEGBAN08/n8ru7Tnhne2toKnZPj4CZ2VMViMSH7SQO5ac7xsZgHFFfDoO7nnPFnYqIj/kzG4GaWWWZH2WZmZgKQ9eaFAFrWeAdf4+PjoQQFeSk+zOsWPRMZN4SKwZf7XPfh8e/+916vOViLYwRJifgAS1NY+XfTQC3A1P0Xx8VHO0CSlIhD3H97Xw7I8eFwGPzk1tZWKEHivkxNTQVfzTHSsptpQI55iu9JGvENae7EN+ave+wUlzwBbv11ssROyMfj99cc4F5Orsx39soAx9/lfa/HdZA7Nzen8fFxtVot3XPPPVpcXNStt96qM2fOqN1uh/jvwoULGbDNLLMDtn0D27RMWPxazPjxGd/j1WWw7L3G76VSSbVaTcViUaVSSdVqNSFp4TOj0Uizs7Pqdrtqt9vqdDqBBUyTAbsTddCINDZNihIzgfHCHjvCeNF3RjTuGBkzwozP5zWX25F6+f6BhUJhV2diJNwOIn3LIUmJOhC+z7kcuGIxix0TAAQ0sMzMP+dl/ADhtGYQjM3n3LPVcfOpOKMbM+H+ns9jGumy1zOe9l7a+fxYadngq8n8ZpZZZpkdFZufnw8+ON7CLiaK47/jJkG1Wi3xnjfo8ZpEB6qj0Sjh47A4c+kGWEpbax3oxkqutKyvg7k4YxvLkPHdXpfKZ9Iyp3EmOJb2Mk9eZuRxS9z4yOtjOQZ+mNiKY7pajbjHQadfvwO/2P8Bmnu9XrguCHKPJbzPh28jNBgMwt9ppDOxRJz9dRAbx5ppoJ0xX+77/pkY+ELuezLEO1FXKhV94xvf0Je+9CU96UlP0le+8hUNBoMg7faYLrPMMjs4e1w1tlgs6ZB26kbIyvqWOCx0DmxrtZrm5+dVLpc1Pj6u6enpIKl1x1AoFEKdrS/y7XZbrVYrsJ6xFDhuJuVZQq+jiOU0scRG2t2hMZ4P5olxuEQ6ZnrdUXpDjvh92HPmhPnGcW1sbARw2+/3g2MrFAqJfWwBpByXseMQ3ZHhWH0eOC+sqoNb5Fdx5no0GiVqeR3s+r+xY3HGPw2YO0jGfJwerOz3mU77rLPYaXYl4JyB2swyy+y42NLSUigR8s78rkSSdhQ7MaBI83F8n5pQ1nq2oHO/Ju00SQI8uXFsX+uxuPERwNNJbgfiaWP1a3D/67GME+juS/34+Ck+y/tcn38+zvw60OP7ceYRXysp8bsDWD9nnAn3ufExkBVmLJwzzpKPj4/vysLvdT28z3GI5wDAMbnhsUcaAL2cus7/9tfS3o9f9zkCgPOvK+YuXbqkD33oQ1pfX9fW1pb+9E//NMQmqA4zQjuzzA7H9g1s44UgNhYZgCd1snFGlh8cBZ+tVCqJ/eGmpqZUr9fDIumAaTgcqlQqJWpMpqenJUm9Xi/IlBmPOx8cH4tVLpcLizOdAn1x8wV9LzZ4L0tjfJ0l5jNpzgXGG9DIdXvHP84Pww2rjqOhY/HGxsYuNtk3sAeo7gXI/N4yH+74+QwgFraZeWbumD+vYfHjx5JldzYua45lQf6v1//wEwNdn7f4WmP2+HLZ2swyyyyzk2iDwUAbGxthDYWkzufzQTnkSiRJibU5lqFi+A+I70qlIklBVss2caiOJiYm1G63E/4jztoCijyzjE9wcjn2vfHfMXhzMOtxhKusPBvtGTr3k/yNX2GXAp8jJ/udKPZxuj/kdd+dIfZ1HIfvOBnt2WBXY5FJ9WsjRogBY1wbG98X7oPPs5MfrrLba7eEvYAr4/dYKJYp+73w392Hx9neGNj6D2OFWBiNRpqfnw/HyuVyiV0glpeXs3ghs8wOwa4qY5vGhvnCUiqVVKlUAmMFu1mr1TQ7O6u5uTlVKpXwOnKnUqmkycnJAMLW19cDyKT+FvmMA6Z+vx+AMWMYDAaan59Xv9/X2tqaWq3W9oVGe+4B1PL5vLrdbmAoOUYaoPHfXXIVM5TOEMdMd+xMOV7sFDgO118oFMLG4tTIjkajBKPuCysBBsEBwBcmHKfnbf/dsfg9528CBX5iMOzsprO6sazJJUjMtztPB77ucDY3N8M4YwAc70/H5z3ji+Nzp365+7zX/4H4PsXvx/c2s8wyy+y4GP4GH+1NHPEt7gMgrfHnnpF1ohGLs4w0oqpUKiFb2Gq1AsAdGxtTq9Xac13GzwBEJYXv7sfXeoYWnwuYxfBBfM5JeMybITmQcxDsfSuIIxwgxv7FwZqPxYGx+1R++LxvI+SA0xVc7gsZK40eec/34XUAyHfwsS5L5lj+HQfocXY8Brd+vTFJ4vPKte6lnouBryvV/JpiFZjXJxPDubybz/oeuJ1OR91uN3F9mWWW2cHaVQNb/91BbrVaDZu6O2hdXFzUqVOnQjMKmEi6IAOCcY6zs7NaWlrSV7/6VXU6HdVqNZVKJZXL5V0d64bDoTY2NsI5YyZybm5O3W5Xly5dUqfTSQBOZ5zdSaTVRfiCjMXS5jQA49lYfo+lOu6IeM0BsWeSAW581hfbiYmJAOJwWiz0BA4cw8fitS8xeI8dQsy+ey1RzGK704kdUprFn4mBLWN3J+mZWe9amLYJO5K3WNqWBnDTAK9bWkZ3L/N5zUBuZplldtSN4B1QQuAeq3Tcl62vryeyppVKReVyWaVSKQE44nXb13YA1OTkpKrVauihUSwWNTY2pna7vYt0Jss4MTERenLQ4TfO0rpvYvz8i0KK8XpsE8uR8c98N17bHfDGABfA6D0n/LPMOT5/L+I1JmvJVMdxSpqf4vySgsrK5dSMwb/v5nNKDFIsFgPxzjnieY5Ln3yMHGsvRRpAM1Zzcc0OpuNxx7GWv+9xhl83xI4rDiXtaojm+wyjZuB3nsfMMsvsYO2qa2wddLAgTU1NBVBLI6NisaiFhQXNz8+rVquF18nMsgCz/ywGyD116pQ2Nzd16dIlNRoNzc7OamFhQVNTU4m60nj7Ghwai93MzIxmZmZUr9e1vLwc3ndgyyIVgzFfENOAiYNoX+j5NwbScV0PxvH5jsuQyLD6wupOiYZb8ZgIAAgi6ILs43W2My2THLOs8fWnsbw+d57V5vM+r7zm54t/d5lT3Ckx3k4oliq7hHlzczNsMwTIdcbar4d7EV9rmqXNSwxmM1CbWWaZHRdL6/wbl9XEIBEbjUZBUVSv18M+uL6lX5zRxYdLOx11x8bGND09rXK5rG63G/a1b7fbAfR51o64ABLTJcPS7j1vXT7t5VMxYHI/zrxISvhSaUcWHB/f58UVQ8iRuWaM47gvxAc7IMaX4k83NzcTJU0en7kP8vsZ+36fM884xqQvx8bHOnAtlUoB6LKfKxn+mDznmDH4jrsq53K5RNmZf86vx2OFOMbgOfHzx3GsNziNy78AsYwNQM91e8KA/xuoFzLLLLODtccsRWYxmJmZUa1WCw4MafHMzIxmZ2dVq9U0PT0dam5Z1L2ZlC+mFOPn83mdO3dOtVpNFy5c0NramhqNhqanp7WwsKDZ2VmdOnVKkkJtDpuWe10HEtxTp05penpaFy9e1MbGRmJRKpfLarfbuxZHaae+JK1WJnYUsSNNY4cxdy68x7y40/euxv49gGS1Wg0La61WU7/fV7vd1sbGRmiyhRP2mp/Y+cWZSh+nBxD+mRjYSgpsM8FJ7Ay9yUbav7H5/YjrabwOJga2PoeexXVH5bJuJHZxVnqvccWA3B1m7Dw9MIjZ6swyyyyzo2SlUmkXGevZz1gZJSWzlL7O9ft9NRoNtVqthJLL961Py+J6n4iJiYkgdR4bG1On0wllKYwXRVKn09nll9N8NH8Tt+Bf3LdSWoMCitKdGKQ5yOH6PYvnIMnBmpdHebfiwWAQpL+ejeQczAkxjyuZ9jLUX4yB1xyIO5hMA58+r+7j4tpYfniOKPVK8/Wxr3TCgfe4XpIPToT4ceK4xH/32McNNZur/iQlYgbiSWJVB/bMGckGb3DpqrnMMsvs4OyqtvuJQe3s7GzYKBzpEXKe2dnZsB8eNSuYF+N7FpMsnKTQOGlpaUlTU1NaX19XvV4PWdxut6upqSlNT09rdnZW8/Pz6nQ6Aay402XhmZyc1K233qrl5eVQewsb6I7HFzS/fv/Xf08Dsc4qemaUa/bgwIMI5hlH6lIZJF68D9Bst9vBWZXLZY1GI01OTiqfz2tzczM4jDQJWOykYtsr28rxYimQ19Rw3jTQF2e740DJwWDa3761Ubx5Oo7IHaZ/x/fMpSMnAJfnx9ngtHvu87UfVjbL2mZ2OUuT7WeW2WEYvvdyoDDN10m794P153kwGITt+dj31kFuPp9PbL8H0CMDuLCwoMnJSTUaDXW73SB7nZqaUqFQSGw/40Am9s2QqyjIWMuRNPM9V/UwH7HqiePji8jsOeHr5UKAp8FgEMA5AJf4x7dBAsx71nh8fFwbGxu7sufSjoTW98L1cXE/PPvMfPN7rHzyeYvH4fEE/46PjwepNPPMaxzbkwgc32ONmAwnnvHYYq+4xZ9J5icG3ZTDMb/cE6TGzAnEBAmTvdR2Hn9wD7vdbubzM8vsEOwxZWwd1NL0oVqtBla1VqtpamoqZHABte4ApB0ZkLTTcIl9avkbBzg9Pa3V1VWtr6+HBaTZbGpjY0Nra2uanp7WqVOnwv62OL2YzZycnNQtt9yiRx99VGtraxoOh2GRjxsqpDWPwGJnHkud+I47VLLUvoDH8h93EIBXHJdLlDyDzHhxlC6vZcFmuxxYXq6bY3A/4nH79TPmNNbWmU7qdh0c4mDT5M/+fV5nbHG23M+H83XG2+eZzzpBgZMH0Lbb7fA3xAi/04DExxnb5UiB2LJM7eXNm8iUSiVJCtt4QVadFJucnNQTnvAEPec5z9Hdd9+tm2++Wd1uV48++qi+8IUv6DOf+Yy+/OUvq9FoJJ7fzDK73nb27Nld3eWxNPmxW5qCx0tSOBaZLcqASqVSWLchdF36CWCam5tTuVxWvV4PyisnNtMAeJzBRSZaLBYTtb2+SwKZWfdP7lc9Fsrn89rY2Ajb6vnr+K9cLhcAHllr/CT1yzFYdNWWA8itrS11Op1wLpIBzDnHIrvpYI1YAmDtZHWv11On01Gv10sAbO4r46M3StxAKyYTJIXO2rlcTuVyWcPhMJSQOSHOObxnR5yFrlarGo1GAdR7jXHaM8iYAbbMi2f/IdTjuI+xOEniJEKcBGG+AMAZSZlZZodn+wa2DlSoW0UKSw0tGduZmZngqABeLF4svtRjAgzoxMiC4xlAAl6aN6yvrycWxMFgEDogLy4uanFxUbVaLbE/nrN/pVJJt912m8bGxrS2tqZcLqdarabV1dUwJha/fr+fkDftJYFxZ+LO1RlU33bInSaOnwWdOiSOjyNGtoUzl6RWq5VgWB2Me2dDHGhcE8P5fUGPM7pORFwuiyntODQHm96oyj8by5ecHPDriLMA7vgcMMPA+/Pqe/cOh8NQf8Wev7DfZA4At5OTk6kANx735WTIe2WdM0va1NSUXvSiF+n+++/X05/+9NBsTpKazaa++tWv6hOf+IT++I//WJ/73Od08eLFRDfv42RTU1O6//779b3f+7267777ND8/v6th3XA4VKPR0Fe/+lX95//8n/WhD31In/70p3XhwoVje92ZHR+bnZ3dBeBYT13NFCti0tZA/HpMSAL4AGmj0UilUilRq+ilOS7vZa0eDAbqdDphzXZg5P4k9jGoyEajnX4c/HgNJSoeSQlw6VJezke2mLFCrAI8XYXV6XTUarXCDhL4Nz7nINvH5s0QIQb28jXeZ4T3+dtVTWS6G41GAOZx3wmOS9MkEgfsgiHtJjAo8RobG9uV+a5Wq4k9ivnx5yT2q5ubm5qYmND09LRyuVyQJZNBj4l3SYkMOXEfXb6JG7jeXC4XEjD+feJP7iNlb4D/uKEp18+zm/n8zDI7eNs3sIXBnJ2dVbVaTYBaZMgwkTSScseCRJn/7N6N1wEPsiMWCpetFotFLS4uqlgsql6vh0XbgSIyZSTMxWIxLKw4xsFgoEqlonPnzoWtBKampgIQzOe3N5IvFApqNBqpIM4XMUBtzFb6AuegNp/Ph20JWMDd0bAY+6KMY+dvXnNZNw6CuSAocPY5ZrQZFwEzx/YF20F2DGrd/D3G6YF4DGyd/Xe2mTlyiZU/D1zjcDjU5OSkarVaeGa8wdTm5mZoOgHT2+/3E3IzaWcPXiRjLk+uVqsheHKA6+DWr9/nKw3QnqSs4+O1QqGgZzzjGXrrW9+qF73oRYGUiO2uu+7SC1/4QvV6PT3yyCP65Cc/qT/4gz/Qn/7pn+rBBx9Uo9EIRM9RtUqlohe84AV6wxveoL/8l/9yAO5pls/nNTMzo3vuuUf33HOPfvAHfzBc93/4D/9B/+k//Sc99NBDiTrDzDK7VuZ7n8bGGgco8K3lPLinTlXayc56LaYDUElBkRET4u7rWHtZq4fDYfCv+BL3gbG/AmwxLvwL/tlLUvjhHHF5C0bmk/WHa0JGjc8mE9vr9ULt7mAwULfbDaVa+CViHo8pHND6tnfcE87Nv8y1N0xymTR+sd1uq9FoBHIgvkdOUDN+aVtJMz4+HhqHei8Qr0mlPnp8fDwBZElU0FzKyXR/9ngNUDk5OampqakEmZHWG8Pl7ZTKAWg9ky3tdAH3mIhzs/UUYDauafbffczEXZm/zyyzg7d9A9vRaKTZ2VmVy+XAevoWP7Co1Oe4BIRMK07IuyM70+nnovbFA1YkQ3Nzc5qYmAgBLQsS5+v1elpeXtZgsL2n7djYWKifxAC3Z8+e1YULF0LzJZpNlctlbWxsJLLN/OuMLQDMGVYH7M4I8zn28uVaWSC5Ft+Tz/fUc/mLy3B8j0GcmQPamJXmx4MQGGHPhDJP/BsHO/Fn0oCt1+ww1ljOFmdncepeB+TMN5n9Wq0Wnsc4mzAcDsMcA1Spq5F2QDYBAxmAZrMZJO445UqlEphaHKq3+d8L7MevZU5ux86cOaPXvva1+tt/+2/rzJkzV/w85Ngdd9yhO+64Qy9/+cvVaDT00EMP6fOf/7z+5E/+RB/5yEf0hS98IfH//LBtfHxcz3rWs/RjP/ZjeuELXxgk1ldjxWJRt99+u26//Xa97GUv06OPPqpPf/rT+j/+j/9Df/AHf6BHH300k71ldk3N9y2NA3YHPb59DVk7smNOSrZarQCcsBiY4a/wk6zrgEuACucDoEEGN5tN5XK54LedfMzn86pUKommkYDJ0WgUwB39FRib17+mKZncJ3qcAKCNyVvG7gYI7vf7iTFybJchA7jxkZ5x9NjDs67eOBGfSpPJVqsVSFv8v2e7IXM90+vHrtfrQbGHT/VnhHjKM7W+522lUgmEgme8Mf+ba0DBRvYbVR5xCLtzEKdCZjA/EAPewDTOyrIfLdfvKoCYbPf58caVmWWW2eHYvoHt6dOnw8I8NjYW6md9ex8WFG+EwALHQgHgmZiY0MzMjKanp5XP53exnoPBIGQ13dFwPDox1+v1RMdgHPLW1pbq9bpGo5EWFhZUq9XCeciQjkYjTU1NBYcxMzOjjY2N4FwAPZ7d4zzOJvPjThQJlmceGR978np2lTllgXVJEXOA0/D285JCrRE1Qw6WkTaz8LrsJ23B9jolzFloaQd8xhlz7reD4zib7HXDPpceAADGAeyeHS+Xy5qdnQ2Bk+/nl5YJ8AYdAOL4Hp47d07SdkdN9kymQQnPgAPcjY2NsMciwZpnwTm+j8Nfu5GtWCzqO7/zO/UTP/ETuvfeexPdRK/GyGrOzMzoaU97mv7m3/ybWl1d1Uc/+lH983/+z/XhD39Yq6ur13j0V2enT5/Wm970Jn3/93+/FhcXr8kxC4WCbr75Zt18883663/9r+vLX/6yfuu3fku//uu/rq985SsZwM3scZtnCmN/5H4k9lOj0SjEBQ4GnSgl4+c+xYGyk93erZa10/s2SAr+uVKphPpVQDTZNUlBFksWkXMNBoMA7jj2cDgMTQSlncaWGEAaMtkzc/gtB0xx1tiBEb4LYoDsIe8Th+D3+eG4bmmgMAaaAP9msxnmie8A8smwMw7PCMfHHw6HajabCd/v//Z6vURNMUS9g0au2bdvZM6cUPBnidrjqampQDoPBoNAVniMGt8rl7kT8+DTndzAPBZKK4uK1WT8H8kA7mO3fH57H2BKC2dmZkKMuby8rIsXL2ptbS3x/GaWGbbvqHJ2djZkQuJuhr5HLY7IC/C91sCL79fX19Xr9QLw9K55LAzUOrqxcLJo0RXY5Sf1ej2A236/r6WlpVAPAlvIv9PT0+p2u6GZlKQAXHzMsdTKgauzzL5oMl4YZxbYuAmBL57e0RDw5cfCIeOAJGlubi7hVLgOd4oOupljz47y+ZhV9sDEx+DstWdq/Xs4jthJxU6XefT7y7/StrRobm4uEBEELTgOzx77NkPIvpx9JhsuSbfeeqvOnDkTuiQ3m02tr6+HzC1dPKm37XQ64VmvVCpqtVpqtVqJ7tM+T2ly5BvRcrmcnvjEJ+rHf/zH9YpXvCKx9/K1sEKhoMXFRb30pS/Vd33Xd+mzn/2s/tE/+kf6zd/8TXU6nWt6rivZ2NiYnve85+lnfuZn9C3f8i27iLFrZRMTE3rKU56it7/97fre7/1e/eqv/qp+5Vd+RY888sh1OV9mN4axTrvP8XUMn0Hg7gQqvj+ul2R9bjabu5r+xMDBwaekcHyOxTgYlwMzssWdTifseQsRC+DhuEhxvWGgb6HDMT37GxOn+FEnnfGdKIRQaaSV2zgggrDm866EGg6HiexkvJev+0qMOfYMKz4On4WPZAw0sooJWn587mKf7++xry4SaMqCIBjIopJdB8hAKPD8OaHi8+2KNPq7MBcQHC5Z55kjtiIu8BptfDj3DkubizgedOk3rxNjZLY/K5fLuu222/TsZz9b9913n+6++27ddNNNIYklbT/vxOoPPvigPv3pT+sP//AP9clPflLLy8tHhtjlOaxUKlpcXNSZM2e0tLSk+fl5zczMaDQaaW1tTaurq3rwwQf14IMPamVlJSsvuka2b2ALm+eMpG9oHcuN0+SkXs/iLGyz2VShUFClUgmsGoCIh8NZNBZevrOwsBAWUF+YVldX1e/3Q4Olm266KSGdAuxMTk7q1KlT6nQ6qlQqunjxolZWVkJ22rNx7lhjUJbP50PnQ5cfwxw6y8wiK+2WHLF44wicGGDBdDA9PT2t+fl5jUYjLS8vh7lyKVKcnYWE8EVb2pGgwY7V6/VUqVOa85N2y7R5Rly+SwbXzY/lHReLxaJOnTqlubm5sGUAWVLPeHvAlcvlEuwz95HAy7P6jJ1np1arqVarhSw+AVK321Wr1dL58+e1tramZrOpbrcbgpd6vR4IFg80siztdsOkV7ziFfqxH/sxPfGJT7zuIL9YLOpbvuVb9N73vldPfOIT9T/9T//TgTmMarWq173udfrxH//xsM/29bZcLqdz587pHe94h1784hfr3e9+t/7dv/t3IeOUWWZXY968kbUef4yv8p4QlB+5n5d21nSXFUMuY3GZimdSPRYgZnC/40oZxpXL5UIcUi6XEwDQs4HSNsheXV1Vs9lMSE4xjr1Xdg7z9d5JW4ATXXzJVnp8wPc5HhJhl9PGWVL+9Wygq8KYC78H3K9+vx/ApPe8iP3p1tZW+BzjYv7i7CT3Ln4OOJ53rh4Oh6E7Mn1aIJUHg0E4BhlY5jYtxvB7Tr8XgCVj8A7XxBVk5MnQcu/Tnt20rHh83/3++/NJljGzvW1iYkJ33HGHvuM7vkMveclLdM8992hubu6ySi5qu8+dO6f77rtPr3vd6/QXf/EX+uAHP6gPfOADOn/+/AFewY5NTk7q9OnTevrTn657771XT3/603XnnXfq1KlTqlarCRWntEPSdLtdLS8v69Of/rR+93d/V3/4h3+o8+fP3/Bx4+Ox3Gifs/fSl740ZE5h3KixRaaJQ4kXb7bsQS7kC6oDxampqdDEAXmPg2CCUx4MB7hee8Nm4I1GQ81mMyxa5XJZp06d0nC40wQBhndyclKtVksPP/ywvvGNb+jzn/+82u12IlMZ/2fDsXrNJ0whTO38/Lyq1Wr4PEwOjs/Botf1cE0TExNhWyUW7V6vF/b0ZVFH3j0ajVSv1xMNHQC6/DC/OK0YjOZy2635W61W6JYIyEOyJSkEH15/47JwiIlarRaAYPw+5+Rnenpa09PTIWC6+eabNT8/r+FwGLoxOuMfy8ELhUKoQyIz7tJ4uhky/kKhoOnp6RCEuKyMZ5TzUtvcaDR06dIlXbhwIVxXp9NRvV5Xs9kM33VCxIM8gp2TboVCQffcc4/e8Y536AUveMGhMNj1el0PPPCAPvKRj1z3c509e1bvete79KpXvepQ2fpms6n3v//9eve7361HH3300MZxUJYFANfWHnroocSa7mAwTYoK+MVX05jI1/e4BtFJVvx23GHWzyspkXV1ACHtZDU9k4gfJYOI39rY2NDy8rKWl5eDSiw+L2Qo6iaO5wotfLGXUDmxSWzifTpQsBEfuK93chZVENlbro/xsd2Pz783nSQGc/VVv9/X6uqqOp1OIiPKvJFZdbDnKqp4+zsvbZIU+qY4qc71xmVrgEwIZwfSgFhKgeKMsWemPdZi5wjmnHvu/pfXu91uAM9Osscg1WNYPwbPI9/xfznen/3Zn+nv/J2/o263u+//ezeK1Wo1fdu3fZte/epX6/nPf74WFxcTsfZjscFgoD/5kz/Rj//4j+sTn/jEgfiFQqGgW265RS94wQv0kpe8RM94xjN06tSpx9wRu9/v64tf/KI++MEP6p//83+uhx56KPNvZvudi31nbGdmZsIest54wbO2LFQOXkulkmZmZgIwY3DuKPmhCy2daLvdblhwOY/X91AHgvNyx9fv98P2LZyn2+2GZgfeGRGHhdx1dXU1NDXguDHD6kwui2vcKIp2/l6ny6LNed0JxLIfB+peU+O1NowD4FWtVkOWl+/A0nqLegINzJnhiYmJ0I4/lkEzZr7jcqRYsixtkwnIh3GKDkqdjWX+x8fHVa1Wdeutt4YaGgCxqwBc5t7r9dRsNkNtLHU9g8EgfN/ZbgfHW1tbYZzIluiCOBqNQpdO5qFcLoeF+Pz58wlJOoRKGqvPuW8EW1xc1A/8wA/ojW98o86ePXto45ientZ/89/8N/qjP/qj6ypTuuuuu/SLv/iL+o7v+I7rJj3er9VqNb3hDW/Q3Xffrbe85S365Cc/eWQkWpkdD3MZp2fIMPcf3rAPMpof1nvAAeAW3+ZEZVymkqYKAqykbacSE4gQu8QkqMMoH8F8rfYmkPhQrhegip9nzN5l330z8+LjwgBY1J3GINdjJXwuYNtLiGJwFWdMfV7ZD5zj4hd931rIaQh4gCXnchku5+B4xIY+r2RMyVp7b5VyuaxcLhe210OZxxhLpVLI5vo95jqZN0rSGFcsOyb2oHEVRL0T+g5mvczMe5/4M0htJ/PgzyrPpW/bmNm21Wo1vfCFL9Tf/tt/W8997nMvuzvA1VqhUNC3fdu36QMf+ID+1t/6W/rTP/3Ta3bsNLvlllv0ute9Tq985St17ty5xw3Mpe1n52lPe5p+9md/Vq9+9av1v/6v/6t+67d+S41G4xqM+MaxfQPbcrkcMm4OZn07m7hpQqVS0czMTCJ7EbOwvjAAYicmJkKzp3a7HRZbnApZOQ/WHCwxPgClO2TAM91xkS6xYLEPL1k8MnCefWMBpIkD+6OxIJJlZUPxtEwvoNzZT19Y/VzSTp0MMlrmLp/PJ+Q2ZGORGcPAAnwdlEIOYJwXWa5vYg545vrIFjsjHTtVQPlgMNDc3FwILNxRefb99OnTgdi49dZbA8GBbIprd1JgfX1dy8vLoVFYqVQKmX/PGsTyZycV+v1+yIDTkKhSqYQADEfWbrfDeEejUag7TyM92I7K5WE3giy5UCjovvvu0zve8Q5927d9W+J5PSx72tOepmKxeN2Y86c+9an6lV/5FT372c8+MoFMPp/Xt3/7t+t//9//d/3ET/yE/tW/+lfZHriZ7cu63W7IfBGkA3ziMhRf3+JsJ74EUIb/8eyptLu7rJQkAmNS2BvzOIEr7Uhy4/XY902tVCoaDAahxAQAGnfVx8dxHHw+xDTfcRUWfgYfBaHK9x0goZrivKVSaVfSAJ/qUmJXXnmpFyCZ++JzBrjc2toKDZI8HmBOAXOx34R4dnWZlxXFJDlEAK9zvwCVjUZDs7Ozmpub0+TkZNgGiQQI2VtIA2IG5pW6Wm8uxjh4hhifxyW+3V/cndo/x/2iFtjjMeJc7kXs02OVVmbb5UH333+/fuRHfkT333//NQW0sT3pSU/Se97zHn33d3+31tbWrvnx8/m8nv/85+vd73637rnnnmsCaGMrFAp62tOepl/6pV/SAw88oHe961361Kc+lRHU+7SrqrEFLAFmXfLiLO3Y2FjI1MaBbZoE2UHRxsZGkK7QEADpDIsWUh7PhLpDZfEDGHmtCAsg45Z26nxwvrVaTWfPng2LVqfTSch0cU68Fm9lRNdeB/H+PW+4wdz59dEiH7CMoyPAcJkPr/E9Dz5gKTk/r/nfcefDuEaUuZqeng4g1RuHxOA2TZbTaDS0tLSks2fP6vz586GBiActi4uLmpubU7Va1c0336xKpRKCDoIVgPbW1pbW1ta0vLys1dVVDQaDUMccOy0WHa8R90ZZzDnqAJpG8bwUCoUQFHE/XfY9Ozu7/R/p/ycAvBMmYDt2fCcV3C4uLuqHfuiH9MY3vlELCwuHPZxgp06dum7A9ty5c/on/+Sf6DnPec41P/a1sHPnzukf/+N/rDvuuEP/4B/8g0SmKrPM0gyfwZZ70u4t5VDvsKZC4tHAkdKOtLIXfFScCY6ztLEkmbUXY+0GgHsNrvsvGkP51oAQmNS4+TZvXkvsAN7Bm29nBAhmLF5GhZTYs9JOzDJvvgVNsVgMCQTPUnMuz8K6NNgzvfhkana3trbC9j6+VR3H8aSBZ73J7DqJTuziRK2PgdiA0p207Y1IkrRaLc3Ozmp2djbhW/P5fMjmkzyQFHbfiLO0LiV3YAkBwDyXy+VAWnMtcfmRZ14hG3jPa3hRdvnxPTa8HoDnuBkA7X/8H/9HPfDAA5qamjqQ895333160YtepN/4jd+4psfN5XL6q3/1r+qf/bN/diBKtMnJSb34xS/Wvffeq1/4hV/QP/2n//S6gPWTZvsGtiwovvh4MTT/kQEOyEyk3W3n439ZUFmg2EMUuYmk0KFYUsh2egdmFl/Oz5impqZCM6A4q8ixaFDhzPOpU6cSwI263TS5CnPhGWpADuPE+bosxv92uQ8SreFwGGplfX4cAEvJLQRYpGmzHzOwnNMBMhYz3bzGPJRKpTA2lyU5acB3PFvZ7/fV6XQ0NzenhYUF5XK5RFONmZkZnT59WrOzszp79mzoaunbRVGb0263Q6v3Tqejcrkcgil3Zk4keMDEPWE+cLyQKMyNExncY284xlzCHPtz4cHV+vp6mAv+L5w0y+VyeuYzn6n3vOc9uv/++49EltaNvbavtZVKJb3jHe84sqAWm56e1k/+5E/q9OnTeuc733no2yBldrQNX+OqHAhtSQmy1P0gv3tH4riG0ctB+Bf/h/lxHdzy+TgTFh+LMiN8VafTScQa+E3AHZm/SqWSUDd5bwqPZZygZrwOiDyDGmcN8Y0u2+X6c7ntkppSqRSUa+7T+v1+ggR3Mh8jNqIEx/tjEEO5Cox7GsupOR+vke2GPHcCnDrZuFaVZlnEOw4yAdWMr91uh21diJe82RNxlDcRY+7ici78L+fzsiPeoy43/r5noylrQ0LvGXqeSWIzr0V3IHwj28LCgn7wB39Qr3/963XzzTcf6HxMTEzoZS97mf7Vv/pX17SJ4pkzZ/RzP/dzB15edebMGf3sz/6snvvc5+qtb32rvvjFL57IWPJa2b6BLcX/0o7cN5YguxTXJSpeLyLtrgcBJLFgsBhxHhwJr3EMFimkyyygLDp0T2MBRlIKkwwoCpNhTm9iYkJnzpwJ4K3ZbIaN0QHwXmNcq9W0sLAQGih4BjfOiko7jRYAVs688h0yhd44inlyZ4ETQbrtnZ+9zgj21utVnZjw7CvjASQD5gDarVYrNVhwxp3vw5r3ej2Nj4+HrYmQFM3NzYWW6MViMTDU3EPYWbK0BCrT09Ph+fBni3vGvzxHnrHmmv255W8PPnDwSLrJWDuIp+O1M7U4XkkJcHvSFqOJiQm9/OUv10//9E/r9ttvP+zhpNr1cqjPec5z9LKXvexYBDCTk5N63etep7m5Of3oj/7ooXWOzOzom5O89LdgffNtNzzDx0+z2QzrpDcXckB6JXDqP6y1Hh/4Gg7g4XU65zN2tp2JgZCfi2NVKhWVSqWw3tMUEKWHN5oizqAEiOyml9Y4KeA+gzl0VZPLkiEU8LnS7kaNTkw7CJN2FGg0SOr3+6Gkyo24DX/HD4AQEMdceXY3vk/4N+478xXXOXudtd9TMskbGxtaXFwMcQYZU+aSscbPgcdGzAH30YkT4hrKijxe5X1ip3g+iLW8eRk+3/+PcL9u1Izt+Pi4nve85+ltb3ubnvvc5+4qxTsou/fee3X69Gl9/etfv2bHfOELX6inP/3p1+x4V2MTExN64IEH9JSnPEU/8RM/od/7vd/Lyov2sKuWIpPp8vpaZyQBEVLSWbnzi7NhUtKZStsLk9f3SEpkghyUwOr5Yhyzjyx0NCeAkZ2eng61I4wfEFgsFnXzzTdrfHxcy8vLajQaqdm6mZmZRItyxuX75nkmlMXVa4G9MyPHwAFSF8JcsvACinEgzCsLPTXASJ1iwkDa6ezMD47H55mFnfGTuafjNI7Ds5KFQiEhQWKvwGq1qomJCZ0+fVrD4TBI1s+cOaOxsbHQ0IL5ATReuHBBa2triXpbVw54FttZUyTMjMuBt3/GO29Te4VT9JqduA6MLRn8x4MBzGtuTwq4rdVqevOb36wf+7Efu+b70h51y+fzetGLXnSsrntsbEyveMUrVK1W9frXvz7b7zazPc1BB34EX0Kmyy2Xy6nVaoWeGLFkdq+Ma7wWOtjj/VhijFGiI+3sDet+3stYHAwxhhg0umSa65yYmAgZVAc3rp5CZebKHDKgTsA7Aeuy1bGxsRC74MNQbnnHZScLHNh59tSzu2SfyVgxFm86xffjv32bPM+AujKJ8+KHuS7Penrc4HNDzMX1cfxWqxXIiunp6cR1+f2LVX9+T4iJ/Nnyumx/Bp34JsPsqivmIyaz/XmMXyfO8FjhRrHTp0/rR37kR/SDP/iDmpubO9SxLC4u6ilPeco1A7b5fP7QFWm5XE5PfvKT9U//6T/V3//7f1+/9Eu/lEpa3eh2VcAWsMVC4MDSF29f0OMMHv862PPFiff5PouUs2gscLSPbzQaajQaAZz6Ao/c1BlRr3ep1+vK5XKhZmZycjIsiqPRdjOim266KYDQVqsVJMJseTQzMyNph6XD+XA+ugwD1n0xdybcJU687p39cCYxSHd2m310mQtph6UeDoeJvWvd4SP7JvvKguzZTrK3PA80x2IuuWeczxlrGHSkVjMzM5qdnVWlUgl1F7DLLj3a2trSyspKqFclwAJUsncdDgumnWfKuyJyPVyLX1u73db6+nqosUoDtNw32HkHyH4vPdvrrDaZ25Ngc3Nz+tmf/Vl93/d93w25Ef3Y2Jie9rSnHYtsrVuhUNCLX/xibW1t6Y1vfOMNsR1QZo/PPCPn2TEng+k27EDMzUlrKQlceT/+28/jHZAh1t0vSjtyWXwt5DXEpau9HJT6ebhOwGW5XFa5XA6qJa/LRKoLGCYe2traCj0bkNX69ficMqZKpZIAja5yg9x3GbAD0XjuyNZ6thJgFsdYab7K66i9QRLvxfeVQN+Vd56o8Mwnv3s3aHywE9XcQ2prY7mxEwRcM7Eiz6DLh2Nig+MQU/HcMC7K3IhnKK9jDogR3ff7PSCZcFL8/ZUsn8/rWc96ln7+539e3/qt33okstXFYlFPfepT9e///b+/JscbHx/XuXPnrsmxHq/Nzc3pne98p57whCfo7W9/e+bHI9s3sHWAxWLm9Q4wgXwurivBWAR4zxk4js173rkvljGxL26j0dDq6moiO+iLGAumpAQr6pKVZrMZZC/UyvIeAPqmm25SpVJRu91OADT2qGVsvO9ZUd8XjnFxLjKQExMTobEB8+xzDYHA30h2cU5pgYQ7F75LXSvX752Zpe3Marxf8Gg0CgyqNwRJkylxLM7J/cDxwP6zpQ+NfTgHtbWcm31iPbvK92dmZhJ1TA52AbneOMxZcoC8tC0Vrtfr4bxxUOXBgRMszAGBEoywN13h+ufm5gIjfdyd3enTp/ULv/AL+u7v/u5DkxldjbFv4rW0QqEQ1onjZvl8Xg888IBGo5He8IY36MKFC4c9pMyOmMUKK17zrBd+v91uhwZF8TGcPE0Dd7Hv9/f4lzU47mkB4HBFERlmB1EAUY4PcHO/6VlJJz05PqCLzORwOAwlMfhEzk8shHrIM6quNvKyFSeGyRxSY0ss5ACK2IZj4tecgHXJs5PPjDHOng8Gg7BdnmePndRgLtwvelMuAJ+T2sQuDuaLxWIgDUhQeO1sLre9bR7+1DPEEA/uoz0BIilBAvAM+HOZ9tzxbBN3EmeRDPDnjXnfyzzGOuk2Pj6uV73qVXrXu96lm2+++bCHE4zsZkyqPVYbGxs7UgqtYrGo7/u+79O5c+f0pje9SZ///OcPe0hHxq4K2MZt4H1x9lpNMrieMZSUWBgdbEg72U5+cFZp0h2kLGtra1pZWQlZPneabowJx+XSEhbJTqcTnBn1rw7ySqWSpqen1Wq1tLq6GtrTO1vcarWCJGlsbEzdbjfIlz0LOjY2punpaU1NTYVsLvum9nq9sP8t3SU5l6TQMRGG16XXMI7VajXsiyftZBRHo1Giu3K73Q7AMWaXfdH2PQOp5SWb6tncuCuzOwxY80qlomKxGDLew+EwsOowuNK2Y2ILHq8DwlFWKhWVy+Vd+9syDy5l9zE4EB6NRqrX66GpRsy+8i/PoTeP8GDFM8KeiXA2HHA7HA61vr6+3/92R85uuukmvfe979WLX/ziI8HK7sd4fq+lDQaDY30fAbebm5t605vepOXl5cMeUmZHxGJAizkYwNcjeb0cWedZXo7j//rx+TfOgjm4ZA2HGEa1BIAltmA9p3mSZx+9i7KkBKnpmVNJiXXc54gylMnJSXW73bC3qTfXIl5izhgjoMmBHz4pjrFo+FgoFIJvY6zEQh43OQng9bBOVvj9HAy2O1g3Go1QH835HKBLO37WM6jcEz7jGV7mwWMrttCB0PcmoA7OiVEGg+1dD5gH4hjiqjj5kVbfnfaMpz3XDpYh8D3WA4Qz157t5llxVdhJt4mJCb3+9a/XT/3UTwXl4lGym2++OZQWPl6bmJg4cmR2Pp/Xd3zHd+jXf/3X9cM//MP64z/+4xviubuS7RvYeuc7z9g6qHWH6GykpASwcwbR5coxi4ozYHEmE5bL5cJWL3FtKubgikWOc2M+ztFopI2NDUlKgFt3OLnc9jYBbBze6/XUbDbDPqqdTkeSwtYi6+vruzLRo9FOM6ZGoxGcR61WSzQ8mJ6eDjJml1SXy+VE8wquoVQqhcymzzvSYZfittttXbp0KTTEAtjCJuMwYVlHo1GojSUYoFYXED4+Pq6VlZWEhBcwSkDC/sALCwuam5sLQYfPT0ygzM3NBVkV95FgwhlwggbfON3ZZu4jAc3W1lZgpwHs3hAszkYja/OGHLzvz547OM8WUKM1MzMTmpIcN1taWtJ73/teveQlL9kV9B5lSwvSH69tbW3p//l//h+9+MUvPrbMfKFQ0Mtf/nJtbGzozW9+s+r1+mEPKbMjYHEmD/MSGXwZoJbX/HOXO16awij+Pa5jBFQNh8PgF/ELZNlc3otih2weBDhgHKACoYuayAGSZ0i5jrR4A8CDT4MUxwd45tpLovCr+EgAvPt27zHiPtljJ373ch4nX/kcY8AnDQaDkHH3cXI+rt3PRV8Q7hENngAQHms5QGeOALPMu6QEOOUHsEviATVb2pz672nPFnMay7j9eYt9Pp9jnrgXKO48bgHgkji4EcDF2NiYXvva1+pd73pXQrl4lGx+fj4kgx6vuRriKFkut70rxQc/+EH9yI/8iP7tv/23CRLuRrSrytgCCHyxirO1LGZx0yRnIvmbBQRnFQNZmNXRaBTkhP1+X5cuXQqNhJyVSzu2pJChJCvprKWPm9oYSUEaLCnhFAuFgubn57W5uamHHnpIly5d0oULF0IBd7VaVbfb1cWLF4OjZJED8AIKy+VyeL/RaGhqakozMzMajZJt5J0t5T8o/8mYG7KKXv8RN58gEFlZWQmg1vfI49/RaBTALgHF1tZWyLbCsHL+QqGg6elp5fN5ra+vJzovc51shXTmzBnVarUw7w6EvfED9Utxx2vfI9C/B3vLeHC+DrIZj6QAVB3QegbSyRXOR10xpIV3ScY8cADUUrfNHs1HbTuc/djs7Kx+7ud+7tiBWkmh8/a1tOFwqN/6rd/Sq1/9at16663X9NgHaYVCQX/rb/0tLS8v653vfGcg9zK7cc39p6tSvIkUBKn3i4gJ3Pj7bu6D087vYAO1j8uPPYtKw0HW+k6nE4CutOMrGQ/f6/f7YU0mvnC1mUt9Hcw5+AKQ+XaAyGvxA05wuiwWULm1taVarRZAH6QypC3gHLDlHYXxkZTVpG1dyL3D37uEGJLV74+XEHksx711BRzg03cn8HIhb6DpGXDuD0DZuwr7c+FZY8C3b5NI5nYvgtmfPQf48ec8ARG/5t8nuy0p0UQNwoHrO+ndanO5nL7ru75L73znO48sqJWkmZkZTU5OXpP921FWHlW77bbb9L73vU9ve9vb9Ou//utBbXoj2r6BLQuMd79zB+ALBosy5qAWcOhg1AGVS5q8thFA2m63QyMhX4z4POYLFM6ExTxuzc7vfJ+OyPG1EtAjOaahAFsEkMVdXV1Vo9FIOILRaJQAXwAfZ2GbzWZgchk7W+N47YhfD5/DQTtjzbzi0NkQnQeeBZi95DwTzzlwekiezp49q+npaVWr1YRjl7YBRLVaDRnd4XCnwdfs7KxOnTqlSqWSyKD5PRsMBmG7CMzvgcuNS6VSqM3FaeN4SqXSLsk7TpDGFMxXrVYL1+uMurPbzo6TvSZDDaHBvON0IQx82yek08ctw1cqlfTOd75T/91/998dO1Ar7Wzdda3ts5/9rN761rfqH/2jf3RgG89fD5uYmNAb3/hGPfLII3rve997JFnpzA7H3E+yRkLMealQrIqIAS3rsANg1lMv30jL1tIUkXOzNhNo+nrdaDSCaocx+5ruZLv3RXDCFLIT38K4naT2kh18E6/j4yUFwIe0NSbjmQ+2IZyamgo1qDFYYhyx+szBHz6R62WbOgC0xw2Qrcy3tNNzwzPkbg5gKS1yEiBNhhyPm3jESWAnzONnwGMc36aRa6acy+OmKxEqaZndvcAxvzOnxEUox4h1POGTltU/SXbXXXfp3e9+txYWFg57KJe1Wq2marWqS5cuHfZQDsSWlpb0C7/wC5qfn9cv/uIvHmkgfj3tqqTILCTSzqITB7qwqw7GXNrjTK5LhF0CFC+M4+PjKpfLajabYdsULAYJaef0Y25tbSUkzVwDziaudeH8pVJJGxsbajQaARz2+33Nzs4G1rHdbof3yWx7VrpQKIRgwM/JnMZMN/M5NTUVamolhUWc++KNFTxjzvdxYkhpNzY21O12Va/X1Ww2A+CmfhYA2Gq1gqyKY3U6Hc3Pz2t2dlYLCwthCyjGg1SoVqsFRzU1NaVarRYCIv4FfOLkcMC+FzEgF/aaf7e2tjQ1NRWkXEi0mdNOp5NwkgQL/ly6U+Z+c99wVPGzxvGKxaLm5+c1HA5DjS7Pn7PK3Cvml+7bx8UKhYJ+4Ad+QK997WuPZaZZ2n52rseG6sPhUL/5m7+pO++8U29729uO7fxIUrlc1tvf/nY9+OCD+p3f+Z0THZRltn9LkxCTNUwDq3HWS1LCnzl49b/jLK3LWJF98jckLQC2UCio1WppbW1tV2MofscH499oSsQaDzEtbQMogJYri3zM+C7eR/ETE+1OisZZPFcR8T4NIT1Dymdi2atnIJmHQqEQMrM0xmy324n5Ix4AyAPQPDNLDOHSaMhb/CVxQnxP/R56Zt2/Gz8rTvQTN0hK1E8zX9x3al23trY0NjaWyFDxWQfQ8XMZZ4h9THuRz/4sdzqdRCfsOJY9bgT2fq1UKultb3ubnvzkJx/2UK5ocYPXG8Gmpqb0Uz/1U5qdndW73/1uNRqNwx7Sgdu+gW2ctWQR9cU1l8uFugkWE2k3sAUI+rF90fFsMFnifD4fGjE5y8tCGWd7PaMbj4NF3h0IDCT1otRrAn4c4AHm6LhL3S3NZKrVatgL1ZlpSQFUA3Covdzc3Az1GWyoDnvM2MgswlJLO8CWOQOcDQaDME4AbafTUafTUbPZTABaGGaAIRKler0enCT3fH19PbDnzWZTU1NTWlxcDE7GWdypqanAQOOYvKuks7zU+fCeN/qQdjZ79zpYAHWlUlG1WlWxWAxZc+p+PACIJUxptTYul+L58ucpfk5nZmbCWP25dQm9A1sahxwXe/7zn6+3v/3toanXcbR8Pq+zZ8+mMviP1/r9vt773vfqr/yVv6K/8lf+yjU99kHb/Py8fv7nf15f/vKX9dnPfvawh5PZIVka8GRtBAjFW5mkfSftuGnAwr/H66ylKLUAUmNjY2FPdL67trYWyGbkrRzLZbvEJ2NjY6GTcRy/QFizewANY3zNBix57aln6Tz+Yc6Gw6HK5XKi27A3ueL6XbLs88BxpG3yGIUS8QvgEfUSft8l0hwDQOtgGbWX3z/PQDI38X3iOjyG8+fFwbS0k/X3+891811kysy9g1PuKd9jn3ueD+438+fjiTO1+wWeHjfyL2PudDphy0HGyLm9tOkk2Qtf+EI98MADxwK4Uz52o1mpVNKb3/xmVSoV/eRP/uQNB26vSorsdRJxbS0LGAuRZxwdJMTyTmfLMI7n2+DQNdgbDDhglJJSZs6VtqD5YsdCT1bW60TGx8dDt2NvyMCCWigUAsgsl8tBojscbne+JRPr4NEXXiS1yHcBhSzkzWYzSKJpeIFsCbAkKQDiuBsgTrTdbocsLZInd7oumyXzidP3RR0HBrngdTJzc3OampoKgQOgnOfE7w3zyzGRdpMJgOWNO0k7AEey7U2dpqenQx0y88A1ImeDOfZnw5875j4tW4u5FJxnns7OHgxwbkgJaqGOi8O77bbb9J73vEeLi4uHPZTHbUtLS9cF2ErSpUuX9PM///N65jOfeawlyZL0xCc+Ue95z3v0mte85oaRb2W229L8sjdv8uYkceC/l6VlzdLWWdZh1k5IWvwxmVXKfqixdX/hx/SaVfwnsYS0AyxZ+30s+G52GfDMLD6W1/isxxAeq3jNKgCdv/m8zydENePkfRRLvObAGB8JQOf6IQnwj579RSYd30Oy3HEWmmNR1pPmQ/0YTsIzVy5ZhsjGp/s8DQaDQJT7veU83W430ciJDtUOnuMsrD+DaZnmtN/T/nZFlveFcTL9pNnCwoJ+9Ed/9NiAxbGxsWvmk4/bPS0Wi3rd616n0Wikd77zncd6F4ertavK2DpIiUEpix3yHgCElHQykhKgI15wpJ0F0LsTt9vtXcdhXC41weLsbfyd2Om41NdZxnq9rrW1NY1Go11d+WCApZ06l+npac3Pz+vChQtqNBoajUZqtVqq1+thX7bNzc2Q9ez3+yqVSqEWlQZNbFHQbDYDWMZB4ABoFOFgON67jewrILTb7YY6mXa7HZxBPp8PTZ68VqfX62ltbS00sJiYmAgdCofDYdj2h46A09PToekWoNcDAW9uQRaZbYoA7PH2SH4PPaDw7PTGxoba7bYWFxeDbN1l6EiMqRWOj8uz4KA2BuTxOHBiLtPHIcfA1ucprls6ilYsFvW2t71Nz3jGMw57KNfEFhcXdwXR19I+/OEP63d+53f0mte85roc/yDtr/7Vv6of/uEf1k//9E9n9bY3oHmGyzN6+E2vIY2/lwZe097f63U/J+ommhDh94gHVldXAynrfo/vAL6Gw2EgP13hhQ+HoMT/ezzhAAzyGYDoBCYKHW9g6KR6LpcLzYYgjX2XCT+Oq4Q8C8icevzkKjrPJPMdb+7knaRj/xYnCfw5wGf7cYjxeJ211TPZ8TwTDzjwowbYa6UdQBAflEqlAGAB7p5l990jisXiLhB8ORXBXs/+Xu+7MRbiRye8PQY5CZbL5fTd3/3detaznnXYQ9m3oRy8FlYqlY4dcT0+Pq7Xve512tra0k/+5E/eMDW3j0mK7MDW/0Wy47U37nS8kU+v11OtVkssYi6NYQNvugLCwqWxb85YxsGr/+1MqEtlXM7C67lcTvV6PTQIQh48OzsbmhP5ou7fq1QqOnPmjGZmZgIoxpFMTEyExlM4aRZ9spzD4XY7+Uqlkuh2DChCZuSNqMbHx0PHZa9pQVbFfrV+Ppd3cdy1tbXQnZEsNmNlwd7a2tLs7KwKhe2OxxTo09CJ54RghPuOk93c3AygFmcnKciwCFbiQMglTe7kNzY2QlZ7c3NTS0tLKpfLoWsxwbnX6zrDyvF4FpmLvTIQHmTwPCH75rkgoPJu4tzbo8765XI5vfSlL9UrX/nKIz/W/drc3Fwi03Gtrdfr6X3ve59e8pKXaHZ29rqc46BsfHxcP/RDP6QPf/jD+vCHP3zYw8nsgM0BE5lTBzkx0HKLQW0aWIrfc3/uai3WY+9XIEmNRkNra2uJDr8OhlHGACIdnJJRxe8BqLyxEmPjOvHLKH7I0HkDQ5clU79LltGBIeupK7jonE820xMC+DRpp5EiMUFM5LsaTtrxtz6nXGeaGsn9sPfNIJYgJojBM/cIn41cPQbgcbbcM9GTk5NhRwTWaPwwY6F7NGOi/pbPjY2NhT1niQc86+1zth9yZa/nNvaJLsf2GOCkkYJnz57V61//+kQZ4VG3XC53zfzx9PS0pqenr8mxDtImJib0Qz/0Q1peXtb/8r/8Lye+Y7f0GDK2zn75f3a6vrLIAGp7vV6irsJlqJubm0GGKynRYZBj+T50noGLs8Zek+KLNud2JtgzwzggrpGfer2uS5cuhS6LHOvSpUuam5sLW9awuJNFlHYAGvvUAeZYdJEf53K5IHXme71eTxMTE0HqPD09HQgAJwdgXre2trS8vBxAsAcIZFwZD0DWs70cC2bVnSNOtlwuB+cDiIPEYMsinHCz2VSlUgmBCffU7z/seSyHckfgmVKuybeb8MwAc4E06sKFC7rppptCrTOZVK7VHbE/HxjjJkDwDLik0JSKeYufL77DeBkXvx91KfIdd9yht771rcdGbrQfm5mZ0cTExHVlLD/72c/qz/7sz3Tfffddt3MclM3Pz+sd73iHPvvZz2plZeWwh5PZAZoDIvfzsST2cuYA1zOhe32Gv51c9LpSvttsNrW6uhpIYfxc3PzI61TdB7mv6fV6YQsZ93mSwu98V1IAzO5bHdD6NZFF5Fo4Jud3Yp2mgtQTO6nAdySFOCTeQ90zpZ719cw68QPHc/8aExUop4gX4kSAlzzFY2BuIK25dwBQYgWv0SaWIzbyeAVQj79lL3j8N37fnxdIZL+v/KSpCfy5u1xmN1Yp8jtzGmfbT5Ll83m95jWv0Td90zcd9lCu2mZmZq7Jcebn54Ma8bjZ5OSk3vKWt+grX/mKfuu3fuvEPZ+x7RvYpv3Hlna2YalUKoHRZCHz7rZp7CwLGJIhX5yGw2HIsLEQslB7ds3/5jVvVhRLiVxuHLeW57utVitkauNGTcPhUPV6XYPBIGQtcaSbm5uJ7DOM4sTEhObm5gL4A1CTESUr3ev1QoaPefU6Y5wHAJn29876wvziTMkgwyo6qOV4Xjc0Go1CphxH6XWz1WpV8/PzQSIu7WxBRBMs2FO/vnw+H8aby+WCNNedYSytikGjkxdxQOTs8ebmZgC3niWNv+Pm73FPuX8ERD4ePudOmefHa4Q8Q+AytaNqk5OT+rt/9+8eSwd2OTsIQmFjY0Nf//rXTwSwlaRv/dZv1fd8z/fove9974l3hJntGD0bYmDF2uvNgmJSMLa0DG4aeHDfjW/2zv6DwfZWcCsrK4lMLWsrKiSUT3yPcQ4GAzUaDXU6nTAmVyARt3gPBvd/NCeMGyFBvHsGFxLbu/A7SUt8wu/Im7mOuEcD4/Gso8cHJBN4jeZarnriPjqJLSkBMFGBeQyDL+Q1CAUHtNJOeRTH4G/358QnTkAwN97nA4AL+cC9JGu7tbWlubm5IOUmHmK8zAXqOL4fE+Wxxc9lHOvulc31eXBV40myJz7xifrBH/zBIx27pBnxbxqhcbW2tLSUKGM7bjYzM6Of+7mf05e+9CV95jOfOezhXFe7quZRMbD1BYsCfxZUl7vEbJgvIJ7Z8oys12EAGmOn6GBZ2lm8fGFJc6Bx5tbf63Q6Wl5eVr1eD/Jnd/IwwSyws7OzAfhJCuB2a2srNGoaDAbh37GxseBgycwi7fAN3P0aaW8/NTUVzgMbiqy5WCwGSXClUgn1KIBHamOoM6LLo2cZPcvq81QulzU7OxtAN5JOAgOcJYu6O6SNjY0gZ3byAQmXs9geiMTMJ84qjeF3ooTvb25uanV1VQsLC0Fq5s8h88Lz5PIqrimu8+VcXgvkgZVnONIyDxAjR1Xem8vl9N/+t/+tXvWqVx3ZMR5lg7A5KYYk+f/8P/9Pff3rXz/s4WR2QOZADIvJQ5fdugrLpbzxd/l9r6wZa47v7c7rjUZD6+vr2tjYCD5yYmJCExMTIXvqa7zLdrvdrrrdbqJrMuekzMbVQi6fxbfi1wBfzJFLhelh0Wq1QjkRux8Qb7hPccIWcOd9GRgfDR2ZV/yOy7UZN9fBdz1DzM4OAG/3ed6MinHFZC0+3UkE/0kDzp6xJj6ETAfMezLC7483u2LecrmcNjY2tLy8HDJoZG5JAjAP4+Pju5pi7UVucx9iSwO6aZ9x0pv5uhzhc5ysWCzqR37kR3Tbbbcd9lAek01NTV0TYHvu3Llj0R/lcvaEJzxBP/MzP6NXv/rVqtfrhz2c62ZXJUX2oN3BZK1WCwwbTieuL4ilG/6fnuCfWhpnQcl68T1pR3bszCHvx+DXwZA7DG+Gwc/GxobW1ta0vr4eJIssUtKOFBZjywC2+4nrQXBWOF6aRp0+fVrdblerq6vBQcM6Mk6XABFAcCyvDeY6AMnlcjnIJTY3N8M2OjCt3szAt82BMYVIoEMzwQOfh7FiLnCMnvHmHnU6Ha2srGhycjJ0TUYKncttN60CtPMM+P2I7yn33QOemORgLNwf9iT0gIAsvGfzY1mVP2sc058pXyi9UUgMbF2BwL9HlfU8d+6c3vrWtx5buc1hW61W01133XXYw7im9qQnPUmvetWr9J73vOfEZSEyS7fYd/sa6BnLtDU67W9pdy8Ml6FyrBiUSgrAhpIgfADlMV6rKSkQr8iM6TxMJpZdAABjsYSYczrQ8RpKACLHBCiSUfaGTJ1ORzMzM6Fcx9U9mCvI3C94ljYGS06wenmYH2tiYiJRX0wzSge0XlOMb2MMAETAO+VgzIvvPBCT0Cj1eHYYJ2oxPuOkPCoxrsO7I5dKJW1uboZYgetZXV1VobC9K4GDW+/zQmzl1+gKPx/3Xubkgc+/f89LmtKyusfZnv/85+uVr3zlsb2mawVGz507d02Oc9j2ghe8QK95zWv03ve+N5XMOQl2VVJkZxixcrmsmZmZkCUD1MbyDM+MedA/OTmpqakp5fN5tVotNZvNICei/jWulcDcOcIS+mfI4HpmDccX19VSH4rMGElr3AGScW9tbYVtc9bW1jQ9PR20/DivycnJ0AmZceAkyHA3m83wGcbltZlcJ5kgv0avI8LJAjzdecdZWLpNuuSK4yGn6vV6ajabyuVyYZsgaWfrBN/3DmaYzOXm5qbW19fD93F0udx2Ib8DPOTrkkItqjdvih0685HG+Ltx7xuNhpaWlnZtJM/z6cFDmqPai+l11t8zzZzbX3dgmzbWo2DUYJw0CfJB2jd90zcdW1Z7LysUCnrNa16jD3zgA3rkkUcOeziZHYB1u91EbakTig5kXNURr8cxweyEZKx84X1ph2x1SbGXBEH6StoFruiM2263QxkJxvHxLbECjOyexw++/jvY95gAkEXMwDqPP11fXw/Ajl4bTgQ7YcD4eA//yjjieCqNBHbfORqNQkNJVFQxoeDEvSu56Fbs2/l4jwuP8Ry8+ly5P8S38x5xHX1FOp2OSqWSpqend2VviRXK5XJIehCzrayshFI4wDeEP0CXrK3Pqc8jY72cSmk/GVgngLxHx3G2W2+9VT/90z99zepUD8PAF48HxBUKBZ09e/YajurwbGJiQm9605v0H/7Df9CXvvSlwx7OdbGrArb8y6JZKBQ0Pz8fugtSVxHLkONsGosjnX8BlXFjF5yOM7JpQCONHZZ2HC/AjlpSBxgs7M1mU+12OxyPxZpzs2izrQyOczTa3lqg3W6r0Whofn4+SG9ZYD0byyJLlm9hYUHT09Oq1+vh2Pl8XlNTU5qfnw+LJGP3zdlj8AWAjCW7fI96IRzs1tZW2LiZrDuSI68NZf7cGXlzCbLGOMPV1VU1Go0QbJCFr9frGh8fV7VaDUQE4HZjYyOQDi6h4j45cHRH7yy3O3qfE+af+831u+TOFz0nC/aS08edk70ujbF4dp3gyZ/Lo2QvfOELMwny47T77rsvdO08SXbnnXfqxS9+sX75l3/5sIeS2QEYoDJey9IUUbF/93/5fa/PerDpPhqgirrGy3gcPLn/pYYWOS/jZv31Wksfh0tuJQWZrgNGsrOosMg8sr5jrgLiuMPh9j7y4+PjmpqaSqicnHSnHpUeGT7nng2UlJgz/ua6yIh6hpP5Bii6X+K4kAXIlZ209h4RnMfrej2j7dsuQchDdjPmXG5nVwb8KsB3dXU1bDvI9RAn0KyS+ITnYHV1NUib+/1+QokG0RCDbSwmVuL34ljSn2v/nJML8d6+x9Wmp6f1rne9S/fee+9hD+Vx2bW4F+Pj41pYWLgGozkadvvtt+u1r32t3vKWtyTw1Umxx5SxZdGfmZlRrVYLjY98K4A4q8W/LDo09VldXd1Vm+DO05lKf0DTGGIHKu68WDjjMeGUqL+RdroN+5YzkkK9LIu+Z+NcHtNqtbSwsKDZ2Vnlctt71yGH8hb/jGdzc1PFYlFnz57VaDQKLCmyprGxseAQyejGQM8lVO5UJYXF3h1wq9VKSIDZqiduLgUYQ47sDgkSAsa11WqFToi+dUKv10s0dGDbBGftYejd+Xjgk5YN9XuTJu11p9/tdlWtVnfJz/1cfp44c8uxvImKM96j0Sh0jPZsrbTDcuNoj6LTW1xc1N/9u3/32O3RdpQsn8/r7rvvPnL39lrY2NiYvud7vkf/4l/8CzWbzcMeTmbX2fBRaRK+mERmjY5fd+DI37FaBmO9pJZV2mnUSL0q4DPujQDR22g0EnWeXsfpPsNrcVm76YsBEetAjZiCLKU3SBoOh5qcnAy+k4yok+FcG02rZmdnw/VzDfTj4Dt09HXiOs6OpxH71JZyfm88RYzGPZOUAKqUTQ0GgwBGnZSFDOZ7HoN4xtmBKj6+2+0mSHGPD32MkhIZ90qlkmgy6dsskYEmxlhZWdHp06fDfBK3QGr7mD0Z4DFh2nOL8QykZWHjz/JMHeeMbalU0k/8xE/oFa94xYn0aVdrY2NjJ4q0zufzetWrXqX3v//9+rM/+7PDHs41t6sSn7OAjUYj1Wo1LS0taWtrS+12OwEq074DCAScIXVlyx+krb5ouyRI2ruTbewo+KzLj7zToIMktp6B4fSaGdg3QJtfI4slLCsLO7U97XZbCwsLKpVK6nQ6ajabgSn1jLATATDWDv5wODCxOC9pB9B5l0Hmw9lQrpVsLPJvH4dny3Hy3DdYZD5HI6SNjY2wpyBZZBwj95OgAbBMI49qtZpoNEHtLefE2Tmr76yog0x3WJgDVuYvfg7c4aXNVSx5dqLEz0UwQl0TDD/HhN2WdjK7R8VY4L75m7/5sIdyrA0S66Tavffeq2/+5m/O9rW9QQyA5ODWAZT3Q4gzsfieNH/tvlpKSoQBs4Aitp0B1Pqaz1rNHvccA5/t54M0RZGFcT4Hj6zlXirDdcYZWSm5766XzTjxyeudTkflcjnECx7rdLvdoG7Cjzq5z3y6D/L5d9JZ2ikZYh5KpZJyuVwgpiB5yUTjt3jdYwOOD7h3coH5w8f55/k+uyOQNKCECh+MP3e1FYmScrkctoT0Hi7EGBD0xCLsPuEEP3GXj43n6HLJkjhj68+4fy/tWYdMOI7gdnJyUj/6oz+qN73pTcdqz9rracjdT5KdPn1ar3jFK/T5z3/+ccm0j6JdVfMofkqlks6cOaPx8XHV6/VEDaWUBBssiDguaXsRbzabAQxtbW3t2mIAi7O3aU40LavrWb64KRFObDAYhCxst9sNjCuZ1GazGQBp3BCLxTKXywX5C+CvUCjowoULarVamp+f1/T0dCK7i1P2DcRxstIOaB6NRmFP2LhRhIM9z9D6vHBfJicnQ6MrpMjUu7jUxzOkHDutscPW1lbYEml9fT1Rw4LzQWZOppIxdbtdtdtt1Wq1AH69sQdyZJhd3oudCffas61+7W58hiDJa4S5Jmeuyay6RMMDFnfmnJu9fWHmcaSM3eVcR6l51OnTp/UDP/ADx77b32HbcDjUww8/fNjDuG5Wq9X08pe/XH/0R390IqVLmSWNrJOXoMTmAJO/Yx8d+/P4s9JOqQxrMe+RbXMfz/vtdjtsB4jvwr+xjgOIybLGe7OiHvPriIljX++drPRYh3WePhh8z5VSgL719XVVq9UEGY4v9wyvk/yMwes28TF8nrjAM9F+bwqFgmZmZlQoFMLcoc4ifkjLZOP3nBj38h3mi+vBv/k2Qt7Lo1QqqVarBX/s5V5pmWkagFWr1bDlIf55YmJC1Wo17F7RarUSu0wAnl11Je1dCuTy7zSw6mOMCQbec9Km2WweO8AwPj6u17/+9XrLW95yrLe2cbsW5AIE2UmyXC6nl770pfrH//gfn7j+GfuOZnFwk5OTOnXqlCqVSgCnknb9R4+lJtQXdrvd0OGQBdOZNP/huHEG1xd8B3lYnH2jbtPlp9TvtNvtkLHl4V1bW9Pa2lqQHXuG0BdzwCrXBbPIuTY3N7W8vKxqtaqpqanEwkzmM2auyWh75tavj/PBBsJ0xuCdbpK8Tv0R1wgY87ny2h7qY3DCdCZstVpqNBpqt9uhLplrIojAMXKNMzMzIUPbarVCrUy1Wg1yIa+jgSBwVtjvrTtzfx7cEbkz8+ek0+ns2jPQa2lxuGkNMPxYHhAAXKvVamh+5oEPxn06ShnbF73oRSeuk+9h2Gg00r/7d/9O3/u933tiu0p/53d+p26++eZs658TbgBIAAR+Iva7UnL7Hg8g9wIGbq5o8XIVyGJJgYT1tRa/wxoNKOaYdMHHVzr5SBdeYg5vVORrM/utuqrIZb6AJyfsqRPFFzlYR81DdjGXy4W4xPd2JXaI1UKxL4wzuVISZHnWMk4ylEolNZtNra6uJvwac+GA1lVTfMalxNw/Ygp6ijC/zBNEPSS471PMc0Yc4c8fxAENNmu1WiCUAbfeVKrZbAYinuNwrlhVGANcjxlicsb/9Xvgx3AC/yj5+P1aoVDQ//A//A/6qZ/6KVWr1cMezjWzer3+uAkGmsWeNLvzzjv1vOc9T7/xG79x2EO5prbvTjE4hNOnT2tmZiYAwr2Ah8s+vXESoFbakZR6xi8GthwzloamLfQO7FxOGzObZM4ajUboGihtbw9z8eLFUK/DD/JkMpx0CQYYw2KORiOVy+VEB2LA3PLyslqtVsLBAJAkBdKAzN/09HToIBzPC+wwIBCHj5Plmplj/i4Wi8G5MyeAPM/wAjCnp6c1Pz+vSqWi0Wi7/hdJNmwrQQhgvdVqhR/P8K6vr6vVaqnb7WptbU0XL17U+vp6CJyQQPk8+Dy6+Vx4ptWfi/jHa5boZo1T9I3jY1Y6LZDjPDhwnkPY6Jh1duLhKGVrx8fH9ZKXvCSQTifZ0jL519o++tGP6hOf+MR1Pcdh2i233KLnP//5hz2MzA7I8AmxGirN56f9Hr/ma7a/F3esl3Y38CMjCKnqKiX8MsDI9zwtFAqq1Wo6deqUZmZmAsDEn7PWA94gWN3vAHLILrpMmGZTvj8t2VXIaRRC7sslJQhe9rx1kB4T+THYlXayvPjtOFbwmIEfzlur1RIqJfwj88E14MO5Vhp6cd34NQeOvvtEnKhg71+Xu1er1aDiknb6WcRqr1arFWpoAcrEXSQT2u128LuMh+vwZ88Buj+X8fPq/x/8h3mN79VxBLW5XE5//a//df3Mz/zMieu1cS0k4d5o9STZxMSEHnjggRMnOd93xrZQKGhpaUmTk5Oq1+uhrsVZQV8gWERZTHq9nur1epAf810yiF7P4yywL3AuRXI20SUsDnak9K1XpG0WB2aStvz1ej2wMpzPGxfwumf4aHBA1+GYzfQs3fr6uh555BGdPXtW1Wo1dJOmmZaDrampKZVKJa2vr+8CtzETy3u+jZHPI6zw1NRUYK+csWZevOnE5ORkYF9pNpXL5VStVkMjLT6bz+cDg+7SW8Dx+Pi4VldXdenSpbDNEZn7fr+v6enp8B9rc3MzzAfO9HKW9qx4/VIa28pxOQ/ZbSdZYofG8+bzL+10ECX4ImvbaDQCA+7kAs/kUbDFxUU9/elPP+xhHIi1Wq0rPkuP1+r1un7xF39Rz3nOc05kvW2hUNDLXvYy/ct/+S9PJHud2Y551ixuJJWWnd3L0jJgmPvHuLTGpX8Qt61WKzQjhPT0GAKikZpOyEr2kJeUWIPx5S7lJZbAl/jvjDPehsa773pjRCcMed/nwa8Zwt3VSnvNY6yKi4FWPM9pqjYSFe4XiRXoNwLR7R2IXc2Uz+eDCs2bU0FSe4wC8e4gnTHRY6NQ2N7Sp1QqhXsWxzqA6ampKVUqlYRaDHUbyQpqpYktXaLtxLXPrcdPaWAoVio4IL5axcJRsic84Ql697vfrcXFxcMeyjW10Wik9fX1xw1s+/2+Lly4cI1GdbTsW7/1W3XbbbedqK1/9g1s5+fnNT4+rpWVlVDTkCZJwlySC6glU4s5wGXx8YU6zpbFGVqvvYwBjANdz3Lmcjmtra0FVo9sKgups6IxYEJOA2hzED0YDEL3Y/aJZczeoGhra0tf/epXdfr06TCnksLYqBthSxzP8OLQffNyB+7uZB204jA6nc4uVpJxEogDcHFUMM3ujFwmjDPz9v04kVarFZwObK8z5ADCXC6nmZmZwBCzZYP/TSAREylSsv6VccZOn+v0Rhkc05ll7q9/l3niNSdYPOhhf+JaraZ2u52oS0t7Rg/bbr311hPVwv5y5ltYXE/70Ic+pI997GP6a3/tr133cx2GPfvZz9aTnvQkfeYznznsoWR2nY3/L2TlpGRDxxissp66xX4GczLWPxc3gMLfQZzidyEMIUTxc2QjAbReLxv3uPB+B/gEXvdyErbgy+fzQaWGOoqSFjKU9IfgdyfTaJAIeQ1odl8uKVy7z7MDqLRyFo97/P00+W0cUyDjddIXUIl/9HgPv1YsFlUqldTv90OvEkmhW7Erw4hBuN8+JlffQbhThuW9Lvz8vk0hiYfRaBS6YFNyBIhFkhyr/nz+0rKzsXGs+Ds+P55YOQ42MTGht7zlLXrqU5962EO5Lra2tva4jzEcDvW1r33t8Q/mCNqpU6d033333ZjAtlqtam1tLWzpksYCSjsLKwsa3epiUMuCE2dvHUDEr0tKMKm+sPA9X1T8byS7yGGHw6GWl5dDLS2NFFhcJQW5DIvZ5ORkamMJX3D7/X6oSwWgscByzfV6XcvLy9rc3NRNN90UampxhkhzV1dXg8ymVColakNxADh6HDefYSH3WhNfkONmQQCz5eXlcA20NweM0vG52Wyq0+loYmIiZG9hc5mTtbU1lcvlIN1mjHSJvnjxoobDYejOTDt1WFZqdb3BFPfZ7z+GQ3EiwVl47g/Om79p+NHv9zU+Ph4aQKV1foydsRMfSKPK5bJmZmZCUy2um3twlGpsb7/99hNbDxobtc8HcZ5/+A//of7yX/7LJ6pOCZudndV3fdd36b/+1//6uFnwzI6mxXJKJxT9M/sFtWnG+uxZPIhYB4+UL0GSOnAAANOxFFDpBKWXgXjfBOpC8QXtdjvU8qLigbhFylipVDQYDILqDJ9Khnh8fDyMk/IdQB6f8+v3nhYTExOBEI/nLVb88L7LfD1jy2eYr9iIU/DZGxsbCYm1tDujTXzgGc98Pp8ozfJMtmdjiZWazaby+XwoicK384zxWbdyuaxcLheae/r1NhoNjUYjTU9PBz/M3HN9XmcdJwWcDIjjUObQ74eTIh5b7gWQj4qfv5I961nP0ste9rJjM96rseFweM0yrV/84hdTn9HjboVCQS984Qv1a7/2awlS7TjbvoFtp9MJWShfuJzJBYh48yRAUMyIxdIjFktej4EjFmfScFIOimMZDAsp3RGHw6EuXryoRx99NLGwSknJM46SbCrNIWAROd/W1lZoaoA8hlpUrmNiYiJIeofDoRqNRmiCcebMGS0tLSWcF1sM5fPbm8uzwfvk5KQGg0GoOQIUc81em4rjx6GPRqNwDcw98tv19fWw5UClUkkAcaRGMLPIo4fDYRgn7LXvRwuZwRjY1on7tbq6qk6no1OnToUthXB4OF0CkDhD4M9dWsAVA09nhPmcN7Twbs5zc3Pa2NgIQYof259Hf+Y41sbGhiqVihYXF8MejP6sHhUZsiTdddddR2o819P4/3gQ9gd/8Af6vd/7Pb385S8/ccFCPp/X3/gbf0O/9Eu/pHq9ftjDyew6WBpg9dfSMl6+xu2VTYw/B+BkraapE8EjzYBYh2kkBenpjZdyuVxi/3X8tYNyfCfKId9rlLpPJMH4SeILyFZktr73rbTt67gezkdjREAVGWJ8OtlQ3199OByGMhzmCzWbAyknSWMC130gc+0lVL7XvPfVAPh5ltnBn2fT/fd4b2CIXghd96FcI3vberfjGERKCsmBcrmsYrGY6GuRy+XCFk7T09OJEiSy5dQsMwbPosfPefxa2vPsBIL7Tn+u49eOsk1MTOj7v//7NTMzc9hDuS62ubmpixcvXpNjffGLX1Sr1dL09PQ1Od5Rsmc961k6c+aMHnzwwcMeyjWxfQNbmC5fqJy9opERC8nGxoba7XZoIuRsIubSGmnHUXqWzIvzHdS47MOPFR/XmVCOuby8rJWVlQR4csaS4yJpAgj6wu2LNYsyzhD211+vVCohczk5ORkaLCH5zefzYYNxiABpB2izwLrMmHnnetPqRnAkgCwcGKQDGWvum9c70+zK5Tcw0N1uVxcuXAif9QwwY0J65TJl5oXM7MbGhi5cuJDIOhMUeLDB/McMdWwOOmNQ6llbf7Zgnbvdrur1uiqViubm5rSwsBAaZRAExaCWeww7TJAwNzcXmmR5pjB2iIdlY2NjetKTnnTYwzgwY9uug7But6u///f/vr79279dZ86cOZBzHqR90zd9k+6++2790R/90WEPJbPrYHHGKi1jy+c8O5UGFK4kmcVQHgG0pG0yCnUV5wMgEmtICllapK9OkENcsm0Mvj3O+nIs9/H4MDKT+KJyuZxoRsSY3b+4KohsMQATHw5YBQRS+sMYiB3wiwBsB9A+r66A89e8mzP3jLF4KREg2UuaUKoxz4yDe+CZVogEV4TxWa9zdYk7sY5fa1wnzDlowkUNMO8hFaecCem8x3LeP8SJ8vhZ3gvg+px6tp7Pxp+HNDjqdscdd+gFL3jBYQ/julm73b5mGdsHH3xQ3/jGN04ksD19+rTuvvvuGw/Y4ix8kZR22uvDPOZyu/eATcuuxVJSX1A4Pgury33jxceztPECk8/nValUEgv5hQsXAqh1R+TnLZVKgR2WdhpGebdcJMF0CXTwQn0HzaFgn2FuWYSnpqa0ubmpTqejr3/962q1WqrVauE9WFLm17OPMbDy+fWMJUCx1WoFdrPf7wdwD6vJBu6w5Dhc5i2X225+RaMHpLa+Efzm5maQYHPvcEbStiPzZlk0ymi323r44Yc1HG43YCqXyyoUCqpUKolmIdwPfw7SZEPOVvuz5/Jid04QHMwNHZzn5ubCfWBLKNheZ8BjQqHT6Wh6elq33nprIHf8/8xRsEqlckMB24MOMv7Lf/kv+pVf+RW97W1vOxJExrW0arWqF77whfroRz96LLISmV2dxfeUNW6vzCu+N1an+Hvxdxy8AaY4BjWSaYoZ6lMdOOBj3B9sbm4Gv8y48cNen8uajZwY4rXb7QYfCBiSFBRO+D38ue8HT8Mt5o1YgWv3a2YHAHysZ1n5F0Do30/z+QA4fBrjcBUVaxF+1zPPMVDm3LFkmN89w+3nguDN5XIqlUra2NgIzTHjZ2RzczPRfKtcLgdZOdfHmKmxJrYi6w1xXygUdOrUqV0qA55DxuZZ9fi5jufe59dj1zh+9TmjbOuo+fzYcrntTshLS0uHPZTrZhcvXtTq6uo1OVa9XtenPvUpPe1pT7smxztKNjExofvvv1+/93u/d2DKtutp+464AAax03OQIinIValp88/7ghxLPNLYYGlnIXWGLP5O2jHz+XwAqDguHnLGweLP4grAixlDGhkg/yXTuLq6Gup06diII8OQ6ALOJAVwNDU1paWlpdDAZ2VlRaurq6rX6xqNtmt66E7sdctp2eK4nsYzoGRQ2+22zp8/r69//esB3CMH8nmATMAZFovFcN0Av0cffVStVitRw8L804EZaXKxWAyt/HH8NAMhQOl2u3rooYf06KOPJjLulUolsY3RXnUt8XPD77HU3J+TWG7Na9L2c3z+/Hk98sgjGgwGKpVKodbZt1QiQMGZb25uqt/vh83ib7311vDcxFmNw7Tbb79dt99++2EP48BsbW3tQOd+MBjoV3/1V/XlL3/5wM55kPad3/mdmp2dPexhZHYdLCaIfR3lb2n3tihphLO/7n/7WuugFP8GKPXSJBrzQfJCnLL+AjApj0ENRbaV41N6wvfY8g3wCGmJ2siBOFlGjo8s2oGUZ1Q5NxJqAI/HBcQTHCMN3DqZ7XMcgzd/j/H7vfOyHLZNcmDLeN0fep2tE8b87dst+c4MgNN8Ph8Uat1uNyQJuD/Eiajd1tfXAwlP7MJ1xiCY+y4pbMGIL/b+KB4HuLpsr2czJmbieXaVXCzVB+Af9c7x5XJZf+Nv/I0TVzPq9rWvfU3NZvOaHGswGOj/+r/+r+u+u8JhWC6X03Of+1xVKpXDHso1savK2AIqWLjHx8cD8OI/t4NaaScDy0IQ7+W2V7Y1loumLTpSMvPrC9jY2JhKpVKQuKytrenSpUsBTAEOAb1p+zjhNGGGW62W1tfXQ72eXxuOolAoaHp6OiEzihdm/m40GqpWq6pUKmHvMBwqdbXIpJl3HDXyJ+beJdWASUCkpMCcNptNbW5uqlgsanZ2Vr1eLwBQ5hxJNXNfLpfVarWUy+UCcUH98aVLl4IMCfa5VquF7YGmp6cDMByNRkESzTVxL3BY3/jGN4IMGKbX2/a7vEjakbHHz04caLljG42SnY+9Yy5zwA8bw8/NzQXm3VlcP74HB4xtYWFBvV5PX/va11IzH4dhMLUnta4mzQ6DUPj617+uf/kv/6Xe+ta3nris7ZOf/GQ9/elP10c+8pHDHkpm19jSslSAMSm9z4X/Gx/Lv8Pvvn7Hx+t0Ook+FtTSxvWrZEjxi97NN63RlJO1ZPCIMYbDYeK7+An6TqB84juAM5cSOwhmbHEpE2PxvW8dgFer1TAmnxO/DjePDfAvxBBOCnC93BOXZrviSFKCOCAjyw8xERlY4g3uPfEV5LPv88t1eOwlKUjB3XcyHmpr42cMP1oul8Pc5XI5NZvNsNUT99ubdPkzESdW4mfU58Q/lyYFx4jFyNoeZbvzzjtP/HZ/n/3sZ6+pWuuP//iP9dBDD+mOO+64Zsc8KnbnnXfqlltu0ec///nDHsrjtn0DWxYDX+xo3IAT6PV6Wl9fD4sMi2aatAPzhYpF2b+TJo9xNtjZM3eYdNPj/fPnz4eMKudggWYBBJzE3QaRRSE7dmDMtSO/BigtLS2pVqtpNBoFUOmSZJdcsfiWSiXNz89rNBqFeZycnAwSKRw34+f8Pp8u2/G5Y49VN66F2l/AKt18kfxIChuj01SJ8VNPzDkYA6B0eno6jK9QKAQATwMPaafTdaGwvb/tN77xDc3Ozobx1Gq1RM2yO/u05yjOGPC3N51wp+pbG6Qdv9VqSdpuUEH23p9Dl2cxFmTXhUJBZ8+eVb/f18MPPxyc/mHarbfeqte85jUnDmxdzg5DXjMajfQ7v/M7+qEf+iHNzc0d+Pmvp5VKJX3Hd3yH/uiP/uhESJcy2zEn6jBkoB7QpxHNsXpmL1UVfhkAx3oKKPMMICStxxP4GnZdADjhyyGQIZjJokEIQ0bjE4rFomZmZtTr9UI5DeCUfg+ugpJ2dk2gDItxk6nkcw4AKStyQE7TKyeqGXva/fCsqc+J+zkndz2TzPV6RtQzrIDLmDzm2pl3GlxBgLO7AMDOm1D5GDl/rGBypRvPDPPrOyZwfVw/CQwn+FutVsjA+/n8e3sB0/j5jZ9bb/Dpn+dzcYb8KNv9999/olU3/X5fn/70p6/pMR966CH9zu/8jt785jcfehx3rW1mZkZ33333iQC2+45s3RmxfxnsG7KPRqMRwCMgIU2KxO/SbulozCC6LMedYgxqMQesMLt0VoQFhukrlUrBuaWBnmazqUceeSRscyQpIVlyR4LMSNouWGffXtjmxcVFLSwsaG5uLsid4+17BoNBaCiFrMa3nnHWMwbgMMcEHw7ecQBzc3OhkRaSKGdWcd7SNmveaDRCowZqltrtdiJbDSjkvCsrK/ra176mRx55RKurq2HecYqQIeVyWdVqNVFDjaNsNBpaXl4OAJK6KjLDft9xNC5TjrP4ODG/zzx33hnTn/V40Wq1WlpbWwtg1bcsSOuQyBxTJ3brrbeGzteHaePj4/o7f+fv3FD1tZJSFRkHYX/+539+ovaHw3K5nJ7//OefGOlSZruNdcx/4vextDVTSko1Heh6naK/DqAEMLIdmfuzSqWSaD5Ithb5Mr7QrwEf600w6bZLVpB+FsQGpVJJlUpFlUolbOFHWUy5XFatVgsE//z8vObm5lSr1QLQApS7b0aFBYjExxOb4IfxVXHM43PscVJMIux1PySF+XKQ5iCZ+fdGXozJlXDStj9htwOPKygFq1Qqmp6e1tTUVCAoXDLtYNGbfZIE4H4hL2esPHP8C/DN5/MhS+xSad8pQtoB63GtrM9h/HzHz2w898Qw3qjrqFqxWNTznve8EwfO3NbX1/Vnf/Zn1/SYg8FAH/jAB65Zp+WjZOPj43r2s599Ip6JfWdsHTyxsHijgrW1tQB63HnFADRmguPMoy8s/tn4OLGTZEGWFAAR7wPQOF6pVNq1J5sDwF6vl9izl+OQdaWrsF8Di5qk0AyiVCppampKc3NzmpmZCR0e2+222u12GCeOjSYVm5ubYQP3OOvImOPOhc5Oe12J1+bWarXAEHc6neDoi8WiqtWqpqamQrBAXUI+n098hxqWXC4XJM3eaRCHiSxoOBxqbm5O5XI5zBHfGQwGYWshui0j4VlbW9PS0lKQcpXL5dAJkXmIM+t+r9KyAnzX5eBxvYQ7Lf8blpvjE/xwTAIE7wDNHNXrdS0sLOiOO+5IMOGHYS94wQv0/d///TdUtlaSFhYWdt3bg7B2u61PfvKTes5znnOg5z0Ie8pTnqInPelJ15wVz+xoWJwl9JIizNe6GCDEpLW/5z4Mw/dRB0mtpLSTnaNpEAoifKCrmMi0Qto6eeqyZsBjvPWNE8lx5tePKynIc9kiqNvthmtEceTkPOZb66Sphbgm93FYDOzie7VXRpJrQhrswBnf7USEXy+EAT6PmADfSs8MrsXjOdRfcVYXf+1Sb54Dr+v1+7y5uRmaSzFf1GgjS5a2iflqtRpKyXh2fB/bNPVBGqD1bO1eknC/Z8fBlpaWdM899xz2MK6r/fmf/7keeuiha37cz33uc/rgBz+oN7/5zScujrr33ntVKpWOfH34leyqgC0LE4sDC976+vquPQ09s5YGWPnbs3/8HTvIuN7EgYovPIPBINTL4jxh72Ab8/l8gokErOdy2x2OL126pEajsStT7DUsSLG9vsTrUMhM0lyCLoqFQiGx5yuOlhqQQqEQHB0LvQPTOPPtTjveD4+59vHDgFer1YScGKDJ38iNPMuZz+dD1jSfz2t1dTXhvGHYmQ+XAq2tranf7+vWW29VrVZLSIJGo1FguNmAHRnv+vq6FhcXA/vqGXZ/DvjXs+7ME+fweeDavEOmy4f891jqRa1xLpcLrL6005QDwO6KBfYJnpmZ0R133BHk2AdtZ86c0Tve8Y4bqrYWm5+fTzQ/OSgbDAb61Kc+tYvQOwk2PT2t++67LwO2J8zSSGb8ja+ve5mDBAcB8bocf95lo5OTk6HBk+993m63A+HM+6VSSc1mM4wRH+EkPOAUQOQErPtRsqaSgkR4Y2MjKNTw1d5JfzAYhD3nuR4yzcPhMMRN+EWvJ8W3OnjmszG43c998zl1QM8ccF1OsHI90s62P8QKxWJRm5ubwdehhBsbGwsKPc+seuaX+08sw3M1Pj6uWq0WYg4Uap79ZE7w9YBS4hH2v3XFG88N80Z9NNfv3a0BzHs9vzFwZTw+Z7Ev8fKvo5ytlba3bDvJ3ZAl6ROf+MR1AWiDwUC//Mu/rAceeEBPeMITrvnxD9PuvPNOnT17Vn/xF39x2EN5XLbvSIsF3es3BoOB1tfX1Wg0EouZAyyXifK3tAMEsLRFLW4c5YsLANabUfm5MJwgTa5wKM4a5/N5ra+v6xvf+IbW1tYSi603eeBcOMhSqaTp6WktLCxoYWEhMIQ4jc3NTa2trenhhx/W+fPnJe3UdCJdJovr9aw4cs+MS8m95pw0YDw+F7GkhjEhHVpcXExIfuhaiLNm7CsrK4lmYFNTU5qamtLi4qJmZ2dD3a13fp6ZmQmOnfvXbrd16dKlAOxxDFxPqVRSrVYLzxWZTp4nSYFp9w7J/mzFsqIY5EpJhYDXxrrTSjuGEzDNZlP1ej00C6OrJs+9nxMA3el0tLq6GqR0B225XE7//X//3+vee+898HMfBZufn090wzxI+8IXvnDsGdA0y+fzuu+++w5tXjO7fhbLj5189s9g7qNZ//YicmKy2jN1yFEdDKPoWV9fD30hfB3nXC7NBYSifPIeFa4+Ips3MTERpLL+41lgiGrqQUulUiCzXeYMkMOvuZzZG1UBhLyGNW6G6POelhlPuw/Mh4MwV6SlkeS8x3gpE2J/d4gEJ8kB9F5/HD8HXsM7MTERdnoYDofh2BAB7Djg1+F+lzmmnwlkghP5nIfMvpdbSTudmn0u00iD+H0nY+L/F/wby+6PKrjN5XJ6znOeEwiXk2ibm5v6yEc+ct2I7L/4i7/QP/kn/+TYZOj3a/Pz8ydiO6Or6orMYiwp7HfK3qbSDivqwNQXBHd67pwwX2AcsMQyGz7rmVvP4nlGc3NzM8iPCC7deXS73UQtqMut2KeN449GI01OToa9cclIIqvx7B+SH2Q3Dz/8sPL57X116/V6kMz4cchWen2OZxPJzHpTC+aIek/MF1rPzPq2B1tbW7p06VIYN7U3OPG1tbVwz/L5fJAq9/v9UCc8MTEROiDjpAgWJIU6Y1rz041xenpa4+PjQV7MfaMGmJqpbrcb5sE3eCd48QCI9zwQcIIEZ4NE2+fIa185roNaZ6KpheazPBPcozTWliAgTf58EDY3N6dXvOIVh17je1hGDRZSwYO0hx9+WMvLy7uat50Eu/vuu7W4uKhHH330sIeS2TUy1tY4Yxv/HlsMlvZ6T9oBovFxKfNhvZe2S4nwLfGx8L8cU9reo5t92T0DS/d//CfrOWPhd/wMAAygTYMifAJZTT+Oq4T4jm+Jhy/3DsqeaY4lvMzNXvPq90xSIhYDNHNuB6WMyaW13hUa0MM4x8bG1Gw2Q+Z8bW0tZGy94RXHhOR1coDYIPbRzBk7K5CZdwWWzwE1s/R18UaTzCFkA00smaN4PJczzptGesfAlZgv7b2jZsViUc95znP2pQI4rvboo4/qM5/5zHU7/nA41K//+q/r1a9+9YkAgtj4+Ljuvfde/Zt/82+O9DN8Jds3sPVub2St1tfXEy3zPWPq2cM4i4g5AIg/F//O53yh4fW9gG/cBQ8HxqK4tramtbW1RMMDB01IdABw3s2wXC6H7sHMiZ+LDd7JRA4GAy0vL2swGATJLU4cRtkBGOPEwTKvMVjFgQByGYODbJjT0WgUGiwMh8PAkALoWZhbrVZoGsX80hiDDpQXLlyQtNO8CZkSZAI/dE+ERZUUJN+1Wk2Tk5PqdrshkPE9a5Ek+z6wBCfxcxPLrXDijN/vkc8x8+T3L5Z0eeDBufg/wPlgukejUZi3mLyBSLmW7ef3a095ylP0xCc+8cDPe1QMWd1h2Pr6uh588METuW/w2bNnddddd2XA9oSZl2/wdxyw7wW89gqI+HwsreU7uVwu1HnymXq9rnq9nogDPMOLv8ZPulSYH/w5vgWQ7FlZxoCii54PksI6T2ZX2iEwaWTl2VYHV/hDiGuUWR5b+Bx4xjdWoMUxlJOv8b3he3GzREkh08x1Ml78tDe1dPkuyYxutxu2wSNuSCuLAvBCJvj+765Iw5/6M0fMRC0v91BS4ti9Xk/1el1zc3OJMiA+x/Pk1++kSvys+rMcz7l/Pv6eZ2uPup06dUpPecpTDnsY19U++clPBpXk9bJHH31U73//+/X3/t7f21OdchztGc94horFYohjj6NdVcaWf+v1etiORlICWKXJN/YCp87aeb0L7/trsSPEPAPl52OsSEFxNP1+X81mU8vLy6GugwUaJ+TSZq4NGaykUL8BKAQwTkxMhO+z+J46dSqAIDr+5vP5RBc/rwti8WRB9+uKr9m3QqBOOJ6LGAQCcAuF7c6+U1NTYSsjd64AbZybpFArjMTHxwOLCuu6vr6+85BZcw2OA9tK9ldSmGd3+GTDIQwmJiZCZjktKxDLktOckbPU/nx7dtZl0jE45V8ytzzTgFtJITPo5AKfOwz5ylOf+tQwzzeiscfyYdjGxoa+/OUv6/777z+U819Pm5yc1Ld8y7foI9l+tifGYgWL+1MnkR2Q+mcdcMUWZzRjVQs+MJ/Pq9FoqF6vJ7byIdvqZCY+0Ndp/IbXZRJTALByuVzYdg7w6Z8tlUrhb0mhx0Mc0zhAlJT4roNLvwYkzJ4QQAXlJS3xPHmMxLk8++xxVwy2UJHh210C7Vln5odrJx5x0E+jL+6blyNwXnyj1+1y3SQJyOLyvHGvUdnRNJK95nndn5ler6dGo6GZmZmQUQZgc3y+4/49zdLA7l7gFuMaY7teMtjHa09+8pO1uLh42MO4bjYYDPR7v/d7110ZNxqN9K//9b/WD//wD+vWW2+9ruc6SHvyk5+smZmZ604MXE+7quIoQO3KykpY7JHb+GLvICxmMjyw5/PUTbCY+sLhDSB84eZYMVjxhR0ZEo56YmJCKysrOn/+fKITYiwDQopDfY6fl9+ROFcqlbDQj0ajBEvL1jAbGxtaXV0N8ihpWxo5MzOjubm5IKNBZsM5vU29N9bwecZRO7May2IIAjyoALDCQANWx8bGtLa2psFgkKgbZZEul8vq9/uhw7KPj4wqXYxrtVq4Nzj0TqejZrMZHBwdqxcXF8NegM5cI5FiiwGvr/VMbMywpj2PcSbWx+avSTuNqTzzy7E9AGPfPL5LHZG0s5XQYbO4uVxO586dO9HSoysZQdJh2Gg00he+8IU9g/3jbLlcTvfcc0/4v5vZyTZvZuTP85Wea/fNcX0tftW3s4uzgvgPwCL1swBIFEL4O0Ac5/HMoXfPp+bW5bEYIDCX29k3l7+9xhbfjC8B5DrZTJzE9/FlkgIh7MonzhXPbezn4p4ifr1+z7h2xlosFgP498y1K8Xy+XwAB/hTAC1jG41GIVPOHLKPLe/zL/PuxDn7wsfxDXOHsqxcLifiNcbEs0S97czMTHif4/FccTy/Hp/TND8dJ2p8jn3O47g1l8uFnSWOmj3jGc9IkAMnzS5cuKCPfexjB3Kuhx9+WB//+MdPFLBdWlrSbbfddmMA28FgoHq9rtXV1ZCVdHkIi4hny9LS875IA8aQ7VJLKSkBzNJqdTFnMlnoGEe32w0Lcy63LWtyFhFHBqs5GAxCUyj2tGOxZ7H2xdDrT9rttprNZtj43LcrYAsh2MJSqRT2ua1UKhoOh6FOlVpUB1PSTodGz277NXvGl3lxp+JzyDEA4J1ORysrK2Fz+Xa7nZBKIelaWlrSqVOnVC6XNT8/r263G2qFC4WCarVa6E7Jnn+SgmwIwAyLTpdl9qg7c+ZMYN+5dq+pdTBKttyfAwftsUoAAsDnxEmRtExtTGbEygGcGV2PJYWO2NVqNWx/5UHGYbC4+Xxep06dOvDzHiWLmf6Dtj//8z9Xv98/tP10r6fdeeedmpyczIDtCbFYZeI+Ja3uUUpmb9OyWv65GKg5cQvRTcmLk9+s0WT8ADTe5wKg46VF/X4/+CoALn4FAEWpDH4ef+mZOPwQDRjL5XL4fqfTCSoi/x7EMNlOn1snaPHd+MpYheWxj2dH47n0GIDjpvkcV1DxXc7NvYao51rK5bLa7XaIRYhxAOwosdx3Mg78J1smAuKJBTxuY/56vZ7y+Xwg2FGobWxsJO4Lc0ozx5mZmV2qgFid5e9zjLQ53Y/Fc8y1HsWM7djY2InZq3Qv+9SnPqVvfOMbB3Kufr+vT33qU3rZy152YuTI5XJZT3/60/Xxj3/8sIfymG3fwLbZbAYG1eUtcV3o5ZrTuGQDB9Rut4PE1Rdyz6BK2tXND4vlNyy0bPPDeS9duqR6vR4WflheZ/Oq1WoC/MSspy/AZGRxlg7iyA5Tu8v5cKa9Xi9cL3vy8VqxWAzb30jJPen4oTkTc+5A3bOULh+PHSAyLZyUM5i09Od+DAaDwJp2u121222dP38+kZlFpoXTINjgfrhsi/vf6XTCtfb7fS0vL+vMmTOhHpLgxZ16GnHiZEPMyHo9lzOvnqWFfPB5jhUAngnw7/E3XZwZE5lbjocc/nJB3/WyfD5/KJ2Yj5IRjB6WfeYzn9HHPvYxPe95zztxQcXS0pKmpqaObIYis6uzmPyLwa3Lkf3z8XMdKxRislHSLiAqKexR65ncfH5nuznP2jEelxrzN918Ibg9NvEt/7yZVFxiw570rsiRFEAs4Nj9Bn/jO72+1BVO7NbgsuHYf3u9LWNwsldK1oy6b/N58s/zOaTPXurjcYBnq51sdrA5HG53N4ZgcAk1Na9xbwvOAxhGIUcWHCOe8/kfHx/X1NSU+v1+UJkRbwBuKbHy646fYX9eL+eP07K1scWKrzSwfFRsZmbmRNfXbm1t6d/+2397oA06v/a1ryXWr+NuhUJBz3zmMy8r2T/qtm9gy7Y0UrIJT8z6STv/oWMWi8WHB2B9fT2wbN6tEHOQRGY0XqA8u4ZTkRQ60ErSyspK2LcV8B3Lfb1BkTsGOgiWSiX1ej11Op0AxhkfEmqyvS59heGlBtlrTJDmsrk5QHd6elozMzMBWLIwxxu+0+DBOzLjoJ1wYCyDwSAAaTLEY2Njmp+fV6/XC1sdYTjkarWqSqWidru9C+RR/wJALZVKQa7ksi8absFy93o9tdttdbvdAI5zue3OyjMzM6pWq6EbpT8zLsH2ZyDteeDzMUD14/gzFQdmsUPj2F6LxDOUy+VCIwv2iR2NRiEY4x77/5ODsnw+r+np6QM9Z2ZJ+9rXvqY3vOEN+v3f/33ddttthz2ca2psefbwww8f9lAyuwbmGS3Mg3WXI/t7aSAgfs+P69lYaXud2tjY2LWlD4RvnIkl84rfHwwGoeu+y4u9fAh/7j0lvPGiZ1L5HfUWnycL7EQnpUlIiX2v3ZhwBVDGRL8D21hB5PPq+8Jyv3xsXDPZUF53qfBwuLu5lUvEuX/EMJQCQbzjPzudTthtwqXBkkJMxBgB94yLa2TukTizy4D7/Bi0E7PF2Vv6XrAFn1838VIMdPeyNP/vz67Pa/z/hM8cNTt9+rTOnDlz2MO4bnb+/PkD7/ewvr5+bAHgXvaX/tJfSuwkc9xs38A2zjyx6HiW0MGDM6AuzQDgrq2taX19PWQ3vW7RFxBfvNPG5IsHTohFPZfLaWVlRevr64n9aAF0NCtycMh4JIWGBYyF/dNgg7wG1MeBM3H5IxJVrgNw12g0QhbXJcAcg+7L1Lv4QusZxr3mieOxdU6/3w8gC6cOu821dzod5XK5kDXd2toKHbCnpqbCcWj01Ov11Gw2Qx2jd8T22t9+vx+6QnpNitfb5PPbTUOoz41BO89a3PCCawfw8m/MQsfSpLhJSpyt8Gwvc841+e+QPe12W6PRSLOzs+E44+PjCWLgpDB7x8k2NzfDFk2HZV/60pf0wQ9+UG9961tP1DNQLBa1tLR02MPI7BqZE76x2sXBDq9LyS7K8Trq6y+vSUpsg8Pr7IsK8PH6TXxWrPoC0ALQaAjl58EXExegEsLnI0PGpwI06RTsyitJ4bsQ4u7T2AkAYtgzH3xur1rRWEqcNq/u07gfxFj4LeKpOFsa+zeAPgo3J3uZY29oNRwOw/WhVvOtgSD5MVRbngBwn0uc5A2mtra2gprLM9pxHSty5k6nE+IA7lGr1Qrf9Tnyawdk78f2Ulr5nF7uc0fFbr/99hOt3vroRz+qBx988EDP6b1zTordeuutWlhYOPC5vFZ2Vdv9eIMGFmVv2MAiEjsxFlwynq1WK7TQxzF45guHl8YYx0wyRjaUsY5G23utUROMM2F8dEnlmjwTyOILI9hsNnfJS5gPsrGj0SgAtHw+Hxzr5uZm2PeWMW5sbIQxxZIusrR0F/agAODmjHI8RzHTG3cbxEnBjrLAU0sDEMdB5/P5UFczPj4eMvexM6d+hkx5pVLRzMxMAkjmcrnwPh2E3VmRne90Orpw4YJuueWWQAbAuPqz5g4xdvwekEnJOhiOx3U5GHZJsteTOVvMvLo03ZuCAG7n5+fD3I+Pj4eGW5eT618P8/9TN6ptbGyo0Wgc6hiGw6H+2T/7Z3rVq16lO+6441DHci1tbGzshq/hPkkGMIn7XPj7+ADPZHmGK02W6RLbuMRGUiK+yOV2SoMom4GYBnjl83k1m83QN4OsbByjsDbjg/EdvpcrZUOercY348u9twX+AGksih3KlCAGPLvMedPm2hs48Z29ANJe8+fZXn8Nf8fffm/isimPMTgO5UTEVe7zfZ4grf34LtX2LLrHid4J2ZMgfB/ZM36Ma+S+0sDTSf1er6dut5vYX557HRMG/pzuZXtlePdKuMSA96jYbbfddmJjgX6/r9/+7d8+UBmypFDTfZJsbm5Ot9xyy8kHtl4P4eyXM4XxYuwMYr/f19rami5duqSLFy9K2i5SnpqaUqGw3TmY9vcuLY6zbfEDxOJEbSvn7/V6YUsf38ss3ouO47Fgc752u53a/McXfK7LG0RwLN+nDScHcN3Y2FA+v1336JnFra2tUGtSLBY1Pz8fQDHz4XvB+eIZS5Zi0Ev2lXMDSvP57dql06dPh62IaPzk+wDinCABmHva//M7x6S+qVQqhT3mmEe/ZsbaarXU7XZVq9VUKBTU6/V08eLF0Hlyc3MzkQ12MBo7dv/Xt3zwc1Oj44QKY8LZc695PX6mOSdEAedwcDs7Oxs6UI6NjQUp9kHa2NhYqDm6Ua3dbh96xlbaliT/2q/9mt7+9rcfOMFxvSyfz5/o7SNuNHNw51uvOZhyUjYmL2PJpgMIjPXZfSv7JuZyubAjAYS0n1/aLo2q1+vB/+CXAKy+FruPZOxOzHItSJKJQVwujBzZSXfWVZpNIut1v0s5ju916+DP5bbxnMQJAie4PUPpc+jH9Uwxx2COeJ/rhHyVdmqLMQjlVqsVvu97AXOMmERnHE4qEwcRWziQ5l45oYLajD4fceaWOaBrsoPvdrutcrkcxs9995IgxpdmPv9phI2DfJ/jo2q5XE5nzpw5cdlF7HOf+5w+/OEPH/h55+fnTxywnZyc1BOe8AT95//8nw97KI/Jripj623cYzkMMlkWeBZiFqJms6lms6mVlRX1ej2Nj48H/bZLheI6WneKsLUYn8MpObC8dOlSYHlpFAVgBPAwDjJuyHRXV1eDk2XRZgEG4FE/4mwssh7fKxbWmVpLpFXj4+Mql8uhTjWfzwepLj+AJnfYOCVvtOVSXcwDE5dn810nI6h/pY4mn8+H7oOrq6taW1tLMKl8x4MOv/+e9US6vbS0FBpDeHDC/fdAhPu+sbGh5eVl3XzzzeH+A3L5rAcBDmiRd8MS+1w5CPeAjOOQjadeKmZ4mWeOy5y6kxsOh6HZ2tzcXJBtH4YxvhvZGo1GeN4O04bDoT7wgQ/oe77ne3TXXXcd9nCuieXz2123j7oML7P9WafTSXT8lZLbyDjgTVNQObjdK4iOS0AAOhCr+MNYJTMcDkMXfXw0wAlf7ECcMTuwctKZcwGy+B5deMkC45+o05S2iXka0gF0K5WKtra2gt9jjvhMXE7jft2bLMbmvs6VWZ6ljX1gnJHkvvFdCH6AIQkA9+PeaZqt/KampoI/g1AgzqNMybPJdEKWdgh24gaUc/h1f85oDkXiY2NjI3yfe8MPxAPfISal/4e0Ez/GWds0S1MfxPfDAftxsHw+H1RkJ836/b5+9Vd/VSsrKwd63lwup+np6RNHFuTzeT3xiU887GE8Zts3sKUGdHV1VWNjYyH97mydAynABfUSa2trevjhh7W+vh7AAjJXnEK1Wg0ODgDrjSrihYjfnS2UpHq9nmgehRzG60QcqNDM4dKlS6GWNE2uMRwOA0AFHHFepMP+4yCS/dqKxaJqtVrIgjYajUQHYI5Tq9VCHS5ZbbLNcVYSx8xcxJnbeL4ArtwD6m9hRbmv1WpVvV5PMzMzgcGl+yFbG+GMIAgwsp5kvVdWVjQ+Pq7FxcVwL2FXabqBM83ldrpINxoNra2tqVqtBkBNzZWTDp7hhzn3gMQz/7wf1x/xngN37q0HDj6X/O5BlLPozWZT/X4/bJPkAdRB2cTExKF2BD4Ktr6+fuASpb3swQcf1Ac+8AG9613vOjFML5mADNgef6OxoKREfakTx04KpmVssXjNdGLQv4MfYQsYGkB5hpMt9WiC6EAvzgzG4wXITU9PByLVS5+8X4YfPybMIaQdYEEas/bjW6ldxY/4nEkKoNd3QtgLRLm6TNpdf+syZge28Wc9607Dq/izjMPLfLgPxHnEK/QoQcrMXuGeUHCVG9JiPkfG3Lsqe9NIVwiSBKDZpMc6zBM7NziolpIlbFcCtsyTP7M8T/4sxER1TDwctbUwn8+H3h8nzT7+8Y/rX/yLf3Hgc35Sga0kPeEJT0j0yDlOdtVS5FarFbrqLi0tJaQt/h+axb7VamltbU3nz5/XxYsXE4DBg/9qtaqZmZlE04M0p8hi5Is6iyyfY79UzkPLfpcak10dDAYBPPFZMpx8djDYbkfPVjeSVK1Ww4JOXSqMp3cC9HP5PnHFYjHUhvjYAb7T09OBqQTk4kwd0DMHDu5wRFyz17AAjAFYsJqeYec9OlHyHuCT5k6DwUDVajXB2GLIc3nPa7RPnToVuj4zX4B+r59i/Gtra1pYWFC5XA6fd0m0lJQ1cx6vAfJMrtfw+PPkzsqf0VqtlmC3GZsHU/y4RI/XOp2OLl68qIWFhUMBmGzVdCPbxYsXj8wCPRwO9Wu/9mt69atfrW/6pm867OFcEzt9+nRCup/Z8TVAD79DJHqQz5qO73VVTBqx6r/H5SPECvhpCE8I61wul4g7WGM9U8nv/hq+ErCE7/NeG/h3AK600zyL77qfQn0F0evZWFRCMdkPeSvtEPWARLKVLoHeT0aRc7qlyZpjIsGPLe3IhmkexRzSbNOz204kk73t9XoBPHJvvR4W8O9qP7Zea7Vau+ITV8X5eH2LQ5R1+NL4HpTL5cRWjzxbfkzus6sO47lNy3j7eTy77N8jDvB5OQpWKBRO5O4Ia2tr+tmf/VldunTpwM+dy+U0Nzd34Oc9CDt79mxiH+vjZPsGtjREwOk99NBDGg6HWlhYCPJaB0yj0UiNRkPr6+uq1+t66KGHEiCQRZwFf21tTTMzM0Eu7I4lTerkv7NwA2p8E/FisRgWOW4QMt/hcKh6va719fXAPlKHilTVG2ng2GAc+SySXMBbt9tNAFlnRRkX0t18Ph8AWz6/XXc7PT2tarUaFuV+vx8kzb6Iw5z7OL25VPyatNMowwMHKbltE/PNuT3wYA6pd8F5kyHn+dirDnhra0vnz5/XYDDQ/Px8yIB7/RF1MIDGjY0NraysaGFhIcwZwN2ZVe4TY3b23kEw8+XA19nheG6Hw6GmpqYSsmQPoPhuzNR6JoPtptKe5+ttbH1wI9ujjz56pEDXI488ove///36uZ/7uRPRzGNhYSHUkmd2vM1lvWnBOWupy35ZB1nf3Hengdw0cAUAcpA5GAy0vr4eFEWcGzAqKfgLPx/ELISkZw8dyOInWaephY1LkfL57W16IHc5N8AsVgThC/AZfr0ck8aTgGufWzcnrNPMgVnsH/0+uMKL8TkxgM/b2NgIsYtLwiGTuaapqakQN3gpkftg7g+KPMbE/aQ2ljItninG73W4xHrEURDsPCs+D3TAlrZLnkhE+LPpRLw/m2nPLNfGv05o85q/jlLxKNnY2NiJA7bD4VDvf//79Yd/+IeHcv6TLO8+depU6Dp+3GzfERX/YVkM+v2+Hn744cDOeZDvTB4dbtfX1wNoYeF129zc1MrKSiJzF8tgpOSebb7g83er1QrdCScnJ9XtdhOMI4vTxsaGLl26FAArC5RLY1jI2Tgc1g8AD/imw7CUBIjlclmVSiUw0YDlzc1N1Wo1dTqd0ICCeZ2amgqLTz6fD9lC5otGTbCysSPkOgDOyK9xngQOLkmCfQbIMhYYXKRavEfG1AkE7psHGN6gytnNXG57G6bhcKg77rgj0ZDDM+ped1Wv10OHadjzmHl3KVns6Jkbz2J7llXa6abNZ5yE6Pf7QZLt18K5PKiJGWCO32q19Oijjx44k+sZ5xvRRqORzp8/f6SkYaPRSL/xG7+hV77ylXrmM5952MN53LawsKCpqakj0aArs8dnsQIFX+KBvpOBrnhxMjFNwukAzUEosl2+yx6Ka2trib1K3efjixzE8V3krPSvwLxxEmOIGzqNRjvb4KCSYgs86kjJHhLveDMqV/Q4oY1P9LIi933MuZfjxBYrjGL/53GRX6cDcRRpfj9d7guIpSxJUsjgps0dcnXvSE2M52su94Z7jQqQOeEe8hz480UMRMaY56zT6YT4zH29JwyIW1xW7kDW40JXHsTzzd8OYP17ToSn3bvDtkqlooWFhcMexjW1L37xi/oH/+AfHBqhOj4+fuLmFJuZmVGtVjvwuuVrYVclRY7BwMbGhs6fPy9pp3MeXez4zOrqapAgO8BxSQgLSb1eV7VaDfUmGIt8WhdRB7zerY9saryAS9KlS5fUaDQSjowFiQ6LLKSAvsFgkAjaANxkeaUdZ89COxqNQj0Ie62xkHP9EAN0P0Z2jBPxZhOwzIw7bqTlgYKbL8zubLkGMi0AOz8vTZF8/1sYSebFZc/5fF5TU1PK5/Pa2NjY1T2Rew5QvnDhgm6++eZE12WCFRwmjb5arVYgAVz+jvmet/H1ejbVs7MEHDHbyr2ioyXvTU9Ph2fdAzkcsDu0WJ7H84WC4KAM2feNaoPBIKxTR8keffRR/cN/+A/1vve9L9GF9Dja9PS0FhYW9Mgjjxz2UDJ7nMY67mDH5a3SznrmWb8465WWffQYAPO1GRUXZUyQq/5+TJRKClJj/AIZQz7vmWVpJ9scZ25973qAGNvS1ev1sN+776+LH+FaHFA76AIkM5ZYqeF+F1/s8+PzC2h0IiEtK+zZT5fe4t/wl8Q9Htvh44fDYeiV4UoswC6g1klsniPAr7SzNSTXQt+Mfr8f4iO29/N7yPPkmVnioK2trbCbA+U2PIsQ7cQVxGQe+/gz4SA2Brf+Eyu7nJSIP3uUbHZ29kRlbAeDgd7//vcf6pY01Wr1xALbcrmsmZmZwx7GY7KrArYObgGxjzzyiAqFQgBmXt/Y7XZ1/vz5REOpy8lpkB1Rw8LnXQ7E4orTdLDLuACGgIxcbrs+tNfr6dFHHw0LIY4G4EQdB0Bga2srLOg+bsYA8+jNhQCrlUpFtVot1IE0m011Oh11Op3wPvJtmh0A2qjT4bgASzKVUnpDCXeEXDd/p7G7/X4/bMuzubmp9fX14Kyq1WoA9zgGnKJn0BmvM7+w0cPhdr0LTh95NjIssqGPPPKITp8+rampqQAsnd3mvrZarcQz5O8xFmdz4+yAS+z48eyty89hk3HGtVotsMzIkvmefyd2fozDA7KDtpmZmRMhd32shvz9qNloNNJv//Zv6zWveY2e//znH/ZwHpeVy2WdPXtWn/3sZw97KJk9TksDrLHc1l93otTJage37pMcjElKAAVAbb1eT8hzyYYSdzBOMnE0E/KSEI9T3HciXcaP9/t9NZvNhBqKMeITKGnyxpIc22uBabbC2JA1c9xerxfIbgfdceMoxsh5YlLfgZPPvft5SGvf0QKfF6uaIGs9u8z7jM0/j9+EvGaP8GKxmCDP/XlijoiZnMBGBebqN2Th8fHcGEu73Q69OnjuuOcAbweuxE6xwmovkLsXsI3/5ZnodDpHrizjzJkzJ6rXxqVLl/S7v/u7h0ogzM3NHVvwdyUrFovHttnYVQFbsk0A1+Fwu/7xkUce0alTpxL/sdmqZWNjI9T3sWikMbmYS5LZ+NwzfSyO/A7wwskCdlhUAGG9Xk+rq6shG8v4vd6UbsbOhuKo/PiMkwUfB4ZDqNfrarVampubC2AR2TOyrlqtpkqlkqjbBUABuD3biLFop73ugYjX0fA+FtcEdzqdICvm8zhAmPOLFy8qn8+HJl/eVh+HjiMhOEGiTG0NzoT5pjC92+0mju9SHmqbCBBiZ895HNB68CUlN1EH2OKYycr6s93r9cJ2Ejja8fFxLS0taWlpSZubmwH4u7zcgyFXNiDlZu4PeiEmiLpRbXNzM+ydfdSs0Wjof/vf/jc997nPPdZ10OPj47r99tsPexiZXQNzYMvayrrrdZr4mriWMwa0MRjGyMp5syiUUahaWPd9fWeMuVwukIz0xYj9om8lxzHx5TRkpC8GxySGoEYX+bG0s12NpMR2NL7fuscUgFnAo+8JSzaYjLHPIYDXrxkfGxOmHlf5e9KOL3JSm2t0koEYB5+FT+d+Tk5OhnnEZ7oSC5K/2+0m4isSCIzVJeWc28EtPhUf7ckCz9gCzvm71+upXq8H+ThzxbGJS/2aLtfszoEuv7tPjzOzxFq9Xk+NRkOdTufINd256667jr0yyO3zn//8oWZrJYWtHE+iFQqFY9sY66qlyDEjurW1peXlZUk7TZl4jcXbg+o4wE5j4TY3N7W8vJyQ4fI9f4hidi2ua2BBJLCF3R0OhyF7OhqNwlY8OFpAGI4vjYUtFAohy8uxkBnzPcZHN0fAK4ssDtAz3GSK2Q/PJaTebj9tHlmkPTvnwBYw5/VIzmjjoJwwwNlzzLGxMa2vr4cMWLVaDRl2ao1gZXkmmEOy08iO/Pp6vZ4efvhhLS0taWpqKgQhAHzum2+xFD877qQ8Oxo7JmewvRa83W6r0Wio3W4nghOeF1j9+fl5NZtNTU9PB0bYs7YerMVyssPI2s7MzOyplLgRjGDjqNp//I//UZ/4xCd0//33H/ZQHrPlcjk94QlP2AUsMjt+liazdPlqDJLwJ9JODWuaogjj+UD+62Cn2+0GWSukoPs81vhKpRIkvi45JgZwH8Z67P0jOJeX0nhGDl8YS5lpxOfbEeFTcrmcOp3OLlDOvACyXDHl8l1XIDmBz/k9DnGSwMkE5iPOLJIVjs/rGXauJ86UooLzv8lCo86iqZZn9rmHxDW87qozJ3z5Lg0lmctYFeBg1Z+zzc1NNZvNRCJlOByGOffnDEvzi3HCwP9POOnj54egbzabCQL+qFgul9Pdd9+dWs53XO1zn/vcoXeepnTwJFo+f3wbY+0b2JK98v/QLFydTkePPvqo5ufnlcvl1Gw2Q9Z1LxlJzOLGDC+dcHFQvmj79/g8Ts0dFHWejzzySKj1lBSycIPBIDQz4Lg4jfHx8fAdb2oAK4mMF+frjaQA0Cz+SJzJUDoA9SZFSJJZpKVt4OjMIvPujjDOWMa/u4SLrGS73Var1QpMtKQgW/IsI5urVyqVMHcs5kiAnAjwLK6k4PCQVZOlZt875oqA4+GHH9bW1pZmZmYSwNBlVSzOOOaYdeV9Z58lJa4fUNtut9Vut7W+vh6y63zWZfc8c1/+8pfV7XY1Ozur4XCo2dnZMLfUJnltN0ET5sc7KJudnb2hM7ZH3er1ut73vvfpOc95zrFm1G+77bag1sjs+JoH7rFk09cyX3/jzGJcSxtndFmjXcnDesyxfRcD1tiJiYmQ5QRQxFlhly5To7uX6gkFlTd+AjgxF+zU4F2M8S1eFwtBKu0Qsqh9IH9jopPAHEKb8iQH/3GmmtfdPB5yAOb3yjsLcywApZ/bd8CAAOA+ME8+Xsh533/Wm2Vxno2NjZC9ZcwkB7gnvF8oFDQzMxMUZRATxDwOzD3GxK/79nw+v/6spCUI/P7En+W60ogfJ779/89RscnJyROztRz24IMP7plxPyjz5/mkGcD2OJLVV52x9c6xOBaAkrQ9Gaurq+F7Llvib28kFLOGzhADvrzWMw0I87t37qOR1IULF0KbfxYiQCOZrJilhdksl8sByLFo+bUidfF9axkLCzlzwjVzbHc0LvHJ5XYaSVGPW6vVwhjd/HwO8mN2UUo2VmJ+fWGmPb7LaLe2tsIG7Jy/0WiEOmQyr+zv65KsQmF7zzS2BcIp0eDDM+fU7wJCl5eXg4TZFw1kRFwvzwHXw/Pg/zJPBEb9fj+ATwIR1AXxIsk1x7U/ZOaRT01NTYW6sPX19XBfnFVmzF57exCWy+WObZ3EtTJfL46qffjDH9ZXv/pVPfnJTz7soTxmu+mmm7Itf06Aea8CB0xOrkpJKSxrtwf97pPcN/FdJ6CHw2EgSaWdOIFxUD8JCepbUPg4kcy22211u91AVOLf+Zxn8ji+XxPfgUgtFothZ4ThcGePd76Lggu/zi4BkMQAda6Xc+BniU8YQzwPDnaJG2JiP/b9Hi852HJwi2/zhoYATch6ACrbAEF0e+MpxorPI26gmzQZZ+8h4vffe7B4PFYqlUKGHDKcOQOI+/NHppfvYX5cV7Sl+QWPjXjeAdMxqEU632w2dyV+jpLNz8/rtttuO+xhXDMbjUZHorxofX19l7LypFgul9Pi4uLJB7ZelwlIgKFC7stC4duixIuvB/r+r7TjpHB2ly5dCvUVOCL/nLTTaIEFma0ClpeXA7vIItRutwPo8HpcFkoWPRZIv26yvMhaWFBdvsyCDXh2GRPXRKfdarUaanycufWaE5zK5QgAXo8DDc/surSJMQDiyThzDGlbPp3P79TIUsfENjuVSiVk8V1202w2NT4+rtnZWVWr1XBdDsphyEejkUqlUnBakkJgcvHixbBXMHPqZIYfi3nlOXCnw788tzS76PV6ajabunTpUgiSfH74cUcKsdFsNtXv93XzzTeHToP1ej3RlMz3HJZ2QPlBM4y5XO7YykmulfF/7Sjb8vKy/tN/+k/HGtguLi6qUqlkW/4cc/P1LwZZrK1eYwkg4XPIezHPfEnaFQdICnW1Hhuw/o6NjYWtW2h2GJOzAEN8Cb4Jfw2Ryu/4bcYH+e3gysEWclt8DWu891ggrvBYx2MKB7Nx7OPyYcbk98NJgfhexMeJSV8nuV3BFRMVzKtncrl3rrpibogFJicnAziGBOC+8Qx5+RCvkTTwjtYOJjkGcUK5XA5lQv4Zv0fEZu12OygGPX5wEOKJgTSLs7J+bzxT22q1UrtYH3Y20e22227T4uLiYQ/jmtlwOFS9Xj/sYej8+fNqNpsqlUqHPZTrYktLS4m1+7jYvoEtzXXI2uJAvPaUmlo2w44nhNfiRT1+3Vncfr+vtbW1sLDxfhpbyU+hUAiNotwAr/HCBvM3GOx0P2w2m2o0GrvkPLDCvgebpMCq0tAIJtflSCz0XB/1OmNjY6pUKiqXy8GJUJuKA41rI/x6GaN3L3QHx2diaa3X/XgzBq6NbLRvgs5nS6WSWq1WAP44DWRbvV5P58+fVz6fD1s4xU5kOByqVCoF0IgzQEZ06dIlVSqVXYA+vn5/jtwZxaC22+2Gn0ajkQC1PFdpFr++ubmpBx98UBsbG6EWGiDvzhbWOQ4uDpL9QtJ1Ixv/p46yDQYD/f7v/76+7/u+79juOTw9Pa2ZmRlduHDhsIeS2eMwz0w5WesBvbQjJfWMooPM2E9LyQ6/HAcVTbw25nK54CMBqXzX5as0hwT0+jYxlUolAFbABz4LgI7f9uvDZ3ojR85NRpbmUchcYyCNL4zjgXj9j+Mhn3cszWf4/Lq/jz8jadexmOuY9JZ2ZNTeOdrBv6RE1hVwT/aWuAFCMZfLhdKt4XAYypwAtqihyLI6CI6fB3p6kHTwuItEBTFYr9cLhGZ8nLS5jOfYX+P6/HUHte7bXXp9VOwpT3nKiWpy5EqBw7QLFy7owQcf1KlTpw57KNfFTp06lWjAd1xs39EekhV+HNj6tjE4DGyvQB6Q6KDUv+NymU6no3q9HrbD4XjugHjI8/m8VlZWErWVODWCW5xZ7LDZV5UOwTgOHD1yGuQ2gGG6MXI9dEckswlYY4+2crkcOv0yThZ75Dc4FwAx7LFnZ+N5Y3GPWV+vO8YcaJFxpRswWW+cOg6buSyXy6rX64lx53K5AMIZE4v+1taWFhYWND8/vyvDTR0y8mt/Jra2trSysqJbb701QRJ4Yy7/jmercS4uIyZbu76+rosXLyay6nvNjWdt+Sxs8/nz58Mz2Gq1dMcddwSgTmDA2LjPBy3pGBsbO1F71z0WOy5z8MlPflIPPvig7rzzzsMeymOycrl8w8veT4Kx5kHMScnsFcZaHoPbWL3kfirteL4fqmeK2RXB3/NsL0qxZrMZ3vcte9ynOtHpwJdtZwC5caZZUuLzcfaRBlaQ3BCZnN/9vm8RF2ewXZHl8xSPJS0J4MdKSxpwLG/uxPdiGbbHI5JCPECZFEo3Yh6eAweanAuC3ptqdrvdoPwiAywpbJHT6/XC7hQAYoA1cQxJAcAjGWTvesx7EBs81z5PHpv6v5795jO+G8NoNArkeCw/jgn1o2D5fF7PeMYzjmXmbS9zgu0wrdls6mMf+5i++Zu/+bCHcl1sfn5eExMTR4JEuBq7quZRgFkWMTJtZO4AHpubm6EJiktfpN37r7n5Qgmzx2dpoc7DPBwOAwOFRIkFh614JicnEx0KnYH0Lr+DwUCXLl3S6upqQubi4JfzxPvJxu30uXacJRkz9rVlkSyXy6pWq4EFxSniOHxuOA6g0YMFJwCYQ+TMOAYfH8fje97Uiu0NcMIu156YmAgZZbYvajab4T7wOQIR5iuX266VZg6pm/XmUS514v4zzk6no0ajoXPnzgXQSu2vN6pyYAtYd1ALo3/p0iUtLy8nyAgH/v58pmUpmOPhcKiVlZWwJ/Ha2pq+/vWv65ZbbgnZaX78OtOY4etpExMTmpqaOrDzHUXz4O4o28WLF/Xxj3/82ALbsbGxDNieAHNSz7OBcSbRM1P4EYCdZ1fTVFoYQNOziPl8PhCdZEX9nACdRqORiD0AOA5AyQrizwCvxBfELMhe8Yn8Tl2tg1/ft534wbO1KLOIV2h2JSUzh07uQ9xe7p74d2JAG88t94HX8UVxM07GT+mYAzVIbTKtrkbjXjup4UDU96VttVqJbsu+vRNJAO4/92wwGARSgOeE+cF3098C4sOl5Iyl1+slAHQaiZ1W4uTPpwNgJ1P2aiR10H00rmSlUklPfepTD3sY19S2traORMnLcDjU7//+7+u1r33tidojGJuZmVG5XFaz2TzsoVyV7RvYAhjZ3xOGDdbKHc/GxkbIXPnea/6f3cFW2oLM9jgu5VxbW9OpU6fC6163CAhqNpsBhFEjurW1pWazGcaIE2FMFy5c0OrqaqJjsdd3uDOFjWOsOFL+RXZMB8VKpaJqtarx8fEgixkMBiqXy8GpIOHFQcQO1oML5s6bYcQsLA4MACalBxcwsAQG7vQYn5sD6VKpFOTDXkNMNtsdIMHLhQsXdOHCBc3Ozoatj2jGARj3uWaeYeTJRnO9UrJ7oWdsfUufjY0Ntdttrays6MKFC4mmGLHFcjCXaHMunn0cNA670Wjo/PnzQZaSxpr7M3YQRmlAZkffBoOB/vAP/1CvfOUrj7x0Os3y+fwNL3s/Ccaah39kTWV9xZzw871aXfHiZSQxsYqf8OOgCIIQxI/xHZpCtlqtAIhcxRRvNwSAkhR2J+AzdPF33+4xSdrWNQAbScEfxZ19pR0gig+BtIU4jjOjjD9tjuP3Y7VW2u/MvavCAJxOCHs20mukmTuCdY9xPMvNOZBcM1cQ9sQT3Cuff/xipVIJiRLiMt+CkHItl437mIhhXI7tagCId5/LvTLevOZA1YluSu5cOu+fdZXXQRLYl7OZmRmdO3fusIdxze2ozO+f/umf6nOf+5y+5Vu+5bCHcs2NhNxxKy+6KmCLlBPpcb1eT4AMSSFr2ev1AmhBjurOUtotb/IF2jOj3nVwbW1N1Wo10a0XMLS+vp7YQ4zOfY1GI9TpAL4Gg4Hq9boeeuihVMkIDoG6VRheZ2slBSaYBdsZaM944mDdUcQSZ7KWHI/fXYbDvPl8xU4N50czhY2NjcBMcx38MC8TExMh6+0ZZO4f8wxRsbS0pLNnz2p1dVXnz58PREStVgtjxsh0t1qt4GxmZ2c1NTWVkGQTZOAMHQC22+3QBMmZfebDwSPAlnvB1lHsZRzLkDB3ZC5ndkKD6+BZQi0Am80m8YzD77eD9oMyarczOx72J3/yJ1pZWdHS0tJhD+WqLZ8/vvveZbZjvuYBFtJqUKUdAOfKKEkBMDlQizNjDmx5jW3lHPC6T/M94zmfd092YlpSAGPeVJA+G/55fJCDNQhw94MeP3BMMozEK4ByvtfpdAKAA9wRc/j+rntJiuOfWLYcE9ZxdtfnHrLZQaTfk1xuZ3sf5mo4TJZ6YYBOr9OlMWO/3w+9OZyA5/x+LDK3XsYGEUATMDpiM+7JyckArkej7eZS3AcHq2RtUZulWRqwTUvGILkmE58WyzqwPSp28803a2Fh4bCHcWJtbW1Nv/mbv6l77733WCjDrsbK5bKWlpb0F3/xF4c9lKuyfQPbTqcTak9pb+4d6TAC+E6nE7J+yEKd6UuTd/pC7NsK4WxyuZzW1ta0tLSk6enpBEBot9th03QW5LGxsdBtkQws519bWwuADCAXs3dxVpnrpZEVoJex12o1SdsPOsyuF+xzLJpNOAs+NjYWZE8cHwdMrQpzy+fd6UpJxpc5ptEF3QC9EyTOmWZPTibwrwNw7hPt/r0OF3Y1ButxN2kceb1eV6FQ0NTUVLi/HsS4Q6ROp91ua3p6etd9iQG+tLM9Va/X08rKSsjIc+2xuVPCAXMMQDfyF+qCyQwg10JGVa/XAxnjDcx8jg7KarXasd4b9VqYZ/+Puj344IP6L//lv+g7v/M7D3soj8niJneZHT9zpQqAJfYz7iv5/9Xr9VQqlXaRmq4c8l4NrKmuAuIzTgZDyq6vrwdi3UlxJ0I9u5rP5xPgGl8lKchr/TpcrovfhVzGbwGUPfbh3A6YmQOkzy6/dTAeZ2gZB+dgfp28TUsGeBkO5u9xXM4bf8YJX0hu7otvbcSY/b5B2EP2ep0r8Yb7Z44D8Y+c3dVfPheukGLfUO4vcd5wuLNloT8TZI9d/cd49rIYpGJ0W46bcPL/xcFuGnF+WHbnnXeeqMZR0nZ8540/D9NGo5F++7d/W2984xtPXGZ8cnJSZ86cOexhXLXtG9g6qK3X6wlgISX3USVrS5MAFjjvnueLh0uHPKPlHe+c9fNsGedfW1sLi0sulwtgTlIAhSzEjzzySGge5LIWX/RdDst7OC7YQxwWHQL7/X6iLsRresmaNZvNAApdZlWpVILjJZvKd7z5AU0cpJ0uyIyfz4Sba9sMMId8hhoWX5BpADY5ORmAO5lYrgcGV1LIzM7MzITsNjXYZGcBpYBxrx+mbvr06dOhDsll3swlsuVWq6VqtRrGsFcGFHC6sbGhtbU11ev1XeCcZy5uCuHbWLGVEa+12+3Efs0+9wBbrpP9fmOihGf4oIxGZDeyURN+HKzT6eh3f/d39YIXvODEsb+ZHQ9La+Tk2VMHVfxLIB9nYGMQFtdK8h7NgOJSDY65vr6uTqezS8LrsYK0o9bhe4BUtqDBF+EPPZvH9wC4fI/SJupGm81myGpKSnRs5rxO0MZb9znwc3DoYDlNBst73nskbY2Iv8P94/Pe6Iv7SzxFKZXHQcxtt9vddSwH1A6euI/ENDSS9DpYz4C7SsrH6fW0Xvbl1+FNv4j7/NqIO8kUxwkMnk2fc59DnnvK8fwzPuY4Y+vP8WFZLpfTU5/61BNHOFK7fVTsq1/9qn7zN39TP/qjP3qi/PbY2JhuueWWwx7GVdu+gS1sFYBFSrJeDi48a0t9BE7Fs2AsTv5dFgxAkLOnzmTyuWKxqPX19QC8AbWMGVCZy23Xvz766KMhyGUxd4bPpcM4ncnJydR9qtzBAAxZQJHtTk5Oam5uLjSOwtnBWDpIdTbXgbsz486wco40Rj1m1fk+DtudvB+71WppMBgEGXehUAjy4tXV1TC/7D/bbDbV6/WC3BuGF5Z1fX09dIX0+fU5vnDhQgC3fv00ZiLjSI03cjV/1vw6YWrr9brW1tbCc7eX5CiWHgFkHdRSv+3qAR/DaLRd402mutPpJICtj/MgHd709PQND2xXV1ePxGbu+7U/+IM/0MWLF3X69OnDHspV21EI5jJ7fBbX2BKoe7bQAa4DAdZaB56smfyNkc1jfW+327uAxcbGhur1eqLZH/7OZaec0xVegFJJCQITX+RNolxGjO/hGqkPZWs3GlpJu2W0KMA4F+ANxdFoNAoyWsCutFMv6ueVdv4/eVbWyeE4KxvfE58rQL8TF36/fcsiyF0HrmkKKY/fvIEY+83mcjlNT0+rVCqFbKc/PxwbX+lZbI+D+Je4BWUA5IXPD2Q68wNgJ1HgmWFfr/zZ83nnPhLfxZlZvuvxw1FRCI2NjempT33qZTPUx9GazeaRArbD4VC/+qu/qpe//OUnLmt72223HfYQrtr2DWxbrVYAtXFQLyVrNPiXvW9xIL6oxq313Ty75zIgB7pkbfP5fGhgtbW1FTrSxnKUsbExfeMb30iA2lKplKh3wTmRPaRel8Xbt28BiFI/44DFJTI075mcnEw023Kp78zMTKKhhS/onpWMJUcuxeK8e8mbPEvOD9eL1HkwGIQaGboJLi4uhuZSgN2JiYkg/aaZGM7QOxpOTEwEiRGZTjK7XBvjvHDhgm666SbNzs6G19kHECnUYDBQu93WwsJC4lrj60MWt7KyEoIlDwB87mJQS304jDOBDFlfDyri5304HKrVaoUxuVzcHfVBOj26UN/I9uUvf1lra2uHPYx929e+9jX98R//sV760pce9lCuyobD4bGa58zSbS9QG8s43fcDJj3r6iCS9dH9Gb61WCyG8g6OVygUEsQpWbsY0KIS8s64+HVJCbABoexyYrrr47MAuYCYUqmkqampEHN400CXHks7GU3WW0CWgzbOKym852A/rg2Wklv78TsxTkxix9/xfhMxGGOumR+ui7F7EoHu08RkzL0DOc+OQ257FhoCgxrpuFsx94s4C+nx2NhYUPxBXgyH292mvV7XfSy9Q7geJ7Z5Bny+43jAiYHhcBhqfePP+TzyHLlq4LCtVqsd2y77l7Pl5eUj16n3z//8z/Vrv/Zretvb3naiYq5z584lyhiPg11VjW0sa4kDfAd3/N5ut8MiB4j0Rkj+XcCrs5feIRiWFWeGRBXw4kyr34RCoaALFy4E0EE2Daft4/MsIdsFcSwysaPRKNFMwet3a7VacMo4ayS+OARngnO5XADl/E09CIuus8Owv/EC63IiFm6OEUuauG6OiRPhur37IPcMIItjqdfrwang9KXkHsSA5snJSU1NTQVQz/d6vV4YT6VSUaPRULFYDHNIPY3XWfHjzx+1rMxhq9XSxYsXwx53ezHaHMPZas/Ukq1tNBqJWq20LDr/LwaDQXjOvOOlBzkHCWwrlcqJWmQfi3384x/XxsbGYQ9j37a5ual/82/+jV7ykpccu2z7UclUZPbYzfsKeLbMiUMnWz3D6t93sBXHDRyPgMmzukhQIZYdxHE+l0XjH8gYOiCPs4quVkKKDPEOqMIP8Hneh8SFlObH93l3QA1hDNiLpbvux9x/833P2sb+y+WvvObrvANWV7hxPs7psuk0QpZzUdtMEoCxOnj1LR65Zmmn6RKAtVQqhW1+XHrO7gJejuR1tRjn7XQ6ifN4phyCgxjDgWZM0PicONHNscjWxv8HfP79mYPkPwpr4enTp49lI8Ir2Ze+9KVEOcBRsMFgoF/+5V/WAw88oL/0l/7SYQ/nmtnZs2dD/fpxsX0DW1+U98rYejaXRYRaRWf3YkbXzbO1LkeGDXTgWi6XQ0ZN2gFYLr0ZjUZaWVkJheZeb0OGrt/vh8ZNsLYAV2RDsLXSjuMmq+l7utEUiUXcjzE1NZWo0XB2D5bTtwByGRHstjs8LM4iSklnKCnVuXFfccJklpvNptbX18Nczc3NBSfU7XbVbrd1/vx55fPbXVBnZ2cT84Mcy2uUyGITHMC+E9QAWB955BHdfvvtYVsnryPmO9610TPWOOCVlZXALjOfHlg56+/3gDHwjFJPBUGx17PvzzvPZqPRSEjKyHh78JLZ9bdut6uPfOQjR4I9vxr72Mc+pvPnzx+r+pbhcKj19fXDHkZmj9NYGwnWPXh3ABADBYwA332Qr4V8xjONrOOsn2RqPabwRnwOBFEHcVzWdR+rZzC9TpdzAnbxc5ICweyKMcaytbUV+j2gVPIMH8d3Mt6P4wDJCdq0OIu5j+uK0+IxB8Zx/acb8xL7KOYPf839ACQC1ghyHcAB6KTtmmlKk7hGLynzBoyUkUGEI9F2FRXX7pl/khqMFT/vvUVcnh4TBP78+TzH5LcD+rQYIk4yuHrtsO3cuXOhqelJseFwqP/7//6/j2Qc9dBDD+nv/b2/p/e9730nZjeKxcVF1Wq1I5chv5xdFbCNF9HLmUtZut2uSqVSAkA4g8bi4k2iXFriNRSxHIlF0Tf69sV6dXU1yI/J7AFe2+12YFVLpZIqlUpYmABFLJh0MuY4dBButVqJvVtp6U/GERBN3S8gjM6DOMFer5doPMUWPbCYZIljMsClYlIyKHGpt4N9z5g7O0m2ul6vBwDO1k4xcz4YDLS+vq5Go6ELFy4k5NZeY8J9ZC5nZmbU6/US3S09O10sFlWv17W4uJhoNIH0C4m4OxXP6DYajSBZ4tnhWpknzuvyLJqAQboMBoOw/+3/196XBkmWldedzKzKPbP23qZnYYZm2AYQQiJGwsiWwiDCCsKSbTlsHGEbB3bY2FIgG2wDsk2EgAHCDiCMBcZgCWMGsQiDZliEmREzw+ZhMMuoNVvDMFt3dXdVZeW+VObzj/K5dd5X92VmVVdXVvW8E1GR23v33Xvfq/t959uuPs98r8+5CkeCW/9Ya7papGNcfjz00EP4/ve/P+lu7BhPPPEEvv3tbx8qYhsEwaHyjMfww3r5VE6r3LBRKwS9XNYIa6NkrMeQMos5tXq+rtXqnWX9BiVkSlyVcJA4sf8kIEwpok5CWcMwZJJm9oM7DCgR1XVdt+5T47Lm0Op8qBeXxI/zxHZttJBNN/JFJPkMsZYw81x1TChBp+eTRJT3QcOE9XmhUZ/1KKjnsMqybpXE9kulkjMqAGFDvXpGlbSyL4yIY/ixlcO6Y4PvmbXEVvUr6/W2XnQ9Vp02VseaJG666abQ83sloNls4r777pt0NyLxuc99Dq985Svxmte8Zmy+dJAxOzuL+fl5PPXUU5PuytgYm9j6EOW90u8SiYTLTyA55KKm1mAKCGux1DAjCislrlSk1CNHC1+9Xsfy8rIj0yTGvDbzRUiCSCJptWUfNBdkMNjc042kT/fvGwwGqNVq2NjYwOzsrCuyxNxQAO6z7tPHc7VyNEN7fIsysH3jdh/BsseoULL7BAKbQmRmZgbLy8vbwqI0xFmto7Sud7tdFzJEos++cy5ZcZEFxdLptJuvINgMSysWi0ilUlhdXXVGAh0XBbjmPvM+cSseVSxUIPmeVwohClb9XKvV3Bh8HlttK4rc1mq10LkU/PuFp3MYchAE+MIXvoDV1dVJd2XH6Ha7+NKXvoRf//VfD4W0H2TweY9xuGGVcyWUPs+Xb01UMqkhrRb8jgSJEV523dW2uGOAru8a+mxlGtunoXdqaioUWktDNeVlNpt1Oxcw9QfYjD5jG2ps15Ql9rFQKDgSq/JZ03zYFuWCEmEr732pLTrX+r09l+ervuW7H+wHjb7qFed2hOoFpgFZvdmcS+pQmUzG6UnUATQUmPOlupLef9X71PGhnnY6T1jo0xqgOa9Wl9Bjoow4aqSPOkafdep2Os5JIZFIXHGFjADgySefxEMPPTTpbkSi0Wjg937v9/CiF70Iz3/+8yfdnUtGLpfD0aNHcf/990+6K2NjVxqTz2MVdVwikXAhrMyJZZinLWqgRFb/2JZ64LjwcXGl5ZcCrtls4uzZs9vCULhQ93o9V7SJxKpWq6FcLrsxMeyWITmpVMqVracHlQvqYDBAtVpFv9/H/Py88wTzNwVDcrndEHNOuIhr+LUu5tbaaC29QJjIkDRrCLN6dumZBuDyeymQeT+oNDDPVnM2VQCxSuHa2looT5kGA+ZFs18kwIuLi24bB7Wwt9ttrKys4OjRo24cKgh1WwIKlHq97uaJxFa3mFKvgHoktHAG3zcaDTcn9o/3wD7rUeS2Wq2GlJn9JLZPZ+/whQsX8Md//McHwnK+G9x99904f/48Tpw4MemujAWuqzEON5TYaj6tKvWEGhYt2VKyaT2C/J2gHNZaDWxHdQGGs1L+qgGWRuipqSmXYkQvoqacUO7ScAzAhb/mcjm3nR+LH9J4TpmrpHRqagqFQgH5fB4XL14MFVjSnFOORT3QbFP1A988W+PkKCO2HsdjtBiij/haMqi1ThjJxHoZug2eGuE5tyT0GrpOmcdxMyKOXnQSYM4d75WOQ9tULzYdDbz/Ol9sn88JdSUbSaBkla86XxptEEVobVrTpOVOKpXC0tLSRPtwOXDvvfdiZWVl0t0YigcffBBveMMb8N//+3/HyZMnJ92dS8Jh3PJnR8R2HK+V/awksVQqbcuvtQsMz7VhPhqSTAFjQ2m4eCWTSZw9exZra2shYjkYbBY1YPn5IAhChR9IwGlZ5OfV1dWQp1ALHlBo6iv3veM2QxwbQ1sZwtzv93Hs2DHMzc05Yapj1zBhtYrqPNGqqfOh94DX9i2ybE+914lEAqVSCRcuXEA6nXah1hRi9XrdWU8ZkkWFA9hSUFhsihUqdRyae8LtkJLJpCO+FFyVSgWpVMoVP1DvvoZfU8mhZ5h5NcxrovC1zxxJu3pqB4OBNwQ5ShHw/Q/4yO36+rqb8/1U/lnN+bB4/fYSt912G06fPj3pbuwajz/+OP7P//k/+Ot//a9PuitjodPpuP+bGIcXVOjVW6vrplX+NeVFf1f55YuaUZKVSCScF1XlH2VBIrFZdEg/K6lV/YBeXxJrFnwCttZorVS8sbHh6jnk8/mQ15LG28Fg4Iy+Ku9JvpgGRV2C12Q6kuasqqGA47BkjK8+gzbHYec86jd+Z8OX1fhgz1OvKHUM3c5HvbC8v+qlpL5AAwHDmQGEdDrV5bT4k+46wWeRcpPjsM9Br9dDvV7H7OysGxOvw3Bc6gVKkpWo6lyPevb1GBsNR7I9SUxPT2NxcXGifdhrbGxs4Ctf+cqhMKDecccd+K3f+i184AMfwPHjxyfdnV0jmUzi6quvHurEPGgYW9v1LZb2N0tmdSL4z87y+jbH1i4cmmdhvbcaOkQvsFpAq9UqarUa+v2+21uUIbAkm/1+H8ViMbQNkS1w1Wq1Qjmb2WzWbT3D0NV0Ou1CZlkgan5+3hFVkrpOp4NKpeJCotnm/Py8K0JBgWe9qiTrGkatCyvDqQi1cvNYJeMULJo3q8TnyJEjWFlZccrGxYsXUS6XXQEJCux8Pu/ymweDgctZZj/V+s7wLmCryBet5rTQah/ogV9fX0exWMTMzIzXIMLPmtNLYaYhyTxGc6FUMKnHlvvtWUVg1P+HNezY579arYa2l9oP0JDydMPq6io+/OEPH4gCHrtFp9PBn/7pn+LVr371oQgp5/9TjMMN9cZZ5d56FC0hIFQ+qVfShiVTVunWLCQr6vFlISIlIoRGEFkvGsNCKQ+ArRxYHpNIJFzRSUb4JJNJR6p4LI2mNCTTAK5GVdbI0PBXEisN5VbCal99RmrO1ShPK9u1OZ5ROaYqD224ruojOme8NySflPV6T4FNmddoNEIRYKrfqd7m0/sSiUSISKtOyXlV3ZCGiGaziWKxGDqO6VFq5OZYNLfaemPVIKMGG99x1Nc0RW2SSKfTmJubm3Q39hRPPfUU7rnnnkl3YywMBgN84QtfwMbGBt7//vcfyv1ggc3/w5MnT7r/scOAXXlso37zLcYaQtJut1EqldwCYysk+87lq7VqchG2e6E1m01cvHgxpGCRRDG3k8RH82J04W02m26xZm4JAJcDxHAWnjMzM+OsmSdPnnTWSV1oufDTopxKpTA7O+uqB5Kgs98UrvRGcg7VSw34q0sCWwU8dNHmeRTyJG9a/CGZTKJYLOLIkSM4f/68E1w0CnDjdfXUkqjymurBVat3EASYmZnB9PS08+Rq32jRppLB9i5cuODmiGOjp4BGBs4thbDmMtGDy+/1uaIw0vtLr/0w5WPY80pYRaTX62FtbW1frY0rKytot9tXXAGJYej3+/jYxz52oAtMjIt7770X9Xod5XJ50l0ZiWazeeC2YIixc6hstkWkrEFRyY/1BvpCbAn15AJwKT1KBikH6PG0Hjb1KnJrIGBrmxgNRaZ8Zl/0Wuw3SZ7KNPaP6TQkczR0JxKJUMFBzcnUMaqhk+PS7f90/pRgAtEeWN97jo+vJON27ngedSgfkVPCq8SWhmwF+8/x05lAeRsEgTPqq6FDw5l5nubT0rPOsHANT2ZbWi2azgzeL7ZDw78q5pYoq1HEzoUPalTX+8/nzqcj7Cfy+TxmZ2cn2oe9xp133oknnnhi0t0YG/1+H7fddhtWVlbwvve9Dz/7sz87trPkIOHEiRP7vlXlpWBXbgBV+q1nyh6nx7OIlFpSrWVRQ1Psd9ZaB2xVGeZxa2trLsyXoccMC1ZC3e12Xbgscyk7nY7z9nLrGi6umUwmFMJMcsvKiTMzM1hYWACwRUq1KJLOQxBsepoXFhaQy+VC1mn1SqvgZuVm5gDpPno2J5dChWFAvn8kXbDZL5LYXC6HmZkZJ6h0eyTmE83NzaFYLDqFg0Se3k8Aoe2Lut0uKpUKzp8/jyAIkM/nQ+FgnGP14Go4+NraWsjiTWEIbFnqKcBUEDPnymccUYFGAdtqtVzbPlK7E2FlDTOcz/30Ilar1acV2QiCAF/5yldwyy23HIpwpVH4yU9+gscee2zS3RgLGnoa4/BCCZrPU6troJIkK0/0d7ajUUT8484GVpegrFOjroYeU76ot1flLvNcaTwmgVNZoJ5DlYGM4OJuCWwjn89jZmYG+XzeXavdbocq6rOvlME2EstGHKlhXeWT9pPyw5Jgq4fpfeGxGr1E+aj3BoAj/pwzreBsrw9skqZCoRA6TyPeEomE2+6PfaGBgh7NIAhcn2zxLxrsaSRPpVIoFotOX/IZ89k3pkzxedAx6PNrDS/6fpRhRkmwddRoga1JolAooFgsTrobe4Z6vY4/+qM/2teIt71AEAT45je/ide85jW47bbbDg05VBw7duxQOUf2JBQ56nhdeFSpZ+EfLgJqGfYJR35WYgOE81uBzbDLtbW1EFnOZDIuVJj/EHoeF/lKpeJIDT13FMIMa6bXsFAouH10p6enXe5IoVBAOp1GuVzeVriCITUMkzl69KirAEzBF7ox/5/o0SKp+7EpubdWcPWQU5haQqfzqe91T7pyuYx8Pu+2+uH+vLlczhkL5ufnXdEHzUVivgtzogaDgdvTKwgCV6VW91fTPOFEYjOfSveCsyHJVhCqwOerzdO2CoCGEPH50EIh+qqwRhf93h4/6vPlRrVaRbVavSI3abcYDAb4yle+gte//vVYXl6edHf2BOvr6zh9+vQVUV0xxuGAetP4WaNxbE4tYYkZv2MbmhupOkGj0Qit1wBc4UEN6VS5R0M0SRKNw7qtjO55z/MBOM9ju912bVL+KPlUsqZeXYLGeRp1OT4SOqYjAQjJWksuGe7M46xXXI/VvkRBPdpWVuk94jE8jveW11AvJ720vHdqlGbbjUYj5L2nQVz1MXr5+Wwxio7kUD3Imq6mEWKsQs2+q2eZ12aqGCtb65zpnOr4LelV4uo7jn22haPUIDRJcGeOKwX33nsvvvnNb066G7vGQw89hH/0j/4R3va2t+G1r32tKy53GDA3N4d8Pn9odj245KrI9p/XWmr1u8FggFarhWKx6EJ9NYyDi4mSCs25YLu0ppI00rr41FNPhcJVcrkcisViaPHjbxRk/X4f6+vrqFQqoRAiJdBcwLhBeaFQwOzsrCOr3H5Ac2VZdIkCANjy5ObzeSf4NO+HY+bYOH6+19xk62VV4WSt6Fq8yZJiCinNM6UiUC6Xsbq66hbrSqUSqnScSqWQz+edYOZ2Ozpn3DZBq0gOBgNUKhUAwMLCggvLoqKg94efu90uLl686Ip7sE82L8haaH0Wb7XIcsy8v/Qc6HMbpUj4SGuUMIsy2FxuNBoNLC8v49SpU/t2zUkgCAJ8+ctfxj/+x/8YTz755KS7s2fo9/v40Y9+hL/1t/7WvhtFdop6vX4gcstiXBoolzVNyHoYFeot9UGNrEqGUqmUKxjFqCZWKtZ93ynTSUh0azbd75ayjus5SZSSanqAlVwzSojG10Qi4eQYDavsH9OTgiBwRao4fnpGKdupuFpvp/U4AnBeTkZYKbGinFNYsmbn2ufJ1HP5PY/T+bLkV9N1qPNwz/pWq+X0Ce6YQCM3740aQ+gsoFynl1PJPg3hNEoomaauR6OH9XTrmOkV1qJU1PlUJ+IcaOi4Pu9RsAYIDUNWXWZSWFpaOlRetmFotVr4r//1v7oinIcVFy5cwJve9CacP38e//Jf/stD41EvFosoFouHxmGwY2JryYF+H+XJ0u8Y+qtbCiiRVK+kPZeLV6/Xc8SK1kQWZ+ICTLIJbC1A9C4Cm6E07XYby8vLISsECZUKde6vWigUnKDTcFcu5BwTF7XZ2VkUCgXUajUXEgvAhTRpyI8KP51LJau6aOt7FVT2eyV5movM/ut1OJe8Fr2z3Kqp1+uh2Wy66pDZbBaVSgX1eh25XA7z8/POgs18GuY2U4Bx/tlus9nE3NycU4hVGDDMicKi0WigUqng6NGjri2OgxvIq5dWP1vvP7BVFZnPIC34PvKpkQfEOB5a+/1+k5Nut4uzZ8/u6zUngfvvvx+/8zu/c0WRWmDzGfvBD37g9ok+yLBpJTEOJ0gIaES23qth8EVaKWkAwikgSoIYugts38eVxlOG/dp2WSCIXlv1QAIIGVcpTymTi8Wi8xICcGSKJI8eWEZNKSHSQpYaAcQxkVjR86tyl33UcGEbWWQ9hjrH6oHV3yxJ4/ecJ/3M+6Hn0RjA36jb8F7Re0uySZ2IBm8aDvTecJxKUmkYUF2Kzxx3X6BjQPvHtrLZLFqt1jaHSBAE7llot9sol8uRXmwdp3029Z5GvdfcWt1dgQUoJ4mlpaXI6IrDhi996Uu4/fbbJ92NPUG9Xsctt9yCVquFt771rYeC3OZyuUOVr72r4lE+gjXKU6VCg55Phvxq3qq+ahtqsbQLRiaTwerqqvO4DQYDl8+RSCRCBQwoPFZWVrC8vBwKd1VroC7KJHFBsJkbygVN8yUZsqt74DE0mVZOLfsfBAHW19edx5D90oqLmkuay+VC1kkNv1GPrlrGo+6J5q/SKsp8Yxa64iI9Pz/vvKvcF5Z71bFKcq1WQ71ed97o2dlZt92BDcFSAwAAnD9/Hs1mE0tLS8hkMs7oYb3VrVYLyWQSa2trWFxcdP2mUFSBZ0OSbRiSCiZ9pnS7If2zz/K4HlzAn8u8n+R2MBjgJz/5yb5dbxLodDp4xzvecaA3bb8UPPzww6jVagee2I5DfGIcfLB4IgAnT315oYSPYCmUxCnB0BQkElfKRpJTEtBer+dSgoAtzx9B0qn1LZR8qaeOeZ8k0/b3drvtwphpmKXHlnuuZ7NZDAYDr9dWo9FUZmplZuoEnDcSOI080rnT73xkxRJYNWgrSVPdTbd00vtJnYK/sZYHjc6UvVoNmn1k+DawaVRlfQeNvlJPO3+j4Zv95f2gUYFj1HtM54UWAeX8aMSXpqtZA4vqp3aefB5v64TRMH3qVN1u10W6TRJHjx6NjKI4TPjRj36Et7zlLYcmDHYctNttvO9970OxWMS//tf/2v3PHFSk02lXQ+gw4JJDkYGwxU+/01f9nqFFmpNAAaeLin3PxZqEhgtgOp1Go9FwixcLDNC6qGXqk8kkzp0754oY8XsKMi6aFLCJRAKFQiFkSSWZZW4Ncz5IfOmRLRQKbvHTCovMA2KYLskrx5ZIbFX6A7Y8IdxDj/dAc4I4Dp+AU6skF16tLkhrN7+bnp5Gs9l0oYUklYVCwRkhmD/DwhpUhnq9HmZmZjA7OxvKP+I8UYjxuej3+6hWq9jY2MCxY8dCVnUNP6NlvNlsotlsYnFx0c2bXRQsqY0SXpoPo4R6mBc26jefQh8VtbCfCIIAjz76aEi4X2m477778OUvf/mKJVXLy8t4/PHHD/yehLVabeLKXIxLB+Uzo3gYKqpeKp9xGwiHuRL2WH5WOaA6BEkJCaN67XgMjeOaF2o9m+wPvbG2wJF6SalfaKQRyRNJVqvVQr1ed0TPGlALhYIjYTpOzhl1FptfauWUptgoEbPt2jlVEmOdDhyzrdrsq9uhIcH04FJPYd9ULlOfUeKtxS3tfrfsGw0JfBYoo+i1Z+FIFumkAZvnUieid5aftVhnMpl0hgrOre/Z9L1aHdRn2NG5JYluNpvOGTApJJNJHDt2bN/1jb3GY489hje84Q148MEHJ92VPUe73cZ//I//EadOncJv/uZvHuh7NTU1dWUT2ygF3kdu+Rtf+Z6WPgpNLghqAePiFXUtYKsQgS6uDF8hrNXy/PnzOH/+vDtXQ6BIbNkOcz3m5uaQSqXQaDTQ7/fd/q3qtaXwZL9pEeX2Q9zOYHZ21nmGldxZAWfzXUhAebwWndKqi+q1VSXD95tVUriFAeckl8uh3+8jl8vhwoULaDQa6Ha7uOqqqzA3Nxeat7Nnz7oQcSoIFMok5JwDHQevv76+jkajgWuvvdYJUbVUU5Ho9Xouz8IKdEtm1YOrz6IVWv3+1pZEo7yyvmdbn2+1AvvamcTi9dhjjzlF7kpDv9/Hpz/96YkrEpcTtVoN999/P37mZ35m0l0ZCv2fj3F40ev10Gq1UC6XnXzWLWEsfOugQnUCnk/Zz+8o65Rw0rDJHQoymQzW19dDxI+ERUmYhg2TKPE49oXRRfTeUnZoESgSaE0xIkHmPNGjyetQ96AOoDUj1GtI3UG/55h0LpVw2vmMIrJ6DOWbet6tnNP2rIy0c8tngPmtHDc91GqUYKQb86ZZnJP3kvoX50ejqDTNi88BqzDrc8T+5HI5NJvNbUYWElsa1X0E1mf4trBzqzoEPbX8q1Qq7pmdFEhsDzMqlQre9KY34c4777xijdaVSgX/5t/8G1xzzTW4+eabJ92dSCSTSczMzEy6G2Njx3EKPmvXKKjF1oaxkNRyobchohquwrbU+keyw8qI5XLZLeQUBvQ6nj17FufOnXPnqcWQhRC4QLdaLeTzedceQ5C4OGo+GcONaY3l9ZrNJmq1Wmhx5rG0agJwlaJ986aESa3SVqhZb60lrT7SZ4/TuWXIloZi9Xo9XLx4EU888QQefPBBVKtVBEGAxcVFXHXVVVhYWMDU1JSbS4YhpVIpV1UNQEhRYLhSo9FAo9FwJExDxACEPne7XZdT67NgWy+qFUr6nNFqTS+8nm+VtJ2SXf3sU/j2C2fOnLmiwngUFy9exJ/+6Z9OuhuXFRsbG/jWt751xQr3GAcPmiOoMlrlkA92nVNDL7DlsaMhkes7U320KCCJDeUpU0Uo64JgM/qLNR34G7BVOLJYLKJUKjnSyXa5tRwAZ1SnB1m38GE0T6fTcTpGMpkMpT0xOksNqVqckf3SQpi8jtYb0ag0zqUtnqlGXDvvOudKaCnv9Hd7v7TvqguQeGvkmxbsAraqTNO7TrnKMG16bFmzg3oZtxaiHOd1dPzqadVtoXT+OG/lcjnkTdbqyryXPsOM9cz6PNkK1R3UucGc3tXV1Ykb+Kampg71TggbGxt4//vfj89+9rMTn8vLjUcffRRveMMb8NOf/nTSXYnEFU9sFT5LrQ2r0d+IwWDgwp00N8G3qBAagqteTWCriiO34yEhI4nu9zcr+q6srIQqPvKaFC66sXapVEI+n3ekh+cBm4Ke3s1cLucW5263iwsXLuD8+fPodrvOUswKj/ys+7tpm+wHia56Y9XS6vOMA9sJnF3IVeiq0FSLtRbM4B5+hUIB5XLZVY+kRX91dRWPP/44VlZWQkSdigy3Q2KY1tzcHAqFgrPMa34Sr9/r9fDEE0+g3W6H+sr7wi2SGHquxFcJu8KnkOkzp7nS9rmO+s4SVh8B3on393LiwoULOHfu3ET7cLnwwx/+EI8++uiku3HZ8Z3vfOfAV4SMifeVAYaPquFPyZcvB9F6wOyaZ3NilZCwGBF/5/ckk2oIT6fTyOVyjmiRrNJTS3lOL16pVHLkjEZapgpRZrOgJfex17xRG0lG4qUklKlL2i/OG2WqDZVWgqtGcpXvlIvsuxqnffCRW9//pLavEVwaScV7RkOAhmaTzPEYEls6Blg8kzK+0+m4KtNaIIoE2UdUdQtBJbvNZhOdTmeb7sL+seq1RmoNBgNnqLFecZ0jO19RXlp9LtQ4wa2rDsI6nU6nD3zqyjDcf//9+OAHP/i0SW2599578ba3vW3inv5hOAxFroixia2PMADDQy19izA/08qq3jvNAVFy6xOkwBaB4oLF6oYkY0pqSTY1t5KhRxRczCOdn5932/nob1zgSVQZ6rSxsYHl5WU88cQTWF1dRb1ed1sIkSBmMhmUSiVn1aQQJImksKS1mt+p4LHE1Fp0+bv1WAJb+TR8b4my5huxTfY5m826PWt1k3sqFisrK64IlN4bzo9Wk85msyiXy8jlctvCqdkXetfVgjwYDFxxEW4txPGp590n0K1A0sIiqrRZb+0o+J7tg0JmFbVaDQ888MCku7HnCIIA3/jGN1xkwJWMhx56CD/4wQ8m3Y2hYDG8GIcbJBasEu9LE/JFygyDElv1+ukuBLx2p9PB+vp6aG90ElfKRe5Pn8vlXEQR+0RvrXp8GcHFMGUAro4E9/puNpsuTUgN3eoFZEgtf7PbC1GXsdvGqadVqwT7yKuV21Hza4msGnZ9ToZh+pQvZUd/oyFfSS51Kd2up9lsuntJmT41NRWaE94/7mqh+geNDZTL9NarPshoMLataVZ0Gqj+REcKKzArdB5UL1KvtT3WkluOjWlSrLcySXBLysOIIAhw6623XrHGeB8GgwFuvfVWfPSjH/WmYB4ElMvlSXdhbOyqeJQiysLl8yrqQqtWPX2vVmG+Z9tcpLjYMKcTgMvL5MLLqrzVahUXL1503jkbagPAbeUzPT0dsuSSSHERZ3gShT4LUXS7XdRqtRBJ5YLMbQa4xy0FhOaL6J59wFY+DudPc4R0YVYhqXPjyyn13QcVQBRCmgPFz+wfPdj0YmtYULVadflG9GDT66qhSnoNGh8YRqaW4Ha7jXPnzuHo0aNO0WJRMPZPjRM2ZIvjVIuwfbbUY2vnSJ+PKLJqDS1WEPowCcLb7XZx33334W/8jb9xoAj3paLX6+G73/3uxJWI/UC9Xscf/uEf4uabbz6wexMeVIEcY2egHF5fX3dbpdgcTUuObEQMv9M1UiNnuM7TeKz52VqwUI28GvrZ7/e37WeaTCZdlBGwGU4NhCOVNCeS3j/KEQ1f5XfqgSWR1XoFKltooNXoMo5Xv1cDNGW3yl/fesbxqdeX74d5y/W9Ogz4m+oK1mvM61LHoJ7A9YdzQRnOkGMaxTkujq3dbofCmjUHlroQU8vU403vPXUgEl46MCwxp/6hEQAMEy4Wi9uiA/R59T3XvufcGsbpua1UKm7OJomZmRn3f3DYUK1W8bWvfe1pIdcV7XYbt9xyC1784hfjF37hFybdnW2YmZnx8rqDiMtaC1wJgbUe9vt9Z9lSoan5tlGWYkI9jvl8PlTmnYvpxYsXXWVeXbjT6bTzHs7MzLhtejR8hcUdKNi4tU2j0UCr1UKlUsH6+rrL91SPpg0bymQyLjSKZJeCdGpqylVI1iJSGm4DIGQptQoG506LLgHhfBv7u16HIdPFYhG5XA75fN55mjOZDPL5vMvZ0KJfmstMa/bFixedR1VDvahIUDFIp9MolUqu6jSRSqXQ7XaxsrKCCxcuAIAL4VbvtG6GrqFUFjpHOk/6HKrBZNiz7PvePtuXctzlwn333RcKt74SUK1W8cgjj0y6G/uGz3/+8/jGN74x6W7EeBogCAKsrq66bXdsPQyb3mEN0NoOEA5/ZRskrFq3gqSWBJReOQ1T5RrO+gy8NuX3xsbmPqhc4ylraPCmPNIIMc3v1K1n2A/KSIa7qq5AROWz+pRBlTdsx+o2Vu+xpMvOt94H6h/6He+Dfe+TSZYksy3OE/NjtVgnjeW6A4SmNpHE0gFBvYLOBN7rTCbjdCSVmWybY2IdEzs+3TZKnSW6P7PeF0tifZEJ+pt651VPbTabByIMGQAWFhacQ+Kw4dFHH8WZM2cm3Y2J4Mknn8Rb3vIWp/ceJBSLxW1r3kHFjno5LBzG5/HSBcOeEwRbJfs111ZDRXVx97XNP4b7KrlJJBI4d+6c87yqRY+LGotLaKEHtU4OBgPU63WcPXsWFy9eRKPRQL1edwWhuMAx3En3oOXiPxgMMDMz43J2+buGOKsw0lwatW5rFWkrOJW0WuLG/mn4LT2UKqR4bRL+YrG4LWd5bm4OuVzO9V/HWiqVXA4uQ5JoMWfRDZJ4Hkeiyu/U6MFngSSZVl5agHl/eLxav33WVg1l0meOzx2fGUs+o57vqP+HYcdN0lt65swZrK2tTez6lwMXLlzAxYsXJ92NfcPq6ire9ra3YXl5edJdiXEFg+sUix+qHFI54yOzUa/6nufbkFySD40IsnmRXLuJwWDg5E+pVML09HQo5JT5r0EQuHBjehfZPhDeV9bKzkajgSAIXOizpr1oXymzVH9QeaKESj21qn9EGUB9hv1R91B1CDV2Wzlko8B8hE9/o85Aozijskgou90u6vU6Wq2Wm1+GeANwc0UHAHUOellVD+I9p9NCK09rW+rh1RBofWZ1qyPeJ9Uvo+ZWSa01jmsKXaVSQbfbdeNQPW2/sbi4eGAje0aB+7Y/XXH33Xfj93//9w9cWs8VS2x9oS7EbrxdSri0OqBa2awg5eKlC72SQWBzEV1fX3d7oDH0l//oqVQKMzMzrkovgJBQo6W43W6jWq06T22r1XIWX/aRgpjXzWQymJmZweLiIo4dO+ZydTl/KjA0b3aYQOMiTOFAgsgFXNvgb/ydJNK2a62cGtJM720ul3PeW5JcEl5aYJUcc15PnDiBYrHoSDQAp1DYkDYW6kin0yiXy04YEcy3Uqsvx2wJvv7T2ZAhnUtel6+aDxX13Nr3wzy44xy331hdXcX58+cn3Y09xfLy8oEutnA5cM899+Ad73jH0yKvOMZkQDlPZZ2GPzWs2kgqnudry6b/UJ4BW+tlMpl0lY9tocZ6ve6O1eilRCLh5BS3c1EDJmVmq9VykVUkygxnBRAiSzoeRheprPMZPVnoiLqJyik9VvNTVY7pcZbg+uCTMVGkVe+JPY7Xt21bY65vDCSZlPvUOdQI0ul0XNGmIAjcOTQG8F4wKozOCZ0f6oaqK/K+EhpOrilGfAbUAMNn2Xq5d0NuteBnp9PB2tpaKPVpkjh27Fhojg4TfvKTnzyt01r6/T7+y3/5L/j2t7896a6EoOmTBx07pt/jLLxEFFmwoSXqQaNgssRWya4uMsBW/gnzbVmxlzeBZIoLZrlcduGuXBD1GBY74L6tzNeldY5WVvZnamoK+XwepVIJx44dw6lTp3D99dc762W323X7w3KxVnKr+SU6ZxSmFJQ6h+qBVQGkITZqGacAojBTiyiwPT+O/cpkMigWi5idnUWhUMDi4qKbZ84DlQ8Sfe4nx3zbZDLprNq8NsesYU3cXokh2d1u192ntbW1UN95X6212T576qW1Idz63Pme2VFKmw9RHttJE9x2u31gwqT2CisrK95tsq5k9Pt9/Lf/9t9w6623Tlx5inFlgmtjMplEpVJxRaR8Hls1LvpShlQe8TM9cJS3XBuZEgKE13ISEspqpsgUCgWX2sMIMJ7LrWVYHIqkVskoAFdXg/0gmSVBoWE8k8lsKxTE/lsPNM+zBmhLZHVelDzaY/h91Gffn/UO67lKHDm/2qbqBmo4t55ZhhGzyjSdB7o7AkPLmQZDZ0IQBNuMAVNTU64WCR0WDPtmihej4yi3+Z4h87Yitf1s62nY6L+o762nls8CQ6NbrRaq1Wro/2eS6/PJkycPjXfN4kqLLNsNlpeX8Y53vMM9UwcBh4nYjt3LUdZD+088yoNLgkdrm/2z1jG1rFkyB2yFlqRSKVy8eNG1o//czBNlRWYu2lzsGBLT7XZddTvNGVHPLIltJpPB3NwcpqamHGFOJpOo1+tot9tO+c7n827BpheVBE8twjouJbYAQtZGVRR8FnF+r15sCmuSdA1P0nujoUsMISaZ3NjYwIULF1Cv1501lGFE/f5mwRH2R/cJZKXJZrPpPL4UolSaaDig15aVk5PJJBqNBprNJubn590/F0OcOQ8ci81Pss+PKmi67YRvLq4kXGlEaCeheVcSms0m3vnOd+JlL3sZnvWsZ026Ow6+tJEYhw+8h4PBZsHEWq2GYrHoDMCZTGakXB722X7Hwj70zqk3U7egGQwGzlBK2ZFIJELynESUZIOElvJaQ5m5OwHlL43Q3W7XRS2x5gUNrRrpo31jG8wfpfeS8lMJqRY6tPJeSamdJ8o6zc+1ZHeYIZbX8Dkm7Lk2TJcGBz2ORJeFOzVcXdOdgE1ZTc94LpdzbZOo8p4BWwXFWDAql8u50HGdJ/aV97PVamF6etodR92C9y6ZTIZ0DNWHfM+/Ok84B+qR1l021tbWXBiyPW+/MTU1hec+97kTu/6l4ulmrI7CHXfcgc9+9rP4B//gHxwIXZRr5WHA2CYdSyT3SoGhUNKcGv7ZvB4lu2pV1YWkXq+j0WiEyB33UJ2ZmXHhueVy2VkB2U46nXZ72WlhImDLm8qiSul0GgsLC1haWnJhut1uF9VqFZVKBRcuXEC1WnUh0UoAKbDtFjtaOEG3MeB8UwmgELH3hn204b4KayXW4g8abmXbZdvZbNbtR6sKAo0CzJVNp9PY2Nhw9xeAGyPvHb2x3D6BQi6ZTDpFin0ENj10VBwo+Ng39d7rXKmCoF5azg0tyVGWcZ03fY2C7/eDQMD43F1JmJmZOTQWxL3GmTNn8Ad/8AcTf64UJAExDjd0ver3+27/d66XVr74vF36nuTBt4ZSxrKCPj+zTY1M4jrP81OpVMgDR1mm+94yB5fpONyDPZVKOW8vSS0LG7EIJEGjrBacUj3EejhpjNYoKf1OQ5V9sslGqVkPuX5nDQaqI1lSyv5ZWafh0RZWh+C90u0ade61xonu8kB5zMrJWm2abfJ63HGCu04kEgkX0aXFNXUMJMm1Ws3NneZoq1GAnn11CvieXQuOQYktvcarq6sHZi0ulUo4derUpLuxa+RyuUl34UCg0+ngve99L5588slJdwUAXKTMYcAla7r6z2wJgc+La4WbCgv9U1JiF3jNteB1EonNLXrOnj0b2vibYcJqNWX4DIkci0L0ej2srq5idXXVXZOLcC6XcyXUSXDn5+ddpcV+v+9yeqlsq7WYizwXx2q1irW1NUeiqTAoKePCbBUHG35rF26tnqzCzt4HKhFqVFABpYqqFsZiyDBDkTg/DMvmvGvxB7W00vLDjdtpJQcQyhEul8tOKRoMNqsgMo+F80PhpKE/VshzXviqwp+hRPpM2mc26nkf95yoc/cT+XweCwsLE7v+5cDMzMyhLZBxqQiCAJ///OcPVCGpp7Oh4UqCkpkgCFCr1UKFHjWyapS31hJfJbr8XnMkdV9Sbq9Hw6d6RinPrS5AwsXoKg2fpUGaqTnM7dRq+rpdHdvsdDqhrWw4R/RIUp6RzPGPkU48z+bpalsAQjJXr8/2OBaV+fxTcqpEm/JRt91RWK+tHmeNoVZ+qcylcVu3ZtKiWvpMMBSdUV7URah/sP+FQgGZTMalhPGeqcde70W73XaRcraol0aPac64GvH1efVFfalhQbeorNVqoWJHPo/4fuLEiRO46qqrJnLtvcDVV18dG0j/P06fPo1bb711ohEABNfLw4Cxia1dAIGdKer2fP5pnoQSOW3f56nl4qikhIsac2mCIHCWPlY91CrA9IwCcJtrsygLf2fYMMkvv2d4LIm4FrNg6AtL0ddqNVQqFaytrYVCr9UqzkIL3HycizKP5RgtkbUFLTRk2kfK1DLMOee8qyWW4+R4KLRsMS4NwdJrsx3+1Wo1l7esoWdalZLX0+sWi0WnLDPUmfeI11Tha7341hqr+S9aOCrKSztsgR2lJIw6fj+xtLSEpaWliV3/cuCaa67BkSNHJt2NieHhhx/GnXfeOeluOHDLtRiHG3bdrNfrroiUrXdhiYDPgwts9+JyDSYJ4fes2WDzbdXLx/WdMkTDXalPMFWGYa2qs2hqTbvdRrPZ3HYMU5RofKVeQnLt25oPgDuOfbbkVudC5blumaNEVn+3ntUoDzjnTEO6lejyHF+fdL6HeXK1PQ07ZugwdQUALiqL94v3qtVqhaLPqPNMT0+772mMoKym4YHVqTkvGs3WaDRcETKSWBo0SLh9ukGUYcb+We899Tpta5Ky/qabbsLMzMzErn+peMlLXoK5ublJd+NAYGNjAx/96Efx1FNPTborTkc/DNi1xzaKDPA3fR0GWmyVtOp7HmMJCb2D6g1kcRyGpQRBEAqzJaFlUSIeRxJGi6AmSatgoEVZ8ysYJtPr9VzF4CAI0Gw20Ww2sbq66kJrgK2QHVqKVdBYwqkhWByXDZ3Re2GhYUG6UJNMUmDq/eKYqLyQxFKY0GJKwUIDA7AZqlAoFJz1mmFGGuaVSqVQrVad8KFAZPEtKgzE1NQUSqUSADivOLd4oTDTipb6vEQ9bzbsy87lpSDq/ElbIK+77jqUy+WJ9mGvsbCwgJ/7uZ+bdDcmhl6vh0996lMujG/SUCNUjMMLS04HgwEuXrwY8oDZYo429FXXYJ9xke1zv3M9jvJDz6PcofGVBmAtUNRsNkM7F6ihW0HjNr1tzWbThaxSPnKcwFZhRTV2q2dZt4vj+K0XViOqSHzUk8rffHsF23thv9N5JbR9H6nlZ1+0krbD87UwlhqvqHtQD1Myz2togVASQO0D9ToaIbSuyMbGhisgpeSWJFYjwTgebtHEOdRcW0apaUSgnmvnU++DRipwTFoNOWo+9xPJZBI///M/f6gNjM95znPwK7/yK5PuxoHBww8/jM9+9rOT7oYz6B0G7DjH1r6POiYKSoj5z08vJgmHJSW6aKi3U4s1cO80N7BkEvl83gkltT6y2AFDZLQyouby0ioHwAly3XwcQKgQFAlxtVrFhQsXnCe3UCi4xZkLjlpjmfehZN4KPg1D4u/2VedfBSh/tyFmet+sZZYEmgWfKPg11IpklKHJpVIJc3NzmJubw+zsrCO+FGoUBiTtvC8URrTQ0oBA6ywAlw/dbrdRqVTQ6XRcjhXnShUqHTf/VFDxnvqsqz4L+DiIOnbSpBYAXvSiFx2axP9xMT09jVe96lVX3Lh2gm984xt48MEHJ90NAHB7Wcc4/LBEtVKpOCLJtdoSWMC/36rPO5ZIJFyoMaNuSCrV+zkYDNx+8Ho822A1WspyXo/XYdgy02WKxaKL0qLBVXcLALZCjylvKeP5Zz2F1gOrkUs03KpstV5Zym4le3w/zDM+CjY0WnUuXneUbLIh3cx9JXlV7zRlMasZK2mnF151KvW+Mx0pmUyGigdp/Q6mnVBHY760Gi94DeqUnH91UFAfoU5gnQU+Qqu6qRrFNQxZ76N95vcLhULh0Bt7s9ksfuu3fuuKizDbLfr9Pv7gD/4AFy5cmGg/pqamUCgUJtqHcbErj+1eeaV4vFqANb8WwLZXYGt7Hy3MwHCifn+zEnK5XHaEkkKRe6myWvH6+rqzzGqhJy3nv7CwgIWFBbdQ05rMIhOlUskJzFQqhVqthieffBK9Xs8VqmKIns+KNhgM0Gw2nfcSCIcC2dxcm3MbtXjqwsxFP5FIuPFryXxVFPinOUsMU2botZJ5WmEp8GdnZ3H06FHMzs7iyJEj7h9BBTg9v9xKKJfLueqbnAcqEQoSGN3+R8OgVJhEhWBpnrbOuWK3oUTjRijsN6anp/GCF7zgQBDsvcZf+kt/CSdOnJh0NyaGlZUVfOUrX5l0NwDA5dzHONzwGZFbrRbq9XpIVqu3zXpirRcX2DKuApvygIV+gK1QUcpWJWIawaSpJ1oNWY3dPIbrnZIxkikSIiVpzL0F4GQTo7A09YeEVw3RrLpMAqe5vvQsUn/QPzVIWxmsHmBbQEqPtaRYPZGcd/un+oRGyg17HtgWDc6a70v5yzb4O8kwzwXgDNz6G+8xI90ajYbTVfr9PtLpNEqlEgqFgrseoU4Ile26QwOfDQ1H5rl23tSAoM83j+d9pd6oxah0ziaBq6++GjfeeONErr2XeOlLX4p/+A//oTcM/umI06dP46tf/epE+6Dr40HHjnJsrWJsLbP2+Kjz9DsKLiW2o6ySGl7ChbXVaoXCZ+k9OAZZVgAAdUdJREFUsDmgnU4HlUrF7W3XaDRQq9XQaDTcfn3MMZ2dnUWpVArlnAJb2wTohuLMtVhZWUEQBJiZmXHbInCu7NwACIW10FJJ76a1/llyb+dT29XwJt91+VuUgOS4OMfsK/vIUGqGB7fbbVcRut/vY2ZmBjMzMzh27BiOHDniCv3Y0Cbm3TLEu9FouJAzKjOtVsuRUIaSr6+vh7z7VIRUAEeFV6nF13fssPvlI4e+7w6CkCMKhQKe85znTLQPlwsnT57Ey172skl3Y2IYDAb4kz/5k1C0yqSQz+dRLBYn3Y0YlwgNuaTc6fV6bm2nd00Jmb5X8gWEQ3PV88hwUfUK0kjJokyaFpNIJFw6kea9Un8goSSJpIehVCo5wyt3LrD5uUq+isWii+BSYkQyyjlSAk3vLz2GWq9C93LVGiLW0+0juTYSSSO6CF9oMT8TNsRaw8r5WUluVNEozpcaJHhPaGDgH4tw2fBlPkNqJOe5NKKrc4NGeI7VFpciwbbjpRFGnz2GI6texnm3hgP9rMYFJdDr6+vb7qM+5/uNF7/4xZidnd336+41pqen8frXvx7PfvazJ92VA4Fut4tbb70VzWZzYn1IpVKHJp1tx+aQyxFuyVAUtRJbYmtJroYNc2HmIkoCqnlAJJnr6+uu6jHPtflCwCYZmJ+fd9Y9lqangKN3giFVFGbcA292djYU2tRsNkNhMRyfLZ6hG5BrtUg717Y4hH6vYdc+csfjlMT6PMBsi5ZXtdByntWjzH16eR+LxaILVS4UCk7A12o11Ot11Ot1975arbo5pCedRUu0oJfuOUhrveYM6zNlyakKNJJ0n4KgioKdE/vc2t+HGXu07f3EwsICjh07tu/X3Q9MT0/jV3/1Vw91TtGl4oc//CFOnz496W4gnU5fEUrV0x2q2KuiXqlUQmRNie+wtVLlDuUZ9yWl7GOkFY9PJBLeqsUAUK1WXZQTjZ9sl6SMhmjdIqbRaDhSy35qeg8AF2XlM5LqfNgQW4ZIK2Hi8Wxft7TTlCY7dz4vFeWVL5rNB5Vh1CXU662ETkmcdTD4YI0XrF9C4wHvoYZbMzeZx9NrzmgvOgmALX1JnzF+5vyQ8PN+81nRqszJZNJF6WnEltUDfFEGepy+0hDA/FprULS6w34imUzi5S9/+RWTmnPNNdfgn/7TfxrXbfj/+OY3vzlROZ9IJA7NVky79vOP8487rpLPBUMXbyV7PNYSFS6+FCrM+1TLLwDnUV1fX8fKygrq9boLy2U4LRf0VCqFxcVFzM7OOlLHMOPBYHMv2oWFBZTLZQRB4PZWZQ5ILpfD3Nycy+NNpVLOI2u9owRDlGi9JGGkoOEYbKl/JbWEKhHsvy2LT4KouUIasqvkS49Rb6vuxQfAWcDpOadQ4phoHFDLNoUtsGXFZQgRCzJQaVGBTqsrCa/Oo81B1mdRFQ/1AgwjtxbDnudx/yf2G0tLS1e0J+3FL37xoa4Ceamo1Wq47bbbIhXR/cLU1BQWFxcn2ocYl46o0Nd6ve4q/fuKMvk8hnbd5Sv3dtet+ShX+KpGXX5P2cAq+5aQsS01gDK8tdlsOkMyZSdlthZytGHWlCsbGxshzyvll5JdXwXkRCLhyLXKNN06SeduFDmKipzTdB/7ux6nIc72vvMYJbj8s8RbPbGcy0wm4xwL1H804kvJKIDQVj6cY77ynrEfJMLsC58JDf3WwqKMAtM9ctUAYj3nUeHHnDt73/g8WUxCxgNAuVw+9Pm1Fr/2a7+GkydPTrobBwJra2u4/fbbJ/Z8MZrlMGBHxNaGy/hgF3S+529RYckapmPDlggujBoOQ+svSRQtfzZUuVKpoFKpuOIUJFZsg2FLCwsLjlRyg/BUKuUEGAsiAXAeP02oLhQKzmuhRbE4FhYtYAXhQqGAfD7vSuSrl5REX+eFApeLq27BYDe2t9sycF5VMPGPRRo0XJjHqMDmfGqeLYuKqBVbSTkt4NPT0+4fg8dwrPSM0+vNyskMNWJ7fB4ymYyzvHO81mNLJceGB9GQooJ9WCiyxSgPxTBMwmNLxe1KxdLS0tN6e4AgCPDpT38a586dm2g/ksnk0/o+XCmw4ZjA1u4F9Xo9RDS4xvsIrSVUbJttsX0NMyVhUQMw13V6W7nWM0KI3t50Oo1yuezqNiSTSRclxNoZvGYymXT721tDuBrVSYKYMlOr1Rw5VuOyLcakhmIeqyRQ54LHaQ6oQnUC9tfOq5JO/m77pP3xkWkNvVbySxKvRnY7Bs4p8/Cy2WzIg67nMXeWc83aHXRKqJ7DatfqzVXvs+Y28z4zQo/XV0Ks6Udq5PalfOlzzP5o+Ha1WnXn6j2YFPG4/vrr8YxnPGMi175cOH78OJ73vOdNuhsHAkEQ4Mtf/nJoz+T9BncoOejYEbEdppT7hNiw42xbutCqd87XBy7+Goo8GAycoLLCslKpuIchm82GNnkncaTllkRwenoajUYDlUoFq6uraDQazkscBFubgbPgwfnz59HpdByJoFdSCTaAUBgzLY4klSSP7DctzszX0b1t2RcKa/UI23Ao9YD7KjkCCHllaXllaJF6ibVYRC6Xw8zMjPN6M4yLFlMaK+hJ53WY86QeZ/afY2QeVbPZdAKdQiwIAmcV7nQ6bsxUiOzzYi3oJMLqQfc9Z773vuMmQVZjxFCcOXMGt99++0T7kEgkDk0OToxo2JxClctKbBlaq/LNwqcXUOYyNJkRTSwSpOSKnjemrjDliHJf910vFotuWyASUfWuMZRVjanUEyhbSJx12x3KIRqq+bt6ezkWEmQtMGWLTFl5RNlLOaa1I4BoD61PR4r6TnUBPSZKzvmuqWlbSnzV667GCOpY3NFAw8R5zxk51263ncGchnW2zfnnM8hnjuNgQSmdM9Unldzq+FVP0mMt9P9Bc5Kr1eq2NqLuwX7gxS9+8aEhHuNienoaz3rWsybdjQODP//zP59YOHIikTg0xSF3XRXZF8KppCwqpDPqswoAu7BbazC9mXqMkjHdR3V9fR0XL150glS9plxkSbSALYI3NTXlrIpc1Pv9zUp+vV4PZ8+edTlHtNyxYJUSUFskQfNSbagP54OLJMehxaq4YTmJsHpS2XfOAfNO+Fk3lNf7Q4FB0NKrVRzVakzBw7ZJZtUaT8LN6oOlUgmzs7POSz07O4t0Oh0KQVfrP3OX1tbWnIWeyg/HPDU1hU6nE1KE1Ntsnx0AIQE1DKOiEqxycpCxvr7u7sOVCBZ/ezqj1+vhYx/7mNvLO0aM3YKyVetdUOmnx5IpQFrfIgrWE0aCob+xTd0/nucwJFW3BmKOo+ZXAkCz2UStVkOr1QpFLlHm07Cs6zfltObr2iJLmnNJDyz3eCcZp9xUQyxlk7YRZbi3c22Nz9aDaCPafO9J+GzOrLZj9QENm9bj9T7yN86Z7Y/OFQA3R2pg5z3hHrU0PDDViMQ3CAI0Gg3U6/Vt95NzqXNOo7+Sbe5prKlaej90Tnz3gXOo6W90dhwEpFIpvPSlL400MB1WJJNJXH311QdmnieNer2Ou+++e2LXn5mZORT3Yk//C0Yp+LqQAtv3GNV8FbuA6vcMDdaQGlpq1crbarWwvLwcysXRkJRer+dK+dOTyf3rdPugjY0NR+gGgwFWVlacgCcZI+HkNdhPzfu1uUbsu4bqAFu5oolEwhXAUPLGtvg+SuCpQJuamtpWgl9Do9RQoG0kk0lHqJUYs69TU1Nuv2BaRRkORI8426XAoveZwoXFNHw51oPBwOXbAtjWb1rrlfTaOdQxaZ6MPoOX+lwTUUafSeLs2bNYXV2daB8uJ374wx9iZWVl0t2YOO6991587Wtfm9j16bGd9PMe49JgSa0SHO4eoGs1CSTPtfIICNfIIEEF4AgNCaTuipBIJEKVjkmO1COqhlYNE6W3lB5d5n5ms9mQHKM3l/UaaIylDFNypeu67q9qq/9qWKuV0ZqSZImozxOr8sQnqyy51fPse+tRtK/avvZPibjmMXP+9DlQPYf3ifd1amoqpG9pNBiNJiSsnEONrKJuwXtEAwn3vwWwTeazfQ2j52+ab6vPp94TviqxZfg0n0s91r7fLxSLRbzwhS/c9+vuBxYXF684wr5bBEGAu+66y5vbvR9gpfqDjj0tN2YXB99iEfWdLmKaQwpsXyg0D4UEcnp62hUoIqldXV11bTAkVhdAWm7VuplOp9FqtbC+vh4qKMG+sRiFFl+iRxXY9B7RQ7qwsABgU/jU63Wk02knCGzxJ82H0bwfhuxaQbixseHCrm0IDa3a6pXmNbSoAhd0PU/nWwUthZISVQ1JTiQSbtsejpFhXK1WK5QXpOA8qoBiv3iddruNtbU1l7/n28qIzw3ny4YUWYuzLXwy7J91VIhWVHTCQcHa2hoefPDBKy7/Bth8Nj75yU+O9MA/HdDpdPCHf/iHeNWrXjWR6oU0xMU43FBSRlnCdbPT6aBWq2FmZiZUJFDJqJUf+p4yVBVVGl4pAzS0t16vO/lBA+/Gxgay2ayLQtF1N51OhwylGn1EeahEVWWB1qRg8Sp6helJVjnNHF/KQX1Vssh5odxS4uaTLdo/zh2v7SNNahwf5TnnnOh19D5pmhfb1ufBEnAaFHg8r6/5utQ1NE9Y5bCGd/f7feck0ArEbI9tMcJO5zybzTqngkaZ6baBxWIRhULBa1TQubaOAttHFi/T9CceO46xfK+xtLSEa6+9dl+vuV9gNEaMTZw+fRoXL16cSFGtYrF4YPVcxY6IbZRlcBSZ1d+GtW0tf/zekgdd4Pv9vre8+erq6rZ943Txnp2dDVX25fVVQWboChesYrGIWq2GIAjcHmq0RnKBTyQ2i0mxmAH7yIVfLZ706GrejQo8nS+fV1YFI+eLpNmew8++3B16uTnvnGPOBYVSKpVyodSaP5xKpVAsFlGv1x0J5rkazq1CnwIIgPMma64O+8q5qdfrzuJORcOGPtFja73PqmTo/bDP46h/2FGkVj8fJHQ6Hdx111145StfeSD7dym488478eUvf3nS3TgwuPvuu3H//fdPrDrmlfZ8PR2hUUVAWO5zGzaNZrLRU5YQE5SxlJeUN3zd2Njcv53RV7VazXl3VS7SOMstc6anp0M1F3T9Z1FG3b+UhnCOx8oLDWelLCSRGgwGTg7xd91L1coBG1mlkUeUWZRb7KOPaFlPpCVgliTzNw29tffXEnC9nhJVvRb1KTWWU1dQY7H2SyPCNOWJBJTv9RgSYBo7NA9Z+8A8XpXD1IFI0qmX0dBO47kl6z7iTj2Lzy5rnlQqlYkQ2CjccMMNcX2DpwmWl5fx6KOPToTYlstlp2MfZOxZ8aidnOf7zAVLrb/6p0KT1lwtGKBksdPpoFqtbhMWFGKFQsHdHA2d0QWYv3MfNG7bQ4syLdeaP1ssFkO5o1xI+RCwoBTJn+bl8L2SUo7Tzgmh86GFpwhL/Kyw5Ll6XfX26jWswGGhDrYxMzPjhDVDjVk5s16vu5Ay3VZJ77tuq0ShxGPY90ql4pQMteoTao1WYa9zp3MQJZh2812UMecgIAgCfPWrX0W1Wp10V/YUZ86cwe/+7u/GeaWCSqUy0S0B5ubmDoyyF2N30LVSZS/JB+UeSYPddkehhEFDnHkd1oQAwoZHelwBOGOq5mGyUKGGFmtaSxAEbl9T9UKyn9PT005OaVEhtsVUGUYqsa4F03LofZ2ennZ1JtSbq3KL88BXlU362XovWQGYsnTUn9UVLEnz/V9a/Uqj5azRmH+6U4O91xyHEmrOlc6HzhUN2/TMMXw8l8s5Q7bOA++Z6iocG+8f+0KvPudD9zBW3dHm2drnlaS23++7uio27NzO637iuc99rvs/utLA//kYm+h0Onj44Ycncm1ug3rQcUmhyL7F0lpooxZUHynQbW18lsYoi6XmWQKboZe06DGEiN7XUqkUyldlGFQ6nXaV9yismW/LxTkIApfnw6qItPByewEWNLJhPxzf9PQ0NjY2UKlUACAkNNkPeiNpjeQ4uYDqg6WC1HohleSpNVn/rABj6A7HYi24wFboWDabRS6XcxWnSf656Tq96bqxOhWOZHKz6IfmurKNRqOxzbrLY2q1Gubn50NGCCpIfNXQOS0EwfmxhTSiwsEs1Hptj7OE+aB5bx944AH86Ec/wste9rJJd2VP8NOf/hS//du/je9973uT7sqBQhBs5eBMIhyZ62WMwwsbUmy9gcwvLBQKoXoVSqx0Dda2rMePhYMIem4Zfsx0G8oCEiBGCQVB4OSLhhEr2VRjNeUFt4bxrfe6ZY1ej/KDxl0tNMkxWy+oGo85Pp9epF5dymo77yoP1SBuI77UW6z6mJVV6rXkvfE9C6ojsI809qtxnn1mW71ez6U9sa+8P6qv8Z7zfpPEUq+iQ4HXpE7HZ0SN8nxGaATh/HDOdcsfPhOqT9pIL46f+uBgsFnzo91uI5vNeg0H1qhxuZFMJnHjjTdesXmo58+f33dDwUFGv9/HT37yk4nomOVyGdPT0y4a9aDiknNsLZG1GHfi1Tvpa5PEhO+V+DKJfzDYrILMXE/NxWB+jlZE5KKXTqedsNaCBKlUCqVSyS2EQRC48BiSu2KxiMXFxdAir6XpSVa5OK6urjrLLxd4hu7SWspQJ/bRN4dWYOmYrDdSBS4tqhpyrVZ0klmer1v+qDWWr/l8HqVSyVkw1aLKglN6Pg0DtMTSq81rl8tlBEGAer3u+s7f8vm8y3GmUYGCh95iQj0O1ogyTOhY4srvVDnTefe9188HRcmv1+u47bbb8Iu/+Iv70idVIuhl3wvB2+v1cPfdd+Mtb3kLvvOd7xxoT/mkcObMGaysrMQb28fYFazhWI2qAFy00uzsrPMW0ptG+aiRUmwH2CpERGNxJpNBEGxWPgbgamWwJgYNrSSlNJxoyg0At/UeiZPWqVAMBgNnOOVnylgaazOZjPMWcncBlefsF8ehVYSVLKoMsNFBavxkG9azaUmykku+KrHkcYSSaELDCK2R217H5/HV6CfVL3if1FA9GAxCHnYdO/vcbrdDucfqjGBxT6Z20bDAY3QXDdV/rDPD6kWtVgszMzPuebPjUUM4dR22tbGxgdXV1dB8WIeL6qf7genpadxwww37dr39RL/fxyOPPBLLeUEQBDh79uxEiG2xWDwUkQGXRGx9yj4x6kH0ETP11PrCO+ziypuqe5+urKy4ysdKksvlsiOLbIvCkpuAM2eHRExDioFNgc7w23w+j2KxiPn5eeRyOQRBEKoYGQRbBZcSiQQuXLgQqujLsBsq//QGs2+DwcBZijkf6jnWcdhiEOr9jPLg2jAogkJP81NUuFsrPsdZLpdRKpVcsSiGcqnQUyKrFl/N16JgyufzrjK1hqsBQLVaxczMjLMcd7vd0BZP1jNtnzlVrvQZ1Fff8zrOIjLOcZNapL/2ta+hUqm4Ilx7hcFggGaziZWVFTz22GM4c+YMHnroIfz4xz/GuXPnkMvl8MIXvhB/9a/+Vfzsz/7srkrG1+t1nD59Gh//+Mdx66234uLFi3s6hisJtVoNq6urEyG2VCpjHF7YNdMalXu9ngtHtrm2NOIyWsmuw/TeAXBrtpIO3WKH67oaRVn4h8Zn1RnYBtsjyaIc1LBpFnikkZnhsHzP33SbPF+UD19pSLepQkpelYhqX62c1jBiJWZ6bSWfJOe2bz4Zp9fnPFKHsPNoHQhqBOD8+sIS9flRfUI9zrx3icRmBJUWg+J88vngfW+1Wu6+8/lhO4VCAYlEwnnpqceR9HKsLA5qc31tRJqGaDOvNggC1Go1lxLF+fTtsLCfMr5YLF6xRsxarYbvfve7k+7GgcOFCxe2/d/vB4rF4qEoELnr4lFR3tmof2j7m5IwJUuaf+ODWkVVgAVBgLW1NUcS6SENggC5XA75fB75fD60BQDfcwEfDAahnJ0gCFCtVh3ZYvXjfD6PdDrtXmnZazabSCaTmJ2dRRBsVn+s1WohgVCv112IDUN3VRksFApufqkoWOGhyoGSfc6r3iObL8ux6rYKQNi6qyG9vCcMPdC8EhVaJJ+lUskJgna77QR+Npt1G61TmE1PT6NQKIQKRVA4qdFBt2egd3ttbS0UpkSDA/uk47Ne2Kgw5HFhhVeUJX7YMZPAQw89hAceeAA333zztt8Gg83tFh577DH8+Mc/duHlo7C6uorvf//7+Iu/+As89thjrmib/f/98pe/jPe///143vOeh7/21/4afumXfgnPfOYzUS6XQwYXGqVqtRrOnz+Pxx57DN///vfxrW99Cz/60Y9QrVZj6+0IcO2bBObm5kJhhjEOH3zE1q5p6+vr3n1fldyqB5JQ2ZVOp11kFI9lwShgaxs6kktGW5HY0LMLYJuXVtOAVMbl83kUCgWXAsT8XXpMeS2tqqvrk86JKpXWSAuEiQ5JGo3TbIffsc/8jYRT11Fbc0IVW5JE1aesl1ihpNreex2nGjR4Hq9HHYfX1le2zT3uG41GKL3JkmLOC6O9Op2Ouxe5XA7FYtHtdsGQ5Uwm444F4LYd5L1gehmLRwFw+gMN65xH1UE5bg1B5vtz5865wpl6Lyz2U0YtLS1hcXFx3663n7jzzjtx+vTpSXfjwEGjTvYT/F886Ngz8/owUjsMVoj68mx9x5PkqJWR+52qVTGTybi4cObu8FxbWCAINkOiWHSCHkNaOWnV5aKaz+fdQk2PL7+rVquo1Wqh/faYf9tsNpHP50MWawCu+IUKKQ1/0nwX9slnJbaWQ33P8CDdH45zoPkqGmakeUpqjNDwZlrtU6kU5ufnsby8jPX1dSwsLDjFhfvacgysHF0qlRy5V6WAVlwN82ZfuY8w82mCIHAWXELDka0V2SomURhGQn3P/EH22NZqNXzuc5/DS17yEpe7Xa1W8cMf/hC333477rjjDpw5c8YZY8aBTR0Yhlarhe9+97u47777kM/nMT8/j/n5+dC9r9fr2NjYQKPRQKvVCu0VHePgY1JGmxh7DyW1ul4GQbBtP1saS/nHUFGNtFFPGIkBC/KwmJOSUIIRUvl83hmlKTvVU5rNZkPrlhIgymEapmk85R+NpyqrLTHUysp2nng91T/Yd5VdSuKDYGuvezVQawSbzpsSTo5d5bESLRupFWVY9XmD+RqVzqOpWSS21ojOkPBkMulIKmU7DRL0qvL5UV2JHnvqFNxSkPeU7XKsGj3A75m/reHQnCPmyPJ+qYeWr9RpqFO0220sLy+H5kyJ7SS8tQBw8uTJQ0E2doonnngCt9xyi0tTiLEF3ZN5P5HJZDA7O7vv190pxia2w/5ZfQp+1D95lOeWx5Kk2EVcz1HhQQtdo9FwQpWChNaFdDrtBK96G3URUw8fFzqSJVoGi8WiKxJFq18mk0GtVkO1WnUW5fPnzwOAIw+dTsfl62jJeIY9cVFXwUnLt3oh7bxSIaAg1CINUVZ39dZaEsyx29ArtTJHhYuzj8ytLZVKqFQqzjObSqVceDHngG1q+BFJDhWVTCbj7jEVAI7v/PnzyOfzzjPP0CP7zNqQOHuMEnUfosiqfUbHwSS9jUEQ4MMf/jCmpqbwghe8AKdPn8Ydd9yBH/3oR24bq/3qR6PRQKPRwOOPP74v14wRI8Z4iFoHdA3tdDqoVCpYXFx00U9KbrlmK+nh+42NDVfYTKOWms1mSH4zHadYLDqjJSOHaOxSry6JYrFYdIZjJa2MKmIUlIYG62e7DaDKSQ3l1XlRGWbDh/U8bYd9ioqyspEPOmarN1nyyuuSAFtSHqWv6bWjjqWRmo4DhqFbMquFwnQ8nG81WKoH12c4CIIA2Ww2VP+EKU6s39BqtVzfiGw2G9IPOBbWZWF/lNhqdWqtzn3u3Dk0Gg03r/YeWB11v/CMZzzjitvr9fz58/id3/mdOAw5AtZZs1+Ynp7e81S2y4Gxia1dfBVRRNX32bap1i6SMwBe4qXERAkQAFdlOJFIuBwK7rmkhQYowDTPM5/Po1qtOhJGwUXhy4JOc3NzISLFRZPhxfV6He122xFShsBwnz0llrR0ciwqYHVOrZAh8WTYrs4TBakKEt/8+d6rBVKVERoFqLyQXOqes2rppDWXBR8o7NrtdijHmEpLIpFw1QsZ2j0YDJznm4JH973ldavVqjNocH60fT4rPou377nmb8Oe9SjYZ1URZS2fBCqVCm655ZY4XPQKBrceixFjN/DJdysv+v0+KpWKk6OW3GrBJ5UTwNa2bDQua/4lDZpcx1kksNVquRBQeuXUQzo1NYVSqYT5+XmX3qK5rCSRw7bZ08JQSnZ0XVcjKedCDb9ROebaBxsVZY+L+s22FXWu3jeV5Uqibbi0/nGMtp9qBFY5y9xV3k+mHVH+M0qu1Wo5w4d6gbV4FEk49RsAIQ+9ho0rgWa/NWJL2+QOF9QBGV5s58oSW3p72+02nnzyyW26ls9Dvt8hojfccMNE9Qqm9DEsnLnpDPffad/W1tbwr/7Vv8If//EfTyTcNkY0UqkUjhw5MulujMSOQpF10d2NtSDqfP2sJCXKE0YySBLMsCi9Bi2zWmCA16AVThcyVunlgknrLq2DxWIRhULBFZTitkFra2uo1WrO8lwul5HL5UJFDihM2UcSQ81RteNUwarCUBdxgsLdR9jUUqq5dzaEhgu7WlKZJM6FnoRer6sWer2HiUQCpVLJzQtL/y8sLLjjaPVlqBJzlFmR0o5XQ9W63S6SySQqlUrIqjqqmAWfHx+GGWCGwRLhnRw/CVivdYwrCyyIMwnQWBXjyoA1BqqnioZF7hyg4aAaBaV5tRrto99Vq1VXodaSQMoeTYnheZlMBouLiyiXy25vdcpvDX9lW2rw1e/tq47VGiat/qJEWL2pqpRTxltDs7Zrr6lEUw3bvj7Ze2avYZ0IGv2k17YpQbymHb/1HtPgwPtHb2oQBC6XmfmzrVbLpbtQ3+DcaV6uVr62ub4co27TyOfDziV1RZ1H6mcs/KnEls+uOkPW1tawtra2rW2fkWM/vWmpVArXX3/9vlyLCILNIloPPfQQvv3tb+Pee+/FI488gtXVVbRaLWSzWRSLRZw4cQI33HADnvWsZ+HGG2/Etddei+PHj7uwch9qtRre8pa34NZbb411lCHQvbT3E6lUCkePHt336+4Uu86x9S3OCp/nK+ph1gWXiwqVb7USAluCUYVWtVoNhTlNT08jn8+7RZPHJZObW/FwIVThwXAWDV8i0eI/KkNcWKii1WqhWq06YsWcDoa92IqKXPSZ79vpdEJzQuHHkBlapvmbLr7WCs551KITSoC5kKsHk4s255XzTOGgXljOvxoEmP/IAguqwNBjns/nXUhyIpFALpfDkSNHXDiyNWhQ2NCSr7lPg8HA5RZwnhqNBprNZmg8akW14cU6d8Oea9/ncUirHsvzh3mIY8TYa6hhaL9BY1aMKw8qM4NgK52AhEXTeygjgC2ZraGpDD+m140pLPTOzszMhLyzAEKRV+l0GuVyGUtLS6FiUCRmGgGlz2NUSLASafXO+ryj+ln3bR7lbfUZr6PkhDVcW0M130eRZR8Zt9e217HGcRvyrNfX7fV4jJ5P3Yv6WCaTcTK/WCyiWCy6wp0sNEknAvUxYIvQ2joL1BUSic38a4ao8xoMzaXeUC6XnQ7C/uozx2vZ3Fo+x2fPnvX2QUG9az+JbTabxVVXXbUv12q32zh9+jRuu+02fPGLX8Rf/MVfDE1huu+++wBs1UuZnZ3FjTfeiJtvvhkve9nLcNNNN2FhYcGRtI2NDXzoQx/CRz/60biuxgjQgLffSCQSOHbs2K6dm/uFSyoeNWxgo4hv1LFapMjnVdTCPzyWYaoUnNwjlqSMRJEFh7h4an4FF+BsNuuq7bKdTCbjPLXT09MoFototVquCjMFL8NlNAyL4byaUwpsVedT7xkJsS601rvGuVHLKM+14aWWlOm8quVSBbsqHww9Zki1vT+6aTmVHvaf/dItlIDNpPfFxUWsra2FigLwPnQ6HdTrdczNzbl2dKwMK+JYNzY2UK1WQ8oIBazmA1Ng6dijhH9UWPEw5cE3577z9ZmOEeNyoFAoXHE5VzEOBtTQ3O12sb6+7gyVanRVBd8S3URiq2gUiS3XW61DwfxNyg9GPBWLRSwsLGBubg6FQsFtzaPeVl7Heml9pND+xtcoA6iG9ep86LFqUFZ5pOHR2k/ti8oXSy71sxJv60nUe6V90mi4KMVY5SP1JHUyqMGZkWfqaef8qNymBz2TyTijRj6fd+NqtVrOSE3ZTh1OdRLtA4tL0aChZJTHMrSZtTqU2DLPVp0E/GNbiUQCtVoNFy5cCM2pHu9z4uyXjC8Wizh27NhlvUalUsGf/dmf4eMf/zjuuusurKys7ChEmEaE5eVlLC8v46677sL73vc+LC0t4frrr8cLXvACPPvZz8bjjz+OD3/4w06fjhGNSUZGHT9+/MCnsu2a2I77j+tb9PV7C81xsAJSvYk8l5UZuZBRoVNBykWsXq+HvHk8Tj19zM8JgsDl+jDvFtjyqtJaDWyRKfXoMrdUN17nsfQoq9eZxNoKSy7OFA6W7NLqrRUeLcnjQu+zgnHcek9V+FkPJwktF39aW6lccNxBEISqIOv1stksZmdnsba25kKVOM+JRMLthVsqldx9JDGmN5ehb6xArfea1/eRePtcjCKnUYjy5FqvxiiLf4wYe41JhSnFuDKhctrKirW1NReObHc04HuSD8rpZDLp5AKJk6YWZbNZtFqtbfI/m81icXERpVIptO0e/wiu95SF1ktryaDmSyphtfUugK0wXt+abg2XPEYJvUaPqVdZz9dzfWHAqsP4jK22b7wHqkfZ8fI4JbX0cOrxqpcB8Mp35rLSY8v0J0axab8Ybsy6AEw3arfbzmBdr9dD0WXaV31+UqmUK0DGolIbGxuuqCd1RBrrGTGmkQXUDzRn/Pz581hfX9/27Ec5X/YTNPBcDqysrOBP/uRP8JGPfATf/e53nWFpL9But/H444/j8ccfx9e//vVtuesxhuPo0aMT8djy2rZQ60HDnm33o/CFrwCjq8jyPJurowuOejUZWqztkSxqXme320W9Xne5nFwQtSJxMplEuVxGNptFvV53Qqff77vtAhhSQaHLazIMSgsc6G/8jn0vFApOKPvmggqBWjlpjeaizT5zYbfWXWsFplKh19R+qpdWi0Spl5zH0ZJJRabT6TiPtO4DzP7QE8s+NJtNzM3NueIjSuR5TrPZdN5xXfBoAGB7fF54PO8nx67KiQpmH3yWV99n37MbpWhEPeMxYlwulEqlkAIZI8alwirwXOdqtZrbmktTiJTYqkFRZVS/30ez2XSyhuezGj6JRyqVwtzcHBYXF5HL5ZDJZNy2e1rsSY23GoJsQ499ZFE/K6zH0yqT6mFVQ6oah316D4/h/6klxfb6UXKH7WobfM8512JISorVA6peZU17sn3hcbw3ep85z4xE07bVm8p26Uml9556VK/XQz6fR6lUQr1eR7VaRbVadWQT2KqzomG/1OkYSZZMJkNFxNg2z7cRXHwmqWPxesvLy6H6KPa+2nuxn/L9xIkTKBQKe9pmtVrFF7/4Rbzvfe/D9773vW0FuS4HduIBfrojmUzihhtumBixXVxcRDabPdCe9T3Z7mecYyzRjbJyUcCpQPQtJiRzrVbLESJWLGb+BRcqbiZP4kOrIvM4GYJMDyMXTFY4ZjGWIAhQr9dd4QP17pJQ0yrZ6XSc8FXPbCaTQalU2iac6VnVuaCnmGPiMZwXzd+1ZJTj1JwRQis3MsxYz7WWWd0KieHKiUTChQIlk5ul9pvNphNsWrxDrXE878iRI7juuutw7tw5V8VanxOSYeZKs2o1r60GCt6XxcXFbZZ2zql9poYpCqNgCW+U1XyUISdGjMuB2dnZiQm9GFcmfMbqRGKzon2j0XBFgcrlsjfKiq+WHLZaLSePaDjm+sxjjxw5gpmZGRflROLLdZ4klsoxCY0aeX1eWx5rjcHWM2dzbX1zod7lcZR0vZ6Gsw6TE1FG0SjDuMoje5wdk/Zd50EN+NZwqx56q8/pfffNPfUNLdJJPUrToJLJJDKZjNtlodvtotlsulobSqo1fLnb7SKdTqNQKDhjOJ8Ju/OGPqvUEUjCW60WVldXQ3qMzpm9D+zTfpHbq6++OrIS907R6/Vwzz334N3vfje+/vWvu7zlGAcLmUwGL3rRiyZ2/dnZWZRKJayvr0+sD6Owo/8IJT4+RHmrxiW8wFZRAFrMGOqiC5B6Kek9nZqaQi6X21bEghWT1WPKtuhNZWgw2yWpSqfTmJubQ7FYdHvPNptNt+0Aw2+LxWKoUAK3AWKuGxcefkcyyxBcta5qaXsVMJrnqhZRW5wKgCObHCcFEK9J5cEKBt3ChwKAQsaG61Bw0eOq91OLN2hOM89vtVrodruYnZ1Fu912+VOW1Pd6PZw7dw6lUmmbULfhW8zNUcux9pP3lXNhn1nfsxx1nDXMjHNOjBj7BVZsjxHjUjCuMbtWq6Hf7zsDpfXkqSdX023UeKpymTJobm7ORVGxIFo6nXakVisZKzm1RaAssSV8pJaI8vAqlMSpXmRzdC1RVnJn+zlMzvjkiSWtPo+vrTthxwhspYCp3Gd7JKf8rAYE6mfW6G7nkJ5TAM4IwePV0UByS10sl8u5e97tdtHtdpHNZl1kHXdH0L6yDoc+F9R/ksnwlkA+4wvngvpjtVoN3V+fd12f3f0itYlEAtddd90l6xlBEODRRx/Fe9/7XvyP//E/sLa2tkc9jHE5cPz4cTz/+c+f2PW5rdoTTzwxsT6Mwo73sR32T2Q9U7v9B9fQmWGeW1oNE4nNynjMeWW4SafTQa1WCxVyAOD2VWVYMAmmksxkMom5uTnMzc2h1+u5UCuCZJWElwKB4S5sg4slsFW8gUKN72mdVKFO0mwtiaoUcC6YX8Jx83s1BABbFkaGAJEga6EEa6XmQs9QY/aD1+dY1evMuebx7KNa5rvdLgqFAsrlshM0tuw/86I3NjYwOzvr+q6edipESoz5uypZGpalwp3zo/Pke9b192Ee2JjMxpg0FhcX4+cwxiXDZ6ijPFKPZ71ed0boTqeDQqEQOs969ChbaITmd6lUyhWSKpfLOHr0KHK5nKtLoWk5WltCZbaPnOo12Wd95bH2PPUy+uQEsD1Em99ZAjmOcZ9jGNauJdGWFNv/e+spVa+jzodem32xc6NEnToMZbkaMiwSia1thHh91RVIZOm1TSQSocJhWj+Eug6dEUwzazQaLl83kUg454JWPuZ1ffdCdUuNVGs2m85z6XPCqI61n55aYHMuT548eUlrfbfbxW233Ya3ve1tuP/+++OQ4EOAl770pRPdSzaXy2FpaWli1x8HOw5F1n9ii1Eeq3H/6TUvhPkXJCvAVjEE5kAoKVXCSC+eCkIuXCSzKigYxgJs3jwWM6hUKqhWqy5fl8SSwoHVfYMgQLFYdARbCzbQ6pjL5dzirLmoJH4knVzsORYNoVWyq/2PKkZB8kpvuFpVGVqsBR5o3aR3WPeqJQlVcsvzuBcthRQ352aRJyX43W4XjUbD5Rq3Wi13Hymk+BzUajUAWwKQ12c4N8enIdLMXVJBpd4Dn3Vcn2/fsz3s/TCyy99jxLjcYOhm7LGNsVfwRajwu6mpKZeGQvmicgnYLiv4bNIgbEM8S6USTpw44UKOWRiK1W/V+6opPD4iG0X4rIdTDbo2TFeP951j52kU0dDfbfiv9fLyeCWCVhfjMdpnnXvr9fV5gfU+sF8+2eYjckzdYlQZj/ONlYUdSaQZvaYGe7bPVCYlt9QB1NjBuh4rKyuhbQX7/b4jtryOhi3rXKiOoASdWxpaRJFYa3i4nJiamrqkrX7Onj2L97znPfjIRz6CarW6hz2LcbmQTCbxy7/8y6FiecOgTkHlBpeC6elpnDhx4pLauNzYcXD+KOuj/T2KCFsrqH6nG7szPJc3Rz1xzPHkAqg5GSsrK86CR4HLxZLHtdtt9Ho9zM/PYzDY3CS+0+m4hZKfL1y4ECLWAFzVPZJkDedlkSpWbM5kMi5HaGpqyoVW6d659D7y4dP548KqwpukE9jyHmtBKYICh++56GouiCXLFLBUUvQz7wnnlePkewouKjOcp0RiM3+KCedBELi5zuVyoVzpXq/nBArnvVaroVwuO+MDx8n9vDjvJOokthyzVtoe9fz6YBUnfjeOIjOs3Rgx9hKJROJQbKAe43DBJ9f5fa/XQ6PRcJE/TEVRBZ9rthI3yiXKl36/j5mZGZw4cQLFYtHJRhp8beV/lVuW0JI863tg+N60Smp9XlE7dqu3sH3KMY5br+Ejy1EEOuq7KAJt748NjVXi7GvTEl+rbyjZtb/bwlF6DdXd7LWYU8v5pq5HfYIkFIB7Dqgj0WBOcp1Op3H+/Hkn6xOJhNsjmVW5rTFA77OP5DKqwI5ZzxnmCb6cyGazOH78+I7PGwwG+OY3v4l/+2//Lb71rW8d6Oq2McLI5/P4mZ/5mdB35EKNRgOrq6s4d+4cnnzySfz0pz/FY489hieffBL9fh+Li4t44QtfiFe+8pV45jOfuevc7GQyuW97J+8WOx5ZFFH1CYFh/+g+q6O18NrqyFys+I9Ii286nUaj0XCLZyKxlXtLaIVEktxut4t8Pu++49Y1iUTCJUfbbX24QAJhqyTLyjNkN5/PO4I8NzeHUqnkikbZPfeU1KqHVufKCloVJiroFb7v2G8KIB6nodAatstFm2E5HKv+U9AIwbGwUjW9w+122xX2siHKrGZcLpexurqKZrPpcqXZL3p719bWsLCw4K5LzzbL+rdardB+dUrWfUW0rHLgs1Db36LgUzLGVVxixNgrpFKpiYYpxTj8sPI46r2uZSzmoxFB1mtrPWaac9vv95HP53Hy5EkX1WTJrK09ofKS/bHGR74q0fURzGG5tDpu60m1v/PVynB7rPZH5bdPf/KFWAN+r6gl1NqGj9QqSVZS7xuvklufYYH6kdbkYF80Yk7P18JOBHUTFuNkG6ovUS/RNhk1duHCBTSbTVfno9PpuO2oALjIOy04puPVZ7fT6YQMFdawrdjP/FoAKJfLmJ+f39E5nU4Hn/jEJ/Dv/t2/O9A5kjH8SCaTaDQaeOCBB/CTn/wEZ86cwYMPPohHHnkETzzxBJaXl9FoNNw6bJ/HVCqFd7/73XjVq16Fv//3/z5e8pKXIJfL7bgfV199tZcHHhTs2XY/1vql3+0USmTV0wbAhb2QvGo4MaGeOy64Kmx4LIUni15wP9apqSnU63U0m000Gg13fS7aWnKeVuVSqYTZ2VlHZIvFolvMZ2dnkcvl3P6SVshoXo0ViEo4aam0c2yt0va+2DmgZZ0Wc50/tbiSsPI+qpeXRa7UAq7WVbtdkIYBk1iTBNOrnU6nUalUMD09jUKhgFqtho2NDXQ6HXdupVLB3Nxc6Lr0znLjdxWCDLNmH3zWSR/ZHOaJHeeZjglsjEkgl8vFHtsYewafDLceLypbTNPxVcslidXChsAW4Uqn0zh69KiLaiJJoWFTo5FUPmmf1FurfYwiJXqstqtj9Hn0ouYpas5s29aDbMOmfUZsILznvM2FtHqAtqX6k17bXkPvCWW5etjVIM32fGHgdos9X/+tt4h95/fU/3jdKP1G20wkEk4HO3/+vCtcSZ2G0X7qEIi6v/yeqVfD9Noo/eFyY2FhAaVSaezjV1dX8e53vxsf+MAHUK/XL2PPYlwu1Go1/L2/9/fQbrfdbi87edb6/T6eeuopfOQjH8FnPvMZ/JW/8lfwute9Di9/+ctRLBbHbufEiRNua62DiB0XjwJ29k9rF3VdhKLaIXm04ciZTMYJNIYS62LLBbDX6zkrhApfAK6KnhJMzePI5XIuLLnb7boQWRJl6z0tl8tYWlpCoVBALpdzn7m4M0RGc3q5uHI+fPlH7LsV1iSmvsIXPkFFKyrvgYYDcdFnGX0Sdno9OS9KWLVolb2/qsjQy5tMJt2c8ljONY9hTiyrVOt95f1h/k6r1XL7AKulnWHOzK1Rq7Z6bCkso0LSxsEw0mt/3+3/TYwYu8HRo0d3FZ4WI4aFyugoLxV/Y+qIGg+V2KgHkfKE8jCZTGJ+fh4zMzMhQmtJrRImviqhU3Jl1+eo76IIU5S3WufC/q7EVQsY+s6J6odvnq2nVefXp1/5yHlUaDT7q7/xvijJVrlJmapt+AwBDBPW58LeI95j6gVqvOc5fBY4dr2WRpnxOWMYOz231BuKxWLoeeF17Rg1Is8q7jxfn2ftx37i6NGjzis9Ck888QTe+MY34rOf/eyBJSMxRiMIAjz++ON70tb6+jr+1//6X/jf//t/45d/+Zfx+te/Hi9/+cuRzWZHnstn76A+S3vmsQWiyapvsY46Tj2F6unTMFIlKxpOMhgMXCGnRCLhcjeZy0miRcHJkBaSxXQ6jWw267aj0ZxSVukjMS6Xyzh27Bjm5uaQyWSQzWYxNzeHI0eOuAeDBFYtzew7w4/4YPAYCnYgnDOrRE0XeZ1fazXmK3OAdeskJdi60Tnnmzm1FGZqKdYFnAurHs/7yzZZKZoedlYy1Dmo1+vu3jCMSAUe548hxwzB4TiZ66vPEfulfbEe2yiSar0SUWTV144ls7shzzFi7AbPfe5zMTc3N7Hr1+v1fVfwYlwejGOE5vpG46gSGWArhNSuocBWhfuZmRnMzMy4NZ8hyCQ+6rEjKdFoLB+5BbaHHytseK8dj50DwspYJYC2DSWCel3tkxqbfdB5ZNu8lhJQe20toukjuBbaD86NkkYN+bYRZvqbeoZ5beoX/F2/11oYvjxVym3rabaFROk4oI7Hv+XlZbTbbbRaLZd2Rh1KdUe9ro5fKzXrXPm8vPuNo0ePuvkbhkceeQSvf/3r8dWvfjU2rsfYhnq9ji984Qu488478epXvxpvfOMb8fznP3/ourS0tIR8Pn9gPf+7Kh5lMY7y7hMQ1uKo5InCUQkJFyENd2UOBAC3cbdWZqTwpKWPRS30lYs6NwpvNpuh8FUSXy6GJ06cwLFjx9x2NYVCwb0vFovodDpeT6kSUfbRgt5qzQPREB0lwmxLc3SiCmCoFZkhxKzKzO/YH/afJfM1bJnXYT9VcFtPqVp3g2CrMASPabVarrBUp9Nx3u1EYrPSNPNytS3N9y2VSq49eurZRyW0vJe2Oqd9fndLQqMs5r73McmNcbmQSCTwS7/0S2NXTLwcYCG5GIcfPkJrlXo1DFOm0ejM9RfwV9Ol0ZXRTiS09NqR/NhwXWA7QfT9HrXW+nJWrdeV47Pf+eAjOVFkUo2fvhBb9SDqnyW29t5QNpIcUhZzLm3hJLZljbHWUKARbXptNVaovqHEUY3S1F94DA0Ydhx2PnTcbJPPBq/F7zgHWp356NGjWF5edulmGklnDfb6HkDImaL9s8YK+xzsF44dOxZpqCAefvhhvO51r8Ndd90Vk9oYQ1Gr1fCJT3wC99xzD97whjfgta99bWSo+9zcHObn53H+/Pl97uV42NF2P8Mst6Mw7rnqseWiqkWk9LdMJhPaX7bZbIYsuSQxDIXleSScbAOAs3xx3zISWWDLS5nP53H99ddjaWkJpVIJ09PTmJmZQbFYdBWOueeZhrqosAe28kc0vIoLpXqqOQ7mn1oLrBbXUFJrw5rYfiKxtT+ulthnPzSUm9dRi2273Ua1WsXGxgYqlYrbCigIghD5Va8uPbQUKvR4B0HgCnxVq1UkEglXlp9eW/ZramrKeWMpEJvNJjqdjrt/vV4vJEyBrTBvVTyGVQC0Xtoohcd33jDiGnttY+wHSqUSfvEXf3HS3YhxhcASNTWU+kgcZZ8aM63HUQlSMpkMkVpNEbKkVmWaGlA1VYeftU/ab3usHYv1OirGXf+j2tRjVVbrXGtfrRzz9UXDgZVoWlmk6Uc+L7wlt/Zc2y/qBbwPVi9RcqyGdZJ5Fn2MIvx6j+y17JzReUFyy3mlHghs5qKePXvW7VYRBIErRKbj0eebz5mGWuqYbEi33qP9IpBXXXXV0Ofy0UcfxT/5J/8kJrUxxkYQBPjpT3+KN73pTfjOd76DW265Bddcc8224/L5PI4cOYIHHnhgAr0cjR15bKP+OcZV2ndCjLUyHl+50ND7R4vfxsYG2u12KAxZX2mx7Pf7Lv+CFfdIzBhqzC2A1EM8GAywsLCAU6dOYXFxEblczm3fw4JQQbC1fY1ueaNCSAsYqUBQb6n18LHfSgi5sFJYkIiSsOui7hO6JN0cO+eI5J7WT93zihbXI0eOuHDgRqOBdruNer2ORGIzz4pWe1o1uRWT5koDcNv+aMgUK0uzurTuf0slh2HeGxsbqNfrKJVKrt18Pr8tfMrOu96TqGdUXy2iSOq438WIcblw7NgxXHfddZPuRowrEMMUd8ou7mWrRmhbk0FTYTKZDAqFgts9wHpd7Z6LloyNqpMQRSp9Y7DE3V7XtuUjiPY8jU7ykT5tS8mh9c7aPg0zuurx6oX0kc1hXmqeo2NUI7HvvpC4ah/YhkaK0Qlg59ySVoWGJOuc2rBpNfKznUKhgJmZGTQaDRQKBQwGg1DxKtWpdFy6bZBv3nz3Yr8IJCMHo/DEE0/gn//zf44/+7M/i0ltjB2j2+3ij/7oj/DUU0/hgx/8IJ797GeHfp+ensbVV189od6Nxq6KR1lcDo+UDR/lwkPSpgWiBoMBGo1GiOzRi6vhK4VCwVU2ZsgrF0DmUrAIRiKRcBXxrr76atx4440olUrI5/MoFosolUquihiJG72NatVTi6B6MnVB1zAdzjUJKj+rEFBvqM6JhvbYxZchuZo3C2yF1liruM9yHgSBm79sNutK6G9sbODkyZNYXl7GY489hvPnz4cIrBJtFqwiWee2PiSxJK6slsztl4IgcEYE/rVaLWfo0GfQkllLcjlGwio8PoXI917nd9TzH3ttY1xuMJphkoiVqCsDUUTWvldvKMPQda21BRdJkAA4I6aGzisBtB5WXlPXa/u7JWk81kdqowidbSvKaKntqwyyhudR148i2aO+8/WT1/blxykR9I3bEmmeQx3A6jBakVifAx+Z1+grWwRM+8Y2OH92niyBVgeBRrnRuUAnSKlUcuHI1ActGbUEW3PFdS58UMeEncPLgampqdDWh4r19XW86U1vwpe+9KV4PY6xawwGA9x11134Z//sn+FjH/sYTp486X5LpVK45pprhq5Lk8SeaEGXOjjf+bpRtwpJDQ3hAsnNifU7LqLAVohUoVAIhQFzESb56vf7rsARidbRo0dx6tQpVwUsn8+jVCohm82GcleYH2qFsBa80kXPhtpwIVfiyu+Zy2qLRWiOiApRtTxa4aoEVhUHvqrVk9ejwszwbG7bwDnu9/vI5XIoFotYWlrC6uoqLly4gMcffxzVatWRUw0TJ9FuNBpOsQmCALVaLVQNk0oQC36xX8CmQYG5troXnhpBdB7VC8+513s1THDZ48b93oeY4Ma4HPjpT3+K22+/HX/zb/7NsSobXg6sra3FObaHHMO8s1ZWW2JLIqupRNaYywgcRjxxbVdZRSMtrxnVl3E++9Z1+9lHdn2fFTa/0ZJd35+P1PqIkB4/jqE1aqz2evZ3fa8E0f6uec80Tqvuwr7afGjVc+xvPg8wx6vkVg36PsOGjlWN6IwWoy6Ry+VCOgxBPYF94XUsseU8RBHi/VTwucWkRafTwbve9S58+tOfjtfhGJeMIAjw9a9/HW9+85vxn//zf0a5XAaw+X933XXXhVI+DxJ2lGM7DKOsj3aBHrUY0BOo4cd8z5wKtt9sNl2oLrC1N54KVXpo6fUDtkhwp9Nx294kEgm3tdA111yDU6dO4fjx48hkMm4vWm5Lo3kfFM6+8dkcEQ3HUiunnQvOGfNibZVgLtwqRHQLBQohLsYcGxd3vS9c6DV0yLZBZYPv1fMKbBVkyGQymJ+fx4kTJ7C8vIwzZ85gZWXF7S/MkKRut4t2u435+XlkMhnnvZ2ennah4RxvNpt149b96KrVKubn55HP50MVFjWcnPPqE1S7hX2efYrSsN9jxNhrNBoN/It/8S9w++2349WvfjVe+tKX4uqrrx6rcuZewRZbiXFlQ+UwdxLQ1BO+AlsFjkhqGQFFeWCNsEo0lFBYD6jCkkvAT0B9GEb6bPu+6/mMzqOIp/ZNw2eVFCrx9ZFcO3cq16PIsW8+1GNqxwhshYYzlFc9pNZ4Ycer49Exqt5IY7TmaEd57a3nmQZ5JdrUFeglTqfToe2DNK9WHQocj4Yi61gOgoeKY1MEQYBPf/rT+MAHPhCvwzH2DIPBAJ/61Kfwghe8AG94wxvcc3f11VeHiuIeJOx53JrPouv7Xo/X44h+v49Op7MtX5JbwWi7jUYjZHXjtXgOiVIul3NVkOv1OjqdTih8ikSoUCjgWc96Fq677jocO3bMWZWz2axb9DWXQwWzLfigxNYew37qvrS6iKdSKUemuTirkNPy/Naiaisl8/3GxkYov5XnWyuotbba40hAeR0qMTQg0EqazWYxPz+Pp556Ck8++SRWVla27XfIvGa2qeSbRFmtxGoZ7na7qFarzmvLOafHXy29WhkySjGKej6HfR91zLhe4Bgx9gqVSgWf/OQn8ZnPfAZHjx7FzTffjFe/+tX4y3/5L+P48eMTD1WOcXgwrgJPUqGpLppGpJEzKptUfpAwWRJDaAqJb031rcejjtNxjjouqn373TjkW69r+2lJspW9PMZGammbGmarHhV7DV8/osZlx6R6hbajXlXbftQ8UwfSwpnUkUgsaTTXdvjMaD9Vv+JnJbd87vgbr6FzqhGCdt9cXlMJvH62c7afeOCBB/Af/sN/QLVancj1Y1y56HQ6eM973oOf+7mfwy/90i8BAE6cOIFcLuccWwcJl0XLibJqDjvGIgg2izHRI8jFo9VqYWFhwS3WyWQS9XodQbC1tY8KSO5BWywWkc/nHakLgsDl5dI61+v1sLCwgJtuugkLCws4fvy4ywEiYWPffXmpKpSAcPixLoDW+uw7nxbGTCYTuo4KCW4HpBZtejnVysrjlRDymqpYDCNouvWQXcxVILHqoRb+4HfFYhHnz59HpVLB2toaWq0WEomEM1ZsbGy4vGmel81mXUVoDdGm95iGDRoOOEZ9ZjgGOzf2edzJ87kTxAQ3xn5jY2MDTz75JD7zmc/g85//PK655hq84hWvwN/9u38XL37xi5HP5yfdxRgHHMPWQF1H1YDYbredYbHX6zlDJckuDSusRaH5oJQnPk+UeuHG7bvtpz131Lo87HtfdFXUdaNkvXpa9Ti9jspqH7Hl9/Zc6+319dd3b31GBavL+bznQFjfYVuaPqW6hn1+LKm1bQFbUXc6Jjt+zqkasZXYJpOblbh5rPXaqu7G6AMdu9XTlMz75utyQVOtgE3nwLve9S78+Mc/vuzXjvH0xPnz5/HWt77VGc0XFhYwOzuL9fX1SXdtG4ZvguWBTziMwm7+0YMgcN5U9bZpMQqSGe5lq1V+ufiQGE1PT6PdbrtwZm41o57dEydO4AUveAGWlpZc9eNsNuu8vFzU6aFVwWPzRXzC1IYn2fHaYkcaRqxjU2u4Wkvo6VRjgC34wD6pkLH9Y1EnWt9piedC3+l00Gq10Gq13JzSwknDAT3c/CsWizh69ChOnjyJo0eP4qqrrsLS0hKy2awzKvT7fZcrTULPEGSGIwNwhgYKTl5T84D12eH5mp+t824/Rwl9ez+j2uBxu/lfiRFjr9Hr9XDmzBl88IMfxK/92q/hb//tv43Pf/7zrop8jBi7hVXuW62Wk81qNLZeOF99ByBMHpRk6G+jYD2L/M7223eO71j7uyU2UX8aUqtz5PNq6nWU8Nr343hT7ThVX7Lk0ddHS/ZG9dPm1FoiaT2mCuo8PnJpj2NffPPg+9NnSsORGd1FAqwpS5wDepDVoGKN+noPRj0/e41Op4Pl5WX3+etf/zo+97nPxTpGjMuKb3/72y7UfXZ2FlddddWku+TFrj22PmunLvg7bUvBNjVfR0N8uaepWvXUYsfvaB3mQsU83Gaz6dpgNeOTJ0/i+uuvx/z8vCsPn8lkQp5Bu9eeb9yWKOqrWiL1PEs69VrdbjdUvAnYIrZchPkbPbfMY9I5s4KSObLaPyWm7Au30CFhpjBQQcO+aG4zjQFs34Y7c//ZarWK1dVVN05a/LPZLHK5nOvzYDAIhTnTsq/GAL0H6pnn7z5iu1dCKEoBiBHjoCAIAqyvr+O2227DHXfcgd/4jd/A7/7u7+LUqVPxsxvDwSfHRxn8KBuU2JIcMC1Et/6xJA+AC1O2faFc2wmGPc8+UsJX/c2n49j3UXPlux7fU1ZybNpeFGFW76YNv/URWo1usu1of6LmaZgO5yNx1nMKhLcLsteh3sNng3LeylHfvVGPsd4j9dBybvkbo7+o+3S73ZDuZb2udICwDdWltI9R/bjc2NjYwMMPPwwAqNfreN/73heHIMe47NjY2MDv//7v4xWveAVuvvlm3HDDDfjmN7856W5tw449tlYoKEYpR6MsofZ3eg7VQ2lDMIIgcPvAqsVNc3s0p6LX64W8jKlUCtddd50jtfl83nl5SYyVXGkRJSAchqXzoyCp083O2a5VFriQkvjZ/F8rqDSMK8paqyRYqwzr3oH0YmuINwk1FQ4eq0WkKGRU6KilNpPJuPkkWZ2dncX8/DyOHj2KI0eO4MiRIyiXy6H9cdler9cLecXVWKGGA90bmJ5rYGsvOn0e9hrjkAKdo9iqGmPSaDab+J//83/i13/91/HJT37SGfouFTMzMzFJvgIwbI3yrWOUf5Qh6vVS47TKJF9EkU2N8ZE4C0tKfCTK9t1HzOyxPkI27hxFXV/PtV5SlVWj5L41Duifzru9Vz7S7TNY+Mi4HZP1Eltv6ahQa+utZd8ZLUbHhm+e1YPq89SqbsA/6iJ8/gCE9Ab2kc8ro96GwT6f9v3lxGOPPYYgCPCNb3wDd999975cM0aMixcv4vd+7/ewvr6O5zznOZPujhd7so+t79hRi74utFGLrq2ITFirpebrWAsvw2BIaur1OhqNhiN11113Ha6++mrMzMy4jeIzmYwLX9aFTYs0aQ6HnR87Dru/rFqueS77nEgk3LX5u45HF2/f9ZVwa54NLeo65/R8BsFWmXxLZunlVAGmhFpJP49Jp9NujtRaqnmv/J7kd3Z2FslkEk899RSATcWb95XeZ/afZJfh2czP1eeGc2oFvu85VGuvvZeKYf8DOje2vZ20EyPGfiEIApw+fRqve93r8I1vfANvfvObceLEiUtqUyM1YlwZ8JGaKA8l9x9XMusLQ7YeW+sdteupXsuGou50HKPWeR3nXsB69fheCxPpcWosHuUZtV5Y33z6jo0i21HwGQuiCKftt8+7SZ2Dhmgao23aFJ0P1Id8xaF4Pf2NuprqiTS4qyFEK3YryWfKVdQcqL7pG/9+GK8rlQoajQY+9KEPoV6vX/brxYhB3HHHHfjoRz+Km266Cel0+sAVkLqsJTLtojrOcXrsYDBwe8xa6x4r5NK7mU6nXRgrw3MTic0w2Xq97opY0AM8NTWF48eP46qrrsLCwoLbh5Z76zHMFdhaJJmXYfttCzvxN76qgFFSawUQSZ4SavXIKrnV8GYNv9ZFXueTf3qsts9rktSS+OuWO757ZveAY26tLvoq6Gx+CkOMS6USCoUC0uk0nnrqKbTbbVfJ2pYT1wrJJNI6Rq3Cyf5rIYhR1lWf4B9XyfF5zfn9TsPpYsTYDzQaDXzwgx/ED37wA7zzne/EL/zCL+z6WS2XyyGDWIzDDZ/cjvouCALnbaO81egprs2ZTGabx9bnIdSt7IDxcmyj1vZxSNsosjdue8OuE+UJHVe+6PFR5Dbq9VIMt/aYYdeLkoH6fjDYLM7UbDa3bfGjuoqdf+onUfoIYdO/2LbVvzSFicfT483aLdqmve++z/tBaonvfe97uOOOO/btejFiAJvOpfe+9734O3/n7xxIvXbHxHan/7Q+C+GoNijASGw1JIcLHj25iUQC5XIZrVbLCVUlgESv10O9Xke320U2m8Xi4iJOnjyJ+fl5V31Yix3pAq5ETz2VPqsoCYxuvaPEl2OhN1rJlhY0CILAeT6tp9TOp1oiCSXlPJdzpyHE7G+pVHKEUIm2r7gCDQYcD8OWgyBwXlabyxIEgdskXecqkUi4e5fL5VAsFpFOp/HYY4+h0Wi4OWCfdb7YphamUBLMfmu+zLBnzvde4XuO9TmIsrBHnR8jxkFBv9/HPffcg9/8zd/Eb//2b+O1r30tlpaWdtzOkSNHkM/n9yy0OcbhAGUB04dyuVwotJYWfRIJnqMGWZVJJCM2n3LYGjqMAFt5bY8fReDH9VhacucjdTp227bPiAxsz1eN0qGGjd0np2zfh8k+37V8x+n98hV6ope21Wo5Pc6ez+fGpjoBcLsuRI2degDHqlFiaixREm3Dvklubft6b/aTwPoQBAE+/vGPH8iqtDGufDz55JP4T//pP40M158Exia2VihE/U74hJdi3O/osdWCSVyIOKHZbNbljJJIadElEuF6vY7BYIBSqYSFhQUsLS1hdnbWEVvud0vvpc0p1SrF1vMJbOWlWs+qXZx18daKwPxOF21f4SW7EbkWuLLl6S1YGZBEj55qYCsfVcPGdMEHtjzEqnjwOslk0lUrZt8sEadXWueGx6dSKeTzeTzzmc9EIpHA448/jmq1imKx6Er0q2Du9XooFouhPX5t0Sj+0UBin0uLcQiu/d1nPR+GSQvEGDGicPbsWbz1rW/Fbbfdhje/+c34lV/5Fbc+jIP5+XnMzc1hdXX1MvYyxuXETryIKtdICFiRXmW2jfxJJBJu33NLgFSO+dbVYf2zRmY9d5j+MqzdYWQw6vpRBNfqDJZo+8iuylFNyfGFwto+2P6MIrfjwkfMlSgCYaO6PZfhxzqGKK8t52UwGKDVajnnhNb+IKzxW6/PZ1Jrdmi/9Rjm2OqcalvWABF1Ty8nzp49ix/+8IeX/ToxYkThIJJaYIce22GLaJQnaxjGIbfdbjdUFVnR6/UwNTXlwl/T6TRarRaArUWLpIkFo7LZrNtuhlv6sFAUPbM8T4Wh9XJqf/mnm8/rb3aBZxsklRT83F6H12fOr5JCXx9s2DGvzVfmp/C7qakpt3WO3W9WvcnA9tBhK8T4Pb3Ump+rWzNpDq6GWquQYZ7v7Owsrr32WvT7fReWPD097c6zBbB4XXoM2J41HkQ9pz5lQhGlbOj9tN8pYk9tjMOEjY0N3HPPPXjNa16D17/+9XjjG9+Icrk81rnlchlXXXUVzpw5c5l7GeNyY5j89pFArrftdju0XYrm2zKyx0f4VEbQs2bDP0eRbt8aP+z3UePU34et4+PqO/qe41MdIkqu6DnDoEZ0SxJ98svXHgnlKPh0N0uk7djZL+p1msqkYcFBEIQi5ajHcetB7rxAQ33U/PN7nQsaBxhqrPneWslb0ymU+PrGb+/bfhiv77rrrm15wDFixNiDHNthi4nvGPteF1hLoGjV5UKmCxCwSXoLhQKmp6eRz+dRqVRcGByJFhcrEt5jx47huuuucyHIWhCKYbQKW90vyjJnKwDyOwWtrnouhUgQBMjn886KmUwmkc/ntxFnzhstj7ymek+1IqC+qpeVCoa9bzZ0emNjIyQsOf++Algsp6/jJawnWedienoahULB7Y87PT2NmZkZHDlyBO12G+vr667apvYtn8+73Od0Or3NAquefpsvY0n6OJZ8nme/8x3vO24/hF2MGHuFtbU1vOtd78La2hre+c53olQqjTwnm83i2c9+Nu6666596GGMgwTKJa7VWpmXn+lR83nA+F5lhcqdKELs68cwohN1XhR2apT0eXzZL372GVUtMdTxqqdbt7ezbal3U9OaLKJkkdXJdgpLzu311JOvUXeM9kokEs44TbluCTkdFQCcY8C3BaP2h7qg6ms0pGsBKV8ospXhlrhOSq7H6R4xYvhxWYtH+eATaMOg++FZYsvquPTmkVjxeIYldzod9Ho9zM7O4pnPfCbm5uZcHq2SQxJcLuqaK2tJqi6Q+tnnEbTWPkv+9DOLbgyz4KrQ0YXZkmo9X8PCtH92LFz8uUWSbt3A/ivB5Xma62rbplWVbdk5BuDOD4LNfYrz+TxmZ2fRbDZDYUuZTAZBELicaApE35ZPUWFFUbDz4bNyK6wxZhTGsbjHiHGQ0Ov18OEPfxhLS0t485vf7NaFKCSTSdx0001jebBiHH5YRZ/rdxSxZWSNr0KtbWe35HPYujyMuA3zAg/73Z4fRaztd5S1Pq+twsptrTWihl7VCShjVU4P6/dO/lfH8Rr7rsnnwIZQs7+sMcLic9QJOGYA7jNzuTlO3dVBDfH2udAtF7WglBrsVee088M2raHeGi1ixIgxOexqu5+dKvN6jj1/2CLA39vtdmhvUi5yGt6USqVcHmY6nXYLXbfbRbvdRiqVwqlTpzA7O+vyaBnKquGzvK7uxWo9sZaU+caq5/Az36t3VT9bYWAt17aYBtvnvGhYL4/VhZ8eT3tPoopVUIlttVqhHB8Fv7PWYp0TnSsKBQoxnVcKLYZE5/N5lMtldLtdXLx4MSRsNAxZtxeyFmGGLimxtcpN1HM8jNTq/F0q4Y0R4yCj2+3ive99L2666Sb8xm/8xsjjn/e85yGTycQehUMKn7dtHGWdsoChyOoBC4LNvMpMJrOtNoMNmdU8Ut81fIZHXcd9ntFxiPKoNdtHVIf1T72vUaD+ouNVGapzY/vhk72UtWqg9nltffrcqLFFHWuPj5KpSh6t7NV7TxmvFZCtU4B6BGupsD3mbev1lFDrM2cN4eoA0MKe1lAR5Y3W9zG5jRFjcrjsdZpHLezjKP66z5luHcDFih67UqnkSCtJEs87fvw4jh07hkwmEyK2mUwmVFWXpFb/1Evh669aAq1A4u8+4aQEUC3bUfOoVnAf6dX2tOgTCaEKFp7ns1wSyWTSbbnDObWeaV7TZ4G3ZFc95PydecY0MGQyGeTzeaTTaRSLRRSLRZRKJeTzeQBwgovtMg85mUy6fXJ13BRSvj1sd4Jhz7DeW5+ipd/b9zFiHAZUKhX8+3//78fKnb3++uuxuLi4D72KcbnhU9pHHU+PrebW0rjKV43+sR40n0fPenOVQKrR2P5pv6Nefe9H6SzD1nb9PYrkWSLqK4RkDQM+Mma/A7YM25xju03huPrYTshtlPyzBFqfAwCuRgoj7Zh7GwSB25pR27Xj1IKXzI21ubO+GifW8GIJsC1s5XsGfdEAsUE7RozJY2xiawXNKFzqP7YuivS46YLFhanT6TjyRZLDbWUAuLDWkydPuj1qs9lsiNyyKjIXWSW11qs8zBppLXt2PNYDbL24NseDVkMrqAhbMdlXhVDJKhduX2EEKxw195hzpd+pECaxt/Oj/Rp2LO8Z51/vYbFYRC6XQyaTcd5qHTfDkbPZrCO2qkCxSqfmddlX372MESNGGH/+53+Ot7/97a5eQRSWlpZw7bXX7lOvYlxu7IT0BUEQqolhKyPr+qy5jcPat949IJzL6YsiGtXPYRg3iicKvmv7onooSwFs21aP7Vi57CPt9nqW7AZBsK2oZdR4h3kcfaRt2Dz5flOjPPUvynUlpWzDGjF81bV1zGrI5nOntT7UQaBGcH1WbT/s+KMMKMOemxgxYuwfduWx9Vmr9DfCZ7XzYZQQoRWP5Fb3xWMoCr223PpHCxkdPXrUhSDT+8jjWXlP+2qJm4awcOxK1GxhKSVy/KwkT4Uy27dCzHpTlSBqhWa1fGuosq8vJMs+YWlfVVkguaVnVOdK82AskdX36in3FXrgGHk/0uk00uk0stks8vm888Zr2BGrO+sWRqlUatt2E+12e5tQHkfpGUdgRbUzSvmLEeOwIQgCfOpTn8JnPvOZoc9wNpvFc57znH3sWYy9xDjEMOqYwWCwjdjyON1+zRpqo8gCEE3EVMZFnTtqfbYkatg5FtqPcby0+pst0si5o67hI5FRBnN99cl1tq36h6+fVq+Jwjjz6yO/SkITiYQzVgNhkquFMZWk2z5qXq51KETJexpYSK71OSUh3tjYCBFbGxbvI7QxYsQ4ONhV8ShdzC3J9X2nx/IYfq+v+pt+1hAVCs12u42ZmRlsbGwglUohm80iCAIXVkziu7CwgPn5eRQKBUdqLUlTwWQXf0JzWaLGqaSPx9BaaAWGz8qsc8UCG0oOtTCTkm1b/djOL0lgIpFwXk1f3rDm71pLKQtEaRiRtkGFhSTX3kMep7nMzMGzObkM/R4MBshmsygWiy5XdnV11QkikuBSqRTKv+WetfQO+DxMw+6jPWYYrHJglZydthcjxkFGo9HA29/+dvz8z/88brzxRu8xyWQSz33ucyOLyMQ4PBjH82l/Z0SQpg2pV0xloq69PnJr/3xePJ5ryY39bS/ga2tcw72PhAIIkVnKYXv+sHswjuHVp6ftZAyWyNn7Zo0NUXMeBEHo/tOATaKpuzVompMlmUxfyuVyoa2houaGf9abrYYWjSxotVpDn02dB3u92HAdI8ZksaviUfp5XIGx2392LkasbEyCS68csOmJLBQKSCQSLqy40WgAAE6cOOH2q2UlXc0VJYHU9z7ibskj++YjkfqbLvjqZY1a9O1c0RupXlpaNNVzyWuotdOGPZN0kvhZ6y2vbYt3aP+1orGGFbEfnCPfHOq1SF6jCsywz8y5ZduNRsNVQ6ThoFQqYW1tDYlEIrTPnXr5dYy+a0VZX4cR36i2fIituzGuFDz00EN4+9vfjg9+8IMu993i1KlTmJ6ejvdZPISIIod89ckp/U5DOTUHkoZGFvcB4Col61Zueh0ri3yESo0nvlzSYYZ43ziiZID9zgerD/iO93mLteCTzwhu+2DJrDUea1s2nzmqz6MwbN74eZis5G++VC9GW9E4rV5VzgEAp4MUi0VHgqlv2O151FjAc3WHDf3TnPBut+uIrbY3zth8/xsxYsTYX4xNbIf9o45jDfQtgsN+13aCIECr1XKWYFZJbrVaKBaLbj/bIAhcuOtgsLk1zOzsLMrlsvPY2jBY7YuSUEv4bOiQb4w2BNc3B1HKgM8aaMN59XguziSJDOHR0vVaEIvncRx2LzwLn1XSVojWa/Z6PTSbTQBwpFVDxHwhUCTtNlTY9odh4+1223lvOTbeU3rum82mK/6g4UXjWtXtex+GKUdRhg57XIwYhxVBEOCzn/0sXvGKV+A1r3mN9//l5MmTyGazMbE95NjJesVjmSqkxJYyyRYuVEJi80utrBzHW6rpOOOQkEshdeN8p4RsGGzqkrbJV9uGEmArv1TOq1F9FHz6yTBEyTuftxMI722v4cY0SgNbuzxQr2HtDdXPgmCzuFSn03HyPQgCd47qNlanor7A51GLTPKVEX+qu0Tpb/o59tjGiDF57NpjS4z6Jx5mJbTk1h6vC1K73Xbet06ng263i0ajgWKx6MKd8vk88vm8K3E/OzuLubk5lEol5HK5bTmigF+g6HWtZTFKuOqfzUO186TW6KjfdRG2xQ/0fGDL06z7ruk+drZvasVVj7W9b/zdjkvHrV5o7hvM66sl3RZ74HyT3Go1RO0z83u5/c/8/Dzq9bpTYBiOzmvQG62Fo3zXjiL01qDhwzgW/yhjwbiKVIwYBxnNZhPvete78LKXvQzXXXfdtt/n5uZQKBSwvr6+/52LsSfweazsbz70+300m01vASn1jCWTm1vKqSzTIn9RJJffRekQw/o4jkd1XEQZ9HWclvD50pUIDbnlb760KL2+NRorfLsn2P4MI/hRczUOovpsd32w3tBEIuGILNvRHSfo3GBUgKZW5XI5L4HnHPF+TE1NbcsD12KdbFfP17mISiOLESPGwcBl3e5nmNCJ+s7+zmO0ui0XHpJdYLOIVD6fR7FYdORtbm4OuVwOpVLJ7XWq5NbXF31VD6z1qioB8xFQW6DJNyc8Tgts2PMZtmUFKI+ndZxebF9bdiyWXPI7LehhhaAKHf3McXPBp4CwIWj6XueGbfqs0VR8+D6dTmNmZgaFQgFTU1MoFAquaBSwGaasJf83NjacF9l6i33P2bDncVzhdSnKQIwYhwmnT5/G+9//fu9WWjQyxjh8GCa3fOuaz1unW/70er2QMVa3rFMDK1/1+vpePbp6bXuOT47pn6/vo8Zk4TNak3hRP1GypFsV6rgp97SApK05YftgDfB23nxhtr5CXXsxD9bYYe+RnXca1XmsLSTGglCZTMbl3+rctlottFotdDodNJtN5+jo9XouXSnqGdEiUbYP+kxyH+aosQ6T7bHcjxFj8tjVdj++z7tFVCiLPSYIAjQaDUfiuJg1Gg0nLIMgwMzMjCsmxe19WFDKR6B81+F7ftZF0S7SKnh8uSw+kqnjJaxQ0nZ04eV19NggCO/Lpu95POeHBDaKuNr+a59JZDXfWPNl+D2FuxYPUeJsyS2AUNi0WrfVIzw9Pe22AEqn0yiVSq6/9BLQmktBqMR2lOV7FKKO0XajvBqjiHOMGIcNg8EAH//4x/F//+//3fYbIzFiHG741rNhnlRg87kgObCVkC2J8BFZJTyWLClRUpnsw04Llw1bo33yUD/rNnq6TR9lk45dCa+P0Fpy6itwZOfB6g/WcDCM2I+6n/wtavw+Mhvl1VQDux1rlOwkGda51Rxi1uLQKDX7fOh1tA4Hv6chgsTWZ1wYV0+IESPGZHHJocg2HGiccxRRhNnXLvNsWY6d+bYqKAuFAvL5vKt8zAWPxMuGHvs8tTaf1kdOlXTxb1SRC9/YLIHW0CAu6DZ8x6cMRM01F3Mf0VZi7jMsDPNuWssr29P+MRdW29W+KGh46PV6oWvwfrCtdDqNXC6HbreL2dlZNzeNRsMJLL62Wq1QeLQPvvs06rnVc3zP6bD7EZPbGFcSLly4gA9/+MN40Yte5MIHAbgiLDEOH6y88sn3UV4ryupkMhkiI77oHf0jKF8pAyxR8lVUHmfdVvgMkraNqHZt1JQST5437HpayVflv/XGWhJr5fgouW/7MmzMtj3feVbe6XU4Htu+QtO69FzVJ9T4znnyGfc1Si6Tybjj9fm1Bn41tOifGiO4i8K4hhzf3MWIEWNy2HUo8jAL5rhE13fcMELAvFoNd9U8SlZWnJ2dRbFY3FYBme1Yq6H2RQskqeDSxduSQe23JWX2WJ+wsORZhbq14lpCrBWQ7Vh5nq1KyfNt/30kdphwsvOhbdi59VndrfeWe9xqW76c6GKxiFKp5AqG0XOvVQ37/b77bpjAGfYcR31vvdujjtcxD7tOjBiHEV/84hfxyCOPhL5jZE2MwwmfUq+vw84BEMp/VOLni36yXrsgCJxs98kK69HltaOIh/0+ypg+jIz6jJ4qW9XAa8moQokfvYfWq8jrDpODlkTqdXUehxGxYZ/t+O1xPm+o1U18c0pDNUOOWRiS+guj6mztDuotuhvC9PS0O4cFQ30eWu2DjQLge63TocUsdczD7qvvPsSIEWMy2DWxHXfB3E1bPi8qsLno1Ot1R2ZIbplfSmE4NzeHxcVFtwUQz1XroI+YKEmk1VDP8eW2+IQdX6MEahSxIanmq3o3rddW+0mhYPe9teE9liCq9ZS/+yy09roagqzX0z8KHs69hkdHCV/NqfURTm4NkcvlUCgUAGwq0PV63Xlp6bHt9Xqo1+vee7QbojuMyI6DcTzBMWIcRpw9exaf+tSnQv8bzIOLcXgRRWbHWQNpYNTwT5tTq/LAV5NBt2bRcyzB8P0R6ukdRXDHlQu2/6OIrco77Y8amzUs1s67NTCPMhD7iKZP5xlG2Hz33DdmEn4bDRcFS34tSVV9jRWRNepramrKkWFejxWT1RDim8uocWvK1GAw8G4POOqZt7pCLOtjxJgcLrl4lE84jPtPbb18UcfoscyjJIGh0Gy1Wk5IpNNpZLNZb96FwoY+8ZWCxGcRZV98JNVnMbVzZMfD9+qp5GKrx+jvtFLyO45XrZdRxFT7aS3BStztvdGtBWwIN79TS6yGJarV3gp5DT/iONVyq2OgR94SW+ZZM7dXi0zYZ8nnhY7yVvvmb5xne5QQjK25Ma4kDAYDfPrTn8by8rL7bm1tbdv/X4zDgSiP07jfAZvEttVquXWf67KG7PpIkl7b5qECYSN3FHn09X/cNXeY3NS2fF6/UXM0rA+WeNpxWOLE431FIe33/E5l3zgGeEsO7e9W9kcZ+e25vjbtuRqFlk6n3TaONPqrl5e7YPjuB+AvTKbHqWGBOgT7xH5aIj9qjDFixJgcdkRsfR4sH7Ebt42dCBuexyp4AJxFl9VvWX2RBYaU/BEqUK1Fk5ZBzeMgNH/GNwe+v2ECVgmjCilryVQim06nQ20nEglHIpVQkmBq0SwN8dGS+D4hZfth+2/znywBV2uqKiJW+Khw8RWEUK+wCrZcLudyalh9U40dzL1mjt84xpZxFKEoI4HvuKhnOxZ6Ma5EPPTQQ/jqV7/qPj/11FNxju0hRRTJiTouymjMugcAQsV5bDiyDVfW9q0XzkdgrDyxZE3bjOrvsDnwfW+9gT5vrYVPfqhBWT+rPLaGY3622xdaGW7zXX0yzkdqfXNojfM2QmscjGOI0F0X9LrUdVSn0wJ1GsI9iqz7dA9rgGFb1thgxxM1l7GcjxFjctiVxzbqn303IRhRC4CPOCcSCVf9NplMhixtGxsbLv92MBigXC67PW3T6XQopAVAiEhRQNC7O4x8j1rgfN7cqHOsQAK2LLckh0EQOKukLxTatqfQtnTbnGHVoX3GC2ArNIgCRcOD9F5pGLdv3Da3yu5bqEoP/2xFa7bZarWcYYPbHtHKTw/+KGOMbx6HfR42X+NeI0aMKw29Xg+f+MQnXPj/I4884t0yI8bhQBS5GYfo8n2z2QyFE7P2gS0mpSRD/wCEivrwO1/kTxSh9JGbqP77vo8aZ9T1rLHb/maLLtqtf6zn0xJWhc/LS+huBURUaK6v/1YWq05j+6ff++bPGi6GGSKCINgm57XfqsfZWh++AqG2Lz5Cy3UqCAKX1uabj3GNAzFixJgsdkVsLXHbLUadb0kJPzebTbcwqZCs1WrOY+fbt1ategxv4XHqBSXhsuFFUcUa+D7KIht1jv2OBF37wVwlJfFWaKqVUpUC7TfHPxgMnAd3J/fRZ1XW7zQ/ltdWL7cKCJtvpSRWc11s8RDOB0OS6RHQatm8/41GY2xhE3Xvhp0/qm2fxTgWfjGuZHzrW9/Cfffdh8FggAcffHCbpyzG4UAUoR1GdH1ttNttt2sBia0vDJlru/XYAnAGSxuS7Ath9vWVsB7VUf2PkomW2PnW+GHy1PbZfrayPYo4R+kkepx6ebV/ts8+cmw9xnbOhnnB9TqU6TQyawRXlOGZ44oi0fzdzpuNzrP99c29Enc+azq2KA+w797EiBHjYGDs7X6A4eGZoxb0S4H1gmrujnrp2u2227eUISoqPLQokxYr4B8XWitwfBZUnRO7YLONcb2iVlBwkWUbWlBKBYZdoK1HmsczF1lJr+2LFWj2XvrOU3JMYstr6znsI9tl363A1WNV4Nhxsi0NPdZiYr6KrFGeVb0Ho55fvdfDFLooxF7cGFcy1tfX8aEPfQjPec5z8P3vf3/S3YmxSwxT4H3rm10X+drpdELV6vVvVI6trsfc6i2ZTDq5pgZUSzwYXaSIMlz6ZLmeo3LJjlXP8+WNso1hRFXlLl/tbgiqn6heoSGzej2f11Lvy6h58YE6x6jx6Pd6jqYmcSx8Lix5BrYbInz3Qr9T3UjHps+Ybw9gJd6DwWbhKH0OxjV4jzMnMWLE2B/siNj6sJt/4mHEYNixXBS73S46nQ7y+fw2QtNqtZyXdmpqKrQYUzCSlDHMVdvXMCd+x3FSYOpCa4m9zS2Nmiu7WGt5e2A7kez3+6GqgalUKuQNVWKrntDBYOByj23OzTBo6DH75/MEs029ts8qrPfS5jfzGEti2R69tzYXF4ALHeI4tUr2MM+2fo5CFBneyTN/OQ0+MWIcNHzpS1/Ctddei4cffnjSXYmxS4zyTA0jR7qmsvaFkphut4t0Ou3dS9TKQCV5vV7PGU59slcNp3aNJ6xMG3d9tzKN3sFUKhWSTT5i7HuvsFFPeqyeo9FMLA6p17TE0bZNEjduFEUUmbTX8M2zHmuLYmrb1GH0e9UP+Mdx+PoeJYupy9kwdmsk1+0P9bOOM+re2WfNzkOMGDEmg0smtsRO/6EtqRiHZPB35lCWy2VXNIhW4E6ng1wuh16v5wiuLo4UAj5LLxdc6z0FtkjcMFJr++qzZOtcRbVDIcRjuNjawgo8R8viq7DTftgFnWPS/vC9j9RGgZZ0IBweZg0J7KvOMYWb7ZsqN7bvVIBIZrnnHL32Gxsb6HQ62NjY2CaY7H2KEkhRZPRSSGos8GI8HVCpVPCe97xnW6G9GIcHPu/eOMY8lWdcr1ncTyOsKK/5R5LIuhm6VmrBJG73puu6GnSHeffYP583147BnucjtuybpsvYPozybmrBSpWjVkexea4qn5UI2uvp91NTU9vSe8a5l+MacaOOG1YXhNdhX3WMeo7eU58M9xkQNLw9qmKyXpPv1QkQNX57r2PEiHGwsGfEdqfwec2sYCT0e1riWJiCHltLaih0pqY2h6geRV/up80N9QknK0SV/I0aa5R12Gf59FmtOW5LVrVvdhwqgLloa7vDLJEKn6WUVmqtjqzecZtTo0KAVngKWZJbX64VybEqyry3nU7H5cTwWRgMtnK5xglHGzb+YRb4UedHWbJjghvjSkdMag8/fMRwHFhSqcV4KKs1fUjDUbUCsCVE6qG08s8Sn6hxaK2JUZV8Kc+0HUt2gS1yan+367+V6bpnPYm7eq21HTX48tqWXKkstvOhcofpQ76oKdtfvZ+2Xd982Xmy730kn7qAJZ6WqFtng42o0981QsCXzw1s1fWgzqDkNko30vmMQkx0Y8SYPPaV2PoWUt/vw0DBxIq4ml/JECcuUJZoKSmNuvawxdj2w5Jf264lr4QKLyuc9VwKedtPFbjcw42LtIYr09MbRXqjFvAo4cVzbT7RMCFEwWUVD94TzSW288bjVTgxHI3PgAokvuo2P7753w/4PB7DjAkxYsSIcdhhCRG3XaPM6HQ6mJqacjKbBQfV+2mr3VpCZAmGEtUoAmWNjcP0AUui7TFsq9fruWgpAK7/2m+fkZTElrKMMk6Nw3a8tm++dqOIvTUe22rKPgzTZ6LmQ7+398d6mW2/AWwjzzzPeqajrqXtabFN1QfVg+v7Lirc2T5zo8htTHBjxJgcdk1sfaRvFHH1WVWHkcwogkWBqbm1GtrU7XYxPT0dsuwxxInChO1HCRHbRwoHe559P6rfPhJriSIFn25DpKHGetzU1JTzUANboVvMyWUIkhZJiNqGQ0OKrSfbWkz1Xg7LDbLjt88IhZCvgIRacPX6vN+0ttqCJPQQRM03r78T4WOfSd+zHyX4h81JjBgxYhxUDFsnrQy0sjORSLhCfjS6qteWa7im0CjJU3mrqSkkST5yNO66Psp4a4mMwnr/dBs9G07rq2tBuW2N1Jpj7Es7GiVD7FywfcpoHwG25Nv2VT9b2aff2bmzRvmocaiOpuTV6lL6m6+PlkTreyW31BNUf7DpTzo2GyXgm5uo+xAjRozJYNfENsrTN+55O10c7GLKMNRMJhMqIMQQ1VwuF9qfjGRPKwdbwaXhLRQGPmFt30flqvKVXktf6LIqBfYcvteNyW1/KABpNaaATSQ2tzTiGGgF73a7ocJT9rpswxfao9f2kXsf+YsSevxTwwPHrNZTtaiSBPuqa9JaToFlLeYWUUaYUYTV3tthxhwrwGOBFyNGjIMO7igADA9JtvIuSvnvdrtOBpEE2rBjvtf9V/V3AKHjdH2P+t7+sZ8+Q3QU2bIgWbQ5sNpPm+7DP63obMmzeo+tIddWgLZyx45RjQPDZHPUfWQbOj82tSgKPmMAz1HCqX3xGdSHGR180GtYAqy6BOeG36kOoX2wc+17rqPm0af7xIgRY/+wJ6HIe62wD1vc+Fuv13ME1m77Q4uwbhGghaR0oWJIkq0wrAubfm+FYRS5tYI3ajyEXdxJYn0CU4WprfpMryyPU2FE7672V69v72MymXQVqLUtVUZ8i7laOwkV2NaKrfeU1ntbzZBCiL+12+1tuTP6u70XozCKeFoyO4rIxiQ2RowYhxHlcjn0OYroRRFCla/JZBLpdBrFYhHlchnZbBa5XA6lUgnFYhG5XA7ZbNbtKc8/hihzn3klt1psyhJaH7klfITYjsVHHnV8inQ67aKDCBqY2YaGVesWhDo/icSW8ZrFi1TfsCG8PlLLz/aVkWvqBbf5qeOQVZ9+EzU/UbVHeG3+5tPH1GttdQjOhSWX1ghgjSbU77RfKsf1O7sXrp1rC5/Mt/2OESPG/mJsYjuOtW7YuXtpvaL1k4Wier0e2u02CoVCqJCUJTu+8CUuQsOshT7CZ7+3i6T+bhe5KMuuXcwp2CnkqTRosQqSdhVYJOsqyHUPX254bxd6HQcAty+w3YtOFQueE2XZVwMCYcN79HxbFZP3meSaXlmOQa2u/O1SitcMs2bb8en7Uf8biUQCS0tLKJVKuP/++3fdvxgxYsS4nDh69Kh7r15JCx/ZsaGgyWQSCwsLOH78OEqlEvL5PHK5HPL5PIrFoiO1JLYkeNPT09vScdifYd5cS/Z85DWK+FqjtkJJu6b9TE9Ph87R7W14jE/GajqQphvR+Gz764PqEUp+fcYGJYRa90KvMw6snqPEj3LXGr15nG9O9U8N8jyWbVqdQcOHVfdgwVBN0aJ+pM8RsBVJMDU15Qwqs7OzWF1dDc2jhjFH6TkEnyHqTTFixNh/jE1sdQFTXCrZjbL8qQXVnsfFo91uO2LL0FQuQiS4AFzeJS13mpPK3+047dh81lBaMn2WU2spVk8sEK4caq2HfE+hz35pSLOGC9PKq5ZZX35LKpVCPp/flgdkEQSbhTGazWZoE3gVNiqIVQDY++bLH7bWWXtt/c7uK0zh5SPKfK9Cm+eMQzzHebajjDTWu6/PNi3nv/qrv4pjx47hiSeeQL1eH9qfGDFixJgETp06BWC7B9au45ZA+oyAqVQKx48fxzOe8YxtRLZQKIQ8tSS1SkQoX2zUk5LaYfLXZ5T2/aYyzK7vKnv4ynU9ykit+oXvGlY/0PFoHRA7Hp+81Gv5xsb7aEOA7Tl6/Diy0OcksB5PX40OhdW9ogiu71n03RdbEEoLjHKrKT5/qVQKmUwGxWIR7XYbnU4H9Xod7Xbb9UkLTXU6nW398o2L+lNMbGPEmAx2RGyjPHOjSEOUlyvq/bDP2o92u412u41EIoFWq4V2u41sNotWq+WscABCXkolvlGFpNTyCsBZja0wtdZYX2gUf7NER+eSnynwuBCzUiSJOIkgiR0JLT207Dv7QIuyLsJTU1OuUiVJK49lfzc2NtBsNp3hgNDQZ/aHygjb5/W54PsKOtn7bo/VvBf2tdlsOsOEVsTmK8fDuVHlQ681Soj7hPU4z+ewYyjovve97+HIkSMxqY0RI8aBBUORfTKXsCTSGlNt6HC1WkWn0wmRV60doWTWproM81j6yKl97/sc9V3Uuh4EASqVSqhuR1Qb6j3V6Csiyvs9jjF2mEwaNaadhseq8dymLmlKUbfbRa1W83pl7Zj43Sg90Kdn+sZhfye55XH6R6LLv06nE3KK9Ho9VCoVtFotp0PYvNwoHdj2eZjjIEaMGJcXiSD+D4wRI0aMGDFixIgRI0aMGIcYw3cpjxEjRowYMWLEiBEjRowYMQ44YmIbI0aMGDFixIgRI0aMGDEONWJiGyNGjBgxYsSIESNGjBgxDjViYhsjRowYMWLEiBEjRowYMQ41YmIbI0aMGDFixIgRI0aMGDEONWJiGyNGjBgxYsSIESNGjBgxDjViYhsjRowYMWLEiBEjRowYMQ41YmIbI0aMGDFixIgRI0aMGDEONWJiGyNGjBgxYsSIESNGjBgxDjX+H+6n9A4ThHOJAAAAAElFTkSuQmCC\n"},"metadata":{}}],"source":["input, target = next(iter(dataloader_train)) # dataloader_valid # dataloader_test\n","plot_mask(input, target)"]},{"cell_type":"markdown","id":"24015f85","metadata":{"id":"24015f85"},"source":["# Define U-Net model class"]},{"cell_type":"markdown","id":"ff51b3bb","metadata":{"id":"ff51b3bb"},"source":["\n","
image source: https://arxiv.org/abs/1505.04597
"]},{"cell_type":"code","execution_count":8,"id":"bb10e560","metadata":{"id":"bb10e560","executionInfo":{"status":"ok","timestamp":1733717525328,"user_tz":-540,"elapsed":341,"user":{"displayName":"ยญ์žฅ์›์˜ / ํ•™์ƒ / ๋ฐ์ดํ„ฐ์‚ฌ์ด์–ธ์Šคํ•™๊ณผ","userId":"16960960525483449991"}}},"outputs":[],"source":["class Downsample(nn.Module):\n"," def __init__(self, in_channels, out_channels):\n"," super(Downsample, self).__init__()\n"," self.downsample = nn.Sequential(\n"," nn.Conv2d(in_channels, out_channels, kernel_size=(3,3), stride=1, padding=\"same\"),\n"," nn.ReLU(),\n"," nn.Conv2d(out_channels, out_channels, kernel_size=(3,3), stride=1, padding=\"same\"),\n"," nn.ReLU(),\n"," )\n","\n"," def forward(self, x):\n"," x = self.downsample(x)\n"," return x\n","\n","class Upsample(nn.Module):\n"," def __init__(self, in_channels, out_channels):\n"," super(Upsample, self).__init__()\n"," self.upsample = nn.ConvTranspose2d(in_channels, out_channels, kernel_size=(2,2), stride=2)\n"," self.conv = nn.Sequential(\n"," nn.Conv2d(in_channels, out_channels, kernel_size=(3,3), stride=1, padding=\"same\"),\n"," nn.ReLU(),\n"," nn.Conv2d(out_channels, out_channels, kernel_size=(3,3), stride=1, padding=\"same\"),\n"," nn.ReLU(),\n"," )\n","\n"," def forward(self, x1, x2):\n"," x = torch.cat((self.upsample(x1), x2), axis=1)\n"," x = self.conv(x)\n"," return x\n","\n","class UNet(nn.Module):\n"," def __init__(self, in_channels, out_channels):\n"," super(UNet, self).__init__()\n"," self.down1 = Downsample(in_channels, 32)\n"," self.down2 = Downsample(32, 64)\n"," self.down3 = Downsample(64, 128)\n"," self.down4 = Downsample(128, 256)\n","\n"," self.down5 = Downsample(256, 512)\n","\n"," self.up1 = Upsample(512, 256)\n"," self.up2 = Upsample(256, 128)\n"," self.up3 = Upsample(128, 64)\n"," self.up4 = Upsample(64, 32)\n","\n"," self.maxpool = nn.MaxPool2d(kernel_size=(2,2), stride=2)\n"," self.convfinal = nn.Conv2d(32, out_channels, kernel_size=(1,1), stride=1, padding=\"valid\")\n"," self.sigmoid = nn.Sigmoid()\n","\n"," def forward(self, x):\n"," x1_1 = self.down1(x)\n"," x1_2 = self.maxpool(x1_1)\n"," x2_1 = self.down2(x1_2)\n"," x2_2 = self.maxpool(x2_1)\n"," x3_1 = self.down3(x2_2)\n"," x3_2 = self.maxpool(x3_1)\n"," x4_1 = self.down4(x3_2)\n"," x4_2 = self.maxpool(x4_1)\n","\n"," x5 = self.down5(x4_2)\n","\n"," x = self.up1(x5, x4_1)\n"," x = self.up2(x, x3_1)\n"," x = self.up3(x, x2_1)\n"," x = self.up4(x, x1_1)\n","\n"," x = self.convfinal(x)\n"," x = self.sigmoid(x)\n","\n"," return x"]},{"cell_type":"markdown","id":"0807b187","metadata":{"id":"0807b187"},"source":["## Define model and optimizer"]},{"cell_type":"code","execution_count":9,"id":"72beb204","metadata":{"id":"72beb204","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1733717531546,"user_tz":-540,"elapsed":1508,"user":{"displayName":"ยญ์žฅ์›์˜ / ํ•™์ƒ / ๋ฐ์ดํ„ฐ์‚ฌ์ด์–ธ์Šคํ•™๊ณผ","userId":"16960960525483449991"}},"outputId":"51b2e491-b69d-444c-e17a-c536027877da"},"outputs":[{"output_type":"stream","name":"stdout","text":["----------------------------------------------------------------\n"," Layer (type) Output Shape Param #\n","================================================================\n"," Conv2d-1 [-1, 32, 512, 512] 320\n"," ReLU-2 [-1, 32, 512, 512] 0\n"," Conv2d-3 [-1, 32, 512, 512] 9,248\n"," ReLU-4 [-1, 32, 512, 512] 0\n"," Downsample-5 [-1, 32, 512, 512] 0\n"," MaxPool2d-6 [-1, 32, 256, 256] 0\n"," Conv2d-7 [-1, 64, 256, 256] 18,496\n"," ReLU-8 [-1, 64, 256, 256] 0\n"," Conv2d-9 [-1, 64, 256, 256] 36,928\n"," ReLU-10 [-1, 64, 256, 256] 0\n"," Downsample-11 [-1, 64, 256, 256] 0\n"," MaxPool2d-12 [-1, 64, 128, 128] 0\n"," Conv2d-13 [-1, 128, 128, 128] 73,856\n"," ReLU-14 [-1, 128, 128, 128] 0\n"," Conv2d-15 [-1, 128, 128, 128] 147,584\n"," ReLU-16 [-1, 128, 128, 128] 0\n"," Downsample-17 [-1, 128, 128, 128] 0\n"," MaxPool2d-18 [-1, 128, 64, 64] 0\n"," Conv2d-19 [-1, 256, 64, 64] 295,168\n"," ReLU-20 [-1, 256, 64, 64] 0\n"," Conv2d-21 [-1, 256, 64, 64] 590,080\n"," ReLU-22 [-1, 256, 64, 64] 0\n"," Downsample-23 [-1, 256, 64, 64] 0\n"," MaxPool2d-24 [-1, 256, 32, 32] 0\n"," Conv2d-25 [-1, 512, 32, 32] 1,180,160\n"," ReLU-26 [-1, 512, 32, 32] 0\n"," Conv2d-27 [-1, 512, 32, 32] 2,359,808\n"," ReLU-28 [-1, 512, 32, 32] 0\n"," Downsample-29 [-1, 512, 32, 32] 0\n"," ConvTranspose2d-30 [-1, 256, 64, 64] 524,544\n"," Conv2d-31 [-1, 256, 64, 64] 1,179,904\n"," ReLU-32 [-1, 256, 64, 64] 0\n"," Conv2d-33 [-1, 256, 64, 64] 590,080\n"," ReLU-34 [-1, 256, 64, 64] 0\n"," Upsample-35 [-1, 256, 64, 64] 0\n"," ConvTranspose2d-36 [-1, 128, 128, 128] 131,200\n"," Conv2d-37 [-1, 128, 128, 128] 295,040\n"," ReLU-38 [-1, 128, 128, 128] 0\n"," Conv2d-39 [-1, 128, 128, 128] 147,584\n"," ReLU-40 [-1, 128, 128, 128] 0\n"," Upsample-41 [-1, 128, 128, 128] 0\n"," ConvTranspose2d-42 [-1, 64, 256, 256] 32,832\n"," Conv2d-43 [-1, 64, 256, 256] 73,792\n"," ReLU-44 [-1, 64, 256, 256] 0\n"," Conv2d-45 [-1, 64, 256, 256] 36,928\n"," ReLU-46 [-1, 64, 256, 256] 0\n"," Upsample-47 [-1, 64, 256, 256] 0\n"," ConvTranspose2d-48 [-1, 32, 512, 512] 8,224\n"," Conv2d-49 [-1, 32, 512, 512] 18,464\n"," ReLU-50 [-1, 32, 512, 512] 0\n"," Conv2d-51 [-1, 32, 512, 512] 9,248\n"," ReLU-52 [-1, 32, 512, 512] 0\n"," Upsample-53 [-1, 32, 512, 512] 0\n"," Conv2d-54 [-1, 1, 512, 512] 33\n"," Sigmoid-55 [-1, 1, 512, 512] 0\n","================================================================\n","Total params: 7,759,521\n","Trainable params: 7,759,521\n","Non-trainable params: 0\n","----------------------------------------------------------------\n","Input size (MB): 1.00\n","Forward/backward pass size (MB): 1374.00\n","Params size (MB): 29.60\n","Estimated Total Size (MB): 1404.60\n","----------------------------------------------------------------\n"]},{"output_type":"stream","name":"stderr","text":["/usr/local/lib/python3.10/dist-packages/torch/optim/lr_scheduler.py:62: UserWarning: The verbose parameter is deprecated. Please use get_last_lr() to access the learning rate.\n"," warnings.warn(\n"]}],"source":["model = UNet(in_channels=1, out_channels=1).cuda()\n","#model = torch.nn.DataParallel(model).cuda() # use with multi-gpu environment\n","summary(model, input_size=(1, 512, 512), device=\"cuda\")\n","\n","optimizer = optim.Adam(model.parameters(), lr=1e-5)\n","scheduler = optim.lr_scheduler.ReduceLROnPlateau(optimizer, mode=\"min\", factor=0.5, patience=3,\n"," verbose=1, eps=1e-04, cooldown=2, min_lr=1e-6)"]},{"cell_type":"markdown","id":"91aa6323","metadata":{"id":"91aa6323"},"source":["## Define trainer"]},{"cell_type":"code","execution_count":10,"id":"e5f4e7c7","metadata":{"id":"e5f4e7c7","executionInfo":{"status":"ok","timestamp":1733717534752,"user_tz":-540,"elapsed":384,"user":{"displayName":"ยญ์žฅ์›์˜ / ํ•™์ƒ / ๋ฐ์ดํ„ฐ์‚ฌ์ด์–ธ์Šคํ•™๊ณผ","userId":"16960960525483449991"}}},"outputs":[],"source":["class CXR_Seg_Trainer():\n"," def __init__(\n"," self,\n"," model,\n"," results_folder,\n"," dataloader_train,\n"," dataloader_valid,\n"," dataloader_test,\n"," epochs,\n"," optimizer,\n"," scheduler,\n"," ):\n"," super(CXR_Seg_Trainer, self).__init__()\n","\n"," self.model = model\n"," self.dataloader_train = dataloader_train\n"," self.dataloader_valid = dataloader_valid\n"," self.dataloader_test = dataloader_test\n"," self.epoch = 0\n"," self.epochs = epochs\n"," self.optimizer = optimizer\n"," self.scheduler = scheduler\n","\n"," self.results_folder = Path(results_folder)\n"," self.results_folder.mkdir(exist_ok=True)\n","\n"," def train(self):\n"," print(\"[ Start training ]\")\n"," self.model.train()\n"," valid_loss_min = 10000\n"," train_dice_list, valid_dice_list = [], []\n","\n"," while self.epoch < self.epochs:\n"," print(f\"\\nEpoch {self.epoch:3d}: training\")\n"," train_loss_sum = 0\n"," for _, (input, target) in enumerate(tqdm(self.dataloader_train)):\n"," input = input.cuda(non_blocking=True)\n"," target = target.cuda(non_blocking=True)\n","\n"," output = self.model(input)\n","\n"," loss = self.dice_coef_loss(output, target)\n"," loss.backward()\n"," self.optimizer.step()\n"," self.optimizer.zero_grad()\n","\n"," train_loss_sum += loss.item()*input.size(0)\n","\n"," train_loss_avg = train_loss_sum / len(self.dataloader_train.dataset)\n"," train_dice_list.append(-1*train_loss_avg)\n","\n"," # validation step\n"," print(f\"\\nEpoch {self.epoch:3d}: validation\")\n"," self.model.eval()\n"," with torch.no_grad():\n"," valid_loss_sum = 0\n"," for _, (input, target) in enumerate(tqdm(self.dataloader_valid)):\n"," input = input.cuda(non_blocking=True)\n"," target = target.cuda(non_blocking=True)\n","\n"," output = self.model(input)\n","\n"," loss = self.dice_coef_loss(output, target)\n","\n"," valid_loss_sum += loss.item()*input.size(0)\n","\n"," valid_loss_avg = valid_loss_sum / len(self.dataloader_valid.dataset)\n"," valid_dice_list.append(-1*valid_loss_avg)\n"," self.scheduler.step(valid_loss_avg)\n"," print(f\" Epoch {self.epoch:2d}: training loss = {train_loss_avg:.3f} / validation loss = {valid_loss_avg:.3f}\")\n","\n"," # save model if better validation loss\n"," if valid_loss_sum < valid_loss_min:\n"," valid_loss_min = valid_loss_sum\n"," self.save(self.epoch)\n"," print(f\" Saved model: unet-{self.epoch}.pth.tar\")\n","\n"," self.epoch += 1\n"," print(\"[ End training ]\")\n"," return train_dice_list, valid_dice_list\n","\n"," def test(self):\n"," print(\"[ Start test ]\")\n"," self.model.eval()\n"," with torch.no_grad():\n"," test_loss_sum = 0\n"," for i, (input, target) in enumerate(tqdm(self.dataloader_test)):\n"," input = input.cuda(non_blocking=True)\n"," target = target.cuda(non_blocking=True)\n","\n"," output = self.model(input)\n","\n"," loss = self.dice_coef_loss(output, target)\n","\n"," test_loss_sum += loss.item()*input.size(0)\n"," # save output and compare it to target\n"," if i < 3:\n"," save_image(input.cpu(), os.path.join(self.results_folder, f\"test{i}_input.png\"))\n"," save_image(target.cpu(), os.path.join(self.results_folder, f\"test{i}_target.png\"))\n"," save_image(output.cpu(), os.path.join(self.results_folder, f\"test{i}_output.png\"))\n"," test_loss_avg = test_loss_sum / len(self.dataloader_test.dataset)\n"," print(f\" test loss = {test_loss_avg:.3f}\")\n"," print(f\" Dice coefficient = {-1.*test_loss_avg:.3f}\")\n"," print(\"[ End test ]\")\n","\n"," for i in range(0, 9, 3):\n"," plt.subplot(3, 3, i+1)\n"," img_input = plt.imread(os.path.join(RESULTS_FOLDER, f\"test{int(i//3)}_input.png\"))\n"," plt.imshow(img_input, cmap=\"gray\")\n"," plt.xlabel(\"Base Image\")\n","\n"," plt.subplot(3, 3, i+2)\n"," img_target = plt.imread(os.path.join(RESULTS_FOLDER, f\"test{int(i//3)}_target.png\"))\n"," plt.imshow(img_target, cmap=\"gray\")\n"," plt.xlabel(\"Mask\")\n","\n"," plt.subplot(3, 3, i+3)\n"," img_output = plt.imread(os.path.join(RESULTS_FOLDER, f\"test{int(i//3)}_output.png\"))\n"," plt.imshow(img_output, cmap=\"gray\")\n"," plt.xlabel(\"Prediction\")\n","\n"," plt.show()\n"," plt.savefig(os.path.join(RESULTS_FOLDER, \"test_examples.png\"))\n"," plt.close()\n","\n"," def dice_coef(self, y_true, y_pred):\n"," y_true_f = torch.flatten(y_true)\n"," y_pred_f = torch.flatten(y_pred)\n"," intersection = torch.sum(y_true_f * y_pred_f)\n"," return (2. * intersection + 1) / (torch.sum(y_true_f) + torch.sum(y_pred_f) + 1)\n","\n"," def dice_coef_loss(self, y_true, y_pred):\n"," return -self.dice_coef(y_true, y_pred)\n","\n"," def save(self, milestone):\n"," files = os.listdir(self.results_folder)\n"," remove = [f for f in files if \".pth.tar\" in f]\n"," if len(remove) > 0:\n"," os.remove(os.path.join(self.results_folder, remove[0]))\n"," torch.save({\"epoch\": milestone,\n"," \"state_dict\": self.model.state_dict(),\n"," \"optimizer\" : self.optimizer.state_dict()},\n"," f\"{self.results_folder}/unet-{milestone}.pth.tar\")\n","\n"," def load(self, milestone):\n"," checkpoint = torch.load(f\"{self.results_folder}/unet-{milestone}.pth.tar\")\n"," self.model.load_state_dict(checkpoint[\"state_dict\"])\n"," self.optimizer.load_state_dict(checkpoint[\"optimizer\"])\n"," self.epoch = checkpoint[\"epoch\"]"]},{"cell_type":"markdown","id":"ce0e560d","metadata":{"id":"ce0e560d"},"source":["## Train the model"]},{"cell_type":"code","execution_count":11,"id":"79693a17","metadata":{"id":"79693a17","executionInfo":{"status":"ok","timestamp":1733717537405,"user_tz":-540,"elapsed":375,"user":{"displayName":"ยญ์žฅ์›์˜ / ํ•™์ƒ / ๋ฐ์ดํ„ฐ์‚ฌ์ด์–ธ์Šคํ•™๊ณผ","userId":"16960960525483449991"}}},"outputs":[],"source":["# init the trainer\n","trainer = CXR_Seg_Trainer(\n"," model,\n"," RESULTS_FOLDER,\n"," dataloader_train,\n"," dataloader_valid,\n"," dataloader_test,\n"," EPOCHS,\n"," optimizer,\n"," scheduler\n",")"]},{"cell_type":"code","execution_count":12,"id":"53423037","metadata":{"id":"53423037","colab":{"base_uri":"https://localhost:8080/","height":435},"executionInfo":{"status":"error","timestamp":1733717558585,"user_tz":-540,"elapsed":19428,"user":{"displayName":"ยญ์žฅ์›์˜ / ํ•™์ƒ / ๋ฐ์ดํ„ฐ์‚ฌ์ด์–ธ์Šคํ•™๊ณผ","userId":"16960960525483449991"}},"outputId":"bf9624e2-be25-4dfb-e2c4-5972e9a1e068"},"outputs":[{"output_type":"stream","name":"stdout","text":["[ Start training ]\n","\n","Epoch 0: training\n"]},{"output_type":"stream","name":"stderr","text":[" 7%|โ–‹ | 2/29 [00:19<04:17, 9.52s/it]\n"]},{"output_type":"error","ename":"KeyboardInterrupt","evalue":"","traceback":["\u001b[0;31m---------------------------------------------------------------------------\u001b[0m","\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)","\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m()\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0mtrain_start\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtime\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtime\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mtrain_dice_list\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvalid_dice_list\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtrainer\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtrain\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;31m# training!\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 3\u001b[0m \u001b[0mtrain_end\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtime\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtime\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 4\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34mf\"\\nElapsed time: {(train_end - train_start) / 60:.0f} minutes\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m\u001b[0m in \u001b[0;36mtrain\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 34\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34mf\"\\nEpoch {self.epoch:3d}: training\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 35\u001b[0m \u001b[0mtrain_loss_sum\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m0\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 36\u001b[0;31m \u001b[0;32mfor\u001b[0m \u001b[0m_\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtarget\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32min\u001b[0m \u001b[0menumerate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtqdm\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdataloader_train\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 37\u001b[0m \u001b[0minput\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0minput\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcuda\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnon_blocking\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 38\u001b[0m \u001b[0mtarget\u001b[0m \u001b[0;34m=\u001b[0m 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progressbar.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n","\u001b[0;32m/usr/local/lib/python3.10/dist-packages/torch/utils/data/dataloader.py\u001b[0m in \u001b[0;36m__next__\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 699\u001b[0m \u001b[0;31m# TODO(https://github.com/pytorch/pytorch/issues/76750)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 700\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_reset\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;31m# type: ignore[call-arg]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 701\u001b[0;31m \u001b[0mdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_next_data\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 702\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_num_yielded\u001b[0m \u001b[0;34m+=\u001b[0m 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minutes\")"]},{"cell_type":"code","execution_count":null,"id":"26ecc3b1","metadata":{"id":"26ecc3b1"},"outputs":[],"source":["# Plot the training and validation loss and accuracy\n","plt.plot(range(1, EPOCHS+1), train_dice_list, label=\"Training\")\n","plt.plot(range(1, EPOCHS+1), valid_dice_list, label=\"Validation\")\n","plt.title(\"Training and Validation Dice Coefficient\")\n","plt.xlabel(\"Epochs\")\n","plt.xticks(np.arange(0, EPOCHS+1, 5))\n","plt.ylabel(\"Dice Coefficient\")\n","plt.legend(loc=\"best\")\n","plt.show()\n","plt.savefig(os.path.join(RESULTS_FOLDER, \"dice_plot.png\"))\n","plt.close()"]},{"cell_type":"markdown","id":"9b0e23f3","metadata":{"id":"9b0e23f3"},"source":[""]},{"cell_type":"markdown","id":"f9780cfc","metadata":{"id":"f9780cfc"},"source":["# Test the model"]},{"cell_type":"code","execution_count":null,"id":"23e91642","metadata":{"id":"23e91642"},"outputs":[],"source":["trainer.load(199) # 0.929\n","trainer.test()"]},{"cell_type":"markdown","id":"0912e03e","metadata":{"id":"0912e03e"},"source":[""]}],"metadata":{"kernelspec":{"display_name":"Python 3","name":"python3"},"language_info":{"name":"python"},"colab":{"provenance":[],"gpuType":"T4"},"accelerator":"GPU"},"nbformat":4,"nbformat_minor":5} \ No newline at end of file diff --git a/Session7_Medical_Image_Data_Analysis/CLS&SEG/segmentation.py b/Session7_Medical_Image_Data_Analysis/CLS&SEG/segmentation.py new file mode 100644 index 0000000..7c3016d --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/CLS&SEG/segmentation.py @@ -0,0 +1,371 @@ +import os +import time +import argparse +import numpy as np +import matplotlib.pyplot as plt + +from tqdm import tqdm +from PIL import Image +from pathlib import Path + +import torch +import torch.optim as optim + +from torch import nn +from torch.utils.data import Dataset, DataLoader +from torchvision import transforms as T +from torchvision.utils import save_image + +from torchsummary import summary + +parser = argparse.ArgumentParser(formatter_class = argparse.ArgumentDefaultsHelpFormatter) +parser.add_argument("mode", metavar="MODE", type=str, choices=["train", "test"], + help="Type train or test for the script.") +parser.add_argument("--milestone", "-m", type=int, required=False, default=0, + help="Milestone model number for test mode.") +args = parser.parse_args() +print(f"Mode: {args.mode}") + + + +# Data paths and hyperparameters +# train: 452 +TRAIN_IMG_PATH = "Your path to 'train_CXR_png'" +TRAIN_MASK_PATH = "Your path to 'train_masks'" + +# valid: 57 +VALID_IMG_PATH = "Your path to 'valid_CXR_png'" +VALID_MASK_PATH = "Your path to 'valid_masks'" + +# test: 57 +TEST_IMG_PATH = "Your path to 'test_CXR_png'" +TEST_MASK_PATH = "Your path to 'test_masks'" + +# hyperparameters +IMAGE_SIZE = 512 +BATCH_SIZE = 16 +EPOCHS = 200 +RESULTS_FOLDER = "./results_seg/" +os.mkdir(RESULTS_FOLDER) if not os.path.exists(RESULTS_FOLDER) else None + + + +# Define custom Dataset class +class CXR_Seg_Dataset(Dataset): + def __init__(self, image_path, mask_path, image_size): + super(CXR_Seg_Dataset, self).__init__() + self.image_path = image_path + self.mask_path = mask_path + + self.mask_names = os.listdir(mask_path) + self.image_names = os.listdir(image_path) + + self.transform = T.Compose([ + T.Resize((image_size, image_size)), + T.ToTensor() + ]) + + def __len__(self): + return len(self.image_names) + + def __getitem__(self, index): + image_name = self.image_names[index] + mask_name = self.mask_names[index] + + image = Image.open(os.path.join(self.image_path, image_name)).convert("L") + mask = Image.open(os.path.join(self.mask_path, mask_name)).convert("L") + + return self.transform(image), self.transform(mask) + + + +# Define dataset and dataloader +train_dataset = CXR_Seg_Dataset(TRAIN_IMG_PATH, TRAIN_MASK_PATH, IMAGE_SIZE) +valid_dataset = CXR_Seg_Dataset(VALID_IMG_PATH, VALID_MASK_PATH, IMAGE_SIZE) +test_dataset = CXR_Seg_Dataset(TEST_IMG_PATH, TEST_MASK_PATH, IMAGE_SIZE) + +print("Data Information") +print(" Train data:", len(train_dataset)) +print(" Valid data:", len(valid_dataset)) +print(" Test data:", len(test_dataset)) + +dataloader_train = DataLoader(dataset=train_dataset, batch_size=BATCH_SIZE, + shuffle=True, num_workers=4, pin_memory=True) +dataloader_valid = DataLoader(dataset=valid_dataset, batch_size=1, + shuffle=False, num_workers=4, pin_memory=True) +dataloader_test = DataLoader(dataset=test_dataset, batch_size=1, + shuffle=False, num_workers=4, pin_memory=True) + + + +# Define U-Net model class +class Downsample(nn.Module): + def __init__(self, in_channels, out_channels): + super(Downsample, self).__init__() + self.downsample = nn.Sequential( + nn.Conv2d(in_channels, out_channels, kernel_size=(3,3), stride=1, padding="same"), + nn.ReLU(), + nn.Conv2d(out_channels, out_channels, kernel_size=(3,3), stride=1, padding="same"), + nn.ReLU(), + ) + + def forward(self, x): + x = self.downsample(x) + return x + +class Upsample(nn.Module): + def __init__(self, in_channels, out_channels): + super(Upsample, self).__init__() + self.upsample = nn.ConvTranspose2d(in_channels, out_channels, kernel_size=(2,2), stride=2) + self.conv = nn.Sequential( + nn.Conv2d(in_channels, out_channels, kernel_size=(3,3), stride=1, padding="same"), + nn.ReLU(), + nn.Conv2d(out_channels, out_channels, kernel_size=(3,3), stride=1, padding="same"), + nn.ReLU(), + ) + + def forward(self, x1, x2): + x = torch.cat((self.upsample(x1), x2), axis=1) + x = self.conv(x) + return x + +class UNet(nn.Module): + def __init__(self, in_channels, out_channels): + super(UNet, self).__init__() + self.down1 = Downsample(in_channels, 32) + self.down2 = Downsample(32, 64) + self.down3 = Downsample(64, 128) + self.down4 = Downsample(128, 256) + + self.down5 = Downsample(256, 512) + + self.up1 = Upsample(512, 256) + self.up2 = Upsample(256, 128) + self.up3 = Upsample(128, 64) + self.up4 = Upsample(64, 32) + + self.maxpool = nn.MaxPool2d(kernel_size=(2,2), stride=2) + self.convfinal = nn.Conv2d(32, out_channels, kernel_size=(1,1), stride=1, padding="valid") + self.sigmoid = nn.Sigmoid() + + def forward(self, x): + x1_1 = self.down1(x) + x1_2 = self.maxpool(x1_1) + x2_1 = self.down2(x1_2) + x2_2 = self.maxpool(x2_1) + x3_1 = self.down3(x2_2) + x3_2 = self.maxpool(x3_1) + x4_1 = self.down4(x3_2) + x4_2 = self.maxpool(x4_1) + + x5 = self.down5(x4_2) + + x = self.up1(x5, x4_1) + x = self.up2(x, x3_1) + x = self.up3(x, x2_1) + x = self.up4(x, x1_1) + + x = self.convfinal(x) + x = self.sigmoid(x) + + return x + + + +# Define model and optimizer +model = UNet(in_channels=1, out_channels=1).cuda() +#model = torch.nn.DataParallel(model).cuda() # use with multi-gpu environment +summary(model, input_size=(1, 512, 512), device="cuda") + +optimizer = optim.Adam(model.parameters(), lr=1e-5) +scheduler = optim.lr_scheduler.ReduceLROnPlateau(optimizer, mode="min", factor=0.5, patience=3, + verbose=1, eps=1e-04, cooldown=2, min_lr=1e-6) + + + +# Define trainer +class CXR_Seg_Trainer(): + def __init__( + self, + model, + results_folder, + dataloader_train, + dataloader_valid, + dataloader_test, + epochs, + optimizer, + scheduler + ): + super(CXR_Seg_Trainer, self).__init__() + + self.model = model + self.dataloader_train = dataloader_train + self.dataloader_valid = dataloader_valid + self.dataloader_test = dataloader_test + self.epoch = 0 + self.epochs = epochs + self.optimizer = optimizer + self.scheduler = scheduler + + self.results_folder = Path(results_folder) + self.results_folder.mkdir(exist_ok=True) + + def train(self): + print("[ Start training ]") + self.model.train() + valid_loss_min = 10000 + train_dice_list, valid_dice_list = [], [] + + while self.epoch < self.epochs: + print(f"\nEpoch {self.epoch:3d}: training") + train_loss_sum = 0 + for _, (input, target) in enumerate(tqdm(self.dataloader_train)): + input = input.cuda(non_blocking=True) + target = target.cuda(non_blocking=True) + + output = self.model(input) + + loss = self.dice_coef_loss(output, target) + loss.backward() + self.optimizer.step() + self.optimizer.zero_grad() + + train_loss_sum += loss.item()*input.size(0) + + train_loss_avg = train_loss_sum / len(self.dataloader_train.dataset) + train_dice_list.append(-1*train_loss_avg) + + # validation step + print(f"\nEpoch {self.epoch:3d}: validation") + self.model.eval() + with torch.no_grad(): + valid_loss_sum = 0 + for _, (input, target) in enumerate(tqdm(self.dataloader_valid)): + input = input.cuda(non_blocking=True) + target = target.cuda(non_blocking=True) + + output = self.model(input) + + loss = self.dice_coef_loss(output, target) + + valid_loss_sum += loss.item()*input.size(0) + + valid_loss_avg = valid_loss_sum / len(self.dataloader_valid.dataset) + valid_dice_list.append(-1*valid_loss_avg) + self.scheduler.step(valid_loss_avg) + print(f" Epoch {self.epoch:2d}: training loss = {train_loss_avg:.3f} / validation loss = {valid_loss_avg:.3f}") + + # save model if better validation loss + if valid_loss_sum < valid_loss_min: + valid_loss_min = valid_loss_sum + self.save(self.epoch) + print(f" Saved model: unet-{self.epoch}.pth.tar") + + self.epoch += 1 + print("[ End training ]") + return train_dice_list, valid_dice_list + + def test(self): + print("[ Start test ]") + self.model.eval() + with torch.no_grad(): + test_loss_sum = 0 + for i, (input, target) in enumerate(tqdm(self.dataloader_test)): + input = input.cuda(non_blocking=True) + target = target.cuda(non_blocking=True) + + output = self.model(input) + + loss = self.dice_coef_loss(output, target) + + test_loss_sum += loss.item()*input.size(0) + # save output and compare it to target + if i < 3: + save_image(input.cpu(), os.path.join(self.results_folder, f"test{i}_input.png")) + save_image(target.cpu(), os.path.join(self.results_folder, f"test{i}_target.png")) + save_image(output.cpu(), os.path.join(self.results_folder, f"test{i}_output.png")) + test_loss_avg = test_loss_sum / len(self.dataloader_test.dataset) + print(f" test loss = {test_loss_avg:.3f}") + print(f" Dice coefficient = {-1.*test_loss_avg:.3f}") + print("[ End test ]") + + for i in range(0, 9, 3): + plt.subplot(3, 3, i+1) + img_input = plt.imread(os.path.join(RESULTS_FOLDER, f"test{int(i//3)}_input.png")) + plt.imshow(img_input, cmap="gray") + plt.xlabel("Base Image") + + plt.subplot(3, 3, i+2) + img_target = plt.imread(os.path.join(RESULTS_FOLDER, f"test{int(i//3)}_target.png")) + plt.imshow(img_target, cmap="gray") + plt.xlabel("Mask") + + plt.subplot(3, 3, i+3) + img_output = plt.imread(os.path.join(RESULTS_FOLDER, f"test{int(i//3)}_output.png")) + plt.imshow(img_output, cmap="gray") + plt.xlabel("Prediction") + + #plt.show() + plt.savefig(os.path.join(RESULTS_FOLDER, "test_examples.png")) + plt.close() + + def dice_coef(self, y_true, y_pred): + y_true_f = torch.flatten(y_true) + y_pred_f = torch.flatten(y_pred) + intersection = torch.sum(y_true_f * y_pred_f) + return (2. * intersection + 1) / (torch.sum(y_true_f) + torch.sum(y_pred_f) + 1) + + def dice_coef_loss(self, y_true, y_pred): + return -self.dice_coef(y_true, y_pred) + + def save(self, milestone): + files = os.listdir(self.results_folder) + remove = [f for f in files if ".pth.tar" in f] + if len(remove) > 0: + os.remove(os.path.join(self.results_folder, remove[0])) + torch.save({"epoch": milestone, + "state_dict": self.model.state_dict(), + "optimizer" : self.optimizer.state_dict()}, + f"{self.results_folder}/unet-{milestone}.pth.tar") + + def load(self, milestone): + checkpoint = torch.load(f"{self.results_folder}/unet-{milestone}.pth.tar") + self.model.load_state_dict(checkpoint["state_dict"]) + self.optimizer.load_state_dict(checkpoint["optimizer"]) + self.epoch = checkpoint["epoch"] + + + +# Init the model +trainer = CXR_Seg_Trainer( + model, + RESULTS_FOLDER, + dataloader_train, + dataloader_valid, + dataloader_test, + EPOCHS, + optimizer, + scheduler +) + +if args.mode == "train": # Train the model + train_start = time.time() + train_dice_list, valid_dice_list = trainer.train() + train_end = time.time() + print(f"\nElapsed time: {(train_end - train_start) / 60:.0f} minutes") + + # Plot the training and validation dice coefficient values + plt.plot(range(1, EPOCHS+1), train_dice_list, label="Training") + plt.plot(range(1, EPOCHS+1), valid_dice_list, label="Validation") + plt.title("Training and Validation Dice Coefficient") + plt.xlabel("Epochs") + plt.xticks(np.arange(0, EPOCHS+1, 5)) + plt.ylabel("Dice Coefficient") + plt.legend(loc="best") + #plt.show() + plt.savefig(os.path.join(RESULTS_FOLDER, "dice_plot.png")) + plt.close() + +elif args.mode == "test": # Test the model + trainer.load(args.milestone) + trainer.test() # 0.942 diff --git a/Session7_Medical_Image_Data_Analysis/configs/config_maisi.json b/Session7_Medical_Image_Data_Analysis/configs/config_maisi.json new file mode 100644 index 0000000..fd1cfa1 --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/configs/config_maisi.json @@ -0,0 +1,186 @@ +{ + "autoencoder_def": { + "_target_": "monai.apps.generation.maisi.networks.autoencoderkl_maisi.AutoencoderKlMaisi", + "attention_levels": [ + false, + false, + false + ], + "dim_split": 1, + "in_channels": "@image_channels", + "latent_channels": "@latent_channels", + "norm_eps": 1e-06, + "norm_float16": true, + "norm_num_groups": 32, + "num_channels": [ + 64, + 128, + 256 + ], + "num_res_blocks": [ + 2, + 2, + 2 + ], + "num_splits": 4, + "out_channels": "@image_channels", + "spatial_dims": "@spatial_dims", + "use_checkpointing": true, + "use_convtranspose": false, + "with_decoder_nonlocal_attn": false, + "with_encoder_nonlocal_attn": false + }, + "controlnet_def": { + "_target_": "monai.apps.generation.maisi.networks.controlnet_maisi.ControlNetMaisi", + "attention_levels": [ + false, + false, + true, + true + ], + "conditioning_embedding_in_channels": 8, + "conditioning_embedding_num_channels": [ + 8, + 32, + 64 + ], + "in_channels": "@latent_channels", + "include_fc": true, + "num_channels": [ + 64, + 128, + 256, + 512 + ], + "num_head_channels": [ + 0, + 0, + 32, + 32 + ], + "num_res_blocks": 2, + "resblock_updown": true, + "spatial_dims": "@spatial_dims", + "use_flash_attention": true + }, + "diffusion_unet_def": { + "_target_": "monai.apps.generation.maisi.networks.diffusion_model_unet_maisi.DiffusionModelUNetMaisi", + "attention_levels": [ + false, + false, + true, + true + ], + "in_channels": "@latent_channels", + "include_bottom_region_index_input": "@include_body_region", + "include_fc": true, + "include_spacing_input": true, + "include_top_region_index_input": "@include_body_region", + "num_channels": [ + 64, + 128, + 256, + 512 + ], + "num_class_embeds": 4, + "num_head_channels": [ + 0, + 0, + 32, + 32 + ], + "num_res_blocks": 2, + "out_channels": "@latent_channels", + "resblock_updown": true, + "spatial_dims": "@spatial_dims", + "use_flash_attention": true + }, + "image_channels": 1, + "include_body_region": false, + "latent_channels": 4, + "mask_generation_autoencoder_def": { + "_target_": "monai.apps.generation.maisi.networks.autoencoderkl_maisi.AutoencoderKlMaisi", + "attention_levels": [ + false, + false, + false + ], + "dim_split": 1, + "in_channels": 8, + "latent_channels": "@latent_channels", + "norm_eps": 1e-06, + "norm_float16": true, + "norm_num_groups": 32, + "num_channels": [ + 32, + 64, + 128 + ], + "num_res_blocks": [ + 1, + 2, + 2 + ], + "num_splits": 8, + "out_channels": 125, + "spatial_dims": "@spatial_dims", + "use_checkpointing": true, + "use_convtranspose": true, + "use_flash_attention": false, + "with_decoder_nonlocal_attn": false, + "with_encoder_nonlocal_attn": false + }, + "mask_generation_diffusion_def": { + "_target_": "monai.networks.nets.diffusion_model_unet.DiffusionModelUNet", + "attention_levels": [ + false, + false, + true, + true + ], + "channels": [ + 64, + 128, + 256, + 512 + ], + "cross_attention_dim": 10, + "in_channels": "@latent_channels", + "num_head_channels": [ + 0, + 0, + 32, + 32 + ], + "num_res_blocks": 2, + "out_channels": "@latent_channels", + "spatial_dims": "@spatial_dims", + "upcast_attention": true, + "use_flash_attention": true, + "with_conditioning": true + }, + "mask_generation_latent_shape": [ + 4, + 64, + 64, + 64 + ], + "mask_generation_noise_scheduler": { + "_target_": "monai.networks.schedulers.ddpm.DDPMScheduler", + "beta_end": 0.0195, + "beta_start": 0.0015, + "clip_sample": false, + "num_train_timesteps": 1000, + "schedule": "scaled_linear_beta" + }, + "mask_generation_scale_factor": 1.0055984258651733, + "noise_scheduler": { + "_target_": "monai.networks.schedulers.rectified_flow.RFlowScheduler", + "num_train_timesteps": 1000, + "sample_method": "uniform", + "scale": 1.4, + "use_discrete_timesteps": false, + "use_timestep_transform": true + }, + "spatial_dims": 3 +} \ No newline at end of file diff --git a/Session7_Medical_Image_Data_Analysis/configs/config_maisi3d-rflow_brats.json b/Session7_Medical_Image_Data_Analysis/configs/config_maisi3d-rflow_brats.json new file mode 100644 index 0000000..94c8b56 --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/configs/config_maisi3d-rflow_brats.json @@ -0,0 +1,148 @@ +{ + "spatial_dims": 3, + "image_channels": 1, + "latent_channels": 4, + "include_body_region": false, + "mask_generation_latent_shape": [ + 4, + 64, + 64, + 64 + ], + "autoencoder_def": { + "_target_": "monai.apps.generation.maisi.networks.autoencoderkl_maisi.AutoencoderKlMaisi", + "spatial_dims": "@spatial_dims", + "in_channels": "@image_channels", + "out_channels": "@image_channels", + "latent_channels": "@latent_channels", + "num_channels": [ + 64, + 128, + 256 + ], + "num_res_blocks": [2,2,2], + "norm_num_groups": 32, + "norm_eps": 1e-06, + "attention_levels": [ + false, + false, + false + ], + "with_encoder_nonlocal_attn": false, + "with_decoder_nonlocal_attn": false, + "use_checkpointing": true, + "use_convtranspose": false, + "norm_float16": true, + "num_splits": 4, + "dim_split": 1 + }, + "diffusion_unet_def": { + "_target_": "monai.apps.generation.maisi.networks.diffusion_model_unet_maisi.DiffusionModelUNetMaisi", + "spatial_dims": "@spatial_dims", + "in_channels": "@latent_channels", + "out_channels": "@latent_channels", + "num_channels": [64, 128, 256, 512], + "attention_levels": [ + false, + false, + true, + true + ], + "num_head_channels": [ + 0, + 0, + 32, + 32 + ], + "num_res_blocks": 2, + "use_flash_attention": true, + "include_top_region_index_input": "@include_body_region", + "include_bottom_region_index_input": "@include_body_region", + "include_spacing_input": true, + "resblock_updown": true, + "include_fc": true + }, + "controlnet_def": { + "_target_": "monai.apps.generation.maisi.networks.controlnet_maisi.ControlNetMaisi", + "spatial_dims": "@spatial_dims", + "in_channels": "@latent_channels", + "num_channels": [64, 128, 256, 512], + "attention_levels": [ + false, + false, + true, + true + ], + "num_head_channels": [ + 0, + 0, + 32, + 32 + ], + "num_res_blocks": 2, + "use_flash_attention": true, + "conditioning_embedding_in_channels": 8, + "conditioning_embedding_num_channels": [8, 32, 64], + "resblock_updown": true, + "include_fc": true + }, + "mask_generation_autoencoder_def": { + "_target_": "monai.apps.generation.maisi.networks.autoencoderkl_maisi.AutoencoderKlMaisi", + "spatial_dims": "@spatial_dims", + "in_channels": 8, + "out_channels": 125, + "latent_channels": "@latent_channels", + "num_channels": [ + 32, + 64, + 128 + ], + "num_res_blocks": [1, 2, 2], + "norm_num_groups": 32, + "norm_eps": 1e-06, + "attention_levels": [ + false, + false, + false + ], + "with_encoder_nonlocal_attn": false, + "with_decoder_nonlocal_attn": false, + "use_flash_attention": false, + "use_checkpointing": true, + "use_convtranspose": true, + "norm_float16": true, + "num_splits": 8, + "dim_split": 1 + }, + "mask_generation_diffusion_def": { + "_target_": "monai.networks.nets.diffusion_model_unet.DiffusionModelUNet", + "spatial_dims": "@spatial_dims", + "in_channels": "@latent_channels", + "out_channels": "@latent_channels", + "channels":[64, 128, 256, 512], + "attention_levels":[false, false, true, true], + "num_head_channels":[0, 0, 32, 32], + "num_res_blocks": 2, + "use_flash_attention": true, + "with_conditioning": true, + "upcast_attention": true, + "cross_attention_dim": 10 + }, + "mask_generation_scale_factor": 1.0055984258651733, + "noise_scheduler": { + "_target_": "monai.networks.schedulers.rectified_flow.RFlowScheduler", + "num_train_timesteps": 1000, + "use_discrete_timesteps": false, + "use_timestep_transform": true, + "sample_method": "uniform", + "scale":1.4 + }, + "mask_generation_noise_scheduler": { + "_target_": "monai.networks.schedulers.ddpm.DDPMScheduler", + "num_train_timesteps": 1000, + "beta_start": 0.0015, + "beta_end": 0.0195, + "schedule": "scaled_linear_beta", + "clip_sample": false + } +} diff --git a/Session7_Medical_Image_Data_Analysis/configs/config_maisi_diff_model.json b/Session7_Medical_Image_Data_Analysis/configs/config_maisi_diff_model.json new file mode 100644 index 0000000..23ce9aa --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/configs/config_maisi_diff_model.json @@ -0,0 +1,45 @@ +{ + "diffusion_unet_inference": { + "bottom_region_index": [ + 0, + 0, + 1, + 0 + ], + "dim": [ + 256, + 256, + 128 + ], + "modality": 1, + "num_inference_steps": 100, + "random_seed": 0, + "spacing": [ + 0.9375, + 0.9375, + 1.2109375 + ], + "top_region_index": [ + 0, + 1, + 0, + 0 + ], + "stochastic_scale": 0.0 + }, + "diffusion_unet_train": { + "batch_size": 8, + "cache_rate": 0.1, + "checkpointing_steps": 1000, + "gradient_accumulation_steps": 1, + "lr": 5e-6, + "max_train_steps": 200000, + "num_valid": 1000, + "report_to": true, + "seed": 42, + "val_batch_size": 4, + "validation_steps": 5000, + "loss_type": "l2", + "pretrained_steps": 0 + } +} \ No newline at end of file diff --git a/Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage1.json b/Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage1.json new file mode 100644 index 0000000..b8c7860 --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage1.json @@ -0,0 +1,38 @@ +{ + "data_option":{ + "random_aug": true, + "spacing_type": "rand_zoom", + "spacing": null, + "select_channel": 0 + }, + "autoencoder_train": { + "batch_size": 2, + "patch_size": [96, 96, 96], + "val_batch_size": 1, + "val_patch_size": null, + "val_sliding_window_patch_size": [96, 96, 96], + "lr": 1e-5, + "perceptual_weight": 0.3, + "kl_weight": 1e-7, + "adv_weight": 0.1, + "recon_loss": "l1", + "cache": 0.1, + "amp": true + }, + "custom_config": { + "weight_dtype": "fp16", + "seed": 42, + "report_to": true, + "output_dir": "/shared/s1/lab06/wonyoung/maisi/results", + "train_label_dir": "/leelabsg/data/BraTS25/ASNR-MICCAI-BraTS2023-GLI-Challenge-TrainingData/train", + "valid_label_dir": "/leelabsg/data/BraTS25/ASNR-MICCAI-BraTS2023-GLI-Challenge-TrainingData/valid", + "max_train_steps": 50000, + "num_valid": 1000, + "checkpointing_steps": 1000, + "validation_steps": 10000, + "early_stop_patience": 100000000, + "early_stop_min_delta": 0.01, + "gradient_accumulation_steps": 1, + "pretrained_steps": 0 + } +} diff --git a/Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage2 b/Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage2 new file mode 100644 index 0000000..5186fc8 --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage2 @@ -0,0 +1,38 @@ +{ + "data_option":{ + "random_aug": true, + "spacing_type": "rand_zoom", + "spacing": null, + "select_channel": 0 + }, + "autoencoder_train": { + "batch_size": 1, + "patch_size": [144, 144, 144], + "val_batch_size": 1, + "val_patch_size": null, + "val_sliding_window_patch_size": [144, 144, 144], + "lr": 1e-5, + "perceptual_weight": 0.3, + "kl_weight": 1e-7, + "adv_weight": 0.1, + "recon_loss": "l1", + "cache": 0.1, + "amp": true + }, + "custom_config": { + "weight_dtype": "fp16", + "seed": 42, + "report_to": true, + "output_dir": "/shared/s1/lab06/wonyoung/maisi/results", + "train_label_dir": "/leelabsg/data/BraTS25/ASNR-MICCAI-BraTS2023-GLI-Challenge-TrainingData/train", + "valid_label_dir": "/leelabsg/data/BraTS25/ASNR-MICCAI-BraTS2023-GLI-Challenge-TrainingData/valid", + "max_train_steps": 125000, + "num_valid": 1000, + "checkpointing_steps": 1000, + "validation_steps": 10000, + "early_stop_patience": 100000000, + "early_stop_min_delta": 0.01, + "gradient_accumulation_steps": 4, + "pretrained_steps": 50000 + } +} diff --git a/Session7_Medical_Image_Data_Analysis/configs/environment_maisi_diff_model.json b/Session7_Medical_Image_Data_Analysis/configs/environment_maisi_diff_model.json new file mode 100644 index 0000000..826d6e5 --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/configs/environment_maisi_diff_model.json @@ -0,0 +1,12 @@ +{ + "data_base_dir": "", + "embedding_base_dir": "/leelabsg/data/ex_MAISI/maisi_brats/embeddings", + "existing_ckpt_filepath": null, + "json_data_list": "/leelabsg/data/ex_MAISI/maisi_brats/train_files.json", + "model_dir": "/leelabsg/data/ex_MAISI/maisi_brats/models", + "model_filename": "diff_unet_ckpt.pt", + "output_dir": "/leelabsg/data/ex_MAISI/maisi_brats/predictions", + "output_prefix": "unet_3d", + "trained_autoencoder_path": "/shared/s1/lab06/wonyoung/maisi/weights/brats/brats_vae_stage2/model.pt", + "val_json_data_list": "/leelabsg/data/ex_MAISI/maisi_brats/valid_files.json" +} \ No newline at end of file diff --git a/Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.py b/Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.py new file mode 100644 index 0000000..f0079ab --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.py @@ -0,0 +1,514 @@ +from __future__ import annotations + +import os +import sys +import json +import yaml +import wandb +import signal +import logging +import argparse +import warnings +from pathlib import Path +from tqdm import trange + +import torch +import torch.distributed as dist +from torch.nn.utils import clip_grad_norm_ +from torch.amp import GradScaler, autocast +from torch.nn.parallel import DistributedDataParallel as DDP + +import monai +from monai.transforms import Compose +from monai.config import print_config +from monai.utils import first, set_determinism +from monai.data import CacheDataset, DataLoader, DistributedSampler +from monai.networks.schedulers.ddpm import DDPMPredictionType +from monai.networks.schedulers.rectified_flow import RFlowScheduler + +from utils import count_parameters +from scripts.utils import define_instance +from scripts.diff_model_setting import load_config, setup_logging + +warnings.filterwarnings("ignore") +if os.environ.get("RANK", "0") == "0": + print_config() + +def setup_ddp(): # DDP CHANGE: ๋ถ„์‚ฐ ํ™˜๊ฒฝ ์ดˆ๊ธฐํ™” ํ•จ์ˆ˜ + """Initializes the distributed process group.""" + dist.init_process_group(backend="nccl") + torch.cuda.set_device(int(os.environ["LOCAL_RANK"])) + +def cleanup_ddp(): # DDP CHANGE: ๋ถ„์‚ฐ ํ™˜๊ฒฝ ์ •๋ฆฌ ํ•จ์ˆ˜ + """Cleans up the distributed process group.""" + dist.destroy_process_group() + +def atomic_save(state, path): + tmp = path + ".tmp" + torch.save(state, tmp) + os.replace(tmp, path) + +SHUTDOWN_REQUESTED = False +def graceful_shutdown(signum, frame): + global SHUTDOWN_REQUESTED + logging.info(f"\n[!] Received signal {signum}. Requesting graceful shutdown...") + SHUTDOWN_REQUESTED = True +signal.signal(signal.SIGTERM, graceful_shutdown) +signal.signal(signal.SIGINT, graceful_shutdown) + +def load_filenames(data_list_path: str, type: str) -> list: + with open(data_list_path, "r") as file: + json_data = json.load(file) + filenames = json_data[type] + return [_item["image"].replace(".nii.gz", "_emb.nii.gz").split("/")[-1] for _item in filenames] ### + +def prepare_transform(include_body_region: bool = False, include_modality: bool = False): + def _load_data_from_file(file_path, key): + with open(file_path) as f: + return torch.FloatTensor(json.load(f)[key]) + + def _load_int_from_file(file_path, key): + with open(file_path) as f: + return int(json.load(f)[key]) + + data_transforms_list = [ + monai.transforms.LoadImaged(keys=["latent"]), + monai.transforms.EnsureChannelFirstd(keys=["latent"]), + monai.transforms.Lambdad(keys="spacing", func=lambda x: _load_data_from_file(x, "spacing")), + monai.transforms.Lambdad(keys="spacing", func=lambda x: x * 1e2), + ] + if include_body_region: + data_transforms_list += [ + monai.transforms.Lambdad(keys="top_region_index", func=lambda x: _load_data_from_file(x, "top_region_index")), + monai.transforms.Lambdad(keys="bottom_region_index", func=lambda x: _load_data_from_file(x, "bottom_region_index")), + monai.transforms.Lambdad(keys="top_region_index", func=lambda x: x * 1e2), + monai.transforms.Lambdad(keys="bottom_region_index", func=lambda x: x * 1e2), + ] + if include_modality: + data_transforms_list += [ + monai.transforms.Lambdad(keys="modality_class", func=lambda x: _load_int_from_file(x, "modality_class")), + ] + data_transforms = Compose(data_transforms_list) + + return data_transforms # DataLoader(data_ds, num_workers=4, batch_size=batch_size, shuffle=shuffle_data) + +def calculate_scale_factor(train_loader: DataLoader, device: torch.device) -> torch.Tensor: + scale_factor_tensor = torch.zeros(1, device=device) + if dist.get_rank() == 0: + check_data = first(train_loader) + z = check_data["latent"].to(device) + scale_factor_tensor[0] = 1 / torch.std(z) + dist.broadcast(scale_factor_tensor, src=0) + logging.info(f"Synchronized scaling factor: {scale_factor_tensor.item():.4f}.") + return scale_factor_tensor + +def load_config(): + parser = argparse.ArgumentParser() + parser.add_argument("--env_config_path", type=str, required=True) + parser.add_argument("--train_config_path", type=str, required=True) + parser.add_argument("--model_config_path", type=str, required=True) + parser.add_argument("--cpus_per_task", type=int, default=8, help="Number of CPUs allocated per task by Slurm.") + parser.add_argument("--no_amp", dest="amp", action="store_false") + parser.add_argument("--resume", action="store_true") + parser.add_argument("--run_name", type=str, default=None) + args = parser.parse_args() + env_config_dict = json.load(open(args.env_config_path, "r")) + for k, v in env_config_dict.items(): + setattr(args, k, v) + model_config_dict = json.load(open(args.model_config_path, "r")) + for k, v in model_config_dict.items(): + setattr(args, k, v) + train_config_dict = json.load(open(args.train_config_path, "r")) + for k, v in train_config_dict["diffusion_unet_inference"].items(): + setattr(args, k, v) + for k, v in train_config_dict["diffusion_unet_train"].items(): + setattr(args, k, v) + return args + +def resume_from_latest(unet, optimizer, lr_scheduler, scaler, output_dir, device): + if not os.path.exists(output_dir): + print("[Resume] No checkpoint directory found. Starting fresh.") + return 0, float("inf"), 0 + + ckpts = [ + d for d in os.listdir(output_dir) + if d.startswith("checkpoint-") + and os.path.isdir(os.path.join(output_dir, d)) + and os.path.exists(os.path.join(output_dir, d, "diff_unet_ckpt.pt")) + ] + if len(ckpts) == 0: + print("[Resume] No checkpoint found in directory. Starting fresh.") + return 0, float("inf"), 0 + + ckpts = sorted(ckpts, key=lambda x: int(x.split("-")[1])) + latest_ckpt_dir = ckpts[-1] + print(f"[Resume] Resuming from checkpoint: {latest_ckpt_dir}") + + path = os.path.join(output_dir, latest_ckpt_dir, "diff_unet_ckpt.pt") + ckpt = torch.load(path, map_location=device) + + unet.load_state_dict(ckpt["unet_state_dict"]) + optimizer.load_state_dict(ckpt["optimizer"]) #### comment this line if s2 first submit + if "lr_scheduler" in ckpt: lr_scheduler.load_state_dict(ckpt["lr_scheduler"]) #### comment this line if s2 first submit + if "scaler" in ckpt and scaler is not None: scaler.load_state_dict(ckpt["scaler"]) #### comment this line if s2 first submit + + return ckpt.get("step", 0), ckpt.get("best_val_loss", float("inf")), ckpt.get("epoch", 0) + +def reduce_mean_scalar(x): + t = x.detach().reshape(1).to(torch.float32) + dist.all_reduce(t, op=dist.ReduceOp.SUM) + t /= dist.get_world_size() + return t.item() + +def main(): + setup_ddp() # DDP CHANGE: ๋ถ„์‚ฐ ์„ค์ • ์ดˆ๊ธฐํ™” + rank = int(os.environ["RANK"]) + local_rank = int(os.environ["LOCAL_RANK"]) + world_size = int(os.environ["WORLD_SIZE"]) + + logger = setup_logging("training") + + if rank == 0: + logger.info("="*50) + logger.info(f"โœ… Training started with a total of {world_size} GPUs across all nodes.") + logger.info("="*50) + + args = load_config() + device = torch.device(f"cuda:{local_rank}") + logger.info(f"Using {device} of {world_size}") + #weight_dtype = torch.float16 if args.weight_dtype == "fp16" else torch.float32 + + if rank == 0: + logger.info(f"[Opt] Using gradient accumulation with {args.gradient_accumulation_steps} steps.") + + set_determinism(seed=args.seed + rank) # OPTIMIZATION: ๊ฐ ํ”„๋กœ์„ธ์Šค์— ๋‹ค๋ฅธ ์‹œ๋“œ ์ค˜์„œ ๋ฐ์ดํ„ฐ ์ฆ๊ฐ•์˜ ๋‹ค์–‘์„ฑ ํ™•๋ณด + torch.backends.cuda.matmul.allow_tf32 = True + torch.backends.cudnn.allow_tf32 = True + torch.backends.cudnn.benchmark = True # OPTIMIZATION: ์ž…๋ ฅ ํฌ๊ธฐ๊ฐ€ ์ผ์ •ํ•  ๋•Œ ๊ฐ€์žฅ ํšจ๊ณผ์ ์ด๋ฏ€๋กœ ํ™œ์„ฑํ™” + torch.backends.cudnn.deterministic = False + torch.set_float32_matmul_precision("high") + + if rank == 0: + logger.info("[Config] Loaded hyperparameters:") + logger.info(yaml.dump(vars(args), sort_keys=False)) + logger.info(f"Training started on {world_size} GPUs.") + if args.report_to: + wandb.init(project="MAISI_UNET_BraTS", config=args, name=args.run_name) + Path(args.model_dir).mkdir(parents=True, exist_ok=True) + + unet = define_instance(args, "diffusion_unet_def").to(device) + noise_scheduler = define_instance(args, "noise_scheduler") + include_body_region = unet.include_top_region_index_input + include_modality = unet.num_class_embeds is not None + num_train_timesteps = args.noise_scheduler['num_train_timesteps'] + + # trianing data + filenames_train = load_filenames(args.json_data_list, "training") + train_files = [] + for _i in range(len(filenames_train)): + str_lat = os.path.join(args.embedding_base_dir, filenames_train[_i]) + if not os.path.exists(str_lat): + continue + + str_info = str_lat + ".json" + train_files_i = {"latent": str_lat, "spacing": str_info} ### + if include_body_region: + train_files_i["top_region_index"] = str_info + train_files_i["bottom_region_index"] = str_info + if include_modality: + train_files_i["modality_class"] = str_info + train_files.append(train_files_i) + + # validation data + filenames_valid = load_filenames(args.val_json_data_list, "validation")[:args.num_valid] + valid_files = [] + for _i in range(len(filenames_valid)): + str_lat = os.path.join(args.embedding_base_dir, filenames_valid[_i]) + if not os.path.exists(str_lat): + continue + + str_info = str_lat + ".json" + valid_files_i = {"latent": str_lat, "spacing": str_info} ### + if include_body_region: + valid_files_i["top_region_index"] = str_info + valid_files_i["bottom_region_index"] = str_info + if include_modality: + valid_files_i["modality_class"] = str_info + valid_files.append(valid_files_i) + + if rank == 0: + logger.info(f"Total number of training data is {len(train_files)}.") + logger.info(f"Total number of validation data is {len(valid_files)}.") + + data_transform = prepare_transform(include_body_region=include_body_region, + include_modality=include_modality) + + workers_per_gpu = args.cpus_per_task // world_size + train_dataset = CacheDataset(data=train_files, transform=data_transform, cache_rate=args.cache_rate, num_workers=workers_per_gpu) + train_sampler = DistributedSampler(dataset=train_dataset, shuffle=True) + train_loader = DataLoader( + train_dataset, + batch_size=args.batch_size, + num_workers=workers_per_gpu, + sampler=train_sampler, + pin_memory=True, + drop_last=True, + persistent_workers=True, + prefetch_factor=2 + ) + steps_per_epoch = len(train_loader) + + val_total = len(valid_files) + per_rank = (val_total + world_size - 1) // world_size # ceil + start = rank * per_rank + end = min(val_total, start + per_rank) + val_files_shard = valid_files[start:end] + dataset_val = CacheDataset(data=val_files_shard, transform=data_transform, cache_rate=0.0, num_workers=workers_per_gpu) + valid_loader = DataLoader( + dataset_val, + batch_size=args.val_batch_size, + num_workers=workers_per_gpu, + pin_memory=True, + persistent_workers=True, + prefetch_factor=2 + ) + + scale_factor = calculate_scale_factor(train_loader, device) + optimizer = torch.optim.Adam(params=unet.parameters(), lr=args.lr, fused=True) + total_opt_steps = (args.max_train_steps - args.pretrained_steps + args.gradient_accumulation_steps - 1) // args.gradient_accumulation_steps #### check pretrained_steps when submitting fine-tuning job + lr_scheduler = torch.optim.lr_scheduler.PolynomialLR(optimizer, total_iters=total_opt_steps, power=2.0) + scaler = GradScaler() if args.amp else None + + if args.loss_type == "l1": loss_pt = torch.nn.L1Loss() + elif args.loss_type == "l2": loss_pt = torch.nn.MSELoss() + + start_step, best_val_loss, start_epoch = 0, float("inf"), 0 + if args.resume: + start_step, best_val_loss, start_epoch = resume_from_latest( + unet, optimizer, lr_scheduler, scaler, args.model_dir, device) + dist.barrier(device_ids=[local_rank]) + + if rank == 0: logger.info("Compiling models with torch.compile()...") + unet = torch.compile(unet) + dist.barrier(device_ids=[local_rank]) + unet = DDP(unet, device_ids=[local_rank], find_unused_parameters=False) + + sync_vec = torch.tensor([start_step, float(best_val_loss)], device=device, dtype=torch.float32) + dist.broadcast(sync_vec, src=0) + start_step, best_val_loss = int(sync_vec[0].item()), float(sync_vec[1].item()) + + # count params + if rank == 0: + logger.info(f"### start_epoch: {start_epoch}") + param_counts = count_parameters(unet) + logger.info(f"### UNET's Trainable parameters: {param_counts['trainable']:,}") + + def infinite_loader(loader, sampler, start_epoch=0): + epoch = start_epoch + while True: + sampler.set_epoch(epoch) # DDP CHANGE: ๋งค ์—ํฌํฌ๋งˆ๋‹ค ์ƒ˜ํ”Œ๋Ÿฌ ์‹œ๋“œ ๋ณ€๊ฒฝ + for batch in loader: + yield batch + epoch += 1 + + train_iter = infinite_loader(train_loader, train_sampler, start_epoch) + progress_bar = trange(start_step, args.max_train_steps + 1, + desc=f"Training on Rank {rank}", + initial=start_step, total=args.max_train_steps + 1, + disable=(rank != 0)) + + for step in progress_bar: + unet.train() + batch = next(train_iter) + latents = batch["latent"].to(device, non_blocking=True).contiguous() * scale_factor + + if include_body_region: + top_region_index_tensor = batch["top_region_index"].to(device) + bottom_region_index_tensor = batch["bottom_region_index"].to(device) + if include_modality: + class_tensor = torch.tensor(batch["modality_class"], dtype=torch.long).to(device, non_blocking=True) + spacing_tensor = batch["spacing"].to(device, non_blocking=True) + + unet_inputs_base = {"spacing_tensor": spacing_tensor,} + if include_body_region: + unet_inputs_base.update({ + "top_region_index_tensor": batch["top_region_index"].to(device), + "bottom_region_index_tensor": batch["bottom_region_index"].to(device) + }) + if include_modality: + unet_inputs_base["class_labels"] = torch.ones((len(latents),), dtype=torch.long).to(device) + + with autocast(device_type="cuda", dtype=torch.float16, enabled=args.amp): + noise = torch.randn_like(latents) + if isinstance(noise_scheduler, RFlowScheduler): + timesteps = noise_scheduler.sample_timesteps(latents) + else: + timesteps = torch.randint(0, num_train_timesteps, (latents.shape[0],), device=latents.device).long() + + noisy_latent = noise_scheduler.add_noise(original_samples=latents, noise=noise, timesteps=timesteps) + + unet_inputs = {**unet_inputs_base, "x": noisy_latent, "timesteps": timesteps} + model_output = unet(**unet_inputs) + + if noise_scheduler.prediction_type == DDPMPredictionType.EPSILON: model_gt = noise + elif noise_scheduler.prediction_type == DDPMPredictionType.SAMPLE: model_gt = latents + elif noise_scheduler.prediction_type == DDPMPredictionType.V_PREDICTION: model_gt = latents - noise + + loss = loss_pt(model_output.float(), model_gt.float()) + loss = loss / args.gradient_accumulation_steps + + if args.amp: + scaler.scale(loss).backward() + else: + loss.backward() + + if (step + 1) % args.gradient_accumulation_steps == 0: + if args.amp: + scaler.unscale_(optimizer) + clip_grad_norm_(unet.parameters(), 1.0) + scaler.step(optimizer) + scaler.update() + else: + clip_grad_norm_(unet.parameters(), 1.0) + optimizer.step() + lr_scheduler.step() + optimizer.zero_grad(set_to_none=True) + + loss_log = reduce_mean_scalar(loss) * args.gradient_accumulation_steps + + if rank == 0: + progress_bar.set_postfix({'Total_loss': f"{loss_log:.4f}"}) + if args.report_to and step % 100 == 0: # ๋กœ๊ทธ ๊ธฐ๋ก ๋นˆ๋„ ์กฐ์ ˆ + log_data = { + "train/learning_rate": lr_scheduler.get_last_lr()[0], + "train/loss_g_total": loss_log, + } + wandb.log(log_data, step=step) + + did_validate = False + if (step % args.validation_steps == 0 or step == args.max_train_steps) and step > start_step: + did_validate = True + unet.eval() + val_epoch_loss = {"loss": 0} + num_val_batches_local = 0 + + with torch.no_grad(): + for val_batch in valid_loader: + latents = val_batch["latent"].to(device, non_blocking=True) * scale_factor + spacing_tensor = val_batch["spacing"].to(device, non_blocking=True) + with autocast(device_type="cuda", dtype=torch.float16, enabled=args.amp): + noise = torch.randn_like(latents) + timesteps = torch.randint(0, num_train_timesteps, (latents.shape[0],), device=latents.device).long() + noisy_latent = noise_scheduler.add_noise(original_samples=latents, noise=noise, timesteps=timesteps) + + unet_inputs = { + "x": noisy_latent, + "timesteps": timesteps, + "spacing_tensor": spacing_tensor, + } + + if include_body_region: + top_region_index_tensor = val_batch["top_region_index"].to(device) + bottom_region_index_tensor = val_batch["bottom_region_index"].to(device) + unet_inputs.update({ + "top_region_index_tensor": top_region_index_tensor, + "bottom_region_index_tensor": bottom_region_index_tensor, + }) + if include_modality: + class_tensor = torch.tensor(val_batch["modality_class"], dtype=torch.long).to(device, non_blocking=True) + unet_inputs.update({"class_labels": class_tensor}) + + model_output = unet.module(**unet_inputs) + + if noise_scheduler.prediction_type == DDPMPredictionType.EPSILON: model_gt = noise + elif noise_scheduler.prediction_type == DDPMPredictionType.SAMPLE: model_gt = latents + elif noise_scheduler.prediction_type == DDPMPredictionType.V_PREDICTION: model_gt = latents - noise + + val_epoch_loss["loss"] += loss_pt(model_output.float(), model_gt.float()) + + num_val_batches_local += 1 + + val_metrics = torch.tensor([val_epoch_loss["loss"], num_val_batches_local], device=device) + dist.all_reduce(val_metrics, op=dist.ReduceOp.SUM) + + total_batches = val_metrics[-1].item() + avg_loss = val_metrics[0].item() / total_batches if total_batches > 0 else 0 + #val_loss = {"loss": avg_loss} + + if rank == 0: + logger.info(f"\nStep {step} Total Val Loss (Avg across all ranks): {avg_loss:.4f}") + if args.report_to: + log_data = {"valid/total_loss": avg_loss, "valid/scale_factor": scale_factor} + wandb.log(log_data, step=step) + + if avg_loss < best_val_loss: + torch.cuda.synchronize(device) + unet_state_dict = unet.module._orig_mod.state_dict() + current_epoch = step // steps_per_epoch + best_val_loss = float(avg_loss) + state = { + "unet_state_dict": unet_state_dict, + "optimizer": optimizer.state_dict(), + "lr_scheduler": lr_scheduler.state_dict(), + "step": step, + "best_val_loss": best_val_loss, + "num_train_timesteps": num_train_timesteps, + "scale_factor": scale_factor, + "epoch": current_epoch + } + if args.amp: + state["scaler"] = scaler.state_dict() + + best_dir = os.path.join(args.model_dir, "best-checkpoint") + os.makedirs(best_dir, exist_ok=True) + atomic_save(state, os.path.join(best_dir, "diff_unet_ckpt.pt")) + logger.info(f"[best] updated at step {step}: {best_val_loss:.6f}") + else: + logger.info(f"[not best] not updated at step {step}: {avg_loss:.6f}") + + _best = torch.tensor([best_val_loss], device=device, dtype=torch.float32) + dist.broadcast(_best, src=0) + best_val_loss = float(_best.item()) + + # --- ์ฒดํฌํฌ์ธํŠธ ์ €์žฅ --- + is_time_to_save = (step % args.checkpointing_steps == 0 and step > start_step) + if (is_time_to_save or SHUTDOWN_REQUESTED) and rank == 0: + torch.cuda.synchronize(device) + unet_state_dict = unet.module._orig_mod.state_dict() + current_epoch = step // steps_per_epoch + state = { + "unet_state_dict": unet_state_dict, + "optimizer": optimizer.state_dict(), + "lr_scheduler": lr_scheduler.state_dict(), + "step": step, + "best_val_loss": float(best_val_loss), + "num_train_timesteps": num_train_timesteps, + "scale_factor": scale_factor, + "epoch": current_epoch + } + if args.amp: + state["scaler"] = scaler.state_dict() + + ckpt_dir = os.path.join(args.model_dir, f"checkpoint-{step}") + os.makedirs(ckpt_dir, exist_ok=True) + atomic_save(state, os.path.join(ckpt_dir, "diff_unet_ckpt.pt")) + logger.info(f"\nSaved Step {step} checkpoint to {ckpt_dir}") + + shutdown_tensor = torch.tensor([1 if (rank == 0 and SHUTDOWN_REQUESTED) else 0], device=device) + dist.broadcast(shutdown_tensor, src=0) + if shutdown_tensor.item() == 1: + if rank == 0: + logger.info("Shutdown signal received and synced across all ranks. Exiting training loop gracefully.") + break + if did_validate: + dist.barrier(device_ids=[local_rank]) + + if SHUTDOWN_REQUESTED: + print("Graceful shutdown initiated, exiting with code 1 to trigger requeue.") + sys.exit(1) # โœ… 0 ๋Œ€์‹  1๋กœ ๋ณ€๊ฒฝํ•˜์—ฌ "์‹คํŒจ" ์‹ ํ˜ธ ์ „์†ก + + dist.barrier(device_ids=[local_rank]) # DDP CHANGE: ๋ชจ๋“  ํ”„๋กœ์„ธ์Šค๊ฐ€ ๋๋‚  ๋•Œ๊นŒ์ง€ ๋Œ€๊ธฐ ํ›„ ์ •๋ฆฌ + cleanup_ddp() + +if __name__ == '__main__': + main() \ No newline at end of file diff --git a/Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.sh b/Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.sh new file mode 100644 index 0000000..71bfd5e --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.sh @@ -0,0 +1,60 @@ +#!/bin/bash + +#SBATCH --job-name=unet_maisi_brats +#SBATCH --nodes=2 +#SBATCH --gres=gpu:4 +#SBATCH --ntasks-per-node=1 +#SBATCH --cpus-per-task=32 +#SBATCH --partition=P2 +#SBATCH --exclude=b31 +#SBATCH --time=0-12:00:00 +#SBATCH --mem=200GB +#SBATCH --signal=B:SIGUSR1@180 +#SBATCH --open-mode=append +#SBATCH -o /shared/s1/lab06/wonyoung/maisi/logs_ex/%x-%j.txt + +source /home/s1/wonyoungjang/.bashrc +source /home/s1/wonyoungjang/anaconda3/bin/activate +conda activate wdm + +# --- ํ™˜๊ฒฝ ๋ณ€์ˆ˜ ์„ค์ • (๊ธฐ์กด๊ณผ ๋™์ผ) --- +export MASTER_ADDR=$(scontrol show hostnames "$SLURM_JOB_NODELIST" | head -n1) +export MASTER_PORT=$((10000 + RANDOM % 50000)) +export OMP_NUM_THREADS=1 + +echo "BraTS - Starting MAISI VAE MULTI-NODE DDP training on 2 nodes (8 GPUs)..." +echo "MASTER_ADDR: $MASTER_ADDR, MASTER_PORT: $MASTER_PORT" + +max_restarts=1000 +scontext=$(scontrol show job ${SLURM_JOB_ID}) +restarts=$(echo ${scontext} | grep -o 'Restarts=[0-9]*****' | cut -d= -f2) + +function resubmit() +{ + if [[ $restarts -lt $max_restarts ]]; then + scontrol requeue ${SLURM_JOB_ID} + exit 0 + else + echo "Your job is over the Maximum restarts limit" + exit 1 + fi +} + +trap 'resubmit' SIGUSR1 + +srun --cpu-bind=none,v --accel-bind=gn torchrun \ + --nproc_per_node=4 \ + --nnodes=$SLURM_NNODES \ + --node_rank=$SLURM_NODEID \ + --rdzv_id=$SLURM_JOB_ID \ + --rdzv_backend=c10d \ + --rdzv_endpoint=$MASTER_ADDR:$MASTER_PORT \ + maisi_train_UNET_brats.py \ + --env_config_path="configs/environment_maisi_diff_model.json" \ + --train_config_path="configs/config_maisi_diff_model.json" \ + --model_config_path="configs/config_maisi.json" \ + --cpus_per_task=${SLURM_CPUS_PER_TASK} \ + --run_name=${SLURM_JOB_NAME} \ + --resume & +wait +exit 0 \ No newline at end of file diff --git a/Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.py b/Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.py new file mode 100644 index 0000000..fbbf3ec --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.py @@ -0,0 +1,571 @@ +import os +import sys +import json +import yaml +import glob +import wandb +import signal +import argparse +import warnings +import numpy as np +from tqdm import trange + +import torch +import torch.distributed as dist +from torch.optim import lr_scheduler +from torch.nn.utils import clip_grad_norm_ +from torch.amp import GradScaler, autocast +from torch.nn import L1Loss, MSELoss +from torch.nn.parallel import DistributedDataParallel as DDP + +from monai.config import print_config +from monai.utils import set_determinism +from monai.inferers import SlidingWindowInferer +from monai.networks.nets import PatchDiscriminator +from monai.losses import PatchAdversarialLoss, PerceptualLoss +from monai.data import CacheDataset, DataLoader, DistributedSampler + +from utils import count_parameters +from scripts.transforms import VAE_Transform +from scripts.utils import define_instance, dynamic_infer #, KL_loss +from scripts.utils_plot import find_label_center_loc, get_xyz_plot + +warnings.filterwarnings("ignore") +if os.environ.get("RANK", "0") == "0": + print_config() + +def setup_ddp(): # DDP CHANGE: ๋ถ„์‚ฐ ํ™˜๊ฒฝ ์ดˆ๊ธฐํ™” ํ•จ์ˆ˜ + """Initializes the distributed process group.""" + dist.init_process_group(backend="nccl") + torch.cuda.set_device(int(os.environ["LOCAL_RANK"])) + +def cleanup_ddp(): # DDP CHANGE: ๋ถ„์‚ฐ ํ™˜๊ฒฝ ์ •๋ฆฌ ํ•จ์ˆ˜ + """Cleans up the distributed process group.""" + dist.destroy_process_group() + +def atomic_save(state, path): + tmp = path + ".tmp" + torch.save(state, tmp) + os.replace(tmp, path) + +SHUTDOWN_REQUESTED = False +def graceful_shutdown(signum, frame): + global SHUTDOWN_REQUESTED + print(f"\n[!] Received signal {signum}. Requesting graceful shutdown...", flush=True) + SHUTDOWN_REQUESTED = True +signal.signal(signal.SIGTERM, graceful_shutdown) +signal.signal(signal.SIGINT, graceful_shutdown) + +def get_run_name(manual_name=None, default_prefix="manual"): + job_id = os.environ.get("SLURM_JOB_ID") + job_name = os.environ.get("SLURM_JOB_NAME") + if manual_name: + return manual_name + elif job_id and job_name: + return f"{job_name}_{job_id}" + elif job_id: + return f"slurm_{job_id}" + else: + from datetime import datetime + timestamp = datetime.now().strftime("%Y-%m-%d_%H-%M-%S") + return f"{default_prefix}_{timestamp}" + +def load_config(): + parser = argparse.ArgumentParser() + parser.add_argument("--model_config_path", type=str, default="/shared/s1/lab06/wonyoung/maisi/configs/config_maisi3d-rflow_brats.json") + parser.add_argument("--train_config_path", type=str, default="/shared/s1/lab06/wonyoung/maisi/configs/config_maisi_vae_train_brats.json") + parser.add_argument("--resume", action="store_true") + parser.add_argument("--run_name", type=str, default=None) + parser.add_argument("--cpus_per_task", type=int, default=8, help="Number of CPUs allocated per task by Slurm.") + args = parser.parse_args() + if args.resume and not args.run_name: + raise ValueError("--resume requires --run_name to be specified.") + args.run_name = get_run_name(args.run_name) + config_dict = json.load(open(args.model_config_path, "r")) + for k, v in config_dict.items(): + setattr(args, k, v) + config_train_dict = json.load(open(args.train_config_path, "r")) + for k, v in config_train_dict["data_option"].items(): + setattr(args, k, v) + for k, v in config_train_dict["autoencoder_train"].items(): + setattr(args, k, v) + for k, v in config_train_dict["custom_config"].items(): + setattr(args, k, v) + return args + +def resume_from_latest(autoencoder, + discriminator, + optimizer_g, + optimizer_d, + scheduler_g, + scheduler_d, + scaler_g, + scaler_d, + output_dir, device): + if not os.path.exists(output_dir): + print("[Resume] No checkpoint directory found. Starting fresh.") + return 0, float("inf"), 0 + + ckpts = [ + d for d in os.listdir(output_dir) + if d.startswith("checkpoint-") + and os.path.isdir(os.path.join(output_dir, d)) + and os.path.exists(os.path.join(output_dir, d, "model.pt")) + ] + if len(ckpts) == 0: + print("[Resume] No checkpoint found in directory. Starting fresh.") + return 0, float("inf"), 0 + + ckpts = sorted(ckpts, key=lambda x: int(x.split("-")[1])) + latest_ckpt_dir = ckpts[-1] + print(f"[Resume] Resuming from checkpoint: {latest_ckpt_dir}") + + path = os.path.join(output_dir, latest_ckpt_dir, "model.pt") + ckpt = torch.load(path, map_location=device) + + autoencoder.load_state_dict(ckpt["autoencoder"]) + discriminator.load_state_dict(ckpt["discriminator"]) + optimizer_g.load_state_dict(ckpt["optimizer_g"]) ### comment this line if s2 first submit + optimizer_d.load_state_dict(ckpt["optimizer_d"]) ### comment this line if s2 first submit + if "scheduler_g" in ckpt: scheduler_g.load_state_dict(ckpt["scheduler_g"]) ### comment this line if s2 first submit + if "scheduler_d" in ckpt: scheduler_d.load_state_dict(ckpt["scheduler_d"]) ### comment this line if s2 first submit + if "scaler_g" in ckpt and scaler_g is not None: scaler_g.load_state_dict(ckpt["scaler_g"]) ### comment this line if s2 first submit + if "scaler_d" in ckpt and scaler_d is not None: scaler_d.load_state_dict(ckpt["scaler_d"]) ### comment this line if s2 first submit + + return ckpt.get("step", 0), ckpt.get("best_val_loss", float("inf")), ckpt.get("epoch", 0) + +def prepare_image_for_logging(image_tensor, center_loc): + """3D ํ…์„œ๋ฅผ wandb์— ๋กœ๊น…ํ•  ์ˆ˜ ์žˆ๋Š” 2D ์ด๋ฏธ์ง€๋กœ ๋ณ€ํ™˜ํ•ฉ๋‹ˆ๋‹ค.""" + image_tensor_cpu = image_tensor.cpu() + vis_img_np = get_xyz_plot(image_tensor_cpu, center_loc, mask_bool=False) + min_val, max_val = vis_img_np.min(), vis_img_np.max() + if max_val - min_val > 1e-6: + vis_img_np = (vis_img_np - min_val) / (max_val - min_val) + else: + vis_img_np = np.zeros_like(vis_img_np) + vis_img_uint8 = (vis_img_np * 255).astype(np.uint8) + return wandb.Image(vis_img_uint8) + +def reduce_mean_scalar(x): + t = x.detach().reshape(1).to(torch.float32) + dist.all_reduce(t, op=dist.ReduceOp.SUM) + t /= dist.get_world_size() + return t.item() + +def main(): + setup_ddp() # DDP CHANGE: ๋ถ„์‚ฐ ์„ค์ • ์ดˆ๊ธฐํ™” + rank = int(os.environ["RANK"]) + local_rank = int(os.environ["LOCAL_RANK"]) + world_size = int(os.environ["WORLD_SIZE"]) + + if rank == 0: + print("="*50) + print(f"โœ… Training started with a total of {world_size} GPUs across all nodes.") + print("="*50) + + args = load_config() + device = torch.device(f"cuda:{local_rank}") + weight_dtype = torch.float16 if args.weight_dtype == "fp16" else torch.float32 + + if rank == 0: + print(f"[Opt] Using gradient accumulation with {args.gradient_accumulation_steps} steps.") + + set_determinism(seed=args.seed + rank) # OPTIMIZATION: ๊ฐ ํ”„๋กœ์„ธ์Šค์— ๋‹ค๋ฅธ ์‹œ๋“œ ์ค˜์„œ ๋ฐ์ดํ„ฐ ์ฆ๊ฐ• ๋‹ค์–‘์„ฑ ํ™•๋ณด + torch.backends.cuda.matmul.allow_tf32 = True + torch.backends.cudnn.allow_tf32 = True + torch.backends.cudnn.benchmark = True # OPTIMIZATION: ์ž…๋ ฅ ํฌ๊ธฐ๊ฐ€ ์ผ์ •ํ•  ๋•Œ ๊ฐ€์žฅ ํšจ๊ณผ์ ์ด๋ฏ€๋กœ ํ™œ์„ฑํ™” + torch.backends.cudnn.deterministic = False + torch.set_float32_matmul_precision("high") + + if rank == 0: + print("[Config] Loaded hyperparameters:") + print(yaml.dump(vars(args), sort_keys=False)) + if args.report_to: + wandb.init(project="MAISI_EX_DDP", config=args, name=args.run_name) + output_dir = os.path.join(args.output_dir, args.run_name) + os.makedirs(output_dir, exist_ok=True) + else: + output_dir = None + + # BraTS Data + train_files_list = [{"image": f} for f in sorted(glob.glob(os.path.join(args.train_label_dir, "*", "*.nii.gz"))) if "seg" not in f] + valid_filepaths = [f for f in sorted(glob.glob(os.path.join(args.valid_label_dir, "*", "*.nii.gz"))) if "seg" not in f] + val_files_list = [{"image": f} for f in valid_filepaths[:args.num_valid]] + + def add_assigned_class_to_datalist(datalist, classname): # ๋ฐ์ดํ„ฐ์— 'class' ํ‚ค๋ฅผ ์ถ”๊ฐ€ํ•˜๋Š” ํ•จ์ˆ˜ + for item in datalist: + item["class"] = classname + return datalist + + train_files = add_assigned_class_to_datalist(train_files_list, "mri") + val_files = add_assigned_class_to_datalist(val_files_list, "mri") + + train_transform = VAE_Transform( + is_train=True, + random_aug=args.random_aug, + k=4, + patch_size=args.patch_size, + output_dtype=weight_dtype, + spacing_type=args.spacing_type, + image_keys=["image"] + ) + val_transform = VAE_Transform( + is_train=False, + random_aug=False, + k=4, + output_dtype=weight_dtype, + image_keys=["image"] + ) + + # Build dataloader + if rank == 0: print(f"Total number of training data is {len(train_files)}.") + workers_per_gpu = args.cpus_per_task // world_size # ๊ฐ ํ”„๋กœ์„ธ์Šค๊ฐ€ ์‚ฌ์šฉํ•  ์ˆ˜ ์žˆ๋Š” CPU ์ฝ”์–ด ์ˆ˜์— ๋งž์ถฐ num_workers ์„ค์ • + train_dataset = CacheDataset(data=train_files, transform=train_transform, cache_rate=args.cache, num_workers=workers_per_gpu) + train_sampler = DistributedSampler(dataset=train_dataset, shuffle=True) + dataloader_train = DataLoader( + train_dataset, + batch_size=args.batch_size, + num_workers=workers_per_gpu, + sampler=train_sampler, + pin_memory=True, + drop_last=True, + persistent_workers=True, + prefetch_factor=2 + ) + steps_per_epoch = len(dataloader_train) + + if rank == 0: print(f"Total number of validation data is {len(val_files)}.") + val_total = len(val_files) + per_rank = (val_total + world_size - 1) // world_size # ceil + start = rank * per_rank + end = min(val_total, start + per_rank) + val_files_shard = val_files[start:end] + dataset_val = CacheDataset(data=val_files_shard, transform=val_transform, cache_rate=0.0, num_workers=workers_per_gpu) + dataloader_val = DataLoader( + dataset_val, + batch_size=args.val_batch_size, + num_workers=workers_per_gpu, + pin_memory=True, + persistent_workers=True, + prefetch_factor=2 + ) + + if rank == 0: + print("### Train Transform ###") + for i, t in enumerate(train_transform.transform_dict["mri"].transforms): + print(f"[{i}] {t}") + print("\n### Validation Transform ###") + for i, t in enumerate(val_transform.transform_dict["mri"].transforms): + print(f"[{i}] {t}") + + autoencoder = define_instance(args, "autoencoder_def").to(device) + discriminator = PatchDiscriminator( + spatial_dims=args.spatial_dims, + num_layers_d=3, + channels=32, + in_channels=1, + out_channels=1, + norm="INSTANCE", + ).to(device) + + optimizer_g = torch.optim.AdamW(params=autoencoder.parameters(), lr=args.lr, weight_decay=1e-5, eps=1e-6 if args.amp else 1e-8) + optimizer_d = torch.optim.AdamW(params=discriminator.parameters(), lr=args.lr, weight_decay=1e-5, eps=1e-6 if args.amp else 1e-8) + total_opt_steps = (args.max_train_steps - args.pretrained_steps + args.gradient_accumulation_steps - 1) // args.gradient_accumulation_steps ### check pretrained_steps when s2 + scheduler_g = lr_scheduler.CosineAnnealingLR(optimizer_g, T_max=total_opt_steps) + scheduler_d = lr_scheduler.CosineAnnealingLR(optimizer_d, T_max=total_opt_steps) + scaler_g, scaler_d = (GradScaler(), GradScaler()) if args.amp else (None, None) + + start_step, best_val_loss, start_epoch = 0, float("inf"), 0 + if args.resume: + output_dir_for_resume = os.path.join(args.output_dir, args.run_name) + start_step, best_val_loss, start_epoch = resume_from_latest( + autoencoder, discriminator, optimizer_g, optimizer_d, + scheduler_g, scheduler_d, scaler_g, scaler_d, output_dir_for_resume, device) + dist.barrier(device_ids=[local_rank]) + + # OPTIMIZATION: torch.compile๋กœ ๋ชจ๋ธ ์ปดํŒŒ์ผํ•˜์—ฌ ์—ฐ์‚ฐ ๊ฐ€์†ํ™” (PyTorch 2.0+ ํ•„์ˆ˜) + if rank == 0: print("Compiling models with torch.compile()...") + autoencoder = torch.compile(autoencoder) + discriminator = torch.compile(discriminator) + dist.barrier(device_ids=[local_rank]) + autoencoder = DDP(autoencoder, device_ids=[local_rank], find_unused_parameters=False) + discriminator = DDP(discriminator, device_ids=[local_rank], find_unused_parameters=False) + + sync_vec = torch.tensor([start_step, float(best_val_loss)], device=device, dtype=torch.float32) + dist.broadcast(sync_vec, src=0) + start_step, best_val_loss = int(sync_vec[0].item()), float(sync_vec[1].item()) + + # Training config + if args.recon_loss == "l2": + intensity_loss = MSELoss() + else: + intensity_loss = L1Loss(reduction="mean") + adv_loss = PatchAdversarialLoss(criterion="least_squares") + loss_perceptual = PerceptualLoss(spatial_dims=3, network_type="squeeze", is_fake_3d=True, fake_3d_ratio=0.2).eval().to(device) + + if rank == 0: + print("### start_epoch:", start_epoch) + param_counts = count_parameters(autoencoder.module) + print(f"### autoencoder's Trainable parameters: {param_counts['trainable']:,}") + param_counts = count_parameters(discriminator.module) + print(f"### discriminator's Trainable parameters: {param_counts['trainable']:,}") + + def infinite_loader(loader, sampler, start_epoch=0): + epoch = start_epoch + while True: + sampler.set_epoch(epoch) # DDP CHANGE: ๋งค epoch๋งˆ๋‹ค ์ƒ˜ํ”Œ๋Ÿฌ ์‹œ๋“œ ๋ณ€๊ฒฝ + for batch in loader: + yield batch + epoch += 1 + + train_iter = infinite_loader(dataloader_train, train_sampler, start_epoch) + progress_bar = trange(start_step, args.max_train_steps + 1, + desc=f"Training on Rank {rank}", + initial=start_step, total=args.max_train_steps + 1, + disable=(rank != 0)) + + for step in progress_bar: + autoencoder.train() + discriminator.train() + batch = next(train_iter) + # OPTIMIZATION: non_blocking=True๋กœ ๋ฐ์ดํ„ฐ ์ „์†ก๊ณผ ์—ฐ์‚ฐ ์˜ค๋ฒ„๋žฉ ์‹œ๋„ + images = batch["image"].to(device, non_blocking=True).contiguous() + + with autocast(device_type="cuda", dtype=torch.float16, enabled=args.amp): + reconstruction, z_mu, z_sigma = autoencoder(images) + + z_mu_f = z_mu.float() + z_sigma_f = torch.clamp(z_sigma.float(), min=1e-8) + logvar = 2.0 * torch.log(z_sigma_f) # ฯƒ -> log ฯƒยฒ + logvar = torch.clamp(logvar, min=-30.0, max=10.0) # ์ƒํ•œ 10 ์ •๋„๋กœ ๋‚ฎ์ถ”๋Š” ๊ฒŒ ์•ˆ์ „ + kl = 0.5 * (torch.exp(logvar) + z_mu_f**2 - 1.0 - logvar) + kl_loss = kl.mean() + + with autocast(device_type="cuda", dtype=torch.float16, enabled=args.amp): + losses = { + "recons_loss": intensity_loss(reconstruction, images), # voxel ์ง์ ‘ ๋น„๊ต + "kl_loss": kl_loss, # ์••์ถ•๋œ ๋ฐ์ดํ„ฐ๊ฐ€ ์ •๊ทœ๋ถ„ํฌ๋ฅผ ๋”ฐ๋ฅด๋„๋ก ๊ฐ•์ œ (latent ๋‹ค๋“ฌ๋Š” ์—ญํ•  -> loss ์ ์ ˆํ•˜๊ฒŒ ์œ ์ง€๋˜์–ด์•ผ ํ•จ) + "p_loss": loss_perceptual(reconstruction.float(), images.float()), # ์‹œ๊ฐ์  ์ฐจ์ด๋ฅผ ๋ฐ˜์˜ + } + # Gen์ด Disc. ์–ผ๋งˆ๋‚˜ ์ž˜ ์†์ด๋Š”๊ฐ€? + # loss ๋‚ฎ์„์ˆ˜๋ก ์ข‹์ง€๋งŒ Gen์ด ๋„ˆ๋ฌด ์ž˜ํ•ด์„œ 0์ด๋ฉด Disc.๊ฐ€ ์ œ ์—ญํ•  ๋ชปํ•œ๋‹ค๋Š” ๋œป + logits_fake = discriminator(reconstruction.contiguous().float())[-1] + generator_loss = adv_loss(logits_fake, target_is_real=True, for_discriminator=False) + loss_g = losses["recons_loss"] + args.kl_weight * losses["kl_loss"] + \ + args.perceptual_weight * losses["p_loss"] + args.adv_weight * generator_loss + loss_g = loss_g / args.gradient_accumulation_steps + + if args.amp: + scaler_g.scale(loss_g).backward() + else: + loss_g.backward() + + with autocast(device_type="cuda", dtype=torch.float16, enabled=args.amp): + # ๊ฐ€์งœ ์ด๋ฏธ์ง€ ๋ณด์—ฌ์คฌ์„ ๋•Œ ๊ฐ€์งœ๋ผ๊ณ  ์–ผ๋งˆ๋‚˜ ์ž˜ ๋งžํ˜”๋Š”๊ฐ€? + # loss ๋‚ฎ์„์ˆ˜๋ก ์ข‹์ง€๋งŒ Disc.๊ฐ€ ๋„ˆ๋ฌด ์ž˜ํ•ด์„œ 0์ด๋ฉด Gen์ด ๋ฐฐ์šธ ๊ฒŒ ์—†์–ด์ง + logits_fake = discriminator(reconstruction.contiguous().detach())[-1] + loss_d_fake = adv_loss(logits_fake, target_is_real=False, for_discriminator=True) + # ์ง„์งœ ์ด๋ฏธ์ง€ ๋ณด์—ฌ์คฌ์„ ๋•Œ ์ง„์งœ๋ผ๊ณ  ์–ผ๋งˆ๋‚˜ ์ž˜ ๋งžํ˜”๋Š”๊ฐ€? + # loss ๋‚ฎ์„์ˆ˜๋ก ์ข‹์ง€๋งŒ Disc.๊ฐ€ ๋„ˆ๋ฌด ์ž˜ํ•ด์„œ 0์ด๋ฉด Gen์ด ๋ฐฐ์šธ ๊ฒŒ ์—†์–ด์ง + logits_real = discriminator(images.contiguous().detach())[-1] + loss_d_real = adv_loss(logits_real, target_is_real=True, for_discriminator=True) + loss_d = (loss_d_fake + loss_d_real) * 0.5 + loss_d = loss_d / args.gradient_accumulation_steps + + if args.amp: + scaler_d.scale(loss_d).backward() + else: + loss_d.backward() + + if (step + 1) % args.gradient_accumulation_steps == 0: + # Generator ์—…๋ฐ์ดํŠธ + if args.amp: + scaler_g.unscale_(optimizer_g) + clip_grad_norm_(autoencoder.parameters(), 1.0) + scaler_g.step(optimizer_g) + scaler_g.update() + else: + clip_grad_norm_(autoencoder.parameters(), 1.0) + optimizer_g.step() + scheduler_g.step() + optimizer_g.zero_grad(set_to_none=True) + + # Discriminator ์—…๋ฐ์ดํŠธ + if args.amp: + scaler_d.unscale_(optimizer_d) + clip_grad_norm_(discriminator.parameters(), 1.0) + scaler_d.step(optimizer_d) + scaler_d.update() + else: + clip_grad_norm_(discriminator.parameters(), 1.0) + optimizer_d.step() + scheduler_d.step() + optimizer_d.zero_grad(set_to_none=True) + + # DDP CHANGE: ๋ชจ๋“  GPU์˜ loss๋ฅผ ํ‰๊ท ๋‚ด์–ด ๋กœ๊ทธ ๊ธฐ๋ก + lg = reduce_mean_scalar(loss_g) * args.gradient_accumulation_steps + ld = reduce_mean_scalar(loss_d) * args.gradient_accumulation_steps + avg_recons_loss = reduce_mean_scalar(losses["recons_loss"]) * args.gradient_accumulation_steps + avg_kl_loss = reduce_mean_scalar(losses["kl_loss"]) * args.gradient_accumulation_steps + avg_p_loss = reduce_mean_scalar(losses["p_loss"]) * args.gradient_accumulation_steps + avg_gen_loss = reduce_mean_scalar(generator_loss) * args.gradient_accumulation_steps + avg_dfake_loss = reduce_mean_scalar(loss_d_fake) * args.gradient_accumulation_steps + avg_dreal_loss = reduce_mean_scalar(loss_d_real) * args.gradient_accumulation_steps + + if rank == 0: + progress_bar.set_postfix({'Total_g_loss': f"{lg:.4f}", 'Total_d_loss': f"{ld:.4f}"}) + if args.report_to and step % 100 == 0: # ๋กœ๊ทธ ๊ธฐ๋ก ๋นˆ๋„ ์กฐ์ ˆ + log_data = { + "train/learning_rate": scheduler_g.get_last_lr()[0], + "train/loss_g_total": lg, + "train/loss_d_total": ld, + "train/generator/recons_loss": avg_recons_loss, + "train/generator/kl_loss": avg_kl_loss, + "train/generator/p_loss": avg_p_loss, + "train/discriminator/adv_g_loss": avg_gen_loss, + "train/discriminator/d_fake_loss": avg_dfake_loss, + "train/discriminator/d_real_loss": avg_dreal_loss, + } + wandb.log(log_data, step=step) + + did_validate = False + if (step % args.validation_steps == 0 or step == args.max_train_steps) and step > start_step: + did_validate = True + autoencoder.eval() + val_epoch_losses = {"recons_loss": 0, "kl_loss": 0, "p_loss": 0} + num_val_batches_local = 0 + val_inferer = SlidingWindowInferer( + roi_size=args.val_sliding_window_patch_size, + sw_batch_size=1, + overlap=0.5, + device=device, #torch.device("cpu"), + sw_device=device + ) + with torch.no_grad(): + for val_batch in dataloader_val: + val_images = val_batch["image"].to(device) + # DDP CHANGE: .module์„ ํ†ตํ•ด ์›๋ณธ ๋ชจ๋ธ๋กœ ์ถ”๋ก  + with autocast(device_type="cuda", dtype=torch.float16, enabled=args.amp): + reconstruction, z_mu_val, z_sigma_val = dynamic_infer(val_inferer, autoencoder.module, val_images) + + z_mu_val_f = z_mu_val.float() + z_sigma_val_f = torch.clamp(z_sigma_val.float(), min=1e-8) + logvar_val = 2.0 * torch.log(z_sigma_val_f) # ฯƒ -> log ฯƒยฒ + logvar_val = torch.clamp(logvar_val, min=-30.0, max=10.0) # ์ƒํ•œ 10 ์ •๋„๋กœ ๋‚ฎ์ถ”๋Š” ๊ฒŒ ์•ˆ์ „ + kl_val = 0.5 * (torch.exp(logvar_val) + z_mu_val_f**2 - 1.0 - logvar_val) + kl_loss_val = kl_val.mean().item() + + reconstruction = reconstruction.to(device) + val_images = val_images.to(device) + val_epoch_losses["recons_loss"] += intensity_loss(reconstruction, val_images).item() + val_epoch_losses["kl_loss"] += kl_loss_val + val_epoch_losses["p_loss"] += loss_perceptual(reconstruction.float(), val_images.float()).item() + num_val_batches_local += 1 + + val_metrics = torch.tensor( + [val_epoch_losses["recons_loss"], val_epoch_losses["kl_loss"], val_epoch_losses["p_loss"], num_val_batches_local], + device=device + ) + dist.all_reduce(val_metrics, op=dist.ReduceOp.SUM) + + total_batches = val_metrics[3].item() + avg_recon_loss = val_metrics[0].item() / total_batches if total_batches > 0 else 0 + avg_kl_loss = val_metrics[1].item() / total_batches if total_batches > 0 else 0 + avg_p_loss = val_metrics[2].item() / total_batches if total_batches > 0 else 0 + final_val_losses = {"recons_loss": avg_recon_loss, "kl_loss": avg_kl_loss, "p_loss": avg_p_loss} + val_loss_g = final_val_losses["recons_loss"] + \ + args.kl_weight * final_val_losses["kl_loss"] + \ + args.perceptual_weight * final_val_losses["p_loss"] + + if rank == 0: + print(f"\nStep {step} Total Val Loss (Avg across all ranks): {val_loss_g:.4f}, Details: {final_val_losses}") + if args.report_to: + log_data = { + "valid/total_loss": val_loss_g, + "valid/recon_loss": final_val_losses["recons_loss"], + "valid/kl_loss": final_val_losses["kl_loss"], + "valid/p_loss": final_val_losses["p_loss"], + } + if num_val_batches_local > 0: # scale_factor์™€ ์ด๋ฏธ์ง€๋Š” ๋งˆ์ง€๋ง‰ ๋ฐฐ์น˜์˜ ๊ฒฐ๊ณผ๋งŒ ์ฐธ๊ณ ์šฉ์œผ๋กœ ๋กœ๊น… + std = z_mu_val.detach().float().flatten().std().clamp(min=1e-8) + log_data["valid/scale_factor"] = (1.0 / std).item() + center_loc = find_label_center_loc(val_images[0, 0, ...]) + log_data["valid/original_image"] = prepare_image_for_logging(val_images[0], center_loc) + log_data["valid/reconstructed_image"] = prepare_image_for_logging(reconstruction[0], center_loc) + wandb.log(log_data, step=step) + + if val_loss_g < best_val_loss: + torch.cuda.synchronize(device) + autoencoder_state_dict = autoencoder.module._orig_mod.state_dict() + discriminator_state_dict = discriminator.module._orig_mod.state_dict() + current_epoch = step // steps_per_epoch + best_val_loss = float(val_loss_g) + state = { + "autoencoder": autoencoder_state_dict, + "discriminator": discriminator_state_dict, + "optimizer_g": optimizer_g.state_dict(), + "optimizer_d": optimizer_d.state_dict(), + "scheduler_g": scheduler_g.state_dict(), + "scheduler_d": scheduler_d.state_dict(), + "step": step, + "best_val_loss": best_val_loss, + "epoch": current_epoch + } + if args.amp: + state["scaler_g"] = scaler_g.state_dict() + state["scaler_d"] = scaler_d.state_dict() + best_dir = os.path.join(output_dir, "best-checkpoint") + os.makedirs(best_dir, exist_ok=True) + atomic_save(state, os.path.join(best_dir, "model.pt")) + print(f"[best] updated at step {step}: {best_val_loss:.6f}", flush=True) + else: + print(f"[not best] not updated at step {step}: {val_loss_g:.6f}", flush=True) + + _best = torch.tensor([best_val_loss], device=device, dtype=torch.float32) + dist.broadcast(_best, src=0) + best_val_loss = float(_best.item()) + + # --- ์ฒดํฌํฌ์ธํŠธ ์ €์žฅ ๋ฐ Validation --- + is_time_to_save = (step % args.checkpointing_steps == 0 and step > start_step) + if (is_time_to_save or SHUTDOWN_REQUESTED) and rank == 0: + torch.cuda.synchronize(device) + autoencoder_state_dict = autoencoder.module._orig_mod.state_dict() + discriminator_state_dict = discriminator.module._orig_mod.state_dict() + current_epoch = step // steps_per_epoch + state = { + "autoencoder": autoencoder_state_dict, + "discriminator": discriminator_state_dict, + "optimizer_g": optimizer_g.state_dict(), + "optimizer_d": optimizer_d.state_dict(), + "scheduler_g": scheduler_g.state_dict(), + "scheduler_d": scheduler_d.state_dict(), + "step": step, + "best_val_loss": float(best_val_loss), + "epoch": current_epoch + } + if args.amp: + state["scaler_g"] = scaler_g.state_dict() + state["scaler_d"] = scaler_d.state_dict() + ckpt_dir = os.path.join(output_dir, f"checkpoint-{step}") + os.makedirs(ckpt_dir, exist_ok=True) + atomic_save(state, os.path.join(ckpt_dir, "model.pt")) + print(f"\nSaved checkpoint to {ckpt_dir}", flush=True) + + shutdown_tensor = torch.tensor([1 if (rank == 0 and SHUTDOWN_REQUESTED) else 0], device=device) + dist.broadcast(shutdown_tensor, src=0) + if shutdown_tensor.item() == 1: + if rank == 0: + print("Shutdown signal received and synced across all ranks. Exiting training loop gracefully.") + break + if did_validate: + dist.barrier(device_ids=[local_rank]) + + if SHUTDOWN_REQUESTED: + print("Graceful shutdown initiated, exiting with code 1 to trigger requeue.") + sys.exit(1) + + dist.barrier(device_ids=[local_rank]) # DDP CHANGE: ๋ชจ๋“  ํ”„๋กœ์„ธ์Šค๊ฐ€ ๋๋‚  ๋•Œ๊นŒ์ง€ ๋Œ€๊ธฐ ํ›„ ์ •๋ฆฌ + cleanup_ddp() + +if __name__ == '__main__': + main() \ No newline at end of file diff --git a/Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.sh b/Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.sh new file mode 100644 index 0000000..cf70fbc --- /dev/null +++ b/Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.sh @@ -0,0 +1,59 @@ +#!/bin/bash + +#SBATCH --job-name=maisi_vae_s1_brats +#SBATCH --nodes=2 +#SBATCH --gpus-per-node=4 +#SBATCH --ntasks-per-node=1 +#SBATCH --cpus-per-task=32 +#SBATCH --partition=P2 +#SBATCH --exclude=b31 +#SBATCH --time=0-12:00:00 +#SBATCH --mem=200GB +#SBATCH --signal=B:SIGUSR1@180 +#SBATCH -o /shared/s1/lab06/wonyoung/maisi/logs_ex/%x-%j.txt +#SBATCH --open-mode=append + +source /home/s1/wonyoungjang/.bashrc +source /home/s1/wonyoungjang/anaconda3/bin/activate +conda activate wdm + +# --- ํ™˜๊ฒฝ ๋ณ€์ˆ˜ ์„ค์ • (๊ธฐ์กด๊ณผ ๋™์ผ) --- +export MASTER_ADDR=$(scontrol show hostnames "$SLURM_JOB_NODELIST" | head -n1) +export MASTER_PORT=$((10000 + RANDOM % 50000)) +export OMP_NUM_THREADS=1 + +echo "BraTS - Starting MAISI VAE MULTI-NODE DDP training on 2 nodes (8 GPUs)..." +echo "MASTER_ADDR: $MASTER_ADDR, MASTER_PORT: $MASTER_PORT" + +max_restarts=1000 +scontext=$(scontrol show job ${SLURM_JOB_ID}) +restarts=$(echo ${scontext} | grep -o 'Restarts=[0-9]*****' | cut -d= -f2) + +function resubmit() +{ + if [[ $restarts -lt $max_restarts ]]; then + scontrol requeue ${SLURM_JOB_ID} + exit 0 + else + echo "Your job is over the Maximum restarts limit" + exit 1 + fi +} + +trap 'resubmit' SIGUSR1 + +srun --cpu-bind=none,v --accel-bind=gn torchrun \ + --nproc_per_node=4 \ + --nnodes=$SLURM_NNODES \ + --node_rank=$SLURM_NODEID \ + --rdzv_id=$SLURM_JOB_ID \ + --rdzv_backend=c10d \ + --rdzv_endpoint=$MASTER_ADDR:$MASTER_PORT \ + maisi_train_VAE_brats.py \ + --model_config_path configs/config_maisi3d-rflow_brats.json \ + --train_config_path configs/config_maisi_vae_train_brats_stage1.json \ + --run_name ${SLURM_JOB_NAME} \ + --cpus_per_task ${SLURM_CPUS_PER_TASK} \ + --resume & +wait +exit 0 \ No newline at end of file From 7c427c076c8999fa1ce4c46c44c1d3665fc8dfbd Mon Sep 17 00:00:00 2001 From: Wonyoung Jang <43818471+Stomper10@users.noreply.github.com> Date: Fri, 28 Nov 2025 18:56:46 +0900 Subject: [PATCH 29/34] Rename config_maisi_vae_train_brats_stage2 to config_maisi_vae_train_brats_stage2.json --- ...rain_brats_stage2 => config_maisi_vae_train_brats_stage2.json} | 0 1 file changed, 0 insertions(+), 0 deletions(-) rename Session7_Medical_Image_Data_Analysis/configs/{config_maisi_vae_train_brats_stage2 => config_maisi_vae_train_brats_stage2.json} (100%) diff --git a/Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage2 b/Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage2.json similarity index 100% rename from Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage2 rename to Session7_Medical_Image_Data_Analysis/configs/config_maisi_vae_train_brats_stage2.json From 713556516a50cc47c285095e178732cc0fcd9aee Mon Sep 17 00:00:00 2001 From: Wonyoung Jang <43818471+Stomper10@users.noreply.github.com> Date: Mon, 1 Dec 2025 11:35:16 +0900 Subject: [PATCH 30/34] Update maisi_train_VAE_brats.py --- .../maisi_train_VAE_brats.py | 10 ++++++---- 1 file changed, 6 insertions(+), 4 deletions(-) diff --git a/Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.py b/Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.py index fbbf3ec..1911250 100644 --- a/Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.py +++ b/Session7_Medical_Image_Data_Analysis/maisi_train_VAE_brats.py @@ -258,7 +258,9 @@ def add_assigned_class_to_datalist(datalist, classname): # ๋ฐ์ดํ„ฐ์— 'class' for i, t in enumerate(val_transform.transform_dict["mri"].transforms): print(f"[{i}] {t}") + # https://github.com/Project-MONAI/MONAI/blob/e267705385d00ef0071cf51b087345d720af9102/monai/networks/nets/autoencoderkl.py#L472 autoencoder = define_instance(args, "autoencoder_def").to(device) + # https://github.com/Project-MONAI/MONAI/blob/e267705385d00ef0071cf51b087345d720af9102/monai/networks/nets/patchgan_discriminator.py#L116 discriminator = PatchDiscriminator( spatial_dims=args.spatial_dims, num_layers_d=3, @@ -306,9 +308,9 @@ def add_assigned_class_to_datalist(datalist, classname): # ๋ฐ์ดํ„ฐ์— 'class' if rank == 0: print("### start_epoch:", start_epoch) param_counts = count_parameters(autoencoder.module) - print(f"### autoencoder's Trainable parameters: {param_counts['trainable']:,}") + print(f"### autoencoder's Trainable parameters: {param_counts['trainable']:,}") # 20,944,897 param_counts = count_parameters(discriminator.module) - print(f"### discriminator's Trainable parameters: {param_counts['trainable']:,}") + print(f"### discriminator's Trainable parameters: {param_counts['trainable']:,}") # 2,770,977 def infinite_loader(loader, sampler, start_epoch=0): epoch = start_epoch @@ -344,7 +346,7 @@ def infinite_loader(loader, sampler, start_epoch=0): with autocast(device_type="cuda", dtype=torch.float16, enabled=args.amp): losses = { "recons_loss": intensity_loss(reconstruction, images), # voxel ์ง์ ‘ ๋น„๊ต - "kl_loss": kl_loss, # ์••์ถ•๋œ ๋ฐ์ดํ„ฐ๊ฐ€ ์ •๊ทœ๋ถ„ํฌ๋ฅผ ๋”ฐ๋ฅด๋„๋ก ๊ฐ•์ œ (latent ๋‹ค๋“ฌ๋Š” ์—ญํ•  -> loss ์ ์ ˆํ•˜๊ฒŒ ์œ ์ง€๋˜์–ด์•ผ ํ•จ) + "kl_loss": kl_loss, # ์••์ถ•๋œ ๋ฐ์ดํ„ฐ๊ฐ€ ์ •๊ทœ๋ถ„ํฌ๋ฅผ ๋”ฐ๋ฅด๋„๋ก ๊ฐ•์ œ (latent ๋‹ค๋“ฌ๋Š” ์—ญํ•  -> loss ์ ์ ˆํ•˜๊ฒŒ ์œ ์ง€๋˜์–ด์•ผ ํ•จ; ๋„ˆ๋ฌด ํฌ๋ฉด ์ƒ์„ฑ fail, ๋„ˆ๋ฌด ์ž‘์œผ๋ฉด ์ƒ์„ฑ ๋‹ค ๋˜‘๊ฐ™์•„์ง) "p_loss": loss_perceptual(reconstruction.float(), images.float()), # ์‹œ๊ฐ์  ์ฐจ์ด๋ฅผ ๋ฐ˜์˜ } # Gen์ด Disc. ์–ผ๋งˆ๋‚˜ ์ž˜ ์†์ด๋Š”๊ฐ€? @@ -568,4 +570,4 @@ def infinite_loader(loader, sampler, start_epoch=0): cleanup_ddp() if __name__ == '__main__': - main() \ No newline at end of file + main() From 721f428d3078a497044ae71968b1a74601fc6362 Mon Sep 17 00:00:00 2001 From: Wonyoung Jang <43818471+Stomper10@users.noreply.github.com> Date: Mon, 1 Dec 2025 11:42:36 +0900 Subject: [PATCH 31/34] Update maisi_train_UNET_brats.py --- .../maisi_train_UNET_brats.py | 8 +++++--- 1 file changed, 5 insertions(+), 3 deletions(-) diff --git a/Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.py b/Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.py index f0079ab..bddaf9b 100644 --- a/Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.py +++ b/Session7_Medical_Image_Data_Analysis/maisi_train_UNET_brats.py @@ -195,8 +195,10 @@ def main(): if args.report_to: wandb.init(project="MAISI_UNET_BraTS", config=args, name=args.run_name) Path(args.model_dir).mkdir(parents=True, exist_ok=True) - + + # https://github.com/Project-MONAI/MONAI/blob/e267705385d00ef0071cf51b087345d720af9102/monai/apps/generation/maisi/networks/diffusion_model_unet_maisi.py#L53 unet = define_instance(args, "diffusion_unet_def").to(device) + # https://github.com/Project-MONAI/MONAI/blob/e267705385d00ef0071cf51b087345d720af9102/monai/networks/schedulers/rectified_flow.py#L80 noise_scheduler = define_instance(args, "noise_scheduler") include_body_region = unet.include_top_region_index_input include_modality = unet.num_class_embeds is not None @@ -301,7 +303,7 @@ def main(): if rank == 0: logger.info(f"### start_epoch: {start_epoch}") param_counts = count_parameters(unet) - logger.info(f"### UNET's Trainable parameters: {param_counts['trainable']:,}") + logger.info(f"### UNET's Trainable parameters: {param_counts['trainable']:,}") # 182,369,412 def infinite_loader(loader, sampler, start_epoch=0): epoch = start_epoch @@ -511,4 +513,4 @@ def infinite_loader(loader, sampler, start_epoch=0): cleanup_ddp() if __name__ == '__main__': - main() \ No newline at end of file + main() From 1a9efa62666afe465a26c13082ebd51d99869851 Mon Sep 17 00:00:00 2001 From: Wonyoung Jang <43818471+Stomper10@users.noreply.github.com> Date: Mon, 1 Dec 2025 20:07:03 +0900 Subject: [PATCH 32/34] Update README.md --- README.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/README.md b/README.md index f377089..faad0f6 100644 --- a/README.md +++ b/README.md @@ -21,7 +21,7 @@ Processes and codes for various practice sessions will be shared here. Please no **Date:** October 28, 2025 **TA:** Bo-Eun Ahn ([email](mailto:ahnbo@snu.ac.kr)) -### [Session 5 - Prediction using EHR (RNN)] +### [Session 5 - Prediction using EHR (RNN)] (HW) **Date:** November 18, 2025 **TA:** Junhyeong Lee ([email](mailto:lrainsoul@snu.ac.kr)) @@ -29,7 +29,7 @@ Processes and codes for various practice sessions will be shared here. Please no **Date:** November 25, 2025 **TA:** Soungmun Kim ([email](mailto:soungmun@snu.ac.kr)) -### [Session 7 - Medical Image Data Analysis (CNN)] (HW) +### [Session 7 - Medical Image Data Analysis (CNN)](Session7_Medical_Image_Data_Analysis.md) **Date:** December 2, 2025 **TA:** Wonyoung Jang ([email](mailto:jwy4888@snu.ac.kr)) From 7c540b3979474fd9cbc33ceaf8b0f5bf0b4a1b5c Mon Sep 17 00:00:00 2001 From: Wonyoung Jang <43818471+Stomper10@users.noreply.github.com> Date: Mon, 1 Dec 2025 20:07:32 +0900 Subject: [PATCH 33/34] Update README.md --- README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/README.md b/README.md index faad0f6..57fd08b 100644 --- a/README.md +++ b/README.md @@ -29,7 +29,7 @@ Processes and codes for various practice sessions will be shared here. Please no **Date:** November 25, 2025 **TA:** Soungmun Kim ([email](mailto:soungmun@snu.ac.kr)) -### [Session 7 - Medical Image Data Analysis (CNN)](Session7_Medical_Image_Data_Analysis.md) +### [Session 7 - Medical Image Data Analysis (CNN)] **Date:** December 2, 2025 **TA:** Wonyoung Jang ([email](mailto:jwy4888@snu.ac.kr)) From 2bae29dda8b0c29911f1fa6c5b194155089e2fac Mon Sep 17 00:00:00 2001 From: Wonyoung Jang <43818471+Stomper10@users.noreply.github.com> Date: Mon, 1 Dec 2025 20:10:57 +0900 Subject: [PATCH 34/34] Add files via upload --- ...MRI Generation via Flow Matching Model.pdf | Bin 0 -> 1323546 bytes 1 file changed, 0 insertions(+), 0 deletions(-) create mode 100644 Session7_Medical_Image_Data_Analysis/[Session7] 3D MRI Generation via Flow Matching Model.pdf diff --git a/Session7_Medical_Image_Data_Analysis/[Session7] 3D MRI Generation via Flow Matching Model.pdf b/Session7_Medical_Image_Data_Analysis/[Session7] 3D MRI Generation via Flow Matching Model.pdf new file mode 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