diff --git a/02-microarray/clustering_microarray_01_heatmap.Rmd b/02-microarray/clustering_microarray_01_heatmap.Rmd
index 57ebb68e..7ea1a126 100644
--- a/02-microarray/clustering_microarray_01_heatmap.Rmd
+++ b/02-microarray/clustering_microarray_01_heatmap.Rmd
@@ -112,7 +112,7 @@ Your new analysis folder should contain:
- A folder for `plots` (currently empty)
- A folder for `results` (currently empty)
-Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
diff --git a/02-microarray/clustering_microarray_01_heatmap.html b/02-microarray/clustering_microarray_01_heatmap.html
index 83f3ca2a..761f0518 100644
--- a/02-microarray/clustering_microarray_01_heatmap.html
+++ b/02-microarray/clustering_microarray_01_heatmap.html
@@ -1753,7 +1753,7 @@
results
(currently empty)Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
In order for our example here to run without a hitch, we need these files to be in these locations so we’ve constructed a test to check before we get started with the analysis. Run this chunk to double check that your files are in the right place.
# Define the file path to the data directory
@@ -2025,16 +2025,16 @@ 6 Print session info
## loaded via a namespace (and not attached):
## [1] Rcpp_1.0.5 pillar_1.4.6 compiler_4.0.2 RColorBrewer_1.1-2
## [5] R.methodsS3_1.8.1 R.utils_2.10.1 tools_4.0.2 digest_0.6.25
-## [9] gtable_0.3.0 evaluate_0.14 lifecycle_0.2.0 tibble_3.0.3
+## [9] evaluate_0.14 lifecycle_0.2.0 tibble_3.0.3 gtable_0.3.0
## [13] R.cache_0.14.0 pkgconfig_2.0.3 rlang_0.4.7 cli_2.0.2
## [17] rstudioapi_0.11 yaml_2.2.1 xfun_0.17 dplyr_1.0.2
## [21] styler_1.3.2 stringr_1.4.0 knitr_1.30 generics_0.0.2
## [25] vctrs_0.3.4 hms_0.5.3 tidyselect_1.1.0 grid_4.0.2
## [29] getopt_1.20.3 glue_1.4.2 R6_2.4.1 fansi_0.4.1
## [33] rmarkdown_2.3 farver_2.0.3 purrr_0.3.4 readr_1.3.1
-## [37] rematch2_2.1.2 scales_1.1.1 backports_1.1.10 ellipsis_0.3.1
-## [41] htmltools_0.5.0 assertthat_0.2.1 colorspace_1.4-1 utf8_1.1.4
-## [45] stringi_1.5.3 munsell_0.5.0 crayon_1.3.4 R.oo_1.24.0
+## [37] scales_1.1.1 backports_1.1.10 ellipsis_0.3.1 htmltools_0.5.0
+## [41] assertthat_0.2.1 colorspace_1.4-1 utf8_1.1.4 stringi_1.5.3
+## [45] munsell_0.5.0 crayon_1.3.4 R.oo_1.24.0
Gu Z., R. Eils, and M. Schlesner, 2016 Complex heatmaps reveal patterns and correlations in multidimensional genomic data. Bioinformatics.
diff --git a/02-microarray/differential-expression_microarray_01_2-groups.Rmd b/02-microarray/differential-expression_microarray_01_2-groups.Rmd index ab752683..ae96b7e3 100644 --- a/02-microarray/differential-expression_microarray_01_2-groups.Rmd +++ b/02-microarray/differential-expression_microarray_01_2-groups.Rmd @@ -11,30 +11,30 @@ output: # Purpose of this analysis -This notebook takes data and metadata from refine.bio and identifies differentially expressed genes. +This notebook takes data and metadata from refine.bio and identifies differentially expressed genes. ⬇️ [**Jump to the analysis code**](#analysis) ⬇️ # How to run this example For general information about our tutorials and the basic software packages you will need, please see our ['Getting Started' section](https://alexslemonade.github.io/refinebio-examples/01-getting-started/getting-started.html#how-this-tutorial-is-structured). -We recommend taking a look at our [Resources for Learning R](https://alexslemonade.github.io/refinebio-examples/01-getting-started/getting-started.html#resources-for-learning-r) if you have not written code in R before. +We recommend taking a look at our [Resources for Learning R](https://alexslemonade.github.io/refinebio-examples/01-getting-started/getting-started.html#resources-for-learning-r) if you have not written code in R before. ## Obtain the `.Rmd` file To run this example yourself, [download the `.Rmd` for this analysis by clicking this link](https://alexslemonade.github.io/refinebio-examples/02-microarray/differential-expression_microarray_01_2-groups.Rmd). You can open this `.Rmd` file in RStudio and follow the rest of these steps from there. (See our [section about getting started with R notebooks](https://alexslemonade.github.io/refinebio-examples/01-getting-started/getting-started.html#how-to-get-and-use-rmds) if you are unfamiliar with `.Rmd` files.) -Clicking this link will most likely send this to your downloads folder on your computer. +Clicking this link will most likely send this to your downloads folder on your computer. Move this `.Rmd` file to where you would like this example and its files to be stored. -## Set up your analysis folders +## Set up your analysis folders Good file organization is helpful for keeping your data analysis project on track! -We have set up some code that will automatically set up a folder structure for you. -Run this next chunk to set up your folders! +We have set up some code that will automatically set up a folder structure for you. +Run this next chunk to set up your folders! -If you have trouble running this chunk, see our [introduction to using `.Rmd`s](https://alexslemonade.github.io/refinebio-examples/01-getting-started/getting-started.html#how-to-get-and-use-rmds) for more resources and explanations. +If you have trouble running this chunk, see our [introduction to using `.Rmd`s](https://alexslemonade.github.io/refinebio-examples/01-getting-started/getting-started.html#how-to-get-and-use-rmds) for more resources and explanations. ```{r} # Create the data folder if it doesn't exist @@ -63,7 +63,7 @@ In the same place you put this `.Rmd` file, you should now have three new empty ## Obtain the dataset from refine.bio -For general information about downloading data for these examples, see our ['Getting Started' section](https://alexslemonade.github.io/refinebio-examples/01-getting-started/getting-started.html#how-to-get-the-data). +For general information about downloading data for these examples, see our ['Getting Started' section](https://alexslemonade.github.io/refinebio-examples/01-getting-started/getting-started.html#how-to-get-the-data). Go to this [dataset's page on refine.bio](https://www.refine.bio/experiments/GSE71270/creb-overexpression-induces-leukemia-in-zebrafish-by-blocking-myeloid-differentiation-process). @@ -76,7 +76,7 @@ Fill out the pop up window with your email and our Terms and Conditions:results
(currently empty)Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
In order for our example here to run without a hitch, we need these files to be in these locations so we’ve constructed a test to check before we get started with the analysis. Run this chunk to double check that your files are in the right place.
# Define the file path to the data directory
@@ -1838,7 +1838,7 @@ 4.2 Import and set up data
data_dir, # Replace with path to your data file
"GSE71270.tsv" # Replace with the name of your data file
)) %>%
- # Tuck away the Gene id column as rownames
+ # Tuck away the Gene ID column as rownames
tibble::column_to_rownames("Gene")
## Parsed with column specification:
## cols(
@@ -1942,7 +1942,7 @@ 4.5 Check results by plotting one
ggplot(top_gene_df, aes(x = genotype, y = ENSDARG00000104315, color = genotype)) +
geom_jitter(width = 0.2) + # We'll make this a jitter plot
theme_classic() # This makes some aesthetic changes
-
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16kyZNag457LDDbrzxxqotM2fOHDt2bHl5+V7/EgAAALBXDuoAn5OTs3z58g0bNrRo0aJq+4YNG0II2dnZuxgbi8XuvPPOv/zlL++8887ixYu3b9/evXv3s846a+vWrdOnT9/h2GbNmg0cOLBqS0pKyogRI2rjVwEAAIC9clAH+Ozs7OXLlxcVFVVrLy4uDiHk5OTs9g6nn3766aefXrXljTfe2MOxAAAAcPA4qN+BP/TQQ0MIc+bMqdb+xRdfhBCqLctXs2rVqqVLl27evLla+4wZM0IIxx9/fG0WCgAAAPvYQR3gzzzzzBDC+++/X/Ut9JKSkhkzZsRisd69e+9i7IQJE2644YaxY8dWbVy2bNlnn32Wk5PTvXv3fVQzAAAA7AsHdYBv165d69atCwoKnnjiicqN64YNG7Z58+aTTjqpWbNmlT3ffPPN8ePHL1iwoLLl1FNPjcVi48ePf++990IIFRUV8+bNu/vuuysqKs4777ykpKT9/+sAAABAwg7qd+BDCLfddtuQIUOmTJny3nvvHXHEEYsWLdq6dWubNm2uu+66qt1+//vfl5SUDBw4sE2bNvGWNm3aDBgwYMyYMQ888ECjRo3Ky8vjW9917969X79+B+A3AQAAgL1wsAf4Fi1aDBs2bNSoUZ9++un8+fObNGnSu3fvgQMHNmjQYLdjv//977du3fq1115bsmTJ9u3b27Vr973vfe/MM8+seS4dAAAAHOQO9gAfQmjcuPFNN9206z7jxo3bYfuJJ5544okn7oOiAAAAYL86qN+BBwAAAOIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiQIAHAACACNiHAb6iomLf3RwAAADqlFoO8KWlpb/73e/OOeec5s2bp6Sk5OXl/fSnP124cGHtzgIAAAB1TSIBPjMzMzMz85e//GW19jlz5nTr1u22226bMmXKqlWrtm/fvnTp0t///vfHHXfcyJEjLcgDAABAwpITGLNx48YQQklJSdXGLVu2nH/++f/4xz9CCBkZGZ07d27ZsuXChQtnz569adOmG264ISUl5Wc/+1mtFA0AAAB1Ta09Qv/rX/86nt6vuOKKpUuXvvfeey+99NJHH33097//vWfPniGE2267bcWKFbU1HQAAANQptRbgR40aFULo2bPn6NGjmzRpUtneqlWrP/7xj9nZ2UVFRcOGDaut6QAAAKBOqZ0Av2bNmoKCghDCXXfdVfNqdnb2lVdeGUJ4++23a2U6AAAAqGtqJ8DPnTs3/sOxxx67ww4dO3YMISxdurRWpgMAAIC6pnYCfE5OTvyH1NTUHXbIyMgIToYHAACARNVOgG/dunU8us+cOXOHHebNmxdCaNWqVa1MBwAAAHVN4gF+6dKlX375ZWlpaQihfv361113XQhh3LhxNXuWlZU9++yzIYR27dolPB0AAADUZYkH+Ndee619+/bp6elHH310nz591qxZE0J48sknX3zxxardioqKLrroovgJczfccMNelgsAAAB1U3ICY9q2bbto0aKysrIQQllZ2fz58+fPnx+/VF5e/thjjw0YMCD+n3/84x8vv/zyjRs3hhD69u176qmn1lLZAAAAULckEuDnzZtXVla2aNGi+f/X0qVLt2/fXrXnwoUL4+n98ssvf+aZZ2qnZAAAAKh7EgnwIYTk5OS2bdu2bdu2amNJSck//vGP9evXV7Y0bNjwiiuu+PGPf3z66afvVZkAAABQtyUY4Heofv367du3r9pyzTXXXHPNNbU4BQAAANRNtXOMHAAAALBPCfAAAAAQAQI8AAAARIAADwAAABEgwAMAAEAEJLIL/Zw5cxKer1OnTgmPBQAAgDorkQB/zDHHJDxfRUVFwmMBAACgzkrkEfpzzz03KSmp1ksBAAAAdiaRFfiJEyeuWLFi4MCBf/7zn0MIrVu3vvXWW2u7MAAAAOB/JRLgQwgtWrSYNGlS27ZtFy1a1KJFi5///Oe1WxYAAABQVeK70CclJV199dW1WAoAAACwM3t1jFyPHj1qqw4AAABgF/YqwLdr16626gAAAAB2IcF34OOaNWtWVlZWW6UAAAAAO7NXAT6E4Dw5AAAA2A/26hF6AAAAYP8Q4AEAACAC9vYR+vXr169YseKoo45q0KBBvGX79u3jxo0bN27cihUrjjzyyOOPP/6CCy5o27btXpcKAAAAdVfiK/CvvfZa27Zts7OzO3XqdMghhzz++OMhhLKysn79+l122WXjxo177733xowZc+uttx533HH/+Z//WVFRUXtlAwAAQN2S4Ar8/fff/6tf/aryP4uKiq6//vpmzZr94x//+NOf/hRCSElJycvLW758+ZYtW7Zs2XLjjTcWFxdXHQIAAADsuURW4BcvXjx06NAQQlZW1nXXXXffffede+65IYQ77rhj+PDhycnJw4YN27Rp0/z58zdu3PjOO+8cffTRIYT77rvvq6++qt3qAQAAoI5IJMA/+OCD27Zty8zMzM/PHzly5B133DFx4sSLL754wYIFK1eu/MlPfnLrrbempKSEEOrVq3f66ae/8847GRkZmzZtGjFiRG3XDwAAAHVCIgF+5syZIYRrr722TZs2lY1XXHFF/Icf/OAH1fofdthhV111VQhh9uzZCZYJAAAAdVsiAX7+/PkhhC5dulRt7Nq1a/yHRo0a1RzSuXPnEMLcuXMTmA4AAABIJMBv3bo1hFC/fv2qjTk5OfEfqrXHNWzYMISwfv36BKYDAAAAEtmF/uijj/74448XLlxYtbF+/fq33357CKFp06Y1h8QX7Vu3bp1QkQAAAFDXJbIC3759+xDCk08+WVJSUtkYi8Xuv//++++/v3nz5tX6l5SUPP/88yGEqu/MAwAAAHsukQB/7bXXxmKxBQsW9O7de9q0aRs3btxF59WrV19++eXz5s0LIQwYMCDBMgEAAKBuSyTAf/e7343vOT9t2rSePXtmZmauXLmyZrf/+q//Ouuss1q3bv3KK6+EEM4444x+/frtZbkAAABQNyUS4EMITz/99NChQ3e4X12lN9988+23396wYUMIoV+/fi+++GJicwEAAACJbGIXQkhJSbn77rt//OMfT58+/bPPPktLS6vZJykpqXPnzl27dr3wwgvPP//8vasTAAAA6rQEA3xcy5YtW7Zs+f3vf3+HV1977bV69RJc4QcAAACq2qsAv2vvvvtuCKFTp065ubn7bhYAAACoC/bhCvlpp5122mmnTZ06dd9NAQAAAHWER9wBAAAgAhJ5hP7LL7/c887Lly+v2r9du3YJzAgAAAB1XCIBvn379nveefDgwVX/s6KiIoEZAQAAoI5L5BH69PT0Wq8DAAAA2IVEVuBnzJhxySWXfPHFFyGEbt26XXHFFbFYrGa3G264IYRw5ZVXnnDCCXtZJQAAANRxiQT4jh07zpgx4/rrrx81atSMGTPatGnz5JNPZmZmVusWD/Dnnntu//79a6FSAAAAqMMS3IU+PT3997///ahRoxo2bPjSSy917dr1008/rd3KAAAAgEp7dYzcwIEDZ8yY0alTp/nz55988smPP/54bZUFAAAAVLW358B36NDho48++ulPf7pt27brr7/+4osvLioqqpXKAAAAgEp7G+BDCOnp6c8+++zzzz/fsGHDV1999YQTTvjoo4/2/rYAAABApVoI8HGXX375xx9/fMwxxyxatKhHjx7Dhw+vrTsDAAAAtRbgQwjt27f/6KOPrrzyytLS0ltuuaUW7wwAAAB1XG0G+BBCWlraM88888ILL2RkZNTunQEAAKAuS+Qc+N360Y9+dOaZZ65cuTKEcOSRR+6LKQAAAKBO2ScBPoRwyCGHHHLIIfvo5gAAAFDX7G2ALywsnDx58ieffDJ37tzVq1dv3LixrKwsMzMzOzu7Q4cOXbp06dOnT5MmTWqlVgAAAKizEg/wS5YsGTJkyJgxY8rKynbYYcqUKSGElJSUAQMG3HPPPUcccUTCcwEAAEAdl2CAnzp16kUXXbR+/frKltTU1Nzc3JycnOTk5C1btqxatWrt2rUhhNLS0tGjR0+YMGH8+PEnn3xy7VQNAAAAdUwiAX7FihX9+vWLp/ezzjrr0ksv7du3b/Pmzat1Ky4unj59+ksvvfTCCy+sXbv2wgsv/Pzzz5s2bVoLVQMAAEAdk8gxcg8//PC6detisdhDDz301ltvXXXVVTXTewghKyvr7LPPHjVq1CuvvJKamrpq1aoRI0bsdcEAAABQFyUS4MePHx9C6N+//80337wn/St7vvHGGwlMBwAAACQS4JctWxZC6N27954POeOMM0IIS5YsSWA6AAAAIJEAn5SUFELYunXrng8pLy+vHAgAAAB8U4kE+FatWoV/nRK3hyZNmhRCOOqooxKYDgAAAEgkwPfv3z+EMHny5FtuuaWiomK3/R977LFHH300hNCvX78EpgMAAAASCfCDBw9u2bJlCGH48OHdunUbOXLk7NmzN2/eXLXPtm3b5syZM2zYsO7duw8aNKi8vDwvL2/QoEG1UzUAAADUMYmcA5+VlTVp0qTzzjtv8eLF+fn5+fn5le1paWmxWGzLli3FxcVVF+fz8vImTpyYlZVVO1UDAABAHZPICnwIoWPHjjNnzrzzzjtzcnIqG4uLi1euXFlQUFBUVFSZ3rOzs++4445Zs2Z17NixFuoFAACAOimRFfi4Ro0a3XvvvUOHDp02bVp+fv7cuXPXrFmzcePGEEJGRkZOTk779u27du3ao0eP5OTEZwEAAADC3gT4uKSkpF69evXq1atWqgEAAAB2KMFH6AEAAID9SYAHAACACBDgAQAAIAIEeAAAAIgAAR4AAAAiIJFd6OfMmZPwfJ06dUp4LAAAANRZiQT4Y445JuH5KioqEh4LAAAAdVYij9Cfe+65SUlJtV4KAAAAsDOJrMBPnDhxxYoVAwcO/POf/xxCaN269a233lrbhQEAAAD/K5EAH0Jo0aLFpEmT2rZtu2jRohYtWvz85z+v3bIAAACAqhLfhT4pKenqq6+uxVIAAACAndmrY+R69OhRW3UAAAAAu7BXAb5du3a1VQcAAACwCwm+Ax/XrFmzsrKy2ioFAAAA2Jm9CvAhBOfJAQAAwH6wV4/QAwAAAPuHAA8AAAARsLeP0BcWFk6ePPmTTz6ZO3fu6tWrN27cWFZWlpmZmZ2d3aFDhy5duvTp06dJkya1UisAAADUWYkH+CVLlgwZMmTMmDE728duypQpIYSUlJQBAwbcc889RxxxRMJzAQBAVPy///f/7r333tzc3NWrVx/oWoBvlQQD/NSpUy+66KL169dXtqSmpubm5ubk5CQnJ2/ZsmXVqlVr164NIZSWlo4ePXrChAnjx48/+eSTa6dqAAAAqGMSCfArVqzo169fPL2fddZZl156ad++fZs3b16tW3Fx8fTp01966aUXXnhh7dq1F1544eeff960adNaqBoAAADqmEQ2sXv44dAcfp4AACAASURBVIfXrVsXi8Ueeuiht95666qrrqqZ3kMIWVlZZ5999qhRo1555ZXU1NRVq1aNGDFirwsGAACAuiiRAD9+/PgQQv/+/W+++eY96V/Z84033khgOgAA6qC33367X79+hx56aIMGDVq3bn3jjTeuWLEihNC0adNYLPbqq69W679x48bf/va33bt3z8nJyczMPO6446699tp58+bVvHNmZmYsFnvzzTdDCO+++26/fv0OO+yw9PT0Tp06XXnllYsXL95hPcuWLbv++uvbt2+fkZGRmZnZoUOHG2644csvv6za59prr43FYvfee28IYc2aNbFYLBaLPfLII++8807855dffnmHNz/xxBNjsVjHjh3j//nss8/GYrFjjz02fp+77rqrQ4cO6enpTZs2Pf3005977rny8vId3mfPPwQgkiq+uYYNG4YQnnjiiT0f8uc//zmEkJGRkcB0B9CYMWPin9LQoUMPdC0AAHVFeXn5DTfcUPMP10MOOeTdd9/Nzc0NIYwbN67qkBkzZhx66KE1h9SrV++BBx6odv+MjIwQwoQJE4YPH16vXr2GDRv26NGjXbt28SGpqanTpk2rNuQPf/jDDk9WSk5Ofuihhyq7XXPNNTX7jBgxoqysLF72pZdeWvP3nT9/frznb37zm3jLM888E0I45phjZs2adfjhh4cQYrFYTk5O5T179OhRWFhY7T7f6EMAoiiRFfikpKQQwtatW/d8SPw7wvhAAADYhWHDhv3nf/5nCOGII4648847x40b98ADD5x00kkFBQVnnHFGYWFhtf4FBQVnnnnm119/HUK45JJL/uu//mvs2LE33XRTw4YNy8vLf/nLXz744IM1Z/nTn/707//+77/+9a8LCwvffffduXPn/s///E9mZua2bdt+9KMfVe35+uuvX3LJJevXr09NTb3mmmtGjRo1evToa6+9NjU1tays7JZbbnn99dfjPeNLXHfddVcIITc3N/4H9+DBg5OSki644IIQwsSJE2v+FR1flo/FYgMGDKjaXlRUdP75569cufKJJ55Yu3btmjVrFi1aFP9qY9q0aZdffvnefwhAxCQQ+o877rgQwjnnnLPnQ2666aYQwgknnJDAdAeQFXgAgP1s/fr1jRs3DiF07dq1oKCgsr20tHTgwIGVf8RWXYG/9tprQwhJSUmvvvpq1Vt9+eWXrVu3DiE0bNjwq6++qmyPr8CHEIYMGVJt9t/+9rfxSwsWLKic9+ijjw4hNG3a9IMPPqja+YMPPoivq7dv376srKyyvVqAj5s4cWL8zuPHj6826THHHBNCOOWUUypb4ivwcX/605+q9R8yZEj80ocffpjwhwBEUSIr8P379w8hTJ48+ZZbbqmoqNht/8cee+zRRx8NIfTr1y+B6QAAqDuGDx8eX2N/6qmnqu6UnJyc/Pjjj1d9jDxu4cKF8bh74403Vvtr8+ijj3766adDCJs2bXrqqaeqDWzcuHHNHZ1OPfXUytvGf3j++efj75APGTLkpJNOqtr5pJNOimf1uXPnVi787MyZZ54Z/2Kicrk+bs6cOZ9//nkI4Yc//GHNUT179uzbt2+1xl/+8pfxo52GDh1aWW1iHwIQLYkE+MGDB7ds2TKEMHz48G7duo0cOXL27NmbN2+u2mfbtm1z5swZNmxY9+7dBw0aVF5enpeXN2jQoNqpGgCAb6n43kmnnnpqly5dql1KT0+/6qqrqjVOnjy5tLQ0hHDLLbfUvNvpp58eX99+//33q1065ZRTsrKyqjVmZ2fHf6hcpvrggw9CCI0bN77yyitr3v/qq6/OzMwMIUyfPn3Xv1dKSko8ir/xxhvbt2+vbB87dmz86qWXXrrD+9dsTEtLiz+M8Ne//jXekvCHAERLIgE+Kytr0qRJRx55ZAghPz//hhtuOO644xo2bNioUaNDDjmkRYsWjRs3TktLO+aYY375y19++OGHIYS8vLyJEyfW/CcSAACqWrBgQQgh/s5mTccff/wO+x922GHxzd5q6ty5cwhh1qxZ1drjD5bvVnwpvn379g0aNKh5NT09vW3btqHKiv0uxJ9jXbt27bvvvlvZGA/w55xzTs2HC0IIlVvrVRN/qn/z5s0rV64Me/EhANGSSIAPIXTs2HHmzJl33nln1X9oiouLV65cWVBQUFRUVPmdZXZ29h133DFr1qzKUzEAAGCHCgsL16xZE0LIy8vbYYf4c6BVxbPr8uXLYzvx4osvhhDWrl1bbWD8KfTdit8/vna1Q/FS9yTAn3322fHX71977bV4S35+fvz+O3x+Puzo941r1apV/IdFixaFvfgQgGhJTnhko0aN7r333qFDh06bNi0/P3/u3Llr1qzZuHFjCCEjIyMnJ6d9+/Zdu3bt0aNHcnLiswAAUHdUvpUZi8V22CElJaVaS3wJerfKy8vLysqq/l26sylqDtx1h/g99+SEpgYNGpx33nkvv/zy66+//sgjj8Risfjye2Zm5vnnn7/DIfEH42vasmVL1Q4JfwhAtOzt/3qTkpJ69erVq1evWqkGAIC67NBDD23YsOGmTZuWLFmyww4121u1ajVjxowuXbrk5+fvi5LatGnz1Vdf7aye8K818PiD9LvVv3//l19++auvvvr4449PPPHE+AFyF110UVpa2g77L168+IgjjqjZXrngH38RYF9/CMBBIsFH6AEAYF+Iv9392Wef7fDqF198Ua0l/pb4F198UXVnuFoUT8hffvllSUlJzatbt26dP39+2OMA/2//9m/xrP7666+///77y5YtCzt/fj6E8Mknn+ywPb5nXlpaWosWLcK+/xCAg8TeBvjCwsKxY8fedttt559//sknn3zsscd26NDhO9/5zjnnnPOLX/zihRdeWL9+fa0UCgBAXXDyySeHEP7yl7/UzPAlJSU1D0KLb1a/devWcePG1bzbpk2bjj/++FatWt1///2J1RM/Om7dunWjRo2qefWZZ54pKioKIXTr1m1P7tawYcOzzz47hPDaa6+99NJLIYTmzZv37t17Z/0feeSRmpl83rx58V/2lFNOib8IsK8/BOAgkfgj9EuWLBkyZMiYMWPKysp22GHKlCkhhJSUlAEDBtxzzz07fPhnTxQWFo4ePfrTTz/dsGFD48aNu3Xrdtlll8VP0dyt8vLyiRMnvvPOO8uXL09NTT3qqKMuvfRS2+kBABy07rjjjueee27r1q0///nPx48fX7llcnl5+a233rp8+fJq/S+44IITTzzx448/HjRo0PHHH1912/aKioqbb745vvX6zl4y360f//jHDzzwwMKFC4cMGXLiiSdWPdzuo48++vWvfx1CaNOmzU9+8pNqA3f2R/LFF1/8xz/+8csvv/zqq69CCD/4wQ+SkpJ2NvuiRYsGDx78yCOPVPZZsWLFgAED4m/mV54Dv68/BOAgkWCAnzp16kUXXVR1dT01NTU3NzcnJyc5OXnLli2rVq2K73JZWlo6evToCRMmjB8/Pv596jdSUFBw9913FxQUhBAaN268evXqiRMnTp8+/Xe/+12zZs12Pba0tPQ//uM/4t/dZmZmbtu27ZNPPvnkk09uuOGG733ve9+0EgAA9oPDDz988ODBDzzwwPTp07t16zZw4MDjjz9+6dKlr7/++l/+8peuXbvOmzdvw4YNlbvZxWKxRx55pEePHqtWrercufPPfvaz73znO02bNl28ePHo0aPjp7jfdNNNnTp1SqyelJSU+++//9JLLy0oKOjRo8fVV1/dvXv3ioqK6dOnP/3009u2bQshPPDAA1V314vvEldYWPjqq6+2b98+Ozs7/qB7XJ8+ferXr19SUrJp06awy+fnQwhpaWkjR4789NNPL7jggpYtW+bn57/44otff/11CKFv377f/e5398+HABwsKr65r7/+Ojs7Oz78rLPOevrppwsKCmp2Kyoqmjx58sCBA+vVqxdCaNas2apVq77pXL/4xS/69u07dOjQ9evXV1RUrFq16uabb+7bt+8999yz27HPPfdc3759r7766gULFpSXl5eXl0+YMOH888/v37//ypUr92T2MWPGxH/NoUOHftPKAQBIzPbt2++4446af7h27959zZo18ZPY3n777apDJk+efOihh9YcEovFrrnmmvLy8qqd43e49957a049d+7c+MDJkydXbX/ppZcaNWpU8/5NmjR55ZVXqt1k/PjxVfuMGDGiWod/+7d/i186+uijd/gJPPPMM/EOkyZN2uGTp6ecckr8z+OEPwQgihJ5B/7hhx9et25dLBZ76KGH3nrrrauuuqp58+Y1u2VlZZ199tmjRo165ZVXUlNTV61aNWLEiG800bx58xYsWJCTk3P77bfH/+Vq2rTpkCFD6tev//HHH8fPCN2ZrVu3TpkyJSUl5Te/+U3r1q3jB2Ced955PXr0KCkpef/9979RJQAA7Df16tW77777JkyYcOaZZ2ZnZ6enpx933HHDhw9/9913k5KS4ucWV4u1Z5999meffXbrrbcee+yxWVlZmZmZJ5xwwsCBA2fNmvXEE0/s4YlxcRkZGUceeWQ85Fe67LLLZs2adc0117Rt2zY9Pb1hw4ZHH3309ddfP3v27EsuuaTaHfr06fPb3/72yCOPTE1NPeyww3Jzc6t16N+/f/yHXS+/hxB69uw5Z86cG2+88aijjkpNTc3Ozu7Vq9czzzzzt7/9rWawr8UPATg4xSoqKr7pmA4dOsydO/fiiy/+wx/+sIdDfvWrX91///2dOnX6/PPP93yixx9/fPLkyfFV9Krt999///Tp06+44oqLL754Z2MnT578+OOP9+zZ89Zbb63aXlxcvHbt2oyMjKZNm+62gBdffDH+r+rQoUPvvvvuPa8cAIB9YdasWccff3wIoaioKCsr60CXk6ARI0b84he/CCHMnz+/TZs2NTs8++yzV111VQhh48aNDRs23N/1AQerRN6Bjx93sYvdMms644wz7r///l2cn7lD8U1KOnfuXK29c+fO06dPj2/7sTPxjTq+853vVGvPysra2b/1a9eunTp1atWW2bNn5+bmxl/mBwBgP3j++ecnTZqUnp7+zDPP1Fw0fvHFF0MIrVu3jm56DyGMHj06hHDSSSftML0D7EwiAT6+B+bWrVv3fEh8n8xdbLC5Q+vWrQs1no+qbIlf3Zl46s7Nzf3oo4/+/Oc/z5s3LxaLHXnkkeeee278LJCali5det9991VrzMvLKyws/EZlAwCQsPT09LFjx4YQLrzwwr59+1a9tHDhwpEjR4YQLrroogNTXG344IMPZs6cGUL40Y9+dKBrASImkXfgW7VqFf51StwemjRpUgjhqKOO+kYTxUN4ZmZmtfb4F667PmE+Hu//8pe//OY3v/noo4/ir0t98sknv/nNbx599NFvVAYAAPvNOeec07p16xDCZZdd9sADD8ydO3ft2rWffPLJI488csIJJ2zatCkzMzP+/Hm0FBUVbdiw4bPPPrvuuutCCBkZGT/4wQ8OdFFAxCSyAt+/f/9Zs2ZNnjz5lltuefDBB3e7H8Zjjz0Wz8z9+vVLYLqa94+/t7+zozXj4vH+rbfeuuSSSy6++OK0tLSKiopp06Y99thjb7/9dufOnU877bRqQw477LAbb7yxasvMmTPHjh0bf3wAAID9ICMj48033zz99NNXrFhx++2333777VWvpqWljR07dod7rR/k/vu///uGG26o/M+bb7658oh7gD2USIAfPHjwM888s3Tp0uHDh0+dOvUnP/lJz54927Rpk56eXtln27ZtCxYsePPNN1977bUPP/wwhJCXlzdo0KBvNFFOTs7y5cs3bNhQ9eTMEMKGDRtCCJVH2e1Qenp6UVFR7969L7/88nhLLBbr2bPn+vXrn3nmmSlTptQM8M2aNRs4cGDVlpSUlG+6cz4AAHupXbt2CxcufOqpp/74xz8uWrTo66+/Tk9PP/LII88444ybbrqpZcuWB7rAvRKLxa688sohQ4Yc6EKA6EkkwGdlZU2aNOm8885bvHhxfn5+fn5+ZXtaWlosFtuyZUtxcXHV/e3z8vImTpz4Tfcayc7OXr58eVFRUbX24uLiEMKuv7PMyckpKiqq+br7CSecEEJYuHBhRUWFszQAAA5OaWlpgwcPHjx48IEupNZceeWVxx577LJly7p06dKhQ4fddr7yyiv3T2FAhCTyDnwIoWPHjjNnzrzzzjurpuji4uKVK1cWFBQUFRVVpvfs7Ow77rhj1qxZHTt2/KazxB+OmjNnTrX2L774IoRQbVm+mvh5m6WlpdXa48/Dx79o+Kb1AABAYho0aHDqqaf+8Ic/3G16B9iZRFbg4xo1anTvvfcOHTp02rRp+fn5c+fOXbNmzcaNG0MIGRkZOTk57du379q1a48ePZKTE5zlzDPPnDJlyvvvv3/FFVfUq/fP7xpKSkpmzJgRi8V2fY5dz549P/roo3fffbdnz55V2z/44IMQghM7AAAAiJbEA3xcUlJSr169evXqVSvVVNOuXbvWrVsvXLjwiSeeuO6662KxWFlZ2bBhwzZv3ty9e/dmzZpV9nzzzTfLy8s7dOhQmcx79OgxevToDz744Omnn/7Rj36UlpZWXl4+ZcqUl19+uV69epdccsm+KBgAAAD2kb0N8PvabbfdNmTIkClTprz33ntHHHHEokWLtm7d2qZNm/jxG5V+//vfl5SUDBw4sDLAJyUl3Xbbbffdd9/48ePffPPN3NzcwsLCkpKSpKSkn/70p+3btz8Qvw0AAAAkaG8DfGFh4eTJkz/55JO5c+euXr1648aNZWVlmZmZ2dnZHTp06NKlS58+fZo0aZLw/Vu0aDFs2LBRo0Z9+umn8+fPb9KkSe/evQcOHNigQYPdjm3fvv3w4cP/8Ic/LFy4cOnSpc2aNTvqqKMuueSSvLy8hOsBAACAAyLxAL9kyZIhQ4aMGTNmZ+exT5kyJYSQkpIyYMCAe+6554gjjkhsosaNG99000277jNu3Lgdtufm5l577bWJzQsAAAAHjwQD/NSpUy+66KL169dXtqSmpubm5ubk5CQnJ2/ZsmXVqlVr164NIZSWlo4ePXrChAnjx48/+eSTa6dqAAAAqGMSCfArVqzo169fPL2fddZZl156ad++fZs3b16tW3Fx8fTp01966aUXXnhh7dq1F1544eeff960adNaqBoAAADqmETOgX/44YfXrVsXi8Ueeuiht95666qrrqqZ3kMIWVlZZ5999qhRo1555ZXU1NRVq1aNGDFirwsGAACAuiiRAD9+/PgQQv/+/W+++eY96V/Z84033khgOgAAACCRAL9s2bIQQu/evfd8yBlnnBFCWLJkSQLTAQAAAIkE+KSkpBDC1q1b93xIeXl55UAAAADgm0okwLdq1Sr865S4PTRp0qQQwlFHHZXAdAAAAEAiAb5///4hhMmTJ99yyy0VFRW77f/YY489+uijIYR+/folMB0AAACQSIAfPHhwy5YtQwjDhw/v1q3byJEjZ8+evXnz5qp9tm3bNmfOnGHDhnXv3n3QoEHl5eV5eXmDBg2qnaoBAACgjknkHPisrKxJkyadd955ixcvzs/Pz8/Pr2xPS0uLxWJbtmwpLi6uujifl5c3ceLErKys2qkaAAAA6phEVuBDCB07dpw5c+add96Zk5NT2VhcXLxy5cqCgoKioqLK9J6dnX3HHXfMmjWrY8eOtVAvAAAA1EmJrMDHNWrU6N577x06dOi0adPy8/Pnzp27Zs2ajRs3hhAyMjJycnLat2/ftWvXHj16JCcnPgsAAAAQ9ibAxyUlJfXq1atXr161Ug0AAACwQwk+Qg8AAADsT3u7Al9YWDh58uRPPvlk7ty5q1ev3rhxY1lZWWZmZnZ2docOHbp06dKnT58mTZrUSq0AAABQZyUe4JcsWTJkyJAxY8aUlZXtsMOUKVNCCCkpKQMGDLjnnnuOOOKIhOcCAACAOi7BAD916tSLLrpo/fr1lS2pqam5ubk5OTnJyclbtmxZtWrV2rVrQwilpaWjR4+eMGHC+PHjTz755NqpGgAAAOqYRAL8ihUr+vXrF0/vZ5111qWXXtq3b9/mzZtX61ZcXDx9+vSXXnrphRdeWLt27YUXXvj55583bdq0FqoGAACAOiaRTewefvjhdevWxWKxhx566K233rrqqqtqpvcQQlZW1tlnnz1q1KhXXnklNTV11apVI0aM2OuCAQAAoC5KJMCPHz8+hNC/f/+bb755T/pX9nzjjTcSmA4AAABIJMAvW7YshNC7d+89H3LGGWeEEJYsWZLAdAAAwH7w5JNPxmKxO+6440AXAuxYIgE+KSkphLB169Y9H1JeXl45EAAA2Evbt2+PxWIObIY6JZEA36pVq/CvU+L20KRJk0IIRx11VALTAQDAblVsKN7+wbSyP40re/2V7VP/p2LligNdEUAtS2QX+v79+8+aNWvy5Mm33HLLgw8+GIvFdt3/sccee/TRR0MI/fr1S6RGAADYhfLysrcnb5/6digr+9/GSX+qd+zxKRd9P6SnH7jKDqTi4uJp06a1atWqQ4cOB7oWoHYksgI/ePDgli1bhhCGDx/erVu3kSNHzp49e/PmzVX7bNu2bc6cOcOGDevevfugQYPKy8vz8vIGDRpUO1UDAMC/lL06dvv/TP4/6T2EUFFRPvvTkqf/M5Rs22+VTJ8+fcCAAW3bts3KyjrxxBPvv//+mq+dzpw584c//OExxxyTmZn5ne9857rrrisoKKjaYcyYMbFY7JFHHtm0adNtt93WqlWrtLS0du3a/fu//3v8IOcQwiWXXJKcnBxCKCwsjMVimZmZVceOHDnyww8/bNOmzXnnnff888/v+dTAQS6RFfisrKxJkyadd955ixcvzs/Pz8/Pr2xPS0uLxWJbtmwpLi6uqKioHJKXlzdx4sSsrKzaqRoAAEIIIZTPnbP94w92drXi66/K/mdK8rnn74dKRo4c+Ytf/KK0tDQjIyM3N/fTTz/Nz89/9dVX33///fr168f7PPXUU4MGDdq2bVtKSsrhhx+en58/Y8aMV1999eWXXz7ttNOq3m3z5s29evVKSkq6+uqr69Wr99xzzz300EPTp0+fOnVqcnJy7969s7Kynnvuufr1619xxRWpqalVx65cubJPnz5r1qxJTU3Nycn5plMDB61EVuBDCB07dpw5c+add95Z+S9CCKG4uHjlypUFBQVFRUWV6f3/s3fncVFV/x/HP8OwiOwgICoaihu5r+TXMlNzyXLJDE3T1AotyS1b1FwyNS1LS03NNJcSv1qhaaSmYq6JS6m4byiCiuybLDO/P+63+U2AyAwDcuP1fHz/YM49Z84Hpm+P3nPOPdfd3f299977888/AwICLFAvAAAAYCTv4L4HdPjjgOh0pV3GyZMnQ0JCrKys1qxZk5SUdOXKlbNnzwYEBBw9enTWrFlKn8uXL7/55pvZ2dkzZsxISUm5fPlyQkLCwIEDb9++PXTo0OzsbOM3nDdvXv369ffv3//++++/++67kZGR1apVO3DgwP79+0UkODh42bJlIlK5cuXly5d/+eWXxmM//fRTFxeX3bt3p6enT5gwwdSpAZRbZgZ4EXFxcZk5c+atW7f27Nnz6aefvvrqq3369OnSpUuXLl369OkzYsSITz75ZPfu3bdu3Zo1a5aLi4sFiwYAAAAUumuXH9AjI0N/u9Q3ik+ePFmn002dOnXQoEHKo5fq1q2rZOzNmzcrfaZOnZqTkzNixIgpU6ZUqlRJRFxcXNatW9e8efNr164tX77c+A2zsrLmz5+v7JMXEWdn5x49eojImTNnHlhMZmZmWFjYk08+aXgIlElTAyi3zNlCb0yr1Xbo0KFDhw4WqQYAAAAwgU4nmZkP7KVPT3/AqcslrUIXHh6u1Wpff/114/Z27dopy+96vV6j0URERIjImDFj8g0fPXr0sGHD9uzZ88YbbxgaAwMDvb29jbtVqVJFRPLy8h5YT2Bg4KOPPmrcYtLUAMqtkgZ4AAAA4KGxspJKlaTAQXH5aEr5IPrr169nZ2fXqFHD3d39H/NqNO+9957y871792JiYqytrevXr59veKNGjUTk8uV/bCV45JFHzK4n31hTpwZQbpU0wCclJYWHhx87duzs2bN37txJS0vLzc11cnJyd3dv2LBhixYtevbs6ebmZpFaAQAAgHysaj6iO3+2qB6V7DVeVUu1hmvXrolI1apFzRIXF6fT6by8vAzb2g18fHxE5Pr168aNDg4OZteT73sEU6cGUG6ZH+CvXbs2derUdevW5eZ7Ysfffv31VxGxsbEZOHDghx9+6Ovra/ZcAAAAQKG0bdoVHeC1rdpKgeBqWV5eXiKSkJBQRJ+qVataWVnFx8fn5eXlC9K3b9+WB+V/k2g0/7hjoCynBlCqzDzELiIionnz5t9++60hvdvZ2VWvXr1JkyYtWrRo2LCh4XT6nJycb7/9tnnz5gcPHrRMyQAAAMDfrBo3s2rc7H5XNV7e1p27l3YNfn5+VlZW169fz8jIyHdp5syZY8eOTUpKUv5rOTc39/z58/n6nD59WkTq1q1bSuU9xKkBWJY5AT42NrZv376JiYki0qVLl+XLl8fFxWVlZd24cePPP/88evRoVFRUfHx8cnJyeHj4kCFDrKys7t6927t37zt37li6fgAAAFR0NkEva//zhGjyH1RnVa+BzWujxd6+tAuws7Nr27ZtTk5OvuPco6OjP/jgg7Vr1yqPZHriiSdEZMGCBfmGL1y4UEQef/zx0qvwIU4NwILMCfCfffZZQkKCRqP59NNPt2/fPmLEiHwnZCqcnZ27du26atWqDRs22NnZ3b59+/PPPy9xwQAAAMA/WVtbP9fP9u3J1t2e1TZvbdW0hbZjF5uRY2yGj9I4OZdNCbNnzxaRSZMm/fe//9Xr9SJy69atl19+Wa/X7HHb5QAAIABJREFUDxgwQNnTPm3aNBsbm+XLl8+dOzcnJ0dE0tLShgwZEhkZWbNmzeDgYDPmTUtLS09Pf2C30pgaQNkzJ8Bv2bJFRJ5//vlx48YVp7+hZ1hYmBnTAQAAAA+k8fDUduxiHTTYZuBQ627PWj1Suyxn79Chw5QpUzIyMvr37+/m5tawYcNatWpFREQ0adJkzpw5Sh9/f/+FCxdaW1u/8847zs7O9evXd3V1Xb16taen56pVq5THsxefVqt1d3fPzc1t3rx5t27diu5s2akBPCzmBHjlmMpOnToVf8hTTz0lf5/PCQAAAPz7zJgxY/v27X379nVzc7t582aTJk1mzZr1xx9/VDZ6iF1wcPChQ4cGDBhQu3btmzdvNmvWLDg4+K+//urYseMD39/W1rZx48bGj4hbunSpn59fdHT0lStXHji8JFMDKCc0yg4fk7i4uKSkpHz22Wdjxowp5pDt27d37drVxcUlKSnJ1Okeou++++6ll14SkenTp3/wwQcPuxwAAAAAQMVlzgq8n5+f/P2UuGL65ZdfRKR27TLdyAQAAAAAwL+GOQH++eefF5Hw8PDx48cXZwH/iy++UM637Nu3rxnTAQAAAAAAcwL8W2+9VbNmTRGZP39+69atFy1a9Ndff+V76OW9e/dOnz49d+7cwMDAkJAQnU5Xq1atkJAQy1QNAAAAAEAFY23GGGdn519++eWZZ565evXq0aNHjx49ami3t7fXaDSZmZkpKSnGi/O1atXatm2bs3MZPcYDAAAAAIB/GXNW4EUkICDgxIkTkyZN8vDwMDSmpKTcunUrLi4uOTnZkN7d3d3fe++9P//8MyAgwAL1AgAAAABQIZmzAq9wcXGZOXPm9OnT9+3bd/To0bNnz8bHx6elpYmIo6Ojh4dHgwYNWrZs2b59e2tr82cBAAAAAABSkgCv0Gq1HTp06NChg0WqAQAAAAAAhTJzCz0AAAAAAChLBHgAAAAAAFSgRFvos7Ozf/3112effVZ5uXnz5tmzZxfR//XXXx86dGhJZgQAAAAAoGIyM8Dfvn178uTJGzduTExMNBw4f+fOnUOHDhUx6rnnnjNvOgAAAAAAKjhzAnxUVJTyEPj7dRg8ePCtW7cOHz6cnJwsIk5OTh9++GHHjh0bN25sdqEAAAAAAFRkJgf4M2fOtGvXTknmvr6+w4cPL9hn9erVIpKdnT1v3rxp06alpqbGx8c3adKk5OUCAAAAAFAxmXyI3aRJk5T0PnTo0MuXL0+dOvV+PW1tbSdNmhQREWFvbz9z5syNGzeWqFIAAAAAACow0wJ8ZGTkjz/+KCJBQUHffPONtfWDF/DbtWs3ceJEERk3blx6erp5VQIAAAAAUMGZFuCVvfE2NjazZ8/WaDTFHPXOO+94e3tfv36dRXgAAAAAAMxjWoA/f/68iDz99NOPPPJI8UfZ29u3bdtWRJTVewAAAAAAYCrTAvyFCxdEpEGDBqZOExAQICKnTp0ydSAAAAAAABBTA3xMTIyI+Pr6Fnr1xRdfvHr1aqGPl6tRo4aIxMbGmlwgAAAAAAAw9TFy7u7usbGxCQkJhV51dHR0dHQs9NLdu3dFpDiH3gEAAAAAgIJMW4GvXr26iBw7dszUaf78808R8fHxMXUgAAAAAAAQUwN8x44dRWT79u137twp/qj09PQdO3aISIsWLUyaDgAAAAAAKEwL8P369ROR7Ozst99+u/ij5s2bl5qaKiLPPvusSdMBAAAAAACFaQG+TZs23bt3F5Fvv/32448/Ls6Q7du3z5o1S0T8/Pyef/55M0oEAAAAAACmBXgRWbBggbOzs4i8++67Xbp0KeJ++KSkpPHjx/fs2TMnJ0dE5s+fb2trW5JaAQAAAACosEw+Fr5u3bo///xzt27dMjIydu7c2apVqxdeeKFXr14tW7b08vKqVKlSUlLShQsX9uzZ88UXX8THxyujZsyY0bt3b0sXDwAAAABARWHOc90ef/zx/fv3Dx48+NSpU3q9fsOGDRs2bLhfZzs7u/nz548aNaoERQIAAAAAUNGZvIVe0axZs8jIyEWLFjVo0OB+faytrQcPHnzixAnSOwAAAAAAJWRmgBcROzu7UaNGRUVFnTx5cvHixW+88UZQUFDPnj0HDx48YcKEjRs33rp1a/Xq1UUkfAAAAAD4F1i3bp1Goxk9erSqpyifIiIiRowYUa9ePUdHRy8vr/bt248ZMyY2NrZgz8aNG2sK4+rq2rJly7FjxxZ8Grqvr2+hQwycnJwMnc+dO1doH19f386dO3///fel+4cQEfO20BvTaDSNGjVq1KiRRaoBAAAAAJOMHDnyq6++atCgwZkzZ8pmxry8PGtra1dX18TExLKZsWJKT08fNmyY4X5tGxub9PT0O3fu7N+//+uvv164cOGwYcMKjqpcubLx6el5eXnJycnHjh07duzYN998c+jQoYYNG+Yb4uDgYGNjU2gNDg4OBRtdXFw0Go3ys16vT0xM/O2333777bfQ0NAff/zRcKk0mL8CDwAAAJQfKbl5G+/cnX71+gdXor+JvRVzL/thVwTAfHl5ed27d9+wYYO9vf28efOOHz+emZmZnp5+6NChvn37pqenv/7663v37i04cNmyZYlGUlJSUlNTf/jhh2rVqqWkpLzyyisFh2zatCnxPm7cuFGw/61btwwdkpKS0tLSIiIi3NzcwsLCli9fbvm/hZESrcDfu3fP2tpaq9UWp/OxY8eCgoLOnz9fkhkBAACAfPQiX9yInXo1Oik319Boo9GM8PH+pI5fZe2/fMkqJSVl3759fn5+BdcVK0gZzz//vL+/v7u7exnPi1K1cuXK33//3cfH5+eff27RooXSWLly5bZt227atGnYsGErV6589dVXz50798C3cnR07NOnj0aj6dOnz+HDh5OSklxdXS1b7RNPPDFu3LgpU6Zs3br1tddes+ybGzPnX2eXLl0aMGBA/fr1HRwc7Ozs6tat+9FHH2VlZRk6nD59euHChZMmTRo1atSQIUP69u3btGnTVq1aXbhwwXKVAwAAACIiEy5deeviZeP0LiI5ev2Sm3HdT57O0unKrJITJ0689NJLjRo1cnJyatOmzahRo+Li4gxXX3vtNY1GU/CA53v37jk7O2s0msjISKXl1q1bo0ePbtu2raOjY506dYYOHXrq1CnjIcrt0IsWLTp8+LC/v/8zzzyzevVqw9Uiht+4ccPFxcXGxubPP/80fsMJEyZoNJqXX35Zedm9e3eNRpOcnBwREdGlSxdXV1dfX9++fftu27bNImUYxMfHv/POO82aNXNycvLx8enQocMPP/xgap9bt25NmDDh2LFjxlUtWLAgPT194sSJfn5+9vb29evXnzBhQsEd71u3bu3Tp0/VqlX9/f2HDBly+vTp0NBQjUbz8ccfy3288MIL1tbWIpKUlJTvHmmlMSQkxNfXt1KlSvXq1Rs3blzBSYvzlylC0VN89NFHhdY/ePBgjUazdetW5aXyay5YsCA6OnrgwIFVqlTx8PDo2bOn0uHq1avDhw9v1KiRo6Nj8+bN165dm+/ddDrdhg0bOnbsqJRRq1at7t27//zzz8Z9TPog8snKypo2bZqIzJkzx5Dejc2dO9fa2vr8+fPHjx8vzh9NRDp06KD8cPbs2WIOMckjjzwiIlevXi2NN/9/ehOFhoYWehvA448/npqampmZGRQUZMHpHq5169YpZU+fPv1h1wIAAIBC7E5Mkt37ivjfjKvRZVPJ0qVL7ezsRMTGxsbPz8/KykpEvLy8du/erXTYvn27iFSrVk2n0xkPDAsLE5H69esrLyMiIqpWrSoi1tbWtWvXVm7NtbW1DQ0NNQxRAtWUKVOqVKkiInZ2dvPmzSvm8MWLF4tImzZt8vLylJbjx49rtVpvb++7d+8qLd26dRORL7/80srKqlWrVuPGjevTp0/lypU1Go3xfxiXpAy9Xn/z5k0fHx9lYN26dT09PZX/9p4zZ45JfZQy3nzzTeOXs2bNatmyZZs2bT766KPZs2fXrVtXRNq1a5eTk2MYOHPmTOV2ZWdnZ6VaR0fHgQMH5nv/fJYsWaLcem1raztixIg33njDMGlQUFCDBg20Wm3Tpk2bNm1qCEqGP3Ux/zKFKuYUM2fOLLT+QYMGicjPP/+svFy/fr3yR/Py8howYMDChQsHDx4sIlZWVl9++aWHh0ePHj0+//zzkSNHKhuuw8LCjN9twoQJytSenp4NGjRwdnZWXi5evDhfwcX5IAr65ptvRKRu3bq5ubn367NixYqZM2ceOnTI0KIczbZ27dpC+xtOsFOehq6oUaOGiISHhxdRjIEh+WdlZRW8On78eBHp27dvcd7KbKYl6oSEBDc3N6VorVZbu3btpk2bOjo6Ki0hISHK1yQFOTs7N2nSZPz48aX0a5QSAjwAAEA51+fkmaIDvPf+w3m6B79PCV26dMnGxkaj0cyYMSMzM1Ov1yclJSlRsFatWvfu3dPr9Tk5OUrQPXz4sPFYJTjNnDlTr9enp6crefXtt9/OyMjQ6/WZmZnvv/++kmAvXbqkDFGiUeXKlevUqbN7925DyCnOcJ1O1759eyWf6/X6vLy81q1bi8jGjRsNJSkB3tra+u233zY0RkZGKvnZEJlKUoZerx86dKiI9O7dOyEhQWlRYpuNjY0yqph9Cg3wbm5uAwcONKTE5OTkatWqiciePXuUln379inFh4aGKun3yJEjSpwrOsDr9frc3FwRcXV1NbQY1qgDAgIMv+COHTuUtXrDJ17Mv0yhijmFSQFeRL744gtDn+DgYKXROLh9+OGHItKnTx9Di3JbdKVKlbZu3aq05OTkfPrppyJSs2bNfAU/8IMo1Lhx40Rk1KhRRfQpqOgAHxoaKiI+Pj7Z2dmGRosE+KSkpC+//NLGxsbKysrwhV0pMS3AK/9siUivXr1u3rypNOp0uuXLl9vb21tZWdnb24tImzZttm3bdvPmzdzc3JycnKK/XCnPCPAAAADlnMe+Q0UHeNm973RaemmXoaSjV199NV978+bNDVFZr9ePGDFCRN5//31Dh3v37iknWl++fFn/d1gaMGBAvvdRlnyDg4OVl0o00mg0xmuJxR9+9uxZOzs7Z2fnmJiYL774QkReeOEF4/5KgK9du7bx0rFer1+wYIGIdOvWzSJlKA+cPnLkiHGfXr16BQYGnjt3rvh9Cg3w9vb2cXFxxqOUP/6SJUuUlx07dhSRhQsXGvdRUr3ZAV6j0Rw/fty4Z+/evUVk1apVJv1lClXMKUwK8HXq1DHeD7J582Zl8dXw5Yher1fuTWjatKmhZdWqVSLyyiuv5JvCw8NDRFJTU40LfuAHUaiePXuKyCeffFJEn4IKDfA6nS42Nvbbb7/19PTUaDT5djooAd7Z2bnKfYwZM8bQ2RDgPTw8DB0M69lubm7r1q0zqWAzmHYP/KFDh5QvLdatW6d8daT8MzRixIi33npLp9NlZmb6+vru3Lmze/fuPj4+Wq3W2tpa+U4IAAAAsKw8vT4hJ/eB3W7l5JR2JRERESIyZsyYfO3KU7v37NmjvHzhhRdE5KeffjJ02LlzZ3Jycvv27f38/EQkPDzcMMqYciyWMotBYGDgo48+atxSzOH169efMmVKSkrK0KFDJ02a5OHh8eWXXxb8pYYOHarcCGAwbNgwjUaza9cundHJAmaXodw9/sMPP+j1ekOfn3766eDBg/Xq1St+n0IFBgZ6e3sbtyjbH/Ly8kQkIyNjz5499vb2w4cPN+7zn//8p3HjxkW8bdFatWrVrFkz45batWuLSO7fBzSY9PmaN4VJWrZsafzMM+UgwEaNGinrssaNyt9NMWTIEP3fWyEMMjMzlRqMe8qDPoj7uXz5sojUrFnT5F9JZNCgQcYPabeysvLx8RkyZIhWq/3ll1/69+9fcEhKSkr8faSlpRXsf/fu3YIdrK2tY2Nji/69Ss60aH3p0iUR6d27d8Hb4AcOHDhnzhwR6devX76DHAAAAIDSoNVoHLTatAf9F7NrKa8n3bt3LyYmxtraun79+vkuKUuCShoRkaeeesrDwyMqKurChQvKzcD//e9/RUTZRS8iyubk5cuXG58GJyKZmZkiku+JVsqhWcaKP3zixIkbNmzYsWOHiKxbt87Ly6vg71UwITs6OlarVi0mJubmzZuG3eZmlxEcHHzkyJHZs2dv2LDh2Wef7dChwxNPPJHvMPni9ClUwaqMKfsd/Pz8KleunO/So48+evLkyQe+f6EK/sXyfQNi0udr3hQmMdy7/sDGQsXGxkZFRV28ePHcuXPbtm1LTk4u2KfoD+J+lJs14uPjzRib7znwer0+LS0tLy/v9u3bP/74Y+fOnQs+Ri08PLxr167FnyIrK0s58EKRmpq6a9euCRMmTJgw4dChQ8r/qUuJaf8uu379utznM6hVq5byg/INEAAAAFAGWjk57kkqJDYYOGi1DSrbF9Gh5OLi4nQ6nZeXV8FgoOxaVf4rWkSsra179+69YsWKsLCwCRMm5OTkhIWF2dnZ9evXT0Sys7OVc7ZWrlxZ6ERpaWk6nc4Q2PLlWJOG29jYvPLKK2PHjrW3t+/evXuh/ZWV0oKNMTExMTExhgBvdhnDhg1zdnb+4IMPzpw58/nnn3/++efW1tZPPvnkhx9+GBgYqHQuTp9CFXrwtkF0dLSIFPq1hXLCnHkM54UVytTP14wpysy6detmzZoVFRWlvLSysmrdurWjo2PB9eqiP4j7qVevXkRERNFPMbtw4cKxY8dcXFyUOz4Mli1b9tJLLxm35OTk7Nq16+WXX166dGmDBg0K7pQpIScnp169erVp06Z+/fobN24MDw/PV5IFmfZtjbJVxsXFpeAlw/c0yjmKAAAAQBl4pWohGczYQK8q9iVYoiyOqlWrWllZxcfHF9w9e/v2bflnJjTeRb9r167ExMSePXsqqczW1jbfXcT55Et3xpufTR0eHx8/a9YsEcnMzHz77bcL/b1iY2MLNiqrxIbbaUtYRr9+/aKiopRw/vzzzzs4OOzcufM///nP77//bnjD4vQxlbKp23AsuTHzVn2Lw9TP17ISEhIs9VbLly8fNGjQpUuXhg4dunr16uPHj6emph46dKjQb3zMo2xm2b9/fxF95syZExQUtGbNmge+m42NTdeuXSdPniwiW7ZssVSR+fj4+CjL+IaTFEpD6f67DAAAAChVg7y9nnZ3vd/VWpXsZvrVKu0a7Ozsqlevnpubq2yQNnb69GkRUXbLKzp16uTu7n7w4MHbt29v3LhRRJTTxRR16tQRkTNnzuR7n+zs7JiYmAdmy+IPHz169J07d6ZPn+7t7b1ixQrDXfrG/vrrr3wtV69evXv3rp2dnWH53ewycnNzb926pfzcoEGDt956a+PGjXFxcc8884xOp/vqq6+K2cc8yidy5cqVrKysfJfOnTtn9ts+UAk/3+IzPjJAUfRqtkmUW6dDQ0NXrlw5ePDgZs2aKXciFHq7uHn69+9vb2//xx9/GB8YYSw7O/uXX34Rkc6dOxfzPZUTJQv9WspSlLMDCu7EsSACPAAAAFTMSiObHm0Q5FXI0l8rJ8ffmjbysi2L/aFPPPGEiCiHtBtbuHChiDz++OOGFmUXvU6n+/HHH3/66Sd3d/cePXoYrj755JMiopwMb2z27Nk1atSYN29e0WUUc3hYWNj69etbtmw5efLkzz77TERef/31e/fu5Ru1YsWKfJFs7ty5yixFLxQXp4y7d+9WrVq1evXqxlNUqlTpxRdfFJH09PRi9jGPs7NzixYtMjIylAPVDY4dO3bkyBGz3/aBSvj5Fodygvi1a9eMG/fu3WvBAK/swujQoYNx45EjRyz4BYSvr6/yJLmxY8cW/L5DRKZNmxYbG+vk5HS/G0AKUtJ1YmKipYrMJzMzU/kiLN8pg5ZFgAcAAIC6OWq13wfU/6Nl03G+1bq7uz3l5vJataphjRoebtG0jn2lsqlh2rRpNjY2y5cvnzt3bk5OjoikpaUNGTIkMjKyZs2ahsdrK5Rd9NOmTYuPj3/xxReND9x65513XF1d165dO3Xq1OzsbBHR6/Xr16+fPXu2ra2t8rCxIhRneFJS0siRI7Va7bJly6ysrAYMGNC5c+fz589/9NFH+d4tISGhe/fuSlrLyMiYPn36kiVLRGTGjBklL8Pb27tmzZrZ2dnvvPOOYRk8OjpaCbft2rUrZh+zKb/vxIkTN2/erKxXnz59un///sV/hFZaWpqpXyKU8PMtDuXBe2vXrj1x4oTScvbs2eHDhxsfulZCyv5246Pa9u7d+/zzzys/X7lyxSKzvPvuu7Vr17569WqrVq0+/fTTkydPKg8pP3PmzCuvvKLsAli0aJGpZxakpKRYpLx8Ll261L9//+vXrwcEBDzzzDOlMYWCAA8AAIB/g9ZOjp/W8dvWJOC3po2W1qvzXBV3K82DR1mKv7//woULra2t33nnHWdn5/r167u6uq5evdrT03PVqlWVKv3je4ROnTq5ubnFxcXJP/fPi4i7u/uqVaucnZ1nzJjh5OQUEBDg7e09YMCAnJyclStXFjzlPp/iDB87dmxsbGxISEiLFi2UUYsXL7azs/v4448NZ5Ip+vXrt2/fPl9fX19fXxcXl2nTpmk0mhkzZrRp06bkZcjfC9GLFy/28vJq3Lixv7+/n5/fkSNHAgMDQ0JCit/HPN26dRs7dmxqamqvXr08PDxq1arVqFGjvLw85TnqBU+nN6bVat3d3XNzc5s3b27ScWUl/HyLo2vXrk2aNElLS2vduvVjjz3WvHnzRo0a2draTpgwoeRvrnj//fdF5LXXXmvcuHHnzp3r1KnToUOHVq1aKU9oCwwM/Pjjj0s+i6Oj4++///7YY49lZGRMmDChSZMmDg4O9vb2AQEBq1atsrW1nTZtmuHxDcWhnFmYkZHxxx9/5LvUv39/z/tbv359vv7Vq1c37uDo6Ojv7//zzz9Xr159zZo1xl/JWRwBHgAAALCA4ODgQ4cODRgwoHbt2jdv3mzWrFlwcPBff/3VsWPHfD1tbGx69+4tIrVr1y64jNyrV68TJ04MGzYsICDg2rVrLi4uAwYM+OuvvwYOHFicMooeHh4evmrVqho1ahivotetW/e9997Lzs5+7bXXjO+dHjNmzM8//6xs+Pf09OzVq9fWrVunTJlS8jIUzz333P79+3v16lWlSpULFy5kZGQEBgYuWbJk9+7dhq88itOnmGxtbRs3bmz8RK358+d///33Tz/9tF6vv3fv3uuvvx4ZGamswBd6brexpUuX+vn5RUdHm7rgXMLP94EqVaq0Y8eOUaNG1axZ8/jx4wkJCaNHjz548GBgYGBQUFC1atXMeM/q1as/9thjhpdBQUGbN29u3779zZs3o6KiHn300dWrV//www9Llix56623mjdvXvQsBT+I+6lWrdr+/fs3bdrUv3//WrVqWVlZValSpX379iNHjjxz5szUqVNN+i18fX2VSQvudCjiOfDx8fEF7y4xfg58fHx8dnZ269at33777VOnThm+FyslmoLHGxTVW6MRkeeff9748zNQvtS531XF+PHjTS/yofnuu++UJxBMnz79gw8+eNjlAAAAAGWhe/fu4eHh+/bt+89//vOwaylrwcHBS5cuVRLvw64FyM+058ArNm3atGnTJvOuqivAAwAAAPhXat++/eHDh3/77TflAEJFfHz8d9995+zsrJxYDpQ3bKEHAAAAUOG8+OKLubm5Q4cO/f7776OjoxMTE3fs2NGxY8fU1NRXX33Vgke+ARZk2gp8eHh4KdUBAAAAAGVm9OjR586dW7x4cb6bz4ODgz/88MOHVRVQNNMCfNeuXUupDgAAAAAoS19++eUbb7wRFhZ29epVrVbr7+8fGBhYxHlewENnzj3wAAAAAP7Ffvnll4ddQhlp2LBhw4YNH3YVQHGV6T3wBc/fBwAAAAAAxVEWAT4nJ+eXX34ZOnSot7d3GUwHAAAAAMC/Tyluoc/Ly9uzZ09oaOimTZsSEhJKbyIAAAAAAP71LB/g9Xr9vn37QkND//vf/96+fdv4klartfh0AAAAAABUBJYM8IcPHw4NDd2wYUNMTMw/5rC27tixY79+/fr06WPB6QAAAAAAqDgsEOCPHz++fv360NDQa9euGbfb2Nh07ty5X79+vXr18vDwKPlEAAAAAABUWOYH+FOnToWGhoaGhl64cMG43cbGJicnR0Q2bNjQu3fvkhYIAAAAAADMCPDnz58PDQ1dv359VFSUcbudnd3TTz/dr1+/5557zs3NTURsbGwsViYAAAAAABWbaQG+efPmJ06cMG6xt7fv1q1bv379evbs6ezsbNHaAAAAAADA/5gW4A3pvXLlyj169FByu4ODQykUBgAAAAAA/p+Z98B36NBh4MCBPXr0sLOzs2xBAAAAAACgICuTeltb/y/w//LLL3379vX29h4xYsSuXbt0Ol0p1AYAAAAAAP7HtAAfGxu7ePHixx9/XKPRiEhycvKKFSs6depUo0aNcePGRUZGlk6RAAAAAABUdKYF+CpVqowcOXLv3r3R0dGffPJJy5YtlfbY2NjPPvusdevW9erVmzZtmuXLBAAAAACgYjMtwBvUqFFj/PjxkZGR58+fnzFjRsOGDZX2CxcuTJ8+Xfl55cqVERER7K4HAAAAAKDkzAzwBnXr1p0yZUpUVNSJEyfeeeedRx55xHBp06ZNTz75ZI0aNUJCQvbv36/X60s4FwAAAAAAFVZJA7xB06ZN58yZc+XKlQMHDowePdrb21tpj42N/eKLL9q3b1+zZs1x48ZZajoAAAAAACoUiwV4g8cee2zhwoUxMTE7d+4cPny4m5ub0n7jxo3PPvvM4tMBAAAAAFARWD7AK7RabadOnb7++uu4uLjNmzcPGDDAwcGhlOYCAAAAAOB5VxEhAAAgAElEQVRfz7q0J7C1tX322WefffbZjIyMzZs3l/Z0AAAAAAD8K5U0wOfl5UVFRR0/fvzOnTtJSUki4ubm5unp2bx584YNG2q1WkPPypUrBwUFlXA6AAAAAAAqJvMD/NGjR7/66qvQ0NDU1NRCOzg7OwcFBQUHBzdv3tzsWQAAAAAAgJh3D3xaWtrIkSNbt2799ddf3y+9i0hKSsqyZctatmz5xhtvpKenl6BIAAAAAAAqOpNX4NPS0rp3775v3z7lZZ06dZ577rlmzZrVrFnTyclJo9GkpKRER0efOHFi8+bNly5d0uv1ixcvPnXq1LZt2zjHDgAAAAAA85gc4EeNGqWkd39//wULFvTo0aPQbi+//PL8+fO3bdv21ltvXbx4ce/evaNHj/7mm29KWi8AAAAAABWSaVvoDx8+vGbNGhFp2rTpoUOH7pfeDXr06HHo0KGmTZuKyKpVqyIjI80uFAAAAACAisy0AL927VoR0Wq1a9as8fDwKM4QDw+PNWvWaLVavV6vDAcAAAAAAKYyLcDv2rVLRJ544onGjRsXf1Tjxo2ffPJJEfntt99Mmg4AAAAAAChMC/AxMTEi0r59e1OnUYYowwEAAAAAgKlMC/DJycki4uXlZeo0VatWFZHExERTBwIAAAAAADHvOfA2NjZlMAQAAAAAABiYE+ABAAAAAEAZI8ADAAAAAKACBHgAAAAAAFTA2owxx44d27Rpk0lDIiMjzZgIAAAAAAAozAnwy5YtW7ZsmcVLAQAAAAAA98MWegAAAAAAVMC0Ffivv/66lOoAAAAAAABFMC3ADx8+vJTqAAAAAAAARWALPQAAAAAAKkCABwAAAABABUoxwN+8efPGjRt6vb70pgAAAAAAoIIwP8BfunRp7dq14eHh+dozMzNnzJjh5uZWvXp1X1/fWrVqzZ49Ozs7u2R1AgAAAABQoZkT4BMSEnr37u3v7z948OB169YZX8rNzX3mmWemTp2alJSktFy/fv3999/v1q1bRkaGBeoFAAAAAKBCMjnAnz59ulmzZmFhYYVenTp16u7du0WkRo0ar7/++oABA3x8fERk9+7dH3/8cQlrBQAAAACgwjLtMXIiMmbMmOvXr4vIc889N3jw4MDAQMOlzMzMJUuWiEhAQMDvv//u7u4uIklJSX369NmzZ8+CBQvGjh3r6upqueIBAAAAAKgoTFuB37Vr186dO0Xk/fffDwsL69evX40aNQxXw8LCEhMTReTDDz9U0ruIuLq6fvvtt1qtNjk5eenSpZarHAAAAACACsS0AK/c8V69evUPPvig4NVff/1VRDQaTZcuXYzba9as2a1bNxE5ceKE+ZUCAAAAAFCBmRbgL1++LCJBQUF2dnYFryqL8w0aNHBycsp3qUGDBiJy5coVM8sEAAAAAKBiMy3AX7p0SUTq1KlT8NKZM2du3LghIk899VTBq9WrVxcCPAAAAAAA5jItwMfHx4uIp6dnwUvK8ruIdO7cueDVnJwcEeFJcgAAAAAAmMe0AO/n5yci0dHRBS/t2LFDRLRa7ZNPPlnwqrJ0X7t2bTNKBAAAAAAApgX4evXqicgff/yRrz01NVUJ8K1atSr0QXGnT5+W++y9BwAAAAAAD2RagG/evLmIbNy48cyZM8bta9asycrKkvvsn9+/f//+/ftFpGHDhuZXCgAAAABABWZagB89erSbm1teXl7Xrl0PHz6sNB45cmTKlCnKzwMHDsw3JD4+PiQkREQqVao0atSoEhcMAAAAAEBFZFqAd3Nzmzx5sohcv349MDCwRo0aAQEBjz32WEJCgoh06tQpICBA6ZmXl3fu3LlVq1Y1btz42LFjIjJq1CjlLHoAAAAAAGAqa1MHjB07Vq/Xv/feezk5OTExMTExMUp79erV16xZY+j2ySefvPvuu4aXTZo0mTRpUsnLBQAAAACgYjJtBV5ENBrN+PHjDxw48NJLL9WpU8fDw6NFixYTJ048efKkj49PIRNYWb366qsRERHu7u6WKBgAAAAAgIrI5BV4RatWrdauXVtEh5YtW06ZMqVOnTrdunXz9vY2bxYAAAAAAKAwM8A/UOfOnQs9kR4AAAAAAJjB5C30AAAAAACg7BHgAQAAAABQAdO20Lu5uZVwvsTExBK+AwAAAAAAFZBpAT4pKamU6gAAAAAAAEUwLcAPGjTI1AliYmJ2795t6igAAAAAAGDMtAC/Zs2a4nfW6XSLFi2aPHmy8tLBwWH69OkmTQcAAAAAABSl9Ri5o0ePBgcHR0ZGKi979eq1cOHCmjVrltJ0AAAAAAD8u1n+FPrU1NQxY8a0bdtWSe++vr4//vjjTz/9RHoHAAAAAMBsFl6B/+GHH0JCQmJiYkREq9WGhITMmDHD0dHRsrMAAAAAAFDRWCzAX7t27Y033ti6davysk2bNkuXLm3WrJml3h8AAAAAgIrMAlvoc3Nz582bFxAQoKR3FxeXRYsWHTx4kPQOAAAAAICllHQF/sCBA8HBwSdPnlRevvjii59//nnVqlVLXBgAAAAAAPh/5q/AJyYmvv766+3bt1fSe506dcLDw9evX096BwAAAADA4swM8OvWrWvQoMGyZcv0er2tre2kSZNOnTrVtWtXyxYHAAAAAAAUJm+hv3DhwsiRI3/77Tfl5RNPPPHVV181bNjQ0oUBAAAAAID/Z9oK/IwZMxo3bqykdw8Pj2+++SYiIoL0DgAAAABAaTNtBX7q1KmGn11cXBYvXrx48WKT3uHIkSMm9QcAAAAAAFKSU+gvX758+fJlC5YCAAAAAADux7QAHxgYWEp1AAAAAACAIpgW4A8ePFhKdQAAAAAAgCKY/xx4AAAAAABQZgjwAAAAAACoAAEeAAAAAAAVMC3AL1iwYMGCBSdPnjR1mlWrVtnb29vb25s6EAAAAAAAiKkBfsyYMWPGjDlw4EDBSytWrNBoNBqNptCBeXl5WVlZWVlZ5tQIAAAAAECFxxZ6AAAAAABUgAAPAAAAAIAKEOABAAAAAFABAjwAAAAAACpAgAcAAAAAQAUI8AAAAAAAqAABHgAAAAAAFSDAAwAAAACgAtYPu4AHS0pK+vbbb48fP56amurq6tq6deugoCBXV9fijD169OiWLVtu3LiRnJxctWrVevXqBQUFeXp6lnbNAAAAAABYVnkP8HFxcR988EFcXJyIuLq63rlzZ9u2bQcPHpw3b56Xl1fRY1esWBEWFiYiDg4O7u7uN27cuHbtWkRExPTp0x999NGyqB4AAAAAAAsxJ8AfPnzY0dExX+PBgweVH9atW1dwiOGqqebOnRsXF9eqVauQkBAlwM+ZM+fChQvLli2bPHlyEQPPnj27efPmSpUqjR8/vm3btiKSkZGxePHivXv3fvbZZ0uXLtVqteaVBAAAAABA2TMnwK9cuXLlypX3uzpo0KAS1PMP58+fv3jxooeHx7vvvmtraysinp6eU6dOHTZsWGRkZHx8fJUqVe43dseOHXq9/rnnnlPSu4hUrlw5JCTk2LFjt2/fjo6O9vPzs1SdAAAAAACUtnJ9iN3OnTtFpF27dkp6Vzg7O7ds2VKn0+3Zs6eIsdHR0SLSuHFj40ZbW9vq1auLyM2bN0ujYAAAAAAASolpK/CrVq0qnTIKFxMTIyJNmjTJ196kSZODBw/euHGjiLFDhgzJzs6uX7++cWNeXt7t27dFpNBz7JKSkiIjI41bzp8/7+bmlpSUZF79AAAAAABYimkBfsiQIaVUR6ESEhJEpOCB80qLcvV+GjVqZPg5Ly8vLS3txo0bYWFhiYmJTZs2rVevXsEhV65ceffdd/M11q5d+88//zSvfgAAAAAALKVcn0J/9+5dEXFycsrX7uzsLCKJiYnFfJ8xY8Zcu3ZN+blr167Dhw+3XI0AAAAAAJSFch3gFRqNJl+LXq8Xkdzc3GK+Q926dT09PR955JGYmJjff//dz8+vR48eBbt5e3vn22IQFRW1ZcsWnU5nVuEAAAAAAFhMuQ7wHh4eMTExqampPj4+xu2pqaki4u7uXsz3CQkJMfz85ZdffvXVV+7u7oGBgfm6VatWbfTo0cYt33333VdffWVO6QAAAAAAWFS5PoVeiejJycn52lNSUkTEw8PjfgNTU1P37Nnzxx9/FLzUqlUrEdm+fbslCwUAAAAAoJSV6wBfrVo1ETl9+nS+9qioKBHJtyxvTK/Xz58/f968ecpme2NZWVmWLhMAAAAAgFJXrgN8586dReTAgQPGd6FnZ2cfOXJEo9F06tTpfgOdnZ09PT3v3bt3/PjxfJeUZfkaNWqUTskAAAAAAJSKch3g69evX6dOnbi4uCVLlhgOrps7d25GRkbbtm29vLwMPbdu3bply5aLFy8aWrp37y4iixYtOnXqlNKSnZ29bt26ffv2VapUqdBD7AAAAAAAKLfK9SF2IjJx4sSpU6f++uuv+/fv9/X1vXLlSlZWlr+//6hRo4y7rVy5Mjs7e8iQIf7+/kpLnz59jhw5cubMmffff79y5cpOTk537tzR6XS2trZvvvlm1apVH8ZvAwAAAACAmcp7gPfx8Zk7d+6qVauOHz9+4cIFNze3Tp06DRkypFKlSkUP1Gq1c+bMCQ8P37t3b2xsbHJysp+fn7+/f//+/T09PcumeAAAAAAALKW8B3gRcXV1HTNmTNF9Nm7cWLBRo9F0795d2UsPAAAAAICqlet74AEAAAAAgIIADwAAAACAChDgAQAAAABQAQI8AAAAAAAqQIAHAAAAAEAFCPAAAAAAAKgAAR4AAAAAABUgwAMAAAAAoAIEeAAAAAAAVIAADwAAAACAChDgAQAAAABQAQI8AAAAAAAqQIAHAAAAAEAFCPAAAAAAAKgAAR4AAAAAABUgwAMAAAAAoAIEeAAAAAAAVIAADwAAAACAChDgAQAAAABQAQI8AAAAAAAqQIAHAAAAAEAFCPAAAAAAAKgAAR4AAAAAABUgwAMAAAAAoAIEeAAAAAAAVIAADwAAAACAChDgAQAAAABQAQI8AAAAAAAqQIAHAAAAAEAFCPAAAAAAAKgAAR4AAAAAABUgwAMAAAAAoAIEeAAAAAAAVIAADwAAAACAChDgAQAAAABQAQI8AAAAAAAqQIAHAAAAAEAFCPAAAAAAAKgAAR4AAAAAABUgwAMAAAAAoAIEeAAAAAAAVIAADwAAAACAChDgAQAAAABQAQI8AAAAAAAqQIAHAAAAAEAFCPAAAAAAAKgAAR4AAAAAABUgwAMAAAAAoAIEeAAAAAAAVIAADwAAAACAChDgAQAAAABQAQI8AAAAAAAqQIAHAAAAAEAFCPAAAAAAAKgAAR4AAAAAABUgwAMAAAAAoAIEeAAAAAAAVIAADwAAAACAChDgAQAAAABQAQI8AAAAAAAqQIAHAAAAAEAFCPAAAAAAAKgAAR4AAAAAABUgwAMAAAAAoAIEeAAAAAAAVIAADwAAAACAChDgAQAAAABQAQI8AAAAAAAqQIAHAAAAAEAFCPAAAAAAAKgAAR4AAAAAABUgwAMAAAAAoALWD7sAAA+NPj1df+um5ORqXN00Xt6i0TzsigAAAADcFwEeqIj0cTdzt4bpLpwVvV5p0bi5azs+rW3zGDEeAAAAKJ8I8ECFozsXlbN6heTmGDfqExNyf1ivv3rJuv8gMjwAAABQDnEPPFCx6FNTctatzJfeDfKOHck7sLeMSwIAAABQHAR4oGLJ2x8h9+4V1WHXdtHpyqweAAAAAMVEgAcqFt25M0V30Kel6m/eKJtiAAAAABQfAR6oYJITH9hFn/TgPgAAAADKGAEeqGCsi3F0ZXH6AAAAAChbBHigYtF4ej+4j1fVMqgEAAAAgEkI8EDFYtWkRdEdNDVqatw9yqYYAAAAAMVHgAcqFm2rtppq1UVERF/IZSsr6559yrYiAAAAAMVCgAcqGK3W5pVgTbUaIpr8l2xtbYJetvKr8zDKAgAAAPAAHFUFVDgaZxfbN8fnHTmoOx6pi42R3FyNq7tVg4ba9h3ZPA8AAACUWwR4oELSarWB7bWB7R92HQAAAACKiy30AAAAAACoAAEeAAAAAAAVIMADAAAAAKACBHgAAAAAAFSAAA8AAAAAgAoQ4AEAAAAAUAECPAAAAAAAKkCABwAAAABABQjwAAAAAACoAAEeAAAAAAAVIMADAAAAAKACBHgAAAAAAFSAAA8AAAAAgAoQ4AEAAAAAUAECPAAAAAAAKkCABwAAAABABQjwAAAAAACoAAEeAAAAAAAVIMADAAAAAKACBHgAAAAAAFSAAA8AAAAAgAoQ4AEAAAAAUAECPAAAAAAAKkCABwAAAABABQjwAAAAAACoAAEeAAAAAAAVIMADAAAAAKACBHgAAAAAAFSAAA8AAAAAgAoQ4AEAAAAAUAECPAAAAAAAKkCABwAAAABABawfdgGAJWRl5h39Q3fpgqQmS6XKmhq+2lZtNR6eD7ssAAAAALAYAjxUT3f2dG7oWn1G+v83nT+Tt2entuPT1l26i0bz8EoDAAAAAIshwEPddJfO56z+WvLyClzQ5f0WLnqdddeeD6MuAAAAALAw7oGHmul0uT9sKCS9/y1vz0797VtlWREAAAAAlBICPFRMF31VH39bRH//Hrq840fKsCIAAAAAKC0EeKiYPua6iIgUdZf7330AAAAAQN0I8FCzrCzL9AEAAACAco8ADzVzcnpwH8di9AEAAACAco8ADxWzqu3/4D516pZBJQAAAABQ2gjwUDFNFS+rBgFFdajsoG3RuszqAQAAAIDSQ4CHuml8qt/3mpWV9YuDxL5yGZYDAAAAAKWFAA8Vyzv4e97uHfe7atW8tVWDR8uyHgAAAAAoPQR4qFZmRm74liKu605E6hMTyqwcAAAAAChVBHioVd6Z0w94RFxenu6v42VVDgAAAACULgI81Ep/K1ZE9EX3iYstm2IAAAAAoLQR4KFa2dkioimyiz4nu2xqAQAAAIDSRoCHWmmcXSzSBwAAAABUgQAPtbKqW98ifQAAAABAFQjwUCtNjZpW/vWK6uBT3ap+QJnVAwAAAACligAPFbPuP0jj5l7oJY2Do81LQ8WKf8IBAAAA/EsQb6BiGhdXm9Fva1u0/kdQ12isGjW1CXlb4+n98EoDAAAAAAuzftgFACWicXCwfnGwtmdfffQVfWqqxsFBU/MRjZPzw64LAAAAACyMAI9/A42Dg6Zho4ddBQAAAACUIrbQAwAAAACgAgR4AAAAAABUgC30wP/ob8XpzkXp78aL1krjVdUqoLHG2eVhFwUAAAAA/0OAB0QyM3N+DNX9dVz0+v9v3PKD9omnrLv04Fl0AAAAAMoDAjwqvOzs7K8X6W9E52/Pzc3btV2SEq1fHPwwygIAAACAf2BpERVd7p4dhaT3v+UdO6I7/VdZ1gMAAAAAhSLAo2LT6XSHDxTdJe/QvrKpBQAAAACKQIBHhaa/G69PSxXRF9FHd/VymdUDAAAAAPdDgEeFpk9PExERTVGdsrMlJ7tMygEAAACA+yLAo0LTVHZ4cCcbG7GxLf1aAAAAAKAoBHhUaJoqnlK5ctF9rGo+Uia1AAAAAEBRCPCo2KystK0Ci+6ibdOubGoBAAAAgCIQ4FHRWXfqqvGuer+rVo2aWDVtUZb1AAAAAEChCPCo8CrZ27z6plW9hvnbNRptYHubAUNEU+QRdwAAAABQJqwfdgHAw6dxcrYZPlJ37YruzCl9wl2xsrLyqmrVpJmmitfDLg0AAAAA/ocAD/yPVS0/q1p+D7sKAAAAACgcW+gBAAAAAFABAjwAAAAAACpAgAcAAAAAQAUI8AAAAAAAqAABHgAAAAAAFSDAAwAAAACgAgR4AAAAAABUgAAPAAAAAIAKEOABAAAAAFABAjwAAAAAACpAgAcAAAAAQAUI8AAAAAAAqAABHgAAAAAAFSDAAwAAAACgAgR4AAAAAABUgAAPAAAAAIAKEOABAAAAAFABAjwAAAAAACpAgAcAAAAAQAUI8AAAAAAAqAABHgAAAAAAFSDAAwAAAACgAgR4AAAAAABUgAAPAAAAAIAKEOABAAAAAFAB64ddwIMlJSV9++23x48fT01NdXV1bd26dVBQkKura2mPBQAAAACg/CjvK/BxcXETJ0787bffEhISHBwc7ty5s23btrfeeuv27dulOhYAAAAAgHKlvAf4uXPnxsXFtWrVavXq1atXr16xYkXdunUTExOXLVtWqmMBAAAAAChXynWAP3/+/MWLFz08PN59911l37unp+fUqVNtbW0jIyPj4+NLaSwAAAAAAOVNuQ7wO3fuFJF27drZ2toaGp2dnVu2bKnT6fbs2VNKYwEAAAAAKG/K9SF2MTExItKkSZN87U2aNDl48OCNGzcsOzY1NfXMmTPGLdHR0c7OzqmpqWYUDwAAAACABZXrAJ+QkCAiBQ+NV1qUqxYce/HixVGjRuVrrFu37p9//mla3QAAAAAAWFq53kJ/9+5dEXFycsrX7uzsLCKJiYmlNBYAAAAAgPKmXK/AKzQaTb4WvV4vIrm5uZYd6+3tPWTIEOOWqKioLVu26HQ6kwoGAAAAAMDiynWA9/DwiImJSU1N9fHxMW5Xbkp3d3e37Nhq1aqNHj3auOW777776quvzK4fAAAAAABLKddb6JWYnZycnK89JSVFRDw8PEppLAAAAAAA5U25DvDVqlUTkdOnT+drj4qKEpF8S+sWHAsAAAAAQHlTrgN8586dReTAgQPGd6FnZ2cfOXJEo9F06tSplMYCAAAAAFDelOsAX79+/Tp16sTFxS1ZssRw+NzcuXMzMjLatm3r5eVl6Ll169YtW7ZcvHjRjLEAAAAAAJR/5foQOxGZOHHi1KlTf/311/379/v6+l65ciUrK8vf3z/fA9tXrlyZnZ09ZMgQf39/U8cCAAAAAFD+lesVeBHx8fGZO3fuU089ZWNjc+HCBScnp2eeeWbWrFmurq6lOhYAAAAAgHKlvK/Ai4irq+uYMWOK7rNx40azxwIA8H/t3Xlc1NXi//HzYViHRUBIBRVSBHfMNBfQIjX3BXfUwjK31PTqw5vd+l7tXivRvqb+QtO4Xk1D3NDU3KCwcMFuopgkgiIuoIKyCrLNzO+Pz+/Obx4zCAOi48Tr+ddwPudzPmfmMwO855zP+QAAADz/nvcReAAAAAAAIAjwAAAAAACYBQI8AAAAAABmgAAPAAAAAIAZIMADAAAAAGAGCPAAAAAAAJgBAjwAAAAAAGaAAA8AAAAAgBkgwAMAAAAAYAYI8AAAAAAAmAECPAAAAAAAZoAADwAAAACAGSDAAwAAAABgBgjwAAAAAACYAQI8AAAAAABmwNLUHQAapPIyzf0cTaVKatxYsncwdW8AAAAAmAECPPBMae7dqTz2gzolWahUQgghSRYtWir6D7bwa2/qrgEAAAB4rjGFHnh21Jcvlf+fL9TJF/9fehdCaDTqmzcq/r1RFXvEpF0DAAAA8LwjwAPPiCY/r+K7LaKioqptmsqYI+rki8+6TwAAAADMBwEeeEZUP/8oKsqrqVAZwyA8AAAAgMciwAPPiPrypeoraO5kavLznk1nAAAAAJgdAjzwTGg0moL8mmvl5T6DvgAAAAAwRwR44FmRpJrrWPCRBAAAAFA10gLwTEiS5OZeD3UAAAAANFQEeOAZsejUpYYKrXwke4dn0xkAAAAAZocADzwjloFBUqNGj92sUFgOHvEMuwMAAADAzBDggWfFzs7q7dmSs0sVm6ysrSa+JbXweuZ9AgAAAGA2LE3dAaABkZp5WC/4oDL+hDopUXM/WwghOThatO+oeLU/V78DAAAAqB4BHni27JSWbwwRbwwRKpVQq4SVtak7BAAAAMA8EOABE1EohEJh6k4AAAAAMBtcAw8AAAAAgBkgwAMAAAAAYAYI8AAAAAAAmAECPAAAAAAAZoAADwAAAACAGSDAAwAAAABgBgjwAAAAAACYAQI8AAAAAABmgAAPAAAAAIAZIMADAAAAAGAGCPAAAAAAAJgBAjwAAAAAAGaAAA8AAAAAgBkgwAMAAAAAYAYI8AAAAAAAmAECPAAAAAAAZoAADwAAAACAGSDAAwAAAABgBgjwAAAAAACYAQI8AAAAAABmgAAPAAAAAIAZIMADAAAAAGAGCPAAAAAAAJgBAjwAAAAAAGaAAA8AAAAAgBkgwAMAAAAAYAYI8AAAAAAAmAECPAAAAAAAZoAADwAAAACAGbA0dQfMw8mTJ8PCwkzdCwAAgKcoJCSkZcuWpu4FAOCxCPDVsba2dnFxyc/Pj4mJiYmJMXV38OenUCjkByqVyrQ9AWByFhYWkiQJIdRqtUajMXV30CD06NGDAA8AzzOJ/wlq1Lhx49zcXFP3Ag1Cly5dFApFRUXFxYsXTd0XACbWsmVLd3d3IURqampRUZGpu4MGIS4u7rXXXjN1LwAAj8UIfM02b95cXl5u6l6gQVizZk1ZWZmLi8uuXbtM3RcAJhYTE5OYmCiE+Pvf/+7l5WXq7qBB6NChg6m7AACoDgG+ZiNHjjR1F9BQhIeHl5WV2drajhs3ztR9AWBi6enpcoB/9dVXu3fvburuAAAA02MVegAAAAAAzAABHgAAAAAAM0CABwAAAADADBDgAQAAAAAwA9xGDniOnDt3TqVSWVlZvfTSS6buCwATy8jIyM7OFkK0bdvWycnJ1N0BAACmR4AHAAAAAMAMMIUeAAAAAAAzQIAHAAAAAMAMEOABAAAAADADBHgAAAAAAMyApak7AOCZOnr06Pr168eOHfvWW2+Zui8AHuvEiROrV68eOnTozJkzzfcQz6dLly7FxcUlJyfn5uba2Nh4eHj4+PiMHTvWxcVFr+a8efNu3Lhh2IJSqWzWrFmHDh3GjRvXqFEj3U3vvPPO/fv3qzm6ra3trl275MeZmZmzZ882rOPm5ubp6TlgwIC+ffvW7rkBAP7sCPDA80utVo8aNQjbDXwAACAASURBVMre3n7Hjh2m7gvQgGzYsOHIkSPNmzdfv379szkiH/Zno7S0dN26dSdPnpR/VCgUpaWlBQUFly9fjomJmTFjRv/+/Q33srGxsbT8//8vqdXqkpKSa9euXbt2LTY2dtWqVS1atNDbxdbWVqFQVNkHW1tbw0KlUilJkvxYo9E8fPgwKSkpKSkpPj7+b3/7m3YTAAAEeAAA8OenVqs/+eST5ORka2vryZMn+/v7e3t7V1RU3LhxY+/evWfOnAkPD5fH1fV2nDNnzmuvvaZbUlpaev78+Y0bN+bm5q5du/aLL77Q22XJkiVdu3Y1vm/btm2zsrLSLUlOTv7000/Pnj17/PjxgQMH1uJ5AgD+1LgGHjBjJSUlv/32261bt0zdEfypPCfvKxN2o3fv3u+8887o0aOf/aHx9MTGxiYnJ7u4uISFhQUHB7dq1crCwsLGxsbX1/fDDz/s37+/SqX66quvjGnK1ta2V69es2bNEkKkpqYWFxfXe287dOgwcuRIIcR//vOfem8cAGC+GIEHaiclJeXQoUNpaWn5+fmenp69e/ceMWKEtbW1bp309PR9+/Zdv349Ozu7RYsWPj4+EydO1L26Ur70dPr06QMGDIiKijp58mR+fr67u3v37t3Hjx/v4OAghAgLCzt16pQQori4eMSIEdrLJuV9Z86c2aZNm3/+858FBQW6F7TXeGiYl+pPaHh4+LFjxwYPHqx3GW1FRcWUKVMePXq0evVqHx8fIUR+fv7OnTvT0tJu3rzp7Ozcvn374OBgLy8v7S7Vv6+q2f3+/ftz584tKytbvXr1iy++qG1w8+bN+/fvDwoK+stf/iKEWLZsWWJiYlRUVHp6utyUUqls06bNgAEDunXr9uTd0CosLIyOjj5//vydO3fs7Ow8PDxGjBjRq1evWtXJy8vbvHnz0KFD5QnVxnxgtX777bfjx4+npKTY2tq2b99+9OjRN27cWLVqVWho6JgxY6o8y4/7sMuKi4u/++67hISEgoIC+aATJkzQO6gxr0w1qj/Erl27tm/fbtj/1atXnzhx4u9//7t8BuPj41etWjV9+vSePXtu3br1/PnzQgg/P78hQ4Z069YtOzs7KioqNTU1Ozvbw8Nj1KhRemPaGo3m1KlTR44cuXPnTkFBgbOzc4sWLYYOHdq9e3dtnVqdCD3l5eXy5QmhoaGtW7c2rDB16tS4uLjMzMz09PRWrVoZ87p17NhRfnD79m0/Pz9jdqmVJk2aCCGys7PrvWUAgPkiwAO18MMPP0RERKhUKltbWycnp2vXrl29evX06dMrV67UXiF57NixTZs2VVRUKBQKNze3q1evpqWlnT59+q9//WunTp10WysrK/vb3/5mYWExcOBASZJiY2P379+fkpLy+eefKxSKzp0729nZxcbGWlpavv7663qzK/Pz8//xj38UFhZaWVk5OjrW9tAwCzWe0ICAgGPHjp09e3bWrFm6V8meP3/+0aNHnp6ecnpPTk5euXJlXl6eQqFwd3fPycn56aeffvnll4ULFwYGBuoescr3VfW7u7m5hYaGbtiwITw8fNWqVXI30tPTDxw44Ozs/O677+q2HxcXt2nTptatW7/xxhv37t1LTExMSEgICQmZOHHiE3ZDrpOXl7dgwYK8vDwrKyt3d/fi4uLk5OTk5GTd8GlMnSpV/4GV6+zateu7777TaDTyJc0//fTT6dOne/ToUf2JrubDXlhYuHjx4qysLC8vL0dHx+vXr3///fdXr1797LPPtGfc+PNbJWMOYbysrKyFCxf6+/uHhISkpaXFxcWdO3duxowZkZGRfn5+AwcOvH379rFjx1avXq1UKl955RXtjlu2bNm3b58QolGjRk2aNMnNzU1MTExMTJw9e/bgwYN1D2HMiTD0yy+/PHjwwMPDQ++LAy0nJ6c5c+bk5uZWVlYa+WTVarX8wM7OzshdaiU9PV0I0axZs6fROADATBHgAWPduHFj06ZNlpaW8+fP79u3r4WFRVZW1qeffnr16tXdu3eHhIQIIe7evfv111+r1erJkycHBwdbW1uXlJRs2LDh559/Xrt27ddff627ElJ0dPTLL7+8YMEC+Z/OIUOGvPfeeykpKZcvX+7YsePgwYMHDhwYGxtrY2Mzd+5cvc7s37/fxcXlgw8+6NChg4WFRW0PjeefMSe0U6dOTk5Oubm5aWlpvr6+2n3l4dygoCAhRFlZmZzuRo8ePWnSJGtr6/Ly8p07d+7evfvLL7/08fFp2rSpdkfD95Uxuw8aNOjnn3/+448/Dh8+PHToUI1GEx4erlarZ82apY3fsoiIiODg4KlTp8o/Xr169ZNPPomMjOzatatu/+vWDSHEt99+m5eX17Nnz/fff18ej42NjV23bt327duHDx8uz5Qxpk6Vqv/ACiEuX768fft2Gxub+fPnBwQESJIkx+Cff/65+nNdzYc9Pj6+RYsWX3/9tfwEk5KSli1blpycrD3jtTq/VarxELXyww8/zJw5c+jQofKPtra2R44c2bhx46hRo9555x250NXV9bvvvvvxxx+1AT4rK2vfvn3W1tZLliyRx/NVKtXBgwc3b968Z88evQBf44mo0s2bN4UQXbp0kd9RVapyBbtqXLx4UQjh4uLi6elZqx1rVFJSEhcXd/DgQUmShg0bVr+NAwDMGtfAA8batm2bRqMJCQl57bXX5H8BPTw85P+2z549K9eJjIxUqVRvvPHGhAkT5CSgVCoXLVrUqlWr7OzsY8eO6TZYXl4+bdo07ZCRUqmU/3M15qLf8vLyjz/+uFOnTtp/Rmt1aDz/jDmhCoWiZ8+eQucdKISorKw8e/asJEmvvvqqEGL//v15eXl9+/adOnWq3I61tfWbb77Zv3//iooKecxTy/B9ZczukiTNmzfPyspq27Ztubm5hw8fTktLCwgI6N27t96Tcnd3Dw0N1f7o4+Mzfvx4+ck+eTeEEFeuXBFC6M6m7t+/f48ePXx8fHJycoyvU6UaP7Dbt28XQoSGhgYGBspj1z4+PosXL66mzRpJkrRo0SJtCPf395enlN++fbtWr8yTHKJWmjZtOmTIEO2PL7/8shBCqVROmTJFWyi3f/fuXW1JSkqKEKJv377a6ykUCsWoUaMcHR1zcnJKS0t1D1G335yZmZly9+rwpPRoNJq8vLyffvpp48aNkiRNnz7dcOR/5cqVUx4jIiLCsM2pU6dqK4wfP37ixIkbN260s7NbuHAh86cAALoI8IBRNBpNYmKiPGlTt7xt27ZvvfVWYGCgRqMRQly6dEkIMWLECL3d5SEUeauWn5+fs7OzbomTk5PQmZZZDT8/v5YtW+qW1OrQeP4ZeUIDAgKEEAkJCdoKFy5cKCkpad++vXwBbWJionYvXYMGDRJVvSf13ldG7u7p6TlhwoSSkpI1a9Zs27bN0dFRXt9LT79+/fRmZQ8YMECSpIsXL8qfoCfshjyT+fTp07qtffTRR6tWrdKOkRpTp0rVf2DLysouXbpkbW09YMAA3Trt2rUz/lp0Qz4+PnrXY8sRVKVSyT/W6vzW7RC17bDuKZanYLRs2VJ3aoP81YnuL7rXX3/9wIED77//vm5T5eXlch/0fiXW7Ten/H2Bu7t7rZ+SEKtXrx6hY+TIkaGhoWvWrLGwsFi6dGmV1ymUlJQUPobe9xGyoqIiwwoKhSIvL8+YvwgAgIaDKbWAUXJyciorK93c3PSmBEuSNHbsWPlxRUXFgwcPFAqFYQyQ/4PXHXES/12gqG5eeOEF3R9re2g854w/oZ07d3Z0dLx161ZWVpaHh4f47/x57YW+WVlZQojjx4/HxcXptlNWViaEuH//vm6h3vuqVruPGTPm5MmTFy5cEEIsWrSoUaNGhs9L7qEuW1tbV1fXBw8ePHjwwM3N7Qm7MXjw4LS0tD179pw8efKVV17p2LFjhw4d9D6zxtSpUvUf2Lt372o0miZNmtjY2Ohtatmy5Y0bN2psv0qGbwC9b0BqdX7rdohaUSqVRhZWKS8v7+bNm3fu3MnMzPztt99KSkoM69TtN2ejRo1u3bpVWFhYh3317gOv0WhKS0vVanV+fn5CQkKV0/KXLVtWq9vI7d27V3ftg0ePHl28eHHz5s2bN2++cuXKBx98UIduAwD+lAjwgFHkubV6wz568vLyNBqNk5OT4T9z8rLhev9MG/6jbzy9vFHbQ+M5Z/wJlWfRx8TEnD17Njg4WKVSnT171srKSh6Zr6ysLCgoEELExsZWeaDS0lKNRqMNbHrvq1rtrlAo+vfvHxERYW1tLU+cNiSPlBoWPnjwIDc3Vxvg69yN/v3729nZRUZG3rp168CBAwcOHFAoFB07dpwyZYp2kXBj6lSp+g9sNb8inuQ2EPb29tVsre35rcMhnpkTJ07s3r1bOw1ekqQ2bdrY2toajlfX7Tenp6fnpUuX5O87HicrK+vatWv29vZ62dvwPvAqlSopKenLL788evRo8+bNDWfKPCE7O7sePXr4+vrOmjXr1KlTiYmJtfo6AADwJ0aAB4wiDyc+fPiwmjouLi6SJBUWFqrVar3cJf+TXX3+fxImPDSehlqd0ICAgJiYmISEhODg4KSkpIcPH/bu3VuepWxpaeno6FhUVLRr1y5bW9vadqNWuxcWFu7evVsIUV5e/u9//3vevHmGdfLy8gwL5S8jqkm5tepGQEBAQEDA7du3z58/n5ycfOHChaSkpIsXL3722WcdOnQwvk5tyWdEPjt66jbqa4wnPL9PqPrfh7Vy7Nix8PBwKyurfv36de7c2cvLy9PT08bG5t13361ywnkdyBMNLl++XE2dPXv2xMbGvvrqqzWmZYVC0bVr1wkTJmzatOnXX3+t9wAvc3Fx6dq166lTp/744w8CPABAxjXwgFGaNGkiSVJOTo48MVXXzp07IyIiiouLraysGjdurFKp5NWSdMkLIBvOH64vJjw0noZanVB/f39HR8eUlJSCgoLTp08Lnfnz4r/3oDJc36uysvLBgwc1Zkvjd9+4cWNBQcGkSZOcnZ1jYmJ+//13w9YyMjL0SrKzs4uKiqysrLTD73Xuhkqlys/Plx83b958+PDhS5Ys+fbbb7t166bRaI4ePWpknbqRz8i9e/fKy8v1NhmexHr0hOfXeLpLBsiqH82ulb179woh/vrXv86fPz8oKKhVq1byMHt9pXchRGBgoLW1dWpqqu6CEboqKyvPnTsnhPD39zeyTXntgCq/lqov8toB1aycDwBoaPiTABjFysrKz89PpVIdP35ctzwnJycyMvLEiRPyRZ7yTYwOHjyot7tcUufBPWOY8NB4Gow/oQqFokePHhqN5syZMwkJCY6OjtqlvLXtHDp0SK+d3bt3v/3229HR0cZ0o8bdz549Gx8f7+PjM2HCBPne7+vXr6+oqNDbKyYmRi+SycmtU6dO1U/zNqYbRUVFb7311tSpU3UPYW1t3adPH/HfKGhMnbpRKpWtW7cuKyv78ccfdcuvXbuWlpZW52Zr9ITn1xjyEut6S/QnJyfXY4CXZ2Ho3QQuLS2tHr+AcHNzGzVqlBAiIiKiyvXqIyMj8/Ly7OzsHncBiCE5XdfjTAQ95eXl8hdhL7744lM6BADA7BDgAWO99dZbQoht27adOnVKHozKz8//8ssvNRpN37595fgREhKiUCiOHTsWHR0tr59cWlq6Zs2aq1evuru7y+tC11ZpaakxueJpHBomVKsTKq+DvWPHjsLCwsDAQN0Ft8aMGWNvb3/ixInIyMjKykohhEajiY+P37Nnj6Wlpd6S6YaM2b24uHj9+vUWFhZz5syRJKlv377+/v6ZmZm7du3Sa62oqGjZsmVyWisrK9uxY8eRI0eEEJMmTXrybjg7O7u7u1dWVm7ZskU7DJ6TkyOH23bt2hlZp87efPNNIcSWLVt+/fVX+VfEzZs3w8LCDO8x9jhGfth1PeH5NUbz5s2FEHFxcenp6XLJ7du3161bp7vo2hOS57efPHlSW5KcnPz555/Lj+trDc6xY8c2bdo0Ozt74cKF+/fvv3HjhkqlUqlUt27dWrt2rfxd0qxZs2q7ZkGVK+09ubt374aFhd2/f79FixbyjfcAABBcAw8Yr2PHjhMmTNi1a1dYWJhSqXR1db13715FRYW3t7f21tbNmjWbMWPGN998s2XLlsjISHd39zt37qjV6kaNGi1YsED3RkrGsLCwkC9wXbBgQdOmTZctW1ZN5fo9NEyuVifU39/fwcFBnsobFBSku8nR0XHBggVffvllVFTUnj17mjVrVlhYWFBQIEnSwoULq79xmpG7R0RE5OXljRw5snXr1vJes2fPnjdv3t69e/v27duiRQttawEBAadOnXrnnXfc3Nzy8vJUKpUkSZMmTfL19X3ybgghZs6cuXz58sOHD8fFxb3wwgtlZWX37t3TaDR+fn7aG60ZU6duunbtOnLkyO+//3758uUODg52dnY5OTkvvPDClClTtm7dWv3Sa7X6sOt6wvNrjJdeesnb2zsjI2PRokU+Pj4VFRUZGRmenp7BwcGG39HUzfjx41etWhUeHn7o0CFnZ+d79+7dvXu3V69ebdu2PXny5OLFiydNmjRmzJgnPIqtre2KFStWrFiRkpKyefNmIYSlpaVarZbv02ZlZTV27Fi9j0/15IUPysrKUlNT9d7DK1eu1P0eTc/MmTPlSR9aU6dO1Z2EUl5eLn+V07hx44ULF1bTFACgoeFPAlALkydP7tix4+HDh69du5abm+vt7d2rV6+RI0fqjkQNHjzYz88vOjr6+vXrOTk5rVq1atOmzcSJE40Z1bG0tPTy8tK9SdJ77723ZcuWnJwcY27s9CSHxnPI+BMqr0UfGxvbtGnTtm3b6m3t0aPHunXroqKi0tPTMzMzXV1d/f39x48fr3ev9cepfvfExMQff/zRzc1t8uTJ2l08PDzGjh27Y8eOr776asWKFdp374gRI/r163f8+PHU1FQnJydfX99BgwYZOWPZmGfxyiuvrFy5cu/evRkZGVlZWQ4ODn5+fkFBQf369dN+5WFMHSMZfmCnTZvm6+sbGxubmppaUVExaNCgN998U55UX+Ot1Gr1Ydf1hOe3RtbW1v/85z937NiRmJiYnp7u7Ow8bNiwSZMmJScn9+nTx9XVtQ5tNm7cWPeN2qdPHxsbm+joaPlOb23atAkJCQkKCioqKnJxcUlNTa3+KIYn4nFcXV3DwsISEhLi4+NTU1Pz8/MdHBw8PDy8vLxGjx5d2xvUubm5vfDCC9nZ2evWrfvqq690N1U/LG94dUlRUZHujwqFok2bNp06dRo3btxzcpsAAMBzQjJclgYAgPq1bNmyxMTEsLCwJ5ymbo7Wr19/9OjRVatWVX+bOgAAgBpxDTwAAPXggw8+CA4OTk5O1i0sLCz8+eeflUqlvGI5AADAkyDAAwBQD/r06aNSqdasWfPLL7/k5OQ8fPjwwoULH3300aNHj9544416XPINAAA0WFwDDwBAPRg2bFhmZubhw4e/+OIL3fLBgwdPmTLFVL0CAAB/JgR4AADqx8yZM4cMGXL27Nns7GwLC4tmzZr5+fkZLisIAABQNyxiBwAAAACAGeAaeAAAAAAAzAABHgAAAAAAM0CABwAAAADADBDgAQAAAAAwAwR4AAAAAADMAAEeAAAAAAAzQIAHAAAAAMAMEOABAAAAADADBHgAAAAAAMwAAR4AzMb//M//SJLk7u5u6o4AAADABAjwAAAAAACYAQI8AAAAAABmgAAPAAAAAIAZIMADaHBiY2NHjx7t4eFha2vbunXrefPm3blzRwjh7u4uSdLevXv16j98+HDFihU9e/Zs3Lixo6Ojv7//7NmzU1NTDVt2dHSUJOmHH34QQsTHx48ePdrT01OpVHbo0GHatGkZGRlV9ufWrVtz5sxp27atg4ODo6Nju3bt5s6de+XKFd06s2fPliRp+fLlQoj79+9LkiRJ0tq1a3/66Sf58c6dO6tsvFu3bpIktW/fXv7xX//6lyRJnTp1ktv5+OOP27Vrp1Qq3d3dg4KCNm/erFarq2zH+BcBAAAAT4sGABoMtVo9d+5cw9+ETZs2jY+Pd3NzE0Ls2bNHd5f//Oc/Hh4ehrtYWFiEhYXpte/g4CCEOHTo0OrVqy0sLOzt7QMDA/38/ORdbGxsTp48qbfL7t27XVxcDNu3tLT83//9X221WbNmGdZZs2ZNZWWl3O3x48cbPt+0tDS55qeffiqXRERECCE6duyYlJTUvHlzIYQkSY0bN9a2GRgYmJ+fr9dOrV4EAAAAPCUEeAANyIoVK+Tk2aJFi48++mjPnj1hYWE9evQQQlhZWVlaWuoF+Dt37jRq1EjeZdy4cV9//XVUVNSCBQvs7e3lwlWrVum2Lwf4GTNmWFhYLF++vKKiQi7/8ccfHR0dhRDe3t669aOjo7XZftasWVu2bNm6devs2bNtbGzk8ujoaN36H3/8sRDCzc1Nt3DatGlCCAcHh0ePHuk9X3nEXpKk69evyyVygG/RooWXl5eVldWGDRtyc3M1Gs3169e1X20MHz5ct5HavggAAAB4SgjwABqKvLw8Z2dnIcTLL7989+5dbXlFRUVoaKh2VFk3wM+ePVsIoVAo9u7dq9vUlStXWrduLYSwt7e/ffu2tlwO8EKIpUuX6h1d+93B1atXtcf19fUVQri7uyckJOhWTkhIkMfV27ZtW1lZqS2vMsAfPnxYbvngwYN6B+3YsaMQIiAgQFsiB3jZgQMH9OovXbpU3nT27Nk6vwgAAAB4SrgGHkBDsXr16vz8fCHEpk2bmjRpoi23tLRcv3697jRy2bVr1+S4O2/evNGjR+tu8vX1/eabb4QQxcXFmzZt0tvR2dl54cKFeoV9+/bVNis/+Pbbb+VryJcuXSrPAtDq0aOHnNVTUlK+++676p9X//795S8m9u3bp1uenJx86dIlIcTkyZMN9+rTp8/w4cP1Cj/44AP5JvOffPKJtrd1exEAAABQ7wjwABqKmJgYIUTfvn27du2qt0mpVL777rt6hUePHq2oqBBCLFq0yLC1oKAgeXz79OnTepsCAgKcnJz0Cl1dXeUHGo1GfpCQkCCEcHZ2lufA65k+fbo86/7MmTPVPy8rKys5in///fcqlUpbHhUVJW8dP358le0bFtrZ2cmTEU6cOCGX1PlFAAAAQL0jwANoKK5evSqE8Pf3r3Jrly5dqqzv6ekpL/ZmqHPnzkKIpKQkvXJ5YnmN5KH4tm3b2traGm5VKpVt2rQROiP21RgzZowQ4sGDB/Hx8dpCOcAPGjTIcHKBEEK7tJ4eeVZ/SUnJvXv3xBO8CAAAAKh3lqbuAAA8C/n5+ffv3xdCeHl5VVmhZcuWeiVyds3MzJQkqZqWHzx4oFciz0Kvkdy+t7f34yp4eXklJiYaE+AHDhzo4ODw8OHD6Ojo1157TQhx7tw5uf0q58+Lqp6v7MUXX5QfXL9+vUmTJnV+EQAAAFDvGIEH0CCUlJTIDx4XRK2srPRK5CHoGqnV6srKSt2S6rOu7o7VV5BXxS8tLa2xKVtb26FDhwoh9u3bJ0/Rl4ffHR0dR4wYUeUu8sR4Q48ePdKtUOcXAQAAAPWOAA+gQfDw8JBve3bjxo0qKxiWy2PRXbt2rXE5UDlp15aPj081/RFCXL9+XQghT6SvkTyL/vbt27/99ptGo9m5c6cQIjg42M7Orsr6GRkZVZZrB/zlCwGe9osAAAAA4xHgATQU8tXdv//+e5Vb//jjD70S+SrxP/74Q3dluHokJ+QrV66Ul5cbbi0tLU1LSxNGB/ghQ4bIWX3fvn2nT5++deuWePz8eSFEYmJileXymnl2dnbNmjUTT/9FAAAAgPEI8AAail69egkh4uLiDDN8eXm54Y3Q5MXqS0tL9+zZY9hacXFxly5dXnzxxc8//7xu/ZFvHZebm7tlyxbDrREREQUFBUKI7t27G9Oavb39wIEDhRDR0dE7duwQQjRp0qRfv36Pq7927VrDTJ6amio/2YCAAPlCgKf9IgAAAMB4BHgADcWHH34or/c+c+ZM3UXX1Gr14sWLMzMz9eqPHDmyW7duQoj333//ypUrups0Gs3ChQuTkpIyMjIed5F5jaZOnSoPwi9dulRvPPzXX3/9xz/+IYTw8fF5++239XZ83NXmY8eOFUJcuXJF/kYgJCREoVA87ujXr1+fP3++boa/c+fOpEmT5CvztfeBf9ovAgAAAIzHJYsAGormzZvPnz8/LCzszJkz3bt3Dw0N7dKly82bN/ft2xcXF/fyyy+npqYWFRVpV7OTJGnt2rWBgYHZ2dmdO3eeMWPGK6+84u7unpGRsXXrVvku7gsWLOjQoUPd+mNlZfX555+PHz/+7t27gYGB06dP79mzp0ajOXPmzDfffFNWViaECAsL011dT77OPD8/f+/evW3btnV1dZUnusuGDRtmbW1dXl5eXFwsqp0/L4Sws7MLDw8/f/78yJEjW7Zsee7cucjIyKysLCHE8OHDe/fu/WxeBAAAANRCjesSAcCfhkql+vDDDw1/E/bs2fP+/fsODg5CiNjYWN1djh496uHhYbiLJEmzZs1Sq9W6leUWli9fbnjolJQUecejR4/qlu/YsaNRo0aG7bu4uOzatUuvkYMHD+rWWbNmjV6FIUOGyJt8fX2rfAUiIiLkCkeOHHF2djY8bkBAQF5ent5etXoRAAAA8JQwhR5AA2JhYfHZZ58dOnSof//+rq6uSqXS399/9erV8fHxCoXi4cOHQgi9WDtw4MDff/998eLFnTp1cnJycnR0fOmll0JDQ5OSkjZs2GDkHeNkDg4O3t7ecsjXmjhxYlJS0qxZs9q0aaNUKu3t7X19fefMmXPx4sVx48bptTBs2LAVK1Z4e3vb2Nh4enq6ubnpVZDXohc1Db8LIfr06ZOcnDxv3rxWrVrZ2Ni4T/45DgAAAjJJREFUurq++uqrERERv/zyi2Gwr8cXAQAAAHUmaTQaU/cBAEwvKSmpS5cuQoiCggInJydTd6eO1qxZ85e//EUIkZaWJt+mTs+//vWvd999Vwjx8OFD+b56AAAAMBdcAw+gofj222+PHDmiVCojIiIMB40jIyOFEK1btzbf9C6E2Lp1qxCiR48eVaZ3AAAAmDUCPICGQqlURkVFCSFGjRo1fPhw3U3Xrl0LDw8XQgQHB5umc/UhISHhwoULQogpU6aYui8AAACof1wDD6ChGDRokHzbtokTJ4aFhaWkpDx48CAxMXHt2rUvvfRScXGxo6OjPP/cvBQUFBQVFf3+++/vvfeeEMLBwSEkJMTUnQIAAED9YwQeQEPh4ODwww8/BAUF3blzZ8mSJUuWLNHdamdnFxUVVeVa68+57du3z507V/vjwoULGzdubML+AAAA4CkhwANoQPz8/K5du7Zp06b9+/dfv349KytLqVR6e3u//vrrCxYsaNmypak7+EQkSZo2bdrSpUtN3REAAAA8FaxCDwDmrbS09Ndff71161bXrl3btWtn6u4AAADgaSHAAwAAAABgBljEDgAAAAAAM0CABwAAAADADBDgAQAAAAAwAwR4AAAAAADMAAEeAAAAAAAzQIAHAAAAAMAMEOABAAAAADADBHgAAAAAAMwAAR4AAAAAADNAgAcAAAAAwAwQ4AEAAAAAMAMEeAAAAAAAzAABHgAAAAAAM0CABwAAAADADPxfe9hKsR6f0WEAAAAASUVORK5CYII=)
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)
These results make sense. The overexpressing CREB group samples have much higher expression values for ENSDARG00000104315 than the control samples do.
results
(currently empty)Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
In order for our example here to run without a hitch, we need these files to be in these locations so we’ve constructed a test to check before we get started with the analysis. Run this chunk to double check that your files are in the right place.
# Define the file path to the data directory
@@ -1831,7 +1831,7 @@ 4.2 Import and set up data
data_dir, # Replace with path to your data file
"GSE37418.tsv" # Replace with the name of your data file
)) %>%
- # Tuck away the Gene id column as rownames
+ # Tuck away the gene ID column as rownames
tibble::column_to_rownames("Gene")
## Parsed with column specification:
## cols(
@@ -1992,7 +1992,7 @@ 4.6 Check results by plotting one
ggplot(top_gene_df, aes(x = subgroup, y = ENSG00000128683, color = subgroup)) +
geom_jitter(width = 0.2) + # We'll make this a jitter plot
theme_classic() # This makes some aesthetic changes
-
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)
Yes! These results make sense. The WNT samples have much higher expression of ENSG00000128683 than the other samples.
results
(currently empty)Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
In order for our example here to run without a hitch, we need these files to be in these locations so we’ve constructed a test to check before we get started with the analysis. Run this chunk to double check that your files are in the right place.
# Define the file path to the data directory
@@ -1823,7 +1823,7 @@ 4.2 Import and set up data
data_dir, # Replace with path to your data file
"GSE37382.tsv" # Replace with the name of your data file
)) %>%
- # Tuck away the Gene id column as rownames
+ # Tuck away the gene ID column as rownames
tibble::column_to_rownames("Gene")
## Parsed with column specification:
## cols(
@@ -2319,9 +2319,9 @@ 6 Session info
## [25] vctrs_0.3.4 hms_0.5.3 tidyselect_1.1.0 grid_4.0.2
## [29] getopt_1.20.3 glue_1.4.2 R6_2.4.1 fansi_0.4.1
## [33] rmarkdown_2.3 farver_2.0.3 purrr_0.3.4 readr_1.3.1
-## [37] backports_1.1.10 scales_1.1.1 ellipsis_0.3.1 htmltools_0.5.0
-## [41] assertthat_0.2.1 colorspace_1.4-1 labeling_0.3 stringi_1.5.3
-## [45] munsell_0.5.0 crayon_1.3.4 R.oo_1.24.0
+## [37] rematch2_2.1.2 scales_1.1.1 backports_1.1.10 ellipsis_0.3.1
+## [41] htmltools_0.5.0 assertthat_0.2.1 colorspace_1.4-1 labeling_0.3
+## [45] stringi_1.5.3 munsell_0.5.0 crayon_1.3.4 R.oo_1.24.0
Brems M., 2017 A one-stop shop for principal component analysis
diff --git a/02-microarray/dimension-reduction_microarray_02_umap.Rmd b/02-microarray/dimension-reduction_microarray_02_umap.Rmd index 86a26000..33346c4e 100644 --- a/02-microarray/dimension-reduction_microarray_02_umap.Rmd +++ b/02-microarray/dimension-reduction_microarray_02_umap.Rmd @@ -114,7 +114,7 @@ Your new analysis folder should contain: - A folder for `plots` (currently empty) - A folder for `results` (currently empty) -Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using): +Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):results
(currently empty)Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
In order for our example here to run without a hitch, we need these files to be in these locations so we’ve constructed a test to check before we get started with the analysis. Run this chunk to double check that your files are in the right place.
# Define the file path to the data directory
@@ -1835,7 +1835,7 @@ 4.2 Import and set up data
data_dir, # Replace with path to your data file
"GSE37382.tsv" # Replace with the name of your data file
)) %>%
- # Tuck away the Gene id column as rownames
+ # Tuck away the gene ID column as rownames
tibble::column_to_rownames("Gene")
## Parsed with column specification:
## cols(
@@ -1978,20 +1978,20 @@ 6 Session info
## [1] magrittr_1.5 ggplot2_3.3.2 umap_0.2.6.0 optparse_1.6.6
##
## loaded via a namespace (and not attached):
-## [1] Rcpp_1.0.5 RSpectra_0.16-0 pillar_1.4.6 compiler_4.0.2
-## [5] R.methodsS3_1.8.1 R.utils_2.10.1 tools_4.0.2 digest_0.6.25
-## [9] gtable_0.3.0 jsonlite_1.7.1 lattice_0.20-41 evaluate_0.14
-## [13] lifecycle_0.2.0 tibble_3.0.3 R.cache_0.14.0 pkgconfig_2.0.3
-## [17] rlang_0.4.7 Matrix_1.2-18 cli_2.0.2 rstudioapi_0.11
-## [21] yaml_2.2.1 xfun_0.17 withr_2.3.0 dplyr_1.0.2
-## [25] styler_1.3.2 stringr_1.4.0 knitr_1.30 generics_0.0.2
-## [29] askpass_1.1 vctrs_0.3.4 hms_0.5.3 tidyselect_1.1.0
-## [33] grid_4.0.2 getopt_1.20.3 reticulate_1.16 glue_1.4.2
-## [37] R6_2.4.1 fansi_0.4.1 rmarkdown_2.3 farver_2.0.3
-## [41] purrr_0.3.4 readr_1.3.1 scales_1.1.1 backports_1.1.10
-## [45] ellipsis_0.3.1 htmltools_0.5.0 assertthat_0.2.1 colorspace_1.4-1
-## [49] labeling_0.3 stringi_1.5.3 munsell_0.5.0 openssl_1.4.3
-## [53] crayon_1.3.4 R.oo_1.24.0
+## [1] reticulate_1.16 styler_1.3.2 tidyselect_1.1.0 xfun_0.17
+## [5] rematch2_2.1.2 purrr_0.3.4 lattice_0.20-41 colorspace_1.4-1
+## [9] vctrs_0.3.4 generics_0.0.2 htmltools_0.5.0 getopt_1.20.3
+## [13] yaml_2.2.1 rlang_0.4.7 R.oo_1.24.0 pillar_1.4.6
+## [17] glue_1.4.2 withr_2.3.0 R.utils_2.10.1 R.cache_0.14.0
+## [21] lifecycle_0.2.0 stringr_1.4.0 munsell_0.5.0 gtable_0.3.0
+## [25] R.methodsS3_1.8.1 evaluate_0.14 labeling_0.3 knitr_1.30
+## [29] fansi_0.4.1 Rcpp_1.0.5 readr_1.3.1 openssl_1.4.3
+## [33] backports_1.1.10 scales_1.1.1 jsonlite_1.7.1 farver_2.0.3
+## [37] RSpectra_0.16-0 hms_0.5.3 askpass_1.1 digest_0.6.25
+## [41] stringi_1.5.3 dplyr_1.0.2 grid_4.0.2 cli_2.0.2
+## [45] tools_4.0.2 tibble_3.0.3 crayon_1.3.4 pkgconfig_2.0.3
+## [49] ellipsis_0.3.1 Matrix_1.2-18 assertthat_0.2.1 rmarkdown_2.3
+## [53] rstudioapi_0.11 R6_2.4.1 compiler_4.0.2
Konopka T., 2020 Uniform manifold approximation and projection.
diff --git a/02-microarray/pathway_analysis_microarray_01_ortholog_mapping_kegg.Rmd b/02-microarray/pathway_analysis_microarray_01_ortholog_mapping_kegg.Rmd index 2960f834..99bd0f68 100644 --- a/02-microarray/pathway_analysis_microarray_01_ortholog_mapping_kegg.Rmd +++ b/02-microarray/pathway_analysis_microarray_01_ortholog_mapping_kegg.Rmd @@ -1,6 +1,6 @@ --- title: "KEGG pathways: mapping to mouse orthologs with `hcop`" -output: +output: html_notebook: toc: TRUE toc_float: TRUE @@ -15,8 +15,8 @@ for pathway analysis (implemented in the [`qusage` bioconductor package](https:/ `qusage` allows you to read in gene sets that are in the [GMT format](http://software.broadinstitute.org/cancer/software/gsea/wiki/index.php/Data_formats#GMT:_Gene_Matrix_Transposed_file_format_.28.2A.gmt.29). -[MSigDB](http://software.broadinstitute.org/gsea/msigdb) offers genesets in this format. -[Curated gene sets](http://software.broadinstitute.org/gsea/msigdb/collections.jsp#C2) +[MSigDB](http://software.broadinstitute.org/gsea/msigdb) offers gene sets in this format. +[Curated gene sets](http://software.broadinstitute.org/gsea/msigdb/collections.jsp#C2) such as [KEGG](https://www.genome.jp/kegg/) are a good starting point for any pathway analysis. However, MSigDB only distributes human pathways. @@ -24,7 +24,7 @@ If we want to use KEGG Pathways with another species without going through [KEGG Orthology](https://www.genome.jp/kegg/ko.html), we need to map to orthologs ourselves. -We'll use the [`hcop` package](https://github.com/stephenturner/hcop) to do +We'll use the [`hcop` package](https://github.com/stephenturner/hcop) to do this. If you're looking for a little bit more background information (like if you run into trouble installing `hcop`), check out the notebook in our @@ -150,7 +150,7 @@ mouse_ortholog_df %>% ) ``` -We can see that the human gene _PRPS1_/`5631` maps to 4 mouse genes, one of +We can see that the human gene _PRPS1_/`5631` maps to 4 mouse genes, one of which has 10 resources supporting that mapping. ```{r} @@ -212,7 +212,7 @@ Briefly, the GMT format has one pathway per line and it follows this pattern:plots
(currently empty)results
(currently empty)Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
In order for our example here to run without a hitch, we need these files to be in these locations so we’ve constructed a test to check before we get started with the analysis. Run this chunk to double check that your files are in the right place.
# Define the file path to the data directory
@@ -1985,7 +1985,7 @@ 4.7 Create a heatmap
First let’s save our clustered heatmap.
4.7.1 Save heatmap as a PNG
-You can easily switch this to save to a jpeg or tiff by changing the function and file name within the function to the respective file suffix.
+You can easily switch this to save to a JPEG or tiff by changing the function and file name within the function to the respective file suffix.
# Open a PNG file
png(file.path(
plots_dir,
@@ -2127,11 +2127,11 @@ 6 Session info
## [49] munsell_0.5.0 AnnotationDbi_1.50.3 compiler_4.0.2
## [52] rlang_0.4.7 grid_4.0.2 RCurl_1.98-1.2
## [55] rstudioapi_0.11 bitops_1.0-6 rmarkdown_2.3
-## [58] gtable_0.3.0 DBI_1.1.0 rematch2_2.1.2
-## [61] R6_2.4.1 knitr_1.30 dplyr_1.0.2
-## [64] utf8_1.1.4 bit_4.0.4 readr_1.3.1
-## [67] stringi_1.5.3 Rcpp_1.0.5 vctrs_0.3.4
-## [70] geneplotter_1.66.0 tidyselect_1.1.0 xfun_0.17
+## [58] gtable_0.3.0 DBI_1.1.0 R6_2.4.1
+## [61] knitr_1.30 dplyr_1.0.2 utf8_1.1.4
+## [64] bit_4.0.4 readr_1.3.1 stringi_1.5.3
+## [67] Rcpp_1.0.5 vctrs_0.3.4 geneplotter_1.66.0
+## [70] tidyselect_1.1.0 xfun_0.17
Gu Z., R. Eils, and M. Schlesner, 2016 Complex heatmaps reveal patterns and correlations in multidimensional genomic data. Bioinformatics.
diff --git a/03-rnaseq/differential-expression_rnaseq_01.Rmd b/03-rnaseq/differential-expression_rnaseq_01.Rmd
index 22a4870c..21d273b6 100644
--- a/03-rnaseq/differential-expression_rnaseq_01.Rmd
+++ b/03-rnaseq/differential-expression_rnaseq_01.Rmd
@@ -117,7 +117,7 @@ Your new analysis folder should contain:
- A folder for `plots` (currently empty)
- A folder for `results` (currently empty)
-Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
@@ -340,7 +340,7 @@ Using `lfcShrink()` can help decrease noise and preserve large differences betwe
```{r}
deseq_results <- lfcShrink(deseq_object, # This is the original DESeq2 object with DESeq() already having been ran
coef = 2, # This is based on what log fold change coefficient was used in DESeq(), the default is 2.
- res = deseq_results # This needs to be the DESeq results table
+ res = deseq_results # This needs to be the DESeq2 results table
)
```
diff --git a/03-rnaseq/differential-expression_rnaseq_01.html b/03-rnaseq/differential-expression_rnaseq_01.html
index af3d0a0f..1d5573d9 100644
--- a/03-rnaseq/differential-expression_rnaseq_01.html
+++ b/03-rnaseq/differential-expression_rnaseq_01.html
@@ -1754,7 +1754,7 @@ 2.6 Check out our file structure!
A folder for plots
(currently empty)
A folder for results
(currently empty)
-Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
![](data:image/png;base64,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)
In order for our example here to run without a hitch, we need these files to be in these locations so we’ve constructed a test to check before we get started with the analysis. Run this chunk to double check that your files are in the right place.
# Define the file path to the data directory
@@ -1992,7 +1992,7 @@ 4.6 Run differential expression a
## final dispersion estimates
## fitting model and testing
## -- replacing outliers and refitting for 745 genes
-## -- DESeq argument 'minReplicatesForReplace' = 7
+## -- DESeq2 argument 'minReplicatesForReplace' = 7
## -- original counts are preserved in counts(dds)
## estimating dispersions
## fitting model and testing
@@ -2001,7 +2001,7 @@ 4.6 Run differential expression a
Here we will use lfcShrink()
function to obtain shrunken log fold change estimates based on negative binomial distribution. This will add the estimates to your results table. Using lfcShrink()
can help decrease noise and preserve large differences between groups (it requires that apeglm
package be installed).
deseq_results <- lfcShrink(deseq_object, # This is the original DESeq2 object with DESeq() already having been ran
coef = 2, # This is based on what log fold change coefficient was used in DESeq(), the default is 2.
- res = deseq_results # This needs to be the DESeq results table
+ res = deseq_results # This needs to be the DESeq2 results table
)
## using 'apeglm' for LFC shrinkage. If used in published research, please cite:
## Zhu, A., Ibrahim, J.G., Love, M.I. (2018) Heavy-tailed prior distributions for
@@ -2052,7 +2052,7 @@ 4.6 Run differential expression a
4.6.1 Check results by plotting one gene
To double check what a differentially expressed gene looks like, we can plot one with DESeq2::plotCounts()
function.
plotCounts(ddset, gene = "ENSG00000196074", intgroup = "asxl_mutation_status")
-![](data:image/png;base64,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)
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)
The mutation
group samples have higher expression of this gene than the control group, which helps assure us that the results are showing us what we are looking for.
diff --git a/03-rnaseq/dimension-reduction_rnaseq_01_pca.Rmd b/03-rnaseq/dimension-reduction_rnaseq_01_pca.Rmd
index 740a9009..0857a897 100644
--- a/03-rnaseq/dimension-reduction_rnaseq_01_pca.Rmd
+++ b/03-rnaseq/dimension-reduction_rnaseq_01_pca.Rmd
@@ -122,7 +122,7 @@ Your new analysis folder should contain:
- The metadata TSV
- A folder for `plots` (currently empty)
- A folder for `results` (currently empty)
-Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
diff --git a/03-rnaseq/dimension-reduction_rnaseq_01_pca.html b/03-rnaseq/dimension-reduction_rnaseq_01_pca.html
index ca0e1950..50c26295 100644
--- a/03-rnaseq/dimension-reduction_rnaseq_01_pca.html
+++ b/03-rnaseq/dimension-reduction_rnaseq_01_pca.html
@@ -1758,7 +1758,7 @@ 2.6 Check out our file structure!
A folder for plots
(currently empty)
A folder for results
(currently empty)
-Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
![](data:image/png;base64,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)
In order for our example here to run without a hitch, we need these files to be in these locations so we’ve constructed a test to check before we get started with the analysis. Run this chunk to double check that your files are in the right place.
diff --git a/03-rnaseq/dimension-reduction_rnaseq_02_umap.Rmd b/03-rnaseq/dimension-reduction_rnaseq_02_umap.Rmd
index 29c431aa..e06e2901 100644
--- a/03-rnaseq/dimension-reduction_rnaseq_02_umap.Rmd
+++ b/03-rnaseq/dimension-reduction_rnaseq_02_umap.Rmd
@@ -122,7 +122,7 @@ Your new analysis folder should contain:
- A folder for `plots` (currently empty)
- A folder for `results` (currently empty)
-Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
diff --git a/03-rnaseq/dimension-reduction_rnaseq_02_umap.html b/03-rnaseq/dimension-reduction_rnaseq_02_umap.html
index 73a1c2b8..8ebd73ab 100644
--- a/03-rnaseq/dimension-reduction_rnaseq_02_umap.html
+++ b/03-rnaseq/dimension-reduction_rnaseq_02_umap.html
@@ -1755,7 +1755,7 @@ 2.6 Check out our file structure!
A folder for results
(currently empty)
-Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
![](data:image/png;base64,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)
In order for our example here to run without a hitch, we need these files to be in these locations so we’ve constructed a test to check before we get started with the analysis. Run this chunk to double check that your files are in the right place.
# Define the file path to the data directory
diff --git a/04-advanced-topics/validate_differential_expression_adv_topics_00_author_de.Rmd b/04-advanced-topics/validate_differential_expression_adv_topics_00_author_de.Rmd
index b4d894d8..da0bc8e6 100644
--- a/04-advanced-topics/validate_differential_expression_adv_topics_00_author_de.Rmd
+++ b/04-advanced-topics/validate_differential_expression_adv_topics_00_author_de.Rmd
@@ -169,7 +169,7 @@ Let's pick a probe from the results to double check our output.
stats[32, ]
```
-According to the data above, we should see that Affymetrix probe id `8154846` should
+According to the data above, we should see that Affymetrix probe ID `8154846` should
be higher in `SHH` group data than in `NonSHH` group data.
Let's extract this data and make a boxplot to check if that is what we see.
diff --git a/04-advanced-topics/validate_differential_expression_adv_topics_01.Rmd b/04-advanced-topics/validate_differential_expression_adv_topics_01.Rmd
index a40a10dd..69b63afe 100644
--- a/04-advanced-topics/validate_differential_expression_adv_topics_01.Rmd
+++ b/04-advanced-topics/validate_differential_expression_adv_topics_01.Rmd
@@ -187,7 +187,7 @@ Here we are only keeping adjusted p-values that are `< 0.05`.
This is a typical cutoff, but depending on your results and how long of gene
lists you would like to look at, you may need to adjust this.
Next, we will group the probes by their associated Ensembl gene IDs and count
-how many probesets are `up` and how many are `down` based on the `logical`
+how many probe sets are `up` and how many are `down` based on the `logical`
variable `direction` we made in the previous section.
```{r}
@@ -209,22 +209,22 @@ direction.summary
Now we have a count of how many probes are significant in each direction.
We will summarize these gene level probe summaries into two gene lists.
-Some genes may have probesets that are both up and down.
+Some genes may have probe sets that are both up and down.
For this analysis, we will only keep genes in the significance lists if all the
-probesets are in the same direction.
+probe sets are in the same direction.
```{r}
# Create an up-regulated genes list
author.up.genes <- direction.summary %>%
# Upregulated genes are only those that have no significant downregulated
- # probesets
+ # probe sets
dplyr::filter(down == 0) %>%
dplyr::pull(ENSEMBL) %>%
as.character()
author.down.genes <- direction.summary %>%
# Downregulated genes are only those that have no significant upregulated
- # probesets
+ # probe sets
dplyr::filter(up == 0) %>%
dplyr::pull(ENSEMBL) %>%
as.character()
diff --git a/CONTRIBUTING.md b/CONTRIBUTING.md
index 4dc29031..03dd24f9 100644
--- a/CONTRIBUTING.md
+++ b/CONTRIBUTING.md
@@ -180,13 +180,16 @@ This will help fix some spacing and formatting issues automatically.
#### Formatting of typical words/items:
- Use "data frame" NOT data.frame or `data frame` (unless referring to the function which should be `data.frame()`)
- - Use "IDs" or "ID", NOT ids/id or Ids/Ids
+ - Use et al., NOT et. al.
+ - Use "gene sets", NOT "genesets"
+ - Use "IDs" or "ID", NOT "ids"/"id" or "Ids"/"Ids"
- Use "NA" or "NAs", NOT na/nas or Na or `NA` or `NA`s or NA's
- Use "PNG", NOT png or `png` or .png (and etc.)
+ - Use "probe sets", NOT "probesets"
- Use "refine.bio", NOT "refinebio"
- Use `.Rmd`, NOT "Rmd" or ".Rmd"
- Use "tidyverse", NOT "Tidyverse"
- - Use "TSV", NOT tsv or `tsv` or .tsv
+ - Use "TSV", NOT "tsv" or `tsv` or ".tsv"
- **Functions**: For function references in paragraph, use `getwd()`; with backticks and empty parentheses.
Since function calls always involve `()` being consistent about this adding in this notation might be helpful for beginning R users referencing our examples.
diff --git a/components/dictionary.txt b/components/dictionary.txt
index 23da1121..bbed692b 100644
--- a/components/dictionary.txt
+++ b/components/dictionary.txt
@@ -1,7 +1,6 @@
actin
ADT
al
-al.
AML
AnaLysis
ASXL
@@ -34,7 +33,7 @@ devtools
DGE
directionality
DocToc
-Dorsoventral
+dorsoventral
ECM
edgeR
edgeR's
@@ -44,12 +43,10 @@ Ensembl
ENSG
Entrez
et
-et.
FACS
functionalize
FPKM
GEne
-genesets
generalizable
ggplot
GitHub
@@ -68,7 +65,7 @@ Illumina
IRF
isoform
isoforms
-jpeg
+JPEG
KEGG
limma
logFC
@@ -85,12 +82,11 @@ orthology
overexpressing
overexpression
pheatmap
-PLoS
+PLOS
PLX
PNAS
PNG
polymerase
-probesets
prostatectomy
PRPS
pre
diff --git a/template/template_example.Rmd b/template/template_example.Rmd
index 19a11678..1ebb6f36 100644
--- a/template/template_example.Rmd
+++ b/template/template_example.Rmd
@@ -119,7 +119,7 @@ Your new analysis folder should contain:
- A folder for `plots` (currently empty)
- A folder for `results` (currently empty)
-Your example analysis folder should now look something like this (except with respective experiment accession id and analysis notebook name you are using):
+Your example analysis folder should now look something like this (except with respective experiment accession ID and analysis notebook name you are using):
@@ -194,7 +194,7 @@ metadata <- readr::read_tsv(file.path(data_dir, # Replace with path to your meta
df <- readr::read_tsv(file.path(data_dir, # Replace with path to your data file
{{DATA_ACCESSION FILENAME}} # Replace with the name of your data file
)) %>%
- # Tuck away the Gene id column as rownames
+ # Tuck away the gene ID column as rownames
tibble::column_to_rownames("Gene")
```