From 9d16ffdd13069be9ca3b9cd3bd64e3282c7eda17 Mon Sep 17 00:00:00 2001
From: Benjamin Wilson <admin@opensourceminer.com>
Date: Sat, 13 Apr 2024 22:38:23 -0400
Subject: [PATCH] cleanup

---
 NerdNOS.kicad_pcb | 1687 +++++++++++++++++++++++----------------------
 NerdNOS.kicad_prl |    2 +-
 NerdNOS.kicad_pro |    8 +-
 bm1397.kicad_sch  |    4 +-
 bom/ibom.html     |    2 +-
 power.kicad_sch   |    2 +-
 6 files changed, 867 insertions(+), 838 deletions(-)

diff --git a/NerdNOS.kicad_pcb b/NerdNOS.kicad_pcb
index cc25630..c8075fd 100644
--- a/NerdNOS.kicad_pcb
+++ b/NerdNOS.kicad_pcb
@@ -200,7 +200,7 @@
 				)
 			)
 		)
-		(property "Value" "MCP1824"
+		(property "Value" "MCP1824T-0802E"
 			(at 0 2.4 -90)
 			(layer "F.Fab")
 			(uuid "4c86df41-f0da-4bd2-a7c2-43c7f7b61978")
@@ -731,7 +731,7 @@
 	(footprint "Capacitor_SMD:C_0402_1005Metric"
 		(layer "F.Cu")
 		(uuid "0a3dd597-cbcd-49ac-bb11-1a8ddbbd639d")
-		(at 93.4 62.7454 -90)
+		(at 93.5 63.1 -90)
 		(descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C5"
@@ -1401,7 +1401,7 @@
 	(footprint "Capacitor_SMD:C_0402_1005Metric"
 		(layer "F.Cu")
 		(uuid "35c63206-d717-450a-9aaf-ce6e8a4999bd")
-		(at 85.4 73.6)
+		(at 86.1 74.2)
 		(descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C7"
@@ -1652,7 +1652,7 @@
 				)
 			)
 		)
-		(property "Value" "100nF"
+		(property "Value" "0.1uF"
 			(at 0 1.16 -90)
 			(layer "F.Fab")
 			(uuid "6262cc1f-14fa-4714-8d14-95153f6dcc48")
@@ -2333,7 +2333,7 @@
 	(footprint "Capacitor_SMD:C_0402_1005Metric"
 		(layer "F.Cu")
 		(uuid "4d05ef8d-f376-4ee4-8821-e092817eb443")
-		(at 88.6 63.1 -90)
+		(at 88.7 63.1 -90)
 		(descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C20"
@@ -2569,11 +2569,11 @@
 	(footprint "Resistor_SMD:R_0402_1005Metric"
 		(layer "F.Cu")
 		(uuid "50c227ca-5452-4446-bba5-e3d74068cf9d")
-		(at 91 72.4)
+		(at 92.2 71.6 90)
 		(descr "Resistor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor")
 		(property "Reference" "R5"
-			(at 0 1.5 180)
+			(at 0 -1.1 -90)
 			(layer "F.SilkS")
 			(uuid "a6631502-0df4-4083-a25b-069edd1f601d")
 			(effects
@@ -2584,7 +2584,7 @@
 			)
 		)
 		(property "Value" "10k"
-			(at 0 1.17 0)
+			(at 0 1.17 270)
 			(layer "F.Fab")
 			(uuid "e7634a7c-c4f1-4528-bb0d-06da2c73d4cc")
 			(effects
@@ -2595,7 +2595,7 @@
 			)
 		)
 		(property "Footprint" "Resistor_SMD:R_0402_1005Metric"
-			(at 0 0 0)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -2607,7 +2607,7 @@
 			)
 		)
 		(property "Datasheet" ""
-			(at 0 0 0)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -2619,7 +2619,7 @@
 			)
 		)
 		(property "Description" ""
-			(at 0 0 0)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -2631,7 +2631,7 @@
 			)
 		)
 		(property "DK" "311-10KJRCT-ND"
-			(at 0 0 0)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -2668,26 +2668,6 @@
 			(layer "F.SilkS")
 			(uuid "9aa8c2d5-aeb4-4e9b-862f-40a544188649")
 		)
-		(fp_line
-			(start -0.93 -0.47)
-			(end 0.93 -0.47)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "6e15aec0-c892-4cc5-ae2b-56d383fe5815")
-		)
-		(fp_line
-			(start -0.93 0.47)
-			(end -0.93 -0.47)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "cf0605ba-ec51-4913-a2e9-def98f9f6697")
-		)
 		(fp_line
 			(start 0.93 -0.47)
 			(end 0.93 0.47)
@@ -2698,6 +2678,16 @@
 			(layer "F.CrtYd")
 			(uuid "c4643fe9-7bd9-48ad-9039-8fd18c5145b0")
 		)
+		(fp_line
+			(start -0.93 -0.47)
+			(end 0.93 -0.47)
+			(stroke
+				(width 0.05)
+				(type solid)
+			)
+			(layer "F.CrtYd")
+			(uuid "6e15aec0-c892-4cc5-ae2b-56d383fe5815")
+		)
 		(fp_line
 			(start 0.93 0.47)
 			(end -0.93 0.47)
@@ -2709,24 +2699,14 @@
 			(uuid "2e408482-9062-4618-ad85-113366e233f9")
 		)
 		(fp_line
-			(start -0.525 -0.27)
-			(end 0.525 -0.27)
+			(start -0.93 0.47)
+			(end -0.93 -0.47)
 			(stroke
-				(width 0.1)
+				(width 0.05)
 				(type solid)
 			)
-			(layer "F.Fab")
-			(uuid "e267edc4-32a7-429c-8036-ab6b1c2de9fb")
-		)
-		(fp_line
-			(start -0.525 0.27)
-			(end -0.525 -0.27)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "b92b90a6-49ea-4ff0-a23f-7f6b5de761da")
+			(layer "F.CrtYd")
+			(uuid "cf0605ba-ec51-4913-a2e9-def98f9f6697")
 		)
 		(fp_line
 			(start 0.525 -0.27)
@@ -2738,6 +2718,16 @@
 			(layer "F.Fab")
 			(uuid "9c29c521-d4ff-4bf9-abcc-e8617cb16258")
 		)
+		(fp_line
+			(start -0.525 -0.27)
+			(end 0.525 -0.27)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "e267edc4-32a7-429c-8036-ab6b1c2de9fb")
+		)
 		(fp_line
 			(start 0.525 0.27)
 			(end -0.525 0.27)
@@ -2748,8 +2738,18 @@
 			(layer "F.Fab")
 			(uuid "9d15855f-fe02-4b2f-bad8-1e8c2c2f01bc")
 		)
+		(fp_line
+			(start -0.525 0.27)
+			(end -0.525 -0.27)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "b92b90a6-49ea-4ff0-a23f-7f6b5de761da")
+		)
 		(fp_text user "${REFERENCE}"
-			(at 0 0 0)
+			(at 0 0 270)
 			(layer "F.Fab")
 			(uuid "01898273-7e5c-4a83-88ad-9c9332c0b079")
 			(effects
@@ -2760,7 +2760,7 @@
 			)
 		)
 		(pad "1" smd roundrect
-			(at -0.509999 0)
+			(at -0.509999 0 90)
 			(size 0.54 0.64)
 			(layers "F.Cu" "F.Paste" "F.Mask")
 			(roundrect_rratio 0.25)
@@ -2769,7 +2769,7 @@
 			(uuid "e8679f92-e790-4de5-a3a6-9dba2d47415e")
 		)
 		(pad "2" smd roundrect
-			(at 0.509999 0)
+			(at 0.509999 0 90)
 			(size 0.54 0.64)
 			(layers "F.Cu" "F.Paste" "F.Mask")
 			(roundrect_rratio 0.25)
@@ -4615,7 +4615,7 @@
 	(footprint "Resistor_SMD:R_0402_1005Metric"
 		(layer "F.Cu")
 		(uuid "64018b89-a444-4b54-8727-5a7f7b287f34")
-		(at 97 75 180)
+		(at 93 75 180)
 		(descr "Resistor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 72, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "resistor")
 		(property "Reference" "R8"
@@ -5881,7 +5881,7 @@
 	(footprint "Fiducial:Fiducial_1mm_Mask2mm"
 		(layer "F.Cu")
 		(uuid "874e24b1-221e-41d9-a4a3-dc4d766652ec")
-		(at 139.1 77.1)
+		(at 139.3 77.4)
 		(descr "Circular Fiducial, 1mm bare copper, 2mm soldermask opening (Level A)")
 		(tags "fiducial")
 		(property "Reference" "FID2"
@@ -6228,11 +6228,11 @@
 	(footprint "Capacitor_SMD:C_0402_1005Metric"
 		(layer "F.Cu")
 		(uuid "8c3295fb-049d-4765-becf-20beee2aef0a")
-		(at 91.1 71.2 180)
+		(at 93.3 67.4 90)
 		(descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C21"
-			(at -2.2 -2.2 0)
+			(at 2.2 0.1 90)
 			(layer "F.SilkS")
 			(uuid "96cecf07-8cee-4c41-9e8b-1bd67d535d9a")
 			(effects
@@ -6243,7 +6243,7 @@
 			)
 		)
 		(property "Value" "1uF"
-			(at 0 1.16 180)
+			(at 0 1.16 270)
 			(layer "F.Fab")
 			(uuid "68eb0571-87ce-474d-87ba-6a1b5ff0f905")
 			(effects
@@ -6254,7 +6254,7 @@
 			)
 		)
 		(property "Footprint" "Capacitor_SMD:C_0402_1005Metric"
-			(at 0 0 180)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -6266,7 +6266,7 @@
 			)
 		)
 		(property "Datasheet" ""
-			(at 0 0 180)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -6278,7 +6278,7 @@
 			)
 		)
 		(property "Description" ""
-			(at 0 0 180)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -6290,7 +6290,7 @@
 			)
 		)
 		(property "DK" "587-5514-1-ND"
-			(at 0 0 180)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -6303,7 +6303,7 @@
 			)
 		)
 		(property "PARTNO" "EMK105BJ105MV-F"
-			(at 0 0 180)
+			(at 0 0 90)
 			(unlocked yes)
 			(layer "F.Fab")
 			(hide yes)
@@ -6320,16 +6320,6 @@
 		(sheetname "BM1397")
 		(sheetfile "bm1397.kicad_sch")
 		(attr smd)
-		(fp_line
-			(start -0.107836 0.36)
-			(end 0.107836 0.36)
-			(stroke
-				(width 0.12)
-				(type solid)
-			)
-			(layer "F.SilkS")
-			(uuid "67922f93-2643-47b5-9ee1-4fb1be14c5f8")
-		)
 		(fp_line
 			(start -0.107836 -0.36)
 			(end 0.107836 -0.36)
@@ -6341,14 +6331,14 @@
 			(uuid "4bbeecd7-14a4-411e-8b51-b379278a7c31")
 		)
 		(fp_line
-			(start 0.91 0.46)
-			(end -0.91 0.46)
+			(start -0.107836 0.36)
+			(end 0.107836 0.36)
 			(stroke
-				(width 0.05)
+				(width 0.12)
 				(type solid)
 			)
-			(layer "F.CrtYd")
-			(uuid "63eeb41f-3828-45a5-a12e-5cbf1577f489")
+			(layer "F.SilkS")
+			(uuid "67922f93-2643-47b5-9ee1-4fb1be14c5f8")
 		)
 		(fp_line
 			(start 0.91 -0.46)
@@ -6360,16 +6350,6 @@
 			(layer "F.CrtYd")
 			(uuid "7dcaa754-ea08-459a-bfde-73d02455dd94")
 		)
-		(fp_line
-			(start -0.91 0.46)
-			(end -0.91 -0.46)
-			(stroke
-				(width 0.05)
-				(type solid)
-			)
-			(layer "F.CrtYd")
-			(uuid "ab2ac6bc-85ad-45f6-a240-531aab63f13b")
-		)
 		(fp_line
 			(start -0.91 -0.46)
 			(end 0.91 -0.46)
@@ -6381,14 +6361,24 @@
 			(uuid "b397b9e4-4343-4284-8a37-fd3b740119ce")
 		)
 		(fp_line
-			(start 0.5 0.25)
-			(end -0.5 0.25)
+			(start 0.91 0.46)
+			(end -0.91 0.46)
 			(stroke
-				(width 0.1)
+				(width 0.05)
 				(type solid)
 			)
-			(layer "F.Fab")
-			(uuid "4c49d77f-6f88-42c5-9818-2f83ad182659")
+			(layer "F.CrtYd")
+			(uuid "63eeb41f-3828-45a5-a12e-5cbf1577f489")
+		)
+		(fp_line
+			(start -0.91 0.46)
+			(end -0.91 -0.46)
+			(stroke
+				(width 0.05)
+				(type solid)
+			)
+			(layer "F.CrtYd")
+			(uuid "ab2ac6bc-85ad-45f6-a240-531aab63f13b")
 		)
 		(fp_line
 			(start 0.5 -0.25)
@@ -6400,16 +6390,6 @@
 			(layer "F.Fab")
 			(uuid "e4339692-7aab-4a93-b741-065efaa55d33")
 		)
-		(fp_line
-			(start -0.5 0.25)
-			(end -0.5 -0.25)
-			(stroke
-				(width 0.1)
-				(type solid)
-			)
-			(layer "F.Fab")
-			(uuid "03dbf135-deda-40a2-ba51-e391eab251a1")
-		)
 		(fp_line
 			(start -0.5 -0.25)
 			(end 0.5 -0.25)
@@ -6420,8 +6400,28 @@
 			(layer "F.Fab")
 			(uuid "e8009ffb-d4e9-44aa-a062-e07e71a88cb1")
 		)
+		(fp_line
+			(start 0.5 0.25)
+			(end -0.5 0.25)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "4c49d77f-6f88-42c5-9818-2f83ad182659")
+		)
+		(fp_line
+			(start -0.5 0.25)
+			(end -0.5 -0.25)
+			(stroke
+				(width 0.1)
+				(type solid)
+			)
+			(layer "F.Fab")
+			(uuid "03dbf135-deda-40a2-ba51-e391eab251a1")
+		)
 		(fp_text user "${REFERENCE}"
-			(at 0 0 180)
+			(at 0 0 270)
 			(layer "F.Fab")
 			(uuid "f4df3c1c-a7e2-4b90-919e-5ff0c369f7c1")
 			(effects
@@ -6432,7 +6432,7 @@
 			)
 		)
 		(pad "1" smd roundrect
-			(at -0.48 0 180)
+			(at -0.48 0 90)
 			(size 0.56 0.62)
 			(layers "F.Cu" "F.Paste" "F.Mask")
 			(roundrect_rratio 0.25)
@@ -6441,7 +6441,7 @@
 			(uuid "7fa60b84-248f-4bec-9422-682d30288bb3")
 		)
 		(pad "2" smd roundrect
-			(at 0.48 0 180)
+			(at 0.48 0 90)
 			(size 0.56 0.62)
 			(layers "F.Cu" "F.Paste" "F.Mask")
 			(roundrect_rratio 0.25)
@@ -6910,7 +6910,7 @@
 	(footprint "Capacitor_SMD:C_0402_1005Metric"
 		(layer "F.Cu")
 		(uuid "98b08d99-ff63-4fdb-aa84-3228557c9d16")
-		(at 93.4 60.6 -90)
+		(at 93.5 60.7 -90)
 		(descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C4"
@@ -9239,7 +9239,7 @@
 	(footprint "Capacitor_SMD:C_0402_1005Metric"
 		(layer "F.Cu")
 		(uuid "b3e8a771-7110-482a-b379-acf47faed3b2")
-		(at 88.8 60.6 -90)
+		(at 88.7 60.7 -90)
 		(descr "Capacitor SMD 0402 (1005 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: IPC-SM-782 page 76, https://www.pcb-3d.com/wordpress/wp-content/uploads/ipc-sm-782a_amendment_1_and_2.pdf), generated with kicad-footprint-generator")
 		(tags "capacitor")
 		(property "Reference" "C22"
@@ -10132,7 +10132,7 @@
 				)
 			)
 		)
-		(property "Value" "10k"
+		(property "Value" "10k Thermistor"
 			(at 0 1.17 90)
 			(layer "F.Fab")
 			(uuid "b6c0cbec-65a3-423f-9be6-cf846d6cbbef")
@@ -10358,7 +10358,7 @@
 		(descr "SOT, 5 Pin (https://www.jedec.org/sites/default/files/docs/Mo-178c.PDF variant AA), generated with kicad-footprint-generator ipc_gullwing_generator.py")
 		(tags "SOT TO_SOT_SMD")
 		(property "Reference" "U3"
-			(at -0.1 2.43 -90)
+			(at -0.1 2.43 90)
 			(layer "F.SilkS")
 			(uuid "71118029-078e-4982-b67c-92db24d0eaf6")
 			(effects
@@ -12672,16 +12672,97 @@
 		(layer "F.SilkS")
 		(uuid "4a04fbda-1237-4d59-984d-47b861666007")
 	)
-	(gr_rect
-		(start 80.3 53.5)
-		(end 140.9 79)
+	(gr_arc
+		(start 80.3 54)
+		(mid 80.446447 53.646447)
+		(end 80.8 53.5)
+		(locked yes)
 		(stroke
 			(width 0.05)
 			(type default)
 		)
-		(fill none)
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diff --git a/NerdNOS.kicad_prl b/NerdNOS.kicad_prl
index 6ac33d5..4afc798 100644
--- a/NerdNOS.kicad_prl
+++ b/NerdNOS.kicad_prl
@@ -1,6 +1,6 @@
 {
   "board": {
-    "active_layer": 0,
+    "active_layer": 44,
     "active_layer_preset": "",
     "auto_track_width": true,
     "hidden_netclasses": [],
diff --git a/NerdNOS.kicad_pro b/NerdNOS.kicad_pro
index b525589..bfbc5f6 100644
--- a/NerdNOS.kicad_pro
+++ b/NerdNOS.kicad_pro
@@ -61,8 +61,12 @@
       "drc_exclusions": [
         "clearance|121940002|70165000|2aebf974-085b-496a-bd6f-8c70a2d3376f|9f13eca4-6592-45f9-971a-e95c01aa828b",
         "clearance|123160000|70165000|594beaf0-7424-4ae9-9a7d-a66c38d95b99|1a28d452-f9e6-4b2d-9fc5-c02204be6418",
-        "hole_clearance|135035000|63140000|d11772ac-a832-4a22-9dd8-a73e1c298c25|42c6ac97-77c3-43ea-a714-57b8025fcd3f",
-        "hole_clearance|135035000|69240000|23136456-28ba-415a-970a-b4971ed25619|35dc8276-6035-4bd2-bd3b-0370195cb907"
+        "hole_clearance|135335000|63140000|42c6ac97-77c3-43ea-a714-57b8025fcd3f|d11772ac-a832-4a22-9dd8-a73e1c298c25",
+        "hole_clearance|135335000|69240000|35dc8276-6035-4bd2-bd3b-0370195cb907|23136456-28ba-415a-970a-b4971ed25619",
+        "lib_footprint_mismatch|138300000|66190000|5529399f-d49d-43d7-a18b-0dc6ddae6345|00000000-0000-0000-0000-000000000000",
+        "silk_over_copper|100463400|70250000|65da8d05-1baa-4408-ba05-6cac80817fbc|00000000-0000-0000-0000-000000000000",
+        "silk_over_copper|100936600|62150000|b5d42f47-69d1-46bf-9fee-24cf3cd9b1e5|00000000-0000-0000-0000-000000000000",
+        "silk_over_copper|85200000|62050000|530aba4b-e059-450f-8c5a-b5eea5287380|00000000-0000-0000-0000-000000000000"
       ],
       "meta": {
         "version": 2
diff --git a/bm1397.kicad_sch b/bm1397.kicad_sch
index d7100ff..99ec221 100644
--- a/bm1397.kicad_sch
+++ b/bm1397.kicad_sch
@@ -4896,7 +4896,7 @@
 				)
 			)
 		)
-		(property "Value" "10k"
+		(property "Value" "10k Thermistor"
 			(at 116.84 161.29 90)
 			(effects
 				(font
@@ -6317,7 +6317,7 @@
 				)
 			)
 		)
-		(property "Value" "MCP1824"
+		(property "Value" "MCP1824T-0802E"
 			(at 254.635 63.5 0)
 			(effects
 				(font
diff --git a/bom/ibom.html b/bom/ibom.html
index bd4ac7c..b3d3d39 100644
--- a/bom/ibom.html
+++ b/bom/ibom.html
@@ -975,7 +975,7 @@ var config = {"dark_mode": false, "show_pads": true, "show_fabrication": false,
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
-var pcbdata = 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"))
+var pcbdata = JSON.parse(LZString.decompressFromBase64("N4IgpgJg5mDOD6AjRB7AHiAXAAlAWwEsA7DHADgAYA6AJgHYBWAGmxEKIE8tsGBmKgCyMWbAIZpS2AIwDqAThrNWecVxx05VCooC+IyDFjcA2qAAuHAA5huISygA2HKCiIgR9ozmMUWFALoiokRQDjY4vqz2Ti5EXtjGiZRUvCx8VAyBCTLyafyZLMY5VHIsGlpZxsmp2OUB/lkgAO4EEGYAFtzUFEogAGYEDmEQXTqNEABOoi0h8aCwgwDWsADGE2BgbjigAGIm5lbhUY7Oru7H8T5+jcGhR5F2J7GXiXICKWkAbLQF2TIfPG+ikqUn+NTo3yklTeAIhVChDRELTanQitBEAyGkFGLHM7QIK0WRDg8WoUhEsAAblBLKIOrYALKg6gMKRkKSfUoMb4MOi8ChkBgAGWZGW5NE+zG5GV4AjkchFUmon14NAEDCl3zlnzIcmForINBocl45Ol2t1+qVVF1cikRqY0r4coVopNdBoUjojp5fIFVvkjFNNB9VE+cvon0Vgb49tDHoYAk+UbdvA9XtDZF4ckYNGjgkoFDoAkddFoch1evzOdjId55crDCZoMEdB6rNDFqroKkGSTxbNWorlsVvc+RpNdZ5svlo7DnyV9FDvP5grnnLtDul4YUELnfPT3ullA5vP3ac9R++8s9vF46/l9rrZZk6pk64X2iPZaNRYoAnXCdVVLH4yDIOdE0+AcQONRs5yEdszR/YduxbbMBF4T4YIYMC514cVJRgmg/wAnsUjZDN61fVlSJbGhC2LUMbykO853oigixLY8KFPOg8Ioq8wwjPcyPw8dCKdP011Et5MOXGdXRbBCNUHQQUKbUEaC0CheDArjkLgzTBCAqcqAhMSpGbLSON0sguO+czuSkRUtIEEyYPUqyw0tOQyGXKSrS0j0ITeeSXRcm0dL0zt1Ii+UMKw81YtBfg/xUsLZxS+EBXDRLfVXK1+BkKCBFUndI0VIr+1K+NFCTFMWOyshcszbNcwiyUpAYHSPMMxriug+tYMtZt+HDKRfJivr+DoASppHLKNAS1TnUyxqszVbl/IKyqbTbdLt2Ehr+DkHKk0zHjJT4rLTua87pWY1isrIfaOyogQ31o/gNvVRKf2ItsvrM2SF2w3DFrmobksa8bJqh6aMiu3UwfArKGEjUKhoB/9doEHyuRfD6aNx1lutSB6FBY+8srfMmLt43H8dDcqRMa9GQvsjIAt27leWRp0FN22G/KSxsQD0XAQA6AkiRJLp4V6KkaTpVFWAZU6w0TdlSgXMM1VkAC7UEcNZRDXXxw+nGjY1PU/N13koLXI3PiLM3e3Ru1kyFZ2tYmphdYw7N6O9sdfZ13s1VldGQ7DV3/d7GRDXfa2GFt+Psp6KsjaTDC3PTnpjT3DXJTxv3dYLnNPnV+QwK6s2yTxz1DdD0udYbpOBGr2OPX96hdJVCgFSN1VE+YF29ct5uUibwVe+0vheXOEB1j6bgpAlg5rFsWAwCgPBNjMJfYDMUQJkP7xdRleV5RYXW5EaTYRgvzRE1vhPGmRek0XtDepcObfd77yIIfCkJ8z4mEvnwa+pRsB3wfkQJ+CRIEllgUFD+rQv7YDJDQX+Fgt44BADvPeB8j5gPPgkBQ84OI8TfiUeBiDjCUOTLQqESIMGq2wbg/+BCiFAJAawY+p9yGMK0smah5JYG9nvvoBBJgmFYVQWZdBKJ5Y/1xH/fBxwYhnA8CgS43Q/AVCCCEMI3ANYPGiKcOIJgkgvxgSqWglRL4SlvvwD6TjNAuMURWDxGR7H8BoA0fwuD8SEmJLAUkCsKTUlpJgkATJVSCDlNrf2DBaAUGTF7FiUi+TjjtmkqB18EmuWSWXNJdA6CUDeCKU0STfJlLMpUwepFakfXqTrNJbUZB5myWpYsulUkpB4qdFp7t1Q9G9JKH4blpK1PDNoPUgziKZJTLUyppp0ZLIyZkmpvYXpZg6dM+i+pakKBdoPQZ/IJo416TmTC9FLk5m6bskouSHlTIqVUzuvS2kpPDHtO8qoXm/LLu8ZZOyWIlPaf7d4Kp0ZpiXivNeXDNGEMASQ0BQiTCQrMrPWBaSJqYVKvQ7FiTKlKH+WBOF0jWCfw4fCHB6i8FHDRcQ4BpCsXeCpn2ClBKTTjRJVyu8PLb7vCpfhGlzR2GqMZZLaWYS5bf0VjElWjI9TwkBXef2qVU44W9mk/0s0SwOKVB6b27w3jHMmUVMO5qbRCAXDrG1rc7WAwhGbIqrs7Uuz1GqbVWhQQVmcjCJyp0x5aU9h6e8IbunNX9kFCUao+IxpmVhccGQszZjtaGno8aUgKDtIbWFg90bGq0oXKCUYYRuvHHm4ikdwIwjshCMuWkuouphJawUky222vVYamQdbtAYUbQSzVqR02KA4rydW3woolrze27W+rEbXPDQrDtBTY1ptEaaDiQ8CmOtzemnCd4D2ayNROrSC8KnBrSZaGgAyT34VvSu+U/4IR5tPVmisWhdILvTSqJUg9vZzu7YO9NHoLbJrA7yCDEaTZuVA3+qpY8dW2zfSMz9JqvXqofU+51y71VXRkBOwjE0V05rQ9lM16qaL0TTehnCiKwCrxwOvJl3CBHovZZi8B3gTRaBQYBtM3IBCCooalYTWlBSqkwsozBnDOOot4RigRZC5EzQUSJxg4YJOMK07fGTfBH2fAU/StRcrQmywiao5Vys4leUlJq/OGg9VGRdnB41Cd6A9PtMbK16cvQuqMphFt4d4TFmXUZI0Dq3YMrNUZe0vrvN/omguCKAo11z35VGzLps43j2LNB/Lqa54uzPZl7Wx7qClWNO+JLxpS1z1NBCVm5ak21vHkaBtEUwuOrnsF6L/mkyBfHkNijHmJkQeoD1kdHU+CArnvQaddBRoZCVA6wbUXJuNWAuNnbikAmdfrrQWLuldpekvcttsEzdpZbDXPOrhb7sFbTcqHSWaso6TK+PXyuc/OpWq2PXsRYMNZWS813W9pEuNVi+6oLh3cZ1yfQnJHaNNvYZ87D/IOEAOg7c6jGG03jU1wB0LEnc9itJp5njxZ49Or7p5pj97sdKs0xR3bFkGpX1ZXh117nvJZqXaa36hnn2jtaGB+V1kTPvtvap6NoQLG2PSBRSy1TvH1Ocr+OUosWYFGpz7Pp0EaSIwchQUbxM5mZXq4AWy/hhCNNcq6mZfXclYGzbMzIhhpu1KenDLfL3Nvv6ys3hrnjjvBH8aQVJ6loqwz6azCkPg40E/e9pdK0PdueGR45THqoceJW306Rn8AsiL78HwkSiRUz5NsJUdn5TEeHf5+EYKcsAeUF8loOJn3ECCnu4UT3tUIesEMpz9x1vfH29pONF3soJ0y+PwHxkIfi+Shl7pbbpl1nwmRK6tEhzqt4n2jIFoXVfkPS96tSKeiNGQzX+NB+lM9+l1+2v4HQFd/z/v9KNf9GcDH/B/Jga/KCWNYAnidLcka/CEFZO/MsSNR9UAmTWNfUegMyRNIQFAm0I9UiDA79f/GTPAhA/NerEsa/dkGZdA5CNrLCWAlZV/H8YdAZMAo1YOGHDdFJAAq1ZyTgv/HAr/J6DA+tEdHA5/B1UgqdCZcQ6gtbTg6Q3kUAvZEghQlgq/PZNA0ggQ2aMya5IQbQsOZQgsEtHpEQ9Q4w3SLzKQ7qGQ3Qu8VDUgqOJrYwiQkSDAy2RbVwrDJgjNM9Sw/9bsN/Iw3Q06X1amYI1ubwl/JkDAnQ+QLzMwl8EIvuQImgmUIXGA5Udg1GAgl9WaUAlkXg0gwgwowQcdUgoDfdMoqwo1UgqDJNGotI0gisAHJoxws/C/NONsFIcDfA3/OOHooQiI3/FIjIYozo+Im0LQyYwY+QUwkYronCMovUdglXZFZve3PhNvbFEQ4TTQWQdZZfCvbIPY2+TQCaLvMfJTOVLjVlbYmfXYxA7TA4ofE3DAisc4+ESmPTBvRTCfXfGWffOzI/WJE/ZsMsPkFzHCH4cHL0byLzR0c/fkWHMsRMQLGE/CELeEj6cLJElPbEssfkOLfElEvzZglLfEz0aAxUF8I9KUX/DkPLUEF8bdECM5GnFk+ENk+sdZL7eEjkbLesVOcg2k9JSk+sOUOgsU4khHSU9QsU3EgbesLE4bNEuQkCVU3bMsHURE+U3rLkqEpbSU2wmdUERksrE01bRUX/ekkCWQA0tkH4a7FU21c0tSeFEWIkt0p01OF/e0hU90lUVDe00066J03Uo1ECRMD2K0c/SMwdeseZRbG0sMNIkCPkxSc/bZZMI8ZEn0+Mvo0ksOdY9jSfe4tTJ3HXIoV3NsI4tINEwJfvF3M3H4y3Rs64gE24lTPPR4lst3esngc/UfZs3Xf3C3NIYcvvTPRvcfSzPEIExVOc+zMExkHFMTP5MsHoeAnFAUZqd5Ik20eUYpRGKIqCPWL5F5DcsuHU9iapXpa8nWH8IQZ5XpBcBtf2ZI/Ql5MRGQ88zbY5F5RgWMz8i/Hc2pXUdkTZc87ciFU5E0bMUCgC2ZayUqao/81kEZGpayKlA83vdg7CqXfcu2W8r5BJd2cMP5SEeUeFK8yisub4XSaBH8+0MQ5MAseFa6OZc5JQ9ikzQUVZPZBZCDb4PJZpF5eUfw9iqCODamRJNMNo6SxgWaOS1yTkZY6Su8lpa9L0M2HkSgIQE5a9einWLUQUR9Li4ys8oEN4FtQi1kHudiiacIwipMNOJyzCm5eS/pPOJy/8QCnFFiaDf2SEfylCoTYDUyhWb825BCqK5y2i25dUW9EK8sB1Pg05ZKgo9ivGTiiSuK1KvHQywi/8SK1KsS+8xJIKxopS2S0stXTY3PafbXAvHFclW+ByZqCVE3MlPFGC/lYlP4izMPDRFvB4lq4RblGMjq3FalHq/IdUW+Lcga1hGc/4+cqWPfJcskFc1VAhBkMCG0S/VKtAviQ606Ry6il/IUc6ow9i8de8W66y4yIA86uOPinIm68/dkaA8qxgr6vQqCZA9inI4UQ69GYKkGkgw63SKShyaG3/AtESvQ6ggGweOgv6+Aw6jiD8j6iAl6EoO6rUYogmvUZ6h6tGiwpynwtGsMk6uQg67Mumj5BG7SXG8pLQ0mu6tJPAs6xA7m3o0wym9m2gPo2m1bJZZow6mQECqZfQvcQ6tUHoLVOWmmmGzNQ5R9Rwp6v5e9BYgGsm3W74mIrms894RI8CU2v5d4dKhUbGqm94NIvMbG5mx2io6W9UFw/5XggCGG/I8kb2qW8/FcZqNNMFIOsyRDM2MFMWw6wUdyt2zVA296x21DZ28/Q20FVsR1A2u682z6t6xy2Ff6uO46/5UGgGiERS94cLHGcGvkUOmFSKFyv2zIputOx63/T2+nGu1mnoCW8uzm7Mh2+cLG/ms2rmWNeqjjbssays6PdvKcozEoNspPJe2BAJN4oanfWerY+e53JBDO7TCNVe0cqoI+1xdJI4zsja+VGzA/XaxzDWTNJbYsAkojFkUA76SpPJLuCUbLN+rUoeL3ABqvPtZUDUnvIB72agBuhdHvB0+bDWclKMhBsMmBm0cdL+nlJrDBl+rVHvHUKCvMZBosnvTMjBuBxZHvLMSKjB8MQLGhn+4ODWf+x7Jh4i9WXsKh5gKBvtCOO0vhjtCONkmhvdEDI2Nh3NchjWmOF9UjbBvkTImOXVLWxR/2mOTkf0mRyrI2Hh7B2hpnPRshk6LA5Nbhsh94C3U2GOfRt+xQDDZ2Hw0Ax23Dd2cIq/R2/hlPa7QB7xqR3h1x2jERsrexy/ae8szXKPA+xhagOyePWoayJs1gFfATBOVPGqRJrQZJqVWcm48PPerXKsgvZ+pMYvLJypfTI2LqGvMoIKMgG+kau+4EpVUEvatWd07qEM9igUbE4OgUADb4XUcnTpnnZG3yOE+Mz7FWrci8VMzkcDUC3p4bb63UD9JZuyFZkoOyY5JZuZwNNLEZVKiZ9zCaLQNzYGoZ2SJDA5sHeFVK5ZiaWI7oU0I5npzZ3bF+MZ41MDbEl+AZ+nHkT8EDA5jUREviqmRSTQSUUw1KpMZRg5sCLDOFq6YXA5/7XZiF9nYiQ5/8Qq4F10HFu5y5zWEre0boC5idK5kZol15vF9ik5onTQDF2eGC/Zs5pF9ZmCj5qFzWWF7lv5sUcF2Z2Hf57p68S0MgCJxqqfca4pyanFwyjiWvRi06ZV942rRgZVma34taizBgSJ3sia3YzV2wiRHozkDV1sM1soeQbMa+G+g1mVisophek1zAm12BVV8RK1pVmhL1/NH17epVQ15q+V91hMbV2oO16BX1rV/1nok0WN4N5c0NuVt1rlNUPWT1+6tVnid4x2+NlVwN9VlNnatN/e6s1i7NqN3NoNlJk4ooLN8cHN0S6c3J9ap13epq9NmJ6tltqNi1yVVJ042FaQ81mNh1sthWCt11vt5t8d21koe1+UAtlIItpdpNqdvVuzcslYAgCYFYUxPs04g1ahBNu134ZeUQCAAgAAVwP0XZ3bRF0EBIVVs1aYERVUcxYkQImiovGKTpYnjNlE20KsfW/2A8aU5FBg+qFqg5egdGkuTEm10hKH/YYubo/RqQzow6ipGWOQST/ehScrcgu1/fQ5I4KQg6ejQ/5CLGyvvW5DguRI4hSo+WA5Bbo7xkQqmQXCAKg+zHOUOV5Hg7Q7lFYsmWo6A7Q49BNF8uk8g7Q8NHVHyS5jE++o9DNh5rZDgxw8o6NpUqqX07tCo5XpcoQ604edsoywQ82jtkhDI6lZECRTLOdaiZ2KFXPzlFoXRh6ocnsXdhye3yb27dlcrdavE5gR6Oan8+BiXdi+ndvq2o/eXLaZ/fhMUHYNAINUvzFOInCJy4fzFJzOYUYC4N22vByKK7/0VCGd4Jq69VBAciwfK6gKDTq4RNQYtSZMfU6+DPgZrrMf6/TLfsIP68sbIJe2a7Mla7BUrlZnq8WfscDI5FeVjRcYq8Ui3MYM29q65IK/uZW8dJ/ESM28UPkKdMO+QPK/2/hIG+oYJTDghJKC1ouVu59MQLe//ysc+5tAa/sYW4akhLm6m4a3u9G5ttkEW2bHPyaV9U2/G6DMm5vTRYjMh4LGIdTL9K20AaRtomDuccAe7rjLTJDLCetOR8ROO/m3dPh82Tfru4zuq8Z59M0FK/oLBVW4uLQPO/QYOcFKOeJ9jMVAuLwM26Dmm7OdBGoM27xix9ud27G40fdKeRmUR9kbp7To1/ZwjMm6qJBfR/J9hWYaJ0J+0ZrobqyV9KJ4tSjvmdG9y8ma68HVu6a6dPp8fye76fW/V4+8FY58a9Fe5Nl7a7y4F/F7ftaJsYj/0M24qX7gah59D5N+ItF60CV9hXEazN94eTG41ulbC5deiardd3N0D1qDBXbZHZrL10HPsfbZC7nKabuI85Pdr/HIr6j+ON91rPX0r830aZCUXNS52vS/BPVS6my85E1kcYJQWP9k0DrJIbt5WUX7Mj7TFWq5n8YA7SG8WZ39wyz5cxn4XBpJDSLJn9ZCBujXNvTJn9VBKxDXv4uNkYv/BYzvx+9SwZ1BtCB9dQa6/9KAvWJtNvzh6b9N8a/X/rvyIzz9CuQAhUpPzO5ACwys6bKPAKX59oCkL/Dfq3HVj3pvu6/GARRjwyEDoBWAzAgf2+r/9iMP/T/qKTow4D/wytXgOrC3K89yBHaacN03AFcC1I/pGfo+joa/o+A3TV/ro1Eo/8LiGjX9C9A24z8WIyjX9BWCgHiCf07A2XoIOz7ewducfB/sNxzAZ89BL8e3oYJ4iaDoWeXZQbt0P60Yhm2/TAXwJVAn9HBRGbgQBiX64YhwAgywbbEL4FMe2EXYRJQlCiwJoWW9BtgwhCH7EyCFuIfu5yNbhsBMY0F4t3ANxVMUhXxIOHEKS5NMUuD9cfmuU9ApBswyxcrj1m7R35ewukHuOUJrRVDyiURcrqVCA7FDc43BQfAJ2KE1CvemsCAvaAjimdQY5XYrBCmKHpYo0RXJaAFWKEcRgq5XOyDFRxZdVEKCw0qFhXJZhg5OrvcpF2nQIsgKklaKYfVCySKsVOrBHmvRlyK1ZZQHQtfF0JuFNCzcVMYQrVnOFX4589QzYXwAlrlCjQ3aWIr2HaEf4wUXwtobcJBH2p9CgIxodwXNqho78jwuEWKBzrfDDhn6N+p1BmSIith5BePicNfywNiIXhN+osJGQwjgR/+KvGyBLQNDKRBjfDBSIhFUi2cxnTYfSMIbzpCWBwjGoQ3fQGFNhQNQtIoz2E4iPQLAhkeEX8GjVCmJfVqjiwKJZNXYOQyIRG3Nblp9k9eZ9s31nZyiFWQI8ENZHTC6ty8vucEXU1FrX1chw/d9gUK/bH41y/mEnI/hOjh8nRC/N+mxz8wqE1+non0twxZ7vAeg2JMcADyDHu93YrXE6IGls5KQTG0xG/vBFG5jRhuZEEdPAzcSa84x1PAJF/zIiLZX6RUf/mRDyRwZsGi4Wni2FvR+8dUIY3Ar6NrHDZrIHoz1I6Wshnce8XUVbOtn3RHcgxPpVyBj2DHawvIUaKpJt2HG7YE0gRbBpOMUiiIAeRY6UkZALEENcxopIyOmOoZV5oed4dbAViUI945xiocMYVyPE+l8g2vP0a3GlHMpZRnnMcuX27xVQTcffevi+OtEJCw2GbR8W2Q3yJdVR/ZOsgbn/Fb4s8Oot9vfRBL2jVy+1WQaD2gYiCDGpvNAQEwl59ogQgjMBk4MgbYS3Bs3cnm4kQGdUcxggdBvBJcw94YyuDCiYWO8hY9f0KDV3jNDf4tdCJmDYQW20Ybf00+v6NCRw1/qGCDYCOHRuoKGSUlyGMgn8FhPol1wdBtAURvkC/6GCm4DGbBtRKzjSTQGZE60oYP5ASSiJIAssMJNrRCMiMaJDxtg0Qk6kiehkpBiD3YnjI7shgpiRQQWoi8XJ8YkUi9hcnJjZJ0cQwVo1x4zQpJfiT0oozf7GSX8Lo3FLoyJKmE3JHEoxlpPYY8S8k8k1SXGh7x3JQ6GU0RlY1MEpTpGYKKwfFIklBMSGUUkkn4w7QWTwpNU8yWGFt5DJaMDkwbrCT1SeTqeBU8nF1NQYnQreVaNqduL2i8SbJ2jb6NoMMGqNWCLEs9LeNb6JCfxjCZIrUwH7jgqmQzMpqnDKBjt4hRfNvsawEyrS08tQTpA0zPqyDtp0Xc6ftIXK2joJhCb9uCQ8wvDyYniN0cZT1KaAySEUNyBiR+kDjp4eJI3NAySzNpa0oM93jhQlKeIYxfBJ0esNzRG5muzJFsPFDUkwkOSAo9GV2kShw8sxqFIUoTw3FOiH0XEbzsWP8xsgSSMJRBuR38yqgQZ+ZbEq5H+FKFMSQM3mFGTpmrdREb0/Ek5LNL+Y3gmSPMu/V2z5ASMFMiWZLkfRa0zQcPFXntlzADIYSSjXnI1AQhbZ1ZWY/IDSMWQwlDGhvKWXqQzqpi2Y0sx0GLxGZswDZUoD6XCTcQ1prZLUwHOu3CmgyLxUuWGbLLih4zXZv0oyKLNzKuyHGzGFzqxg2IHSlpfbN8SBKHLG4z6fuJ8ZOSTnaj8mMowIXO1L518E5RuCUK+NbIL4eAniMCXky7L3SoJn7J6Q6P2p2QUMzSdkragblciZZVdGxq3PAzkxvqeXBuW9LrAZ0vUDc9meLMzp20ba+hfGYTRdQNyrhMsi6s7XNpHoe5R1DDA3J9ToxB5kdcnBvNMLPgZ5I4jvG3PxL907sx87uafIVId57ZSEQ+RRg7xIz7o49ZdB3nnlXzesb8leafPQYd5N5W4LuiLz/n7yqSu4x6oemuSrzYaWaBufyOEBYyW5PNEBQgpvGRzVcM9AIawH3aHtj2R02PCUGkzTF6217W9g+3liKBTQfkDOQygxCDBhg0czBY8G0RuBdE+iLQIYgCDGI7g8sCxE8FcAvAqgVjNIF8ycRElhFYoURQCHTQ9AnEQixRDIsRCsBMQ9CiIJ+Kswj87Rtc2CWrHZD3yoq8THZLoqEDEUkKGgIpLovHmgVSol5ZIJYvPLWLxKtiu6iK2eS6KcabFa8E/Juqg5ma1LQCroplpe0tpWNCOLXGgrBLDF1QjWqlWGb+KDRZVBll4qMWm89mBFZJSYvsUGzO4ui+iMQ0GQnM+uFigWgUtYG2L3qQISMGyG8V6xR4KLWStUvHC1KpkBi5MAtJ7LfiYmhoM7DNTEjdUz6XSh0AG2TA147pWc8LjnILxdLJoAbXpanCTwRoqFyHEZWoqrktM0uME9pvEgbn4MJ0sKPuTXUv411h5sKDUuXRbnm1baTdYgRPMEDRSrlxy8SVDlhTwybqYKO0v8mv55YR5bJf5I/xpzfLfsVjWRiPPeUnQv+Dc/SVDm+j/8G5Jkj1JFE/kXK8SDia5a8qEhjYZo5y3FOC2+jXyxUP/b6KgI7yuSrliChSYCtwFHyCkpK2edSpRVkq4V/qXUNKQ7yQqxcYK0Uh3kylh0hMLAtpXPQmXt4Klg5QDNX0bbNQA0Jc0VaMrvHZy9RECYVQnIcRajTRCqyVROQ3opBy561PIRoselKxtFp+I0BPDuEchb8T4eEHjDyRFdtQTzC1RbDuF8hUaAwk1R/nKQHiGhDqt1SnlaFjgPQYhcoXTnQLcNiIdhOfCzgaHENHu8IUsddGKG2w64NXWNXfnbH+FyhEai1UqDKqBqOixqxONavK7V5IOeaq1Xn3dXUFYiC4poWCgzXGqvVP3XFNCPtVqhkRtqwlqGOrVqRURxQughiPNqFoOCxQ/csKMxGh1ThUiJUCSIOVNrih9a9SQOtyIdruCbiINO2txEBqiJ8HHtaGsPFgNfV0xEClAxJwpr54KVEfEGpPUNoyuASC9RatzimwrJx6i1bGSvx7ri116CpDFNkBbqq1y6rtZNjrUtqP8Sk/ocaqFwxSdQO5MDU1lfWzdnVxq+9XnBkZLDy0I6a9f9ws7GrVsBRGhqLgiKaFD1LEpYSGt+EhT4Nfqj8oQzHWv4l1wGvxFPTQUMKxlxfB8U2xDUWjq8AqZOduotH/g5qKy5jYdKSGnFXIVC6/JxsGqASRNBYXjddJlX5D9Vz0tcmh20DLcDU2gijupTUZtds+RHJqfVIKRuk0w+m7TfCJCxocvQG3Mbs9yg4agFZRXDUOZuDqekYCZmkcSxHZ4A9DN5mzzctzc2ocy5vo/za6GzC3KzxxaA0qFu6jpVNunIZcVFvqk108xUW6BA2t8js4Ut0CGrqmIS3abOkvXOSv8xi3NCXlHmsLUd0HyJZQtEoX0d5uiyhbVNZY8ro5vc2hbfIsLTEfz1kDZM/NscA0t1vtAzjrNIWbrZhDj7Dbos3W5Kt0li2Blut0WltLFq63c5TNZkEniKHm2Jb7ULAjbSyBfyubtmGW5lq1zq2TZNteWsUKgtYCucGq6ih6TXINWbKYRL0aflCncxDq8NeaKUmYTHDUav0H0aLMUNTjyDr0AOgDUCNyrZVXIOYH7T6qWzppZANJF1fyHBZaR+QiYl1YoG6ZtozVAo4oVjvxyvJsW1QynLrEqQbjuhq49ODqGXFtDIdAddxgaSB0Lr04iYELLOr+32wwda6w0PAMZ208h11Y+LPMgmSVqMN9zE9NzsvVBr/teA59VuNl2A7QdM4rnezpKQH9fttOtHVTrJ286GsxqgnfTj2Qo69xg2mNWNjGTs6iNbzS3YDrcT0704CgBFo+no3q874WXNFi7sg2ZJHdUJQlmRsxZJM6GZuypHoJx1ksXdoet5trppYB7WWb23ImNE53Q7EsLu4HW7tB1W6hkqOvsFns9ACCU9ZhIqLGq+1ygI512qOW5xjkdKq2Q6gUFFkvo6R3iASYMJsk1VN6BNsq8ZfKszZCUXoeMEvBv2b20BW9IYfFEPs70KaHtSmuCaIg7GYrHGoiFsZFFoxqUGxR1DtGjpZ6ErN9Z2ZbritX0apKJM0F5ZQgHSJSFwiYs/X5LchP9rIfk+iLoxwqkTB4DAttK1xPrSlKEo8mAhGkQFb6rNxmXfQSPoJAGiMS+s8X/pAFz7su1+PUN2MExcjeGEaciUDmp5QGkGRUK8WAZIFuJ5aOBQUB2n1mh8MDF2QTDmgoIoHdJY0Zff+A8k0GzxVUHbeQcj4BI3+J9CaRvqIwMGjuO+kcSGlYNcHcDK9Tg4Qf4OgiBsNDCAZUqIJCGh4QKjrZ/srR2pz9s45SWCs4M5BFs/K+8e30kb98YuYqqIfID/HRt7UMqxaTXpKYRwDDFFKpiYZLm6FuQ8mvVdPrrk6KvGZ5eMgSJuppT3kzPaBAdU8N/I4ZNivCWXFCOOLwjOsb6mmFcV2Sn0cPJJW4mZrxlRRyeDSWPG8NY0k9eS3/rlEMVzTeOaR1GsnmNkxG1t35MoykqAFxGkM1RjJZEbeAHVoj/sZEi8OdqtHzynIUoyFLbq/8vw/HXw7N36Nlg9IdlZPJmVAqVIW6k0hJZCWSOvdIaNk0oz1IfXdH0jJU9ygsaqMVTpj+GNFUA1ArjGMsEKu6r/jdRg09jv/CUPUpHll12jgKGgDoblWsbk8ecIZSqC41SbC8xkHpdyD6XULb6lh3ttWX7mLLRKXxyTaqovhAr/j/GoE7qvu3rKtFT2iVQ9RiV9ygQl/a8MPMc5jZrwLcudJcoZZkqfCelEoMPL1qUl2KP1DrsSveUOQCtN1Dmr9h5DDdiVPyxisCvKSMnvinK6k1DjnQwq0k5Jh5tfOJPIrRTRJy1WNmlOzzsT4LOdBKZKEn850RKoZglOOYtzJkhJ2ectXCkMth5hMAk2vL1QE1vuY8Jk4mItM4nxiJWW00qctVAKfw9/dU9aQJry000ypz+QabUZTJx5N1XEySQDMym06PzNmvNglW10rTF+D00ybZPOncG0Zrk70UqzRm+Txi9KRKvDPgcHTwZhHB9UT43U/TT6fKLlM9POM+KHJ10+K1bBp9HTUZe6gX0Y1V7GFQm5aRKvnwarzysoJPDyH769nG+4EzOV3pY3t8uzphgYz3zVXdQRV2ZbVcNRtHVyUTj2p+mOhP4+K5+UucFgnCP4EKLdW3O1BDLLjpM9+buEM3udozFoaToOU/cvOyx/ZmTKaNSUVgMHm0flLIN/g+cezjxJeycG81Dlmw0CjlIZ2bIgLFQkmdq55vYZMmguwCdzTZ8CyAI3Pw7ZsqA9VHAtZzy85JmFqs2ef4PlIXNg2XDFul+xxMZ4woX9G9InQUXR4Lx7vaxsQPCZasp9H48xaDwDl0hnekE0EM0yR1OLT4jIQJc9xcWVVTfUc1PtXMz6OmWbI43CCEDmqXd+yAtZqcdSxFgjH+Lch9BmGtGKkQmeDXpchOtCEjV+IFrmpSO/D2T11M3ZkdAJagPQlQs3UQ0TUKXHLZ4EPdErhDowbLyl7PvZcRgWXRpql+cCZeCt59tLFa6tvJeo6+XNL/+YUzOvitFdKA3avS3rTSt9Ijh5XU6KBqUl4icrKg04WNDAUBXB4M69K/CDkE3MXd8l5eUFY1k4aLU5gwdX0bPU10cIenTy2muLphXyjsWqfvrtMbzD6rtI6ttYyQ2jWgiWxsoc8usLRXBivV4tclbfqMAuhK1g1DpekhyXBiY6TDTNY+FVW1irZ27e2djm16ZMFSJQJ/l3BuR3il14QFkwrAJgLpiJ3UaxrN0KBFAFo4SHde42mNvrT1oGjhBcPImx+Gyn9ooDkMBX0STlqG2mBMVwgXo6l+0ExyaGsl4NYqEIhjZmFY2mhLXVoc1co2SDc1FqOmt5Zpqo2hMh6nkHITvwEowlj+Wm0pbnxeWeQlN+G/5bhAPd0CnSFJXCCNLCE+biNnG4KFiJo27hOPdwhLY/yQg8C4t6GwsPCx348bdw5GwBotRA8iuavQdQanx5lX/qVNrQwQzltJXCavwufPrWranRKNBKVQlmzEPeqOeKtxW2KgmJZsbbAamuhUWtvk3YUYtKm3QZcKYjmiRt0qyHdzWs2erLvfAjLf/xz5Ei9N122TxLQMXxzeCptjXUMoWiKwRoEG9xqzuPXP8L2v629a/Ggn5RuwwG3AfHBY73iVd666JoqSl2O2S5yCWsvBuomf2g8N3NCh6JKg7QqcEUAKF7vcEyQ5V1OEyB7sLhVO6/DJO2j4LT3a76/AexyGHueCSOH04iF6HXuj2IjKQRSxqF3vJgkOBxXK/aF3vMcg06/Tq/hF3svlJhp/VUBWFdA936IkndfjqB6Dgwe7wHXjtC0oA4RUYI92ysKKfuwRX7vciUNhhfiyZ9QI95SmxTPtQEekCDweCEYPsJh4HcPdB/vcUDb3roCD3kEg/QFr2lQ31furxXZ4LhEwlkAe3vYqOr2UwPdtsCR0LLf2yAU9je38mRJvB+9w9nB2w/zR4xiwAjo6tA7TSUyUHYj0BxBmDpwOZHeoLwvkcAdgQ07HZvthxB+DL0uoJuEe/hB0dXsJLlcwTeddapaPq76FvR+hcMcWH2lFdyavo4pS9o9H+ZJdsCB4v2O+LXKJx+46vY19gM2jswx47LtF9sFR7GwO33IfkRhMY4JMI0CmCkLH2vQYx6+zu0rnO7a58EsnglBNDNCux85m0V0J0m66BU7otwwYZrhvltQ7hhyEMVvK8nNS7ESCsacYQha1Tx/NUPka+0ynZQ0JdrSDE+VOnvea6jk5MquETJLR2gOM56J3hrCYzpoUURzrJ5gwAa5UJlOGOYRfhyoIKWdXyDCUKCsDSp2DTGgFUYugaUp4U4fXnOCnHIbokc9WMKTahsDOp17Badj2mnwcd5x/huHtOa1zzkofM96dX5ZsYEWka3KGdlElakhMo/cmwI9FoXCtGaGhXe6gvtapztNakXmclW26QxNlcMfDC4v1n+NDF6sJec5HKj1RHolXX8WTT5hcTC5wIHUdmP28zy5GGEL7BMk6ASeNl9F1DgbReAjrNUO9YnMStQQZQfl3Jn7PbNxXHL2h1BG5dJdS0e7A9hE7eM21ouxlBJze3vaRILKGSFJyOZoVKK6F2INs5tVcPSX3D8SZBsgKxuONYGC/f5IvIwbMcfdzr8Bq2HkFk2O0fcQAc1doyzYf+YqU/WSEOWA08sGsTjj3XtM04o39/VOrozDfgsrGykoNyfyDE0C/XB/cMSAM1byDXRvrxGFAMLcf1e7Eu3N0g1gZ2u4zouvRk659dEYE4CbvRVw2Mgq7G3JAoEWQNLddvp4ObrQDQIjjBv+TPk5t90yr4sD1YbacN4GcoRpgBsHr4A9vwDckMdKyLSlFYP5maCa6z50ROLw+UGD93egqxutqYQcD+xuk4ylAMrdkHXI2/Xt0PA1H8tH33sGdym8jN3uNUE72t2eDP1VnT3Hk6yAB7TM/p39P7rMyw3fdNnzaR70Wvy3zrFnKEL5N3Yh9ymUI3XzCQ93frDAXv6z6U+RCe9A9yBmXVh4Ie7EHOdIjDciQYVKqo92OBVPeihBR5FVzoZzaTTvD2bY+g2MnUSCG9k/jJncC5fcqZoVyhlmpDqIBwOS3ORLVcvZs84cg13E/p0j9xpOGTSWxpFkUZzJ7GumSxkcnsyengmemezJaeSZL2aWlgzpkwrFPizXmZ/Nk8bdOZCn42Gv2c+vzRP9zez1GcE/Zc6ZRK9nkZ50nnz2eZn25Z/Nf6wt3PD8g4vgei920X4vPbzxdkgTi9/PHp8IWJ+DrrbL4/81ecmVYipe4+uskzyIZ1mAzZ5mXrzxV6PnMtnG6X5yS8xDLJfG0ZIKzyzLLd1GHk8XjBlJ5a+uukv3nciSyDS/ZePJI34r94eYMshBvsUmBcyw1Lyey3FB6T1duXiV7TrpjsjxAm84sXO+1Hi+Lt84vATxLRr4E148FUQIxegltizCaQTXfRLJ3xczvVWXbU+PXdl6ZlyF04FTOpzf6JAc3yokpc6+8wcNmvAs6jxicSrvamW4IZYcDkKnZQVmgdcZu+0VBkFDax9cZukocnten3I4zRKMuz/IHEUgORKcT+D2ODwR+UTe0y4tbpsya3WQLYDM8H4AYDSElgfPu6/KD+1JnYAfGSE7rQG+/X5mQou90hOF4Ps+1SmsdiTz7kAvdZI44yHxz8V/vdrIUP7bjD8Z8Kw6fkJRH+Wkp+0QdSRPtHdOlN1nMcoXPtHaXGji3M/tyv9zU6QZ84apEQNeZizhwI6hR46fCXzd1ERUFBQpHhx9ijL6mGRfB3sck94tEyAGPuhjOynLD/EEi5Yl4fEn8n2WvMnMlrZdgOhK/NX5c+R0Egs4awK7S0oR5jctXXIyDUPLFkwfYxLV/aV5RZr2Ok/lm4tPDNj0zn+NKfCgFXfrVBqEEAURo4j89vxtnTNm49PECpnKysW9F/szdvIUnP/ogHVRTPJDv+fNFOl+W/UZ9Uy6Qb+vybKns/fw/O9Y6zt/KXrUJP6qvxmOKPMnv8mbMp6k+bO2iVVuKlBbpx/9Y0OWX5r+v+tPefiaCD9vHJBAKRrpL4GMgk8JjjWlzQYLjO8W+C7yY8qgUAISYqIV6zu8kAo6mgCXwNAOMdkuDP3e8snR0XbFYDPZE+ltIM8SkQIxL/zK4pEf0UaQrNWgLrFY1GAkoDYcSMUol8nFH2zFUGWpwx0lIUbiC4yWfgPJ4olXXiBEyGBODzEWwVcVSBdCdGmUMSxAHlBxVuAMSs0EiOsWo16CdQKbFyAo7mUC2xC/BIDf3S7lSgPRRgJ0C3/YwnHlRxQgVCIgZMcVRc9FDqCUDB3On2vRWuSQNJlBxEQJGcYeLKGzBtGHxUp4tZAQM/cicfIFa5tAyWXoC/eKIMlxNA4wncUGZaMVD4ggu7BuhI+BOHW0Mg8bQjgwFXaAXVeGUQP5IdxRhnMDogyvwoJygkjxOsMFLb2D9+yVOVqAsg5Pyj9mgy1Vj9XjKJ1D9HDFQlaDbDXAh48O7AgKz91YJmjPIfwbuW9hxggDlBp1YdniJpzOa+GmCL8Z6lS15feUFWCAONImDQZgzDh2CxgmUASVuTEtF2Cjg9CkFNH0eYK2CGkDuhWC5xQZA7prgh4MpR9aTYJeDzpU4OeCBaBYmTQ9gw5F+CVgiaAxpVaD9CothyfWymReCaNGRJSrOvFQwpAIAMu8BMH6TH0AzOTUulUQmagoVvjVuxe96g4AKKAtHAUEH1RZQE3QDAnEkIDYcQ6E1wCkTXj0Px+PRkAJoVODB3nssKQ6hVBFKahyqM4eGDTnsh6RpEcoj6LGm+ogNCo2qsvnMUK8NvIdpzh5P1NowzR5nPkPcpg6COi5D1jKRxhcxjcUMVC5QE2h1CZQge1ooWQ3UPsU1aYcgmRsqHUMCIAaYkXY4dSNOjtDFsJ8iVC6iGGh4h0KNEgjohOGqmMkLQtMkUp/Q0ZxVCNKb0O1p5QxyjRJY6aUM3JZQ31ABpWQm8kgFDFSMLNgFzXkMwJVQ9AXhQkQxAOcQV2exG84k8TxGEwdSToMYsJzTxELDb4YsP6VSwr4lgCK5c70Y8mLNHXOR/WX/gj8RELVSWpE8Tx1bC9DdsPERawwQCqZ2wxsIrCmFKxCXhPAEwAMRx8ThVYBbgUxBwAAAWnMRdEZhQEV53WvBfBoQURGEwhmDPB7CK+IcwPDyIPsIRBgkduze9GQj70dFjJZwRVpQlOEmMlBrVLDvAgfXzG7R04XSA58rsRdyiUOfH7ELMuneH2XZbzXvCR16fUzmPQsgvgK2lyLQmiECkI18wZddeK5kfN1nUmWvBShMXCKJdfP9DAtyiQX0Aiy4PuBr8DudyzgteiDn1KhwWG4UF8ymNCxMIxfJ0lAiBcaYl15ECfCNJxI6BFnhJdQbCL0IFeISK2tWcWuyl4xjCSLnheQEXi5JhI38zeFgg3iJpMmIysUM8SI/8K2Y87f00oifeVUAEENIhmWRIv7enBUj0gp0gYikLLmAUjrIj8PKwJwcHjMjumF5zEjkSYiC2wisVFgRlFPQ0wwj+SLSMLNAozXyTYgLXAmD0hIuCLHh5iNPkUjZI8uCihreGSN+xJA22TGMYo9OHog3wyCKhxwIvzGCiusYCN0j8HVHDoitmIyO8iCo1MkwhumV8NOZvORyOhxrmQqMH9dzbSGLN3SOqIAw4o9KW6ivI7DDiYCWVMj0in0UKLzCPreOQ9xx4a3GTkegnsxZBhzZsPgDBw+P2mjtMARmT8mg3WELl0/MGxGDrXfAWdIZtYpysFLbCgMpNaMA1CV5qgu1B1sNCJwKbQXAl12rQPA6YnP5/banl4DI3LPh8CIaONz+j4GYoPkMY7YwkuIfJb2w4DXA5Q2ejlufQKQYLUFnjiCV0QPkTYKBa7lkCEYsgwTsjAs+RnQ+JMwKeieaUIOsDMLWwLujyYobRRjSBeGJhii4d1WhiIY5OBJifApWhh4zBJXhpj7BSQ25jcUDrWxjG0Am1fo0gv9xJtgY0d2Th2bQIOI9kMKW3oIKnXqXFjqGUgMcZRKCQKuiSGTqgFinoqrgYCnonbl9FWAyqRD5dmM6McY6SXIJ3kbGQwUF48WJwwMFRbIoPKJhBQ2K58QY5DAeiAiJQW1iEeewhkF1Y76Nljf0Hm2MIMITiT8QZYgGOVxagkVwztohCV329xwghUTinvKcI0dqyQTGYR2goS0ulMhdoLTj9ohkMfoXpCUBTx3KLUDpt7QLUHKV+BSQmriyJZ6mfDhCLUEWCaIvgjLjDiCk0lDciRinhljmQ2zLiA8R+w0EZhOdDMYlme23vRolGCinimpPERgoZiKG1TgQQ68EHjB8XGnsFQNM3Dbj3bHeKbifbZeKppvBeuOXjfFJJCtQFbDUAHo2PJYQ3iPFdnxmF94o2jgi8dZ+IaRzI23yPiRaTqzqIqba+L/JsBSOyEhZaVsl8tykOELATT46eKkogEsa07jFg40Kx8EEs8igSIQBW0qQ8jY/mLVW4iembjWBKmy7j26T6gbiBhXKkGQkEiIkhBKLJun1CHUSaKicobTaEbDPQfB3rte8ClDSN+9HALgC444TSbYmTClE8RWEvzm41BE0cIWYosIYLvCS45kPkAlPF8G0FkgGaS9INUSKgOoWQSySTIW5TRM9lCfWeQJwnPfRKPkgRYi20SDEsiXs1twZ7gsUFEzWAsSFAOz2MSH5NtF25rE2eVN8xPMn0/lXIfbXjAYVVyD0S/+TlWh0stesAFB0zUJOvgiIB00CS1GSUh09fEmLWFIXlLpTZVyYHUmHlXEtz2N8HEuxJLgj5FI3iTck1+RkxtecxMKSY1HJPsTX5YvTc9nEu2lSg5PALhZUI0EGSuYQkm0HKTPFPlVjjbw0fkOjDVBXzLoX4KuI4j3qOxBssOIu6iX4fbaZLPJNAQ0AE5xkxymZYSE+EjtBfqHomdtFIgrTKIZeAKnu4J4/u1UIcSLyzJBTk5CAKsyQGYgFItbbZMNsBSKmjWT+heEheDFkiYjeSZk2biA4nk3GkmT64gUmZpRky+PdIXg83kBT/gle3lswU84z2hURL5JlD1bTX2BCjhX/gej8uSEOocdyeEllAJRBQRhTEUuMIxSuSF4LGNlbLkgrEn0SEidDKU5mhB5fk58llpHQ+axxJ/aUCh5sxSKCET4OU0OyEio6DlIDsNksugZTIOFZLNgaU+DnmS4w5FNTIyU3PjN5tIYUIz4cU/mmzCDk6SH5TFKW0hip7uQaUVDMYxUnZSbjK20y4SeRULtijfBWAHoLSQ5JfAqaBc1VSbg10IeiGE9aPkdRwt4EtRXxD1I5dH0b+3TiWXEP2hZPUuUBbsAnM5lSF/U/O1CdXvAZPvDCA/ak2E6oO4UTQnLM5k+QC1ApFXVnmaZDVsPVA5hTTvVLMGdUzmItPjsyJX5J+kLCQtVvUzmfCAttyIKZIOJzU8oWTVQWRmyK400jy0jSvLfLWbTZubNU6Q60pfn5sd4qtMaREbe9APFc08tIl5a1dC07Va4ckWTSQiftQRSPpTtVTgN0/NF5FYUBdXT4IwEdQOUcU0ZIlFSRarG+QcWOdL4Zc1RdL/UC0eFFnSQiEq1tDC0l9KEg30+tPuSQpLDEPT9bMRlLSz0kkVMYpRPpOr0Ggv4GhZU/P9ARMKQyNJgzZQZZVjSCQ5ENOJasMfW59MIckICdFWTDOt9kMvEOzxGgAACF9gC1wOiE00YPdIhAdGyqSIUaXmEj7YuklPSShLZNZI/0g5jchahLcm+5D0w7ACswXBMK4yBMgWz6JYedTjsI6pLWmx5zsK/B1Ixk7zlEzhpUnlozuCRAgpTfSOTNAJsydZODpbsQ8UZJOMiMklBg7W0hxS4eTzAIZzMhjKHk01IzOw4RMujMTBNMg4lEybM1pXAyzrbbwvhjJTDMhBFXH4wJoPjSpEwZA0nzKQQ/MsoACzto/zMixwsyDKqAos2oFiNYssoFSyBwuP34SU5OLK9A0slLLCzMsroPdTsmMoDRIfU0rIKyswBLMJCwUzDIyyfjbH2i4GsojIgl0nYYKoyjomjIEzEwUegYzX+O0DxZesxgiT42M6+2Gz5aQ9N8xHQWDy/S3MqIl6ynafjIWyY6LzGbB5slJAH8Rs5bM2y9bT0nWzWwBbM+DhM6yJ6zjs23wjIvQI4QH8faVMlmg8RAfy9M7sqzPJg9srWjdT+E4LLH10gKCCTxks6UDvAastDKSy/jHgDGhAs+DLNxvs8HKBz8w/7MYpBXeaKhzwAwHKKzKw9aORywcrYXyyAcxHJQyxzDONaoOI77INQKs7QBRy8c1rNHNeLYHLqyKc18VEoYEXHKH4bwpRVEBEACYAJA6QAgDOBtgEAD2BvAONM0VE0tWEEw7FSmTyoQhOFLL0LKb2BSFBs41B1SsKKXImD/uIAjFznFNXLgx1YQlQrj+YhMLFza4pZL04NctYM+pTcuMOdtDcqMPFJaKQTDpNYOeKXSo5ciN2BpvSGTPIMJ43s1S0Xc6BVdDCwoeCLEF493LINUoLW17N9tF3KSCSKW3L64Vcy3P+p48zDgxTEDY+K1zhcRA3PjPeHXL0VUqfCA9yUDcmk9I33XPIDNzc0wJFpZUzPIHoCBdXKqhQE/XICk2DPI3KQnQwTD9zHg4okExw4i4PhThDSDzU4U852QyVGKfbItys6Y3IzzH3R5ECNx8w5A1SqLQvKNoF8qPPDyLou3KDywHTpEjzBMdmJVpOkVLRzyO872kTt2841K8YPc5vMTVflH3MExmY41Ch4W0RtHryvaR/KGNq8v8kdpb8ivLYoL8r9zsUSpAiiTydYIMUTyf8gjAVSo85mlMZbQu/PNSHEKvM3yIMb+hzpd8ztIcQFAWAqrxjUgaQgJ28meNAL4CfAqkpAC55G7z/LX5WLzu8moy/zmKcg31T/kJUiqVBMDuV8o385gt1yNKWguWDrc6OhTxL80vNIKkMOfKborck6HepcC7EXtyy6GAuM4WCgVIQLlbegp5TFC1AuHzrVDAr4zyChJUkKWGKvAIKVUzJBzz8Y61A9JZc1PNxp7dJ/JLy7FMBgLzS8oqC0ILCtilShJsj/N4o2kvApfz6cCNC0KAkOEN8KsC4jzzQh8hwr7BjkKtGnz00TAqqQc83JWvymfIgqiLEiowpCF3qU32dys4mhMl0Iil3MaVyE93UCJp3UvN+16lYAqCw0CHPLsVqhW/KXzTzfNFnz8gBgtgYEQl3JDosPboHlpiiyxS9l7Cnoo+kgC8ApFgxeb8ncKjwZPkAo4CkCiNwxCwFxSoZitwqaKeUhYr/T5CtohmKwCs02GLTYp2HEKe4FGRIIRC4T0GLc83otDzNY12SYLn8rYsuLwiZNC0x1ikFIEo2i/VKtwsMKi2wK26N4rBCXcwJUNkni7kCgKJaI3Bly0wKPIsIQS9KkbQ6irkEBktaI/OiU6ZKEt9z2UmElhtAStAryU0S94t+L9bGEge5DYbwoZIU7apDGL8SKWw+Kwg8kuoIq0GEsFlkS8ophIsuMgqGL8SS1KBKZCGEhXypilwhhJZi+/NPlNi+Is2QuSpws+L5ipXKth9C/wiZLT86UsQokS6wu0LqiNEppKXcgfPJKcS5Qsbp8SwIkJLrYvOF1LLyaQrThsSn4t4LqS3IqOLdvJUunzZSk4sXk2Sw4s4KRYW1N2KDS7eVmL2i6eVmKNS0UtRplSi5C5LnS4IvtLukboqMJJSBkrpLXSAQujzsIE4pMKYIN4KJKQIdkrPyvip2JeLlirMrWKH1KiBDL46ZYiGgUyi4qGg5S04pDzrinouMkGSvYoPl0SyIpuLhSLUoeL8ynUj1LsynUpZSVKFEszKXeaNFTKkyTsrJKWy80tZLhSNUsZLayp/OMK6aaUEFsSGCcsDjeyxkuljiqNcv4Lzi+MulBmS4Qp1RgSoEFLK/izUBjVRi/wolFpQdMvlKuQI8pcoji32NZAXcnotNtyRQMq5BGYu8CXKXYlUoPzGi04txiWSgCp+SvymwsjLPyoFEZLAKtyCXhKQUQAcAmNAnKDTn4TWBYRk4jUDQqkuPhM7NLBZekpya+XLwpR34LCvLtCQ8xBdAb4RRAhyCK3CsURKc3AOwqYmDDyIr4QdCucclEEiogyyK69HYrqKxtnIqstKipvplzYYIyRChOCTiZtYJcEnQd8mwxXAe0dJEyK8g2GjNhoPZOAEZclRdETzQlS4gUqz8E3J0rdwPNALgyDDSrAhjKpwuUqNoR3Q8YY4e0LTBfdVAskrdKxyqeYjYHiAhpqdSytFoXK82EqLn6PJDthuGN4KyD46VLAMo7KaplypQoe2ESJxYfpOFzqM4VBmMX467hqQWJEjlVYCKFiDeVhOOFiYKakGtQOQ88nW0KrIsBjgDpGKYZC8orGOsmyo2PN9NlAFJYqoDMEyMqpq1e8hQDE5Had8mwJmlQWzKrU4eTm04AUJTn3TZ7AMzSqcqtbSQ5N/ATiaqUqzDgyRGqg5UyqhkGKgWr/pEquyqmqnow0pK49KgSRxqjSjNwCq6auLBZq3dNfIFqyCgaQPoZ3POqtqqZAjByOXareATqpJAeqbqsznuqW0I6txQSOKHjiwyqxaoBDBef6tBqrlWUlWQMq62lm4bLYVEnA0Ut23msmqr8DAcLUKarRrgKffIDQUbb6rhrLoVDlhqs6Imvl9pq2QCpRGMV7m6qAav5DGh883SH+rBta/IZri86aui0wOf5DJrYK+CsQqacxAJxRLQBPFJh5qcogpQPzIxzO9GKqtkSRha8fV5geqGTEWRYESWuErSK2nOFQMICWo2x/HRtm5RtawfUVrOK7zMSyDagxwVrJQJWr/5eURGClrmwkSre88WJkKTThUR/RGqIk0Cu5QuoJNgDo7bQI25R3ayWg2rUoeWWDqNhYVG0B9sFv2eLuUHSA1B2QChIBYWkKTA0AusPbN7K464KDFxq/J43Sr0BZqCk4pcPOu9rZQccABDViFiHzqZANsD9qmocSm9rU4bMDrrIUWOuFQfa5uvDr/wBJFDr9sTW3Ape6vgsNAS6t2usrnXWUBbR4q9rJkTxK0XNEQ+HMuB3Flq6EqakzyaMXBRiino3pq9YOFBIYxwBeqdQd6/PJjgswEEJmhPQIeyNhJwMB2+gOQJZJjh2tZR3XrtkYotU0EigsBnBF81er+RRNT+tfr37aCgjRyWL2GYrfqaIuAbaSoSEcpiCX6pLyt61tEjouqp92/qEG8SGPqmERSy/RTQGXhLyhqjSl/qy9Yoss10KP1S6QS84houRpFIsGJJN6g+uMrqGq2H3qzyZsT9Ap4eBoixYwGXl5qEK81yQqIsgzD49J0dUG7Cs49is2hlo9ahlqSmG1EvpxG4S0ZChGuaKBMpG4ITGgxG4RuEtCITVTkaTa1DMQDRG2Ro0a84wRv8KlGqnPhBHagZOdqHwuCUzFK4ddEqQ2wEBv2cmSPNA0BmVNosUFGIdNBLTdSTxpfQy0I6jshSSlxqgg80WJQFB1SzNJCKaRDgsbjj0XwpvBBy25RNgA6CNGsV6AX3LrIMwaIoyb7i6eH0k7YRJswKXc40EcSdYIBpPBri+gBcyKmv/jchIm3fLhRvG4zGCb9SiUACbwmsuvdKamoQDqb3GnMFKaXof8LcaXoF+qabOmk9BdgXoSko6biHPNCggkm33MNBl7QDDtBDQfJrTAiwHJtEQzFOPLAZa4VStJYUoX3KAc4wE9ArAcIQPPXZtmhSt5B6Aa4t0hE0I5u5B69SktkBUm/7Q8bu8yUCUcvmwZu7zmVQiCma3mtosug7m4KGuLWQSZuvRLm3UH8b5mwDCcgq68g3BaFmvZuSa8YexoWb1m+gCnqhcxTS6zXcDiGSSLiA+pPFyiaEjJa5df4GR91mFGXJaZePQmRYuSxlv+BxwGcUxIF3VmFg87PbzmftweG2na8TCPwNdxmoSb3GIxI+9DS9qWx3wn9oSYOgAa/MeVrU8L8GCLb8ovC4kUtFQApBBlZW3bA5oWW/VsUh70JLy1bYcaVuK92eGik4dsfOT3jJZoOXDW4HCBdHxLHWweGbAEc5r2NbOuF1sNlEabEiGZZvCaDW84Knhs28+Gs2tdwJEI3Ctr5oyEHEU425Ro1rBa6Ns4tdHJHPhBE2+2skaU2qaITbS5TWAZys20Swzbk2ritpy1uWvB2pk/atoVh1a6eqsaUEGxo6ZXcBOtVaJmCECtBkAtyDbhtIJkh1aNsbZv4ieIAJsHarVZSIDQx2lOVZAJoAOm6BwW8dvoBdIM0DWSf6cdvbRP0I3DJoegcdvjr9i5lgyRw4vdpfQ6wRZOybwyZ4RczEoD5MKal2hulXbgYcpvHbZ2u0FdkrrPpvHbmoR7CNxHIURz9xZcHmSX5mm2iB7bjQd9t34NAQdvbb+/JfmGa7IZsHKQoMP2F/aQOwdoTB32tDr9xa6udog7amwdsrBMZODobpQO+cGvbXZYevQcCOm9DPa9oW5uo7T212UualHAjpLgt25liBbu2rYQfa54ZVigh0O9rnnap24h3Q6cLXjq8bSOz9UXcF2gduw67IZrG3bOO9DtaJwO7dt+aj7bDpU7YSyk1Sb0O+Tr9QjcMCGeb0O5Du06xm2aEva1tWuAo6zm5VrdxA0R9sFBDmgjoT5E6wzovbWO8jsM6Vmo0AY77mpjqPbTQfFoozi42eq2UgcfllEp/wUpLXwaTKLrwEulSlgc5Y4DxOBhDTJBVS6i64sFaSUuws3vRe298C6VuoGk3vQw0PcQyMtTaSmi6H5fZxK6UuypJdgQzCpWLMyjKs3i7KktZm8jRTFduH9auoU3IgFc7hv5qEAt412ada2aCTxz68btWpzGuoMjbCQrpRkpB9EJ3QDFux60HoG202oW6puhPAm7+lHbvH0VuhirzaJzA7qhC9ahhDW7bao7ulqEqnhWbaRc8LoVgxZQZHQdOjc5ibocwDCDtApnDiG6Y9bQ0GGM/ugDHxVAe5PFNQFGSlCebhjbJF/Msbb+2chwexKLFRy68cBh63XSZDFQXtNUHR6Xu51xbV+OpHopUvU8uph66WMeDt5t7GHuHbdlV5G+7Ee0wJ/cvu5uqmcDYV8wB73uxQHBYOeqZ1xq3uzZ1p6swMHqrwTKu2C35nQR6jYMBBZq09CTnH4A/dNwK1WC7mmGepdqdFTFV8Ya1WeUJV7Nexg19hjGzkhEsCFLzBUttcRjPBW5SBhtoK4K40HcLeMKVfRW5ZqUzQKzIMUgYDUSOHqNTei7UDRzTE6EuVbuN3zKNiLdNW16N+XxnDUw+lDnYY7bCTzGhRGAlAmg/e4t1Dk2uT3ve7PKAfVJEHCN531kRkTxgd7hcDIxWRvQN+mh5kzePtCZHaYDAt6UhABjeVP5DXoUY9ehLo/N8+mriT7LaZeRe7A+iTzb7ourtP17YVdggrTeuNFUz7DrX3q76NsdvtD6qVGfvWY5+h+QtQA+yPvn6aOAhjX6H5OfFB4Z4bfu/d2pF9GUNj5K3ssSLPFfrxIxuM31KVGKS/ouUsedE0v6t++Xw7xDehtV9hh/UU1X7zmDT1FNLJXvudphTbRmf6gzEfUokQB9Ey80Y1CT1v7JDRPttgDqbAO6kmpOhhzMQ+/dPUS0B3XogGhmdAfJVX5IkjDF8BwAJEAw24brWjPsi1A3x8ISAJKBqBnNoswVGiBCoHagQlR5c6B1gZTxNuvRreNRTegdoHouNgd0b5u4HNf7/xC7uYGOBqQ24GVeptrC6V/FPBfpsGSsC7ba/Mut7bFGRdtZUIexKRUoROrlW/bpGE/THauVV9pgIZoLQbnxl2xOsIZM02vwvrgpexN3auVfdog1AuxHsttGOqiQ86uVTdvoJ8gf1N8h7B6wfMG1IZ9tMGHO7BkMpP2gwa0ZeGNxDQ7tB4dqiHEhqjwYYWRaIag7WVb9FkDMxEjoUGPoOp1L6EhkwaL86JbaVEc35QTsUYJO5XqktM/LrPvw9+//HkA1SzomaGyiE81yJhyZnxBcN+GTM6Jze0vsdcHq+/HL7qGZUETtOiXVDPUPsTDViMeUi1ittjQbJiKdJh7KpWGp+sohrQO4sXgBdVZXIjhlFne1GsLksYgZaGDzWOs2GgaRIM7KzhrYbkCpgs4ZYIkNZtxLr78F3poDr/PUA7jCeXFwThWizonGHnYgeWAIhhxIKeGmh3oduHLydoY18ViGktiIeee52+Gny+4ZuH+7TVDMIjhj51vk78PYcfxZsJS2RGyhMN1OD8R84f2SEQpEcpGFBWlJWGOhnfn2yzhxkYOJB44cnhGZ+EAzBGHYGB1XQNhMYcN9P7KYfvxTSFWkwF4S6YZt90wgprZEGRzkc8iiiqUbyNwBAYZWHtm6+3IE1RgkcVCdhikcZHPPZBJxGy4bzkHidR3/i69Dh7kmzC5MWIs6JOQeYw2x4NNI0dGuhmkcZGZI04aaHORz0aGM4R1XMtGhu3hoFqPrDAgtqgBd4jGNOEm0BkGQxxhO9IviNANwyEx2BG+pYxkbvjGjqUcKTH9ajAj6pFk9MYoHlpTgnzGYx7jRTGZ+HhIdq7utEGsbHu2IkdDsWrkZdg/4jAlrqwmrkeQ7ciSEgk6b7T2oiIexyZpfgR4Gq0hI0Wq/kdhASzggVdCsOxFedKiRMGPRwheRkqJ3Bz+03b0iUTgs71xlzM3HAhu2GXGurDwhvBkYK/k9hThYyUg6dYEwXJRfCCoeNRhx1SVIJ7xvsZfpnxq8fX5FLP0Y8J4Oh8eNhh2hsYLASO9fkwhdx98dqaQJm9A7inwocenhK4aCeNhYJlbFlzOCTIevHe8Sp2fHfx9fkfRPaAcY2xA0CdGET/6bsYyIbIHCaNBvxtEgvacJ5wnwm9B7xp+lXO+ol7HBBSibZBAJl8YUEg4baxgnEWjOn078JhOvZAzYahxQYSiWzrnsRxpInU5txmfj+7i1aMOebFQ+UEwnpxtcfRTBJyonU6sjbZjwnKiTjpUmVO0ifbHJkdnn7GWJ2CZ0gnxzggYm/xpUBXHbJ8cYuJrBgyabHpBRxIYA6h/AM6yhkv3BJbFtKiHRx/gYYjTLDsZsF3cWWl8GCnIp+loCzsSMdk5a+4un15ayxc0GSxBWyluNItQF7MQ7Ioo5idAssC7MtaCp6KZpaVW/vwHMpWrKf79ZmdVpMIEeKiF8xoOkGTKnhsQ1vpa2pg1umJZeJqYtb8pobK3JCcT1q2EjEvoSdavW11sJ91Embj9apQLqdJ8ShZr3imwfHqd2Yryw7CDGI2uMYxyS24cuLaY2jssLGss4sbTbE5FiFraGyNMmOnis7LKrarplUAOm05C6eEGdpu6YLauS/Cv1qzpz6ZkH6hoTHkGAOnIfZI4tSUGg6c4VTsQJ2QfjoA6dB9khNAROlOUMH5plemnay+MwfZJoZyzu4yV25uXXaU5PwfZI8UrjtkBGO+sCpRj2lOVcGQIQUHo6CZrzrGMdIKjpyyeO3kg0Acol9siHeSRzSg6kZuIYzJta/9rba4Z3kkFnSOyCA0HuZ/DqBmlB3km5SEOv3Gcx/OuWZI7POnWT19pZ13EI640UWbRmIE6zt1nEZ2slM6MyHmZNbcUT2n0hI6VWc070hjMk2STQZTrtnyZrsR0g9Oy2Zpm5zHe0VnSob/0QIEZoWd2FnZ/2YCbvJyjNkTXaiHRI4dQsTijmeHcsB2qpECUHQpYQr6r2R1kCo0Lhrq43QqqDU6qtGRMGXOfPIKwRqvTmWqsYzarbkZOcoaY54TMSRtAD+3PIE+JTgN9hq6YwGqcULEjDD/uMTl8SkOCufmqoUYlIe5XKUpEzn851ym0AZRrOZuZ5KGMjthU5v6s7n550CllAvqvuYlSE566qHnkwtebsocUB0k3mg4V6pj1u5veds5EkEFH9ymCk8ivm88pUh6RL5seeOZwag+efnpKaGuBR35yQQRrGdNFIcg9yn8hegwHerljmRjZR2vBX5p+bM5PYVDjjmGkWBfJr65ohiw8CBXubqQjaBeElG1kWhmgpsBdmqqpxoellX9HULabm63p4sblqVanKjLaKQrWvDGtQWheO6K2wWqoWKUJ8IkGhUZWopRGFhgdUQmBoVDcQGF9qLFrDa2BA4Wbp9HOyz6F9heNhOF7IDYW+w+Fj+n8AusaSq2DfbAlYR6m1F9rJ4gOtHr9sRRJDrsmQxbUSI6wer2ZciuOvwgcIAOi3Jk6/Oo/Rc7Y5krq5KJpN8wIzdLS9r269Bw7GtF7xaKgy68DoZZXF6uoQg7F7SFhH26purfa2WKxeiXdF/8jpZvkSOrDqoaH4rjq0lzU2YprFhOsqrMGL6tTrnF2kxQ9H5tA0nUYlOlpTqNUUbH0UdmWZBb0wsXUy6TnVN2pwhvuypeMWVsQ0ExMLOAxe7iJ6i+Y0WKTclBQm3atsB6X0l4qkDr2l3jgcg8YBurdq7wBV1SoNZKuu9qLOy6hGNM69uvCXVlhZcqpAl2pdWXGuxgGrq5sZLtGWwS72ouWYlQZYyojl8ut6XEqXZdrrOl8xciwrsbuPqWvJyxsSqjonMzoby6NUsBW8E5EolVLUX/LFAZMiFbVZeKc2kjyCaf0FfyyJNJR/BlKbKmt6W6NEmA4sPLFZNCxx6ulRXXFSEhtam6BbVONPRvgrs0UvTKLBXrClkKBWs7XIpZDMGqHpsVSVhOi6S7jQlfWMLULEZLMx/RumddWii0wxWA6C1FFWtycyhjcEKUCthWB6LHruNPFXGlB7HFaljhqLqgSkQGn2jShOgpVk4fhU5VoFEZW167ZnJHWVouh60Lezlb1XzVn4cFXhmbeva0fhnVadWEGl1eH86V7eppXOHU1e3qatQxQ1XF66ZzHo/0M+q1UqjRRIXiUjNFev8n66FaZqLTJVsXQ+M/1YQbBtWIuTW8jHiphW9fMBtzXaVw1a/REV71YQbZAbFfqaf60NcMUqVxdALpbVopoZQiigmjiMSGmJ38UiSd1oixwwWcvTWe18FeDWB1hlaHXEcBjVYAyB4MYzGM7GGnYr2PQ+izHFEZ72/gBFhdfDGxoNehTxl6ZdbnJV18+kXXAMTdb6oN116enXPs3uUvp51/dfXX+w8toJbaxh7tGDOQwyYcRk590JwdXG19a7HK6ViZF63xw6jsn/UL8tcUP1jsarxJxqME5Dom5VXPHINwT2h5/UUmb05OQjSbwMwJ+ulubENjcYBp4UdB0Q392xHsplymoDdg2AaNCaA2INsjZA6gN6Sao3Jmv9e/xJPD8a/WSJsjewnX1lsZkBGaICZGaTUNjrBolMiCZNQoJujcRaioCtEI3EJsTfOYo6s6kE2+m/1D41mnbznY3UoOiZw2ewE0EU32Jy2jVDbCMjGyZWNjDbkm1N/SYA3f1yLAbof1+jcM3+Obja4niCcSck9qNnxsng5N61gU2fG+tBS8VN4CZ8aLJ8Gk02r0YGEwnwaSScgwtJzkLZBll0ZrM34yHSbcbjJgGhUHgWmTAC3QNhSsNAo63Tb0IYW+1GElrNxFsc3KhADfHHla+cefWmxv/RXHOQhLfAbr25Lei25IaItcmwtw5pCLWt4OiC2Ymhrck92N6reQ35NjQHCbSN5zby3C67tDDnQutXptdasPxM9FxQm6kWTQeYdH4Mbk5FgW2i3Rl2KHVhst2y33uYvRZVmWRcWmdOVZbeP0m0jmNBxbA0OuEZrRxftu2m3clTNj3FpBgEZxtcTd0kSdRgwUkPJaoXn1blJQX+3YDV9PQ9vtyXxLSbY97aF5QMzqRCYXt15GCZ7t+FyDFFt9ytsDUdot08mcNAaUDcukjrVh3WvTBgu3Id4QpaLSJE2HQ9yd/qUB3X0Z+ijFftmiUkqCdhlF0l5E/fXOYQBa7aG1HttyosZkB1bb7cSVI8XFC23ITIZ5QdkBuySufTHf4Npd9DXwgGJfnZp2+QQbtIG+aqdaLGmK01mj8vpqISC5G7DVEkX07fhI1hs7LJl+zLpHXayYXpu9Z4G9DA3d12qmR3Yt2Ic5ha27gc62Grtdm+w2tYLRS3bt3ZByJDUWjojWD1Ae+nSkB7n6UvrR1ZIH7ufoAWZAw2wo9uJkT3xCHCBIZ5iXxgN8U95dgAZy0faHZAMGN4FCYNRWCEz2UI1PtN9P1Q2ASII9g+ytVk0VodL2tVXO2AY899hjR0st4NCz3m+2Pfp68GNPfE049yyGqYsoinyj3QcT+PT3J9i/HQNeiKnvcrp98TRg5jQGOFf1fw8TXua8YGOD8HH8bXX9VG0NHAkl2wtvd33x9rvcX2bDFvY+bP1OyrCpQDY2ELrzGb4nz21IJDKHhj95rAAJv7Peo3QRJSPb/2N9w8UAP195fevRf99fe+ZBCeTmzAptjrIjnZLe9x760FqpRdUw0R9ArTu921rzUwiPgE25sDk9WuQ9QWQNQOcD92DpbAmHubQOgdSg5Stt7RdWNoSD+g54hGDktFmheGJDsUBbOWYQOX6CcpDVBLUBoWoQhAUvp5pC4G5FmEApsQ4LAdQPHVBw+DormbqfUYQ8rrODg+3tYGhYg/wPyhEuc90KDgBjnw9DuhxxZHUb/ZR7KkHEQdRU+t21YOcRLWn87SRBg5xFSMO8AoILD64UHc4MKg8Ht1hHEWi7B4fg4DQDXONW6BFDt3iub9hLw44Ou0qAleFLVQFAoI58ERy/ig3btF6FYIOIysOJCQ6w/3uRcYlCYD8jkBBYcWODBj7yiL608OzDv1Ga01504WVAk+mo/EOcwSQ4OFDDzAjDSzCIokKPGkbg47iMM2frIOXDvA9IPqDzw4CPPiEYQTAFwA7OqP3DsY/T45jlg7QOy08VrfaIjhaCdJfUJzuWPFU7Y9msxjiTMBQbBoo5UOaMnI5tUg4DglOyUD2Q+bRZMno4z3/QB47UlyucusBhUyaw7CaRhQQ5uZrIi46mO+j2qIcIYCIY/dJXD2UF2O5U8I64OnIOVOkOphX4/JJCaY5EOt3jm5GFTUThzSy3NU4eg/QZDq1XuOwUmE4qP/hVMghOkj/NGKOc+Y49BOqTs4/+PBjjQ7WglM248yO0eRVp6Pt7KmBeOspA1CVAroT47gJvjnrlocc+XtoH7SRR2GBPcZpw7sPwTr/HmPCD4k6qROeXAksOwUhE6j4F7MKMAIyhfk5COxSfY8OtuTp6HGT8TrtOMPoT1U6UPvunPgpOlDz2A9bSUtQ6hODuNY7pPlT3FKoJwOwE7hOuSCU6z6BDzo7FJS0V44KQcTq0Gon2j5Q8N5oz8o89DBTrkjDOspUU78OAz4U9L6PDmUh9OG1L05fARjgg+cOXT7w4IPpT0lPCO0z3nxEOKkIrkTOe0+xYtPyhFI+ROJjoI7yOSuV08LUnTlFMLPmhK46JxDybpArTvusk4zPbj2M818Uz9s7tPQzug+bOZmmgBGncyZvrBO1uNs7dPnW3M8uPKjzrgcPahCf13OZuB0+7PqTzrnYPD8QtVnOZuDc4XP2oG85JP6z8MmFNSz7U7FPOuE8+zOZufc8fxbDlY/ZMq+hY+x9GjpU/LO1uFc4whNuXw7tUtZ8AkgufjkM8VmQLqYWmOEZajh6OvT1m0dRPT4s+ja+z2E9jECURU8RPEL4lq7Pmjj4/8nyLmUA+hreIi8SPHTs8+w6a60yT/OicDOsvO2LiKaYOdDtc+LoI+oC9paWL3oQ7OmWiC9GPJzilrKPpGQ87HOwQEE53O5L8OnSPGLhk9TcS0CS+vP/gE8+SPFzilp0vgjpM+0u+zqs8UhlLxw6/P5L2U7YupL+c5suxLuC9kDLL3d2qlTL9bBOPBLqqAYuFhXC6aL6+w46SwTLwS+vQ1QcM4bA4jUcQ5abB+y/8x3UWU7XOu94c83ONRbC5QugTmLFqJehf1SEPArjS6K50T2iDbR8Lu45xly0TK9UvDeFK9w6rzzQ9Cxtz3Q5VA0eIKCiu6T9k7ocqxFq6LP5Tjq+wHBLoLgwvcLqJSSu/T2MVCVUrt44T4sfOiHKvmtSM7nBtDiS57P5r4q5bV7z6a5Uuw+DZoagxr6q7t5+QBmSGuNBqU41PpA0K9TO+ryOl16uLg0Adhi03C7JAgr7A+bAHrvK58vuruJluu8zhg7IW91zYTzZycgNjExt2CkJxZ/rzDJG8zWR1l+us2NEKBYKKq1jBuZqIG9XYlXaG7BQkbncBRvGsmG6XZeYUtiBMu2D3cFqcbswzxv82bjXmJqEcG7tr8b2bsJuQuhA8Bm3k+c7XOhp9o6fOSuM67VPoLxacrgbD9U6Jwhmeq5ivGc165FuHezi4FvOuLWECOoLnU+lutTg06MuBzJs7IO8pmW8mO1z8eIGvurudBZvmTxaeHQwryS79wC0SU9kvrjnmmKvRzy24lv1Dk27baST0S7bbFb3vD0uAO1245uAOys/Q53zgDq7PLLq27FvBL0UwBPxbo2/OuJt887svfb9YXgPVelttPwMIAyzVsIqlMGTvCDa52nibLZO69T9TzBnNVc7mHSmFzKcjg+gU771U5ANtN3qeEwh0tA20wVA89uVU0Bu4IVuiYdLFlW7zO6Q1t8/Ptbv/wWu/0loupkCLvahLHpzua75EQPBURcu4HvW1Gihx7SMFejHvm7hjFbu87gvrEhcyLu8TBrnVxj7ul7xgAVyJeQeGi7W74ZUbo/GTu6XvL9RojL6H91u+5BEbDVxSxH7/PXe5901u6EBo7K5dRhk7tyFxd8VQu+wLz08e/rjk7x9EPUwHkSGTucgOwiAenLZO9f0vbbFQGGkH7nVi1XQdB87U3wMNH7uFAFB6Hu8YEe4CHs1BakvRH7yDTz4iJFu5vvcdHba3uYZ5O9mhalI9QPuM73e6Q0Re9h/97uiMBmvvR7r9QfvXwCu4yGF70iFnuMHmhjTv+7qR++gZHpe7nu6NFzNIx8HyjRSM10Vu7gfd1Ve+ahW7yB+Dt+H7e6Xu7wc9KMemHtxA91Qhtnr0el77+9WENHvB6Xv0YMh77AKH5x/fuWRMFwdQR7091I1uSdI+rvLVX4W10xZEh7bu+nNx9Uel7+UBqc/EYGpEelH//G4YF3M7UnuP8Y3WAfl74ZxrA/43O+GRhhI0Xg4M7jJEmERfXTjRZk72+/hdsks7Wdk01Wp6we2DAqxx0BOWB+RsMRIp+EykHgh9YIckea2wfuCTJ8QepMRp2nu6nwd0o13GBJ9gfv1Q8TGRL0Xx+Ce7Cf7YEe/Huwk0S4sJZ6SeiBUu7/upZRGxuTwMbZ6ke+4TD1kfjhxh/TvRnjB1yeGsHp/+T8d8B6YM/yZbayeDH+nDg72a5O4Rtr8r57Qf6n/+wLuRn8YgSVFkhR+Tun7jQrWSBng54LUznlZHCfYnmUbueJH9J/Qm/wbp/RecJmew4JBHyCZ3J8nsBteJnVSF88fPxsKn1B/7qx4JeIUH59D1oKMuX6F6XvI3Z5WHW32pf+jZnlhfQXlOde4OiKp/oeVJu8ipeT9JpRJfCOGJ+LuBjdl56RJHo0Oj6gnnZ4tHznqV+VTcHm5Fzuy9BebrusfDh+1Sonm5kheqHnV5UejXwF4qMXQRKk5f2OIbxioWX6/PzJCXqvAZeZRupwmeAH215k3fUJF+letJbEUSeMH3s1Vf5XuMLNe5Xxu83mGGMu/EKwGxseWCPHx0crAE3m1+tD0VGN/XY8jdUmyqHX6Cm9JnX4yFGNpnZl9IevQhSTfTBX5Y3Le2RZh5l5WWeN+PITH119WXS766HLvfn8JVQe0wcJ89f6qrt7beXXvI3Vicl3N4pMrXvV8sf+jGuNJeLXvPJDe4X95CqrOM/V/WMl3xzK1e9cq5/XvpX6d4CpQ3zDnHfqYfd6ipk3zKHxeQaVt/CeO3ikyjqva0d8GRo321sGfbgiKtFfKTMBuzvpl89+nSrF498GRxnv++xe+OJzhOeJ6bx7OXE39Cmge333t4lX+XhuvvepkW96BQm3lvOrfImux5pe68U+6TBfXq1fA+qXoD6Rj6lQN9QT0P/Z+yfLkHD+uf33zUY7vkwN99StH7ej7BnD7ut7Hhe7vjXPvgyVBfI/uPlQuI/M6yt5qpoPvD6NXlKdZb/fua9l74IpPt5W6QB3yj8oLMkN943vaEsKgked9PlbIlIFSh4yUbaTyiPfZ3xgo0+v7rD68YVP1u+vem6f+m4yrP5t+k/yRzD/6MBpWSlA/t6mx80+lPldV9QI32j9g5yHmQFk+bnkNbNe6Hc98PCLKLB6A+goVJ7beYv+D8dm1X+FWQ/gv/z4DomksazJedC715g+sP3urvA0v6z5a2qkIz8zf368Z8U/YPhZrI5eZ7L/QpYW559w9IaRr5gexXgosy+9QJZ+0eFKzz6Ceev6nVq/ya594iwbHsr+7v4sMb/XvtXv8LdcvP5F7/CcPwj9Efsozjni+Vv8uBo40vhb7+w7yMr7U/x4cD68+JvueA2hBQN9+Ve4mVUHO+xPp7DCoj3oD5AZb9JV6DfugLb+3eD2xL/2+Zv7zo/Rjvzh9o6zvjTuYfgdIbLefzv/j51LwXv7/PuhX7dr2+9PjQre/AUNL5cf0KWbDW+v7v3Rawlvsz/6MEX5MC8/TH5Rzm2ZkMr4+fYo3R7K+Bvv8zm+1Htij7hcfxR9e/0PxT52ft2iT78/kHtWXB+NQcJ7R+gytl6y+F310q+/Yf4KiNkIqrz5YfyEo2Wu/gfrT8NLYjY5FU+fv1Zhh/kv/EkcTB4B75W+Zi979I/NsiV6zALno36p/TflDqF/uwB57EIsZTn60e5nseQR+l7in/xIjvqz5N1V5d3+c+JSsX7sfsfu37gw/PgX+07MXt95D/Li+7/CeBv/z2uQuf3p9F+pv5n4WzWOEZAu+MHvkvZf6ftWQ0yg/h3+BKvuUr/0f88w2TGMpfj38vKy/jX//uA/wv51+XvlP91fZP7F/JmpfpF5+/jJTyj8+Fv+UjJ+G/zbM7+4/j74Plx37b47+dPm237+UOwf5ttwn9n5IlTMC39vLvIa+Ao/ufkWHZsmvmP9psjUNL9d+koXz7x/5i1uN0+b7nj7ygJ/t2aXuTvg/63lpv00p3+gv4f+XAbOKf+X/T3wD71+F/zCGf/jwcv5iefvteBnfiu9DSlVw8/mf8cyiYtCvkf8CiOEkDfhA8S/qeU7nn59t/n78bfmrIhbtX8Qvsv8rlp8Afrs6xLELEBZwnoh5wtcAuFKuEsEFuErEAIppqoPYl2MmAQQG5BpnNdYdnIwDy0Fo0ydMkwigE1U6AZIhMCEEgkuLQosQIggKAH8tCWn5MVNEG92TDJxwBMfdqzDID0voVRZXiZwd3qPQAtBt9slo5kGtFIDKTFFZJAc9RukK9VsyEG9FOLRxvOFh8mOOBRzAf0YOaI1UlMrAlcPPNVFWgkpdWhpxmvjVRTAXJRe5IpRPASZwZvlMhROHXNP+I5QdOPNV2eCYDctmyJtAWR9r4C8tggTe9Den4C9coYCpWGIC3DH5NiWvNsgQPr0mWqFM4QM0NuLlUtS+tkCEpsy1F+iAMxLrYFh0ilNJWk1od4qTIhWuAM18FO4/cGsd7YqAFqpm0CKCCUC5WjVNRjh/07OnkC9bvVMDlgzw5bP1NPrgFZmhuh18DPkCcgWK1eeHCAx+q0DI+JCBO+sucWeFbcoopNNo1A6N90CNM5plMD5gTsD1DtMCZuD6dZ4Ev0aghOsNdttMz1qdMCULtIuBvG0S2n4xjdoTlJqGdNSRPIsO+OawvGO8DkKn8AC2m8CXgX8CjqACD+GsecngYKBLpgPwYQcIN/piHsMgbJdLgf7Z7Gve1rLvZ0YZq7hlDmVxd3HrMtVCgx4+BJ1B2sBt4LkcpZOjiD+xrFo7Bn7hYIH7w9lNDxB2vRAPZpiJ3BsyD9OvMctxt7NXcPSC8+LNlmZlSClBmX0TxubMyQU5cPNrzMcQZOMszlJtA5vSc8QXKDSOjjNorpKDzZqOdUQTxsFZlrNXOgdo7JtB1nCPMc7JnlNPMH7F8QUbMkFKow5eFh022h3AJQS6AOZjLNX6AKCghgB1DQYjwG0jpA8plltVtNyDLOmnUGQWKBnOnJ08Jojw3KBh9jZmwxEePuMTOlGCxuEFt3Zn2ItQZJ1jJnLwrxoO0fQawQbaDaDpWkSCy+jmC/+K840wZrNRTARs5eL+NB2r4c+1ARNCUJWDCZmNwYwabcywWNxwwexdCwTLsgwSJMMwTKDEeB51Wgd5sC+n6CnZoGCM9rXZEwTdx+1J7R/QSbNMRE1sGoFwdJDMXRdUFx1KkKGDR1OiDbZoGDTJhmCBwcSCCQRNtDxOaD5QcJEOwduCmwfIxYtEp1TbvWClwSx1rweR1ZwZmh5wZSYLwWNx3qpk1WgbBsNeMZ0VgXmD86Lc147vGlEDja4euMcMFiI2hQIR84RsurBIIT85BaAbkUgh84lsjCAJkNlZNWKgVfuNclJ6FIUueOekdnIi8YQEBpGXiPpHCJ2hORtWFUMDBC3bn88+siA1LeMS9aIVWgLDqJNcPKsVYIehNPSBIx2ISBM28sxCcJmLQm0J31aJpRCYQM3U+XnIRg0F/kElJZloRGRCZQrXR9SoWh45gpDnygqNRaF5h8ASwsmLDqgviEuF0AuQYhEkYhA9hQsmKjpCzDHpCa+JnldIRCDEsgZDrIcY0MKuZCbIWRVccEuwLIfxUzIdskVFgdEkQU9p8Cu5MqEHURu8s5NcRO/k8DLBMJlt/hu8qxNZkk+NgoZ+tgOreMsmj/QiBKRt28ouMx4IskCNr7kNJoslsNrvkaJpWN8ocdhCmuvxKACuM78qKDUofOM78sxtEoc8U78i5tYoUBUOQBFCLJrVChNtCxv1nfl2NtBkAJtFDYJv9IwoYP5YJrzBDKDnkWhIi0z7AVtGoYNC3gNhxKocRsr+F6AGoSVC8NlfxfZs40R9Ppsb7Pxsc8q1Cpod8RMJrNDDoRshJCGgVlJvoIrNgVDMNg/w/BqU1wtp4g0oTep2tloI4oQEhCoZ4h2oc09VmmS1joSL1PmnSN9Ju3k6tq/xgYfoUAoelgpCkRIEoekg3xgNDDofLIgKpNDGJuWAaoTDCOxj9J7of5Cu2iBNrBoBD/ln5McWESg/1IoBQNH3AZnN9B2ZFXBNhCTDlHl150+HTCWRHwBsqmcw5zNlYGagMNI0gc5FGJUomWHywQMv9wIigdkmYZ75bRozCZnO4FWYbF5KNCUhdUmyMQnsI5Dkl8xD1Nb5WMsWBcXOWg4FOnx0tJfctYZxkcWMFhrnGrCxhF7huiP3sZhH3BdKIIQvFLTDJYTKANhhTCmhLug1RlbDahAmgvRmbCyhBj48qJsIjYUhoZMNTCdYUL0yuJdYMlhmksqL/o6OtMs2YXZpqGIHCrFmcwkwIrCrrChMk4axRWCB7C/RvWl7YSqBJRpGl6kAzx05hktiYTM5i4eNCDmBoA01OXCIPhHD/hkLDY6gXC8lLoRgoNnDoWIXDhnO0t95nXCz1OIELOBywUXMk8kkEsInYUM9h4SukB4dmplQOLDEWIPCViCRgCEqXDjhpc1M6jnDl4QvCJYccMsWrmF1duG1yFvcD52BRZE4jqB3iNUJMMr9pnIbTllhPhlvIFawelu0ET4aestdrXoz4cfCcxmaJX4Rbsqxrm0tIYwlP4WAR34e6x74QAjvIbx5fIZDZ0mNi1xNIcR9dGjhXGlvtWNi6potvM1xNGBBi1ACNOmp/gyErDpLNN8cSkElCkEVmZBCLNAxhD5gENsXZHJrMIO5FHCy9NMteDphsbrGBM/riaA8NhQijxvIBOQDlFiEfOM/rsI1htsT4CEaDc5nIxAsETZMhEZgiu9m+NeERBMEEd+MEiMBNoEQBMkEVmAUEW2htAN+MMEaoiOEhXDxhCoiREW2hiwI5lxEVojgsEYiOEcRsRfDmArhiYZSoU/gA8OOp54ORMn8HwiNILojMESoR9JsoiJEUqkmal4iUEVIgJUKkdl2O4jl2KowcRC/YuEXYF4JuEiWEZNBQiHoiO4soEdodz5qGqkCaxla5kQdpBitIn1SgXkCckY75YpvC58kbthCkbKC63iUi9YENpACgoF/gHqcmrPwUpeI0DnQbcoWgWK1I+FDxOgZHxikeTUy+KDwwdMVM+gVBdkfIRcGpgzwbohMCn+iHx2pmUCikVMjuphcD1DqU87Ol0C6zusC7WlZp+1NsClpu1JQfs6dnWo7w5kYtNDgYzxjgWtNNQeUjrgSABJ1ncDn4UTlHgZwMVuhGlgQTepL4am17keQwfgX7hzWC8in4SdM45M8ifgE9NOBowBXkfm1XgZipYQR8jQEaJVH1kS0UQfEMM0BuCy+CENlBou0/cLiD/Brh4CQWFhN9vH1sUSONchrHBKQdvlhQU0V8ZryDUwVRIMoRyDWQfs5dOnSDOQVEM+wRSjKnFENGwUKC6JPaxHQTiCCUVZJ0weiiewVAwCwRiirJAWCVQaENRMJ+0U5DxMEUTUJ/wiaDdQcoMSQW6DaUVijiHCaDM4BLs1UfKDTQVqjsMhaCM0E3BCUVyj4Wk6C1xO25BQdgJVUdrUbIHlMIQMkMhUQSDdwLNItVPuDdwYQxahmkCMkX5Dp3otp7GDX48MLv0eWGgJttudwA0WsCNtmwY+BPtsMhpGAGYvy8mtAEMGBNOkLtqJwOYrxkedqLRapMjsdtiyDGpJlJZUaqB7JMW8YdoLRnJGVJJfIZQaJN6QQdmR06djWjTouIUkPBWiJwYO5epEVJ5jmyALYs9tNQRZQTYqGj/UdmiY0WGi+BNjsDtH2jkMOLtfzlVY1YsTtmkc0gbYiRIadqdAkPEujmJHWiM8kMwGdlWis4JgC/YvoVdJEACOdl+Vi0cOiR8MGi+pK7wY6NmjhdlGj+DFX990S+D0PB5k1Tnmi3Ki+ilUQxIaUqRJr4JthNIUTcmLA5ZrrN7YqmI2RgMbNxQUXoYgMWUBPhJtI/dgPw+QJBj44mBingYhjLpChizpEL4kMabsMMXUI4Mebs8MQiDVFrCihksoIMeh30o9vYIoLiPs0BJQByeIn1KMZFBjeEE0tYldFm+ljZGMSaB/LmM1bFp7FZIhely9p7FyMVHwGODj0yMT30V+o3s+MYBcX7KT1lBOT0oLt3tPYjT1qMQPtZBEPtNbPT02BNlAttLJi19mYI07lBdt9o2gduMxiS9oXV5JO2BuuDTVJ1JZjoDiJia9pZjl9lj1BMQZj7ejxii9rbFRegQcM9vJI99j5io9tFNypHR1eMbbFx9i5jc7BlIH9lBdRMYbBmCDJjt7Lu0wsf5dzMfx1bYhcx5jqsQW1H5jr2tOi9MUPB7UrpjV9gVipcPb1fIIvtTMe1J4oM3U7MdTx+ToPZo0FuR7MTdFn9k5j6MYO4P9pZjDMRsd+0d5jbuGyB+0bliKMf2iMsY1xfMcliEzrAcSsV5EwrhkhWsSpJosW1w52nwA/MeFiV6GpigseYdtmBVj/9qxdN8G3sCYeICntP5M/Eqy1ckcK0Q2gUiZkeLJLsRUiigWmU2WolNxxCqRuWg1BUprADjJAK1aIE0japiK1zfCVNBppK05JCsCJWrdiekRVMMkkDiBkaFM+SphQRkaMDt5DXU7OpMCzsdMj7sajj5kcG1tWiDiCptmQbWhsCnPDqRu1r609PETiZpvsjmvAG1VpocCqIGy0g2r1MCzqG1bgfvDbkZ8D7kfiVPkfdNE5Em1Zur9cfphcROcezjBPNhjTph9NhcaCDxFEwtbur/D1oh9MBcbCCUZHwsV1ukiwjkzdDNLLMBJkiiwOqH80UcLNkhgsUCQRO1kZOzxlUejMuZuZNiUcZBWZszxyUVe0dZBnRqUVTMyZkPJ6UWXxqZkbJmUXbit2mKE72izNcZurJRQZzNcOurJ+UWXxkZviQ/2uLMRZpZkCQRLNVOvKESwUGDjSATJ8hj7MihhHiCwQGD48ZHQCQSpRXWr3JgwbWQxOkbJbOrGDlSJpw6ZrWRGUZL8fwbWQtOlr92QZuDs8cx0NOlXiPZljIrwZGDlSBbjsQfrM3OibiCQQq5/cQPiDUUrNPvnx1LOuNBv/Jriu2odj0gWiYgxEJlOYBkgPTFYx5GOTA50BnDp+oEM3oJv5Z5NmCRkIlA98a/Jl5DMhl8Vvi0VGfwV0aGAV8efI9lL59QwF1AgFPfit5KGAp0CmQN5Bc4N8fmh0zG70wQkxATKJfjVGKZBWiPP0xMCyDC/JvhG/HuQm5AP5QCfv1mBNnZzQIPDa/DATMYKqxP/E1tgIADlI4bX43IAp9QwFHBHelugVPoQS4qLX5wCXZBOwCgS/5F/j5IA6YdOJAp4wEM4KCZU5OYN+1zTCQSGPkxBdKHgTVJIJB4CXbQGbE8YACdASl8TwSJPJtZ/8ceB1KH6tiTNIS14gqZeVEgTj8Sf512P+gN/lsIFcqANsmjVA4CYATozMO1VIIISdVlgSQCQYTsAiIT9CQl1LCV+VqCagM9fDrJK4pgNHCVu1FCQQNcBFu1VCS/1f8Ovi38R3DktsAT/CQ/1fCbJRRCR55Z+K/iHoCZR/0QzcE7vWNWGJ6siZkW5jQJTi1tL1I+4NNoZZAchOpH3BjVm79EOL14wIGlMM6MyJ6GBoB6WqUSi3M3Z1pqsw8dknBccZgwHXLgQsvOkSbYsNExPLxE8BJIwkiXyV6OH+5qhFkTMZlzskkFF4uiU9tFmp1Nl2HdsaibPB6wOVi3tv9wJWkzNnJCoRWiajYaJGsSvPIp5mDHshPQI0TsMj+gI4BSstfmUSjYBwTkCFjJmRHPjvUY5hdFHpAw3hcDqlA8STRgrBhYfcSeWMcY4Ls7RJKqrlC6q4prtiCFniDCsfMAvEmaAys0cPilRiO8Sa4APRmCD8VbFEWjqUm8TniskAXia6FUIVUo0SZ8TaTI0dHqHaxN4h0d/FLCS/yKJRhTpBsCcLLRRKG4RqlF6B8UtSS/0ropTQHDQthCEoWlnGEW1I4o9kDiSGSR+gNEuySlqoPBlgtiSYgSxdEegSS2KKa0W6CSTeKEh0qjJSSvaMGc4lMwD2ODzRySdUoyYMKs1SWySejOsYlSVU4LGO5Q5SRyFjdCEDpiC3RuSaKTnch8TnqPuhhSaaSKTJOpZcrooZjPtUUSYCVdFLqTfKEeUESRR4VCkCADlr7QBGFO83blyTzmFST0kAiSZSc0s64KiSJSWWYdMc6TfiQBw7SceQbSUbROSdUgRSRmTAyQdQ/SVqT3SRSSBSSAV1TuGUclEP4h6t8SNSY+BiFqGS3gLESRBvmE0dDUAAzPCCgspdZSQm2TecSd0Z1s2S+wvHV5lCUJOyUrjd1j2TPsh2Tx9L5AfgV0oXoP2SaBr8jbpp2YJyWyxpyX2TxFn+gRyWSAvUariZtgdQgoANjCqAWJnaI19O6h/NAjIl0DySDQJ5l0pVOCMtryYElJllF0WVve4EekoCbFKJpy9viw7jBAca9oeS86kV0AdH4sxQP+TjKG3svyb2Uiut3s3yY4oTybEsnyaiTYKfkta6uSIAKY3s88rKQwaPuTHySUIwQnuSkkBnsSqjCtd0DUwIzMI1/FMRTnQKlRjQE8YbiQ0MhksP1rsLtFyWnPIxxAzo0qCfj5wMipBiYio9CIaYaiqvjLrr+EA4DKtbeuyABBH6plGNsoPfHfBcVpBte6GNg1EbvJd3IaYiruvJ+Lou5UNH30uYPZpJ0MxSbaNWJgtsaB98b0RHzJpSl5CUJfsKpTzTDHQ8eopTO5OHR2+jJSWug5SB+ubBxVmioGMKHJhKc/iLKa+Z+KXfiTKb+ZuKVGZ9KYxTBhAl0d+o5SrKZbQsLl5SzKfYMAggPpdKY3452hoMhGpISR9FFTviOvJIqa5StYQl0gQIlSFKkZT8/JxSNKexSnmK/0ddPlTSqSQd4dOFTSqU51CdBhAWVLyZDzCZgLPDzRK0PUU8cDDwkVqupqdEq1BVoEcEGiVTKqZCYuKReQ5JBKpcyOVSuoBp5BEv6Z4qTmZpKTVS1CXVSVaGtS7aNpYD+MtTlqHNT8caTRSdKoFp/NRMdKSdSPWgTR7mrjNkqR4TrqYnUmKS55oumWJHqdrAGySZCwTOIdl6CCj+lNSTvqZuSLGmOTOzF9TtGtOSQaZBgAaSzi/kWCY/qVRVpybDTX1pDS91jNS0Qj8igsuDS0ad2TG2sHsSMWiY9bkoMHEAKB0QRKptkGlTPUAO0SaSiRkCtyQTBsqZ+ZiagSQa/0WHrEtyaYT0v+jx1CaXYNX+liRsMLWJnBqHdGOoTT2Qa/1IHtA1XkPR1uaeR0Wtne1X+t/cHqcrVwhqKZmaWk09oPh0SaRkhfzMQRaaX+hkhj41Ehmx47Zj410wSTS+SMFswIPkN0TBbhglo4VtaV6BBaTbT1UV2ZFqAzTtacwk9aa7TqSLEsFaRzMJVMCEbqYEUqOr7SNZEc0EZjZBaKYMljsZHpdQlRJlhufVO1InsTDnHS/1JSw41AmgmhDNA7iiepC6hzC/+CXCEMAVZ9ViR8XdLL0CGIvivgiHpo6Wpt3hknSP8DJg2hl7oFQrARkSs5Z+QmAQfcmbpG9n75cujwdcxPMIeKhsMgGqrCxQAPSe5nYQl9KMMMfLLDNYGqM06dwQgoM3TjVIfta6cuxYRovT/VC6jpmCh9jVFls7CBF0HVhapB7IY8GUHDYbUGmpxNifS3bgWo96WiMXdOXt4XFXSvarVY0NI/sTQKvSdxIsN56V6Ne6Xfc59GqN/CojZx6fvMXdDUxVhP3Twyi3TzYcfSPLA3T3YaVj96VHTnYVAy41ODlYGVdku0XfgUxJAz9KsgyOjnPSkGbEQa6UPDsGR3FCGcYQNwEUgK6a04l4rPSMnoP54NI5tsrBR5MNPnSR1GOBI8mboS6VjEmpAHUEGVBD26YvTo6cqBD8mbokMpfcPsKMNSGbM4uihwzbFgzwrYQbChFsfch2NAh3qQfCX4Zgxj4T9TsblvpNGUjSgafOxjdBaIEwKfCNGQ/CtGVjSAMYwkdGWYzPkcaoHKhUwbutWMZcdlk7Gd6AHGbYzDGe4zoUU7VcaZDZy0AeSV9iPSF0esdAkkqMDdAEydKPNZ41ARSACB+EGhLbB99oP4oNDkhXycPtiNNtjnFuJpKWCeo2OP6ocCGFhXyFhpAKTHtCQYUymfGBSsmcwypcNvZ8ma/EcmSPtBCK85X8MB56ejgRSYEagxdJ6AeluU8qmV0zEmRKBKIRao+mTgRCUHKNaAt0yirm+l41CQd4Lv4yuhEkxZerIRWhPfoCeuIRP4jCIEmVYFf4okjCaN0yAkVMyUmbYsrAjh841FIhedKZI9kEVZmmUqk8mcU4fljkzjMcYQ5BAKMcdA1inmVUsiDpBpazncz6Gd8QP9k8yrmZepf9scyDYXMycnn61L1AEzxmUeNy0MCz4kcsy/mR0tQiJXV8CK4ln9jgRgekERXmTUwMWYNFrmRMgW1LizfLCw1bmc2Jc1GczPyciyomYcybBmcz91Jsy7AuBhw6b5NjsZhBrsaARAvMHo2WbURXeJyz9gUFReiNTwvmOZpuTNTxnNCKyBphQRxWa1pnyIwxhWfVpZWZvtVmMQw9NGddDMpdoFWd8R6pFMxItIqz1WTCx0gsZo3CPQQdWbTwjWZAxpWahw9WaX1BPN2IoOGKSr8PKzUOF3Qn8jpkNWXaoLNFCUOWWvgqtEzRtNE6yQtBXNxtAGyakJCQleP8wqtD2MNtgcRw+MZpviY6ytVCMw42Szw2XvFFjNPdjQsl4tA2ZHRfRKUSEWMZoVkaFkwIArwVNNqyukiWyXWfxw3WQHNZoAkgFgtpplWcDiGtPVIA2Qkh4yLYFG2bb40OFFd3uLF4kdN2yU2T6zH5pZlfRCGyoOHgcbuGOyGtPNsI2Y/N62awQY2QgMytCizH8LOyakIslI+FOyuoVZot2VzBJDGuyytHUiYCIuz3MKFoEcd6yiUDHwz2VeJU2f1EotADwBJkdo92R/g82bzhQtPGy3WcWym2RuzxtJ2y52YTRYDK+za2cUAeWRQQx2aNoyGH+yR7pRExWe6ysHqkRyeKayy7jBzUGLaz0glNpWuEhy/7ihzXeJaz4OYKzUOXywxfKVBywP/jygC1oztIMIyOXyyQWCRy1WSazQkbzgSOQ6zP2YzZdtABzTon+z2OYWygOeF8qOdnZyOU1xmOXcVvWRRz8OSuzROW6RutIWyD2dJzFgX2yUfHJzQ+FjCMdNJzN2WdhvfMUAJOeUA7ablIgvlqyLKN6zdOVkg6Oe8UjOWYwR7pQEzxOBzNCMpyh2RtoKnKOzB/EjoSOeSSGOWJzVGSyhwnLgppFhcQysqxUXODq4yFOxh2FIHtEQQohE7m2zRpkdchpkrQvATKAbTvpZXYKTMouaIJZbvpZ37LuB9OGlzJjkLddKvpwaIkzYukrpUoueLtZApMF8uQhxUMLIE8ubuA62T/0YuT5UsuWVph2r6dauR+DQtE0zigcVzmudVpderiZ0aCcgmXuww8IhdR12fB4/YlVwSEUNyPgElzFsFONQtOVzuSP+BMoNVorxNgFkwKajqtIIx/oMYoWkMIlZTtJJclONyuuaAQKub1y2XsNdzufQB6uXhMbBkACcaP+zSlglZKTINzxucV1v9u1yuKOEJqpF9zxucc5uuWqwawP9zBGA9yp5v9yrxISYfqKjB32ZDyV6I0pCtPOAAGE1i5nKsgDiK1xrud9z4wgzxMecyzgIbmki1CrRHOOzpAwP6ZieYDpp4Ru52TM7oWinoJqebzhlhN94izF9hQbp1h8lo0o5cKDcxxKst6HuEjueaSYaWPIkYtDBRtXjiIXtDNp+qKnpaeW8xCYCTz/1K6FXwBTyWkQjxJeV0c4dDMwhMEuzuhKTpyeeDpXuMLzdeWup09Iu9xiM7oUnpoJ6efodxdCSwVwCzz05tPxqScHp41GzyeeRHok5gbyZ5DHxBdNPxtLODgPtPAJlqKnpzeZixZeYDoIdAfxQ+XrzCeROhA+bDoUdE2ZfeThAxdLvdxxKRw1dGmQqeZap0+U6pMWNRQmdPUw6eSM50gtvTPtPdREAVnSmeZbyO4g9YJefDQuoiXz4BHqYveQXyZeZrz3tLF9NBLHyT1CqAN3JHzCWMrpU+X3yT1ADoXqV3y71L2JN5itz2+eryqWJ7yarKb4nTOZA9OXYydeabyGedro1TIC5cGOPzIukXzoGeroXqXnyBdAPzKGobyCGXBpc+fWZgcZHoDxEhRudOfz4+cjRjFNfyResKx+2ij5arDrox+S7oR+Wm9FeQBoQNG7oh+c5ZOdN/y49GPBE+TgcLlCrpHeZzya1AIJYBc6cYbtJTgBcgKEBVnzAdP7YoBIbzPOdDT5RPIlL6DH4C7Ma4TUBI1GBvoza9AQLx9CaJcMlQLSBSLj52FYxUaR0FiBXGBqBWQL+FhQL5REwLB9DQLcxnQKeaBwLlcdjSZUIDMsNKToTeHAR8CK75XWYPQHYJGoddB1YrCMGohQhLylBRD8XVCfYBKFcop+DRoM0De4M+dyAjeQ7oPlM4JeZkDpMcBT1B/EKTGDrLhs7N7RnrBfYXVFrAXqae5A4DsycIAYK5sbAj5wBEV/UI+AgiAGJp+K6JlBQoKT+CEKNBfGpuqXbAwVEn0cmRIKdaXQYxdHQQ2QKSpQhRao90PYL1BXz9n1EVS0hZEL3Ahu4IhRp0ENKWIeVN4LUWb0QDBa+BoARkLLBU3QBsbfpz+T9hMWMUL0CAEN4BG0KMGadshKSVJxWjgy0wNPw+hQuAcGeqAM3A2B7st0KJOKh4LKZQAcGbGRgaJPIbBd0KFhbT0XYDXV8CCupvXNx1CflMLFBbxT3CC68hhRvx0hcAyTBdkL2hZzsn0MpTDhcRFMWJILCfnjz5BhrAKVlkQ1IJV5gka/RWLN0SMfhttvhWW59iVyxpoWW5M1pQ1oWK9iMGI1psqLFCLPMdoXBPzErtpGs3mB8kldkiL7Yv8K3Knax4RUslcLFiKvhSnhz+LCS/YrVhtWu5VL+hiLP9gpI/he8KntqaBQ+CSKkdmNoheHkSEBpQhLNG7oXkkYxjdGIJ1uPsDziaNwKRSfUcBGGlwDB2tWWMCKSBjcC94Xuti4Juwfgc7A5RQwLM4sqBE4uqBfdsPgEiEqLrDGGBFRZdIxwKqK9Gc4zlpAqKc4vKKVRaaLvGXINdyWHsZUa4QlOmHsUUfYRF2s/QvwfYQSQQFU8wdUJ3RVd8jUZYRnRanthQRHA7BsgxKUccSmQaQxWQTYZdOhGLv9pCSLOpQxQxc2sqOgntAxYO5n2vTtfRXIF0wR6LN9lPsx2i6KiwXIE0Og6KeOlmL8OjaLPJhCN8hu5V3QY8NVZu5UIZo9EiwOWKCcNltEgsWKfMJXBhnMtUROtUwoJokFsxQnA2OgrEpcPWK0cKWKE4AmDqmIqjdCIoIbILvthxeDEPOujs4wV6L8xeOLZTmuL1UdnB6wVuLRHJIwZwXuLO4MPA3NpYR3RYMThJO2L1xdPA2xXIFA8T0TWUbOKYwQeLVxRqh9Nk8LdyY/IzQtGF8aFDkjQnqcq4F+K/iVWTYVN+LSyfUZl5ECTN8DCti6GCTDAkMYG5I61lHNCTtVqBK1glFc0VG5BnqP8SIJa2BCSbegOQrB4b4kSSqnHNYglKyT6nJFAQyeXVsOCf1/SXrBGSTv1FKGSSsaJ0h+QiDQ1WWoMFQiDQPmUBKAODhLnaH+KAOLnYUvHzYbcpiSYqXBNu5k6SwSlyokMr5RkiCytNrCoV4ScVRtlFaEIlqGo1JWRL6cIpLUSURK/yIVjnSfpTcaE1iGVjbQzQmvF4SmhKUyUKTZwDZKEFmKTMJevS1ONrATQgZLZSfQFCJbh4G8v6p/FGKgNJQ+91SXRKCyZWhDFExK9SSRKwaGxKjSV5K66GJKRqm5LClEJLHJdaSUpVFRUyUIT12FssZJWdQYpW6TYyR6SIpd6TIyWpLlJcKsAyTYoApSGTMyT04fJeRKtJWcs55DuoYyQBLnJYSTcpZhLLJeQFzFOlKlkIGSupWR9apQoN/wCoUnuEpLjIGB9viUEYN+FglwJYJKNUHIDdLs0hcBYuTOlBEFhyewMiwJtKFyVItOzBtL1yQOT9ujKAdpcZC1GZMpBnKdLVupdLDpfOSzpazjJBttLbpdOSDpSuTLRTjT5BsnhcWn+T5VhnTWmWeTzFNGJsKchS66Go1gZdeSwZRSYXYCytwcq+SPqGEZvIJ+S+KBvDJjLFifpSatkXGhS+KEeThjCFAnlsjK7jCxIamfDKojMDB/pfBSPSX9LTyWT5oRMngcfGO8S6JDK88tNhJeuH1CWbmwYVhr12ZaPk8qJMZisehSESUTKaEPdQslMMYmPlstH+azLmoOiz7qCzKxZVNi88qLKvpcCyy+YLL0ONhSbFs6SgZWO88NAb0VZbglaXH/x/mTlRGCB+LIuYhKvMBOh2jMZS9ngHRrZRxS3+oqE4XCl5NbIaYmop34hMGNh+mL347et5E0jJJS9bAIJSiS11NrGNgXJkpSV6IaY4ZGpSCFMioy5FpTbZSBMh+h1ZGKVjDjKdH0lxtM4tKbi9ZxlSLrKSn1MYQygI5RP0VJjn05KQv0kqf7LHet30vKd7LkzM8pfsO7KAqRnLdJs7Lp+hJ9ILhaMNfAoMS5YIJO+qwS8evHKFpb3K05aVTnuTi8MqSPK85ZJKp5XSKj5DyB8DHdDG/I7Kl5fPKwBvDpR5WoSN+lbKYnAf4D+vTghvCypiTF7LoVp1TY5Yu4pmFO5W1sipvDA/0u1ou5N5S/1PFDfKhIA/1n5Q/LPlvSZwfFHKs5c7RlqD4Jd5Q/JXTPCK55UAr+3C9Sh5YKtUnuhN9iUnzpaJfw4eINkQMCyFiLNAIkFS/0oxjpTH5Y6tUFfbKH5J5EqBIArLkdcioaWtLPqRwN7FPDSKFZ38tRbPhqFYTQBBkotDRZYyZ1teAmFdK57EPzRaFWqpOFQwr+lHwN1yXqB3pfd1PpaPkCaTSliaYxQIZq6ETwIT0+4rrSxjIzTsTPTTFFa7SMZueRZFWdRhVDdTISFzTsgVLTHCc4MjyoLSxxrp0uzNTNujD4N9Fd5FbyDLTtFQ9SLJOEMgQOorqJmrTlFb+Y0SPrSm0gnzEYNrT1BsEtXFTEMxFfDpowhbSHLBzTVFfoNqeccYlFX2BrOhoqtBkCwFFQDVVBhKp2llDhDFWDR2bIbTTFce00lfXjujAmC0lYyjzyDhBVZmkqTZqUrjabTZ4lZ4rtad1BIhqUqvFaIcdFXZEglXIsbFRmhyla3ETFbh5CJqAMxhf51LFRLScpgYrV6uzABlYqim5sLSBzI0qexk+DQBlrAHFaJFllosrKlbkrTQIsqSlSsYJlfkqclVsIAIduSI6U/R56meRJAlQVTlX8hHOakVLlfUUEcZowgVuIEhaPyKQQhQdUCgEiF4n6o8Cmcz8UtcrkwP/U8jAhzaREwggVkCquvmfoU1j5EiCjxUwGkc5oVVA1TsEUC4GqCrKkXIVblX217lRg1HKDhzDYLC13KGCqmwGyLu1q7Ij2eQ1iVYZ15bCCqFsj+zlckw0zfl0CHldSqCOTIBVpXtLTIYI0yQJo0KUJyrdpSbtjRTI0+ATN1LIQKrxsNwrkhKhVS2lyrMKvdK8Bao0JVdDh5GixUZuu7s4iVaLIuYC0mxhAx0YWvhP1pMMX0Ai1vGsqBdQJMV9ZJM0XnPpJ9Sg0qOxrAx5eI01nZClCisN1CUjAhsisFpNgoYDDYGCp1NmoVDPVQwxNmvuMqcG6rcxEtDYGE6qhfEJsbVWC5qmi5tzVeJQJmoi0jVZ5NSmsxs9VX+42DH5stVakUdxFowucFbjzitC0E1XmrOHLvlPlE9hDBvqU2nGqAhOnHj8mpWqaoH+ZYNmbL6xi6osJQ+ktrCoLW1XRpVQOzU69Li4wZUeMhKH2rdaq2NSAmfTjIL5ZKAq48LwHDYpELnZ76dPAe1WVcinFXgyorkQ0dK3SXXkpYt9LUJLHsSzJpX+p2mfro2ZOnTIoKBpt1TFJdQFBp11Xw8CFFFY2hNHSgoOyE6RA+rcPFuogRC5K2mXEznBS1LBCJ/FPVHXB44eOrT4oOqz1Fvot1UJgP6euxwNbhNjYUBr3CNervYU/t4EuerP1VEzj1XgzPwMJkENC+qnGgBoUNZQQWrGuqpJVfg66aCyR9EU5laleqINXrDb1TMIQNThp0muRp6pYBrL1aQjxiIrDgmkYj31VPSTwAG971YgzcNeTVsNY04S9nRr91bQzRNWLYLVKNLL7nsg6EqnTxNUPCATICgYRGtZXLBRQEWR5owOKER21ayq+VfOwFlEXYAkcPoRJtdZjNbyqPgbsRDNddYIgvdZtmEZrl2GKrTiLfVq7OZrsbi5qbNTKAnNU2wPNRvg+AHZrfIEXZbNURifIRFzm1WnopKiUzAtYUyq8IWgOwJ2JBoq4jLxC5UR8INYIiFgYUtQEg0td0KKIEZUjxM+Ei9JGSawLOIyojgzfwFPNZxE+qzdFjpzSD95JQt0KNkC4g4DPVqRGfNzMUXMIABVBrSZiVrfYbVY4taENlqo/TYtTLRQhhfUVKOfzbFnlql9JlZJtUuBKCPcsJtZFqcCOKI6ERlqptZgQS4S3oLqMtrtmd0L6ANNzltYCzqtbnYWIAQYFtWbpctXNr73EpY1tVdqzsD2rsCm04SNYoMjxo9rVwPkzCNQ1q2tWsywrBeButc4jDLNYKXQOIRV1SsKJkA5U7EQ9q+wCpVZCIDrxQOZUn8M3EVhUtrxNJ9rbLCjrXIF+q09IFVBCDlyVhSOhgIJ/gaIk2rqMp3FO0ozwJNoYRO1Mlgl5mXFTUNOicUVOMy4h3BNQbqiO4vVxWHvqsgpLERIQB+kGInQjedSeqjIihMh4jWljsBRU78M4r/HldhyOGXFnCCNIadTwdpwEOqBQGIiHIPqkjxB3AzCIoTrnOJtokZwRNUbBoZdaRN6ddgxYsAm84iB+lhddctLdSer+dRB84iIMR9ZNs18Jobr1JN+htdVATddbHBdUOzrGkIsM1GvqqG4qjxQhmPjJdQfZCND7r4GVLrd6Unit6UeV1HkO1M6nTq+dRuNAJm7qwCDehtCIMQl9L7qqdRhqs9fwQc9fZ10GQbrjqJnqg9bbqC9S+gedT8BFYebrMoKLqp6cbrw9ToQcKGrqtuE8y3NuHrRCH08rOnKMY9fM8S9YSwpFYepQ4JQjK4uelx9UeN9KNXDh9fnrl6b5gqJp3rdCGPiTDskRGnA3qR9SvqI4IIdG3mXFXOl8NFdQhMpiHZBhJLXqcLHIz8tkYjjwkozd9RRU9NZZrM2FjYHNU7p2EjqBXNa9xmFfbt4/A7Z5In5rHkbmMX9WZqv9d5qqbB/qQDW/ruNDzRDQJ5r0YN/rGyaGMYDdXYAhrYzgDQAaEDeFyxBTvEUtQsoxEXPgZ7PFrHCruMFbLg85tVlqXdUnYegJlqFJJQbA7JhRyDRfhM0GYQDUKw5hACLtZNlQa1WA6AjxO1wk7Gfhatc1r8DVVZPKkIbCmVYNUeZVrA0EnZQrv9rQ6pwaqbLZ8iDUwbH6QQaRtWbqIeovCcDetr1hQBptDXdredLTr9DSUyODnQjcuLgbeKWYb0BNtLYCCJsw7AdrYCKRsjbCfZTtZQQJNgrZT7hVrifEJkqDWwak9r20gGeYb1tRiiqDQwaSmXyDciKwbBuTPti1IHKvDWVck1UbZ37KkK7Edlt+DS4bZAh1g0jYoaIOFtAn8DKik7GQaSmf2A4bMYaQddltw6Qa5h0M8KehoUNZAjGwTMCsF6OA3NOhkzIiwE0axIL6dPVaw5G0N5w5sedBqXDPYh4F1sCmdsMhjSsF2lsWzthi0cghr5A9YCtzhhgXc6yCsFJQJ+BeGPMQg4IbBBPGsbwYubS7QPJJboM/ZdjcAtg0IgQIkl0a8opBVECN90IdcNFcFgca3MAMafRcsa5jf3QRJN0bkxb/h9ifwiPjbMbEaK8wtAksb2jXMb/hAZROhjqANkCsFcnC0IViKUJIKrUaYTbOK9jaPttjRUshiGhQuoAcbzjRcNChh5UVgjpZ1QOsbX9rpgsTRtB0JpCsAWqibM5RSa1sHMbVjRUsFBLZRPQCsanIJnLa7FPNDgvSbM5ZTU5mIYJDjcEtXiKfUSGNmR5qa/BOxrbBejcD44jDfYumElivjcCF0JuyajQNpj+TRUZ3qqNhSTUcauwrAaVsXMbCUOlhdRpQoL7HqauMZ8R8jIIcXoFCbclPSxnNIMKoTeGAYTb/xWQNDNhTYC58ZSpsuejCEx/OAQ9QjqavTZMbzKk6aKIGj06TV5EcwIqENQHaa6TaybdJhbBAtSyadjbUYuqH8F5jVKQVJug5EwBMbNmIGaM6MI1xwJyaYzRalcnFXdozYmaoZqTMq0O2yFjaBRNwERh5HPLwY8tj1QQPiamkCqBjjJnBSSsiROja6EKkFFBwQnGZCzLoq+zQ8ayaGmhGZkNU4sQQpswA5UNFb7NtAJqaAlehxMuQuaKjO2B8HAcabjZMgvjblASsTmBRzRalxwPrh7guzC3XpXA9HiCbrTYrlviBCBzzaxwcaHbLzdEea5jajzgltua3KE0b7sokY59uubnzZ+aY8rWaSBF2bxQDIq5za6bmjZ6B2zROarTd4925n2aVTdibQKC49q4iualmJRMJGFSaIBRodemIcFgoKqAKTIPZVwSsFcLUhwpFY10NghhaTqF/ZGmqMQ1rMl076n91DgqCb6WHLZCwJKb9TWabIQHJhZwHqb5IoGbb4gNigQrxbB8rvc/3P8aDTc0paGKVB7TXUbHgoZR4Tcc1j0Pl0gwEucQTQ6bTtc0o5La6b2LWmhTWpcQtjTr4gHP+9DiMCaaLYZa+OA4Qo9mJazTYegatP2boTepbqOGj4EzQybHLXW4KLUh9xoAYRQzdWa5aBJoszQ2aKEmwb/TUFRGOOkgcfGcFwLXXVlkKFjbPGCa5aEFagQqaadLW+KiUIJbaLa91PLSmap+GZaybHyBfOiaaATe3RxWhkhoLXFb4elKQmjVTc4PgH54WnMboWj6bKUInBarfWapjZu4FjSsawzZj0ukp+BKzQparBasQ8Lc5bFLRnxSoEIACzYmbaqtOaTMZSYyTQ0LVdkzVvLWmb/kHbTX6UNarBZtAn8Wtam6DUIgHB1afLQZ8wXP2aAzWL13haNaJjSFa4Pj8Jwec+aqreSt6OPlbYrfSwNXIUN9LdpbaEkA45TQZbAzanRaLWlacrRwlNrQVbxLZNbX6ZybOrf6gOqbhBSzQyaaDA019LVybqMKMIyDFWalrbfVyUEdaIwDELMAmUxpLY6bCVGXUvTW9aECitCj7Dxb0rSip6oMjavrVjbGul5FErYVaHEJDbJTfZaDNlKQ0wMMa3TdbS+kOzb8Tf0bqarJgymONaGTfUwkLVtbX1qjZ7QELaEmivRcKChboir5B9yPcFRTcahMvk+bTPI1cMvpapIcECFvjYfUREvaAGyf9MWWXcTqJrXcc+VU5TbaapY1NxtiHHcJf+Yj1Lbd6p7bTqtbbZCICHhMZ9Mp2pDdE2ArqaJk+heC5PbciJ3bTMdfbSerxefUZkSHZBvdeHaVPH00yhFTCW6Iq0d1Y2oOQoHa6NN7o3nGnaxHss4k7UI85Qq2Ab1dHyAaP+FvdY/zfaI7aWRGXaXbaJld0IySK7W0ytxIKta7AGoD+UX0icYrDv1AmECaF21g7BvzGNvzRNYdnp31n8yaNWXbi7VHaA4TPyyNoThBCBPycNtNlvDYNsuYIgyU+cgqs7WLDGSbnbltR6omNpAyo9HXRI7RRrreZ3QR7aHC9oHGslHKBrz7SSsBIr3bj7U3aDMiYbL0k3btMrAQd7fXawCEVSdVlBBfhO7yJjLeQpntfb6jB/aLGFGtl7WPDV7dtS9YIA77bQ/bf7cryvVrfaVYlPaWQi9lLCKuJKaHPrO7cP517aEQxxDhtRMv9tNUNXbjhubawaB/bKebRKAHWs5odcZwCaD/aNnvLzBVj3aJhkkhXqAPbZhgg6VPKMyyuHNt87SXakNCSLXqEpkURm2p57QC5IHQQ7jhj3zaJbg7YGDvat7TFxdZbvbSRkA6VPAI7CRvryPbafbATTDoi1pfacNKTyi1iw6iTcHaHbQcrGHTHaX7ZRoKLJWtXbRcMyHd/bH7WURhkMKTqHU+g1knmtwHfvYrHaHaMHDI6DCPQ7tMhtDbQvQ7nHVyNV1Mw7TMp882HchsK5vikW0sI7OokC8xHfXQwIdEKpHRg5nbWk62Qs5R7JfXb5Jnk6oHfY7dRs/agnbjQQOHXa9CCCFsvKE7FFXBLUncPQpKLt4kncVAaqC06l7cstH7JTIc7S7FNRrU66HVvb8jEVTMna8T97b7R17YU7zySI7u5rA7waNNlzQr06Snd0YRnTk7kwmQ7xHZvNfHfy043q8gYVl2ab+IqFXHfZKu6JDQFzAysmncUYM+Ayt6nWA4RTcxRu7VdlsMBpkvHc3bkSb46CnSDxSjJ86M+VQ7oHWxR/Qss527YZLYnbWy/HcmFjnXbRD7esZ2BA86Zncl09HTlt2YPha2eaM79FMo7JnZIJN7eMQtlpI6VHcl1GnXRFV3qC7zHcs7K4sc81nYchsHSp5fFu8hy1IRxKXfkp8HeC7DkIi7BVss7s0vjR3HWpxUncC7PJXM6w2Q3lqXYKtboNfkzcHPb7aA4C5nUzQXAUw7saL5ANCpy7lNoO4MlErT3srvDyBrKrJBhrD7EK8QNpP0os7DtIC4q/TOyNoBEwMjTDXXy5gYLpBpXIQZzWNwwTXdOwzXQIALXa9xkjZ6l5QIAjYTG66fqF8QPmk2F/iM67XXZUdZXFyMBfLQMrsr66OXP67TXXVBg3f8JZXC3DHXUFlMau66smKGoA3fSgg3VwLWXD67E3bCztABG6bzfm7IyZm6eFHG6c3avhI3aG7P+L5B2BiG7a8LW7v4Vm6K3UaLOlAShi3bXg9XTkwCKh26vfI27zOM27y3ea7K3RfA+3VG6k3Ta6DXXm77Xda6h3bWNW3SwrPsuO6S3Rm6i3f27U4sm7zGtm623eQr/pO6APXXW7+FcZBqKW4yw3fq7qFDu6l3cDST3Qe7o3eG7j3ZWg73ee6y3Qu6R3bu7JlFDlT3Zu6p3ejTb3fYyn8DjRY3e+7r3e27/3W4zAPYW7H3SFAAPQW7X3YuFF3T/rl3ayTn3U27aBvu77GeilPXcB6XXaO6QAih7MPd27aBk+7MPWh6nXYh7EDROZtSXe7J3V678PRh6IPQ67f3du6KPR9TP3QR6IPXB7iPTB7GPXO6cPcjSBactVD3XR6MApgUhPfe6L3Sx6QPUh6b3WJ62zRJ6e3eKoAsk40WyUR7yPdJ7KPTOtBPfJ7aPQIN/Ujp6uPep7cPR+66FXJ7DRKW7pXFdhxPZB74PW98NPWx6hVJZtxPVh6j3X+6zPcJ7+PXh6qgMp7nPWp6gsj575PS5753Qh77PedLHPVZ6dPUx6RPSLT0dOCAovZ56TPWqoIveZ613b9SnPZF6+PUZ7kacTRKFEWFB3dK4yOF2i/XQ+7L3ax6wvWqpCvey4X3dK4FXEV6FPQl7QPTDT23HV7dPWl7KvZq4LPVl6vPa/4hBOy4bPTV7b0H17DPaV7QvQ9KL4GSTZoFV6yPf57mvVN78vV17EveN7uOnV7qvWl7avXN7V/g16ZPZ0oJvS174vW17evVa6q4cF67PcZ7GvZMpdvUN7OvTN71vUd6t3cY4r3dt6mvXa7ivZJ6CKpa7XvbZ7smKN6tXUt6Xvca7mPQRVcBpkxVvSN6zvcxpT4CsB1XGtojXRaxtXEk55YMSQqFPKwVwkcANwguFTRKj6zEBj6HvRR6jbfjyWXXaLMwho6ifanaC7ZE9cJv4pFHQCNRQt46h4eVZlXSU7E2BK7FHantlQuT6+hmtYA7US7BHXoRRnBQ6+fT49CfZWNj1ML66vEC7/nawRugAekwnds5FpX86RJiOog3KUZLnRcNMuQfaefZo71fRM6OfVC4FHTi7NHWyBafUz7pffjRJnYe187ci6yoaL74XUQIL1OrRuQoL6FaKc6aqEvwI1C7QwXrNLufTZAgXoA53Qhw7oRa9yu7QH63hQz6pQsk6Lhkb7Uwmq0qXMr6qfZap6XE1z/wCTrQ9qntheZpiARSO54oGtsK5V1bs/SQIZvEUL1sWW4nOJQ018V/ps3K4KR9AwJ03PDoY6FO5nYAe5HaENTG/UR58/RsFh3OMLrvrhZO/XX6jqOfxQlAh5Y5X/toFZ91yWtbBF5Rn6+3DnL+raSKxwE36/+KyL73NsKXyEYxwPCD0vXHyL1/bKtx/dv7qMO364GhwIwVEzjpRV56w9oPo1RXqKKFTvFvNef7JyWaLr/WRJb/VIgL/fKKX/ff7n/Y/6hFVbsv/ZgbiMc8Lh3JWKPkPaLd9RzS9aAO0x9kWDmlOeLoBkJTTWteLIUJD1wA2li9zATSkOuu13KqmCPkNSj3KiUq9cNGLQcHgGDlfGLMA6yi+OM+LUA/Dps0umLm3L6KAgYOLYA55KATL2LJAlAHD0NeKjQGAG2lVB1JGLaKAgb+M23C0qHqfAGWAxZSocCIHiwIIHNUYlKYA9DwVeewHRA080kA34gaA4oMqA5UjkxV04PZuZb9Nm25t0m7oJA2w1TxdAHrxbmQ4A6eqUA1oTFtMAH0QfW4LwdgHwxbU4pafgHj2noxCZnxwpxcFV7AxGcxxSgN3XLq0WxZxTzA8wH9xaGI2xQECOxX4gyAwEHP2tbBBJoMgylf+EVGJUrGCbWDrYCkHiAzvY4g6GC+OO+CX9voG6XW7gCA/Mb/TBzQFlY36iQRxxyg/vU2A0UHXA14GXqVbcpwbYx3A2qTDlSrjjlQJ420VcqDOT5tug/UU3OdxtmkD0H7lf1SzlaMi/5SPpXlc+yoHV+UwHF8rmnIeRflTmyjCl9lAVdsiqwPK6zyASqdVjMhr8nCra1oTRYVSsHM7UJhsVddi0aCiqe2VC7+gxiqnQtjQ2VjiqRXWSs/zGkRq7WVQrcCTRoziqUaVd3Utg/SroaMtQmVQyqxg2b9QOY/rAQfutHIaKr6whfh02t5qwttKrVus5p4QxZrIQ5fBc0JKrYQ5iGFVWiH+GhiGlVZutoQ8RUwuf/7PxasxNVZHRh2snRdVb0cEJbhwzVUxjGNgyHC1RtAQNu+9rVQLcPSZpwHVXExRtt4CasC+Cl7alZw4jlhsNgBsfVbHcmpXyFSoX9hsoZyEqoYd9+Q1sII1VyG4NqFZWQ7RtatoyG6McyGVQ55tQ1UZtCyBmqqQx0zn1iaGGPmpKHWqqG19clsY1QxLtHcMpC1aJxnSdaGDQ32BQtsaHeNiyB1NuZtCJnJEdNpXRPQbRZxiEaHGkLdCfQ3Ft0OIyGh8Tls7QIyGt5HZtzQ96Gi1clsU1e1EYXPFtGQyEbtQ4WqyQSp4ZKO6HVwHqGadCmGIjT+t/Q91hItkrIdoVWGow72a5JsBZPQ9GHC1RqCBNi2HDVVmjcwkcrjbZ94z2MVorGPMCfsRKCLkYUDZgYOHSgRmzHCqUDrg2breRm9jagTjsGkZlM8gZupRWgDjEpP0jlke0jDkXlNVw2w7gcb0iLtk8guAhq0zQdc7kcXf1DkTMCNthOHpkQsiJxG74ccfbEgxGsjwLtvp6NBNMNgwijdkT0iTgXtxTkccjpw6tMHw52INfBCHIQV8CDfECiKfGAaoIxPpGsvBHHGT/DzvZ8DgQdBGJcRUwEDQ56Q/OhGEI5DlXgUFA//T5DfGX2HSTpcC8fFrii1VHD1hb3iFQY/sFwNijBUfzJ8UZmKl9JbjiwwQwP1LbiGwH7weKkyCGUayCIDq7jWbEJHWwJXijDo+K2ZL7iOUVxGGityjOkLyismYnjGdSUz9UfKCRUSvtDcY6Kt9Ini2w/kyBA4rMZxSxGDUc6Bv9iZHJA4rNpA575TcZaC/Yu2FY8XaDamc+0zUZkaLUa6C22rWLBxLoHPwYWKSkDmqMwa6KLI98gxWtJN8mZ8oy8cvSfhFWrKwdYM2mfyAq1Sn76KRGcovOYDoCVqY6ZKLsuVFok0o6VS8NKolO1VlKGypWgFaPPxaZDqRy6oV0z2BKQexlfLlTBKRco2oSJ+VbNCowdRQqLTJjAS11T/N7jFNW1HA2OrNZpdNT6owp1fCWrspRZq6yFex6vQEoABYNK487OAF/NXiHEsjfJHrOEk+Kpd0O3TNHpwAiGKlFtGvNWl75ozwAhpjtH7tVdMiwEW6Zo8dGQtWAjSI8yFLhC90HoAJa35IJAloCz0qhstN1ZcPK09tYkwekgoXSIT5fo2mQhSGSSEerX4HTZjJ1YoJi/5ORiFyrFiwYzDH5llJi/5LJEFysViwYwpiFykpjgFP9GyZTVj3o1NNcYz91iVNAdtwOcyFpTeaCYz/beMcSpsdszBfMR3hCDHKQAYwtLgFgp0QY9THSusDHEZZFjX+tFjYY45jeY5aQWuAT1a/EpFkZPDQz9sSohCDwTAYwRwdZpAtDQElHjsZkDitMBGKkfuHRw0y0pw9eGtY7MCcdDOHbAgb4agUezwow0DBkZ/hr+t6DI+OrpDwxuHyxN3LpUTT4Dw9DiP9OtxTwxMHZxE+G22pf01Y+bNtYxciMwYsDUoF7G7Y5D4l2e+G2fL+GScbj5Pw3sj/w2BHA2t+GRmacjQI/rG3qRq7Ndr96xyLO7ADb3xgQccS4I+8juGILjXgQXGlo7VkucboRc47hHS4/hGVVZp73prXHzGRGki43XHpcfetFwrdGk0r0jKxU4ZO8VDkJxUSi6I5pGxwLZHCQbmLtUaR1xQWQzdcSSiRYlzAeIxEbjCI5pd2oJHYxWvgRI12Gaju+qJI7xG8+N24ZI3PGCGDUUXIzyjMxdUJQ8aXhPRa6iDUSPGb4/KDxUZYRL4+RHnYnKjtQWqTB44xHTI7WLR4wE0NUVaDV9WPHdUcM51I+LMnI/YRA8a5Gw4uyirUevGbUV6DsOoeLeiDbM28XoEPZFKixWtSD7CAWCDwaX1qhDgnXRRfHE8SuimtFEoUE6v4HwUCIEwfeDceAaJ9NpWDmwTvH4xdh1ONlUFJ43WDKE5PGlY0/QBJo04ApiGbeExA7wsIcF/sGPDjWQcbPiVXGaaHqa40SOLQOVaaCrE8qDcsOR9oMfGZgyqbJE08G+TZonSOedDDPDY7eg5KaBmIw6xSRzbpo8HYyQE0bfIi46XNCsbkooCbRemcFXo7z6zgkixVHaYmVgu6BDfbZU5jaIm4IeInfEzon5E74mLwGURMVRSHVHaSq5jc4nNHZ9c7E4sN1nLAUzIkS5UVehbIsIeoDhKgVTPHL6ok/omaHZiryzUhDxMoEmFkqkndzTiToWN9xOTfYmb7F3lBE3g4GaM+aKyThM6bHSaayX+NrgxomjQpnTtE6rlOkyUniUm8FCk8mEJ2awIBk8mE3CFRZhk66FJkyImeSZKz8TQSwYlIcVkk+xxcTPeV2jFm8skZFVNk9flCYEqVVk2m96OfibIWKBRZkyEmtlvwmzgn4mMpbfl6k1FRJk54nQk82Yyit9R1hLBxL/HnU5jUmBjgjVMwLdYmXk6uVdk529Hk00mh3mmKeCocn8llcnFk7K6V2RMbxQH1VpTEAVBPE0pPk1+U5k2R86kU0bmkwEDL4nVacoIUHsU98nTk89VWis+aAUxVMwLbinFI8aVgUyNV6OZim4ahOzqU3NKWU4cEWhLxxmrIf8KU/0YUerp8wU9fle6JZ9BU9BQnsdRatVHynFw7CmoPqMjrkziSbaNSNvk0snGCuSmoU7QkBVqKm+Cn619LUaaxU70GUzaBN2OJm5V/jKmy/Rfgovp4mFUxan2bUynQvk/kObXqn4VLdddQF0mfVg6n7gkiSabW9wjE4WBeKE0V+OBzbrJi4VpU70n3U4Gn7gn6nTCi6nyLcuxHKFVADk3pNt6qL0rU8w0Fkxcmjmm5yVgmSJYOPuTViogrFKHmmFoWkY5Ac1ciCqimCisQRRihWnWWKYFMilMwVCmHk6Cv0wMlAmn38qaMcvg6yrEy58IU9xb6U4psd8v2m9adWnJU+xwy06kUh04OIvk5OmbU8Wrpk3WgtSm8mC1romzlhmm60FOV7k4ugGSpunpFGPkd028r0GWum3KQp9s05Kx04FUterTEnz0ysgjrYSmgqicH+zZymIsBenu0+xwFg5k0tU6zoPU5+mA4Jqn1U7rAdUycmpKPxzV0y2mNCnkErSgWn1jBBmGoREn706CnSiY5QunHSmk03cq/06hmOGg6m7U320LgbqncUwy4z8YcEumEj8zkfpan01Tgb06+nsqC85D8Tin1gz2zJTU6mAw5NsM4zcis44wh0eUbVm4/xU1klxnsI+V6UQuUQdWNXHBM5BcFauYz64zhHBM+GbxM/KLeM0MpkI+QLFvRQh5M5pQ5M0JmFM8RGbo88KvmNhSAcE7BdMxSZoQtcF2QBrKhqtxbDM3O9Z8nlDsKc5QFoZZnqaFhhrgh/rhZdRRVigA5iZe6ZxoZsFTMze8FtFRYHM15nGACZnLybsJzSjZmRqkmw+ST5nQs7gRMig5npWvFmwpEhlHggcZNgoeaXLehwAyuCLVmQGYiqdwmug47Y0tJnSUFZ2oF7rJLg6HsD5jhnLy7cnZ5fkX1vAciJ6s5ZAANuXqpel3aKHMnbms4mE+dQXRGs8o8S6J1mYpLK8T7czThhLiprSfGQ9klIZ9ncZB5hNCo4XaLQx1UeQTnZM8R1Dr19HT+lIoNaSzjYnqRszgqT1Zh5INlGM7dQ2tKTInrus1zR/HiK8lzqXREGXs8Ds3gyHs6Vm8GaUtLaLtmW7euwJffAYx6eAqGs9TY77TdmAaGyBm4c+4Os0tnQGX9nJNoV8qXFvpenQjYC1Mv7lXQjm8+MZhrJf1mh4ZdmMcwCzpnYrZR49868c7h4Cc7E9GGeW5ClHjjFE9tntHcbYuGStmfCRDmHHYnZFaOykYuMXl4Fc3C+Q4tnX9Er7z5ViTjARknec+9nzbJY6fckdSDE89mTsx84O5ZMGis2UQjsyK6a0vm5Fg8LnDxBhlQnfzmLE19n8FWtnXeH3BlbOznXLGrnBndtDOHW9m7QuckC5eqHH9GS5w+uyGYc44Fns7J5Dnov7hSfYCxGYLm7Q2sMPc61mURnTnEwnMRxHH0HZc9S4mc9jmeiPLm46AHmzcz7nVHaX6bg4T9rnHrnenXLTeHVrmbgyjm+hnHni7VzYlc+H7rcxcMjszqsfs1Q5I5c6SPsx47vc5LmfHWzmq84qbOaOXmDxrn6RXcCkvXMq6g7DE6s8x7QEne25jc/nnPxn1nFbGEcWVtjmuRlUmDc9BRKs7T7Zc06bGCG6t3qBQ5Js6C8CiuEDh80vnWWOYCW1rXmLUlMEXs8mEZ/dxtp85lEHnVvmNFYfkmNipKJuU+Vz8xVLc/QfmBaJn13NtPmgBuNC7s0bQ07uY7p83rQds8vc0UqV0uc5CE/+rzKu6PSTfZcFnFaAYVDejltRaaFbKXuqGQc2K7QC+2HucxBgx0DYoNc/ThUC44p+aDXlECwrmRaLAXHs1nRIC4QWSydLm8C1Csas83nFVkTn4/e3mrBRHmKcxjVLc8Dn0Cg3L4/dAW4PpQXwCyQVbcxHaGc591wVl2bZXQQWYaDUZA5VaHWwGNL95Tr6E8wpxpC5XQy6OIXpQyvoPaiCsR8xf16Q9DYzlGkohs03QuC7ICuCjQWqnPFsiVgwXJC8Ksa5acGM83oXBQvbmSyfoX+C9oWyySfn/ejc6tCxtmhc57YICmQWrs3+QLBonaAc/Tg6+mT6OC/6gZ/dPbG00YX2w7IX4VA4Wj7nat9s5Hn407wWVPNPmPCz1mzVsQWki3wURCwYWTrSczoiwoU18WgXzC3isRDRBThyOflyi1XUHg7LRii1gWVc11aCi+QXrhZ7LUSS4XBc0XnoCuvKTVg3n/UBU8aix0Xmi7vm6mhLnzs2xQiIxfbmaI+qAi3QWFmqzQac/MXMwn3nIMPrRX8yGsRXpJtp88e4UKUIWGvj0X1HRQVLmbjnp88XGdC1oWyrv+ST85cX5Vifmzi90gII8tHAZH2Er1ucTbCJ2FywuXHRBs8W/UiWEt1uuSd1luSz/aQERwgCXk4oDYBjLf6DfKOF3IVEJoS78Wvi/o14S4II/i+GNPEMIraxmFrRgi8KltdAId8vMR5KrqN8S1Oax6oWRrCGHscdfkZE8jXBfKu2z1cjSWjKk6aqChwjNKkGaAyq0MYdV2EfEwSWDwHqElCl+ZaS9nRMRRmhBS7aMJGAKXGS7pknKnBp3tSal7yvI6ntRalmSycKxIBaknCoaHutQMYekwy4Vuaub+S5SZCSzK9pS4r59sHjjJciyWczTsUqLAyXpKtCSyDDaWtzTWsQGhaWdXtDUe9iSXTS7KNB4AVnHRP2HrAw9dzsSfwAy1dj7seNhHseyyGWgbHOWj9IIRUy0TYyCUvsRS0YcQcRAHP9jJWSSqhqc+H+ImDi9w1Z4X4JmWjw6xFqDe7Hz2eNhscd7HpOt8RsSB1M+qsGXMcZoIG4P1MVkePAhSUnz1kerxY2sTjZpnp5t2fyyKcb1Eqy9Tiey4OXofA+HIy+nHxo5nHJo2ziS2gzhOcQW05y4XHZy+kxYQYuXES2Ci62jzinkcuX62uuXugguWVy5m1a8IeXSQyRG1cXHqQw521WPo7dDacoFLcYB0IMHeZDceHjy4GPG3wLh0kopbjH439haQWXx3A+oFV427jBafMRN40htzg+Z0eQV7jWcJR0PIwPGbqZ6rT4zgaPy6Gq9Iy+WjnLHi4Zj5FY8dIqqcM/GYOiGHHGvKjsOtUNDvp7juOvBWgml2DFZouLDvq2C/OuBWYE5rBgKx9FawdRWpaS0VyE+RWHqShWME3rhGlehWDUVFhuKznjBK5UqeK1KDW8toGOK0kGm8ThnqE3XjDaRRZD4xbMIovExboJFGcM6XjsOmJ1SK7vGcOrEs4mGRXYw0J0jOmOC2K95E+Q80HFZjR0xQwsrrK8xWW8Vx1LQ0NFtmFRHjK/nBZ48Pq2KaO1BKzpWny6JWowZ+W6I6uCIoleWVwQUqOEcuDhwcEt5AHODxwfxFhmBMrEE4FXJKrXi+8SZWL2j6XZ9PE88GXiSV6qnABNbPmMPHQ1i7M8rpnq9m28ik9eRB+p3lQXcR1Ls1vlfjsSROOn/lVfUU1v7FSIY18x4XNM23I4l1NScHIGrg9hhH8rIGi5lhnEiriq405rg7g0Sq0omApKDo4nsEnQkpE8eq2fpiVeHmu8kaIp4ZKziigVWPnAyrrYCVXhoqMVyq3BDwQ6xnSFWyrM4p5CSQ/pDXIe0FlVe3GnvdI04QzbthLJiHZxbf77q59WHIYbtHq04zUI/xZHISL53q39WMS53HnhRDDcYS3DWE+qU0Wi3Cw1SjC2E7qHWIAjCREZk9kYfDWVCElD28tE1inM9CCSNIxKAhVCAYaKHQiMVChfAwiJ1GBNd8gGrQiNlDFoZEjLmdqrpowptinJRsToejWC7i1DqNsU5voekm2awGJWNj1CFERU5+oeFD/EaGHhoUjWyGXtC0a2wmCqwtDi9CEjFa15aixBYjR4zjW1oXEi4nNqrIHk4j5/SQbOa2wnOI8k0DoVzWbFghCBa/wiL49EiRayM0IE3rW6a1QmGtjdDtxroQVQb7kEth7XXJjjDCIB7XsYRjC8E7coSayNDJa+zbIqhLWLa7Rt4od8cSdPDCoa/7XBhP9DJU380q40GqhkJ8106+DDRaMpMpEynWVsO7X461FCXoSJMAiO9DQIGXX7CBoBI65TWi6yHWTcj9CeDS7XzoaTXTQNAmG6FlXZLBaQPnDpBQND3W4IdDLtVpMR4RlIyNhhjYkIeyKZJllw0IYP41Ru7kec+zCaDlFI8IX1ph63ERyIXPXZdRPX97K1hCmXSRHnkaAlhD+Aa+mZNIsPBp4pLLQXJlBp/Qv0Y2XgbCGUsKt760YivuI77q4mMJ7nRpQLiFqt0COc6WIUfWBRgPX0JnvWarEA3PxpmtICDcMr+EWBvxp/XG82CwRda/X1jOEIrFm2My5cKMS4bfX2OJYJMG9novaCg2rhifWB6CrDEG+boSHEvWTdZvW6sL4iPCNKMDUoCL+iIcj6GzOpayiqM+WHQiNMmA1bWXQi/64qEh60zqwG06aYGzQdBG2ZFRhrw2bjFppFiMMgNKIp4WG7HHXQtQ3SJr+HpjNNpF4YI2FjEXSd6z2a1G9oQfRtM4wMpOW2M9OXdiMOlZFj4gxEj7q+whY2ZVSY3M2GY2viDY2Qbg43BFYCXAacpmBElY3XG+8QouoZCnG5JmBM6cRfG442r1lTYbFiE3wa90BkfeFredcwdBBE8TSEpmg/xijoRdUeUjUMA31SQ3EAYDIB0JlhKx4lVY3Dp+NQlqQlBaaMl3hmBgxKQHQbxuIaV6AxgiJpHF4GaHdSMJlCGmzfSCBI6gz69yANhkh1u0PA2v8Cwb4anqBcm8U2obLoTcm5xKqbGM2QJpk3Rm5CpgGyZU41ERYHUI3n37DMgMEte1G86fdGm4M2dpPJMqyZM3h2hi88SUnYpm+ikAprzYdmxKE2pZM2Nm4qFedEYi9aFrRHS4A4RdUxxqEJI4qJa83XuM027mzSSsm4c2V7E5L/m+k27mws2FbPB0OQE7KZm2k2cm1C3EXuAakm3qEUWeHrECZMsps6MN5CY3AnZaL0u6/EhyOXF46pkzgdOVp5CWx61iW3qQ0SLahyWzzIeQFS3oMsV5aWwl0h87+FhSDok2ixzIhbiqzkgJS9BIGJyhQOUBys5oToZVGZmWxy2iORb1pff6RtwNfJRW7y22Wzy26Y92JbFF6zWW7PJWhq6ynQDYl1W1WzhSMPIPrsUk4OTdQdnMV5KW2q3Lc9GQ9W7n7QyOvJc86olL2fUZbWyBB9cNmZC/XFNDtDAoRvPUlGOUX1jWwVNOW9NT9WxgDy2QG3Bc0xB/aHmTA85oSv2cP5SAga2xORG2485mA2OUYpCBAkkNPO+rCcfZzdFEdnoyC3Jgqp0TDW/cTTsWiRh5LG2c/mRIEBol0hPCW2JPDsXAcXy2byXJ5TWzF1R/bq3a21DnrW+aYwcyKUiSPbwBlOUkhpg2Z11U4l3W3bQ4cyh08IpJSkc915/W8P462+wTk25MWZtA9Bw2+D0SW4W2sDHqRZ27dnN2zS2N2/vLTysK2TetUXOYAaza+j0Xv8Ue3LaLu3EyIy3akie3FW6LonetITm28v1EC062lEm70/BSu3JKa4WdW9u3cZUJ4AO3TK0vJO3b0DNKCixa24+qXmHKqq3729Lnc21H00vDW33ujP77SKklK+utMiSDp5gi4Dij67lRAO355opi11verB3iO6713201NoMDNKRs4h2OKWh222+ZSc22m36TJYWL/h5yLqyq4cFJE4Z1u/7HsvD7dXGvBQuRYzVVcHssSwCsM25LNWDXFzqlH60j8ZzsUuUyTAiPJ3MuZk0lOzadessuk1O0FwVLpp3ItRG3P4q9kmudp3seeTAseiVz7iSP1ICap2zqOnMkrnp38uRYoS+jNkeuWp2kmP7iZesDyulOyFkZPysxud53ykkjFpuTdQ20JASWBB6TQu49lNsPZKcKFF4GbJtyx20YIf2lYM9uSF2TFm50CDcdynOw9HWbI527O1J3jO2tgbyeUlcu1lyBlGYlSuzdy0ks52bspFq0u5hAHo+Z2yu8O20pn532jQMp6vEF3TwGl3V1WaB+6reBcWy9x37qrnZuInCD6zQ7dSGnDtG3LmVs2KQLkTURM+nN3oRgi5VXplxT61C4TmTKQbevskc5YqRr+jt3XkuqRMXOKRHMk6R5u9S5X3uSdR6xclY0EN31uzvxLu5SloRjvx5fsDwmG0/ZThgKRN6/axEqAKRnu9WlS0kQ3Xnj8AnUik2YnQVxTuyvXlHF9DjMkd2gXtwdbMu92URQ3Uzu5vWIe2NaAznQ2VXrqlRGwSKJ4aw3HXvzEY4Zw3+nUT3a4RI2lZInDce41ds4bj2w0t3CKew0Vfu3A2nZZn0XuCo3SlU5xQzugrjjBJ8CEqj2/iXz25u/o2ZmqvDpu97lDG1cjmcXzi0jKOFjQK+Iz7HL3JUAE2xvX8BZexy5dQBVlOQEr24I4r3UxuWAFe2pBExsr2nqw3HTpnr3KxsOxvpur3Le5E2M+EzdqwpyWfpKUsffIARG8w13PmEL5fKgcQaOH5hPEMj5pKmyNXklvZAzYl5lkkcNVwTKbWMldlKwDfYhewLwSWjfAzxg9ULfIHAtoMn2Ge4D5TwHH2SPlsdn8J03Vu9QJojctDlkppxve8bBXkmX3GSz72S6k74wiMIAH+Iq9VeMBhT7Jg5wGWWkA+46WVBJ736AOX2Q2kvMO++X2BmDHCq+4H3SsSP3XuNtqFBAMXUyI4LgWgLiLMtswEeSvZDehJlnmbaXRIl1YnfJ32+Gwo86+8X3vDFzDcOI9y+Gxv1Z+6XBUhfkZKXunwWCCSEnTQ9mBeEn1zoPf32atLwBrY6XabZqlHe6SXKkWKkQ+zq9H3j74d+yo4B0r33JS5v20eP/3dRqt3v+56WrrH/E3+4aWC093CSRs/3vqNG4b+5HA7++gOv0rmboebqNEgc32T+9AIO5amQ1mMVryBIv31+46XJvXBhBuwcwi0Xgzf7ozDK6Snh4W/WlWB2H82oowO6NFwPPjiVHMUe68c+MBb10bZ9rjlNmzHmwOjCgNFEGUIPaoi+q+B91EP1Xg7WUuYD4Hdr9UIF1sx9U89WYDg564UD9wyLmbFhsM8e0tIIinNyTQB63Sk5h0QO+3E9UXiwPEGYoOOB7IOm+7YP+mbt3C0q3TPEqd2zB7Bqt3qrxn6bPbS0noOr7TY9SeKTA77f4P/jorCiHoYOutZnDi3gG8nSDwPZDEIORYdHSgRNf2ZB2PCwhxJlFfF8NYhw4Ox4ch9+e4J5m4dzs/+3+g79bo8vJpx2vPZXDePQx8rWO3WH4TziVe+xmGh0YzaFhGlR0sfC2h6b2pM+hlLwq0PbGVbCuh/xnVe02wxhxUxuh99NehzMOtMzCixBTtQJmT4xCmS8xWmcT4wmSsPEmd1BWUoslysW0yn1ByxDhxbHWMoNkjmagj5YW67Mmaftfuwt5fyVvtpYUmm8EWsOarAu0KmXcPkEm98amVcOBRhsPO6mcPTYcRFARxAc1sn7CYmWojMNDsOZ9iWhc0l1BVh9Fs2RCcPER0L1DeMdoJeuIQB0DrD1hdIwbi2adPHVapYR118IR3syFk6SPEmZ6EfHhSOrAkyL0+JBRwWTukEZilnQiP/IcR4sz4kfsO9nUSPufCzhxYKRlyMkHsjsXcT1dTeqVITmYF7SfpSjPYJDswXQZR3+pbaKAMNmjFIKaNGYATaNqpaJIJDnZ2I1aJXF5s7KYStlVUx1adRQBppB1s8bQYXJvjeRC3ptaKHcLs+7R70KJlnZMs5HR7KPfxW66N1CjR/FErT/HgpC+o9wlIRKqP6uCvdLTDoSZ7YzxdR95AinKe5b8OiYFXfyCDRxb0jR6sJ1LpaP5eu1YSIeC4jys3DE6Ixtsx65Z9Kcs5nFYA9sIV85kxw2peaKANswM/dGIaAM5Dnvdax9GZwx88pGScGPp0RbQlR37ahS3bR5R4GPx0H1HiIM3C3shf49oLXdwIX1H9rqsJhx5bRix2eoiLrGP8x2MjMx5sHFxyJd7g7OOcNGbh9c6Pkh0oBw6Hb2OK0pxCn5XDDXLJBsDx/ZYJxxLh7LKAMuemepJTEWOTx2MDEx1orHx0Vzbsl2YecDhoTgl3adx1S5iaK9RzxwpZeCH1GWjnYRITJ3cIVs479LBJCFBgGP/8FGMKHgzHlMiicV2rX4vrAGpjAfrmfR3YQzSzCs2PIeou6AuP0xzhpEaKM4hwIsNSJ2mP6x0hpCJ4aPGkN0RcJyOPlR26z9tD2PRx+pkUJ0XsczMhO+iI9Q2x2dzI6Jo8mx90Qexi3cZqRPbH8BVGIJ+RPL7jqR9CDOPiJzAQ5J33cSadE7eGFJPt7kzTfhKJO17iLTKNGGyhJ66OOJ7xP/R6JktWkRO4J26zEiMePLJ0WzLZaLH3MkdREJ1aPsrDJC8Hr7SMplKzaIS+PijiSJ9MsOdTJ00I3Mthcbx0VMQwJQABx2FPvWbbREeueOIp9xOoiGUpgaglOUkNUBNUNko4pw0cVJ0ZO/YMkA8CApOeIBjRlEgrJTR55OmAMkA5CIAMY1BKI0p4kcFBqBOlCDkpwMNFKPRwMglO4kcHJ4lPu3IE8kJ11PvJ2hPtMi6T6SGhPnHUW3X7qpOQKPcT7J77S0HVNPnJ0Mh/CGNP67ilPcp8O5VTp2O+p7xPHiwt1jJGJpCqa+JniNFkR9AiHdp+llGkH9kZNLUB9p3uX1ooQNrrPKELpwPoCshUg4I4dOrp8dP5om9PQsooJXp5vgzpz9PPpwuqzpy9Pro4zddyQ5ML8JRI9TNFgdIJDPX6BVHtCRDPIqDjyPoij5YZ9AR4J5rFh7NgUNti/JJsLDP9M+pPW3IuAJ4H6imsZTxtAAvHTovYsDSJTPW4PbFoZ/jPUNENpGZ6/Y20A7okuYGRKZ8jPJJ8YFh7Kmp4Z0mZuwJTOWBAQxnyDtoSZzzOBJ37l+Z7iJWCHjO2Z3DOxZ3opBu8JPiytDs66PxPWQD2islexOUOoYlmnOePuoK8gHx8xPjZzsodCeqPHQPI7taFqPJhMbPdnGeOkkBL8IGERPJx1yBXZ3ROzR4mQhGWROA0BjRjZzwwBpx+RzZw6O9Zx7OTZ/v1LJ9rPWuZJL0J2rJ4dlU5sJxzINZxlPw546BjdEnQJR/sUUnrbP6J+rOmpH7PqJ3WA4nG7P4xyLBS53RP3ZxnPC52mPbx7ADc51mPXxzXOLZ+YqsSjkgHx/XOzQFtXDZwtOFSq8zaJaqwTFOjB6Mm851YusV5dk7OKkKaUB54E6tZz3Oyx+nPtZ/BM2J9HPM5ypq254moR5yokNp5tlYWvtl0TFePt57ZUPx18VIvnRPBx1vPYvnnPL5yKUyku04Nx93PI52xP8IB8He6vuOl5+/PLqauPHQPkBd5yh18gJeOZSn/PT5/MVyHp3Oopz9k6bJvORSixJ5nI/Pf5/jsfxwSKVSqYwAJ5/OE0WC6quMCUCpNJPxaZyVMahS6cpx+U3h+Aol5/UDUJ3pPbfqAEsJ/guOZNmk2c/hPeSoIKiJ13PICY7OBla/TmEFtlIx8XP2F9AvRR8WUGF3hP/uPsUaF6bOzspYlKF0bPqgao9s53WA1De5PBFyLBI+rpPx5/mU7bHgu5QMsV4BmfdQF7ADdFzvsJp8wvR53lK6F0eBVF3o8qF2rJFF/zTyF6QvAp5tkuJHRPo58MDe2o4uJ26QvOp04uvFyTSnnRf8AmKVOHsnLY8F75PKpg1zjQB4vl/ivPYp83PhSJFOsSlVwQpytOCYBkAol4LJopP/PUl/gw059HOHMkYviF2yV5J6ANCp9dlsyCVOPJw9lC/vc1TR2g7yZulP6p847dZN4dg57b8Fhm4dvFyh1zZD1PClwcUIJ3aPbfsNy7Fw1Pxio8ocesYv/ir4u5bJeVAZPNPq51DJxp0bOlZOtOUl9J5L0NtPRBqdOscmhjEI29P0gDsuRO2b3OlFsvdyutGIECcuQpL9Pu1eAF6AI9OqFKcvfp58Rtl3rsQ/HsuSYhMOOhxslDcO8uDp0DPAQFhjQZ/ETqMrDPRZ2Z3G4jDOdUNCR/apthsZxnBGpvlokdOjOBqQP4u4rCuz0PS134q/YhFr1NMV1PYBZ/35MV7LPoMKDAUVzZpKZ+ivsCKSuQsOSu8hb1lhGjDPBxL1N+1MuJKZ6sKXO5wjpuJTPiV3121tHyoxgDoAJYP0AUACgAzAJYBOcsAhLgKAAbtCAAAAKpMuEQDIAdADcAUABzhDjzHluhCRyBwCqrhIBrhI0QUVFgBrhKRCNABYAAALyOAxgFPcq/xYAKYivYWPpwA5iEFXtIAgAkq5AADgFEAHADAAEwEuA/ORAAjQG1XsTGtStbDU25jNNX5q7PhSgGVANwBMQRwE3CAiHaAogFRQEwBQAd7AQQ6wBWAjuEScgnZrkBOTwAIwBEAKAD6AfQB3gwiAXC3QD9XxAERC5rjdXHq69XJgB9Xfq5IBaq8b0omGNXBADNX2KD+Xka/IBMa4x9sAHjXia+TXqa7AA6a8RQQXM0UOa7zXrAALXRa7AAJa9C5Za9/g1a89X3q72ADa8uAZ+goq/iHDWV7FDXHa+uX4+DLwdq+wAsa8IQ/a5ZQSa5TXkwGHXGa7HXj0gnXS8GnXxa/nC864qAi6/dXy67rXq69YUciFQoglR8iK3V3XXKE7Xt6xAAR65PXfa4TX568HXV65HXgXIR92a9b4ua4fXha6fX3gFLXr6/UQS69rX3gHrX364EwO1FBL/653Xba7DXwG8PX0a+x9wnYg3A68vXaa5vX8G5RM96/zXKG9nXz68iAC6/GAUwBmAUAEuAjQCw3tgD2Av8GlXAACU6AEvBFV5IAVV42uFFsXpbav+AEnGAAtV9JvjAGuEEiEoBVNx6RW1+2ugN2+1x8FjdQNxRv7V90BHVzewXV1huV176u8NzJuY1LbUNQFpvzV0tFDECaIwN72uz17YAL10OvYN9dpb19/ALaoJokN8xuZ13Ov2N0ZC7ABWumNOZvP15ZuLgKShZNyLVKcoBuEgI5uD1+2wXN1Ru3NwQgPNzBv6N1mu5yH5umN1OuWN8FuOFMEhON9MBiADxuTAHxv31xMABN8F1pVwABhWoesACTfKrx4DrrtxDfUoxoV6JTeXADTcIzA1dvCYjfab7IB7QQxA5gKNfcKdcIOrjwCmb8jKRbnDdfrmLfiqwhS3GdtiJbnwCIwJzc5MI9crYdLeQb9zfQbujejrhjcNwEQAFbkACPr1jdobl9d6QywDhbqtc1bizdrr/izCYY7BmNDbcjebbeTbigF7bh4DUbqDe0b69cnb3Ldnb1gAXbq7fFbxcKlbkQCTAcrezAKrciAfjcEIQTfqIRrd4AhVeoASTftbkPw80cRSSodYC9bkwD9bi2oab3Kj2bjtezkvTcQ5I9c0iLQAmb51fzbp7dRbl7cu4MDD47inc3braAHrnbeGb6QDctikAZb67RHb4Hdwb0HeWqc7eIbydeXbordsbkrceAB7ebeBbcJAXDfLb7OPfZZlic7pLdbbnnc/bo4B07/7dC75eAi7rzckKcXeDocHdS75DdBbuXfQ7sYCw7rjcVb3jdI7mrd1boTcbeEADCbxEKY7pVd85f1c5OBPCue9bxE77wD9bxyFk77/0CIEjcdr3TcmGPXc8KBndmb5neLb6Lc47i+Dz1QjeSrLXebb1+Apb+Pe1jQXcHbzLcm7nLfBcvLe9ACHey7m7chbu7eK7uoLK74wCq7tPf4KVhzRJVWrbMbPfJbiBj57xcKF7mjeeb0vcH4fLdW7wLeob7Xc17mHesAOHfcb53esAZHesAVHeSwRrdibn3fY7/3dm4DfBl4Qnf+rknfqbobfZ79Objbmnd874zezbxneC5V1fJ7lXdLb5veCKV7ib7zvc679Zw971zdF74XdA703eZrsvdg7/zfS7yHe27stcK7ogCVrpXdX7xvc379fddJB/cUgaPdc7hRDP77tc8KPveA7gfcg77/cS7y3cqYALeFbm3fV7krf27qfeO7hHfeAarc1rt3do7j3cNbx9DibrHdtb/1fTjLIQKbkPc6ry9iDbjigH7sbfU7nvczbqIBzbi/cN7pvf0HjAipCSpgwHkbc57+A96wbg+v7/vfZbtA8H4ZtqV73A/j7+XdRAOvdvrmtfPbqzdNsHUjZjHJifbp/dSHxA9Gb/beyH47di79A8W73/fW7sfebbifcEHkADT7p3eI7ufeu7lHf1byg/PGVfd0H5TeKzK6ZgQJg8771g/YAMnddkjbeH7rg/GH/nen73g/n7hICgAAQ8QH3w/rne5dl/R/fc7hA/LhPncG75A+Hbj/eD71RCKHkfc4H2w/ob2vfAHiLdgHwQ/JHglDfZNI9iHhzeGHyT207gXdxrt/fG7/I/yHwo+S7rA9/7qvcqHu3dlbmfcuHy/dkH9w/u71XCe7jHctb2g9+73w/t1DgGeKQI/KbsPd77zTcNHmPcSIOPdRH9H307s/dJ7zQ8s77Q/e1RY/lEdI8oIbvdRHv7e5H4vedHiw9D7ivfFHmXfKHuw+qHsLcVHx7eHHlPes76zfZ99cmX+qPfiHrvdCQHvfXHto9mH0Xfeb07dvino8a4bA/PH0o+3byfeOHog+Vbkg8u7sY8L7jw+THqg8UAGg++7yWD+7+MiEC5Y99b4I+hH4bekbqneBgHve7H0QH7HpndfH6/ep7ok86ipdb6H2A/a7jI9GHrI9Tb7ABgn09ftHrLfmHqE/m7oo+9Hmw/XbgY+AHtQ8fH0A9Mn8A8sn5TechS+gxpQhCcniQ/fbq4/bJG4/v71A/3H7o+YHuE99Hl49lH5E9OH4g8JAUg+er8g9L7j3fCb5rcgAVrdzH9deg4H6ykn4ndqbtg9l6Dg+x7legv7vY+xHg48fr74/aHs3Z5sdURjhDY9c7i48gnqI8yHlA9yHg0++bx48Sn0fdSn14/Q7oA8gH+vdVHpI+un2Lpt7z/DnHpzepbk/emHxM8ins3eWH4fdpnko8Zns08OHi09onq08Ynm0/jHig+THmVeOn50+En3w9gad4sDu42o9bnfePq0Eu6r+Y203DbdnsT1ge9SG5RHg3eJ7xk8hn5k8/HnzW4ECEvntYsD6b8I+rDCZgsAa7bJISVAtHhM+2AFYAPsMwAoAPADEA7cI2ITbciOYHUhHt4RaM+8/96SioabkeANKyoAzeTG5sH9/HfnqiURrlDAugAC/I2ZJAcKGSgAXr6xAX0p7JIEECGbIC9MkX4BFABC+GIB89Y3TbfQXwxBlKkC+FAUI+PWL8zbnmlAqbwi9AX9C/EXjTdlKtY8pHSoD4XtY9UXgC87Wtg9UXwt2KKaw/pnqHcyn9485njQ8rnxU9rnkPTnsPcJ/8Dg9KANHQ97nI/gn89eQn9i/1nzi8YbyWCJHpU+XAFtVCXvsKa96M+jbsS8pACS+tHwU+JrmS9KHxE/2HzDd5n5S+7EY4mEbjdmUnjtfDofc/SAPc8aX3k8UAyS/6XrzkXnq883n6gF3n58/0XmZoAXqi/en/y+FAUi9oXt8/EX3y/YX8K+0X+RKA2Qi+4XnVfXbOK9ATBK8qbpK+IXyC94X2K8wXkqCueki/wpcC+LhTK8sHwC8cKf8IYXyi8W4d8/oWGRRZXlK/VX6eBdiVaj5X8i9BXl88fnmZrMXmZqsXxoBGXhs9In3i/Yb1c/HHrDTvF6m45wYG4GHwZSaJZNjOX/Xd6XgHfubwy9PH//d4Hu3emXhU/VHlS8Dn0EtDETG6SoKa9j6Ga/A3E88Vnpa+m7vq/yXgICDXrQ9q79c8fV2rD7Xx/fTXlQMnX7I8LXo3dVny68AH19dDH5w/on1w+Ynn1cTH2wAAAKV4A+J7X38x8J4M1AmgHp9D3VHnU3ByhsvPjiakLAE/40h8DPdgD4P8R9GPfF59XIgDIyAl/wg2zEMhAoEf3WjUmGmN8N37R+85PHeY09IAd3dCkWvBCDpvS8EmAzN41Pkwyc3V7FWv0p4UvCR7MvhN/MvQqFFMx6x0vml823lN6LaUR/A3Ru7ZvsJ9sAjN8IPzN/lvqrh85HN6GABh+lvPOL5vmZ4XXG1/xv+Z9JQPXCyEB165vbJ5PLBm75Pct6FPJe66PCG7rPCJ/6vE++zPlR82vxt6FQpt/17cyklv5oqtvaW5pvEJ8/3Pm8Y3K1/6P+t4FveN6Gv/F+OPPAOEv7iD9vAIADvfO9tvwd4KPtY0essl+dvV19Zygt49vIt4UW3t5yo624tvNQBTvNt9PPtx/1Pop/QPzYsVvPCHhPet8bPht5jvW15Nv6HFJCpd6BPyd93Lc18o3Qd8rPMl6/3weyzv317WvBt8UvZl+Jvxd5X6j+/Lvfd+tvFALTvQ95Dv0J/rvRp+3gTd4jvLd6nvBd5nvnd+8Q5t57vCiArvy96rvep6TPtd/HX4d9NPA19bvt19v3tANrwGdIpvB58Xvgd91PHR5rv1Z5vvTt+bv9973vRt8Lv3ANnvSSHnv799oWn96kveR5/vI954UY99vvxl/wPD96OPd1+fvF/u7vjR4XvUD9TvF9+/vV99/vCD9TPxp8lPud5uvaD6fv8d5mobwAgfDl9wfld7Ov1d8If8D8zvJD63vJp+Qf616Afbd89vRd8Pvxcywfz65wftq7wfTD8vvVZ9Yfi4UQf/953vgD/zvwD+FvxN7b8LAI2wHB8iAbaGpvX95QAZAwbv4O86ATN61vRu5QAiAAcArgCgA7N85yWt4tvp944qcl5+v119QfKe6Ufcd+gyqj9ZA6j/fvaAWgfbl9sAOj75qej82olj9Vv7R5MfZj5CAwT+sfJ9/fv7bAAfJl54fFm5cf6D5Jv5CT4BL0E8f/J4C5/d5MPg978fuj83vBCGVvKJ5CfqKDCf5j8ifDgG1v794hycT5QfCT6i3ST6ofbj9oQ6T8lvbp4cv3j7EfuT4IQ/j4QqgT6Kfmt8qfxj9Mf5T8MflT5sfMT8aAtT8GPDu/h3LZ+MA1p9q3HZ7tPOJ7ZAkN58PKl61mTwK33im6CPoSKCvKN9G31J9eQAZ/pPQZ+XPvD5AfXyMwysKHSPkh+aP5Z+6fEj+Hvod5/349/5v5R54vTj+Gv6D5SP2z7ufWp+yfve5gfzD8kfrz4wP2d+mfHG9mfwx4Bv0d9tPUq8oPXUHWfLp/4sqnoyA8N5KvA26fP7B7afnB5pPst5iP2N7iPpgGjvj9/9X7eUcbaAQMP3J4efjD6efBD7Bf0J6sP7z8jvnz/dvwD7XPlL45cUHsBPjR9pfvO/pfX9+FPLz+Zf4p9IfHF4cf5p9RPs+/hfyz8Rfqz+93Mx4JPUm+2vBOGj8aAW33Kx/JP++7xfxz4m3Ox54PxL+DPlz4EvVCNTiAL9132p/wfIr7XvYp8CfsAG3vd99dvsp6+f9T9DP6D/NfFuzLwNL/ufgr9+3Op5Bfzz7tflh/FfHD7IfUr6bPMr5GP8++BvnZ9sADW69AKL77Pmz7x3nAyvYWr7JP+z5xf5O71fbjIJfQL6JfTq5Nf5L5qPxrioklr8yPS9/uA4j8Zfor/tfBT4EQTr64fXF/u3cp9zP+9+OPfz/Tflb55P1b6QPQb7rfIb4UPDr+bfLt/wPf18tPCz7bPSz6xPIN4IQwm+c4yr6hv6663IMGNC3mb89PhNGovke/VP4h4nU42+PP716LfON9JfSl65fOK3XfekJpfsZ+c3x79rftr4zv5e9HfnD/HfWZ9dfHL9NfYZ6HAV75LPee4XPH17tvdx+vvqiFrPEr/sfE99+vML/+vrZ8Bv7Z7nf8b4IQDW4hv3h9Rf/ZENwGdExf+V+xfFJ44P+r+P3fJ8XPDJ/4P0967f7O8Tkx9/5ffr90vNr/tvyZ7nIYb8bvr79zvbt8+PnL67ftR7TklH+fXAr5o/D77o/IH+/gjH6bfzH8jfk7/mfiz4Rf63i7PXh+XfGz9XwZ7riYWH4nP1DVSFIR/dg2e+/olCmtX/3CNNpz6XPJH87fd17nkLFRDXGp+qEkD9Ofwr+Wvsj+dfbx7bfbr4UfX7+M/uA1oQZn/3fvd5m6R65tfNn/A/Od8jf3z9jvLn8XWhnUOfKF5wfVn8HfX16Qfb78nvTn9LflwBM/4ijCP5n88/kX98fmW98/4b8lfkH+uv4n9lfsb8X3Cr9sAwm/lXcn7Q/SCFEQSNxm6m79D3Xp5zfu793Pfp/03R67pPBn9xv57+0Pi3Rmo174tvue8uPQL4FPLN+DfT77a87D6Y/Eb9y/5a/bfFD49ft++6/h0o5PPd/6/cZ8G/gb4y/I34dvz78bfhCDHf5D/y/Mb7cPCH5WfCb6VfTp9mPKb6S9zAr0htX6xfpO91ffL8p3+b5OfAH5PfJL/i/lD/93olEb0vb7pfLl8A/6d62/bz5i/LH4/fbH+c/838EFP36TvvH9e//H+A/RD6E/L78m/Hz+lfcz4K/R37jfJ34XfSoGTfqr6s1hEccQmq72ffzQa/YX4Pfem6Pf9L/a/Z79I/nr9C7Mw7/fA3/7fOT+FfAn8R/238hfcj5df3F8/fCX4J/s7stYMP9vfZZ6FfUX/Z/Uj7G/yP5y/qP6jf6P8O/QN6K/0n4E3AAEkAACKyf878qvpp+vA/cLE/lY9Bi9TeG/7Pc8VFgA8VfT/Efjr90/nX/msPX+PfoDeRAUHDpf4b8gABW87fx1+ifqb+sftXAHfuF+Ff7E+nflD/lfy7+ZsEK4J4bMDKf9dVG/7NjZ7vZQ6flbrefrG/Fvi5/8/3vTU2cP/cfoDeMhNBDxn+H9wP8F+A2Ln92f99+8/8H+p/5zWRyjP8cH7P92Pln/Avjb9Dv0b9BOIv8tvqD+EH+X9+/zH9K/xreegPH+376piJxHJi3f7D/3f3F/2/o5/Pfg19Avoj/nPwz/sfu69xBwf+/f/1/zX2j8I/yX8Qv1l9mn738dv+f/9/9ZxL/mH/UfuH8Mvx99A/zf8g/sT/Qfqd+Sf+V/K/hd9B/rX8rviBDfQar/Kf+r8R78n+H37Y9Avo1/J/uf8Q/v7ur/6Lfkz+q351/ivesD4sPuC+igjS/hB+qP47/rN+Pz7zfsABPTCgAXe+Yv4N/mf+9H5S/u7+e35X/u3+sL6wfnK+x37Ffkh+lyK9nvj+S3plhLX+w/677gc+eH6T/gR+FAJvfiW+n37KnqHcfYQQ5L6+gL51/mv++f5ivrAB/n5e/mD+8p57/l9+UB7rklwBfX7H/oW+ef5QAQIBuAGe/rL+vv5EAf7+876sAA1uZX5P/vJ+K26cWDs+zB4j/tReKX4efvh+tJ5//qe+H35zfhS+nW6ltEt+VH48Abtu634u/lgBgn4MfoIBUL6hbg5+fP5sAR1uggC0IOTeR/4OAXzuQ36fXhL+0AHCfrt+SgFsvmj+hAHTvnB+s75Y/qQBrABe7o/+FAFP3j/yRjKU5LQBFHhrHsBQmn4BoO/eHj6GviwBKf4+AbsQNgH01mF+cTDjbqI+fJ4hAUB+/AHi7mPoLf6xfp4B6h6Bfu3embAVAbjgVQE2gDUBoJ5OAaEB6/4F/u4B3P4Tvtf+En4zvlJ+Im4G2qh+If6nsEL4RjIrdNkBa+C5AXZukt6uFIUBXn5dPjT+lgFIAUIenwh+ar0BVCiaioS+cgFMvk0BowHF/q2+7QHuvvsB/Z6HAe0Emf7a7icBfCq//nwB8gGXAYoBKP7RAXL+sQG3/iQB9/6sACr+ib59/vQe/4BSKECAyn4BSigga4QNONnuYvBxoNgAsnii/hQCbX6W/rT+Rn5P3kWAFCrsAh9uFt5IgbNgTAFHAPUBgP7YATCe3wEy/tEBCAEdAXw+RISXiMvQa26P7oSBAK5rfh8BFwE1nuN+In4/AbveewFBftiBRUCMgSXAzIGSHrcu1r7nAfW+nIFXAa3+jj53AfyB4IELiEKB+IE93iyBYoFsgRKBw76gflyBkQE8gfI+ZL5lAT447M5KgUI+N26qgcSB3ACkgaveTf4wAZSBcAG/AbSBVz48QPOAxoEigYYgaoF1/paBkAEcgQ8e0oGtAbKBfIGdAdkAToFqfpOgwoFJ3maBAwHsgZKBPoG2gUIBsv4OgQJeWjhnuniBJoEvAaKB5oE4AJ6BoL7RgVqBvoHkPgmBxx5JgUuwOVQ+vgSB6YGRgRqB1oFgftl+doG8gfqBVgG+HsGBYmhtePE44YHlgeKBp/5hAcy+1YETflSBdYGdfug+ToHZxJiMrYHj/ptuEYEdgWz+wwHdgdqBHv66gfE+AYF0gaagoOShgcqBjR4TgeqBnYHTgebuPYHcgX2BeoEDgdiBRoFmGCWBroHj4O6BjgFRgZqBKZ55gQF+coGBgUSEioEngWXUZ4FEgRWBW4GNAVKBsYEeAf6B9YH3ASpe6M7FgS+BbYFugRmB/J6DAQ0BnwFfgS0B+YH3gUuBsM7LEM+Bo4F7vuuB7YGbgVOBn4ExgTBBd4GLgY6BoBRAQchBBh4bgR6BEEFkga4BOAHYQVN+iAHygY2BFygEQaWBKoFoQSRBV4FVgbOBeAFUQQWBg4Ee9PRBr4GsgcxBlYHn/jaBlEHxgXBBjoHUqEhBDEGoQaBB74EYQVBBWEFb/geB1v7ggWLePEEgQeeBYEFZgZt+5IFCQQpBC4F/gTRBAEE5TKpBY4HDRNJBk4Hi/tuB0EG6QXU+uEGJgZ4oLoFqQW+B5kGYAV2BO4FsQVEB/YFKQY2B9kESQbxBF4HBAaRBVoGCQbuBOoH7gXpBh4HggclkI4GSQc+uxEGXgQJB2kEhQXOBYUE2QfpBD4HLgdFwLYExQaaBTEHxQR+BckG5gd+BYwHcPrZBhYFiKNSE2e6MUF4+tQEBvj5+F16X/hxBokGJgYKBFUGS3lVBPAASKM5BzgFZfr2BtYGKQViB4IFGQYogTIGOQXxBeUGyQd6BhUHCQfaBTUGFgSpBw0FhgSZBuBBmQehBFkGYQVNB1kElQWlB8EHiQauBqYHjgblBAUEsQcFB7kHzgalBEUGNgdxBC0FrgbFBh0F1AYFBXoE5gTeBRUHXAVHeF0EAQXRB10H7QaZB6kEyQWtBBUHPQdNBnkEDQbRB9vZfQX5BGkEPQdmB14Gc/ptB0L4EATB+cQHEAYkBQIGyrtMe2gEVfhgEzYEgbrQBKVwGrmwyTjRhfvnQY+gn0EFQNUE9rkn+FgHbQSA+J/T1IJGeQ2CP7gjg54FmND4+3UH1QbZ+MoHTfo5+1MFrnm/ILoCweufW1L4W3kzBi6RaPlF+PUF7gX1B4UFeQYl+7pjWegYieMCMwbWgzMGogRTBp/4SwaFBUsHnQTLBs5gNKld6DMFJ3iLB0yBiwZgBGsHJQVrBW0HvQbrBrBy6ut96dgHPrkbBdUAmwWzBjuBwwW9BOsFLemfIgXqeaKIkS0GOwSzBXT7WfuzBfn4/gXnePMFdfqAEklBnuj7B9sE3bv7BqsED3kHBrsENQSJBpUHGfptYdMG6QmwkhsHKwaLBZwHqwcHBNYFxgb8BKgFIwWoBiH4aAZKKGMHzAYwgQIiD6BDktAE6vmP+KEFPfkfufH5nPsa+pQENgQWe5lTj6FIBy34yAXX+rl7OAa5Bob63gcIBpf6iAYABym4OivXBy/7twRNBT0FuAS9BnMF/AYjBAIEowT3+mv5pAayeiyhdriOe2r7Zvrh+eb5twcUBlMHvfuHBxn7fUOm0scFcnoPB40H/QZNBSP4rwX6BXMHeAd3BO3h9AXwCAQFLQbD+q0EuQZZBI74vwft+EwEY/or+Af5IfiyqcwGUAWOQMGQZvrs+h8E4fg9+LcFAbqYBuf4dwf/+Vv4gwam+5b7XoPPB6CGLwTDBwP4cwa/BNIGzQb8+5H4AEPghsgH5QU/By8FAwQNepcEbwd3+9p7bwRd+MCEYBG4yx4Dv/tu+3p6Nfql+zX5U/swB58GsAR/BY7rfEOAEQsHLfiL+zv5DAetBgMFuwey+Zf4GgUgg2QKSIWgBCcEF7o/BS8EUQYohMQHrwVMBd/6NbrMBwf4cIX4e7QTwIQYBdAE5vsYBVJ6MARb+s/5YIWIBZb5sCk4Y1CG8AQlB5EEX/iQhoP6Twbv+08GbPpQhGn6BAVa+NCGEIdaBEQHmwcXBjZ5MIYYhgIHSrgAAKgAAEmd+O8EzwUvwsN48IaT+n/6+nlse/p5nwRghVMFWwYJmZ7rZpBohf0EAIfIhsMEpwdSBIgH+IeX+HGZmQDqwM3Q3vqWeFSEjwYAhG0E1ITEhoCEK/vB+m8Ee7jKuqQHsIfv+X8FdhJH+hTht7oauGq5jgZaunro6fi2wZgElAQABDSF6MJuufYSJoF/++677wfxBtCE6Ie94eiFkIWnBoyGLKEdyWyHJXuRu90HHQdpBp0EpQZbBHsH3eEdQhG5nIRwe2yEgbg/BlSEAwWHePiE4QZfB836LJIOeXxAswuchQF6XIbVBniEc/p3YeiHUQQ+BayF/rsOM7n6kbm8hYKEkgVDBWkFeIfeE0KGxIfEB0wGUHku+1cFmIVs+olgE7gghWb5IIc3Bu55oIdP+3La7AX8h9B7dvn9g7iGnXnshRCHeISHBxUE3ATN+nEFP3tG0aITyAEyh974soREh48HKAb0hnf7gIeoBIACJvujBaSG+AXF6OMGkoVu+5KG5vmOBER4FvnX+6IGOIZiBziFyoYnE9oACoVchEKEb/iy+3SFInkchdKEzwVXgvGhSIfYBoSG7IeEhgkGRIexBoqEIwTf+cSEDITieaoBggQ8B2zCepPoBO+4hqNH+06D5AYtQmT7k3O8BIiFdwf+Bpja+oRy4doAZPqYkzsFyIV8hNjjAIVK+5qHFIQsB0ygDGC0hqX6O/k/6+cEOoeSBhf5YoWKhqgFd/hAhC+7q/qkhIyH+7nx2BKDKfob++MHhqib+YoBm/p1BNCG0oZmhVQD1oVk+KCGjbvmhekKJ/gy+bv4MITz+XgFlkNihyMEsIas+eJ7QITyh1rS6QiShViE5AWweeQEbAQUBDl5FAUC+mqGdwSshKiE1kIuh+vYbII/uMCCnAf/BHSFVIUSMtyEWwZyh3MHdobcwtsHNQL0BZ6FvAfah2iGsoYdGY6HjAa6hkwE4oUYh9p6ggN6h2147kpYiWSHh7qxYX/6CIUshkaH7oWIhQw7O1KvqNqE8fjIhXUHJoXQhuiGmoeOhtwHHIUIeoGE5/r/BqGEXoehh+yE6QVhhP6Eonh3+5aESoRXBIACg3mwh2v70oYzk/nKWIQGh/3DqbisMV1j5AVo0cyDU3l2hQt6sAETeZH5o3rUA5WR4vm4y3DBJoUKeGsEDPlY+Qz603ure9N6DPrueg6FTPhyhbQFcoaJBjT7WAaYy+lhf/hJhtf6swcY++T4M3gY+Kt5GPgph3HYVPiph7956QqHBMKF7ANphM8GDCCxhHB4GYWBBEAE9PiZhY5iyYSU+XnKKYdZheaG2YWphr0G/gUpeTmGJfuAIrmHiYdU+UmGlPt5hdxC+YRZhqKCjocphQWEOXnZh6mFhYQJhIABCYb8+v3DRYaqhTSEOXh5h+D69PkvAPmFmYcU+yWH+YVZhYz42YRlhIWGrwQ6BEWEh+KPGhWH9oShe7mFxYSyg5WH9PlVhymFq3nVh5mHjPh5+qmF3IXF+1MGtYT44bLwdYbue3WGFoYO+fWE7fklh8mEpYQFh9WHpYU7+E2HuwQXe02FBgdOAc2GpfgthEaEMvsthpmHWYUNharibYWNhwWE7Ydlhe2GCYY6BYKhHYR5+J2HgAWVhCWGooKthLv6pYXJhDWHbYbehu2GKPk9hiYGmJK9hpG7vYUZhoT5fYSygP2FXYRre/2FbYaFu9mEtYaDhYZ64cBDhHa5Q4YHBS2Gw4UreA2H/YQjhSmFI4bdhjWH3YWHB4WHo4Qv+t/RY4UBuOOEYAS7+52GVYZdhlmHXYSNhAOEo4Vlh+iFuof+hT2GSoaDeNaGMYckezGE8AKTk+v59bnsSHGGjpGF+ajTWrmOAfGEYgbhB+2E1kKLhA/i9fm9hsWGLYabBhcGFPoThfmFnnhthHOHI4ZlhoWFvwcohzj7U4f3+k0hpAOLhRWEM4efetb7M4Ylh+uE1YYbhw2HVYaNhpG7jYUDhD2Eg4blhID49ErbhoW7zYVrhp2HaPvjheuGs4ethHuFpYWThgOHRIf1B/uF5YfN+UWFi4SHhx2Fh4R9hTuGR4fo+0eG1YezhnuGc4abhzWFaYVbh9KEFYenhGuGQ4Vnh0OHxYQE+K2Gu4WthBeGI4Zze8eFc4WbhDmFLwCnh9KHtYVXhbmG14bjhDf7O4d9hTeG/YUbhReEm4U1hr8Fd4Srh9DhPSurhA+ElYT1heT4N4Rdh9WHE4YFh7eEl4TPhaOEB4XZBJ0r94TFhy+Ha4UzhueFBPhvhbOGt4VE+3uF3Yb7hlOE5YT3hjYEvYUfh9uGD4YzhxmFr4Szhl+Ex4YXhceG34eTh9+Gz4eXhjYHg4a/hnWHcMO/hjuFnYefh8OFX4SThbeEAEQnhqOFl4fvhGOGH3ovhx+GSYafhn+F9Po3h+eHu4X/hpOFIER3hpeHK4SAR66604eARoeEn4eHheOFf4S7hBBGs3hPh/+G2XnfhieH2HlOhsb5kZA4e+8AnwBAAdICiAG1uZgAEAGYAFAIgAAAAcp6uEAASEQAA8gAAyixglIAEAAsAvOSsAEvAKwBXnrSAnAC2AOzedIAsoKIQqm4CAIauvAD8nlIAmAAfQJgAgASCrqgA15585KgAmCCJAI3uVB7nAIFkzhFB/myAlQBSoWV+9EBeEU1u5wBcAlKh0x545M4RS76yAH4RJiFpgBERZX53Ss4RyL4HntOQcRHTHpJocREr7tIAJ4RSoWs+B54hEZkR1wKo5CruVB5KviE4zhFGgOcAfZiVAHERARHNXlKhaRHIXlKh1wJqgSURc6HHrn4R1B63wIooiQCZEc0R7iAVEZkRSr66OL0Rib5B/qPggxFeoSwAd1i9EQ6e5wBKgF4Ri77TEW4Rnu5AYeMRmQCTEUq+iRGe7rJ+8mCTEdMer1iN7qJu0xEdEXsRwxFmYJMRPhH1AIUAexG4/mb+gSCrEZsR5xEJAJcRwxH3wL0RMq6yfnDeLxFB/hH+LxFlfvcRnRHdntMRCIAXEWjBZRE3EUCRIIFKvqaAhxEgAMkhEJENML0RguHnAEIAXhH0YYiRJxFAkeDe0xE3EcauiwAEAJYA1gAMIMgQ2AAYQI0AAwCKbnEeoAB4njhuDIANbgAACo0KCSGqbsAIAACiS8DyEbIRDJGPoGuEXkyNACAeje4EoIsAS8DCbvAAzAg0APAANfQMgLOunORQ+o0Azxg4blIAd7COYRoBwpEOkGKR06ASkWYAUpGp7hDecpEKkUvADW7KkdoAqpE9AOqRmpGNAEy4cpECkSIAQpEikUaRTYCSkQSAqe5eTDhuZIC6kSIA+pE2keKR9pHSkSIAeALOkfCArpFKkR6RapFekanuYm46kYqRUqEGkaKRnpEakQ6RjQBSsDhu/JGCkVGRtpEmkXGRIgAkeH6R8pERke6RKpExkaaRIgC4/nKRFACWkckBKZH5kemRrABAYThuCSE0kfIRbUbdqnQAwm5q/gAAGkvAtZH1kV1QWXDNkW2RPJGykSruMq7yESRk8AD6kcJuw65gAJYAJ8AROPAAg5EkZNZAS8CzkSOR8ABjkSsAE5FTkWEA8AAAAOINbgkhM5FDkWhQDABrhBIAa4QAAIJikZ8ANJHwAAkhKACWAAyAwCDwAEkhKACc5CaurgAnwAhUPJHakSru2ZF6keWRwZGxkd6RVZHmkV+RAZGRkUGRxpEhkTyRTpFfkRQARAA5kb+R4FH/kanuHIB1rt+RbpHwUXaRiFE8kWGR0FGlkZ7u6FFpkQBRIABrPuGRP5FgURhRBZFVkZmRKu6KAAyASSEmrkvAshH8nswAFABrhKDeshGqgGuEJGSGrgAAarwAhq5rhAkhUgBrhEKAN+7EQChRxEC4UdaReZF/kRRRIAC9/lmRIFG5kYaRFZGEUaURcpEXEJJR+FEQUSIAXqE4bqY8ilFikfno8AB4WuRRlZFyUVBRje6oUYGR0lEIUbJREoAoURxAmlFkUQRRqe54tApRcFHOUdpRrAD0QChRBlGeUZhROlFUUY3u/IBOURVg55ECgC5RjQD8gHWu3Wg0AKFROkDhUZw4XlEgAEF0OG4kZHWydADwAHgAKAAQAGAAZ37pUR5oYm5RUf2Rje4JIS2RMq7aANoAav4NbjKuwm6skbIRZADwANVRMq5XkUyRvZEiAHeAvlEeUTZRplGEUbKAXVGkUT1RkVEdURZRRFF+UUNRyVGYQChRTlETUQFRrAAIoCRRaFH+UbJRukAOUYsA2AAJIe0Anq6EAMfAT5HJkctRZlFwHFSRtJH0kYauzJH1URyRfFHckSIAsgADUUtRs1GyUaVAd1HWUcpRMlFmUTBUxZF+UYA48ADb2EucyVEfQHWuRoB+UWFRxRxJUXNRIADqgGtR+1EPUe9RvpEFEa4ARADCkVIAaAAmISAANJHEAEkhYAA3sJ6uYpEo0aKRNJGg6HgAeADwANxRnq4iESsAfNRmkdhRzhEI0UjReNFLwOjRRACY0djREwC40faA8AAE0X2ARNEk0WTRXOTvkYKuAuQPESURrhF+ER4RuxHeEQER4tH+EWb+fhHBEX4RYRFLhHERmxELEYm+MRF1EYm+zW5ECgURyFHjEdURib5pERyAERFLvrbscRF5ETkRhREBEerRpRHWruJggxFFEXrRtRF+EQ0RKtFiUSwAxF5SoW0RsCBQkYm+3RG20UCRib79ESsR/tEsQAERftEPER7RZX4TEUCRUxEHnorRnu7G0QsRXu5rEUHR4dFe7oiRsxGbEWiRqdE7EbMRBtFQkcJuxxH50WcR+dFXEfyeoJGp0ZERvxGPEQERzxFAka8R0xG10eHRQyFlEY3RfxE/EVCR/xEHnoCRTdHBEeXRnRHgkWUR3dGdETCRZRFwkeiRHhFYkcLe3gCdEQiR4xELESiR4xEnEazkQq73kQIRJ8DKroKuBAC2EfAAlIDLrjzkWwATrBGgWgDiwEAAAA"))
 ///////////////////////////////////////////////
 
 ///////////////////////////////////////////////
diff --git a/power.kicad_sch b/power.kicad_sch
index 293b9d5..32d5a78 100644
--- a/power.kicad_sch
+++ b/power.kicad_sch
@@ -1400,7 +1400,7 @@
 				(justify left)
 			)
 		)
-		(property "Value" "100nF"
+		(property "Value" "0.1uF"
 			(at 99.06 116.8399 0)
 			(effects
 				(font