commit ef546fc7aa91795b41fa1c6fc856690ab01efd2a parent 1041becff098aeb18bce04bd54741c812bfda4d2 Author: Christian Grothoff <christian@grothoff.org> Date: Mon, 30 Oct 2023 12:06:37 +0100 Merge branch 'master' of git+ssh://git.taler.net/marketing Diffstat:
248 files changed, 56514 insertions(+), 118 deletions(-)
diff --git a/2023-fsf/walkthrough.sh b/2023-fsf/walkthrough.sh @@ -115,14 +115,14 @@ echo ========================================================================== echo "5/8 Setup BANK instance and some accounts" #environment config for libeufin-sandbox tool -export LIBEUFIN_SANDBOX_DB_CONNECTION="jdbc:postgresql://localhost:5432/sandbox?user=root&password=root" +export LIBEUFIN_SANDBOX_DB_CONNECTION="postgresql:///sandbox" export LIBEUFIN_SANDBOX_URL="http://localhost:5016/" export LIBEUFIN_SANDBOX_USERNAME="admin" export LIBEUFIN_SANDBOX_ADMIN_PASSWORD="bank" export LIBEUFIN_SANDBOX_PASSWORD=$LIBEUFIN_SANDBOX_ADMIN_PASSWORD #environment config for libeufin-nexus tool -export LIBEUFIN_NEXUS_DB_CONNECTION="jdbc:postgresql://localhost:5432/nexus?user=root&password=root" +export LIBEUFIN_NEXUS_DB_CONNECTION="postgresql:///nexus" export LIBEUFIN_NEXUS_URL="http://localhost:5017/" export LIBEUFIN_NEXUS_USERNAME="nexus_admin" export LIBEUFIN_NEXUS_PASSWORD="secret_nexus" diff --git a/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/FINAL-DIAGRAM-GRAPHIC-TALER-last-version.pdf b/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/FINAL-DIAGRAM-GRAPHIC-TALER-last-version.pdf Binary files differ. diff --git a/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/FINAL-DIAGRAM-GRAPHIC-TALER-last-version.xcf b/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/FINAL-DIAGRAM-GRAPHIC-TALER-last-version.xcf Binary files differ. diff --git a/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/auditor-icon.png b/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/auditor-icon.png Binary files differ. diff --git a/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/bank-icon.png b/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/bank-icon.png Binary files differ. diff --git a/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/old/FINAL-DIAGRAM-GRAPHIC-TALER.pdf b/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/old/FINAL-DIAGRAM-GRAPHIC-TALER.pdf Binary files differ. diff --git a/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/old/FINAL-DIAGRAM-GRAPHIC-TALER.xcf b/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/old/FINAL-DIAGRAM-GRAPHIC-TALER.xcf Binary files differ. diff --git a/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/old/inkscape-taler-diagram-mw-messed-oct-2023-changes.svg b/2023-taler-diagram-flyer/INKSCAPE-diagram-taler-flyer-october-2023-by-javisep/old/inkscape-taler-diagram-mw-messed-oct-2023-changes.svg @@ -0,0 +1,372 @@ +<?xml version="1.0" encoding="UTF-8" standalone="no"?> +<!-- Created with Inkscape (http://www.inkscape.org/) --> + +<svg + width="210mm" + height="297mm" + 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1.2 shgf +gr +gr +gs +31.625 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +34.925 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +40.925 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +47.625 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G88) ArialMT 1.2 shgf +gr +gr +gs +54.325 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +57.625 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G83) ArialMT 1.2 shgf +gr +gr +gs +64.325 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +71.025 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +77.025 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +80.325 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G90) ArialMT 1.2 shgf +gr +gr +gs +89.025 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +91.725 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +95.025 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G75) ArialMT 1.2 shgf +gr +gr +gs +101.725 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +104.825 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G55) ArialMT 1.2 shgf +gr +gr +gs +110.825 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +117.525 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G79) ArialMT 1.2 shgf +gr +gr +gs +120.225 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +126.925 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +130.225 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G15) ArialMT 1.2 shgf +gr +gr +gs +133.525 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +136.825 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +142.825 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +149.525 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G88) ArialMT 1.2 shgf +gr +gr +gs +156.225 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +160.225 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +163.525 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +166.225 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G71) ArialMT 1.2 shgf +gr +gr +gs +172.925 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +179.625 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +186.325 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +189.625 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +192.325 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +195.625 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +201.625 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +204.925 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G71) ArialMT 1.2 shgf +gr +gr +gs +211.625 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +218.325 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +225.025 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G86) ArialMT 1.2 shgf +gr +gr +gs +231.025 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +234.325 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +241.025 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +247.725 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +251.025 -178.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +13.775 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G75) ArialMT 1.2 shgf +gr +gr +gs +20.475 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +27.175 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G89) ArialMT 1.2 shgf +gr +gr +gs +33.175 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +39.875 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +43.175 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +46.475 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +53.175 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +56.475 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G69) ArialMT 1.2 shgf +gr +gr +gs +63.175 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +69.875 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +73.175 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +77.175 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +83.875 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G89) ArialMT 1.2 shgf +gr +gr +gs +89.875 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +96.575 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +103.275 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G79) ArialMT 1.2 shgf +gr +gr +gs +105.975 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +112.675 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G71) ArialMT 1.2 shgf +gr +gr +gs +119.375 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G17) ArialMT 1.2 shgf +gr +gr +gs +122.675 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +125.975 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G45) ArialMT 1.2 shgf +gr +gr +gs +131.975 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G88) ArialMT 1.2 shgf +gr +gr +gs +138.675 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G86) ArialMT 1.2 shgf +gr +gr +gs +144.675 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +147.975 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +151.275 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G79) ArialMT 1.2 shgf +gr +gr +gs +153.975 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +156.675 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G78) ArialMT 1.2 shgf +gr +gr +gs +162.675 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +169.375 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +172.675 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G83) ArialMT 1.2 shgf +gr +gr +gs +179.375 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +186.075 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +192.075 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G80) ArialMT 1.2 shgf +gr +gr +gs +202.075 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +208.775 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +215.475 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +218.775 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G86) ArialMT 1.2 shgf +gr +gr +gs +224.775 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +228.075 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +230.775 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +237.475 -193.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +10.775 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G70) ArialMT 1.2 shgf +gr +gr +gs +16.775 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +23.475 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G86) ArialMT 1.2 shgf +gr +gr +gs +29.475 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G75) ArialMT 1.2 shgf +gr +gr +gs +36.175 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G15) ArialMT 1.2 shgf +gr +gr +gs +39.475 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +42.775 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +49.475 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +56.175 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G69) ArialMT 1.2 shgf +gr +gr +gs +62.875 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +69.575 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G71) ArialMT 1.2 shgf +gr +gr +gs +76.275 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +82.275 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +85.575 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +92.275 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G79) ArialMT 1.2 shgf +gr +gr +gs +94.975 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G86) ArialMT 1.2 shgf +gr +gr +gs +100.975 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +107.675 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +110.975 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G70) ArialMT 1.2 shgf +gr +gr +gs +116.975 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +123.675 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +130.375 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +133.675 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +136.975 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +140.975 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +147.675 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G70) ArialMT 1.2 shgf +gr +gr +gs +153.675 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G78) ArialMT 1.2 shgf +gr +gr +gs +159.675 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +162.975 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G75) ArialMT 1.2 shgf +gr +gr +gs +169.675 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +176.375 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G90) ArialMT 1.2 shgf +gr +gr +gs +185.075 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +188.375 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +194.375 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +201.075 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G88) ArialMT 1.2 shgf +gr +gr +gs +207.775 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +211.075 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G86) ArialMT 1.2 shgf +gr +gr +gs +217.075 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G83) ArialMT 1.2 shgf +gr +gr +gs +223.775 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +230.475 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +237.175 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +240.475 -208.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +4.525 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +10.525 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +17.225 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G88) ArialMT 1.2 shgf +gr +gr +gs +23.925 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +27.925 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +31.225 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +37.925 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G79) ArialMT 1.2 shgf +gr +gr +gs +40.625 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +47.325 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G70) ArialMT 1.2 shgf +gr +gr +gs +53.325 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +56.625 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +60.625 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +67.325 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +74.025 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +76.725 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G70) ArialMT 1.2 shgf +gr +gr +gs +82.725 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +86.025 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G80) ArialMT 1.2 shgf +gr +gr +gs +96.025 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +102.725 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +109.425 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +116.125 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +121.225 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G17) ArialMT 1.2 shgf +gr +gr +gs +124.525 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +127.825 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G43) ArialMT 1.2 shgf +gr +gr +gs +136.525 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +143.225 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G90) ArialMT 1.2 shgf +gr +gr +gs +151.925 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +158.625 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G89) ArialMT 1.2 shgf +gr +gr +gs +164.625 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +171.325 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +174.625 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G15) ArialMT 1.2 shgf +gr +gr +gs +177.925 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +181.225 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +187.225 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +193.925 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G88) ArialMT 1.2 shgf +gr +gr +gs +200.625 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +203.925 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +210.625 -223.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G69) ArialMT 1.2 shgf +gr +gr +gs +217.325 -223.863 tr +gs +0 0 tr 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+0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +135.825 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G73) ArialMT 1.2 shgf +gr +gr +gs +139.125 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +142.425 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +149.125 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G73) ArialMT 1.2 shgf +gr +gr +gs +152.425 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +155.725 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G83) ArialMT 1.2 shgf +gr +gr +gs +162.425 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +169.125 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +175.125 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G80) ArialMT 1.2 shgf +gr +gr +gs +185.125 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +191.825 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +198.525 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +201.825 -238.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G17) ArialMT 1.2 shgf +gr +gr +gs +108.975 -281.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G46) Avenir-Black 1.4 shgf +gr +gr +gs +116.475 -281.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G75) Avenir-Black 1.4 shgf +gr +gr +gs +120.075 -281.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) Avenir-Black 1.4 shgf +gr +gr +gs +128.875 -281.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G84) Avenir-Black 1.4 shgf +gr +gr +gs +134.275 -281.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G71) Avenir-Black 1.4 shgf +gr +gr +gs +23.375 -313.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G55) ArialMT 1.2 shgf +gr +gr +gs +29.375 -313.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +36.075 -313.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G79) ArialMT 1.2 shgf +gr +gr +gs +38.775 -313.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +45.475 -313.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs 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+gr +gs +98.575 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G86) ArialMT 1.2 shgf +gr +gr +gs +104.575 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +107.875 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +111.175 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G75) ArialMT 1.2 shgf +gr +gr +gs +117.875 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +124.575 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +127.875 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +131.175 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +133.875 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +140.575 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +143.875 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G83) ArialMT 1.2 shgf +gr +gr +gs +150.575 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +154.575 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +157.275 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +163.975 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G70) ArialMT 1.2 shgf +gr +gr +gs +169.975 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +172.675 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G83) ArialMT 1.2 shgf +gr +gr +gs +179.375 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G79) ArialMT 1.2 shgf +gr +gr +gs +182.075 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +188.775 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +192.075 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +198.775 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +205.475 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +212.175 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G69) ArialMT 1.2 shgf +gr +gr +gs +218.875 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G79) ArialMT 1.2 shgf +gr +gr +gs +221.575 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +228.275 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G86) ArialMT 1.2 shgf +gr +gr +gs +234.275 -328.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +35.125 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +41.825 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +48.525 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +54.525 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G69) ArialMT 1.2 shgf +gr +gr +gs +61.225 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +67.925 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G71) ArialMT 1.2 shgf +gr +gr +gs +74.625 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +80.625 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +83.925 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +87.225 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +93.925 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +97.225 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +101.225 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G88) ArialMT 1.2 shgf +gr +gr +gs +107.925 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +114.625 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +117.925 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +121.225 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G75) ArialMT 1.2 shgf +gr +gr +gs +127.925 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +134.625 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +137.325 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +141.325 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +144.625 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G82) ArialMT 1.2 shgf +gr +gr +gs +151.325 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G90) ArialMT 1.2 shgf +gr +gr +gs +160.025 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +166.725 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +170.025 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G83) ArialMT 1.2 shgf +gr +gr +gs +176.725 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +183.425 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G92) ArialMT 1.2 shgf +gr +gr +gs +189.425 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G80) ArialMT 1.2 shgf +gr +gr +gs +199.425 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +206.125 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +212.825 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +216.125 -343.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +7.025 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +9.725 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +16.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G73) ArialMT 1.2 shgf +gr +gr +gs +19.725 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +23.725 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +30.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G86) ArialMT 1.2 shgf +gr +gr +gs +36.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +39.725 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +43.725 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G88) ArialMT 1.2 shgf +gr +gr +gs +50.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G70) ArialMT 1.2 shgf +gr +gr +gs +56.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +59.725 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G88) ArialMT 1.2 shgf +gr +gr +gs +66.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G85) ArialMT 1.2 shgf +gr +gr +gs +70.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +77.125 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G15) ArialMT 1.2 shgf +gr +gr +gs +80.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +83.725 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G69) ArialMT 1.2 shgf +gr +gr +gs +90.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G72) ArialMT 1.2 shgf +gr +gr +gs +97.125 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +100.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +103.125 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G87) ArialMT 1.2 shgf +gr +gr +gs +106.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G3) ArialMT 1.2 shgf +gr +gr +gs +109.725 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +112.425 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G81) ArialMT 1.2 shgf +gr +gr +gs +119.125 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G71) ArialMT 1.2 shgf +gr +gr +gs +125.825 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +128.525 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G89) ArialMT 1.2 shgf +gr +gr +gs +134.525 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G76) ArialMT 1.2 shgf +gr +gr +gs +137.225 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G71) ArialMT 1.2 shgf +gr +gr +gs +143.925 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G88) ArialMT 1.2 shgf +gr +gr +gs +150.625 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G68) ArialMT 1.2 shgf +gr +gr +gs +157.325 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G79) ArialMT 1.2 shgf +gr +gr +gs +160.025 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G86) ArialMT 1.2 shgf +gr +gr +gs +166.025 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk + (G15) ArialMT 1.2 shgf +gr +gr +gs +169.325 -358.863 tr +gs +0 0 tr +0 0 0 1 cmyk 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/OFudkJVf069N1T0Hf7rvzumSWFvXrub1vJ+9Zfz66cOHCxbkCl3h2UKytQM7+Q+i5YNWxK46V12eXlJbmV1TVZgZNMghQwIgG2ApAJIAKpRIACBF/4n/budDb/L5sx56njspJAEr5e8nNQLgWkmSjS6oFX+jA4tnfGv3aldMv+XdRrrexfWbjP2PtMeTs2IvC7TsrirbtOTLwUGltXnltU3ZTQ2QIkrI44SEGH6ekAEzhc0apeI4AEo3NHWOADf68jOPnk4iJJjbATKh2PTTzGLIDEYwb3uvRWVeNfXvKiNyd7Tgd/xFrypCzqxiFW3ceGbSvtKbPxq17hzSFFV+LQYdQUwZkHZA0QBKEmoQEYRTp4hIn4ogSSWf+4s4rgM8PAJgSn+/ovDnPi7k0DECSeDY6IQCoOC7i2EDlzxMGwObElRkgEoEKG8xs3tk1K7miX8/Oe4sKuu0o7J+zs18f7M3ORmVvCUZrz6cLFy5cuDgeLvHsINhXHdF27SkrXL1p5/mbNu8fWlJ6JL+mSZsc9veAaakwbRuEKKCSB4SosJkCWDKgqDHi6VzcGQMgSIEkCYJg8edkcQvGiaukH088pSbAqEdORvLqQX3Stj/6g3EPjuqKsyqsvq/K1jbv2Dtk285Dg1av2zHqSHlT1+omOoUoKTCYH2HLAyp7AMUPw9ZihBsAQAAqA0QVdwXRZKaYN+cxQbQIFa+LI1kAJ6rMBIya4jGDu669bvqFb0+fpC/orsB5wVmB4hpL276vtGjtus0jN20+MPTAobr8pog82SIBhJkPVPIiQv2gRAUlPkDWuJJLFUG8I2LMspgfEjuvonPHABJ3XgGCmFPAVgGosR0iiM0zAMiCyFJLPC6mT3JIvhr3uC1uTYBRSNSEV7bArBboCEFXQqBWE3QljNzcnDl9uqcWXz6h/8KBfXtvHdA9q7mVptiFCxcuXMTBJZ5nKTbXI/3gUfT88JO9U9ZuLh6191B5zwj1FzKoANMBEhAXdJEj5xCeU4Gc4jhTCVAUgJqAZQEgnFxAO+5CL2lNUEOlSEIFLhvb9zffuX7aixcNTi05Q8P9WtjRhORde9F/2Zf7x3++ZuuF+8sa802qFlnML4i1RxAaJaaoOcQRFrjam8AHxfOyV4bd1AR4hIJsU0DXAYvy+dJlrhpbEiCrgGIB4WokyUfQJSm8+P7bL33qrqtHfNhGU/F/Ym8Ynq27MWjpsoMTvtyw64Jdhxv6mtD7AxJAZH5uMZkvMuJBLK5aOqFwZ75s9fjtHKMM5ixyEp5OvK+c4rx03t85Tqf6mZKcKHq8YioWW5ARTWNnlL8HsfgYxFiIbcAn2Zt75GUcueiCwi/Gj8ldNqAPdhb44BJRFy5cuGgFuMTzLMLBWkvatOPQsE+/2DRhzcZ9o45UtcwgWgbqQzKo7AWUNJhUBqM6QPxChfyaxFPWgWAQkBjg93FCZVIAWiy0KctA+Ch6ddGX3n79xS/OuDRlbl9/++Zx7jlieA4dbsp7e+Fns3btryo4XFY+K2R7YUkBhEkATPLCIkk8H/VrEE8YzUAgAJgRADqgakA4zImVpgF2hM+P7AUMCwjWQPFj53VTi96/dWa/Vyb2xN42mZD/gOJqqm3YumfYks+3TFq/ed+Iijo63YYfEfgRklJhguf8novEU4ENxQpBUw14pUYw4xgyAvai0ef3X3Xx6MKlN14ycsUpPtmFCxcuXJwGXOLZzthhIvmTzzBp4UcrL9++60j/2rA02rB94BdMD0AJJzYqOMmxwvx/mfALqZVoxZqQK3fC4U3YnpmcQBGZEypKAd0LSQlDClUhgCokyTUrrr1y9Dt33HTJC/2ytHYjnNsakPrFOjb2wyXrLtu4pXhIeQNGS0k+0BaRBqAG+Dgsgug4iS3mQIRiJaeK2gnZqjy0DiZuFRwXDFctrmgqMs93pYKISxFONGUZkqaBNO6Gbh3FhUO7vHDTzLFv3HTpoOVtMysnx4rDyCs+hN7//NfH3z5wtCW/rLZxnI0AoHoAWwPgFWqwk+YoBu3kXrKE+1TmhBQiJ9OZX4kmvD4xkyDhfuICiKrHb3fC6wVY4nkOvh/MSYmwAVicWBI7bhxy3AvkE99H14BIBLBMvqgg4MeVGNBkezusRunSsYOWTr9syAcjBmP94DSck7ZhLly4cHGm4BLPdsIHX+wYtHzd/nHvLNrwrTDNHmdaQMj0IEz8YEjiSiTxcmLEGEAjnCTKDJApD41TBjAt4Z2/IvEEJ0+wxAXf6wUiJmDWwasZ2wf3St5+722XP3vjaLSb8rNo3dHCfy9aPv3LtXvHHKkxpxkkFZKSAkPOQNg2ACUJUHXAJHwcRONFQpTy8X0d4ikbIk+RxvJdTZMTT4+Xf0Z9A9JSQxtnXjZs3uyZA169sDtK2252jseidUcLP1uxbfznq7ZftPdQ3bVaoBOaLT9MosFCAFRSuQIMr0ilSJiPc414MioWXgAsG7AtvniBAclqQbKHAuFKELsSndPYojEjen05ZcLgRTPGD11/8h114cKFCxf/CS7xbEMs2Ye+7y8uuWrp8l0X76+IdDVlbxEDBWyZkyNJ4kUTAEBtUT1txwqAZJlXDVPCVT1CADlegDzJhdVBfBEMECMMzA+YNqBY8PokWMFjMOsP4LyC9LnXTjn/nZ98e+hbrTAV/yc+2onCFWurxr7+1qIbmy2/r9Ekwy3bK/Iodb6RaQK6xBWqeD9ISeKhVMpixJtInIRIOJ44OYXNDiGKbi/mh0YA3QOEJUBVAVDABrx+IFxTjIBUgUkX9HryuivGvn3dxd1Xt9Z8/Cd8uBdFny49OGHpym0X7zlU3zsU0oqgeAAtXZxbTIzH5sVjCgAYfP6IJ4GcOUgMtTvEkB3/tOk8juNvT1jgJKaCOCF0GyfFCZkjp0glkeIK05nKj190PHE2xdHzXxQ5SQ4x1fh3jDmuDg6hFremyY+7AiDSAoSboXn1nUV9e+0e2C9/+/dvTn32vExUnnznXLhw4cJFIlzi2QZ4f8W+Ye8t/PyajVvKhlW2eKZEWCZCLBUWVXjRiiVxkgRw4ilJ4AqcCOs6VeXUyVMTlj8AIIXiPuk0iKflARQNsFuAxkrAZ+PS0f1fuGnmyDduGoU2DxfPX1kyZP6Hq65es/HAyIp6TCFKJlpoEkzJA1tJ5bmDNkT6gQoYLfwxx9YoOk8OIXFC7qdJPDUJiIQBPZ2HZEE58TfrkZWGtdMmFCya/a0Br1ycjwOtOjEnwYodNXl/eXH+93cdaupfVl43rdnyw1bSQbydQBUv7LACEJ3Ph0J4Hq/VApghQGW8SCqCc5t4WoKYS4h97xyLsfjKfIkCEoXCTNhGGISZSFIo0snKZZPHDP3k0imTFl09ttfGk++kCxcuXLhw4BLPVsKmGmSuWI/Rf31pwd3HWvTMuhZrOEzGFRVZB0BEFbkBqAq/WFospmwSh0DF2fbE+0VCVFNHQ5eJIUTEXnfc4877Oc9bgFUPj12NXlnmh1dPHjTvtuvGvtQjU2sz259NDchc/GnLpPc/WnvlluKawlDEOwiyyufFtjjBpAwwTD5MTecKZzjM/4cSI5yyJCx4JDE/TuqBo/AK8h6dICdUa+GkIOI4aSoQakayJwzNLkOXTPvf99469dnbpxUubq15ORlWVaLrkhWhCQs+3nT52i0HhxO/vycLUkD1Ad4kbjsUiSDqywoaU8lNk5MpjweAyOl17IpOFeJ2cMLPRJy11ElxiqKg/+tzom9/CuKb+IaJpDmRIEe3c24Tip7iv2+Oi4Mi5su2+YJFlvn5Z1n8hZIc+xxJB0IhQK4/MKKg08aZl494b9LYpCXDMlH93w3UhQsXLs4tuMTzDGNPRcTz2ruf3jxv4bqrK5v1KbaajbpIgIc0NR8nfKYIAcs8l4znIso83xAQFzwqFBdFhNuFN6JlCoKliRC8oxidJvFUGdBUgWGFned+/5aJz94yDkvP8JT8R/z4z/Pu/WzVgYsPHm6cQdXOCJF0RGgyoHtFvh0Q9YckYryWmB9Z5o8zx0NSjItSAIIwRB8/TeIJcHJlW5BVCQiW7Z44svuKnz9w8WPju7WdyrmrvM735vtf3jDv4w1XH66Wp1pyZ4SRApsQQAnwHEwLvOgMAM9nlfitRfl5JAkyTik/1yRRLAWcu8Qzeo7YOM4nlDj+oY7CK8cpoiLHWpb5vMsyVKkOulEBnZajZ4727oxpY+bNmj7mrfwM/azybXXhwoWL9oZLPM8Q1pQj5615FbNe//eK66vrMZL4k7kne1Rxc0K5DgFKLKpw3umEK3UsrB6/fbyRdnQ7xgkqI/xzKOMXUBPgvQcJYAQBxYSsSiCROqRYu3DH9aPvvmnGxNcHdPG2iXfhiqPIe33+sZveWbju6tqglQom9+aEUY2FxKPzkUA4otNzitBtIv7PYhWT+5g6aiBEVbwqOvOYzVB8BpTm/ejsDy67c9b453/6ndFtlve6qhJdX3336E1zP1xzdWU9HQk1SeRsCrN66ozDIVRx1fzASeYrYZ7ic4SdQp9EMhftPiSIbHxHIuo8F9+cwPlIEkdsE78HiSONO56OQX80NzVuHxJfJ8eZ1DPGzx9CuGLJWNz3IxHifZ3GAbYoLIu+f6LhfdxuOkVWQFwRVtx+MguQDPho49ZZV1743rVX9JhzaV/sPsWOuHDhwsU5BZd4fk3sPNwQ+Ptrn9y+4NOtl1c1+ycZnlxEpDRQS4TDo6HMViKe1ObESVZiFz2bifchgGGBBNLAwi2AbUNK9YOG6oBwC3KyA6sf+8m0X44oxNoBaa1vmL3tYG3yC/9a+t1Fy3dfWhlOmtTMsrk/qUM024N4SoJImULBgrBN0kTVtw6gci9Gjew+575bJ/7lhvPbprr/y52Hun6+tmT8K3OWf7ui2TupyUoF9Cww2ccVN2e4dkJyZWsQT+BE5djJf7SckD6LbRdty5pARh3CHL9f0kmUUacFp7OQildVT/i5Sjy+5Hji2r7EE5J5DF3TjMWXTSr66KZrxr4+rHuGG4J34cLFOQ2XeJ4mPtiBQR9/XjbltXlrr2sMYhgUD7f0sYXvo8yEkhaNeSe8Q0LLxagC51xIHaPuuOILqp544QPlL2GCQBGnOpfw8Ko3FaivByQKNVkHmvZACR7B9ImD/vD9W6/8y5gC9ciZm5WTY2UFuv79tX13vP3h6hkW8xYxJQVWEwW8nuOLo2j8uKIPHn83Ok/O/Jn475BAzKJvH+RhVC2Z54eaome73ACp6SDS5SrMmDz0l9+9YfIL5/VKanXSsGQP+n7wScW0j5ZtvHTfvsrJ8PgBPZkXAjGJ9y4HuJJtWXHdJh2j9OjAxG1C8c4JoXGh7DoEKkq44l7nFNgAx6ufTlFO/PsysU00RO0QNLE9BGGNHo9EOyZHGXWIc1zRXfx9QKRYJH5vEr8/OH77ExoJJBDHaLW7WABFF33OdqeynxKLFiS8v0QAMwwEa9EtR1o+c9rIebOu7vnWyJyzq82sCxcuXLQVXOL5FbGzzAp89NnWKe8vXnv1+l01N0SUfEBPBZNEG0XHFxAWJwmS47PZSsSTMKFwiuKjeF9FJvGq3UCAv0/1Uajeut03XzH2zVtvKHxpTFe0Oun89Yurb5730Yari8uar5IC3dEQBMB8gCcDCAUBT/z42oF4OlXRYVG45fUI1aoGyUr91puvuuC1268f8I/B6aj/Lz/otHCgKqQs+HT7tLfeX3Pd+p21s2w9EymZvRC0CSKmxEmmDX6MFYX7lNp2jCi1JvF0EN+rPpofGkcYjyOUca+J723PHBIrtlMcspZANBGXc3uqUD6U2G5GlVQnV9M+/nVA+xDPSBjejBQgXA+zYR9S1Dr07Cy/e/mUkQtv/taEV3ukqm4OqAsXLs4puMTzv8SOJiQvXFo3dd6Ha69eva3sWthpQFIywESxjykJQiDz8COL89+MxwkuMyLUydQ4QhlvA+NcgONCzsddey3xGaLQgTpKlCiukU3oVhMijSXonWUtuf26cS/+9NZRrZqjeMCE8t6CphkvvfXprQeOWXkGUgt5KBOAV+bzZYREYccpCGEUCaH2ExSshJBndPtThd4dqxwnVcEnXm9A8mhQaB2Myh0Y0Tfp3btuuvS5267s26rFVjuDCMz/mE6f+8GiqzfvrphpIRXwZ3HyEgwCGuGFLIrEx8QYz1+EJMhfAlE8IbXAIU9xCxviVGebMcLnLGgcAhUlaAm2R0QUuhFB2Kn3+BQP8Z6SZEMBhWUZ0CQKWSJQwY3dGWNg4njFfn/4gWWEgEHlwilk2EQCYwpsIvPHmSbGI04ELRw7/5mGqMG94/5AnQYC4pYkLOio5+QH5gT7sbgFDlURM66PTWvsdTYgm/w5PQloCAJUAZJTALsZqCkHCSgo6pa04P47Lntq9HlYWZCM4Ml3xIULFy6+WXCJ53+Btz7bN3rO/GXfWrnp0A+qmn3QUnvC0LuANjZxAqNpgK3Eii3sBCUoHq1BPJ2qeKgAEZ2OnONKQ0B9OYYOy3//vtsm/qW1q9b/vapkyHMvf3T32q1Hvmvr3RAimTBoMgCh/BIzlrsny0KtRfsRT1Pn+6MRIBwEaB1GDsyZc9es8c/fOlFp1blatqmi52+enffL7fvDt1XWh+BNyQPVOyEcBCdPXi9gBkXOoBiak/9I5ARXg1YintFOWOJ4weL7Q0N8X2wP3w8FnBATA4RaIDAhUWu3rilGQJeDPq8nmOzVmr1+PajruqGqiqEqiuXz+YKWZSmhcMQTDAZ9Tc0tyS1BwxcKhz2GSbUWw/TZVIYFSaFM6c+giy5K4Oe9T6S2UMKJp6Tw5x3iCdq+xNMg3OaKqUBLEEAI/oAGiUQQqT+IACvDNVPPe/C6Kye9NXFoavHJd8aFCxcuvjlwied/wIZKZP7puW0/XLr+6PiKstrRCGTyXDtDhLEVBUCEd/6xRU4nE2FRTaiO0ZaEzq10fMiciS48EC3/orHDxKKjuKKb40KFjCtiUhgyImAsAsUOQZdtJCtBSGY1LhrR+3ffvXXq8xcO7FTaWnO1+ihyn3tt291zPtkyI2z4C+HN5AU7TAyCCmVKkXkupSV8SE/mXe6M92Q4ZXFJwhMny4WFLW5NgDBIiEBmFgJyCBILQ46UY9SALs/8+Ps3PH7hoORWm6tlJej51tzSa196b9WNpqQXQU/m8xI0ebGYx8OJXijEzzfbjhXxqKKhAITSTcV5AeC4BQuc1pEJqQhUjW3PhELP73BCSaggoxRgJhRNBjObAbsFXmJAQQQqDYNIDD4pvKxHnlGSluyvz8ntXN69S+fSLrk5RzpnpVekZyTXBjxqc+9OfgNnAGv3VeZUlFfnlFXW5FaUV+VUVldl1zeZKVt2lw8JRXwe06bjbXhgEB9MqsJgOmziAWMyLKZzok4URIm4s2AhoYRPilu4MEdFjYNkCNVXbGcnnMAs4VaBSJMwuees5gdCIm3C7wcQASpLkJ4tr5995QVvXntl/pzRbZAC48KFCxftBZd4ngKvL9w+9sl/fPjDgxVkRpOaB1P2AVT06o4vaiAGOJmEUKBEOFRjPMczWvzRSsTTtvlrpDAIDe3VNRg9c9JLBw/st3Vgr+xtgwv0rQU9sLOH/4Ty3zOGZ95cN/21dz+bvfeYPTOsd0OYpAOWUBIZuAqsilw/S8yDLPqcn9LXsU2I516ZWVbPToEj/fvm7b5oRO/PJ4/xLx6Q2XoV/s/N2zz15X8tu3XPIWOm6emJkOrjaRoAzwcmEPPmKHNx5dSOgmeLc0XT+CnTisQTsCETY3dGslbfp1v2gQH98ncU9cnd3rcvirt3Rkn/QPuHiDfVIfPgIeTvO2D03rn/6IA9xYf7HjpSnVfVGEklRO3frsTTjvDjJBPeAAEqN51nIkeWhqB4GXTrGJRQCYb2S331rhsnPXfdpQPapf2qCxcuXLQ2XOKZgHc3YeTzb6y6c/n64vMNlloIEog9yYAYgSTH3ZwYChb/OHmeVBRexIfBZRkg4rpNKQ/HSZJQsUTonohCCdYCiYWhkzBUhEGpBY1F4FfKUNg37YULhg9cdcGw/qsnD+/TZn6By/aj589++8Vju4409G4Mm8NAfOBh2viCjgRi6Vzwo3Y0CbY10e3i/meM20UBMb9NSSjLEhHFXAAiBn+dJItwcAQSDHgQgsrqodI6pPoiS3t3Ty0eMXzAuqEDemy8+sLCNmlzuHA7ip76+/L7P9twYKwl5/aH7BMpEuL4M+EheiqQeAIdf5vQQCDeO5M5x8JpryoM0JnBSaVkAzCg2GHoUggeEoZCa6DSFvTKS311yIAeW0aNKFxd0Ddv95DuqbVfexLaGPsqDW3duu0jt+wuHbR+854RJWUttwRNDSZSYUsqwvAjbKuAmg6+ICSxED2JcPWZ2bylLCE8bM4YuO2SE4J3vvfiOMgQqQBa7JSm4AtUYsfsm5ycbOe9COPklDZCtSp3TxlftORn94z+/egcV/104cLFNwsu8YzD719dOWvOgvXXbS+NXGVI6YCvK2DFKR6nQzwti4fgiRKzmAEEGaXcR1FR+YXNFiTVqaZ1FC4RSteIAQ2hrTnp/spRo4avHXd+ty/OH4bVAR3NPdX4MuDWx9Ovr77qr68uubuB9Zxc0UwARQfkgFCV4kATq6q/IvGklLfMtCmfS1l4ozrkShYWQ4wBqsaJqGEC1ICsy7BDDejdNWPJiKE9158/tNeaYQOljWO7otXC6CfD715adtObc1ddX1qjTjU9nRFCJ54TLEn42sSTWaIyXOak3JkvWeYpIZRyJTW6ALIBGuF2XyoAoxleFdtzM32Vw4p6bpx4YeGn5xVhY2YqqvPV1lPJ2xoHIlCOViJ31z4Urt10eOSGrTuG7j5U3duUfEW2oQOM8G5gBGIObZG7bfA0B0oBqolzT1hCSRL/bgKnTzwd1wvL4H8eCx5aDR3V6JIUWXTPt6c9+72Zwxa02US5cOHCRSvDJZ4A5m7D8DfmrL9xwee7JxstgUKkpHMyGA7zIgGGOOVOOu4mWpXtgCYQL9kJyTmtColQOiFUE48gDAagySCyBGY1AVYIHikE2W5Ast68ukdnb8nYUT2/mDxu2OKJQ/PbrQhhwU4M+tvrq+/8+IuK8ZbNCqELpUgS1eGUxoqsAERbD0Yjxk4IWVywbae4I5HjJBJUyudNAZ8v2+JE06SAJMOnNEG1KwGzDCmelhVF/TpvHzaw24arrpj4fkaSXpuf4mtzEvXJXvT9zVNLHly7KzgoHPQMQsDHlUbLAhSTj810FhniRYm2Pg4Sq/+jPpEqzwVVGODzcSIaDPEiG13nRNMGCG2BatdCJw1I1kJISpYXZ/rt6hmXnffeyCEFa8cUdT3nlLUDNaby4ecrp65Yu2fM5s0lP6kP+mBK2QjSdISpCjA/VzsBflwIAaRwLK+aMYCliect/hc9bonKpsAJPrIR4Yah8pdIsvD/DQJmHZI0Y/OVk4o+nDV98JuXF2F7K06HCxcuXLQJznni+ae31sx8d9GmazZsq5ple7uDerqDWcJnkBAA4a9HPGHG1BFJ4u9j25wQEAJYCicMEgXCLYARAXSKNL+2Ps3HGq+fOeXtUUPktVf0x+bWmoP/Fk/PWXfVFV0UJQAAIABJREFUa+99OXvH4fCMiNQPstcPk0Z4Jb2txEhnfCtFlqAMf1Xi6bxeFjlxVlgoehJXNpkEmBY0b3j78MJOWy+bNOTj8aP9y8bmtK2qmYjn5q+e+s83Vt56oEabWWt0BkW6SJsQqq0UAUwLgPfrEU8bXJmjESAS4eFar4c/HolwNdSwAbsFmSls7cD+OTvHjSr4Yuy4zBWTumFva85BR0EJg1RVjew1GzHyw083X7Zuy9FhNSE7mSGp/3F+u5Ty46Yq/FjaFmAli+dPk3hKNv89IA75pJzQSjaghKEbtVCMQxjaJ+Nft9046cVbL+vfqk4LLly4cNHaOGeJ56e70fuf76699a3PDsy0mtW+8CYDeoB7J5omoFk8vOnkcFEtgSCcIkQcJVr28dsxTYTgCH+JLIu0xRZIRhWIWYNUrQk9OnvmXDA0b9VlE0Ytmjyy51nR3/mj7Sh8Y/6mGz/4fO/UxhpjCNK7AaofqKkBPPEG4YIQOr6OhIDnpwIxWxuI4hZB0OXEDIG4TjcA4NG4ggcDHp2CWE2A1QyFMHikMAb2PPrPSy8c9fEll0xaPLRrcrvnIX5SjP4v/mvTrQs/2zmluU4aBH8Wr0RXxDipzRsNWB7R6tSx00o0dhdIXMjE2/UAABN2RjYDJBmqREHDVSB2E7KTwjBDRzG4IPuliWOHfHrh+f2Xj+mbc84pm6eDf322eeyiTzZfumLNgf9tjAQQZkmw1UwYkg5qewAE+LyTGlFAp+L4VIkEg3mAP59IPElcREQSThmMiVo4iTscmCYQqkBaqrlx5mVD5n3nugH/GNXZ7XzkwoWLjolzkni+90XF8Nfemjf7kzWl95mpQ2AiDbAIYDCupnk8ILQZLBTipAE4feIpCwWDqqKKWHgjWhZX7+wmpKWRjSMG99g4beLQD8ZfIC8fmNy6XXK+CpZsKO/7+HPzf7x4VfHt3k5DoSblorE6xKt5U1KAcF2smh+iWt+yOGGXJHxt4mmEeUidmIDVBFhNxZ0zApUTx1+4bOrEzh9dMBQr88nZkYs45/OS81+es/zW5etLvxtEJ/gy+yHYTIXSGeEbMcrJheXliqTXydX8GsSTUk5mZYWnbNj16N4padnQAdlb77lr5LOZyagekoJ2J+UdDSUWpIoa5Pz7o7rpH3y86vJ9Zc35EaIVAX4ehgcAue7rEU9qCncC4ccbbUWq8N+LcBjw+0HkJrCGYmR463Hxefl/unnmha9cMTp/a+uN3oULFy5aB+cU8Sxugvbu4tqZz7/xxR0lxeZ4dMoBws2iy48TJmZAJMwLCLxJcZ374oo6KBALwYmHo632xH2HSDgvUwmIzEDMKqiRagT0ZnTyRhZdc+mw98aPKVo6YUSvA6038q+OnQ0ILPoiNOWhJ15/sFnqMghSGldeIhGe/6pZ4n8tVknN4vwlPSpXbKhDJMUbOyH2qB3NKVpkEhMSItClCLy0Hh7UrSzIS9591ZQR8++94YJ/t/LwvxJ21cH37qLqmX9/a/l3Dh8MjUNmDmSvH3Z1NeDVeXEKJFF9b/N5VJyuVglE24GjhJFTLGwAMVUhJOsUklUN2ShFv+7+t66eet68yy8ZvqCgU2q7Wx19k7Bw3faiuQvXzVi+puSimjptgqF2RYucJFRndrxNWvQwJboPAMcRUCcH3HJ8gZnwtw3y80NPAuqbAdkHkpwMFq4DGo6iT0GPJbOmnff2o9cn/aMtxu7ChQsXZwrnDPHcW1bv+cuLH9/77pKdj9fbXRD2FvJqaCKKfhR2fJUqczz/HBXjNImnrAoLIK5UyVLD3oIuyXuvvmLM/FmXp75VGGg9z8jTxf5qW3nib+8/8O7HWx8Lyl3QQjsBLFmEFp38TeF/SIRlj0OimJg/VQLCNqA4vcDFm39F4imz4O5LRxctnXXVsDdvHIUVrTTk08bBair9+fkP/uftjzY93ohchAN9gJDJQ9+aBpgRrkRaYmGjEE4sFDGXp+rc9F8STyIbYOG6vRcO77321lnnvzxuFFb0UnBGTNtdnByrq5E7f37V9NfmrrjxaAvLBvP0PW3iKYlcb8dKzTT475FXdGQyCKD7eKpOJAIoJlQpCNtsQidP7erbJ6svPvqTe13y6cKFiw6Dc4J4frgNRQ8+seCRjfuCM5CUBTSFeEFPKBSrWsUpLvSQeG4mkYRSJQqFWAvvRBIR1j7E4vmNksrDZgCg6CBGDZJQCT/KMahP8gs3zpzwxuypQ5a31di/Kt7fhmG/e/qTn6/b1DQTySlxmQS2mCKnSt0JETvPO0Q8rgqdAYAhlGSh8EVtgZwcWE3ktwGqYgOhcqjmUfTt5vn3sML0Dffdfd3Tg3P9Z03qQTw+KUbfO36x8O/H6ti4cDgCSH5uDk4pABazwwLiiLfzaid3WGwnizaQlpOiIVTkePseRgC7ATrq4ZUiSCHlyyeMyF5247UXvzZxZH+33WI74Km3Vlz1zkcbvrV9V9UNxNcNISkbEVMHZJECIQNR795o4Z3I9ZakmN2YsyCLNlRIMLqPNgQQC18mi1Or8cDE83su+9l3h/5+Uh+3WMyFCxdnP77xxHPOkpLz/98zc3+6t5JcZXh7wQwD0IT1jyxzJQrAKYknI9y6U5JjOYuE8OpWQoAQgZyUBJtGgKYGrvAlJXHyWdsA4rN3Txiet/L66ee9efFoLOupt63f5lfB60u2jnvqH5/dv+WgNYMFhsIyzZhx++kST6c3uyJaOEWJFUSluvCzDLUAkUbk5HhWXjq275IZ0wrnTS9q/0r+U2H+6vIhv/zta789FM6d2hzxgrsg+ACoIkdPkAyWoIQnEs+oHyzhc2NTrpRK4AqXqnLXACeVwaqHX23Zesm4EUtvv7bfi5cPdC122hvbgkhd+pk1/vW5y25cv6dmEEhSXyhevqBiFre1AvjxpBRQvDxS4DRAAE6feMot8NrlGNVLfvXe2Rf95ZqJ/da33chduHDh4qvjG0s8D4SgvPVB7awnX/7w+1XVykj4M4QSRQGPzlVPXUcsidP5gU+wrZEc/z5hp2JZPCwma4JQEaClBZAlJKcEQIwaNFXuRue0CIb2y/rr7bdM/fuVo3uctQQKAA6EobzxTsUN/3x79ewDFdIk+ANccSOEK7uAUGlO0rIzep1MaM14XEiYxogYjSNcFoWHHYZmHUP3XN+CaZOGLpwxbcTc4fn+ytYb7dfHY29W3/CnV5bdX11rj4QeiFnhADFLKUkUi0R9XJ3ik7jzCgAMJ1WhgVfwezw8VG/YgMcHhOoR0Gwgchgpau3KiWP6Lv32rItfmTCos6twnoV4Y9GOsa+/u2z25t2V3w1LmbDULmhu0QHJw4+tYoN3jhLfKxBuKUad1rnOAjgSe1OnoQQQl4IRt4CzAQSPoKBvyqJvz7z4lZlT0t/t5Tl7F7guXLg4t/GNJJ4HK8LSy3NX3fbK3NV/P9zkh5pWAMMQLRYV4QcJoThEi4ZPQTxhidyrEFefVBUwCTdNt21OPHWd+2821kHWDYwuyn39mitGvjdlvH9RvySE23TwXxEljRHp7699evuc+dufP1TtB0sugCUrXIFUVUAWF8DTJZ5Ola5txZRPWebKnmEhVavcOH3i0AXXXFV0ViucDn7z7Oc3/f2dL+4obUwb583pj1DIQjRnzwmpShKv1jctnjsMnJp4Up2fR14ToBZP/9D9gOYFgmFAsiAZ9btHD8ldf9usi16+9SK4Po5nOUpMSPMXhab/9ZX5dxeX0zyqd+4PovPfG2Jw5wHWzIkow9cjnrYJKBoIqwGCJeiRyXDTlWO+88id415qi7G6cOHCxVfFN454fnkYXZ95ef33312y+SeW1RkIZHNvTln0PJcEAbJFlbEl6jAkEvtxB2ItGR3F0yEUjhWSrAGSAoW0gDaVQkcVhhdkvH7dFSPfnjphwIc90rSzwuLnP2HjMWQ+/MSGhz5cfeheO0SApMxY6oFm8DBfYplK1MbHCa2L+1bg+O0kUXykStymiiiQFB2KWQHWVIxuuXTZ+QM6rf7RXTc8MayHt7pVBngG8eVRdH32n5vuefODjbMgZeeT1M5g9fWiraINHgolnBBIEifmNkG0c1P0a5Zgh2STWChdkiHrMhBuBDGqkanXoUcO3rrzlinPf3tK0bK2HnNr4lBspQcgytklMKCH/M1R6x7+x6e3vfvBumsOHotM1VML0BBWQZECeLKAhnpAF98TlpDC4uBURWcOFGG5pCfx/5sr4dFbtt80pejtH9wx8MkBaWdf8aILFy7ObXyjiOfKXQ1dn/zHB/d/srrkgQZkQU4uhNVgceVOAWBFOPEEeN6mpnHFADg18bQjnEioomiIQbQiJEDYAMw65OV6l0+8sGDZzGm935nav2Pk3K3YXpb35+eX/PCzjfU/aJC6gCgpsC2JEyVFAWgTgIQ5Ab468SQ2oPh46LglDNUX2nnBgMz118684L17JnrOKlukU2HDwfrMx55Z+PP3Ptn6P56soSDerghVtfACNep0tHE8GM1YjieLUzhPRTyJwguSIhG+jcSA5lr0zE9bOn1S0Qd33dLthX5edBhbpC0l9aklh8vyyyqrcivKq3OqKhuyjYitNbdY/qbm5kBTc1NyY7AlucWsD5imOYExDyRJgixJUBQFqqJ/6FW1oKZLhq7AyO/R9aBH1sKdO2dXZKSmV2eneyqvmTy0Q+UxflaK3q/O2Tl7zocbZwRbpCJoWQD18d8fVsc3Ol3iGYUm0jzCQOgIOvtqMGlU99889ONrH+mVeYJZrgsXLly0G74xxPOj7Sh86qVV93/8+e7vQs0AUrOAxkZIAQ9oJMJtbTwewLQ5afT7uRKqRP2QxG1Cq0IlEKtSN01I3gg8rAXBlmp0SW1eOb4wbdkN14x5c+qYgg5BOAFg/kYMefHdjd/5YP7ae5Hem6tzCouRKEUBoPJQsVNsdVwLRxmwhRuAJCRRZ7t4c3gKQG2Cah+DF5Uo6BKYM3Pa8PceuOGCOa0+yDOEtSXI+Z9HFz7x5abaG0jnHmARiytMXtH6lHk50XRyYm1bWEslGr8nnFcOqWcAGIOiNsFvliFFqVs+cVSvT2++fsLr4wdnnVXerqfCI8+9fcvcD7ZcU1YfyAnL3ZSgkjaEShpvaarKfD4sxM4NETgAIFIUCGINGSCq/MUtC3KyJQEINcMjNe+8dEzBku/cNPbFKwagQxmoL91S1/v51xbd+fnagw+0sHSE1WxYVgp/MrFlqoPoAs953Pm9dhpbWCJyY3N7OE+AL5LDDYBVjfHnZb/60I8mPzK+OzrEueTChYtvPuSHH364vffha2P55uq8x/70xi+Xrtz2HTWnN2w9CWgJA7oOFgmJ3tgiRK7yEDkMgz9O4opdACCxE5Ep7ot+67JqI9JUi7yuOct/dN8tf/7D9857tk9e1lldDBOPL3YE8x574qVfLF624Q5/t/4wTYX3nrZNrtjpGiecliCgTo/646r9pTiFxrGDiXsuXuWzm+H3Yuu0S8e+/LP/mf6HG8Z2O+u8OE+FTfsj6d+77/G/Hihruq7Fk83TM2zKL+xMEG4mWhwyQdqdlAwnxO7gBJsuAkCYhqsqaHMVenXN+PD+793yl99+b9AL+Tn+urYY45lA98KirSZN03btqyisDynnMy0AZjF+LjkLWybGS2TuZiBLInVFsFDi2E9BzKfjryssqUwDkq5CY+Gsfbs3jmqsrTR7FxRtzE1By8n36uxDjxxv7eALB34haX0P7zlQkVbfYueBiA5IUeJ5svPkZI87C2UxbzYVkRhEF9SqYqG8dNvgg7t2JA0YWrQyN0XtMMq5Cxcuvrno8Irnwp0ouu9XC586UFY3AWonbuKsaYAVAlcvhZJCVBynQjGRvE/kWLU7INQ/GdHiI8YAXYdCG6GGSpGu1qy8euLged/99mUvDOzuaWyrcZ4JvLMGIx96Yu4juw5bU+DLQrSnOnCi8b3zAKOArHOjc0oBXeWKn+oopFqsI48RBFQFimyChquQgir06kzn/vSea38/c3zPtW083K+FORtw/v0Pv/zniqaM88H83MAb4KFMANH5iRLuOKLJEDPSV8DVUAbelpVIvLKfUchg8NgHkSRXrZ5x+bB5994+7ZmCjI4TVk/E8h1N+X96ft4Pv9hw5L6I0glBKRPMUYQd2yBqC09X8f1SwdM1SFzjBqogurghlN9KaqzBg9kMr5ege7K56MWnZ9wxuis6XP/59fsrsx//25wff7qp/oHaYA5UTwoMOwWwZE4gJRuIcLcMgPBIjebjBvOKwr9/hglAEFc08RuJgU+qKFZSLKClAgN7eBc89vMZP7+8qGOkArlw4eKbiw6teM77bN+wX/zmn78rLgtO9vpTYRIfgDgiKUsxH0USl28HIBpSp4wrn3KcgsAQMzz3egCbgjZWY/CA/LkP3PedJ/73loLXOqUqcWWnZz/eXlJy/h+eeuUnB8qarmC+bFCqiE4oiZ2DEnqGyxIQEX6ehMRskRwO700CmpoAwiCnJoEZBmj1MXTumrXyuisvefrRX019+OJ+afvbYoxnCq8s2j7+yb++9cMjNcYlJkkFoCHmX5qQLnec0hsPJ0fY5AVsssKVdio6GskSWGMDenRNWfzTH935h4du7vvPLB8SrAE6Frpn6/WDxw1eoXkLDhWXVKU0NES6Q/HGCrAo5ZZRNuX50aoqlE4aF0qWRHhZKKQySfju8hxZSiOQjPrem9cszy4s6Luqa5a3QxXR5Kb7W0ZMHPmpL2PYgapqSy0/XN4X8AKBFP69jAQBn3A8cIoa41V0U3i8UueL6KS8APxcFY/bBjQdaKkp7btv+8bUrnm9d/bKPfuL+Vy4cPHNRYclnm+uwegH//zlI7vK0y5j/i4wmc7VAI0IuxIKmBQgHgCilR0YJw6EioubBOLxAsEQV/RUXVQYE9FRpBmkeS+66Ydw8+V5P37sh5f84tLB0u52Hfhp4JXPMf7h51Y8tKNEvdzwdQc1VX4R07x83EwCmIf7kxJhVK0YXHVhXgAqoHrEtmERHRXqXUsISEqCopqgtfuQQQ7h0tEpT//o1kFP/PhbPed00s9uO6lE/PNze8IfX1r5wJbd+nTT1xOAl4+TBAGYYq4U3lCAyBDJi7HUAwfOHElJgDcNCDPAVuDTm2FWbkUnvRQ3Te38y788Mv7+KQM9u9p8oK2ELA3GxCG+DUMKkpY3Ve9mVeX7zw+GwoCeDmhJQLMJSDrkZA3MjADwAUwHiAbAw+8TDVy1k/nCkQC8gYEpGjmoYFDQYuk4dAyD1u1o6Nu9qPfWPpmoasehf2WkSmDj+mlbeufTDZJZXVddvvOi5qYqSL5kMM0DBC1A0cGJJBW/SQzQVLFulsGrJC2AiN8up8MVDPG4BtvWEFGzUVqhDNxaXJGX3bVPcWEXlLXbwF24cHFOo0MSzw/W1Qz6/Z9e+em2fZXTSWoeAMJ9NBVFtB4UfpFEjoWOnRypaBGMeLylBSQ5mbe/NAx+YVMUfsFjEfTulrHke9+Z9fM7bhn4Yu9UqcP1wF64qqroD0+/9uPtB6qmqdn5oLa4MKmih3xiqJiIgqJoL3VBAEwhxulOv3abqzH+ZMCyQJtqkJykbL76snEv3HPXpGenDsrc0cZD/dpYuKqi6A9PvfSTLXvLp2s5BdwlKaq0xTcakOIETqdo6FQ5nSpXsHQdAIHZXIGift0XfO/O2Q/e8e3Cf/RO8nS4c+q/QY+c5Lqh44d+HjS7Nhw82pAaPNbUBZ4A/14aBpgd5rnFjmIXr3jGgzk2VcLSDOJ/AkAm8Pg1VJcf6Ldr8+pORcOGfNktTWlqw2GeEfTKSa3pN3LAehvdyo8cawnU1xrdIan8u2WaseI1RdhumaZI2aBxnY9OVYQkCbsvBsnvRc3Rnf2O7Nvsy8vrvK1nl+TaNh6qCxcuXHQ84vneZgx/8E+fP7p5h34VsnoDhsXDl6ognUaIX5QYASwmwu0AVwBED20wcHVF5oSTAgg1AaoJXTXBGnehk1aGyYM9T/7pFzN+eO0Yz9pUObHq6OzH3PUY/sDvP318+xHPNCTngxoMsA0g4AGaw9zUXY2IHDvnVRIARRTNqJxPqQQgzYDGuL1U2AZIMiD5IEWOQI/sxMgC862f3n7e44/cNvDFvBQ0tN+oTw+vr8K4X/5l8e+2H1IvR6AAtqHyYiISAfd/ZXxqmMbnipgARBtLfsLxP+L8yUIpNaHqDLTpEHyhLZgyMvWZX9419rc3T0j5PE2O2u9/I5GhwJo6InVldoZSXFOzRzlaun2QqlDIyZmwDY2fX6wZXLVjPNIAUajlhN+jRTdO4RHlf5IEwAPL1GHL2ShvkQpXrd1dUDi8aG2PVHQ4QpWlwbhkWOra7t38W5urdtnHynaPsMwIFJ8HlBCxKAagyXz8qkgrQhgA5YonZ+PCcN6IFWkpKsB0MFsGTe6M0rLGQVv2hvJz+/Te3b8TKtpz3C5cuDj30KGI5/x1x4b8vyde/fmmPRVXIa2XKFSIa6FjWfxH2esRfYxFG0OGk1RfO89Rrkj5dBCZwWqoQ05W0srbbpr5mwfuH/XHQTlShyogcvDxhpr+v/79iw/uLm2cxvxZgKRxpcSr8XkKW9xSyimygijocOAodpGwqNK2gah5vg5ABYIhMNKMq6de+Md7vnv5c9ePyfmybUd5ZvDBFwcGPfPiu9/fuLv8KimlCyAHgKAhVMpEu6hEhS4BUaIk5tK2QC0TST5l89VTxv7jgR9MemJ8QaCklYZyVmJI74ySnILz9jUGvXRvSWWyGZIzofjEs878OlXvjoLnvJrF3AJkWZyLDgkV/e29XsBuQKTxaJ+tG9blDB4xYnmXFNJhqt3jUdAtpbxr0dCdBstq3FdSnRYKWp0g6TwKYzt56SJVyLQA2fld0xLeSUQoVIU7VHgD/PVWBJpmob66rN/uLWsyC4cWrcpLVzvkb5wLFy46JjoM8Vy4HUWPPLXiofUb2TVSl0IwmLxwQ7Z5GMqW+MoeMu8GY4V5WJjZImwsiYIhBdGcKVBOqLwaJKMaWtNujOknvf7gXeN+c9+M3PkZaqKpZ8fA3PUY/sizSx9avxvX0Iz+AJW4eb4sA5bJyaMmTPCZh+fYySKnE4xf0KnwV1RFkRV03jZTkeFTQzCDe9E1fd/KX96c95P7Zg34y/k9vB0yZ+yjnSj82V/WP7ZuszWTZAwAi2hAKAJ4bMAOCTcEUdzBJPDQerRPKEAUkesZ9xjEecdCCEiHkZ98ZMkPZxc89cd7z3uma9K52UmmTyYqr5/Q5aNQS419tHRboL62IV8N+EFlCsDD3SjgLHBELrYToaAQ8yzF2S4RgNkgSRLQUgt4uyFiZOJIrTpg266Sbr2L+m7KT0OHsaSKR/dU1F85OmtZqp+V7t21oVN9Q1NP4skAI+I7SxTeoEEnAHNyYkPg6SCWSJfx8HNX0rglnNHMu7dZJmx4YQayUVatF27feSBvwND+q7qlwiWfLly4aBN0COK5rdxI/tVvXnp01eaD1yfnFiHc3AyACaNzyiuGIxa/7+SDESpC7FEJKuHWucsVFWY2F0+4YODcX/xoxmPTR6ZtaauxnWlsOtiQ/us//P1Xm3cfm0VTuoLZjm2NLHw1LV6cAIkXX0kiN9Hp6MQcgiXmSYboaS86o1ATlhVE184ZKx786R2/ue/Kfu+nBbwdNmR80z1/+uu+8vBVhpoJ7ogAnv8KYaVFHIXzZJkWcepblHjGuSPAQud0ZfnDv7jz4bun5n3YeqPoOJg0qud6mnZe097imqya2pYe0FWR1uEonQm+sURUc0dbjzprQZHzaQaBQABotgBZhuaTUFe+o6hkz3r/7OmjPmjTwZ1hjCjstC9nwJg9m7ZV9aipifQERDqRogCW47rlKJ2JzYnEeWuagMfL55XSmHsHMwFVQdOxXYXl+/crRecVrswOyB3KqcOFCxcdE2c98dzagNS7H1z8ty924yYE+iAStng1NqM8txM6V+dkG4AdZ88iIxoadoqFqM3Dp7bFf5A1HVKoFDnKPtxzXZ8HX/nV+F/1zERNOw/5tLGpDpn3Przm6S/3qzeZcjcwKgtFmPEiISbxVo2MAtTDSScT1drwcp9JmauaoCHezQga9xD0yFDUFkiNa3HlqMCTf/vfsXdPG5K8rZ2HfNrYXIv0K+794PV1ZclDDZqVBiLMzgkDQEVOpygkchwRAJHfCcSKiQxeACP5BEk1gcgx5KjFGJXf8NJrT8yePalQ2dfmAzyLcUFfZdeQft7lezfMzzlaEyzyBFJgy5T7UsqqaNkqGhpQQZQkJ3dWvIktIhcyeChZ4gqpTXyI2Fk4FAr4PllfMvqiS3ovSJc6ZuQCAAbk4OgF52V9XFu6TT6wd8cFmp4Mi4D/nslekW4Ut8iWFRHMoTzMDsq7G0GJEXjnPGVARM/B7hI2an9ZVVbh0B5rcn0dx5DfhQsXHRNnPfH84SPvPLRq0/67wkjh7StNKipcrZgaAiBaXUwSlE1ZBkJBwCPypBqbAVWF7A+A1dUjK8Oz+vbZ0389+/qBr2fp6LAVxtvLapOffG7BD5auPHCvJSeDQRP5cIm5iY5Rt2OILoi5KXLowDhZ14U7QMQGUlKA+hpQowmzZkz4fz+4e/JTI/OTj7X5IM8QSmpM6WePvPHYviONtzSa3jQ+F4k9seOqggHghNoyJ4fT5D6VhlCUdAWaZO6ccH7/N377yHX/OyhH6XCFVm2B/M4p9YMumPTF3nKpU/GBY4MRNCBnZIOFI4Bpgvh0IBzh3qfACYGKqH2VysSCQbg1yPy8p2ZDZrChZGB9WVlw2tiCDtMt62TITfO2dCkYvNOgOc3rt5VeBNOGlpkBu6mFRyJs4TCh6/y7SyngDwAtLTGF0zlfoz+P4neA2oAio658y7BgbUPjFeP6Lm/r8blw4eLcwllLPPc2wPPmxmiZAAAgAElEQVTTP2/5xRufHrouZOVkwJMhnrGE+gEADJBEVTYTfndMGFA71ci2SKw3PLzLTkADIuXQjH0YkFu94Lf/M/7B+67q+n5HJp07GxF45tUD97yy4Mivw6QbmBoAaIRbrdiir7oTPic2uIrn5ILpnMxroisMtTlJZxJgUXiTZVhlG9E7q27JPTMH/va+m857Zkhux6sadlDcAu2xv23+2ZufVf28MZIiCtAkEeKNq06PSpuJoXTHGQH8dUoS0BSBN9VECilFILJp/T0z+v/t7/978W9zfAi11jh2VCGQ7e+45ywAdElFy/CiwFLFLq49WLx/cnMzhZTUCcyygHCIL3hMJwXEsUYTcy9ZPCfZVnlOt/N7wEwhRusIBlOwZV9Lbr2RrFw6PHVNuwzyDCEvFY39C9LXpvqDpYcP7byi5vAReNO7worYPDVE04CIIRw+VG4vp6qI2k85OdxMRIaYl7sKRCjklFQEmzTsLqnPrqcpcq8BaZvTlY6rErtw4eLsxllLPP/22vpZL7/5wdNUz8iAN51Hiwwj1jknWv0qCIGj6DlwOswQkbcXER1jiAkEazBsSO93f/z92Y9fPzZtZVuNqbXw+N8++u7cBV880WQmAYFsrnR4FMGhRLVwtOdzQi4Yi/MttcVFzLJ42DM1BVZVObrlpi+/ffZVLz10e99XMgInJJN1KDz10pJvvzbn4yd9ab0RtEQnpqj5e3xVf+I/LOFWzKvJgNRUWHVH4NPM9Xd9Z9bzv71z6Auttf/Fx0zlb298dMMLL7x158df7Dx/xpQRS1vrs9oC2cmeSP7ggVtN2q1q277qHKOZ5sDv44fCMBCbf0exSzgOklDuo4EPwZdELqRCg1n7ti/P0JOSKkcV5uxp9QG1IjJ9xMwf0nULk/ocLi6pzqyrDnVDagZvYQuI3zeR+2rbIoIhEP2ddB4Qv5cSAaMWoDDQSH320QMbpwY03/YxAzt3OB9eFy5cdAyclcTz6Q/qrvrNy1/8sl7q08mi2aCSl/deJ5LIP6SIVg9LjD9Oxere+XPy8IgM2DbkJAnEqILauAnTx2Y/+at7x/x62mBfh81RdPDnBU0znnl75/cqanK6MF+nmLG71wuEjJjNimTE1E7EVfdLQgGxBTEXtjWq1wKt3IRB3VoWPPrDSx7+3vROC9tvlGcGf5pfNfPx1zY8UEsLcoLhAFcro6TTOWfiiY4oUotXQKOuCNwfVvVboI3b0Sutaul9s0c98+DNha+2xr5vb0Dyc3Nrrn/8n+t//Nriil/tL08adjjcxU+VlOCFRf6trfGZbYUsDcaUEWmrNSVUt3Pn6i5NjS3dlLSuoOFInH2SqHJnClfjnc5QTLhTUNFJywkt2zJACWwlgJZIZpeN+w738mX1qRjRS9nbfiP9+kiTQC8e5NuYmek9sH3b6q61tY095ZQ0MCLM5SWJf5clXsEeTVVgjr8nAKf9JoFIRYoAJAXM2xX1dQS7y2o6q6ndakb20js0UXfhwsXZibOOeC5ad6zwqb/9676Dx8IXw5PNCSURIWJnBc9YrBrbWcnTRMXTeZwCPh9YUwOYFcG0S0Y+/f07Jz8zvq/vQNuMqPXw5fbmrg/94flHS2vscVKgC5gtqlZVlbcPBWI5sFHfyYQcWCJyOlWRHyYUExppRK/uWUt/9ZNbHr1+bHKHV4XnrT487NkX3r73cK09nmrZQJiKUGS8PRJw0vk5DscnG9LmWnTKSV79w7tuePKBb/V4pzX2ffGGiv7PPL/w3nfeX/zHPQePFaneNPhS0tDY2Nj54Pal6emdcw8O7pV+qDU+uy0xelDujmZ9AN1RXJXbfLS+C5KTxSITiEl1jguDuG9aoluZOC5OJ5+oBMoArxcttfu6VJRs8XXr2XVHn85Jla0/mtbFkN7pJXqn0VUbtx/Jb6wP5UH18u+vaQK6B4iExPmdkLscLZIT82NZfDtJ5Ip6gMaq4rzasl1y9149tvbq5OuwxZYuXLg4O3FWEc/lh5D/0NNrHl69NXQdsou4YieLvC2nYwlzKo1FLh7TuApCIpycEqetnujRrhjwRkqRSvbhWxdnPPqreyf+emR3qcN361hVhty7H5z/1x2lqVPhzQWTFK5wyBSAzYuCPF4AJiedkriNKsMOhNJJKRAxoHlM6KFijMoP/uupX159/7RhWodXhTccQeYv/rjsd+v3aNfQpIFAswEpWQMzQ0JBk2M5ntFGRE6up0N4nJ7ZEN6wQejSMfROPbT4qZ9N/cEtkzI/O9P7vbcFnj+/XXXb/3t5/U+Wr6ub3awPAAK9YdteGLYCeNJQ36Ll7z/clNGvqM/6HhkdN/fWwUVF3s0BzS47eHhHWk1NSx+m+LiSGf0TxUTMKSZivJuPJIu0CXDFDxEAFqArgBkBArkoLyX9q5qg9RrQbVO35I7vWzm8FynO6xTYsWfHqs51Dcf6En8aqOXhectEmO5HF1bxESGR4w3KT2kZvCNZMAh4kwF0wtEqe8DBozUZ51/YZ3FHzn934cLF2Yezinj+7LF5P//ky213aZ16wQr+f/bOOzyu6sz/33PunTtVvViWm+SOG+4YY4wDtgETMCWEEggkATabRrIJ2SUh+WU3ySbZTbLZZLObUEIIgRS6QzEdjGPA2MY2bli2LNuybMnqZcot5/z+OOfOjCTbGmONysz5PM95ZI1G8jlHVzPv/Z73/b6OzD2Ub/walcdu0tDckUpH/I4+yd8PNKnaPQputuy99vKP/fobd6782fQSOux6OZ+Iu77/13s2bjv4WRIaI9LaLBvw+USBECCqXS0rsT1u56aeubAUIug0TRj5BTBbjmHGlDFP/8e/3fjNC6YaNQOzmvRy57ce+Nf3dh25PeYrA2I64PeDRzqkku5WTfeopUhO5QQQz4mDtFsiNnQS2fXLH33la9eck7epv+e8cW+49J/vuf8/Xnzj3e8dauiq9BaOhAMfEI4JmxzCAcsCDeo4fnj3lPoDu41PXT532KdDAMCC6aVVZnBW9N33ayZEmVEuukAl3Swli9AeIq59myV8fLk8ambSZoiKfuV6fj6OVG2ca7U3t61eNvnNAV5WWpg+PvdIQeW5Bzdur5nQfDxagRyZ4+2VnY5OeP0ioeRrspc71QBvQFbFc0C30H5878z2Yw2RK5adpSrdFQpFvzFkAs/P/3zbtx5+re56JzCryI7KynS3sxC46JrD3ZwuyKM2lujTbsv8RV0Xz9HC0Nkx5LF9uOmyqT+//+7zv1/qQ0YYJH/hv3f+y+/XHrrF9I/PdxxNVq0yYTHF/TK4lEEnlX2eSVCow8QRj9tRKeAFAa7D420Ha9yIy87N/9+ffmv1NxaPp0cGdZH9xD/859ZvPbOx7fK22OgyGHnShosBPCa6MjFAXGc9i4cgBSJZfKRTwIwiEIyAhHdjXF4DHvjBTSuvXuDr96DzV2tjV3z5Xx//1baGwivb+TjAUwbH9oqpaQwgJqBFAc0GtwPgwQrsO9RaeKDeKblqaXm/K6+DwblT9N1TJxW/9+76V6a2dVgVCJRI/90YEPSJa1pzc7t1UeXOnUQ6Lpd9ywGpgnrBuAc2/Kg52pnX5uTQi+bk9/vvbjCYMRqHJ08o31y1c1Np3aFD07T8UnATiaYPhImqdgNCDdY18XpJpX0aIeKagikq3SkBiBdRjMSO2uPlURRbF83O3Ty4q1QoFJnCkAg8739s/co//e3tG453GguBHPFCqOuAYyalKCXlbAGJQMHjBdragGBAfI9pCoXDioDA3Hv5ikUP3HXn0p+VejMj6Lzvb3tXPvjos58Na8VnO8wtdAESAZPsQe8qeI4DhIIJn0nCpHm+LgJ2E4Cug4UbcP7Cs/74tS9e+fMLJtOaAV1Umnj0lYNL7nt4zW3Hw55F3Fec1FyIio43HDh1ZyKJPyiOIQsKYDUfQWmh9517/uVLty+e59uQr/cy+Dwj/unna7/6+z8+dWtLFzk/hqCwu+qWpyeDZCoX47juBR0FLXW7EHWIef6c0cM+PQIApo4JHTPKzju+Y0/9qLbapgpaUgwODpgmtGAQvCssfDuBJMW6R04jk48HcgHThJ5jINpWN/Jw1cbc8lET90yvzKkdsAWlkUnl/gZ/+YL6rR82jWuubalEQQkQi4l2woQLv1nORY2We3IEJKU0uyci8vVDXtaO01jcVreH5BYVH541vuDQQK5JoVBkJoMeeL66FxN/cO/ee3Ye7FqFYIX05CMATFmlqUmzczc/yTWKl7mejikUEB4EOmOAQUDMoyjz7Md1Hyv7xR/+3/LvZkrQ+WY1Ku755aYf7KuhFzm+coggs0fxhdsulLCE8hPlSe1EO4CADpAQEDYBfxSezu1YOVu/9wdfWX7Px6b5hn3RFSCuq2/97MUfVjWNXsG9pSItg9kA6YTI/wsBHj9Eb+vk2NG9zmQah0aBrg7QHALetgdnjeha+50vXvL925bnv9yfQecrVZj89V+9+90/vFT7qZb2kXNNXwXAfYj7UxIn8TsFFZ2nmCGrl03Am4e2rtxxuw4fHjVm/Oyd00cjIwKqBRNQ5fPGju+t3jai6XjTeARHAA4FdzuYUalgO65/r6yCpzI1R5OnIdQBYIOZNrgRQqtdOG7b1qaxMxdM3FBRODx7uvdk1lgczAmxuur92wsbjh6ZrOWUgts6QL3iCZoX3Yq0OBKfc9m6lLjuF/KGVi9A/SFzcmMkZkyaMWHz2DyohggKheKMGPTA867vP/add3fU3WL7QwDNEXfkmgaYERksAb0UHwAJH0+Zy2VTmeMYA+VhfPyiuT++66sX/yxTjtcB4Fs//us/v7Wt7laeXy7WSwh6BZ7uG0Y8mJLdXCyZ++njQgkxKZCbC7Q24LyF0/74tX9c/YsLZ/j2Ddxq0st3f/rE19dv3vdZJ2ecOF50ZIcmIpUfKquA6clix6Tri3NA58j3YcsdN62+/86rRj3dn3N96/2jY3/9uzVffP71d7/q6AWFRl45nIgle2v39BF1cf8mZBGJRgGvF7G26tHNtbtxzjlnvVwU8gxrz1WX+WeVVrXpU8g72w9NsjtYKYK5IpjUNMRvROOmDUkFYoDsVe4DYlHx+9cowEwYXgPtDUcn2J072668cNYbA76oNDFnUnG1GZgRe2/P0UnhTowEMcQ+OfJlUKPSKUDmyvfyq3U3Mul1xGugsW7bLN2KHlu1ZPzfB2wxCoUiIxnUwPPuBw5+/r6/1d5m0+J8GEWiRR6RlZa2JXKRgCQFz+0uQyASljTxxtzVAS1Ph480Q+/chusuHPPv93xx2Q+mF9POQVtcP/ON+w585d6ndtzOgmflw9FkUYCNbubwkB1KiJ3w7WMc1O8VFdwahCLETHi8NnhrNRZP6fjz9+9c8p2LZ4X2DN7q+pfv/r7mtv/5y9Yv8oLZ+TwmlXFqitxfywaIBzAC3Yuv4nFdkn8n4YAWQam3CYHoDvzTzYu+ec/Nkx7uz7lWN0L/xvf/+NPn/n7kC96y82E5I+G0m6LDFosBsAA4gObIrlwAIDwqRZ1TF+DziO5UpgOWU47q2ra54ZhmrT5vZEYU0ADA0un+bcTp6vhw96arw10O/KESWJEOwOMIhY5rEAU0stqd2gC4/HVKxd+2xAkK8cCJcLDckdhZdWiE4x8bWTYz9P7grrD/WDTF2O3VnMZtm9+4jmsENvUB8AK2mwDr+h/zRCMu90aeun3fpT+qxUGDuTA7CfbUNY3Qcsa0nndWYMfgrEyhUGQCgxZ4Prm+bv5//urhu7q08lmceoWCQYj05ONJxtEnQwalTgwkNwQWC8NubcSF58++/6tfvOQX80fR4wOykAHgkVfrlvzmwcc/32oF5oDmi32xbbFHcdxOLm6HEnlUTAh4JAL4fQmLIMrAohGMKS1c9727b/63y2aHMuaN5PE3Di38n/v+8qUWO3ceIzkiyHSVToclFQzp3RWzOD38O60u6Lxr67VXLv/VHZ+Ze1+hp39bCRYEwLYdsCp217SM7IgaZUL1t0UMZSflOFN077Dk+lZq0rvVpmI9xIbGw2g6vF0L5Y+qmzslf39/zncwGTV1zK7O2MiWzTvrRkfb7VKEgoDbSIu517t8svt3YHjEDa1HFtrY0v2BEyAag05bi2v3vR8sKp94YGZFMGNyGIsqyvY7dNyxTTsOjTHDZASMoHi9cHNe4wb88huSO8Eli+u6FzwchpbrRbS9bkRT7U597ISJH0waGciY11eFQjGwDErguaEWo7/1X7t/uKeWX8wDQcB0xJus7gWIIWIBzfVNtLu/EBK3ijsmK1kpNK6DRrdj5YLce//1a8u+d16l7/CALypNvF2H8u/+4pV/23mwdBXJHwWEO0FzAuBhmYpALfkma4i94Zow02e6eHP1REQFN/WKwEv3As0RTB956Pn/+PbH/vmaBZlR2QsAb9Vg7A9/u/7b72/Hlbx0LhB2AEQAOyZyh+EFjAKA+AD7uKzk7V5MASKVIGoBJIxCvQmXnz/y/ge+tfTf+jvodLn43DHvVh9pKXl/+54Ltdw8IECBSBsQDMmcZy/geGUOnpSoNCZ+78QDmMK3kgZ08C4Kjjy02YFxu6prR80/b/prY3KGv2clABR4wC5ZWPjO0aa9eTv31y3XfYWwTenjq9tCFYasbOeaUIgdS/jUWqYwStd9QDgibsK8Bhx/OZpqyfhwrMkeP2Xi1jEFmbFXRQacFfMK3qs6VDNyf92+C0yHidfUuOucBpkELlOaY+KkhLmvu3LoDhDtAvcVAnopjtXHpkZMak2eNvq9kTmIDNLyFArFMGZQAs+f3f/0bWveOPRVEswDtx3A8IkjMIZEYMll7qarXLjEqzHl47oXvK0dkyflvvTNr9z4nyvO8mVUm7f//O1L//DWpn13RlgJRI9GXQSdhlf677nFAT18+lxFDFHxxhsTHZzQ3oGSwqINd9155X99ellxxhzFAsB//27tZ559fetdvGgyWKfsTERkbqvHA1hM5HtqGkCjQgHq6Wsaz1pgAJzq+dMrnvvhd1d8Z4QX0XTOvXjixH3VtXpR9d6js0Gp+P1GrUQRnfv7dKuPk3PzqAZ4CHg4DAQLZfcahmjb4cqWIzvYtSvmvpzOuQ80JROn7dt3SMvfu/vIXHiC8vQ4qRc5T0o/8dBERy5AHDfrugxGLfG1nFw0HHhrnh8dBy8+b8q7g7CktDFt8dR3/r6ldXJtfXQ6aFAE5O5pUrLPJz2Jz68dE7ngHRHRhhdRHK56b1FxMLbngnkTtg7kWhQKRWYw4IHnb17Gqp88uOtrMTtQxvUgAE9SnhEgPpHenUTejVP5RuI4QgHy+uJvypp5CBOLG1754TcuueeaBTnvDehi0szv3ogt//5vNv1zBxtbCi0gVRxTtgWU1f+MieCEyxQF9w1WCwOaDWiFQKcNBAyQaCNGGNvw9c+O/+ZXrx7/5KAurp+57w2s/MG9W78ZsUaPYHoAMDsAnUuV0E3fIIBmCQUYsoqXM2krFQX8XsD2AEyDj1dhTknjqxsevP6GdAedADAmBx2zKwNvVu37oPRAdfUcUnQWEJOBp6YDVpcwSyc+ETx5DdEWkcruNFwXRWR2VARhjhc2KcWHR7uKTaPUvHBmTsb4MI4KoXPhjKKXt6x7cnxDB5vpGDlCqSMGQGLib0QPIdGXXAd0E8L3VwZfCMs8RwLYFmKeUmw7REYVlI6qXTDRGNb93JMp0mAvmFXyygebtow9fODQTORPAGKmyI3lDkSufNKNDY2KmzUWAqCJXu+OIzpEMQswCmFaI7Blf3PF6PEzdp89FsO+VatCoRhYBjTwfO9ga+n/PvDqP+6ubrlMzysBi1k98hSBboUygLDAMQwgEgGCQRFEmCbg8wKcgThte7/5pZt/fvvKwhcHbCEDwMbqtrJf/vbxLx86Ti+xERBHqoA4DgMQT/6jkOowTaroJeLYkWqASYRSwSwg0oabrr3g27fdvOC+Qg/YCf7bYUlNfQP9/n8//Z39R52V8OYLFctrSKXrJB1b3OtLo0AkAlqQB97aCuQUAuEwRo7A+u9+4/bvzxhDBixto6zYH/WUzG2sqm0vqf+wcQry88UXLDtRXa8Z4vcbCwMBb1Iv855+ru7fVWtRy9GdZFRF0e4p5QXDvlWsS3GObo+evHTX6xsPz2priY2DLyR/3xbgDwCtYal4y2+glizGktZCrhIe3z4OK9wxwmzZGa2YMG77uBJf6wAvKW2U5fqiesm85p37m0c3H+oYj7w8wIrKm1T370MW07mKOvOLj26eMZEnBTYHNB2xcF1Z3b5Nwduumf/4ICxJoVAMYwY08PzJg/v/8U/PVN8NfxGYzy/6iVOZaxRXN7VEAMUhFCmS5KvITECLQOetyGNV+NKNE773vU9P+92ALWKA+I8/HrjjT899eLdtjJWehLZ8U5Bqp1vdzHUZdNqJNwgwoeo4BGAx+GFDb9+Kay8s+/Fdn1/80yl5WtoVvIHku/fVfP2vL1bdhcBooXoxyKr0eON1xGX1+CmsvO64UHu4LYI6zdmL8kD1hq/fet7Pb7t4xEsDvZaZY3DYsZ3wrqrNN0TMGBwuc+28AVGAF+uS6XdeqdyxxDoAxCMpKlwguOZFw8HwZEa8nbPmjX2r2IuMsFgCgInltNHjQ/OHu98d2dUVrkCwADzqAWAAhqzK5nKwZJ9KW3bnIUJR9ujSK9iP6rr6OX5vXv1l545YP8jL61fOHkdqYlY0tn33+mst24HjKRe5wVT2bHdzOrkhBrXEPnkoAC5ufnSP6Bzl1QDDjyPHo/6WTkO/dFHp24O7OoVCMZwYsMDz0ddqltz7+2dub4kVVHqLiuG0tomOMLyHEkWSFFD3+N2ReaCWJVoXwgaLdmDl0jn/c/fXl/2kSMucN1MAeOS1D5fc94fnbuvg+eNFZTaScvqSoQmBS0Pi6J3zxD4aHtitLZh/9rg/3/31y38yf7TWMCCLGCAee7N+4S9/8+hXIkbpWK7nJoonHEsoXvHCNPf6cj+X+8O4zP+0gEAAPHK05oarVv75h5+dfu+ALaIHheNKDrRFS1s3bNx5MQLFImCKxGRuokfmPus9fEh7+EK569Q4NENDU+37i0cVFr63cFppRuVALzyr5MN9LQUl23bXlZuOrxSabKcZNEQ1e/xEpYcfaty2UjpomBbg9cKDVrQ3VNneUN7xuVOKM8YRAABKJ5ZVtUZLwu9uPbAcLLeHq0OPkyf39dh9fXYcwCsVdsZAdI6AhxUc2rPBX1E5eftZ40JHB2odCoVieDMgged7dSj96b0ffGPzDvNqjBgPx2Liztnvk16UboTZzflZqFYUwrMQusjtJJ3wdu3BBdON3//o66vunl5EO9K+gAFkcwOK//O+TXdt3q5fwwonSgFLFsMQJrrZwFW6uDiCpxpAY0INZrrICdSEtGeYhzFlRPPz3//axd9dMTOQMblrAFAVhu/Of3/jFx/W569kxkjAZonCNCMp4IjnDsvP4yqo6wJAQA0Tvq49uOr8wP1/+M6K7w7CcuIUGnDGlBk7m47VevZXH1rMvIXgxC+mrEO2PjRlO0R3PcmJ0jKXlTDAygH3FqLzuIkjrSxYOb1y+8TizLEaA4BV55Rs2Lv/YPnuPTuWOt7RgNcjAnVN5vACMp+XAHpMelXK3EZCZfCpA4yDeQvRWM8nHm+Nec45f+LLI/yZ04Ci0ANn8oSCjYf27837cP+Rc/RgLpijiz1wfWu5rGonMQBceMnqFIBfvA4TS1xipg6Lh9DGQuMOHussOGdJ5UsjMqhZh0KhSB89EyzTwvPPrV/13qZNn0VBvrhzDodBCvJF3mZfcDe3SFamNjVjzOhRr9x662cenF2hN6d/9gPLc89u+PjmLZs/i7x80WEoVVx/Pk2mKti2GMCuW2+59aHLFhVnjFeny2OP//0TO3fvudKXny96qWuarPSXXVmcFNyPpKLD2towpnzUS3fccet9aZ52SswYE2r/4pdu+HVlxbi1rLNTrM3jEetMbgmZCuEwtBEjsH3XzivWPPPMFemd+eBw001XPnz2zBmPo71d/E7d142+cF9bvF7x0XGAYABVVVXXP/LHDTelf+YDy6Qi3bzllk89NKFy/Ct2ewrOUbonUbRo2+LfHl12gdKgeb3YsnXrJx9/7K1PpH/2CoUiE0i74vn8Dsz49UPbv3ioPneKVlAMHusAqAOqe8GjUXE3TYCksy/EK9oBUUxECQALMFswKq8JX7rhnLv/8fIRz6d14oPAU5sw93//+PYXDjXmTkbuWMC0hZIJR6g1nIqkf65J5YaLylSNy24tOkCDwlObt6PMOIIbLi3/+b/fMeO3g722/uaF3Zj2vV+++b0WMnKs7ciCEa8hlHSdSqsYkpS6kdTLPv45A3gEHj2MCYWHX/nqzQt+ed2SoZOvNi4frQW5RQe3bn23oqWptZLm5IETXQacUYhftCwOiStWUskDE9cLFQ4RNFgMHgng8PHOUH5pxeG5E7wZdYw8oRhNHj9p2rlz06jm1q7xMEoAS96EENm5irrdnzyI5/gyJtRjjwM4UaH4GSFEYhr27msumrNgxlvjS9A02OvrT84aiaOctXVs3/7e9R28TBYOsaTCu7jZp3hdcW3u3BbGtsyfBQPnOhytBEeP1gbHTTr7gykjkTEFbAqFIj2kXfF87LG/XVtVvf8K5OTAicXE0VcgANbcJKrU+8L1m/PoAGO4YOkFP776mukZZQXk8uKLL16yv/rAxz05OUBHR2qKDSGJYMr1PuUcuteH0tKSNXfeueqX6Z314PDUUy9f3djUvASOI5Rznw/o6hKqoO32ZT9V5yuJrsOKxfatWLHy5S98Ysaz6Z/56XHjitL1K5Yvf9VbULCLdYUTObyansi/OxWMAYYBp6EBKChAfUP9oqeeeuqq9M984Ll15eTXVixf/ir1ePZ2+w+fyfUAACAASURBVLvoC79fGMz7fOJvLibSgCLR6KJ7733k9vTOenBYvXremvnz5v9Pn08kRPxNMZY4QWAsobbLbnOHjxxZ/vTTazLyulIoFP1LWhXPh//Olv7o/ve/EdHLS0F0mVbniLxOj1++iUIejTJxXKxLY2c9IKq1mQ0EOGjbHpw32Xn0Z/9y6T9NyoeZtkkPEg++wS786YMbv9ZJxpcxeAGdCU9GzRFqFtMByDw1cOHRCYiv2VHAkw9EbehBAt65HxND1S/9/qe3f+bsUmSMLYzLAy+Fl//0kd13hlFUBvgAzSOuHY0muSC4Pde56NGtyUCUQeb1WQCNwm9WY/ksz+OP/mDF3YO8rJPy8cXFb729YfPM6kMH5uv5I8HCYWEx5rjdZ4C40TyBVD5llbJmAlYYMPLk+gNobPei3WbkojklGePt6XLZuSXr33333emHj9TNd7whgPiFQqdLv9awA/j8wo7K0BOpsdQSpwdcquRMh0nzcPh4e8BfUHl80RTv7sFeW3+S7wFfuGDEy2+88crc+tbIZOhBIEaAQEj4fGoyXYV45GmKdB1x2xnHi4444PXBRgh7D0cK8kvLaxdO8mdULrlCoehf0qp4/v73v/8MgBl9PtGSfp5un/a4MTqJ5xYVFxZuvO222++bUpZ+M+/B4M9//tMNpmXNhmEk+rCnksNnW9ACQaH25eTA7uhEwO/f/plbP/PQggnIqAp2AKhuhr5mzTOrO7u6Zqek+HGeUD8dR/bp5qI6nBAUFuRv+NznPv1A+md+Ztxyy80Pja8Y94pVXw/k5ADRaGrXB2PxfDxEoyDBIFo7Oua/9tprF20/Zuanf+YDzx133H7fiJLSdaIIyxYduwCxZ36/UDR9svq9DyLRyOwXX1x78dZaqzDN0x5wJhSE7Dvu+Iff5ufmbon3sO/slL6/Kdr86jrQ3g7N50c4HJ717LPPXl7VAiO9M1coFMOZtAWe//pI/a2v79QXR0kpQLyyGtICHJ8Y8Rl4hCm2DqHcMRvweMXUiAbDa8PXvg3/sLryvluW4o10zXcw+dlf6z7x0qa2C6OekYBFASNH5J0RLvLRmE/kWBGInE8aA5gmBvHBsYhIWevqgsF24OoLgmv+5boRjw72utLBE681Xv3sO9EvQR8BENn56lSXMXNElbMpe1WbNsAAjcTgix7AF66q/L9PLMDGgZr/R+WT5+KdWy+tfGhEbj30aCug50KsnSNR7q6LanbNgvC8pcIw3dJFTjCPgcMLTsvwTlXeJ3/zlwOfH8w1pYsr52HLl66f/us8axuotwuIdYqOVCQg/U41ceqiawmTAxYQg0uHAPk02xiJtdudO/70XM31g7qoNPHF5cazn1yKJ3KsRui2KfbHYuIa8iJxecmcTlAu1U9NDECkcti5gHcy1m6O3fHXtUc/OWgLUigUQ560BJ67jyOwZs2a1R6PZ3KfT7blkbGbt+YqU5YFOA7Mri6cu3Dh72+6eckf0zHXweZAC+jjjz92rdcfGA+NJqqyXcW3LzQNCIeh5+UBHR2YOnnyszffvPrh9M984NndFA489dSTV2mUiirkVPaHEGF+7SqfjiPeKLu6MG/OnEevu27pn9M/8/7h6msWPHnB+ef/1G5tk0ftKVTtu8eili1y9WIxwDCg+/149rnnLnt7X0N5+mc+8Fx77fTHz1l4zv0sKg9IKBW//5j0Q3VPFfpC9wCahrVrX7h0ywFknOoJAJ+66dpHK8aMWWOHu4BQSCjBbjV7X1jSLzcaFR8BPPHE49dsO9yekWq6QqE4c9KS4/nTRw/c/tSGlq/bPFd2CJFV15D5U24eGiA8KKUpMQyv8IrjHPBZCGrHMVKrWveLe67/p3mjPRnlPejyw4f2f/mJ9S3fsH1lokjZ0AArIirUQYX/IIjsXMSTDNHd/D4GaBqo2YBxBXVvfOWWBb+6fvHQqczuT375+LFbHn326Ld4Qbk8Jk0qviJM5qD18IPVKBCJitw124YnQECjRzAh/9gr//7Vj39rYaVRP/Ar+WgU+2D5/Ub9Bzs3jWlojUwmfi/guEUeNgAHoruVvE7c7k2UytaHHOA2wC0wTwDtXf6xVsyKXHXBmNcHcVlpIV8DH1cx4oM3X35+tsW0CovmAmYM0InI5TRcg3nX07Vn5yeZW21TwMhFfV3LZJ8v0HDpopKM+9sal4fWqBUxP9i+5bqIAzAPBaghXTXcrl8uyX6xXOyfKYN5ZgHeXBw7bk7lxNPx8cUj3xqUBSkUiiFNvyueH9Qj98mnnrzKcZzUqrKTqyMdJ9Ehg3NEotG9N95w45+WzfRX9/c8hwIf1Nq5z6x55nKPrgtFChABuKYlVM++sG2QYAD28UYsPf/8dV+4YvqQq8zuD7YcQ/ETTzx+Dfw+cIclblb6gjHZs1tcX5ZlwQ6Ha665+ponLl0Q2pX+mfcvHz+3ZPvVV139VMoer67Tgfu36OYOWxaIz4tXX3v1wmc3Ns5K34wHj6VTgjXXX3f9X7o62pNubo3EdZOK4kkIEI3CGwrhhbUvXLruw2hFWic9SFx51YynFy5Y8Au7rU2cPFl2aq/furT3cvPyAeheL1599ZWL3tpvjU3ztBUKxTCkXwPPmjDog3+t+uz+5pHLoRUD8CTMnJlXDOpIb0GJHRFqDfECFhEKqMOA8CGcMxFbfnT7hN/05xyHEn948t1P72uqWB5Dvli3hwJWF+DhMqWKSIXKTvScdnsqu+gOiFmPBbPo4zdfOi4jj9gB4C9PV39y96HQJQiOFF6Vmi72xc09c3PRCCDyHWWVt+PIlpgRoXRF6nHRvLzXfvS5scP2urpu5ei/Xroo7zd6+Aji6i7pFMP2yHxGJnKBtS6AdAgFnQv/T+oR6jl3OI5Exyz+6wt11w7yktLGHTeOv3fZXOMPulMHGDGAdwG6CVjtoF4AiIlBo4nuYIQB3BIDRHQ0CpSiqim0/NE1m28c3BWlh0o/2C3XFzw8bTxbS2JtQkknhuhgRGLitYgR+TdmAYiIwcIiF9SpB9AI2AZslGFfW9GFv/vLxs8N6qIUCsWQpF8Dz/Z2M/eJJ5/4r4DPF1dV+sRrJNocuv6LsRjy8wu2fuUrn/tVf85vKLHtcDj/6aefugrBoDwKtUXA7feLfCkgJcWBen1gHR011177yccumluwL83THhR21jqhR//06A2BwkKRo+fmnqXamcY04w4JPq93x6c+9clH0jvj9DJtJOm86aZrH/HoemrdqFxvU5k3zCxLFF0RCq/Xi7Uvrl355t6mivTOenCoCIDdccftvwWwh7qvSfL1hjl23z9AVntbnR0IhUJ4/vnnL12/J5yRSt6V86dvWbp06Zuc89RziBkDHBuGz5fw/HQc+P1+PP/C85dsrmkoTv/MFQrFcELvzx/2kwe2/PMxchZMmwK6JYtu3WMtt4hI5t4xGfM6mngz8AHwUOgkAk9kF7563Tn/ff08bOjP+Q0lfnBv9ber2XkXithfFlYxLvaD+BHvHmJAFhx5RdDlkYUyNgM0HcHOKixbWPTsXdcU/HUQl5NW/v137377OJ25JGbqgJcDkTAQ9Au/QRdCZd91eV1p8ihaywViYWg+gLftxM1XVv7lMxfgtYFfRf9y4yKs/+Dio7/+80ubbwCwNJ77m3wr6arALOlxVxUWMfs68DZ4PVb0kd/de9MFP777BwMz+4HlhgXYsP1y57+fWfv06iinPsf26pphLInFYvDIgph40x6Zz8jdjzoBYWQd0R3opmUbesR85MHf3LjkJ//040FYStq561OVP63Z9LvKqpq6iUzPowz6MhBpIwyAwg3WxYYRaADX4dgQ1xRj0Ays0+yI7dE67V//8t4v/+7n9/y/wViLQqEYmhCeSuViCrxdjfLPffN/H9h9pPASmlMMZskOK+47IvfI/1EGom6AwGROJ2Rv5XAj5o42nvzZ3Zd9fdnZqOmXyQ0x1u+rHfv5f9nwfzsbtFWgufJRd59cFc/tvS73y5F5VFz2rNcNgANFbP+mB/7r9ttXz8bWgVzDQLHlGIo/9flfPbLnaPFKBAsT3fx0rXue58kCTwSFP2H9fsyamr/m375+0f9bPd+TMXt1gJ3ZzWNlIpLIeGqioBU+sBoOKk/Q42E66fEy6N4f2zZ0SsEmapnXtOJkVLdBH58H+yAXiVFA3GAKVEbmrpe86yvhkMReahwsm64rhUJxevSb4vnHZ3bctPtQ8BJ4C8Fi0rTasqR6B4DI1+34K3xS9Sgs8XmXjRLvflx3+SWPZWrQCQCPrTnyiZ1H7VWgQYg+7FrCGoi4belkoG7LY2IwwBMAugB4DMBugWHW4Jbrzn44U4NOAPjjE9tv2nuMroSnQPiWyip+xGxxHEhkgOkG7NRN75D92+1O+Fk7YOzG1Rdf9VQmBZ1AdgWOZ0qFT7zoVBD54kOSyrVP5szlyb79HZ8n1jyOuAnUJ+Fke5Zip1KFQpGd9EuO5+6GY4FXX3v1Is0wQGRFeso+lF4DiMVAdB2IhDFj+vTfX3LpjLX9Ma+hyAe1Zu66desuIKn2EnfzXzUtsaeyC82o8pFvfOpTH8tIo3gA+LABvueee/Yyv88nVEvXKcGt0k5Frfd4EGltxbw5cx+9aPnsYX/ErlAoFArFcKZfAs/7Hjt6R1XbhJUOLQa3GeALAVZUesDZcjhicI8YhMshEtL1SDPGlzS9dusV4x6aVZh5/cVdHl5z6NPbj5ZdwY1S0bWJyxxPTsWgTAzXXtBtGwpdFMl4CEg0gtJgLb547dRfzy1G4+CuKH387sk9n93XNmp5FxkD2ATQfCLotO0kWxxZ5e9qM/GqZB3gOnTWhULtIG6+fPTDS0bj0OCuSKFQKBSK7OaMA8+9rdz30ksvrdD1pFP7pC4WfRIzAY8Oq6sLi85Z9M6nV0x740znNFSpbrL05194/lK/z4fT8mFMVkYJAY/FMHnSpEdXrz57TXpmOvh82Ajfc88/d5nXMJIsueSpn6al5pgAwI5EMW/u3PuXLp23Lo3TVSgUCoVCkQJnHHj+5dmmT+5urlhl2ppQoSiAWFQWewDQomIQRyh6zCOG21OaOYBpYXJ5x0s3rhrzpzNf0tDl0WcP3rjz2MhVYaNEVPvTHl12gITySWxAs5Mqk4UROrEbMbbo8Lpbrhj90ERf5hY8PPHykU/sachbFWEjAM0P6Fx255Hdr5gplGHoouSWWNJfUCqgpAtgrRiTd3T9p6+c8/DUHIQHd0UKhUKhUCjOOPB8+plnVvu9XhEYcQ7EYtAKCoSil0oOo+EBGMOc2bO3XraoMDVfwmHKc889d5kvFAIPh0WQnkqOopvTKD1OuWWhYty4mttWzXsp/TMePNaseeZyw+04ZNuJntCMiVxPnzel/Zswfnz1TStGKLVToVAoFIohwBkFng+93LJs+7GiqV2OBnhNAFFA88AJRwDNCzgEgBewNcAJCGWKRwASBogOEAZiNmCsb/+6r3xuXsaaxQPAg692Xbj9mGdaVMsF9ADATdmxCXK4uYkyB5aaYkATe2XooHYncrQPcc+dF/5wkJeTVh5+s2vp9hpjWoSWiL2hBNAZYEcBookuPKZUPylEhxnDAUhUVP5bgKF1Io9t2X73V87/0SAvR6FQKBQKheSMAs9XXnllBYBpp3ySbSfyPd3qbLcimTFwznH5xy9/bnGFv/ZM5jLUWbt27aUeXZ8BW/ZATjXHk7F4f23W3o6VK1b+fOxYX0YXybz44osXGx7PjHjzgVORXGhEqdhXXYdpWTh30bnvrJxesCf9M1YoFAqFQpEKHznwfGEHpr26+fgym/oSKl3yySflcugip5PogO6T/aQ7AAcgPIBJOUdeufHSooy1BAKAdftR8ermtmVtdDRgx8S+EEOYwru4BTRujqebq8gdgAC63Yoiox6fXj3t4Sm5iA7WWtLNa/sx8dkNtava9NHieoElRq8YVErFmnROsHWABsRzbQulvHrjrVfNfnCAp69QKBQKheIUfOTA89VX/748Fo0t7vt/oImev+6/qejCwy0Lyy5Y9ubiSaGMVjuff/71VZZlzYdlCbXTVelSyfGk4ldkR6NYdM45/ztzRmbnwb7wwoZLIpHo7HhP7b5w+9z38PecOmXq3uuWlL6T/hkrFAqFQqFIlY8UeO5oRe6T6+qvatYrRc4dNNFVhmmiet3tvgMAjiW6yRAb4DGABKD7vKCsGSPpgQ13XDv+3n5ay5Bkbxd8j79y4Jp2XgkwL+DXABaL25omcJM9pe+pW/3vcQCnASXa/o23rp70UGUGd1LZ3YHQk69UX2WFpgPQpSIsFc947qsjhqsM2yagE4AGAUsHrCaU+3ZuuOXKsx8a5OUoFAqFQqHowUcKPLdtrZtVe7RuGUlFkQKEKuX6MOo67GgUzLZx/pIl6+dPKG34KHMYLvz97/WLm5qbL4znt1p2Isc1lf2TVdzTp03f9YllhRvTP+PB4733aucfPVZ/IecccJ0S+oLKzk5uLjFjGDt27KHPfnziK+mfsUKhUCgUitPhIwWez6x9e7VFJ4MjN5Gb6OIKd8wvBiXCq9M1pOQE6KKoKGhcd+uNkzJelfrrs1uu6zKmAnoQoCHA6gI0WQjj8SR8OkHlcDs8GWLYMRT4O7fcdPW8RwZzHQPBmuc/uDyiTQUsr7huKEko6dwAYCT8X919o0So6pYNcIqSwFFcvWrCU4O8FIVCoVAoFCfgtAPPvcdN34YNf18MjyeRu9kXbsUxY2Lk5GDUqNG1l84M7Drd/384sbcZvm3bt82yHUfsFecy2GSpqXmSgoL81s9dOjajFbw9jQi88+47i7yGIa6VaDSe33pKmMwZNgwgGoXP612/atWctemfsUKhUCgUitPltAPPPzxj3tRMliwGkXZAxCOGQ8XQmBjEBGACPALi5fFe25onCl/7a/j27Qsy2osSAB5+Zs9N9Zi4iMML6CbAuwBHF4NQgHHZvYiLPEVuJwpkiANwC0G2G1++4exfD/Za0s0DTzZ/ttFz9uKY3QniI4ATBpgtc4i9smuRLTxhbS3J/9QHRBj8AQto34Ev37rg19NDaB/c1SgUCoVCoTgRpx14bty48Zxoql2JAIBzcNsGfD5A0+BEIph+1rQnR40aVXe6//dwY8OGDef1+SRCxLAsodxpGmCa8er/nFBo47mLp2wYgOkOKps2b5pnWpbozhSJAn5/6qqw349IWxtGV45fN3HixH3pnalCoVAoFIqPymkFnm9WxSre2XlwPtd9soKdIV6F7XbeYVQMLnMWSRAwZcciuxM+1OLyC6f/bVa5pzUtKxoivLAN07bsCs9iToGoxo7nuGpiuNX/XAOgi2N4aRQPTQOMKLz8CD5+3tS/nVOGY4O8nLTy6u7oxM27G2dzFgJIrlSE3T1DQu2Enahqd4dtgXo8QPgwVp6b++pVcwo3DeJSFAqFQqFQnILTCjxff/21C03Lmq17valXZRMiAinHASwLJSXF6887b2bGK3jr1r29lBAyt88nJlX7gzHReUd6fTqM7bnqquVPD8B0B5U333xzWdQ0Z8e9OA0joQD3hex+BZ8fS5acvz79s1UoFAqFQvFROa3A8+mXjq62QmWwLQ8AOdzqYkLF4EQMVwF1COALAYjAQ+qx5KzQ+uWTsTcNaxkyHLRB165rvrhdrxSdm6BDtN5JOjp2941TUchOIXIaNS9ADWj2UVwwlW9YNR0ZbRh/0Ab921v1l1ueIrFX3BadnbjT4+qUCrrrb+qiM5BoExZWWo8vnkUz/oZGoVAoFIrhTMqB58YDKDtce3i0rusiB9FVp/rCVfRME6FAAIsXL377TCY8HDh4sG7ssfpjVzp2Cl7v7vE6Y2KvvF7AsqBpGi6++JIX0z/bweXQYYyuPVJ7BQChjut6ohNRKp2dNB2MMcyfP/+9KYWZ20pUoVAoFIpMQE/1ic+9UbuqQ5s617L9gGELRcq1sgFEa3EgSdSTVku6BlhRgIQxeYTz15Xn5LzUb7Mfory0rnblMT5W9BGnsvqfuTG+u0FJG6YR+TAFnChgRlBZ3PrSRQsKXhvQiQ8Cz79xeFWLUwlQr7imNAewowDRhe0U94snxmNQd98cgFogTgSjgp3rVy0frSyUFAqFQqEY4qSseL72+usf83o8IgfR6xU5m5rW9zcSAjCGgtxcjBo1qm5ySSDjVakNGzacB8dJLQfWtrsXFXEOBAKorKysmTvO05j+2Q4u69atu4BSKvbKcQDHTuS7prB/nDEUFRU1XzarfPsATFehUCgUCsUZkFLg+U6dXb69GtM6mQ8wfEDMEnl4zDzJj6RJrcejgE9D7PhOfPX2Ff/Vn5Mfiry+H+M/qCbT4PUB0AEaFSOemxhvuSMHA6wYYASAqA3DT4HmbfjHTy/7v8Fcx0CwqRalW/ZjhkUC4gFNT/jBch1gBgCZN+wRCicIF9tGADg2vFYDPnfjwgcGcRkKhUKhUChSJKXAc8vmzXMt2xYV2m5ep5N0zH4qDA9gWpg8aeLT+QXIaAslANi5s2aG4zjzU/4GV+2LxQC/H2YkjHGV49eNHl1cm8ZpDgnefnvzIgAzTvkk1+fUlqkbydccIcgNhTZOnVq2J32zVCgUCoVC0V+kFHi+8PrRSyO0GNAM4T1JWcJ30vWjdHM6ufTwlH6VFA408whWnlf58syizO8o8+q6ox9rMccmHnB9O10XAFcJjle5O6JrkRUDDB0IH8aK+QUvzy1Dxh+zP/fWocti1Ct9TiXufnGvUD0BmYbg9mgncCVPD3Mwq5LvWDEps10SFAqFQqHIFPoMPPd3Qd+9e/dUaFpCnXNHCjDLhK7ruxYvXpAVVjfbP9g+C4Sk7nPq5jJSKvI9CcG55y5+J/0zHVz2dsC3f/++iX0+0VXY3b1MUtoZY1iyZMnf0zVHhUKhUCgU/UufVe07qjCjtrXgQtHCkCdsf1wLoHhwxZEwpExA7DZMK4/uXT0HW/t/+kOLF/c4U6ubcsYimJuo+Gc+8UVNVrfH1T1LPk4B2wLxU/BwCyYXtr+0aIYn4wPPrXsxu6aj5EKuuaqmI7phudcPkVZUXNp2UUN8zigAHbCaUUzr37nigsI1Az13hUKhUCgUH40+Fc+NG3cs1N1q62TfzlTyOwFomoa5c+a+/5FnOIzYtGnTfBAyMb43qfhQSl9UKr9n5oyZO6aVoDON0xwSbN68ey5NtfOVe7PDuaj8lzmfFePGHZo7rijjUxIUCoVCocgU+owe171de37MKBOeipqswqYQyhM1IERTXeTesaSORXAAGkU+acGKpdMz3rsTAF57a8dF8BaKvaI2QCyA6WJoXWJwXYz4PgHQdThWBLmkCysvmPTy4K5iYHhzU90FFs0HeECowMyD7pejmzcsXQCYJqrddQewwvB62rF86dhXB2XyCoVCoVAoPhJ9Bp5V+2QeHmNC5XRzF1PpygOAELJx5qxgRrd9dNm1a9e0bh6UqSielgUE/EA0Co+ub5wzd9KW9M908KmqqprIU+l8BSRyit19tSz4DGPrggUzN6Z3lgqFQqFQKPqTU+Z4/u61tuXtNDdkMwCUALYlPrrqp+PIKm03MHBEFx7OARDANnDBPKyflpv5R8f/9xpWtRrnBMA6AeoXijAjAJVep3ZQfKTSP9/N9aQEiNrwUY5pY/jeBSPRMPCzH1juf6VlpUXKhMrp9iCIx+gy9xVe8YGaMs1DF73cmQ34gLHBqtrVszM/b1ihUCgUikzilIpnVVXVRPTls5hMssrHOeA4mDlz5gdnMsHhQlXVgcm2bc+IV6gDKefBuns2bdq0nWma3pCiurp6vGlZc1PeHy3JTUGjAHMwZcpUZaGkUCgUCsUw45Tv/Bvf33uOiUB3n8V4xx2SyFHkPKGCxm2EIvDpDTuWLZ75RprmPqTYvPXAHJtpAAyAUKnguZ6TyaMnDoBO5NIGfGzxpDcGar6DyebtNfNiNpW+sEjyNk1G+pzG0xUYwB0QxAC7AcsWTXl9IOesUCgUCoXizDlp4HkgDFpTU1OR0k9xK457+FcW5ee3Lj0rv6Y/JjrUqT5QPR6UAk5yMJ5CjicAEAJ/wP/GtOmBXemb4dBgXweMAweqK+I3KanAeHw/OWPQNW3vnDlz1DG7QqFQKBTDjJMGnjV1qGjqCi1zUADRdcdFylOEixH/SUwMiABB5+2YOz47cvDe2WeWH2/T8kFyRC4iJ6IbkYbeap67b3GlzwYlFiaWO9XZ0NnpwBFUNLQHlsPIlTZJBELdRA/1kyUed3OGQUCdLkwqMasXjycZ31JUoVAoFIpM46SB565dh6fRVHPwXJIM5QkhmDNnTlb4d+7atXMapXQGaFL1NZCyokcIyZpc2F27Dk4DkHBI6AvX6zOpW9b06dMzXhlWKBQKhSITOWlk+e6WA+d0YiQAQw7pq+j2Yk9W8tzgICnwzMMRLJo9KuM78ADAW+8fPd/WckUlu6aJan/OxECPEffvlF/nNnQWw/kLRqwf1EUMEBvfr1sQpmWAwwGinfyJ0r4znhurUYBx5GiNOO/s0apNpkKhUCgUw5CTBp7V1fvHO46T+k8iRNorxSvbN40dRw+d+RSHPlVVVRO5rOKPd9ZJrm7vA875rkmTKrOiSrumpqaCcy58YFPZn2SvT85BCNk6fvzY6vTNUKFQKBQKRbo44Tv/3i749hyKTWa6v3uHnWQ4kd2KbAg1TxNVylYMOnUwrbJwz/T8zPfvrArDV9MQq7ARADRdBFRui1HH6Z0LG09dlJKeY2LSyNyamaWZn9/5YQd81Ud4hc114SBLSEJBj29Mj+p/qomtckSgmkPaOq9Q/p0KhUKhUAxLThh4NjY2FzuMzU/pJ7jqXnIvbQAVFRU1/TbLIcyROl5u2/bi5BzE+F6koOhRSjFm7JisUIYbG8PFlm0vjj+QSuciNw9UXlfjxo7Lir1SKBQKNtLMtgAAIABJREFUhSITOWFk9OH+yOQOVgzhSWmKcaLcTkB03nELkzkBdAZit2HBjKL3BmD+g86e6s6prU4pQDxJFdoMovKfJuUqumhiyMcNdGHBtODmgZ/5wPPhgfapLcwHwCuvl6QvxvfJvcBc5VM6AFAO3e7E/FnFWXFdKRQKhUKRiZww8Ny3b5/IWUyFZL9KqfBZloVJkyZlTc6i5lZou8VVhPT9jRLbtjFlyuQ9aZzikKG6uno8d5XgVPcoSU23bVtVtCsUCoVCMYw5Ya/2qv0dkxjPA0CF2gkA3Cc+Unk86p6SUkB4d2qATQDEkOdt3zp+pCcrCkA+qO6YGeFFUt3kENX/EOowI7078nA31ncAEkWedhgTx2HfAE550Kiqbp3EaUDmbcqbFXd/4jc6PSrdCQGoDVg2AloXpld4dgzUfBUKhUKhUPQvJ1Q8a2trR6fcR7uncsUYSktLGieV+swzndxw4MCBA6JKO7mKPR5U9a3q5eXmvlFYgNY0TnHIcPDgwbHd8oFTVdUBgHPkhUIbSktLG9I3Q4VCoVAoFOmkV3RZ1QLj6LH2MpGz6ElUtXNdjN5JiwKp8BHKMGFsUVaonQBQexxlIBrAbblXMieWaCLn0+3oRHoMaoHAxvjRoepJAUQHex3pZm8bfLX1raOh6zIgT+pYdEJc31MboAyE2hhZmHtsQi7sgZmxQqFQKBSK/qZX4GmaMNo7Opal/BOS1T1CoGkaskWV+vDQYZ9l23q8W1FyNXuKnXlGjBhxbACmOuhYFvT29vbF8fzOVHM8pZqsaRry8vKyQhlWKBQKhSJT6RV4vrsXi6KhmQCLAsQCHI8Y1BaDaWIQRwxmi7Q8TgFNR8BuwqxxudsGYS0DzuZDOfMtEpwBcMBjAXAAJwhYfoBHAGqKveK6UES5DcAjPrcZDHRhZkVBVrTK3LjLWWiH5gCWfIAwgHJ068kOJH1uyRECYgHk2A1YujCkOhYpFAqFQjGM6RV4trd35jpJrS/7/gmkm2clIQSFhYXN/TrLIUpbW2tun09yVdBkj08AoBoIISgqKsqKvero6BDXVbIKnOo1pmngnKO4uLgxPbNTKBQKhUIxEPSqaq9vaCllnIjKY+L6KeIEaZ1uzEpE321qA7YNj96F0aNCtemc9FDhyNHm0Q6hUgGm6GFwKj64QSfRZG929yieAYyhYkxezSBMfcA51tBa5nAk/GB5z/xOd+/c60pemtwCKAFhHRg3trBmQCarUCgUCoUiLfRSPOvq6kbFvRZTqTpOzmtkDBqlG0tHICtyPOvq6kb1+aRE7/pejzHOd40aNTIrgvS6urqR8er/06loT3reyHJPVuTDKhQKhUKRqfRSPA8fax7NoAGgAOOA1jNoOlHfdg5QC0AnAt5I+Oyi7LAHqjvaWgaEcBJXKon0rHTVTjfwYg4Cmh09qwThgZrvYFJb1zT6JLaxgvhl1lNhdwAWQchrry/KhzpqVygUCoViGNMrYmpoaCglJ1Lp+oIxgFLk5ua299fkhjqNjY3FfT4pOY/R9fqUe5ubk9uZrrkNNeLX1UeBMRQWFDRX+k7pv6RQKBQKhWKI0zvwbImWOtwjGvC4XpT8RAGD9GIkVAxmgxCG4nxvVqhSNVHQ422x4kRPcbeXPeutCve0D2IMROMoK/ZlzdHxsRazlBGP+IRzCCX4REqxrGp3c0EpBaiJ8hG5dQM4XYVCoVAoFGmg1zt/Z1c4AKB7JfapcIMqzqDrOkKhUFaoeI4DGo1Gl/b5xBPtI2PQNQ15WaQOh8ORAO25D6dxfRUUFGRF+oZCoVAoFJlMt8Bzc41VzIwC4TPp8QCOc/LvdBUp9zk2A7NtjC0vPZzOCQ8VjjWijGkFSY8QqXS6QyrCTKqftp04Zvf5YMciGF0aygoVb3N1tJgaucxhiBehCQ9PJ3Educo5deSQ3+xY0BhHxeiSA4O4BIVCoVAoFP1At8AzFov5AEwDcPqKJyEghMDj8WRFj3YzBoOfTh5sso8nYyCEwO/3d6VndkML0zQNzvmsM/kZXq83K64rhUKhUCgymW5lxi1hO58RAyJf0VXt3OAqLkF1/wnxwJOCcoIcP8mKo/a2TuRHWC6gad09TonbQhQA18Q/eFKbSM4Bm8FDLeTn6FlxfNzS6RSaCAHQkzoWyb1w82HdfE8iWxsRj7T2ZNBgIT+YHXulUCgUCkUm003xbGtry49/kqrimeTJyDlHIBDICnug9vZoLktF8XSDTXcvkxwDgsFgluxVe+5pqcMnQPVpVygUCoVi+NNd8Wwz8xl0qdY53RvxnIqkoCIU8mSF4tnU5hRa8J78CZwAYN0N5DkXoT7n0HgEQW927FVze7TQie8Vk3vA5PXVU1HXeny3DcpNlOZ7sqIpgUKhUCgUmUw3xbOzszMEoLf9z6lICjo55/D7/Vmh4nV2doZS9qVMDjyTvidb8hZPa69OQjb5wyoUCoVCkal0UzwjYSvAmJtrx1NTPQkRVcjcAeEMQa8nKwLPrrAdEv3s0WOPZM4ihejhHu/VLoqK3M89hMPv07JirzqjZogR2Q0r3r0JMgh3c4bdjkU9Hb44PIghJ2RkhTqsUCgUCkUm0+1d3rbtRCB6ut2LpKKl67rdP1Mb2liWpZ+Wike79ygnhMAwjKxQPLtdV6eL2OPthkGyYq8UCoVCochkugUE4XA4QHQvODThO0ko4nKeW23MZQ4ekUoVh1D2YELXAJvrHz3IGEZ0RU1xfMw0iE478gtUxvKMAXBE1TsAOFTuHQPAQRgH5yds3ZNxxDo1Q/MCdoQDVAeYVD0ZA6h7Pcn7FZ7U9YkCYDos26BTs6SnvUKhUCgUmUy3wIdzDuYeB58OUvnjnONMq5eHC4wx+pHXmiV75OIwRhn76G3WCenZg1ShUCgUCsVwpJs6yRgoGEvyoiRJ/oon6WLU87g5O0Q8OI4jAk/qAMyT+ILb197dBypzO5FUsMU5HJI9wafjOHq3wJNzIaTTU6QqxBVkR9h+KhQKhUKhGPZ0ixIZYzQ5D/GjkC3Hx47jaKeteCYF6UR0esoKJc9xHHlDk9S9CUjZOUGjNCv2SaFQKBSKTKeb4tlLhHOrj8Un8qMbV/aOBbLpqJ1zntpRuxvIJ7UWFe1FqVCYswAHpt7rZiYehLqfy4+85/XFcaJrTaFQKBQKxfDj1IHPaQaRTOSIZkUwBQjVMiWSfTxlEMo5P7Nq7+HG6XjDKhQKhUKhyEi6BYmUUgZKTzNAkMEU42CcgolS+IyHUsIo0bvnd3YjyeCTyJ73SRXbNieImY4v3fMcChBCQOK5rwQgGgANYCe6znoZo4JRKyuuKYVCoVAoMp3eb+iEnLro4xRkyzE7EM/RPP1vlHvEGINlWVmheBJCWK+9StUnlmeP7ZRCoVAoFJlOtzd0w9BNCgJYDqBR4bfYF/HgQQMnFO2d0dw0zHPIkRsMtDGeolc+5yKBlnCxr5yBaH6Eo9FAemc5NPDrRpSDAYQBdgzQdcCyEp6ngEjlTL7ciHw+IeD8ZKqyQqFQKBSK4US3wFPTNBFJkeQj4j7oUamdLTme8b3qi3iLyKQiIxlw2Xb2KJ7yH6d3bQEA5yCEsOpmZMVeKRQKhUKRyXQLEj0ej825I70ne6qdPSUpiRtUEQquUcRMOyvyFr0eYhJ3S7ptC0WvDAZKZdoiF18jGmyuIWryrNgrTaeMJ1f2u9ZKyUftrsLZCw5G9FkRE1mxVwqFQqFQZDLdIiSv1xvlyRXYqdBD8QyHw1lxfGwYhplyTmtykMWFoTznHKZpGumb4dDB4/GY3RTfZE/PFKCEIBo1VeCpUCgUCsUwp1vgGQr4OsGYUDvjJt89lSiGXr6KnAOUgHMdnZ2dofROeWjg9elRzs2kXER3uD3safcuTpwncho5B6caLBNZEXj6/d4ooQ7gsN5BuFvE7ubA9oRQEKKho8PJitxhhUKhUCgyme6BZyjU2e2rqRqku/9kDO3t7VkRIPh8vmhKVe3JnaA0t/0oga5piEajWaHiBYPBTkoIwBwRfJ+O+wEhcBhDR0dHVtzQKBQKhUKRyXQLPIPBYDhup0RZTzvFE+PmglICcIaOzkhOGuY55AgGjLBGTlGV3RM3SGUAqA6bEzS3tBWkcYpDhmAwGNY0rfsRe6pH7YTAcgg6OqIq8FQoFAqFYpjTK8czHhBQLbWfkKxecY5YLJYVx8eGYZiUplDAn1zJzUR+JwA4joO2LFGH43vlphucpv8pYwyxWCwr1GGFQqFQKDKZbpFT+QhW5zM7k/I6CeDoYsRxczxl9bbOAW4DjEOnAVQfa5s4gPMfNCpHkWo/qwE0NzvBIwYnAJhQjCkT3Yo4E48zANQBWAxeXw721WlZsVelpZEGFgWgaQCLARriAXgCSw5dDM4BYgKcgxlBHG5tGzvQ81YoFAqFQtG/dAs8/X5/lFK6PR4UpKroyec5jCGWJZXa/gCimnYa1pKu8imLa2KmiY4sKcQKBALhuJ0SkAg6T0P5zJaiNYVCoVAoMplukeWsck+rV7NNcAuAJiuNe1a1uz6VUvnkFNB0wKHgjKIzYoX2RTK/WjsUQqdHYwDrUb3eE0KRVLotBqHgNkdHOJYV1lNFecFGnUR3iLxht2e7I64vt/qfa2LEt4kATAOYDnANDfWxksFcg0KhUCgUijOnV8TkNQwTyepUX7jqlazeDkciS9o7kPG5i34fopqmrU/pyfFgq3f3oh2H2zJ+r2aW+dv1VDs99UTuXX19fVl/zkmhUCgUCsXA0yvwLMl3msEZwGS+InES3pQngkE8j1JA0xC1g6hvRGka5zwkqDRg5/jQKdTOJB/PnuXtjAhFLx7IS+9KzQOH+mYfbUFWBFRFPqcVYELFpFIFZkk+ntDkcJV02eUJGsAMHG3qyIp9UigUCoUik+kVeJaWljacttci0E3FO3asOSuChOLi4sY+nyQ7FSXvj1A+GRhjaGlpKUzzNIcERUVFzQASim/Plpl9kC3+sAqFQqFQZDK9As9xI4MH/dQGHEDkeUolj8oq93iOp1T24sEUBQhFlBXg8NHOrKhArhxVUA2Ok/idyv1xA6x4QY38GndgAzh4NJYVezWqVK/zwJZV/zRJ6UzKFeZJucNxNIDo6IgZoU3HMl9JVygUCoUik+kVeBYUFLSS0+2n7eYucg7OOVpbW/P7e6JDkeLi4qY+n9RN5XTbkAr1k1KK48ePZ0UwlZub204pFdfV6ajpUiG1HWd+uAtZUYylUCgUCkWm0ivwnDCuaJ/XaUmkKiYXsQNIKFRIpDI6jvBodBzovkJsqzp29gDMfdCZOCq0z0NNsQ9EA0DlnhD5GE0cLbuPxQeBDYLNOw/NG7QFDCATxubt9/Bm4YBgO2K/iIZeObHJATog9s5xYHrKsedA19SBnrdCoVAoFIr+44SKJ3c7zKSiTPXI1zNNE83NzVmRt1haWtoQ96dMVjNdUti/pqamrNirkpKSBpbsD9vLQP4UEALGGGpra0enZ3YKhUKhUCgGgl6B55gy45AXzRCqpgWR7OlAVByjt69nvA0iE4Kfo6G2gZTtbsr8Y9GJo4J7vXb7dlAbYr8IQAxRud0rTcGVjl31UwNnHhxpo+Xv1Wd+7uKEsYXVPtYs/Ds1Te7Vqdqyukmg4vqLcR/e39s0Z2Bmq1AoFAqFIh30CjyLi0mjYXhT86cEErmgnIuAghB0dHUtbGy0i/t1pkOQWZW57ZRq7ITKZopV26Zpzm9qRMbvVfkoWqfr+kYwllDTU1HUk55z4MCBivTNUKFQKBQKRbrpFXhOyUO0rMhzDMyEUPIkbtUx4WIgKW8RbjHS/2fvvMPjKs62f5++Tb0Xy3KVcZF7NzbFgGk2JUAKhJqEFCA9IeEjJKRBCORNCOF9CaEYEiCEFooxxjZuuBe5F7lItizbkqyy2nLKzPfHzNldOwQLrNXKy/yu61zSrtbyzOjs2efc8zz3QwHFi6icjf317ZU9NIeUUpBNWxQSYQ9oQuGMLIFVtZ+sEMsJa6kgRPKx+6CT9j3bq/PQWpgpN4G2x9ckcV1ij93uTog7AMgmqKzjYLPxmbDpEggEAoEgXfnIXo+VlZX7u1x5rPDtUkpZkRF/bufOnZ+JQpC+FRV1sQeJKmcX109VVezZsyftA08AKCsrO3iCY8InqW6XJERNU19V2y6CT4FAIBAIzlA+MvAcUlW4U1Hc/E7ebSam0rnKlBz/55TG1SnIAPzYvK12RE9MINUMHVy6XZFsQIqAzZ8rv9SJf5/Y8/6ktu02DGzZ1TIslXPoKfpXFu5TJQo4UUCxT1TOE88nIH6+KRSQ2XkVod7hu3c3Dk7J4AUCgUAgEJw2Hxl4lpSUNEhdVaRcpVOWT/CsrKuv/0xUIJeVlR2UXRUv0bOziz6ojuOgoeFQaZKH2SsoKCg4yhRPp+sesYmuCZTi8OHDQvEUCAQCgeAM5SMDzwmjjLVyRxskiXUjgiQDssUUO2Kww/XzlCS+3a4BtsRe64Sxr72sYsVBpH3wOWW4b0WGtROQsgEbgBYB1DAgewDoPO+TAI7OjhNyG1VQxYNdR6L9a+qR9qb708eXL7HCLeysczSmaMoOO6Dyg7soUJ0dVhCKoQOWBxLJwb9X1c9J6SQEAoFAIBB8aj4y8MzMzGzPzc5aRk3r1L/BVfdcX0bua0kIGbO3trN/dw62N5Kfrzd5vd4lsG1uE0Q/cXceRZYH19YeTfu1ysrKas/JzFwL4MQ2oh+HrsMJhwFFAbVtNDU35+6NQE3yUAUCgUAgECSBjww8B/l9kQF9SJ0iRQGixX8g8bxFJOQqyrwCOebnKQGqjqhkYM36+nE9MIeUMiwPwdICH3MBUBzAUU9cM1fRc5XOWKMeiXlZUhm24sWSjQemp2gKPca4PtLRfiW0DtQE69eusPxhosSVYaqww10v2QtEASg6QCiOttJZe+uQ9kG6QCAQCATpyEcGngDQv/+AvYrycQbfJ5GYiydJkCQJmzdv/kwUGFVWVu6HqsZVvMRK/y5AKUVNTc1nos1oeXn5wbjl1H89/eK4SjK/qbFtG3v2HPhMuAAIBAKBQJBu/NdP/tHDMjZ4yaG4IhXr0e5wxY5XISduKxM3n1FCVPZie731mahArq7K2OSXW4BoJwAdkAxWQEMJWMcn5URfSrc3uQz2eseH3YfMgTva07/b0/B+/q1eHGHnkYx49TpsdsTyim12ODIgGwCxAENCOynHhu2to1I8DYFAIBAIBJ+C/xp4DhnSb0eXfoOrdLpVygmqZygc9i3cGkx7daqqqmoXSazud3Neu1K5zdcrHIlM27M7/Y3khwwZskNTeYpmVxRhN2/WtgFZBnUcbN++/azkjlIgEAgEAkEy+K+B51n9saMs25oHt/7DVaIomFoVy8FT2OH+TFe5sudBUM4btXBF3Xk9MI+UMqJ/Vk2+v2kZdMqq2YmakPvqKnquYgx+8OeJDEBFm1yGpevrp6VyHj1B9Vm+mnxP+2KoYYAmdMZKVIIBQLHYEfOPtQEpBKgBbKpVhn54IPiZsKASCAQCgSCd+K+BZ6UPJD8/v6lLv8VV+FwvS0IAh0CWZWzatCntcxcHFXrMjEAgqOo6e8IttOpK1TZ/jSRJ2LVrV1USh9krqC5Aq8fjiaCr+cOJHrGEQDEMtLe2jmloaBCBp0AgEAgEZxgfW90xflz+Gl1uBajJqoptrkhJEkAo4BD2VZIBOCydMWryQAGwoWPd1mOjdrbCk/yppJaLpg57V4k28LUhrGJdVnnlemLv8ZOgNqArMG0Zyzcem7S7E3pPj72nmXn2iPcQdnu246PXxfXzVBResGUDHg+cTgI9vwqvzNt9dc+OWiAQCAQCwenysYHnyJEja4hbPEQIoKosqHQc9n0XVCtCyJSdO6Jp37e9f//+e2VZZrmImhbLcz0lksT+DQDbtids3XpgeJKHmnKqqqp2yeonsOKUZbaelgkYBszOTtTW1gpLJYFAIBAIzjA+NvCcPLJsRYFxcKUkdzJl01U3CY0XhripeW5Pchr3p4Qko5kU4N0Pay9M/lRSy7jq3LUFRvMSmEFA4zmwcACqsiOW48nXx0VRAMcEVB9aSQbeWXxoVoqm0GOMG56/NlfpWA0axgkdsKSEnu1EYwd1zzUVMAmgeQAK7DqsDFyyH5WpnIdAIBAIBIJPxscGngMzZLOiT586RVHiW8gAD5acLvtUrlu3buxpj7SXM6mv1FCQX9AUC5Qkia3RqXBN9xUFlBCsX78+7ddqQl+tsSAvv6XL/4BXtMfUYcMAIWTMiuU7piRxmAKBQCAQCLqZUzp4nzOhzwc+px6ABWgKq2jXlP/cRuZCFYjKDkiATGBrmdhcpw15fw/S3ipo1EDvJllpB8wgoLrepvxwFWF3oVxXAGIzVwCqATQD2w8aA+fvRNqnJkwa5lltOK2AFDmxyt9dsJP9Y4nC/DyjYUCmaJf74LXFdaJvu0AgEAgEZxCnDDwnTZq4kjiEqXeaxr521aMSAGQZpmVVr169ZsLpDra3M3bs2LWGrseVzq6sUWIFvCzDIaR6/foDY5I70tQzfvz4VV16oZtbnNiSlRBQQlBbW9t/11E77QvXBAKBQCBIF04ZeI6oQk1ZrjQf1AFsi6t2H2MTFFOuKPOoJB7YShEWLN56QfcNu3cyY3zlkjwfXQbdAWgEUBICT1fh/I8qbonlzToSIGmIGsV4d9m+tF+rCWOzV5dmdSwGooCUmJLgSsQcyQFkworcicTUdsUEoKPZLhu3eOWOc3py3AKBQCAQCD49pww8B/hgl5aWNUDXAdMEDD1eZdwVRY/3Lt+yZcvwPS00ra2ChpbqQY/HE9ESVc9T4ebOciWZ97gfvqejOa3XamwRmgoKCk7tE+uea+4auTm0lEKRZaxcuXJyDwxXIBAIBAJBN3DKwBMArp3V559aMAioDmC1s/xFSwaoDkBlh1utrZjsoLxvOyjgUXBUGTNu7lvt1yd1Nr2AG2dXzjWCewAUANQHKFFAjgK2wg6ZsCPWuQjM71OzAS0I4hC0evqP+/trbV9M9VySzRfOz/qHHst/tQEdTFWXJUD1AFQBZMr8YWUVUDQuiBoADNhUx+trrcu2hxBI6UQEAoFAIBB0iS4FniNHjtyoKsrGWJ6dZbJ8z6505nEcwHYA28aatWvGn+6AezsjRgyrUWR5Y6y/eFewrPj3hgEnFMLatWvTvrp9/Pjxq23b3gGA92N3AF1n6+Y4XVLUbdses3hx4/Rkj1UgEAgEAsHp06XAc3I/b8Oo/qEdKukEqAewVUChAOz4cVKr7ZiiJyvM91PLwqqaxnEf7Etv78U5Y7CxbxE5qMjHAYT4s0o8tzPme+rwQwEcyqraTR0gHsDxYtXWYxM+2JveazW1Kv/g0MLOPRrtZOeJQwCVrxUxAdg8T/i/nKaKhXY7H6/O23ZlT45bIBAIBALBp6NLgScAnHvOOYsopWwb1K1u70qOp6IAtg3d8KAzHB63cOGi805nwGcCo0aN2ujw3NYuIUnxfuTRKODzoSPYOeH99zfMTO5IU8/UKVM+tB3eGlOWWR7xJ+hqJEkStm3fPrSm3slO4jAFAoFAIBB0A10OPC89v+jtAmXPSjgqAAWgFgA7rtz9B1zi4y03TVtBVC/H6/Mb5uwJpnc/8lln930nM7wXCo0C1ACgJiiebtW/uz4WoMqsals1AIdAUlSE1Qr8c8G2aw7YXf8bnYnMPr/ijTzsZv6cBt9mVxQAJsspphLrYHQyMgGggEoBHAqWT/nXon1X9fTYBQKBQCAQfDK6HNRM6accLCkuaYz5eH4SNU/TANOEoiioP3hw9t5amtZ9tqur+9Xk5eQsdOwuVLbzrkUwTfZYlkEtC5Kq4tDhwxdu3RoemtzRppazhvq3lZaUvgkzCinBp7OrXbEgK4CiYuHChecnd6QCgUAgEAhOl0+kpl12btFbEm0GaJR7UiYody4nd+iRCcsHVXU4UNGq9MNLb2+5tjsn0dsYloPg+VMrFgWkY/HliS2Tww+3g5EEEIcFULYDKDJAw6CqDx3aILw4b9N1qZtJ8unnAbn4nOJ3NKUN1AwDmsFyXmWZ5Qa73Ywkmx1ujqzb2Yh6AcWPTQel4c9/SKaleDoCgUAgEAg+hk8UeM6YMWOxoijbJFUBTKtrOZ4OAaImq1a2LBi6jrfeeefivZ3hrifynYFMmTJ1haJ0YYqOw6raDePE7jzcs3LJ0iXTd3UgrbvzTJ48eUXA51uLaJSp45QCutY1L1RCAEJACKlevHjxOUkfrEAgEAgEgk/NJwo8zx+SuWd0RWibbLcAqg7YNCFn8aN+tcyCB0MHzBCQ6UU4RBHWqiY9+6+6L3fPFHonM6Z4lpTlHJ8Hpw2QucJJJTAHAJN1NZIoq2qXVdaVR9EBRNkvIAHAycKhYPH0f717LK3zF+eMztnYP7ezTpbCLOVAUYBwlK+Hy8m2Cfz8AgHgoFMqwSuLa6/cdASiyEggEAgEgl7KJy5cueCCC96TJCmhCOQU6BpTPSUJCHZCzcpCW0cH5s2bd9GnGfCZQn8f7EmTJn8IRYnnLGoa4Njsq213KY+RUop33nn74h4Ycko5Z8aMDyilrKKdEKaQd8UnNiEv1DStMQvf35L2rgkCgUAgEJypfOLA84rzSl8rNeqXAFGA2Ij11nZzO90ORm5vcqIAJgE8HoBQ2NQL6KXYUJc1/O/LkdY5eVdcXPlatr0PQBRwFHZIGgCucEJBTMlz14sq/GBKsk3ysXRLdNrzy820XqvLz698o9xTt0xx2rljAg8oT+7d7iqdsVxPh/2cehCk5Xhh3tbr9oXT2wlAIBAIBIIzlU/8AT2+HEfPGnLWDllVu1Z57L6GUqaQdnQAqgpVVYe+9NJL13zS//9MYsTwki1FhQXzFUVhQZSdoHZ2JT8WADQVqmFUvvrqq2ltkj5jiLKbsbALAAAgAElEQVR/2NBh2xzTZCbyXe365KqiigwoCvbU1l67amXzpOSNVCAQCAQCwaflUylD113c78UMey9kJZTg4cnLtmMdiyx2UAXQfUBniG2LKgoAByGSjQUbzXPer8XAbptNL6NSAbly5oBXPeG9AKKAZAGSytZHklgwHvP3NNkhyfww2UFV2HpfvL2q9cK3tmN4iqeUVD43q/SfAfsgNJjx9Ym3esIJ7gmuEipL7GlHBRwvWuQBeOaNLTemYPgCgUAgEAhOwacKPM8+e+iyzMyMZaQrVceuL6PrV6mqLAClFJTS6pdeej2trZUuvWzC27qmrYfbncey2Py7imUBjgPHcYa/+eaSy5I30tQzceLo1YX5+QutT9K9SFFYgEopYNvw+XxYvXbtuHfWd6S1/6lAIBAIBGcinyrwHOiHeenMIW+p6Dgx/Y6qccVTsthBJW5bKbHCGjPEc/hUhKQivP7+wcvf3Y4h3TKbXsi0CtRdMLl0oS4dBmgngChfdXe7XWMHddgBhR2KCcgmAC/gGLCMvnhrWeOly+rtitTNJrkMz0P7JedUv6M4YYC6aibPfYXKjpgi7MQPStlWuywhRDLQEu035oXXN3wh1fMRCAQCgUBwIp+6COPKKya/pmvallO+kBCW10gIs1ZS1bhKpSiIRCKTFiz4MK17kl900ax3dU2ria0FpXEV+FToOuA4oFETR5ubpi1etOicpA84hVx4QfV8Q9drYFldyyF23BxP3us9HIYayMB7C96buWGflZvc0QoEAoFAIPgkfOrA88J+2HHF8I43FKmDdTKCA8ACVAlwTAB+wNQA1QYQBlQNUHhBkmWx7x0HbdoA/O3fdTduOIa0DRJuOVdbMDS/bUcWbQfUDMAGYHgBK5rQkcdgB5HZQT0APIDdCegU0AKIohK/f77prjXNKE71nJLF5aNQM63q+OpMtYWrnj62LloQkNp5tyKVecjKGvsZNEDqBOQQoHth2xKCgYmTfv9MzfdSPR+BQCAQCARxTst2Zs6cOa9TSnfEtjoVBQiFgEAAiEa7lqdHKQgh455+6t2bTmcsvZ1LLr7knahlxf1Pu+qDqqpAJBLLkY1Eo2OeeWZ5WpvvX3PNNf+Mmua2E5508zh5R6eY36fr42nb7OBKckdbG1atWjVh+a628hRNQyAQCAQCwUmcVuB57fmlq8eUtGzzaEHWcIdIgK4AVoTnKxKe96kiXp3McxjdxjO2B220FC++u/26D+tReroT6q1ceemA1/rkNi+AdZSpwMRmXYtiPdvdXEaLHW6OrGwBMgVkAyAaIjQL/5q/9coVdUjbgOq2mTnzzyrr2KPjSDzXkwYANYsr6BHW+QkEIHx94GMH1QDVB3jysC8YmPnkv7Z+JbWzEQgEAoFA4HLaRtsXX3zJO6bb5hBgRvGRSCw38ZQoCqhtw7SsCc88/eZNpzue3kp1EVonTpy0+oR+7F3BsuN5oZRCVhSEwuFJL77wblq7AcyePed1wvuwgxDWStM9n1z10/3etV5yu0RFo4CmwmMYeP/9Bee9s+64qHAXCAQCgaAXcNqB5/WzK54blHFovkRMpthZUcCjQ5LB1KpYlTthj4nKDoWwQ/cDUYKgdxReWnTk6ne3pW+F+/VzBs7t529YrIRb4tXZMUXYhftVEoXnM8oAKGA7gKaDIIB2pRLPv9/4hcUH0D9FU0k6n5/V94VBWU3zvHILVzd9gKUBMgF03h3LoYDqML9T02ZengplrgkmRaeTj7qOymnPv1n7pVTPRyAQCAQCQTcEnoNzEbn88tn/ptFIvNuMJIFaXezOwxVAy4zCsqwxc+f+64bTHVNv5aKRJTtGDB++xXGcuJJ3KlzPTzef0XEAx0F7MDjuH39f8Pnkjjh1nJWP0MyZF7wfiUbZeaXrcUXTVTi5Hywk6UTVU9djqrLi8+GDJUumv7ri2JhUz0kgEAgEgs86yn333Xfav6Sij3fL0g82jDgSNKtg+AHTYfmLktuLPLHfNvdmBJhqhQhTsEwNplaC+oOH/BWDxmwbUYG60x5YL0TVfM0b16/t12Jm9491LgLhnpSufZAC5u+psIp3WQYrhQdbM9kHogdwYM+RjJETRy4bWICmVMwl2RSVFex6f8H7Y1o6ov0hZ/EORbyPuwNA0RBbF0lnecVOFOxcY8EoVQ20t6DCptHOYaMrVxR6YaZqPgKBQCAQfNY5bcUTAIYUZ4QmTJi4RlYUIGqe0J3olFDCvBhVFTBNUErHpHMP92vOLV5dUlLSAE3tWlU7IXFVz/1eUQDHgWXbEx5//P++nvxRp4YxfZSmyZMmr8zKymJzVxSW75rYrch1CJDluDrsfuWvUTICWLho4XfXra0fl7rZCAQCgUAg6BbFEwDKKgu2vfPmm5OicnZf21YAxcNVT5sHADzXUyGsCtnNX6QRgNqAngPYDqLwor4p4s3I7dM4scqzo1sG18soLCvY89q/3/+GrfoASWM5jGYQ8OoAHMC0AMPDOj3JAGQnfkhGbD1NJ4C9h8MZRRXD947tL+9J9bySQWVVn02vv/bK5LYo+mr+HJB2EzD8gBVi60YAQAcodwiQCeIOChSwVVA9A5Gohh27DxSfO6v634UGoqmck0AgEAgEn1W6LfAszUJo22Ff+er1B85Tc4pBQm6lu8NiABdXY6X8G417M9oaU7NgQiLBoqYDa+VpM8a/ne+H1S0D7EUomf6Wddvtyv2H2kYCOlMzdQWwLVZwpOgsXUFRwLbh3UAKzC4IAEAgEQpK2gpCTTvNoSP7rizN8nSmaEpJoySA8ObDesWGPa3nEtsANC9zTfDyblgSEPfmAktZOAGF5xqH4ZXaB5KwefCCCX3W9OgkBAKBQCAQAAAk2pXt8C6ydHtnxfV3Pja3waycbku8ERF1czvdbVAeGDg8gJJtts3e2Rk3npckIHwA3/rS1B/86a6hD3XbAHsRT8+vP+/7v3z+/TZ9NOyQDXi8fCvdBmSVeaK6BTNAPKByC7Zitqgy0Hwcd98x6uu/vm3g46mYS7L5YFdn5Td//PSft9aplyBvLHD8OJCrAaEwy+0EEpJGCI/R3QBU48VHFLCiKDIaVz736C03zhyCXT0+kW5kxV6U3/mT5/5ncyMdQulHNGqQSGxFKFQQIoFSKiuybAOABAINju1XQhGPdcD8zU+vuftLs6qX9dwMeo4HXz7w+b+9tPTm/YescsXItCmlIHZQVRXFNomuAgCV2RkkURCFgkgSE8VN2adSSmWZhEiOarX7nW2R3/y/G+/+/MyRK1I4paTx8GtHPvfE3IW31h1xSh0JMpWdE04uh3ohSRKR+HVd0SQSsU2f5pFtKxrVFdljGlAiWmgX6Zdn1W146+dzUjIRgUDQa+lCa6Guc/ZZ/rpLLr7kncefWzUdhaVMmToVbv92w2CtNFUVsG1k5OTgX6/86+o5M0rfmDkq+4wOEj6KyVP6rBg9atTfFmyM3gLVSKjOltk66F6Wu9gVZwDDgzff/Pelk4dfteLySX1rkj/6nmXGYP/+iRMnrdrasPESWBbg9wPRYNe9UN3OWo6DUDg86amnXrt55gNX3J3cUSeX1197b3b9wYNXyVo5CD5iHfjaJN5YyrIMhee/UkohQULUNNG3uOjlqVOr0zKQ2tMBfdGiRefuqj1wYUbmQHSaJgghCHg0WLYNma8T4UvIzcxiz0uSBEIIdE1Da1szhgypeG7kyJEbUzOb5LL5CDIXLlx47q49tbM8GZXsHDnpPSaddK45jgMp5rzhwOM1EOkIwadpuOii857oqbELBIIzh27bancpLCjYs2rl4iGtbaHBjqIDVEeskl1yOxdxb0qJApoHiFqAVwHCnYDXD5gmTMWDYNRffrS1w5g4vd+CPNUtX04P8nXY/ixPw4J3F46ztawSovmBqMO22SEDxARbIxXso5Cyr27lu/sJaUtARgaONnYOdhR/56gJZUvztPRaKwDIyvLX79iyqeRQXfswPTsAJ8L6soO655UNlvDprhf4V95BCx5A0iB5c7Bz9/7s7NIh9RMGGWfkDc2zy8k59z+25sctpLjEVjLhUD8/fPEDXjjUB4IMEMkPSv2gkh8OPHCICodqsGQZPnIY93z7S3ecO8y/N9XzSgb3/rXme68tPfJji/SFnVEJJ6wCCMA0imCTDDiKA0dWQSQvCPXBIQHY8MGCDxYCIMgGqB82gEJfCN++fdYPLhqZl5a55w/N3f2VZ+bt/hn1VsHy94WDLDhOAA7NggM/HJoBAi8/POwr9QFOBgjNBmgObNkAaWvGiEr5pR9/a84DxdlyONXzEggEvYtuqWpPZMJAqfGSSy59x4xGulbV7lYrR01A01mHGkUBLBO6z4eVq1Z99eWXt1/V3ePsDVw9pXzt9GnTllmRCJu369PpVrt3RdHjVd1KZiaWLlv2/bff2TgruaNODeeMyNp79tnTl0JVYUY+QW2Qu4aEOSdEQyFIkjT82WefuXHVfrs4OaNNHpuOIfvJJ5+8tTMcHiN7vfFq/q4csTQN/r6UZZSWlLw945zCJambUfJYuL194Jtv/vtS27EBwwMnGGQer16eJ+w4p14zRQE8HtD2DvQpL39pypRBaakMv7mmtXreu/MuAqXwZ2UCLS3xa1LiWpy8PpqbyiIBhgEaCkP3+TB50uQPR1WqLamel0Ag6H10u+IJAHnFubWbNtX2bTxOhhPJy56UbACU5XZSCVBNVoFsOYChs84zuocFoIoXUP1wojKiUgD7Dh7MGzh0xLrBhTja7YNNMbnFBftXr/pgSHO73R+6h62NRAGD92qPdX3i/yAWi3LJUzMBJwSqlSF41I+WYLNaMahq88BCKe28PTOytYP7DxzL2XeoaTS8AcCmCcGUA4AyhZ1KYMq6AlCT3V45GnNZsAksfykOHQ4NJbKnY86Ugg9SN6NPzh/+sf+Wv79dezfNHAJqSbw7GOU5vzShnSh/ngAglHcNc9h6oBPQLAQ85paf3zbyvvOHFaadI8LOVnh+9tCin6/d7b2aGJUA9QAWAbQgQEJsR8HQ2Y4BUQBHYWtFeYc18I5Y4TYAYfTJOoY7bpj2w0tGZm9N7cy6ny0tyPzT0+vuWLSu7SYE+sNyKCBFgCwPEAkBcJ1JuN8wSLw4FCZAoqyLmCwB4UZMr/Y+fftNw/63Mi/QmsJpCQSCXkq3K54AMLpcbpk2depySZK2nfLFmsburDWN5TSqKrvIRSKApkEyDBxqOHzOk0/OvTUZY001F47w7qiuHlljGAabv2EwJaYrXY0A9lpNA0IhID8PW7Zv/9xzzz2Xlt2fJg/Kbpg2ddpyAHsl3Yj3bv84KO/45HaKCgSAUAhGdjZefe3VKxev2lyZ7HF3FwtqgoOf//vzX/B6PPFOVq7a9N+OkxUr7oXq8XgQ8PuDt14+bEGq55UMli7ZNX3N2jW3a5mZ7H1FCODxxNVer5ddd06xfkpWFhA1UV5e/sKsiyvnpXZWyWHp0pppHyz54Puy18uuP8EgkJ0FtLbGz7GPU9C9XnZeSRJUj2dbdXX15hmDi/endFICgaDXkhTFEwAuHJe1+p135599tMMeTj0e0Cj3XyQ2q9xWPLzpDO9ZDoenMvJ6Jy0MIAqYHjhKKXYftrIlf3nHjGHGpqQMOIWMGl645J8vvXdORMqqII7Gzfd1wJKZigDEOxs53LNStgBQtp6qzr7KDizTj/3NPj/x5oWmD/OlXaHROSM9GxYunzex/ph3BJV0lhNLKDuHZBWxejklyPq4A0zNkgz2PQkCigSH6IhIZcUfbjwwdPzUEQvLM9GRkgl1kR2d8H3zZ2/+ecfR4otso5gpTIQwX1wJcQVKiTCnCGIARIbsAWiwDcjwMfXK5wPaoyiUN+Ev986+fEi5vzGlE0sCb23G8J/8cfmvG8JFlYQGeIBkA9TidmQ6vyGRAE0ComFAyQNsGVDCzGdY0gBJh0Q7kGPtWv/4fZffPqaPP+22jj84gMpv/+K9hw8HqyqoL4/542oKEDEBzeA5+iqgmGznxVH5joIFZvWmgOWe2/CF2zGieN/SV35/+XdSOyuBQNCbSYri6XLbbbc9SSndQaJR9oHn5m9SGldsToVhAJIEx7KGvPrqq1fO27xnaDLHnAoGF/ojN9944zNWewckvz/eiacrnY1UFbC4YhyJwMjLQ3tb25hnn33mxg/3k9Lkj77nufHGG58hlrUXuhZfK9uO56Sp6olWVB/DoYbDF859duH1PTDs0+LPf37vG/UHD14FXWeuB27P+lNAIlHAH2BNCbwe9tW2MGnipD+MGFG4pQeG3qPsOmZ65s59+Yb6hkPndOn6YlqQMzLYjoGux5VxRQEIAWlrw2WXXvbmeWMK07L46oHfPvOjo01N02I7T5IEqNz71uqChbJ7DjoEtuPUfPnLX34muSMWCARnOkkNPG+ZGVhw7YzsVwxzH2CrTJlSLUC348Gn5B68yl3iBdmOjx12BJAJlMxCbNhqXvHnp+q/vvUYAskcdyq44XPFz00eGXmBtu3keZtcUaBWXKmhGls/1WKqJ1UA6gMs7mUpAdFOCvj6YE9b8cx7fzfv/v3R5P6NU8Gt5xTP/8J030t662beBctiH5aGDpBOwGoHqB8gPoB4AChMyVLCiOV+cjr1gfjL2423PvR6y7Wpms+peHJ+aOYL7+y97kikjClQqgyQCGu+QCWeF+ywg3jYIdmAYjP1UyFA1IEse4D2BlSVNM2/4YrKuf196ed+8NQbjTe9tKz1h7ZSCSg+lictWWAKXUIg5b5/LBnEkgHPcQCHmS+sbABWCLragb7ZDUtumF35fGpmk1x+8tf9t8/fIp1neQcAHsrUTgLWvEK1AIOwnQMpyvJgiYFYswa3Ex3PkVWi+3HOGHP1HXOK3kjxtAQCQS8n6UHJDTfMmVtSXLTYzdlkCepd9F8EYq91LAtKdhZWfPjht557bnGvV6g+KYMzEbnllluegmXtlzWN5S92ZZ1Mk6nCts0UGwAgBIauY/XaNbe8/M91n0vuyFPDl788Z25hfv6yE3q02zZTqlzFswuKjWJ4QKPRwS+88I/r5m040uvU9DW7w4VPPfW3mx1CxkFV40qnrnctx1VRgGgEMAwQrgjPmD79gysmDlyf/NH3LC8uOjzp1ddevVLhlehdUuxcBdkw4rswhACqAjMcxpzZc16fWR04I223Po5/LTsy7qV/vnSNxzAGQ+bewZoWz7GntOvnl+MgNyt79XXXff7F5I9cIBCc6SQtx9NlYD6ajja3eLds33VZhGqAHGC5nRKYqTd1e2vzKm2JMgU09r3JBKqwA+QUIxz0YHttZ2FmYd+GcYP03UkdfA8zpq9Su3PvgdJ9ew9NNUkWs5ciboU2b1XkxqKU51ZpMldHKd+e97IW5baKqKccG7bs7VfSb9TOkRU4kKp5JYOBBThmm6HwktUbPke1DFAlwBwRdPAuRYTl6UEDoDAXBcmtepd5npoMGlEhZfVBQ/3BszoioENG9VtV4kOv8B7cG4b604dW/HrBhuitEe8gwJSZshs1IQe8oOEwn2OCvyvhOXgyz5mGDkg6NAMgTQdw9nDnue/eOvUPFQV6Wwqn1u0sq0PFb/9vzY/X78CVJLOCqXaSAsgmYm1nqYr/uNd2JJ6nGGSpCJYGOIBfOYZh+cfe+O2Pzrs7P6ClVdve1Q0ovu/Pm35Wc0CfbUkFLJfc4DtORAFkvitgA/EeI7zTnBLl3efYe0hRQ9DC+3D9JWWP3nP9oGdTMiGBQHBG0SPbsJ+7ZsbLVYMHv3RCJ6Outup0K7y9XtCOIFR/AM2trROeefaZG5bvCpYnZ8Sp47bbrnoiKzNrWczT81TEUhYk9npXudCZJ2pbR8e4J5/8261LtwUrkj/6nuXKqya/Mnzo0NdIKMTUTp+PrYVlnlh1+3EoCqhpQsvKxtJlS7/19+ff+2LyR941npu79PrlH374LcXrPdFzEjx3sys5wLYNaBqsYBCSoWPWrIvfnXaWvy7JQ+9xnn3m7S9v2LTpemRlAuFw3GPyVLgqp3udoewGLhKN7rrpppufGlLkCyV/9D3L3GffvX7t+vVfhNdz4g6BQ+LXHEK6tH5OJII+pWULrr3uopeSPGyBQJAmJF3xBIASP0KOGg7u2r2zuLktqz8UmTcvSvCnBFfw5ARVT6KsatkigCIBkU6QgB8wsnGwyRneeFTzjDu7aHG+hrRRJPrnoiUYbqfbd+0t7oxq5ZD9ABRADrMcPsfD1E7FZusT7WQVyyZhld26BIQ72IeI7oXkL8K+nW0jOy3qDKouX1fcS9S87iDPAyc3z7tv3erlA463Sv2g+wAYgOwBVBuIdgCyDpa4Bu6J6nCVnSuDqgR0doD4CxDpzMHOQ22FSmbl8SlVxqmtwJLI3xbRmb9+YumPmuQ+ZVTKZBXYKle3FRmw7HjqChI6gkl2fMcAEs/DAzRzB645t/DBr9808PF8rzdt3i8AcN/zB2955o3N17fR0lJoeUDUZvmJjsWVba58S/JJ+eSU/f1hA2oWEJUBOYgsWo9Z44y5j9w1/n9SPLVu5+fPH7np8Vd3fCVESoohacxhBE5CQaPOt9kpWAc1nssJh/kuy7y6HQpAgXLv7mV3XT/yT184uyQtjfUFAkH302OFJ1+7ZNi8kSNHbozdUXc1z5MrNrAs5sEYNYFwGJrfj8VLl37jsb+8fHvyRp0a7r1t6tNZWZntULrw5/H7WUWu6xYQYfl8bj6g0xGEp7gI77733vdffGFpry2g+bRcM7V09ZjRYzZm5+awdXCc+Dr4fKf+BdEoO686OiDn5aL52NFxTz/91M2LtrT0T/7oP5qthxH405/+eEdnODSBdfGy2JyivGOTm+PZFa9XVQVMEzlZWatnz579+pCcnLRS8N7e2Dr82WefuaGto2Oc5vMDnZ3s797V7laEsHXlPpSQZciyvP7rX7/+L8kdec/z9tq24X976m83hyORUVDV+A8SlXNX+XXzxU9BeVlZw3e+MOaVbh6qQCBIY3pE8XQZMbRk+eoVC6sam4JDqZbPhCiZJfKzwhANgMo60rgxF9FYnqMss7bbagjQKIjthyXnY/2ujj5KoG/72cOMtPKsrB5RtezNV/8+Lap5SqmisjwsPZOJW5YF+HhAQhQAbscjheVfUe4UQCVA8sCWvIhSH7bWHi7VsyubJld5t6d6ft1J9bCSZWvWLu974HBjNTIq2Var1wOEo4DKu61Q3sNd4oqNJLFzT7d4HnEuaJQCvmIcCxuD1qzdMmjGBSPfLPTgE/TnPH1WN6L47gcW/mb5ZvpFy9OH+bbKarwDE5XinYoANjdN5pXIKgAHMLRYJx5ZDsJn7sbt1w385bevHvhqT84l2WxoQf4XvvH68w1O/7MdqQjEltjOiJvzTAFQL9shkAC2oxLh5wMPtmKtICkQjiBPqcFdXx77k1suqHg/dTPrfpbVo+L2e15/bF9L+blEyWLXXIcn21PK81xltg4y+E0NBWABClc/NZ3lfUYoDCOEfHnb6rm/v+mGshy1M4VTEwgEZxg9Gnjm+xXLyazu/HDd/qpwVC9leXg8r8rdGpS58mDzPD3XGNstnlD4LiHR2XWRtBc01K715RYU7BvRP7u+xyaTZCoL5NZm0k9btmH/WZB9OdA8QCjCLKk8HsAJMyWYACcK166izJ+X+AesQeGEjpY0H9yiFJWU7a7qk5E2xuH5GaoV8VZF1245NKCziZQjJwdoP87UYOLmyfJ1cO263McK920kHn5zEwUQgdm+f1BTfYNz5cxhi3pqHvtbLfn3f/r3999fvvm7EaM4VijGcOchnfhV4gGWwqvcVTdfUWL5q5FWjBtW+cJ3v3XBI2UBpFWA8NUf/M/v9h/Rr+p0dH4DhnjXIcpzYt3iGPf6IfHrR2LgGY0CugYEQ5gxtfL/br/53MdL/UgbZXhvM1F//tt/3Ltue+MXnUAFW59QJxDwA/ZJ59UJLXnBC/UswOD97X1egFAQ0omvXn/Zgzefn7uwh6cjEAjOcHo08ASAcQPV3XsObi1av+nAefDlAPCyylyDAlaYVZkqXLlTeP6VBLA8LZl/0CoxWyaqZKHpqD7wUHOzv7xy8PaBRTjWoxNKIheMzVmzas26YQcPNYy1aRmgG0z5MjSWx0akeKcnxeK5V7wTlKvwKRRwTEDygsj5OFQXGdrYSj0VQ/pu7ZeLtOnEMn6AvvvA4f05m7btvhByAFTO5Eo5Vzfd9QB3CXC/pTw4oRFAJ+yGxxNAFFmoqXNKDzXTrNlTCpf0xBx+M/fQ1//3jd0PhqwSyNmloMEQ3Fw6lp+o8FTORHN8CbB5DrTrUWoRQJOgkjaUeHav+P5tZz906eictDGL39UJz0//vP2H/5h3+PNhuTyb/Q15r3DJ4XmLMiCpfN2Q4OXJ1416wdaWsvdTcB+qSo7N//5XJ/1+5pCctHHLOGBB/uXj23/6j4X1dzuZZwHtFusgJzvcMD7huuqqwm5uMCR2XVEl3gkLUOBADx/C+SOb/3r/9y+8N1uL3xoJBAJBV+jxwBMAsiqH1W3ZYZU3NHYMhcRz1RTuWynrXLVwWAGFzA2LXYVK5ooVBX9eAjIz0bR/zfBjdduV6jEDlxZlenp0ezSZ+EpHN67csH/g8SPoJ2VnAWYk3tOd8i0wgAVYAP5DEZPBt2YlQFWheSQcqds6qvXoHnv46EErCvya2bMzSh4ZfaoObt8TLTqw7dAIo7APnM5g3A3GVbgkvk4xWyoa8yKEIrOiLABQKFSZ5jbsWeVRtNzWSSMKkpqe8OcXt1z29Ivv3NQSMfpTTy6onRBYAvHAwFXu3B+7uYmEsBaHts29GB2QSDuu/9z0x+65vmpuMsfe0/zv31d9/rGn/vWoN6cyO2p7eMDpKp0J7wPJvXaAXU9AE9aP5zDKfHvebsNN1174x29f0T+t8sI8gWgAACAASURBVBUffmLZrS+8tujhiJID6niYOT6lgBPha+a+L06OH/l5pziAogIWu87SlqMozQ8s+d635zx8dj9PWlm0CQSCniElgWffLLQG/PLh1cvmDzZVf4UtUwCEbZcZGmBF+QetxLZC5YSCJMfDttkli18sWU6SLWdi9yF73MGmaMaAEX03lAUQ7PGJJYGzStDQ0d6JnTu3XtkRjkDyKEy9kzW27S7b8WAK4MEJz9eCxLv6qOwDJxQG0QOwnFzsaIxMPtLY6ameULEsX08PV4C+WWhTVaelZvPqio7OUD9H97G1chWxE6q/AbY+Ous/jSj7QNbAXh8xQJQsdASlPnv27S1QPd6W8WcVJMVI/G+LnJl/mLvyrl11+oU0oz9T/c1OlqfqcCXbVabAbyLcQNShLD3F4YofMSFrFGpnDc4ZJj/9y+9d9P/yfFLadCh64JXmzz/wxNIfdGBMcdT2Ayr3/VVsHlzyfF5J4sowfy7mFawi5otLCCS5A0rnLlw9JevhH31l6gN5fvdic+bzyOudVz3w5KrvtzjFxVTJBTraoRXmgLQfB1SdBZSux6nssK/E3RngSCrLH9ZseJ0W5Cq78bWrh9x3x5WDRYcigUDwqUhJ4AkAI/pn1tW1F+SsqDnYD5KeB91g28e8RzL7jFAQt8LhAUMs55PHSqoGRKNQ/R4YMsG+3asm2J2dbcPGDl6Ro4N8xH99xlE4oHx3bb1mbNtRPwWGl+X+Ra14MUkibm5nTPHkPp9UjitCmg4ZQTTuWzfZDnU0XTR58MqenVHyGDkwd//hUEngg5U7LoWRg8T2mIwEBRHgZvIAVF7NK4PlsxHWwcWXoeDo/o39Opt22hPGjpxfkNO9VkTvrGsd+uj//v1bm3cfuYoEipkS5xa7WG6nBSQoU+4pzcfvei8qPNiSKGg0jIIssvqn37vt1zOqpH3dOd5U8tyCvdP//MSL3zrc4kxDZj9WRKbwm9ZYrjh4MZF7vp/0S2JuGvxn0Tb0Lc1e/MM7rn1wygD5UM/NJrm8sLBxygN/+OuPjoc9kx0twHaSdJ35v0oSFJ8P1HXDABLeDye9X6i7E0VhNzXi4pljH77za1P/mO9Nv3arAoGgZ0hZ4AkAsyYVfLhyzfoRBw4eHws5G1SSWRWyrAK2zrZ3JB3xalSTfTAndjfi+W+E+GBrObBIPrbuDZ5ndcodF08uSAtvuXwPLF82OXzwwK7M+kZSTQGWd6XL/IOBsvWiCt9y5+sjSQB05hJAOyH5NSb42BaokoOwXY5V24/2N5VCs//QjE05SnoE6iV9pO2HjjRk7j9YP8GheYitR2xdEoI3yWFqj6wxJdHhHoaKA9UOAZF9GDkw47Xbb5n1+AXjK7s19+/DPSi961crH1mz07qGZPYBVB8r+lAkgFpM7VQVvltMADhM5aZc5QTvZATK+7c7gBREjtGGr1w96Jd3Xdk3barYX16NCff/adlPt+3LvlgtGAjn+DHAbzDXC2jMb5KoXO1U4ikmsMACUwUxL0/IgGRClo+jLLsdd35h3A9uvqAgbYpk/rkaE37y+ILf7D2Yea5j9GXdmFSTXSvsMODxgoYdpnoiITWBd/MCAMghdnPvyIBhQDGPYuxg55UffKPqdxP75qdNYaJAIOh5Uhp4AkD58FHb5i8+MLYtJFXA8ADEZCoUURJ6u5N4NTI12FeJK30xRUMFIhFIGR7YnS04um+d7hC9c8rospQagXcXg0szjwbVAc6HGxoGRaKkFL4E/06Ab5EhIdcTALgFlSyzLUnLZlWsEm8ZSSWoSmde7ZallxfnZ60ZX1WUFj2pCwNeM7Pf8Pr5S3aOC0YyygD8R+pr7BtXJXM7tWgKYLKCNpmQLYMrc9f+4p4v3Xvd1KJuVYW31gUDP/rJbx9cV2t/Hhm5oLLCVGzDw8djsUrr2Pntjpc/lPlj4vA8TwCWBVWnGDG4z0u/umfaPTlyetxIrNrVXnzvr/76i407D1+hFAyG3Rlk1dWWxW4YJAnsJkKK53vCVUDdnN7EFAsAcCAhumvSqAH/+sE3xz6cLjddSzYfqfzFA0/cu2XPsUu1vIEgtpsbb3EbNi8rPiMSv74mumAA8ZxYLuzLrIe9QkM77vzK1Y9+eXrpBz05H4FAkH6kPPCszMbx7KzW+jVrNn85GKKAvwQIhgG/BdAQ2Pa6CkDn25CdrHsGVQHK+3BDAaQwS4R3HED1o5XmVC7acHS4HBjQXt5P25ajnfkfLBMHe3ZGOg9b27ZuuKKTlICticLUHo0yNdNyWPqBDRakyA4L0iVe7S677fFYbihRvWiP5mDDtuZKNdCvZVKVuiO1s+weBuXiaHlx3rali98Yoaj+sijJYh+43gy+nRjla8BVMAoAElTVAcKHUWbUYdZY5emF/3f1zUOK0K0Kz4pDKP/egyt/v2ib/ybiKQelOgs0JYDdKTiAxDtUmdzKhvA/qMLzPCW32l0FCKB7KJy2bZjQr/OlP9x9yXdGFGhp0Yv93d0YeuuP3/rr5iOZlyGzP6gZjduIUde1gCQId67/pJsDKwFqgP2dCdiOinMMBglifKH13qInZt+ULkHny5sw4TsPvPfwpgPGbPj7gZiU3bDLDliFugrY/Jrpdo5TNJauIYHtoNid7Fri+ACqQ1M7oXdsxHevH/T/7r3hrGdSO0OBQJAOpDzwBIDMkj51Qau8bdXmuotgqUBuLtDRxO/IVZygVJzgw5fgX+kqoLEcLgcKtQp2bfrgqhxPYNPkEYVpYZqe17ff3oZmQ9q8sXEasvPi/aUpb3un8WpdyzUUdxWfkyQ/wqUzjW2lBZvr+tTtXJ1pBHKaxlTl1fbknJLF8H6Z9Xtacgo/3HjgfGi5rKNNWxtTgD0yD+J4TrFhAJYF0nIExSW5K269fvYvvnfnxIdz1O4NSrYftny/+t1L98xftuVrckY5KHE7xHBFP6Y8cQXb0JlSBd5THNxujFD29wYAnw9O2zH0Kc5c8rWbZj9x9eSsNd055lTx4d5jpT+456+/23mg/RJi5MaLhiRu+SNJ8fWKmQCclNQpq8z/1udjfp2GAtAwCjMDK35997X3DCnH4R6cUtJ4e23L8N888tyPdx5oni158kAchV0DYjmc/IWxHM6T1klTgHAnK+6UFZbmpCggbY244tKzH775S1OeLs9ER0/NRyAQpC+9IvDMNUD6l+sbmg/tVGv3b53mwAsohfG7czhgH8wErEuPuwXJc/RiKgcQL6xRQagXbc0R7DncXtCOYkwf7tuUgul1K0V+RPNLimoP7F+TXb9v2ygq57P8Pl3ltlRgH7AeHbAizFhccqu6gdg6ytxKhacOwpOLY8eVQWu3Nw5ARkV7qnuVdxdVQ4vX7N+9Kfvgod0TLKIAgTx2ikSiiPWg9qrQorXwRrfg/Am+//v5HVN+fvulJW93d9C5ogHl9/3PsvteX954J/UPB7UAKG7ussbzl1UAKndtIPEOMhq3HXO4xZgsAboGSXOA9oMo8NTjpiurf/uTLw1+rjvHnCrmbcPQH/5ixQNr96tXE185C5gshwXits1SDBybpxxwZU8i3CbJvQbIAGyWC9rWAfgDUEINKFZqV/7oq1UP3nRh3x5rDpBMXtmEcb96bMndq7dY19qeShDLB8AAjAA/f9z3f0KU7vast4LQMzxwwlFWtEgM9m9pCH67HqP7hV7+zq1THj63yrc3VfMTCATpRa8IPAEgP0O1s8qH1+/c355Xt+vYCGQWJfSiTggspZPu2GMKR2LgGX8qkB9Ac2Ntv/q9m/02zQxNrk6uH2NPUJmvtCr5o4+vWLvjrCDNKwelzAyaUsBjsNxP3eDKkLseJ69Tws8IATQFhldHa9P+Pgd2rclWfJkt44cUnvFG2nke2P6yUYd37D2e37C/dSj8eWx9QIHsLLYEx47C46NbvnTVrD/d9Y0L/zhzaHa357qu2Rcs/O3vn//x8jU77qB6LmziZwFkLHf5pBxEtwCKgr2O8GIxld9gWDbbIpUpEG7HnIsn/fabX5nwl0KjZ1t8JoOFNa0DH3zkxR+u2LD3S4o/H9TtyqQZLNB0vUpP6FfvntfqiY9tk70nHFaIKJPgtitnjf/3b2+f/HgPTyspvLe5c/CDj8z94brN+77gzamASVWWeqNqPAfWvU6e5PPrXjd1BU7UBCwHak4eSPNxtq52CFmGs/rH373pwWun+Ff1+MQEAkHa0msCTwDoX4DmrEyjrnbfjvzDx46fJfn9LJiSgFjOFlz7FHrSthqvVk2MqyTANGUQfx80B7UBa3Y0D2gOZxmDzspYe6Z33KjuIx0wDPPYpnWr+naYch8lkAlqSUw5k3XW+lGSuPjDFSCasN0u84IUStiWMzXghAmQ2QfNxz0DVm89NAgZfdunDjG2pm6W3UNVERq9gawj27ZvLmtuah+QmemBzycjcqQO2dZ2TBkmPf2DGyb8/mc3D32qTwbau/v/f28nBv/8z8t/9s6q0O1hfQBsmsEq590uSm4vcbfzFMCec9y/EViOp8q3mm0bMFQoCgFt2oRLp+Q+9t1bpz48tlQ/47t2vbQOk+7+/fu/WrlJvg5FQ0AcXrGu8IUwLcT8fW037UYGoIMnOYNdH/hOiCcTaAsiI1cGaV6Hz52d+dRzv7ropymbYDfyxiaM+uFDbz24tla/2vEOgOkY7IbEawB2EAAPPCXCc2H5OZd43ZRMAA6gekHMCOCXoDotKFL2rbjj86P/ctfn+qSNM4JAIOgd9KrAEwCGVmY3tMkDsXhT/QgnTPKh8Cr2EyLKLpDYmYbn9IWPHyk9tHfjJXKU7J8xvs/Gbh56jzNhWJ+dWxsDfTfXthQ5UPOheIBwFPB6ec9xJHR+cnEVkAS1U5ZZsEp5MK8psEKHy7ZvWFySkV9waMyggjM+57O6X+BAExmgb65tLmttaimNmCa8mZk1c2aOe/KbX7vssWvOLkqKqrOqNlj8qwefuWfZup23yoEyOBYP+g0vU6nd6vSTq4oBXiPD8/QUrnq6ap8sgQY7UFWZN/8737z2kVnV+hmv5P/zw90TfvPgMz+p2dF4uadgCOzOTqa+UcoCb0LYmni9YAVYrk+nHD+fYznN/DyXNQCA2XYMk0YP+vt3vzH7kQGFaO7ZmXU/L7+/fcL9D/7tnu11xy8negEgGUwB1zS2Xo7J1omctB5UPvEXEZOdT4oHCIWg+j2wg6247rKz//rQt0f/sWdnJRAIPgv0usATAKYO9W7t6KiT6vdtuaSTaqDUA8AA66ltgqmfJ11AwYuQALAcRoupHn4P0BEE4AMCJWhrA2r2tpTvay8sqKwKbCr0nNlbk3OmFS+uP7A7Z8fWmvMcNRNUzgJT0RzAqwMkyrZzibu17voY8m4uMl+zcBDw8GKkqAniKUJbOKfig3VHRhw3c7SygRnbCgyc0e01z6n2bmhp2q/Vb3/z0ilnaY//5CszH7zv1iFPDchHUzL+v/m7MeSbP13wp5X7vZ+3jUFwLL49rChAyzHI2VmgDndlUEzEOnFRiRd/UabswQEkL2BRQFehSBZo+35UZBxecu8d597/xRm5y5Mx/p7kj/OsK3760Ae/3FOXdb5UOAK2ZXGlN8rUTkWNB6GOA5iE5S9Tt8CIIGYkLyV0qIq2INuwMKSo8Y17vnnury4ZGzjjFfxH51uz735s0/17DvkukDIrQG0dsBRWoS6ZACxAlwA7wu3n3B0PtwGHFD/0HCDoAAqF3xOEN1yDWRMy/njvnefdn++X06KjmUAg6F30ysATAPqOGFSzcVtH7p7D0SxKfXnx3C23+vfkwDMxl9E1DAcQjQCBTGaibtsw/DqCLfWle/dsOz/Y1BK8fPrApcmfTXKprD6rZn1Na0XdUWsE1CzuX2gDlhnP8foPF4AEBZmwbkZwuDOAqjI1TlVgRlqLd29efgmNhg9fOGnA6h6cVlIoGjRg94D+IxbdcsvlT8+s7v5cTpf3NnUM/tE9jz+4r6HzclPOYCkQisK2hymFFMgADYdjihxktxGMGyC4D3kRje5nfydVAu1sR0aGtvGbN1/9+F1Xlb+WrDn0FI+8uOqqPz7+wp2NbXQazekLGgyzc1jXWfwoSWyLXVF4lyaFBaKOk+DWwImd1/xcN2TQaGjLT797/W+vPzf7jH+vP/LPtVc98ujc7xxqwjQtqwC2xa3lNB9/hcWaS1CbK8L8uin9lx0jm7KKfzsCx2rDoIqsN3/98xt+MrpYPuNVYYFA0DvptYFnngb7ixcOenvVslXDWltaxoWIyv0WFd7ZKMIrud0+zDQhh9E1SFdYlbDNfezAdqNg5COiZGLdvs5+C9ccGl8+eMD2AbnJUb16giIvIsOq+q7Ys211Yf2hvSM92fmwIxTQveyDRfOxQgNV4ZWsJmCobNtWcteV53/JPOdLltnP5Cx0ohQrNh4ZsrE2NGDwiPK1JQGEUj3nT0uRD5Gxg3NqC33JU7offTs0++6H3vnVzmM5F5l6JVMrJYcpz25PcUfjnqoRABbrwEO5+gkAaoS18XQAeAI8t1GGx2lErrIPN84qfeA3Xx99xhfIfP3h7T9+9OU932hsy59EvOXMa1XXABoG4DBnCyKzQJNI8c5cxM3ppICuJHTa8bPmEzKBxwkiK7waD98964avXVo0L7UzPT0O2JDv+/O+7zzyzIY7jloDJ0IrBKHcikuS4mb5Ek9HoCqrUJc0wOY5nnJCpzNFZq+3HCheD+TW9RhdHnnl0V9c/62p/bSDKZyqQCBIc3pt4OlSWT1m04at7cX1+5pHwJ8FgBdXeDXeq9mtck+s4Ab+w6cu1pHDzXF0AFg5Rw5sqT5SV6dm5hfVV5UFjiRzLsmkPF8N+kvHNmzc1tj3SP3xAcguZOtj6PE8V4cHlIoCREJ86/KkqnfXDzWxWEvVoKtWzpG6zRMP7Nyll1WUbq8o9KeFQXl3c++j82978rnXbjnYZJ5H/UUJPp38Az9Wrc6VTleZghIPICi3B6IU8PiYFZDXD9gO7PAxXDt7xi+++ZXpjyUzeE42uw53eO6856n7F67ccd6RoDwRejY7FyWZKe52hL/SVez4w9j68ed1FejsADx8/Ryd5TlaEcjU3PKdr1750wvP6/dukf/MXavdxxz9/93/4v2vvPnB/ZacWWwRH7sZsayT3q84qXpdZnfaHg9ALX5eSfGdDQBKIAvOvn0YOrTk7e984/pHLh+v1/Tk3AQCwWePXh94VmSjvbJUrmloqA3U1R8YTTzF7BobtQBfgNmkQIlXuUsULIeR92yOBaSuMpqoinrgGKXYszM6bs2uo4PkrP5tEwYoO1My0W5gWBkO5WRKdfv21eQ1Hj1SBV8BYCosO0FRWcGBbTGzdFkHIrznd6wDDLifpBr/pQorVHC0HITtfOzYH5m0sz5c5Mnrd7S6D+pSNdfexvojyL/7j1t+9Pi/D916zCye6HjKWDdCyQZgcxVKiq+vm8/pFslA59ZJFo/5FeZJGaGALwuS3YAA2YYrZ+Q8+O1bxz8yqsRzPHWzPT3+vgrT7vnD0vvnb5a/fjxc2hdGHsvXdBzWZYfaYPmHOlgesrtW7gGetkhYxyfDAKIGEFUArwx0HkShUYsvXZj/yEN3TfjjmRx0vrsLQ277yVt/fX+bfUs4MAiWabCq9XA7V9ARP5cSq9epHH9MLVacZWi8CAl8/UxIHbWo6ts2784vj3v0tosL30vtbAUCwWeBXh94AkC/0uwWZFW3b97ZWN7SZPeHxvPlLCue63mytVIs9+uj/CtxQvwpZ2SguWFb/501y0tM6glPHVl6xhYgVA/MPxD1nRWp2XWsoqPV6QPVx3PkIqzYSJGBSIT5/EkJAebJPn8xBRQ859MBdB2aBzi0t2bEwb01AQtaaPzQ4jPe6/N0WbH9ePmf/vLWHa+/u/yesJRdoPizQSO8Wvg/3BhOOv8k7s9JFK5M8y1RxS0EUZj1ktmCsycO+dv375zz+8kVnoYenWA38sS/t1742BP//EbNzkPXETUHRM/kxvhuz3kad1qwbcR9e11OcmWg3GTfApCRAZghINKG2RdP/O0P7jrvdwUGztgCmZcX1U/4wT2PPnTkuD0rIvmBqMOUb513s9ISzi83zejk6nXXA9bQWMpRlLsiKBJgRZDhoRu//fUv/unOK0rP+FxhgUBwZnBGBJ4AMLJS3p+fl1m7fduqkmPNbYMy/HkwLYDf8scDJwlxv7rEDh1uIaf7iU+5r6VJQKEAmWU43uqtXLDxyMhdh+Wy/L6FtZXZaO3xiXYDkwZ7duQE/HXba/5/e2ceXlV1r/93rT2cKfMAIQQIAQIGDDNSRURAREAUJ1DrXO2g9dbOvfe2vR1+97be2tFOVkWraB1BREBkFmQUISBCgDCHEAhkODnDHtb6/bHWOudwkPaCBIjsz/PwHHKmZK3sk/3u7/B+VxS3Ro6WGaEM0ZLlImlAziEmHjE5yUh1uasuWCV6EAHxm6LBxbLAzGwwWoQDDXrf96uO9d13hOWWdO2wtSgL0fO24PPIcx9g9H/+buVP31tb96V4Vn+A5IJHXDGKlMu6TsJkaj2lsYNIv0nuk7WdclIRlaMgGQDXRZYvCn5sHa4dFvjLDx++6udX9gjuPT8r/WxsOY6sX0zf9dXfvLD6GzuPZo61Q4PAYgaAuPh8KlspS3qZmrrwpDRs0XjFVQ23bJKjqnRBNB5pGRoCVhhG6xpMG9fp5z96dNjP+uT62+Ux+XETMh5//sBX/uvJVf9R21p+RVQrBBwdyMgF3FagsREIZAJxBuH0oSX/tqnOddW9zmVEnZhCdPp0+AE4rQdQGjyw9N8fGPo/j93W7c3zumAPD4+LinYjPAHg0rKs/TR/WGN1zbHCQzsO9qC5heBu2mSOk/wQ02s907o6fX4xYpK5MLMywO3W/G1VK0fU7d1nZuUXHigvyWyXdZ8De+fU2KH+0Q1bdndtPGaVwPBLoW2Jmi9VK0vSIiWQtYdq3wzlHWmKDmzHFdEmk8CJNxft3LJ87NH9e+2Mgm6HehQH2m2D1umyo+6I+fLcVRP/9w8vfWf73ubx8GcCepYoazBN0bxlW8l9TS1fAFIizHqyMYRSOd2Qi9o8xhFvrMfoKwc8/fCXp/zxmn7BNuvCb0s+2OaU/P5Psx79x8x5/+1omcXEnwu3mQOhkBDgutwDNd5RDT7QNCQnO6VaASHp1uAyaBkZcFuaYDc3Y/J1Q3/9zUev/XVlR3+7rEFeU3O06PEnXv/eK7MW/dyleZ1smi3WGvADra2ATwPJygKaW4FA8GSfzgQpkXXGxIWMYYAYGpyGo8jNC6x/4Pbrnv/BPeUvncPleXh4eLQv4QkAQ3tgR1YwcqB6194ODc3RXlyXkzioIyNHqo5OTeqRf5gT5ywiUsxcNs/YrdBys8CjNtxIHGZhV1i8I3Zsbxq6supoX5LTozmzUNvfwd/+PCy/cIm51WFOdPe+6vzjzVaplpErfCMdF9BswExtxkrx9ySuTPkygPgBh4rueMaFiwB3Ad0HbmQj5i9H1cbYyM2H6rpqOaXH8jtpu3P09j0V6l/x7jb0efzFI9994untvz9mdetO8ruDM78oYfBpgB0FWlqAUKbYO66nROjkP2aK+zUVkXdFMM81Rd0yjaLArMPwivhz3/vakF9e1z9n6/le9+myJw769hpc+Y2fz/n10nXhe53CIYjZmXDjBMjWAatFHE82ExczmiY71CEuBgkR+8R0JJqvUifwCFUFzuMI6R/jxqvyfvWzb1zxo/6dfO0yU/GnuZj0H0+s+9nSjfa98bwK2MwnIr6uLS/+fIDFgVY5BpS5yYyOGitM+YkCXZMNa/Iu0rIfXXNql3/9js5/+q8HBkw/f6v18PC4WGl3whMABpR33JNZMrh23rJtgxxidEw0F/HUZiLJSZFQ+biSRn4dvKVFdA+bJtzGRkDXoWcHEGuu7/bB8tlTm+qPRkt7lVZ1zDJjaGeM6F+8+aDVJXPzjiPFsWarCEZA1A/qkN2tai/Saw/lrcPkeE1y4rxwAnEydBmQk4vGuqrea5a/c5ePWDUjB/XadI6Xec6YtXTnoF/85uXvv7t880N6Xlcw3QceiYpopc8nau80TUyNicXE3gEnR6S4vF9DSsSTAK6wttJ9BPlBZ/lvH7//G6N757TLyVE/++2sr//6yRmvHA1rZU5mB3BLCkZNEzXHmpacrGWa4niyLRnpJNL+51Q+nRKdAK1hjBrZ59kf/NukXwzs5Gt3/pM7G+vMx/+4+stPPv361/YdtUfzUJ74XFHZFKkbos6XQdZnakhEyHnarHqCE4Unlx3sctRqlh8b7p127Qs//dKgZ87lGj08PDwU7VJ4AkD/btgzuEd4+XsrN15mWaxYoxzMNUU0U3nUQdZAifwlACIjT664n0DULmqafDoXJzIwMJfDIVmI+kqwYXNk9KINx4ewUFnL8J7Ydr7WfKZcMyBzbYYZPlT98eqO4fDx7iRQCO4GIaZBQUaHIaJOFEmRyVhyL9Xsa1U7y6UIBQNcGy7tgLDdFUu3xPrOXVV3pR3oGhtaRttlavjT2NKErP/689bHfv70B9/f0VA4Dhk9wBxZx0lletilshlG1s4q30RDRpk5hJuA8qNkDkDjgEGAmAkQH/wBG6x5A67qE33uz/895WsjSv37z/faT5e/LrbHf/ln8//3zRWxG8J6Ra5D82SpAZGpcyYjcZrYL9VIBIhjkKXUfHJb1sty8RoiyxB0BsItZEXXYNqorJ8+/v3J36ksbH812TPWYMTDP1735KwVtd8Im726MC1HHCPEFZ8xTmXSRpefNxeyAFjWb6omKyL+z+NiDCaVpTEuAYwAENmGkkANvv9g5aM/urfv8+dtwR4eHhc97VZ4AkDPbiVHjM5faNhWfaSw4VB9dy2YD864SNOZqlZRRfLSZxarmjsVMUjvjudSDXlxYgAAIABJREFUjLkwg34ca6gt27Tmva67a48VlPXq/lFBhtauumUv69d5u6/j8PpNW/d1PV7b2g3ZhTJiKSsI0l0AqIxMsZSIMUmLJnOefC2VUZZ4c/7RI3v6Htyz2b+ualf55Kv7Lm/71bUtMxZsHvHHv859ZOnKj/6jMUo7MTNPpH+V8AZO3huk7Jtty/pNKaoISe6nqQHhMJDdEWAMTv1+jLpqwHPffHjKb0b39u88pwv9jGw52Jz1xAsLH5j+wqz7t+6qn2BkFue6zDjxSakZCJ7iPsHTIpmJQKfcL5DENC1oOhCPAJztnHR1v+e+/9j1v7wkv30NNag+cNz83fQ59/3mL3Me23mwdaw/mAkXfhHZ1DQAsss/sS+f8vdJ3CGeF7fEc30qwm6KumyfH6irQ0lp7oqv3XfzD26a1GtmnomkkaeHh4fHOYbw9D/47ZCX3t084sm/r3147XZnmpvVC9QwwKKtKRECIBHdS5zQ0v/2KtsWduLdzEjWlkUjgFuLyj6dZt9z56QXvjker7fFetqS6fP2jP7js3Me3rSz5aZAfgVaHE2skcpSBQ45+UW+gKac8AhBYmSpMjpXGJow7mYW0NoMOFHkGtENl3bP2vL9R2/75XWD0e5qFLdHEPz5b7b9x9I1B0Yc2Nc0EmYIyJSjK93jMrUuL2ASIjztQoZDlifINLwdE/ukOyJCFQkCmZmgrZ/AF9+O668q/9VjD437zfDywnZjmVTjQF+0FKP/8vyyL2/4uPEmBEPCMYEQAGH5LCqnM6UJUaosNtX9qiZblVT7pA9tEHBdENoIPboHhVkOJo7s9cOnfjjp5225trbgiXeit7wy98Op6zYcvAU0S5QZ6JoQ1uAinW7bYmKTGqmqmqxI2t8trgPxOGh+DlhrBIgxICMDiIdBWBy85WMM7p355n13jJj+8JQBc87pQj08PDw+hXYd8VRc2rPjvkCnQYc/2dHU4UhduJwrH0TGUiIEaRNQTjXZKP1+YoiTABgCmRkI+V0cOrir9+ZNm4pXfrizsnefDuuKcjLajW3LwF45u5E7sHnn7sN5B+sjvTR/pigDcy2pxYk42ekyBaoEpvJL5O6JotPvE7Wi8bh0B7AAAugaQVBzOzXU7er/wfL53ZoiNrlySK/N53Hpp8Xz8z8Z9e8/mvHz1Ruqv3IkTLqRzA7CQ5G5Yr08bbKOIn0mtpoWY0vBYMoLGW6L9/LlAbEYuH0U11096MnvffP6Xw4vDR06F2s8G6zd01z069/P+dYz0998ek9d9BIe7CgEOWey3lUJJZlaT1zgqbvV4+r+tAlaXANiFqD55MStRnTINVffMGn0Hx97ePhvC8z249O5bNP+0l/8bfHXXnjl7bu37Tp8rZ7ZCYz6xfFkW8mLPOVpqpvJ6+D0jI3C5aChEFhjo7igCWWJiWUGBXFt9O6ev+DRr3zxD1+ZUDzvnC3Uw8PD45/wuYh4KpZsai77nyff+MF7aw98Cdk94csqQTwsIwUsLWJA1MjC9HeRj1N1PuOAL1NMkInHhRGzbgBuGGDN6JzBVzx454Rnbrkh682+ITS34fLOKgvW7e8zc+7SG3ft2dejNcYzwq3RjGjUnhSzCVyXgHExO5yaPjCmwWUMnHMx5lnTQCmFRinc6GHougPNZAgEDOTlZaFDQeFviwoLDhVm5hzt26frls6FwQOdOhp13Ys6sH/9k51f5m9HxfOvfnzPgve3jD4WNobAly1EFCVCEBAI425XpkETx1W6AJXHD4UQFHFLTOdhKZZWmgY9shMZ7AC+eOPQ7zz20HW/LctTIeULmyU7UbZoZd3Y519ZdeeBBnskAn4gkA1E4tKwXE7EctNGhCYimjIzzjPk/WnDhbiqP3blaNdGoHEHyopcfGXaqKnfuWvYq225vrPJujp0ePOdIze98vbKW3cfahyNQBGgy5GXiIsGNE0TdZmWI0pgTENOclIZBvlmnIgoZ2IAhgVYcSCYJ46rWDOI6aDAdwRFgcY5j//4i98bP6RLu8s2eHh4fH75XAlPAJj/CSp++8zqf3t3Tc1DsAOAP0c8cKbCkwCwCEB8IgXm2rK5wYGuR6FHDyOI4xjWv+NTd9829vnbry79oA2Xd1bZ1Qq9R0gInZ02zEgEweZWZEVaEYxbMF0HeksUGZyDMgYqXVmYpoHpOhxKwboVY08wiJjug0MIGKGAqcHqTtuHgFJsPdiS8cpbq297671NN1QfdCbbeiFIZlfYMUDY1Ehjd86E4HRS7GqAUwtPS02JkubnLuRkIg2IRpHhP1b1wC1XPP/gF0uf6pudyEtfsOw65upLVlePnv3OyuuXrt39SBTdgFARHEoBVwcMn4zwxmSTkIxknqnwpBBCLF6P8h7ZC+697Yrnb5+Q+49SX3pNzIXJX1/fOH7WuxunrK468FCE5IOGChFDFsBkBNeNAMpTl1ER5VTHmesChqpJl2/4acLTtgFflniPgAYt2oDKUn3Wr38y+VujSlFzHpbt4eHhcUo+d8ITAKr2Nuc8+cIHj8xcVP2z46wTXISSQjOdRE+NtBVSo+aI7ORWApRL708mi/l1Blg2QEPi68h+6Fpk23VXXrrw/mlDpt9YiQ1tvU6Pz051HP5X57bc9uob7926eWfjJBgdgUCOuLiIxQCf9DZ1XFm6QQHogGYIAWlLwUTTmtWUjY2uixpFXQMcB9TPobstsMJHUZplLX30/vI/PDbtmgt+ckxNHPqqDRj+yjsfTZ2ztOoR3hoA8kvE5yIaBUxLlGnGI/LzkSG8XxOZ9LSMOEsfhamemCJQOWDSBpixGgy9JPe5h+8d98ebr+q+vs0WeRb5+wqMeu7VJfes+fjQkEgs2A++XHG8xGKiOQqyFEH3S59NWa1jaiKa7jKROnfU35+0/dJkqYdjiNKGWBghGoNpbcU1V5T96sffu+UnFYW+C/5CxsPD4+Ljcyk8AWBrGBnPvtp4/2+ff++rLkJ9PpPw1HQ5yk+T03scALaYJhKVkTC9CSESBokdQpbW9MGN1w5+65EHbnzykqL21W17MbF8U33XH/9mxs+211p3H2/RQPydEdUKAIuKSB2lgBMVx4LyMKWaEJJUl13qMrB7KuGpaeLYCUiDecMBYsfQuShnxU+/MfEn94/EwnO97tPl3fWH+sx4fdGdi1dV/2eDlQUa6oII6QDEiZiR7vMBrBmADajxqjEAhl9cqAFnLDxh1+4cPahoxfceveaX43pf+FZmCz9qKJ/+8oL7lqz6eFSE5A+Pa4WIsWxAy0palFFNZE4IERfElgUEXFmW4AA0IKLFQMrfp1MITyKarsAsGG7LlgduHjDj24/0/nUPs/0NvPDw8Lg4+NwKT8UfX9sw6akZS75ctZ9N0gouhWv55RQQSJ9KJv7gm7qILjia6EBWiWKa/o6qyF8JDLV/vuTj3AG0FoR4w5a7po6dcdO13WddU3bhnzQvBqpj8K/4ECNen73+5nnLPx4Lf0FPMH/ygkNBUkotgJO7sVVPC5eG+nZEpNSZI4SXmSGeYiQFZ7a/FdaxjzCissPT//mtW//fyIqOe9pupZ+NHVH4d+xHz189ueRb6z85NqCllQyAL1voQ0KSxvcqI+BqwmIq0VuV8jnh0iJIjWjVZAe3rgMmxOfQMsXzdQCaDR/bj1B8L24cXfHjZ3427afndPFnwKwqDHrm5XUPzH1/y1jG88sRyARiroh0A8mudGXTlkiZy+NOS+lPZCl7yeMi8sltmXr3SzN4W0SEzSi08B50zrEXPvalib/72i0VXue6h4fHBc3nXngCwF/ejU54csaShz/e1jwBGZ1EpCrcCASDQnhacixdIADEuUgRBmXNlIpcJTgt4QmN1aMwGF983agB8+69bfxzg8uCF8088wuNGQt3jHht9qpbV1ftf7Q5HoCR0Q3Njh+fSXjqpkg1Z5hANA64FkgoBB7nAAzAcqEXFsJpOAC49TW3T6p89ZH7Bv/x8hIcaMOlfibmrNlf+cac5Te/9d6mH5mZpTgay4Zr5AAIJCOYRE3WkaUGpxKeOkmKTEqTkWOFExGNVnFDNBERF6itQUGZf/3Dd4z+8903Ff69zHfh1gvPXrl7wOtzPrh5yarqUQ2x0AgSKkGMFIpAODGTk4XOUHgSE+CtrWLIgN8H2FwIUF0Tr7WOoE8nff5/ffeWn0wditXncOkeHh4eZ8RFITwBYE11Y9ETf53zrQWrd307qpfC8XcGC7sADHHiYzZgtYoaK10aMhNyctNIqnEz8CnG12kj/lwXMH2A3YxsI75h3JV9Ft95U+WMGyqxsQ2W6ZHG9jiC77wXm/Da7PdvXf9JfaXDfH1g5gKQUTcz5feY+qtUoxo1Zaif0sviakmh6lpCMDEmhIQZEBcsTgygLrIyXTTv34CKzvrcB6aOfuab9wy7IOs5t7Qga8UajHjlrVW3Ll2z93Jwo5zkdgRviYpUui4bYKgjRLmtPh9B8QaJj4VqzpO3LpWfIekCoKKePi7qZl3RZOMLuXCa98IN78K4YT2e/vK91/31pss7XZD1nJ+EkTF/fvO4OQs3TFxVXT8sGqX9YBqALyQmBakpTFRLCnVFwudVHVcqcm6mDLUAEikXxoBAphhdG48DOkNAj8G1w8h0968fN7Rg4c///c4flhX6Llhx7uHh4ZHKRSM8AaDqOHL++tLOh158a/3tzU36AGR1BCwui/yJKC9zZATH0MWJMd138HSFZ2KiTxNMEkaOrwmZWtPiwf06bbhx/LCZt4/r12664NsTq3cdLt6yvaHfn59586tHmvUbj0X8sPWOcGkIrusXtbqmKVLkwJkLTyofZwzQ/EBcCqvMABBpAiK1GHxpxze/Mm3MX780zregTRd9BnzSEA7Onrd28sy3V0/ZtjtyWwwFoIFSxEkAzIYYt0ipENiMidQ4cQBH+k4yZXsk3zBdeDJZF20z2XSkyzpHC7AdJJpujtaAmK07b50wZNaDUwf8bWwvXHDjVj/adzRv9rwNk99dvOnaAwcj02LIxzGSC9fIluUDspnKNMXXtvMpkfTTFJ6qRpgBCIUAuxVo2IeSHp1X3Da+/2tPfLno9223Yg8PD4+zz0UlPBV/mbllwvOvrb5r/Y7WafDnwQh1QzTsiOk7hItIWIjK6SGnMAhXqVfVNMHkvPN0kxeuiXS9Lk+6ThyItwKUIOijG0sLWO0tE658Y/z4vAVfKLpw06/tgepW+NdtwpA5S/ZOfH/NphEH62Ij4M+Q01+UUIS0q4kKkahJOx8llFKbOVKFQHrKNNUonjFRFxyPAyEdBonDPrYdnXNtXDW4+BeP3jfpd5eV59S13cpPj90O9FWrMHz+sq3Xvr3ikwmNcW0QOBF7QaRfqRi5lGye4nLkJ9TwADky9FR/P0jKfsMRtYpqJrtFAcMHoukg9iFosX3oXazNveuWkS989+7L/tHW6z9dXlyGkbPfq7p+7cb9Qw60xEe5yBCTmRySHLIATUY4HYDFZXNi6kVoyiQraMI6KZWEPZIt/ikBb/sAnx8+6sJqPIQMthuXDyh86q5pl79w55hLV7Tpwj08PDzagItSeALAzI8w6PfT1359zeZdQ6KtwX7wZYmThqmLiEXrUZlC/YzCE7oQtJoSsjZowADhDO7xI8g0GuBzjiMz0106bECXtTdNvHzmbVf38Wq1ToP1Nfs7LHhv07iF7+8cs31v872NTj6YkYk4zQXXfAB08XtRNbuUAoYrfmeubGo5U+HpuLL5Q/5+dQbYzSjpZKyYOnHoaw/d0eWpcj9iuABYW32s6O331kxatHzzmNpDzdNipADHSSEsHgCIlkybA2IfWMoBreaqMzfZjW3b4mLq01DC07VF1Ngvm4scG9BC4m1jcYA04MoBxS8+eMfov901AsvbcPmnxertdcUr19Zc/vJrC28Px4IZx6O+cY1WJiw9CJh5gE8HbCnSKRWRTsaFr6vGRIQ8njKN6EyFZ1wOrIiHkR3AhhtG95zzwBf7TR9Zij1tvQceHh4ebcFFKzwV//6neV958e11d4Wj+ZfbWjeEI1TUfDq2EJ5Wqr2SkzwhqBRjavcukCJMSVKEMiZEra4LARqX6fxQCAnTE80FEAWc1poOWfrRsSMHLZ40uuztIZdiQy/fhSFcLiTe34OuH+9Ev5ffWX/71ppj5ceaW4ZxPQhu67KLWokCIlKeMIVApKoGz002uwBI2vhINPk7SmRG0x5PpJRN8fs04ghpLTDi+3BZn4Knvn7fuD9MvKLblrZZ/f+NXTGY++rQdc6SpgkLlq25Zk9dtGvEQSWzKeD65UAEWatJqRQ/qnRA1mAaPjmhyU5GPCkV67btlBKEhGI/4QbEkKl1iFnrpg0/b0U0chydQ/aK2ybkv/HwHROf7NEp67zXKC7chfJFK5pHL3j/42u27t5bHovRfvAHAEsXdaq66jTnosucy8EClAIul5F1VcdK0yKe6sJG/Z1IGxGaahAPQIxqALJCFqINm9Gnmzv3y3eN/PPDN1zhda17eHi0ay564QkAL23CiMefmP2dTdsik0lWJ/BYTIyss20AfvGkMxWeTBpBE3VCgjyBya+pfH8eB2gcOrWhOc3wIYwsPYKCDGf2ZZeWrrl29KD5U0ZfclGb0m+rawq+v3r7iAVLNl675ZNDFUfC5vi4rxBR5MB1XDFdSqXOVWTTsYUI4IZMiUrhdJIrwRkKTy6bZmgEIa2l6o5JQ1979P7y3/fLPn/jU6t2N+TMX7xu/KKV28Z8vOvYlyIkHzYJopVlgnNp7k5C8oIoxV+TM3F8ahpEmp2L45hS8TxNE8+xLCE8NQ1J37FTCE9qnig8DQu89UhNz+6da7775Wv+98FROK91rx/tPZz37uKq8YsWbRiz81C8LOxkjmphuXCpDmbmgLlMNEBROX1KDRLQIT7H8ZgsoWHiOVSVH8gLHE0JzDMTnrAO77lhXL/ZD95d+czEXqhq4+3w8PDwaHM84SmpPhLzT39p+b3/eGf97bVNmSORWQbLNgHqEwLUlF6EVhwABYhf3i/fIGG7lHLiOIE0WyZ14uEJZSNv0k7gmiVea8dq8jLoseH9e64fc2XloqEDtfVXFn++0227OfQPqzDow6qWQUtXbrxqY/XhfjGL94OeKcSkbSdHMhIqRKDavsStEogk/e0FrgX4TBGx4hrECV+mSrkDGFT8zolPTJlx3YQPLDEcGDwM0rIdIy/t+PQ3HpzwuwmXlZzzKOeqWhR/9DEGffDhri+s3rhr+N66liKH8Qohpg0AuhBEqSQGJajj1BFCJxHJVfd/iqBU+wQAxBKfC8ak+JKRPqJm2TMhzEgLgvGDyNPrV0ydMPC1X3138nlpillzFMXrPsKQJSu2X/Xh5n2D9h1rKubQy0HkuggFmIHE14pEU5D6Wu2Hek76hYxqTqPimOFy0ASV+6KeZzjyIlQDqA6ix0CjR5CpHUZJZnzut75+8xP3XnvJ4rO/Ex4eHh7nB094pvHXxXz8szOW3bd2c91tCOQDurTHQTwZ8Ynbogs1EBCRSqDthCeNi85pJw6dhREkEfhJE4JGbHl+0Dk6dsTARRW9Om3p3//Sqv5l2Y1nYw/OJ+9v2dt11Ybtl69cs+WKrdWHK2IsY3TUzUDcDSDCswDqAyNBJF0F5AvPVHiaVNQaugwwg0nBRJkQpVYUJCMD3KVARIqsQABw40BrA/QQ3/bIF8f89Z4bC/8+IA/H2mZXTmTbgRb/xq3Vg6p3Hi5fuHTVmCNN6HA86hsXRzZaWAguQiCGCcAQP3dbCk8eE8LdccXrdV1cEDhM2DC5sibUOYYhlxS+/tiXrv7dHcNxzppidtfF6JYde/u9v3rdyHUb9wzdc7iptNXKGumQDnC0PIQZAYeONhOeXApvdUHjyqYj9c90xYUNDYrnhA/DH3S3TL1+8JsP3Nb7mSu7YF9b7IuHh4fH+cITnp/CrsPQX3jj3btfnrlqam3YPw7B7ogiF26Mi/GZgQBAI0BrWMxqZzgxxQ6IE1i69kzVmAk7HmVUrh5ME1CAPJkZMm3HxDxs2gp/MIhYLAIQAt1g1R0z/fU9SvP3DKjo+dGAfoVV3TujplsJ9nUnF5YBd3UY/mgMfisOc8EGjNu9t7Fsy9ZtfWtqDpU2tMSzGPf1ge4HNFOkMg0/YMjQMmNSzEB2VacvjZ/iyzRbLLXfzC/3NSo7kqWRty5FqBkCWloA5oLmZiDDqUdz/U4U5+m4orLDr779tQlPDCvPa7OO9XV16LDzAHpu3Nw4YMPHuwfu2HOw/PDxSF7M1vvBpdD8frgRWbLhT9kjGhODEEjahZA6PhPHX/oFkbw9aaQlO/Fxeav7GJxIBNCyARhATPiaGn4XpHU3MmkDijKjc++4+cqX75gy6qXS3JPb784Wq/ahuHo/yqt3W+UbNm8d/MmO2vKDx1qKHG72ET6ipvj8cumv6bqiGSx1XSePKpOc4sdmKoUum9ES3fyyjtjgYpKVIwU4DYjv78qUPWcA0eHj+5FJ6zGkb+5TU2+47JV7r+vvRTk9PDw+l3jC85+wZCfKfvHHpT9YsaluWOQ4KlHQWZxYmpoAPQpkZomZ1G0pPJVljasmnBBZl9cCUArqM8AYA9wIfCwOg4ThIxY03gLdjaJzUfbrBVm+o1065+4v69axpkfXoppuJQV7hvYpqT+7u/XpfFRzNK+pxc45WNdYvGd/femuPbW99u453PXgodp7m5ss2Dk9EbN9sBkH5wFAC4ARPxwmxYHfl+wYZinRIhXB+6zCMyabyXhEuhrI72MTMX89zoD8fCEQGg4Dbj0G9u0ya+qUsa9MGafPKg+1TePX7qMWnf6PhffPeH3Z7TGSP9rmJiyEYBETLnywERD1mpyLCB31i2NQRRhNRwjPBG0jPGE3ixpmNyDKUnwBMckp1oCMUGvVmMvKln713sv/fG2fthsZu6V2T9bLr6+f9s78qokHG/lkGEWwiQ6LB+FQHxz4wDkFXCUMdXFRQwjgRk9cz9kWniwqa7w18VxXFx3tlMrosAVE4igtwdIp1/Z/67YbSl4d3gm1Z2VjPDw8PC5APOH5f+BPb6yf9I83Vk7dUhP+YoTkQ8/ujoibBd7SBARSmgQ4IEZmAied6NUJSQkeKtvZHdkMk7DpSUvZqRo51YGdbkhtywYG1RDCXSHSVMrUlU0hmgsdDIw50OFupZQykzCrc7G/Pmj6Izk5mY15eXnH8nKzjmdlZTUHA0ZE13XHbyCmaXA0AkYIGGOgtg3Tcbjuui491tyaZ9vMjEQiwabG1uwjxxsLjtYfLzja2JTXGIlnuVyjLtH7cGjSTJxIoST3TVezvuV0G6gaQdkE5Ki2fyk401OaPGVUaer+pZc2nDQIAMnvz7m0zZJRMcbE+2kGAgEL8eZdQPwg+pZkzLlh/MC3pk74wqv9uoTarHloaQ3K/vTs2q++tWTHty2eL7vI5Yxz1eNkyea0gC5FOU3+3JSKY9B1RS0ygOT+KKGeZvQO48QUeoJ/EiznOgBTmsKHYbB6wKpDltaIEYNLfz/luqEz7xnfb+ln2Yt/xbJ9KPvD9OqHZ7+76pu2lQ34c8XFGbWTgyEohfjdys8H5ynrknZQp6jESL+OOel+Te4XU/elNxGZ4nu48n6fA/AoYEdgogGF5MAHN4zt+9bNN094c3RF3s4z2QMPDw+P9oQnPP+PrKlF0Utv7L3jzflrpxyos0bAKASC/mSNZ1sJTxXxVLdqBB+VURNNT6afle8ioU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history.} @@ -300,10 +300,10 @@ another wallet''. \begin{figure}[h!] \begin{center} -%\includegraphics[width=0.6\textwidth]{} +\includegraphics[width=0.6\textwidth]{Screenshot_2023-06-23-13-36-07-426_net.taler.wallet.jpg} \end{center} -\caption{The buttons for peer-to-peer payments are next to the balance on the - screen with the transaction history.} +\caption{Next you will need to specify where to send the funds, and to whom. FIXME: + this screen is changing as it will be split into two in the next version!} \label{fig:p2p:amount} \end{figure} diff --git a/presentations/2021-cb/boh-reg.tex b/presentations/2021-cb/boh-reg.tex @@ -0,0 +1,600 @@ +\pdfminorversion=3 +\documentclass[fleqn,xcolor={usenames,dvipsnames}]{beamer} +\usepackage{amsmath} +\usepackage{multimedia} +\usepackage[utf8]{inputenc} +\usepackage{framed,color,ragged2e} +\usepackage[absolute,overlay]{textpos} +\definecolor{shadecolor}{rgb}{0.8,0.8,0.8} +\usetheme{boxes} +\setbeamertemplate{navigation symbols}{} +\usepackage{xcolor} +\usepackage{tikz,eurosym} +\usepackage[normalem]{ulem} +\usepackage{listings} +\usepackage{adjustbox} + +\usepackage{pgf-umlsd} +\usepackage{tikz} +\usetikzlibrary{shapes,arrows} +\usetikzlibrary{positioning} +\usetikzlibrary{calc} +\usetikzlibrary{quotes} + +% CSS +\lstdefinelanguage{CSS}{ + basicstyle=\ttfamily\scriptsize, + keywords={color,background-image:,margin,padding,font,weight,display,position,top,left,right,bottom,list,style,border,size,white,space,min,width, transition:, transform:, transition-property, transition-duration, transition-timing-function}, + sensitive=true, + morecomment=[l]{//}, + morecomment=[s]{/*}{*/}, + morestring=[b]', + morestring=[b]", + alsoletter={:}, + alsodigit={-} +} + +% JavaScript +\lstdefinelanguage{JavaScript}{ + basicstyle=\ttfamily\scriptsize, + morekeywords={typeof, new, true, false, catch, function, return, null, catch, switch, var, if, in, while, do, else, case, break}, + morecomment=[s]{/*}{*/}, + morecomment=[l]//, + morestring=[b]", + morestring=[b]' +} + +\lstdefinelanguage{HTML5}{ + basicstyle=\ttfamily\scriptsize, + language=html, + sensitive=true, + alsoletter={<>=-}, + morecomment=[s]{<!-}{-->}, + tag=[s], + otherkeywords={ + % General + >, + % Standard tags + <!DOCTYPE, + </html, <html, <head, <title, </title, <style, </style, <link, </head, <meta, />, + % body + </body, <body, + % Divs + </div, <div, </div>, + % Paragraphs + </p, <p, </p>, + % scripts + </script, <script, + % More tags... + <canvas, /canvas>, <svg, <rect, <animateTransform, </rect>, </svg>, <video, <source, <iframe, </iframe>, </video>, <image, </image> + }, + ndkeywords={ + % General + =, + % HTML attributes + charset=, src=, id=, width=, height=, style=, type=, rel=, href=, + % SVG attributes + fill=, attributeName=, begin=, dur=, from=, to=, poster=, controls=, x=, y=, repeatCount=, xlink:href=, + % CSS properties + margin:, padding:, background-image:, border:, top:, left:, position:, width:, height:, + % CSS3 properties + transform:, -moz-transform:, -webkit-transform:, + animation:, -webkit-animation:, + transition:, transition-duration:, transition-property:, transition-timing-function:, + } +} + +\lstdefinelanguage{JavaScript}{ + basicstyle=\ttfamily\scriptsize, + keywords={typeof, new, true, false, catch, function, return, null, catch, switch, var, if, in, while, do, else, case, break, for}, + keywordstyle=\color{blue}\bfseries, + ndkeywords={class, export, boolean, throw, implements, import, this}, + ndkeywordstyle=\color{darkgray}\bfseries, + identifierstyle=\color{black}, + sensitive=false, + comment=[l]{//}, + morecomment=[s]{/*}{*/}, + commentstyle=\color{purple}\ttfamily, + stringstyle=\color{red}\ttfamily, + morestring=[b]', + morestring=[b]" +} + +\usetikzlibrary{shapes,arrows} +\usetikzlibrary{positioning} +\usetikzlibrary{calc} + +\title{GNU Taler Digital Cash Payment System} +%\subtitle{} + +\setbeamertemplate{navigation symbols}{\includegraphics[width=1cm]{inria.pdf} \includegraphics[width=2.3cm]{bfh.png} \includegraphics[width=1.6cm]{fub.pdf} \includegraphics[width=0.4cm]{ashoka.png} \includegraphics[width=0.4cm]{gnu.png} \includegraphics[width=1cm]{logo-2020.jpg} \hfill} +%\setbeamercovered{transparent=1} + +\author[C. Grothoff]{{\bf C. Grothoff}} +\date{10.09.2023} +\institute{Bern University of Applied Sciences} + + +\begin{document} + +\justifying + +\begin{frame} + \begin{center} + \LARGE {\bf GNU} + + \vfill +% \includegraphics[width=0.66\textwidth]{logo-2017-fr.pdf} + \includegraphics[width=0.66\textwidth]{logo-2021.pdf} + + Digital Cash Payment System + \vfill + \end{center} +\begin{textblock*}{6cm}(.5cm,7.7cm) % {block width} (coords) + {\Large {\bf \href{https://taler.net/}{taler.net}} \\ + \href{https://taler-systems.com/}{taler-systems.com}} +\end{textblock*} + +% Substitute based on who is giving the talk! + \begin{textblock*}{6cm}(6.7cm,7.7cm) % {block width} (coords) + {%\hfill {\Large {\bf Florian Dold \&} \\ + \hfill {\bf Christian Grothoff} \\ + \hfill grothoff@taler.net } +\end{textblock*} + +\end{frame} + +\section{Introduction} + + +\section{What is Taler?} +\begin{frame}{What is Taler?} + \begin{center} +Taler is an electronic instant payment system based on tokens. + \end{center} + \begin{itemize} + \item Uses electronic coins stored in {\bf wallets} on customer's device + \item Like {\bf cash} + \item Pay in {\bf existing currencies} (i.e. CHF, EUR, USD) + \end{itemize} + \vfill + \pause + \noindent + However, Taler is + \begin{itemize} + \item \emph{not} a currency + \item \emph{not} a long-term store of value + \item \emph{not} a network or instance of a system + \item \emph{not} decentralized + \item \emph{not} based on proof-of-work or proof-of-stake + \item \emph{not} a speculative asset / ``get-rich-quick scheme'' + \end{itemize} +\end{frame} + + +\begin{frame}{Design Principles} + \framesubtitle{https://taler.net/en/principles.html} +GNU Taler must ... +\begin{enumerate} + \item {... be implemented as {\bf free software}.} + \item {... protect the {\bf privacy of buyers}.} + \item {... must enable the state to {\bf tax income} and crack down on + illegal business activities.} + \item {... prevent payment fraud.} + \item {... only {\bf disclose the minimal amount of information + necessary}.} + \item {... be usable.} + \item {... be efficient.} + \item {... avoid single points of failure.} + \item {... foster {\bf competition}.} +\end{enumerate} +\end{frame} + + +\begin{frame}{The Big Picture (Taler Pilot)} +\begin{center} +\includegraphics[width=0.8\textwidth]{operations.png} +\end{center} +\end{frame} + + +\begin{frame}[fragile]{Business Process: Withdraw} +\begin{figure}[h!] +\tiny + \begin{sequencediagram} + \newinst{wallet}{Customer wallet} + \newinst[2]{exchange}{Taler (exchange)} + \newinst[2]{bank}{Customer bank} +% \postlevel +% \mess[0]{wallet}{Withdraw {(Amount)}}{exchange} + \mess[0]{exchange}{{Configuration (ToS, Fees)}}{wallet} + \mess[0]{wallet}{{Initiate transfer (Amount, Credit account, Wallet ID)}}{bank} + \mess[0]{bank}{{Credit (Wallet ID)}}{exchange} + + \begin{sdblock}{Acceptable transfer?}{} + \prelevel + \mess[0]{exchange}{{Bounce funds}}{bank} + \end{sdblock} + % \postlevel + \mess[0]{exchange}{Confirm wire transfer}{wallet} + \mess[0]{wallet}{Request digital cash}{exchange} + \mess[0]{exchange}{Distribute digital cash}{wallet} + % \postlevel + \begin{sdblock}{Withdraw period expired?}{} + \prelevel + \mess[0]{exchange}{{Return remaining funds}}{bank} + \end{sdblock} +\end{sequencediagram} +\end{figure} +\end{frame} + + +\begin{frame}[fragile]{Business Process: Pay} +\begin{figure}[h!] +\tiny + \begin{sequencediagram} + \newinst{wallet}{%\shortstack{ + Customer wallet% \\ +% \\ \begin{tikzpicture} +% \node [fill=gray!20,draw=black,thick,align=center] { Unique \\ Wallet ID}; +% \end{tikzpicture} + %} + } + \newinst[1]{merchant}{%\shortstack{ + Merchant %\\ +% \\ \begin{tikzpicture}[shape aspect=.5] +% \tikzset{every node/.style={cylinder,shape border rotate=90, draw,fill=gray!25}} +% \node at (1.5,0) {\shortstack{{{\tiny Database}}}}; +% \end{tikzpicture} + %} + } + \newinst[1]{exchange}{%\shortstack{ + Taler (exchange) %\\ +% \\ \begin{tikzpicture}[shape aspect=.5] +% \tikzset{every node/.style={cylinder,shape border rotate=90, draw,fill=gray!25}} +% \node at (1.5,0) {\shortstack{{{\tiny Database}}}}; +% \end{tikzpicture} +% } +} + + \newinst[1]{bank}{%\shortstack{ + Merchant bank %\\ +% \\ \begin{tikzpicture} +% \node [fill=gray!20,draw=black,thick,align=center] {Commercial \\ Accounts}; +% \end{tikzpicture} +% } +} +% \postlevel + \mess[0]{wallet}{Browse catalog}{merchant} + \mess[0]{merchant}{Commercial offer}{wallet} +% \begin{callself}{wallet}{Review offer}{} +% \end{callself} + \mess[0]{wallet}{Pay {(Coins)}}{merchant} + \mess[0]{merchant}{Deposit {(Coins)}}{exchange} + \begin{sdblock}{Acceptable account?}{} + \prelevel + \mess[0]{exchange}{{Refuse deposit}}{merchant} + \mess[0]{merchant}{{Refund purchase}}{wallet} + \end{sdblock} + \mess[0]{exchange}{{Confirm deposit}}{merchant} + \mess[0]{merchant}{Fulfill order}{wallet} + \end{sequencediagram} +\end{figure} +\end{frame} + + +\begin{frame}[fragile]{Business Process: Aggregation} +\begin{figure}[h!] +\tiny + \begin{sequencediagram} + \newinst{wallet}{Customer wallet} + \newinst[1]{merchant}{Merchant} + \newinst[1]{exchange}{Taler (exchange)} + \newinst[1]{bank}{Merchant bank} + \begin{callself}{exchange}{Aggregate transactions}{} + \end{callself} + \begin{sdblock}{KYC/AML required?}{} + \prelevel + \begin{callself}{exchange}{KYC/AML process}{} + \end{callself} + \end{sdblock} + \mess[0]{exchange}{{Initiate transfer}}{bank} + \end{sequencediagram} +\end{figure} +\end{frame} + + + +\begin{frame}[fragile]{Business Process: Deposit} + +\begin{figure}[h!] +\tiny + \begin{sequencediagram} + \newinst{wallet}{Customer wallet} + \newinst[2]{exchange}{Taler (exchange)} + \newinst[2]{bank}{Retail bank} + \begin{callself}{wallet}{Review deposit fees}{} + \end{callself} + \mess[0]{wallet}{Deposit {(Coins)}}{exchange} + \begin{sdblock}{Acceptable account?}{} + \prelevel + \mess[0]{exchange}{{Refuse deposit}}{wallet} + \end{sdblock} + \begin{sdblock}{KYC/AML required?}{} + \prelevel + \begin{callself}{exchange}{KYC/AML process}{} + \end{callself} + \end{sdblock} + \mess[0]{exchange}{{Initiate transfer}}{bank} + \end{sequencediagram} +\end{figure} +\end{frame} + +\begin{frame}[fragile]{Business Process: Push Payment} +\begin{figure}[h!] +\tiny + \begin{sequencediagram} + \newinst{payer}{Payer} + \newinst[2]{exchange}{Taler (exchange)} + \newinst[2]{payee}{Payee} + \mess[0]{payer}{{Push funds (Coins)}}{exchange} + \mess[0]{payer}{{Offer payment (e.g. via QR code)}}{payee} + \mess[0]{payee}{{Request funds (Wallet ID)}}{exchange} + \begin{sdblock}{KYC/AML required?}{} + \prelevel + \begin{callself}{exchange}{KYC/AML process}{} + \end{callself} + \end{sdblock} + \mess[0]{exchange}{{Distribute digital cash}}{payee} + \begin{sdblock}{Payment offer expired?}{} + \mess[0]{exchange}{{Return funds}}{payer} + \end{sdblock} + +\end{sequencediagram} + \caption{Interactions between wallets and Taler exchange + in a push payment. KYC/AML checks apply.} + \label{fig:int:push} +\end{figure} +\end{frame} + +\begin{frame}[fragile]{Business Process: Pull Payment} +\begin{figure}[h!] +\tiny + \begin{sequencediagram} + \newinst{payer}{Payer} + \newinst[2]{exchange}{Taler (exchange)} + \newinst[2]{payee}{Payee} + \mess[0]{payee}{{Create invoice (Wallet ID)}}{exchange} + \mess[0]{exchange}{{Invoice ready}}{payee} + \mess[0]{payee}{{Send invoice (e.g. via QR code)}}{payer} + \mess[0]{payer}{{Make payment (Coins)}}{exchange} + \begin{sdblock}{KYC/AML required?}{} + \prelevel + \begin{callself}{exchange}{AML/KYC process}{} + \end{callself} + \end{sdblock} + \mess[0]{exchange}{{Distribute digital cash}}{payee} + \end{sequencediagram} +\end{figure} +\end{frame} + +\begin{frame}[fragile]{Business Processes: Shutdown} +\begin{figure}[h!] +\tiny + \begin{sequencediagram} + \newinst{wallet}{Customer wallet} + \newinst[2]{exchange}{Taler (exchange)} + \newinst[2]{bank}{Customer bank} + \mess[0]{exchange}{{Shutdown alert}}{wallet} + \begin{sdblock}{Bank account known?}{} + \prelevel + \begin{callself}{wallet}{Designate bank account}{} + \end{callself} + \end{sdblock} + \mess[0]{wallet}{{Deposit (Coins)}}{exchange} + \begin{sdblock}{KYC/AML required?}{} + \prelevel + \begin{callself}{exchange}{}{} + \end{callself} + \end{sdblock} + \mess[0]{exchange}{{Initiate transfer}}{bank} +\end{sequencediagram} +\end{figure} +\end{frame} + +\begin{frame}[fragile]{Compliance Processes: Withdraw} + \begin{center} +\scalebox{0.3}{ +\begin{tikzpicture}[node distance=1cm,font=\sffamily, + start/.style={rectangle, rounded corners, minimum width=3cm, minimum height=1cm,text centered, draw=black, fill=yellow!30}, + end/.style={rectangle, rounded corners, minimum width=3cm, minimum height=1cm,text centered, draw=black, fill=red!30}, + process/.style={rectangle, minimum width=3cm, minimum height=1cm, text centered, draw=black, fill=orange!30}, + failed/.style={rectangle, rounded corners, minimum width=3cm, minimum height=1cm, text centered, draw=black, fill=red!30}, + io/.style={trapezium, trapezium left angle=70, trapezium right angle=110, minimum width=3cm, minimum height=1cm, text centered, draw=black, fill=blue!30}, + decision/.style={diamond, minimum width=3cm, minimum height=1cm, text centered, draw=black, fill=green!30}, + arr/.style={very thick,-latex}, + every edge quotes/.style = {auto, font=\footnotesize, sloped} + ] + \node (start) [start] {Start}; + \node (country) [decision,below=of start,text width=3cm] {Wire transfer originates from allowed country?}; + \node (amount) [decision, below=of country,text width=3cm] {Transferred less than maximum amount from origin account over last month?}; + \node (allow) [end, below=of amount] {Allow}; + \node (deny) [failed, right=of allow] {Deny}; + \draw[arr] (start) -> (country) {}; + \draw[arr] (country) -> (amount); + \draw (country) edge["Yes"] (amount); + \draw[arr] (country.east) -> (deny); + \draw (country.east) edge["No"] (deny); + \draw[arr] (amount) -> (allow); + \draw (amount) edge["Yes"] (allow); + \draw[arr] (amount.east) -> (deny); + \draw (amount.east) edge["No"] (deny); +\end{tikzpicture} +} + \end{center} +\end{frame} + +\begin{frame}[fragile]{Compliance Processes: Deposit} + \begin{center} +\scalebox{0.3}{ +\begin{tikzpicture}[node distance=1cm,font=\sffamily, + start/.style={rectangle, rounded corners, minimum width=3cm, minimum height=1cm,text centered, draw=black, fill=yellow!30}, + end/.style={rectangle, rounded corners, minimum width=3cm, minimum height=1cm,text centered, draw=black, fill=red!30}, + process/.style={rectangle, minimum width=3cm, minimum height=1cm, text centered, draw=black, fill=orange!30}, + failed/.style={rectangle, rounded corners, minimum width=3cm, minimum height=1cm, text centered, draw=black, fill=red!30}, + io/.style={trapezium, trapezium left angle=70, trapezium right angle=110, minimum width=3cm, minimum height=1cm, text centered, draw=black, fill=blue!30}, + decision/.style={diamond, minimum width=3cm, minimum height=1cm, text centered, draw=black, fill=green!30}, + arr/.style={very thick,-latex}, + every edge quotes/.style = {auto, font=\footnotesize, sloped} + ] + \node (start) [start] {Start}; + \node (country) [decision,below=of start,text width=2.5cm] {Target account in allowed country?}; + \node (amount) [decision, below=of country,text width=2.5cm] {Target account received less than KYB threshold?}; + \node (kyc) [process, right=of amount] {KYB process}; + \node (high) [decision, below=of amount,text width=2.5cm] {Target account received more than its AML threshold?}; + \node (aml) [process, right=of high] {AML process}; + \node (dummy) [below right=of aml] {}; + \node (allow) [end, below right=of dummy] {Allow}; + \node (deny) [failed, right=of kyc] {Deny}; + \draw[arr] (start) -> (country) {}; + + \draw[arr] (country) -> (amount); + \draw (country) edge["Yes"] (amount); + + \draw[arr] (country.east) -> (deny); + \draw (country.east) edge["No"] (deny); + + \draw[arr] (amount) -> (high); + \draw (amount) edge["Yes"] (high); + + \draw[arr] (amount.east) -> (kyc); + \draw (amount.east) edge["No"] (kyc); + + \draw[arr] (kyc) -> (deny); + \draw (kyc) edge["Failed"] (deny); + + \draw[arr] (kyc) -> (high); + \draw (kyc) edge["Succeeded"] (high); + + \draw[arr] (high.south) -> (allow); + \draw (high.south) edge["Yes"] (allow); + + \draw[arr] (high.east) -> (aml); + \draw (high.east) edge["No"] (aml); + + \draw[arr] (aml) -> (deny); + \draw (aml) edge["Violation"] (deny); + + \draw[arr] (aml) -> (allow); + \draw (aml) edge["Ok"] (allow); +\end{tikzpicture} +} + \end{center} +\end{frame} + + +\begin{frame}[fragile]{Compliance Processes: KYC} +\begin{figure}[h!] +\tiny + \begin{sequencediagram} + \newinst{wallet}{Customer} + \newinst[2]{exchange}{Taler (exchange)} + \newinst[2]{kyc}{KYC provider} + \mess[0]{wallet}{{Initial action}}{exchange} + \prelevel + \begin{callself}{exchange}{Establish KYC requirement}{} + \end{callself} + \mess[0]{exchange}{Request new KYC process}{kyc} + \mess[0]{kyc}{{Process identifier (PI)}}{exchange} + \prelevel + \mess[0]{exchange}{{KYC required (PI)}}{wallet} + \mess[0]{wallet}{{KYC start (PI)}}{kyc} + \mess[0]{kyc}{{Request identity documentation}}{wallet} + \mess[0]{wallet}{{Upload identity documentation}}{kyc} + \prelevel + \begin{callself}{kyc}{Validate documentation}{} + \end{callself} + \mess[0]{kyc}{{Share documentation (PI)}}{exchange} + \mess[0]{kyc}{{Confirm completion}}{wallet} + \mess[0]{wallet}{{Retry action}}{exchange} +\end{sequencediagram} +\end{figure} +\end{frame} + + +\begin{frame}[fragile]{Compliance Processes: AML} +\begin{figure}[h!] +\tiny + \begin{sequencediagram} + \newinst{wallet}{Customer} + \newinst[2]{exchange}{Taler (exchange)} + \newinst[2]{staff}{AML staff} + \mess[0]{wallet}{{Initial action}}{exchange} + \prelevel + \begin{callself}{exchange}{Establish AML requirement}{} + \end{callself} + \mess[0]{exchange}{Wait for AML}{wallet} + \mess[0]{staff}{Request AML work}{exchange} + \mess[0]{exchange}{KYC/AML data}{staff} + \prelevel + \begin{callself}{staff}{Review and decide}{} + \end{callself} + \mess[0]{staff}{{Decision documentation}}{exchange} + \mess[0]{exchange}{AML decision}{wallet} + \mess[0]{wallet}{{Retry action}}{exchange} +\end{sequencediagram} +\end{figure} +\end{frame} + + + + + +\begin{frame}{The Future: Taler PILOT} + First deployments with retail banks 2024--2026: + \begin{itemize} + \item Integration with respective core banking systems + \item Integration with compliance (KYC/KYB/AML/CFT processes) + \item Development of legal framework (ToS/PP/regulatory oversight) + \item Integration with merchants (E-commerce, publishers, public transportation, e-health, ...) + \item Usability studies and accessibility improvement + \item Organized events with discussions on the future of money + \item Technical enhancement (donations, tax deductions, subscriptions, programmable money, + hardware development, ...) + \end{itemize} + \begin{center} + $\Rightarrow$ EU-wide activities (+non-EU partners) + \end{center} +\end{frame} + + +\begin{frame} +\frametitle{Do you have any questions?} +\vfill +References: +{\tiny + \begin{enumerate} + \item{Martin Summer and Hannes Hermanky. + {\em A digital euro and the future of cash}. + {\bf Monetary Policy \& The Economy Q1-Q2/22}, 2022.} + \item{David Chaum, Christian Grothoff and Thomas Moser. + {\em How to issue a central bank digital currency}. + {\bf SNB Working Papers, 2021}.} + \item{Priscilla Huang, Emmanuel Benoist, and Sebastian Javier Marchano. + {\em Practical Offline Payments Using One-Time Passcodes}. + {\bf SUREF Policy Note}, Issue No 622, June 2023.} + \item{Antoine d'Aligny, Emmanuel Benoist, Florian Dold, Christian Grothoff, \"Ozg\"ur Kesim and Martin Schanzenbach. + {\em Who comes after us? The correct mindset for designing a Central Bank Digital Currency}. + {\bf SUREF Policy Note}, Issue No 279, May 2022.} + \item{Christian Grothoff and Alex Pentland. + {\em Digital cash and privacy: What are the alternatives to Libra?}. + {\bf MIT Media Lab}, 2019.} + \item{Christian Grothoff, Bart Polot and Carlo von Loesch. + {\em The Internet is broken: Idealistic Ideas for Building a GNU Network}. + {\bf W3C/IAB Workshop on Strengthening the Internet Against Pervasive Monitoring (STRINT)}, 2014.} +\end{enumerate} +} +\end{frame} + + +\end{document} diff --git a/presentations/2021-cb/boh.tex b/presentations/2021-cb/boh.tex @@ -0,0 +1,444 @@ +\pdfminorversion=3 +\documentclass[fleqn,xcolor={usenames,dvipsnames}]{beamer} +\usepackage{amsmath} +\usepackage{multimedia} +\usepackage[utf8]{inputenc} +\usepackage{framed,color,ragged2e} +\usepackage[absolute,overlay]{textpos} +\definecolor{shadecolor}{rgb}{0.8,0.8,0.8} +\usetheme{boxes} +\setbeamertemplate{navigation symbols}{} +\usepackage{xcolor} +\usepackage{tikz,eurosym} +\usepackage[normalem]{ulem} +\usepackage{listings} +\usepackage{adjustbox} + +% CSS +\lstdefinelanguage{CSS}{ + basicstyle=\ttfamily\scriptsize, + keywords={color,background-image:,margin,padding,font,weight,display,position,top,left,right,bottom,list,style,border,size,white,space,min,width, transition:, transform:, transition-property, transition-duration, transition-timing-function}, + sensitive=true, + morecomment=[l]{//}, + morecomment=[s]{/*}{*/}, + morestring=[b]', + morestring=[b]", + alsoletter={:}, + alsodigit={-} +} + +% JavaScript +\lstdefinelanguage{JavaScript}{ + basicstyle=\ttfamily\scriptsize, + morekeywords={typeof, new, true, false, catch, function, return, null, catch, switch, var, if, in, while, do, else, case, break}, + morecomment=[s]{/*}{*/}, + morecomment=[l]//, + morestring=[b]", + morestring=[b]' +} + +\lstdefinelanguage{HTML5}{ + basicstyle=\ttfamily\scriptsize, + language=html, + sensitive=true, + alsoletter={<>=-}, + morecomment=[s]{<!-}{-->}, + tag=[s], + otherkeywords={ + % General + >, + % Standard tags + <!DOCTYPE, + </html, <html, <head, <title, </title, <style, </style, <link, </head, <meta, />, + % body + </body, <body, + % Divs + </div, <div, </div>, + % Paragraphs + </p, <p, </p>, + % scripts + </script, <script, + % More tags... + <canvas, /canvas>, <svg, <rect, <animateTransform, </rect>, </svg>, <video, <source, <iframe, </iframe>, </video>, <image, </image> + }, + ndkeywords={ + % General + =, + % HTML attributes + charset=, src=, id=, width=, height=, style=, type=, rel=, href=, + % SVG attributes + fill=, attributeName=, begin=, dur=, from=, to=, poster=, controls=, x=, y=, repeatCount=, xlink:href=, + % CSS properties + margin:, padding:, background-image:, border:, top:, left:, position:, width:, height:, + % CSS3 properties + transform:, -moz-transform:, -webkit-transform:, + animation:, -webkit-animation:, + transition:, transition-duration:, transition-property:, transition-timing-function:, + } +} + +\lstdefinelanguage{JavaScript}{ + basicstyle=\ttfamily\scriptsize, + keywords={typeof, new, true, false, catch, function, return, null, catch, switch, var, if, in, while, do, else, case, break, for}, + keywordstyle=\color{blue}\bfseries, + ndkeywords={class, export, boolean, throw, implements, import, this}, + ndkeywordstyle=\color{darkgray}\bfseries, + identifierstyle=\color{black}, + sensitive=false, + comment=[l]{//}, + morecomment=[s]{/*}{*/}, + commentstyle=\color{purple}\ttfamily, + stringstyle=\color{red}\ttfamily, + morestring=[b]', + morestring=[b]" +} + +\usetikzlibrary{shapes,arrows} +\usetikzlibrary{positioning} +\usetikzlibrary{calc} + +\title{GNU Taler as a Retail CBDC} +%\subtitle{} + +\setbeamertemplate{navigation symbols}{\includegraphics[width=1cm]{inria.pdf} \includegraphics[width=2.3cm]{bfh.png} \includegraphics[width=1.6cm]{fub.pdf} \includegraphics[width=0.4cm]{ashoka.png} \includegraphics[width=0.4cm]{gnu.png} \includegraphics[width=1cm]{logo-2020.jpg} \hfill} +%\setbeamercovered{transparent=1} + +\author[C. Grothoff]{{\bf C. Grothoff}} +\date{10.09.2023} +\institute{Bern University of Applied Sciences} + + +\begin{document} + +\justifying + +\begin{frame} + \begin{center} + \LARGE {\bf GNU} + + \vfill +% \includegraphics[width=0.66\textwidth]{logo-2017-fr.pdf} + \includegraphics[width=0.66\textwidth]{logo-2021.pdf} + + as a Retail CBDC + \vfill + \end{center} +\begin{textblock*}{6cm}(.5cm,7.7cm) % {block width} (coords) + {\Large {\bf \href{https://taler.net/}{taler.net}} \\ + \href{https://taler-systems.com/}{taler-systems.com}} +\end{textblock*} + +% Substitute based on who is giving the talk! + \begin{textblock*}{6cm}(6.7cm,7.7cm) % {block width} (coords) + {%\hfill {\Large {\bf Florian Dold \&} \\ + \hfill {\bf Christian Grothoff} \\ + \hfill grothoff@taler.net } +\end{textblock*} + +\end{frame} + +\section{Introduction} + +\begin{frame}{Main Points} + \framesubtitle{\url{https://taler.net/}} +Our payment system: +\begin{itemize} +\item is token-based (no accounts), centrally issued (not DLT); as efficient and cost-effective +as modern real-time gross settlement (RTGS) systems operated by central banks; +\item is designed to provide an electronic equivalent to banknotes, therefore no material +impact on monetary policy and/or financial stability expected; +\item guarantees privacy for the payer, combined with KYC/AML/CFT compliance and +income transparency to ensure taxes are paid; +\item is implemented as Free/Libre and Open Source Software (FLOSS) to provide +transparency, accountability, and security (part of the GNU project). +\end{itemize} +\end{frame} + + +\begin{frame}{Why?} +\begin{itemize} +\item National sovereignity: remove control of payment sector from foreign entities +\item Limit impact of bank failures on societal financial transaction processing needs, especially in cashless society +\item Access for the marginalized: children, unbanked need access to payments as cash disappears +\item Financial self-determination: preserve ability to pay without 3rd party approval +\item Natural monopoly: high payment fees to oligopoly or high integration costs to many payment service providers? +\item Informational self-determination: retail banks fail to offer privacy-preserving solutions due to perceived risk +\end{itemize} +\end{frame} + + +\begin{frame}{Why NOT?} +\begin{itemize} +\item Threat of ``absolute control'' over society by central bank +\item Limit innovation in payment services due to central planning +\item Risk to central bank reputation in case of product failure +\item Destabilization of retail banks due to capital flight into safer CBDC +\item Central bank lacks operational capability (especially for KYC) +\end{itemize} +\end{frame} + + + +\section{What is Taler?} +\begin{frame}{What is Taler?} + \begin{center} +Taler is an electronic instant payment system based on tokens. + \end{center} + \begin{itemize} + \item Uses electronic coins stored in {\bf wallets} on customer's device + \item Like {\bf cash} + \item Pay in {\bf existing currencies} (i.e. CHF, EUR, USD) + \end{itemize} + \vfill + \pause + \noindent + However, Taler is + \begin{itemize} + \item \emph{not} a currency + \item \emph{not} a long-term store of value + \item \emph{not} a network or instance of a system + \item \emph{not} decentralized + \item \emph{not} based on proof-of-work or proof-of-stake + \item \emph{not} a speculative asset / ``get-rich-quick scheme'' + \end{itemize} +\end{frame} + + +\begin{frame}{Some of the people behind GNU Taler} +{\tiny +\begin{itemize} + \item Prof. Christian Grothoff (research \& development) + \item Prof. Andreas Habegger (research, hardware) + \item Prof. Emmanuel Benoist (research, cryptography) + \item Prof. Tanja Lange (research, cryptography) + \item Prof. Matthias W\"ahlisch (research, embedded systems) + \item Dr. Florian Dold (cryptography, systems engineering) + \item Dr. Thomas Moser (economics) + \item Dr. Richard Stallman (ethics) + \item Dr. Michael Widmer, MBA (legal) + \item Dr. Belén Barros Pena (UX design, accessibility) + \item Leon Schumacher, MBA (business) + \item Marcello (bank integration) + \item \"Ozg\"ur (security audit, age restrictions) + \item Sebastian (Web interface) + \item Stefan (documentation, project management) + \item Torsten (Andorid wallet) + \item Marc (iOS wallet) + \item Ivan (backup) +\end{itemize} +} +\end{frame} + + +\begin{frame}{The Big Picture (SNB)} +\begin{center} +\includegraphics[width=0.8\textwidth]{bp.png} +\end{center} +\end{frame} + + +\begin{frame}{Taler: Unique Regulatory Features for CBs} + \framesubtitle{\url{https://www.snb.ch/en/mmr/papers/id/working_paper_2021_03}} + \begin{itemize} + \item Central bank issues digital coins equivalent to issuing cash \\ + $\Rightarrow$ monetary policy remains under CB control + \item Architecture with consumer accounts at commercial banks \\ + $\Rightarrow$ no competition for commercial banking (S\&L) \\ + $\Rightarrow$ CB does not have to manage KYC, customer support + \item Withdrawal limits and denomination expiration \\ + $\Rightarrow$ protects against bank runs and hoarding + \item Income transparency and possibility to set fees \\ + $\Rightarrow$ additional insights into economy and new policy options + \item Revocation protocols and loss limitations \\ + $\Rightarrow$ exit strategy and handles catastrophic security incidents + \item Privacy by cryptographic design not organizational compliance \\ + $\Rightarrow$ CB cannot be forced to facilitate mass-surveillance + \end{itemize} +\end{frame} + + +\begin{frame}[fragile]{Option 1: Central Bank Liability via Supervision} +\begin{adjustbox}{max totalsize={.9\textwidth}{.7\textheight},center} +\begin{tikzpicture} + \tikzstyle{def} = [node distance= 6em and 6.5em, inner sep=1em, outer sep=.3em]; + \node (origin) at (0,0) {}; + \node (central) [def,above=of origin,draw]{Central Bank}; + \node (banka) [def, draw, below right=of central] {Retail Bank B}; + \node (bankb) [def, draw, below left=of central] {Retail Bank A}; + \node (consumera) [def, draw, below=of banka] {Consumers}; + \node (consumerb) [def, draw, below=of bankb] {Consumers}; + \tikzstyle{C} = [color=black, line width=1pt] + + \draw [->, C] (central) -- (banka) node [midway, above, sloped] (TextNode) {supervision}; + \draw [->, C] (central) -- (bankb) node [midway, above, sloped] (TextNode) {supervision}; + \draw [<->, C] (banka) -- (bankb) node [midway, above, sloped] (TextNode) {settlement}; + \draw [<->, C] (consumera) -- (banka) node [midway, above, sloped] (TextNode) {KYC}; + \draw [<->, C] (consumera) -- (banka) node [midway, below, sloped] (TextNode) {transact}; + \draw [<->, C] (consumerb) -- (bankb) node [midway, above, sloped] (TextNode) {KYC}; + \draw [<->, C] (consumerb) -- (bankb) node [midway, below, sloped] (TextNode) {transact}; +\end{tikzpicture} +\end{adjustbox} +The central bank could leave the operation of the core system to commercial +banks (see Auer, BIS 2021) and focus on (real-time) supervision of the system. +\end{frame} + + +\begin{frame}[fragile]{Option 2: Central Bank as Core System Operator} +\begin{adjustbox}{max totalsize={.9\textwidth}{.7\textheight},center} +\begin{tikzpicture} + \tikzstyle{def} = [node distance= 6em and 6.5em, inner sep=1em, outer sep=.3em]; + \node (origin) at (0,0) {}; + \node (central) [def,above=of origin,draw]{Central Bank}; + \node (banka) [def, draw, below right=of central] {Retail Bank B}; + \node (bankb) [def, draw, below left=of central] {Retail Bank A}; + \node (consumera) [def, draw, below=of banka] {Consumers}; + \node (consumerb) [def, draw, below=of bankb] {Consumers}; + \tikzstyle{C} = [color=black, line width=1pt] + + \draw [<->, C] (central) -- (banka) node [midway, above, sloped] (TextNode) {transact}; + \draw [<->, C] (central) -- (bankb) node [midway, above, sloped] (TextNode) {transact}; + \draw [<->, C] (consumera) -- (banka) node [midway, above, sloped] (TextNode) {KYC}; + \draw [<->, C] (consumera) -- (banka) node [midway, below, sloped] (TextNode) {transact}; + \draw [<->, C] (consumerb) -- (bankb) node [midway, above, sloped] (TextNode) {KYC}; + \draw [<->, C] (consumerb) -- (bankb) node [midway, below, sloped] (TextNode) {transact}; +\end{tikzpicture} +\end{adjustbox} +If the central bank operates the core system, interbank settlements +are no longer required. +\end{frame} + + +\begin{frame}[fragile]{Option 3: Regulation-only (no CBDC)} +\begin{adjustbox}{max totalsize={.9\textwidth}{.7\textheight},center} +\begin{tikzpicture} + \tikzstyle{def} = [node distance= 6em and 6.5em, inner sep=1em, outer sep=.3em]; + \node (origin) at (0,0) {}; + \node (central) [def,above=of origin,draw]{Regulator / Auditor}; + \node (banka) [def, draw, below right=of central] {Retail Bank C}; + \node (bankb) [def, draw, below left=of central] {Retail Bank A}; + \node (bankc) [def, draw, below =of central] {Retail Bank B}; + \node (consumera) [def, draw, below=of banka] {Consumers}; + \node (consumerb) [def, draw, below=of bankb] {Consumers}; + \node (consumerc) [def, draw, below=of bankc] {Consumers}; + \tikzstyle{C} = [color=black, line width=1pt] + \draw [->, C] (central) -- (banka) node [midway, above, sloped] (TextNode) {regulation}; + \draw [->, C] (central) -- (bankb) node [midway, above, sloped] (TextNode) {regulation}; + \draw [->, C] (central) -- (bankc) node [midway, above, sloped] (TextNode) {regulation}; + \draw [<->, C] (banka) -- (bankc) node [midway, above, sloped] (TextNode) {settlement}; + \draw [<->, C] (consumerb) -- (bankb) node [midway, above, sloped] (TextNode) {KYC}; + \draw [<->, C] (consumera) -- (banka) node [midway, above, sloped] (TextNode) {KYC}; + \draw [<->, C] (consumera) -- (banka) node [midway, below, sloped] (TextNode) {transact}; + \draw [<->, C] (consumerc) -- (bankc) node [midway, above, sloped] (TextNode) {KYC}; + \draw [<->, C] (consumerc) -- (bankc) node [midway, below, sloped] (TextNode) {transact}; +\end{tikzpicture} +\end{adjustbox} +If participation is voluntary, bank $A$ may not offer GNU Taler, or not +settle with other banks. Its customers may of course choose to be onboarded via +other banks to avoid being excluded. +\end{frame} + + +\section{Competitor comparison} +\begin{frame}{Competitor comparison} + \begin{center} \small + \begin{tabular}{l||c|c|c|c|c} + & Cash & DLT & HW-Token & CB-Account & GNU Taler \\ \hline \hline + Online &$-$$-$$-$ & + & $-$ & ++ & +++ \\ \hline + Offline & +++ & $-$$-$$-$ & $+$ & $-$$-$ & $+$ \\ \hline + Cost & $-$ & $-$$-$$-$ & $-$ & + & ++ \\ \hline + Speed & + & $-$$-$$-$ & $+$ & o & ++ \\ \hline + Taxation & $-$ & +++ & $-$$-$ & +++ & +++ \\ \hline + Payer-anon & ++ & $-$$-$ & ??? & $-$$-$ & +++ \\ \hline + Payee-anon & ++ & $-$$-$ & ??? & $-$$-$ & $-$$-$$-$ \\ \hline + Security & $-$ & ??? & $-$$-$ & o & ++ \\ \hline + Migration & +++ & $-$$-$$-$ & $-$$-$$-$& o & + \\ \hline + Libre & $-$ & ??? & $-$$-$$-$& N/A & +++ \\ + \end{tabular} + \end{center} +\end{frame} + + +\begin{frame} +\frametitle{Do you have any questions?} +\vfill +References: +{\tiny + \begin{enumerate} + \item{Martin Summer and Hannes Hermanky. + {\em A digital euro and the future of cash}. + {\bf Monetary Policy \& The Economy Q1-Q2/22}, 2022.} + \item{David Chaum, Christian Grothoff and Thomas Moser. + {\em How to issue a central bank digital currency}. + {\bf SNB Working Papers, 2021}.} + \item{Priscilla Huang, Emmanuel Benoist, and Sebastian Javier Marchano. + {\em Practical Offline Payments Using One-Time Passcodes}. + {\bf SUREF Policy Note}, Issue No 622, June 2023.} + \item{Antoine d'Aligny, Emmanuel Benoist, Florian Dold, Christian Grothoff, \"Ozg\"ur Kesim and Martin Schanzenbach. + {\em Who comes after us? The correct mindset for designing a Central Bank Digital Currency}. + {\bf SUREF Policy Note}, Issue No 279, May 2022.} + \item{Christian Grothoff and Alex Pentland. + {\em Digital cash and privacy: What are the alternatives to Libra?}. + {\bf MIT Media Lab}, 2019.} + \item{Christian Grothoff, Bart Polot and Carlo von Loesch. + {\em The Internet is broken: Idealistic Ideas for Building a GNU Network}. + {\bf W3C/IAB Workshop on Strengthening the Internet Against Pervasive Monitoring (STRINT)}, 2014.} +\end{enumerate} +} +\end{frame} + + +\begin{frame}{Payment Systems: Accounts vs. Tokens} +Two types of payment systems: +\begin{enumerate} +\item {\bf account-based system}: transfer occurs by charging the payer’s account and crediting +the payee’s account (e.g., bank deposits) +\item {\bf token-based (value-based) system}: transfer occurs by transferring the value itself, or a +token that represents the monetary asset (e.g., banknotes) +\end{enumerate} +Key Difference is the information carried by the information asset: +\begin{itemize} +\item account (assets): associated with a transaction history +\item token (assets): carry information about value and entity that issued the token +\end{itemize} +Bitcoin, and Distributed Ledger Technologies (DLTs) in general, are account-based systems! +Novelty is that the ledger is distributed (decentralized). +\end{frame} + + +\begin{frame}{Simplistic rCBDC Designs} + \framesubtitle{\url{https://edwardsnowden.substack.com/p/cbdcs}} + \begin{itemize} +\item Account-based rCBDC (e.g., Bindseil 2020, Berentsen and Schär 2018): +\begin{itemize} +\item simplest solution: central bank account for all +\item responsibility to perform KYC and ensure AML/CFT (could be outsourced); +\item potential for mass-surveillance (threat to CB independence); +\item in direct competition with commercial banks +\end{itemize} \pause +\item Token-based rCBDC: +\begin{itemize} +\item requires a system to ensure that electronic tokens are not easily copied +(hardware-based or software-based) +\item[$\rightarrow$] double-spending problem +%\item KYC and AML/CFT compliance? +\end{itemize} +\end{itemize} +\end{frame} + +\begin{frame}{Taler: Project Status} +\framesubtitle{\url{https://docs.taler.net/}} +\begin{itemize} + \item Cryptographic protocols and core exchange component are stable + \item Current focus: KYC process polishing, programmability + \item Preparations for launch in Basel (as regional currency) + \item Pilot project at Bern University of Applied Sciences cafeteria + \end{itemize} +\begin{center} +\includegraphics[width=0.7\textwidth]{taler-in-use.png} + \end{center} +\end{frame} + + + + +\end{document} diff --git a/presentations/2023-netzbon/applicable.png b/presentations/2023-netzbon/applicable.png Binary files differ. diff --git a/presentations/2023-netzbon/arch.pdf b/presentations/2023-netzbon/arch.pdf Binary files differ. diff --git a/presentations/2023-netzbon/arch.svg b/presentations/2023-netzbon/arch.svg @@ -0,0 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+@InProceedings{taler2016space, + author = {Jeffrey Burdges and Florian Dold and Christian Grothoff and Marcello Stanisci}, + title = {Enabling Secure Web Payments with {{GNU Taler}}}, + booktitle = {6th International Conference on Security, Privacy and Applied Cryptographic Engineering}, + year = {2016}, + editor = {Claude Carlet and M. Anwar Hasan and Vishal Saraswat}, + number = {10076}, + series = {LNCS}, + pages = {251-270}, + month = {Dec}, + publisher = {Springer}, +} +@InProceedings{10.1007/3-540-48910-X_16, +author="Paillier, Pascal", +editor="Stern, Jacques", +title="Public-Key Cryptosystems Based on Composite Degree Residuosity Classes", +booktitle="Advances in Cryptology --- EUROCRYPT '99", +year="1999", +publisher="Springer Berlin Heidelberg", +address="Berlin, Heidelberg", +pages="223--238", +abstract="This paper investigates a novel computational problem, namely the Composite Residuosity Class Problem, and its applications to public-key cryptography. We propose a new trapdoor mechanism and derive from this technique three encryption schemes: a trapdoor permutation and two homomorphic probabilistic encryption schemes computationally comparable to RSA. Our cryptosystems, based on usual modular arithmetics, are provably secure under appropriate assumptions in the standard model.", +isbn="978-3-540-48910-8" +} + +@TechReport{smcgeo, + author = {Mikhail J. Atallah and Wenliang Du}, + title = {Secure Multi-Party Computational Geometry}, + institution = {Purdue University}, + year = {2001}, + number = {2001-48}, + address = {West Lafayette, IN 47907}, +} + +@inproceedings{IoannidisGA02, + author = {Ioannis Ioannidis and + Ananth Grama and + Mikhail J. Atallah}, + title = {A Secure Protocol for Computing Dot-Products in Clustered and Distributed + Environments}, + booktitle = {31st International Conference on Parallel Processing {(ICPP} 2002), + 20-23 August 2002, Vancouver, BC, Canada}, + pages = {379--384}, + publisher = {{IEEE} Computer Society}, + year = {2002}, + url = {https://doi.org/10.1109/ICPP.2002.1040894}, + doi = {10.1109/ICPP.2002.1040894}, + timestamp = {Wed, 16 Oct 2019 14:14:54 +0200}, + biburl = {https://dblp.org/rec/conf/icpp/IoannidisGA02.bib}, + bibsource = {dblp computer science bibliography, https://dblp.org} +} + +@INPROCEEDINGS{Amirbekyan_anew, + author = {Artak Amirbekyan and Vladimir Estivill-castro}, + title = {A new efficient privacypreserving scalar product protocol}, + booktitle = {in Proc. of AusDM ’07}, + year = {}, + pages = {209--214} +} + +@Inbook{Chaum1984, +author="Chaum, David", +title="Blind Signature System", +bookTitle="Advances in Cryptology: Proceedings of Crypto 83", +year="1984", +publisher="Springer US", +address="Boston, MA", +pages="153--153", +abstract="An untraceable payments system based on an extension of public key cryptography, called blind signatures, has been presented previously by the author. The existence of such blind signature systems was not demonstrated. An actual set of implementable functions is presented in the present work which have the blind signature property, and for which the blindness of the signature is proved without any assumptions about computational infeasibility. In terms of the simple payments system previously presented, this means that even a conspiracy between the bank and payee can learn nothing from their participation in the payments protocol about the identity of the payer.", +isbn="978-1-4684-4730-9", +doi="10.1007/978-1-4684-4730-9_14", +url="https://doi.org/10.1007/978-1-4684-
