diff --git a/FT25_AMS_Slave_fr/10_ntc.kicad_sch b/FT25_AMS_Slave_fr/10_ntc.kicad_sch index 11a5db4..c5136e8 100644 --- a/FT25_AMS_Slave_fr/10_ntc.kicad_sch +++ b/FT25_AMS_Slave_fr/10_ntc.kicad_sch @@ -2135,6 +2135,204 @@ ) (uuid "fa357589-d187-417d-b36e-ec5bd7226974") ) + (label "NTC6" + (at 160.02 86.995 270) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "0574778e-b549-490d-9bd4-7d13a327ea23") + ) + (label "NTC6" + (at 177.8 130.175 180) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "10a4a213-fcdb-414a-bdad-846616a434f7") + ) + (label "NTC9" + (at 67.31 172.085 270) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "2269bcec-127a-4ffb-8a3f-16551a05b74a") + ) + (label "NTC7" + (at 177.8 132.715 180) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "30ca49ef-03b0-4176-92d7-e16edbc76231") + ) + (label "NTC5" + (at 109.855 87.63 270) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "34024447-1474-48a5-ae9a-9a70b70c8c4f") + ) + (label "NTC2" + (at 109.22 47.625 270) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "3c3ef900-9e80-4366-ada5-e65325922427") + ) + (label "NTC3" + (at 177.8 122.555 180) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "562cdfd7-b441-4fff-a54e-d69710a36796") + ) + (label "NTC4" + (at 177.8 125.095 180) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "5a260841-07d1-488e-8368-8d82a30f4259") + ) + (label "NTC2" + (at 177.8 120.015 180) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "5d88f538-edad-4736-aace-c88ef6249986") + ) + (label "NTC5" + (at 177.8 127.635 180) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "5e2b568d-c0db-4619-b38d-bf3e38ead668") + ) + (label "NTC1" + (at 67.31 48.26 270) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "5efa2e1d-19ac-43a9-b30d-c8c18b099cf6") + ) + (label "NTC7" + (at 67.31 129.54 270) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "83a442f4-1efe-4a3c-a601-9b8da33c9a81") + ) + (label "NTC4" + (at 67.31 87.63 270) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "898ec431-3d41-4c8e-9120-73e58850a30c") + ) + (label "NTC3" + (at 160.02 46.99 270) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "abf99ab0-c93a-4e84-9ddb-470d155963ed") + ) + (label "NTC8" + (at 177.8 135.255 180) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "cfda504d-c1bb-4137-9b56-196feafb5e9d") + ) + (label "NTC9" + (at 177.8 137.795 180) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "d074da97-ad6d-4ada-a24c-18781adcb7ea") + ) + (label "NTC1" + (at 177.8 117.475 180) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "e13c4cb9-d642-4fb8-98a4-e946efa69755") + ) + (label "NTC8" + (at 111.76 129.54 270) + (fields_autoplaced yes) + (effects + (font + (size 1.27 1.27) + ) + (justify right bottom) + ) + (uuid "fd630bfd-6c9c-4a81-8e53-e9a44950f764") + ) (global_label "NTC10_out" (shape input) (at 172.085 140.335 180) @@ -2179,30 +2377,6 @@ ) ) ) - (hierarchical_label "NTC5" - (shape input) - (at 109.855 87.63 270) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "01bc7591-b5af-4451-8ab2-f846087c2847") - ) - (hierarchical_label "NTC8" - (shape input) - (at 177.8 135.255 180) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "0877d408-3419-40f8-a98b-feeaa7bb5873") - ) (hierarchical_label "V_out_8" (shape output) (at 128.905 117.475 0) @@ -2215,18 +2389,6 @@ ) (uuid "18809dd2-ae66-4823-8dc9-b786bc68c03d") ) - (hierarchical_label "NTC8" - (shape input) - (at 111.76 129.54 270) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "1a302e43-a2c1-4efb-96d0-8728025b1d1f") - ) (hierarchical_label "V_out_6" (shape output) (at 177.165 75.565 0) @@ -2239,66 +2401,6 @@ ) (uuid "2f4f307e-8d44-4203-895e-1d7830531326") ) - (hierarchical_label "NTC3" - (shape input) - (at 177.8 122.555 180) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "30ea16d7-3f94-4000-8579-35a3a47586dc") - ) - (hierarchical_label "NTC4" - (shape input) - (at 177.8 125.095 180) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "3796f2f2-c3f0-4e00-ad9c-d6da808aa496") - ) - (hierarchical_label "NTC1" - (shape input) - (at 67.31 48.26 270) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "4774d135-86c3-41f9-b086-c68fad0da12f") - ) - (hierarchical_label "NTC1" - (shape input) - (at 177.8 117.475 180) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "500208b4-0fd5-45dc-9493-12a1951b23dd") - ) - (hierarchical_label "NTC6" - (shape input) - (at 160.02 86.995 270) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "5234e458-4c31-4adf-ba29-6935029a01a0") - ) (hierarchical_label "V_out_9" (shape output) (at 84.455 160.02 0) @@ -2311,78 +2413,6 @@ ) (uuid "5a14d59c-56de-48be-bc1f-a12f4048514f") ) - (hierarchical_label "NTC9" - (shape input) - (at 67.31 172.085 270) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "7c11307a-8627-4184-9b04-4dc086c884d7") - ) - (hierarchical_label "NTC7" - (shape input) - (at 177.8 132.715 180) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "87659909-4bf4-47ae-b14a-bf332e97ed2e") - ) - (hierarchical_label "NTC4" - (shape input) - (at 67.31 87.63 270) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "906155e9-2f86-4df6-bbb3-f72ca8822ef2") - ) - (hierarchical_label "NTC2" - (shape input) - (at 177.8 120.015 180) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "9984c3fb-52a3-4150-a8c5-188724f7f172") - ) - (hierarchical_label "NTC7" - (shape input) - (at 67.31 129.54 270) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "a13f9791-7ed3-425e-80b2-7a20506663ce") - ) - (hierarchical_label "NTC6" - (shape input) - (at 177.8 130.175 180) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "ac745175-5a97-4064-a1be-82ccca9cfc6b") - ) (hierarchical_label "V_out_1" (shape output) (at 84.455 36.195 0) @@ -2419,18 +2449,6 @@ ) (uuid "c145db02-7976-44fd-88dd-3351006a9f34") ) - (hierarchical_label "NTC5" - (shape input) - (at 177.8 127.635 180) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "d6bea22e-b86c-4e87-a5b9-ef6b995c30a4") - ) (hierarchical_label "V_out_5" (shape output) (at 127 76.2 0) @@ -2443,30 +2461,6 @@ ) (uuid "da1b61cd-6972-45e7-afb6-c7d652c9c692") ) - (hierarchical_label "NTC2" - (shape input) - (at 109.22 47.625 270) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "dc0e277d-577c-4996-8844-015229128780") - ) - (hierarchical_label "NTC3" - (shape input) - (at 160.02 46.99 270) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "e77d4a21-8016-4302-8522-3bbcd1a725a3") - ) (hierarchical_label "V_out_3" (shape output) (at 177.165 34.925 0) @@ -2491,18 +2485,6 @@ ) (uuid "e897beb8-6621-4c30-9513-20aa08313d6e") ) - (hierarchical_label "NTC9" - (shape input) - (at 177.8 137.795 180) - (fields_autoplaced yes) - (effects - (font - (size 1.27 1.27) - ) - (justify right) - ) - (uuid "ea7d3c61-df01-457a-9041-1d1bb5a22709") - ) (hierarchical_label "V_out_7" (shape output) (at 84.455 117.475 0) diff --git a/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr.kicad_pcb b/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr.kicad_pcb index 5bfbaab..2d1a285 100644 --- a/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr.kicad_pcb +++ b/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr.kicad_pcb @@ -111,14 +111,14 @@ (usegerberextensions no) (usegerberattributes yes) (usegerberadvancedattributes yes) - (creategerberjobfile yes) + (creategerberjobfile no) (dashed_line_dash_ratio 12.000000) (dashed_line_gap_ratio 3.000000) (svgprecision 4) (plotframeref no) (viasonmask no) (mode 1) - (useauxorigin no) + (useauxorigin yes) (hpglpennumber 1) (hpglpenspeed 20) (hpglpendiameter 15.000000) @@ -130,11 +130,11 @@ (psnegative no) (psa4output no) (plotreference yes) - (plotvalue yes) + (plotvalue no) (plotfptext yes) (plotinvisibletext no) (sketchpadsonfab no) - (subtractmaskfromsilk no) + (subtractmaskfromsilk yes) (outputformat 1) (mirror no) (drillshape 0) @@ -482,6 +482,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "01e4355f-a2e7-433e-bd3f-723b1e2d3173") + (at 86.25 74.75 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "c1f3be90-cc7f-46bc-8ab1-25079704328d") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "5948402d-3ca2-4ed9-beb6-8af67d514848") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "2932027d-f887-4732-8f13-afb0c8c94348") + ) + ) (footprint "Resistor_SMD:R_0603_1608Metric" (layer "F.Cu") (uuid "01e5e4d4-a443-4408-9dc4-5f8ebdebf46f") @@ -2661,7 +2732,7 @@ (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "1256562e-e8a9-4927-8d5b-198ebeb4d28a") - (at 124.1 89.1 180) + (at 122.55 89.1 180) (descr "Capacitor SMD 0603 (1608 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" @@ -3498,6 +3569,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "1700def8-9acc-4389-91b4-182b3d8c01fa") + (at 105.8 115 180) + (property "Reference" "" + (at 0 0 180) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "c2099a30-3e75-4ab7-b24f-373fe42ddb3f") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (uuid "43cd30c7-a1e0-4442-928a-03c32750bca3") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 180) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "fe30b58e-9f57-497d-88eb-8c5713ded970") + ) + ) (footprint "Package_TO_SOT_SMD:SOT-23" (layer "F.Cu") (uuid "178c1d30-222d-4381-a30c-5fe08a39bf40") @@ -3762,6 +3904,647 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "17a19a1b-7486-4a25-9de8-b2e40b3e93b1") + (at 119.95 74.8 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "e8f86ba0-b975-4d9a-a290-11cacfc50765") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "056fbae8-7baf-4269-9322-c35473f4dac4") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "4811cc4f-c5fc-488d-a145-8f890d91f9a1") + ) + ) + (footprint "FaSTTUBe_logos:FTLogo_small" + (layer "F.Cu") + (uuid "17ab1e49-964e-442e-a3cf-e366447aeb17") + (at 184.3 117.6 90) + (property "Reference" "G***" + (at 0 0 -90) + (layer "F.SilkS") + (hide yes) + (uuid "fd9dcb16-442b-45db-9dc1-04c533336c16") + (effects + (font + (size 0.8 0.8) + (thickness 0.2) + ) + ) + ) + (property "Value" "LOGO" + (at 0.75 0 -90) + (layer "F.SilkS") + (hide yes) + (uuid "5c854ea5-ccda-4374-9552-3cf2f8cb74bb") + (effects + (font + (size 0.8 0.8) + (thickness 0.2) + ) + ) + ) + (property "Footprint" "FaSTTUBe_logos:FTLogo_small" + (at 0 0 -90) + (layer "F.Fab") + (hide yes) + (uuid "135ac7a2-31a5-4219-a1fa-be57cceb9f57") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 -90) + (layer "F.Fab") + (hide yes) + (uuid "2e3368bc-cd21-4d3d-b41f-f100536e1848") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (property "Description" "" + (at 0 0 -90) + (layer "F.Fab") + (hide yes) + (uuid "1759dd5b-2197-4422-a16b-a2568e138ebf") + (effects + (font + (size 1.27 1.27) + (thickness 0.15) + ) + ) + ) + (attr board_only exclude_from_pos_files 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(effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "187fdb6f-7066-48ac-b93f-51b30ce28b0a") + ) + ) (footprint "Resistor_SMD:R_0603_1608Metric" (layer "F.Cu") (uuid "3434b7dc-9d56-4d2d-ba36-e0abf123ef52") @@ -13058,7 +14196,7 @@ (footprint "Fiducial:Fiducial_1mm_Mask2mm" (layer "F.Cu") (uuid "4101f810-40aa-47ab-be63-e8bf213b82d0") - (at 186.4 97.35) + (at 186.35 96.95) (descr "Circular Fiducial, 1mm bare copper, 2mm soldermask opening (Level A)") (tags "fiducial") (property "Reference" "FID2" @@ -14690,6 +15828,148 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "46a50a98-4c9f-4b10-a9e8-360c3b84081d") + (at 155.9 74.75 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "65f2f18f-d14f-46ee-a6b4-c9e588a34668") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "588b9c50-5e88-42e2-b905-436941854504") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "985df42b-05e5-4394-93c6-6ce289f7040c") + ) + ) + (footprint "" + (layer "F.Cu") + (uuid "47edb157-a41f-42ee-9f4c-a712d6111b03") + (at 162.6 134.85 -90) + (property "Reference" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "5a76c8d3-7b42-47c1-a175-33a11a4de0d9") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (uuid "346cdc79-c5c5-4632-bd3b-f5f5c94eff85") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 270) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "ccc074db-ada1-474a-9c67-e26b2aa5ce23") + ) + ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "47fd79e6-b471-4d40-89ce-cbce9d495ef4") @@ -15164,6 +16444,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "497d4e61-d70e-4de4-aabd-33d6e1dc203b") + (at 163.7 134.85 -90) + (property "Reference" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "14435735-a8e7-4722-87fd-874921ce5cdd") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (uuid "18899f76-88ac-4468-bcb3-2f9a9d947fce") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 270) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "7336fe63-b1e7-49a7-b309-03cc2da2d760") + ) + ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "49aa778f-756c-4ddf-a3ab-a6df641c521d") @@ -16004,6 +17355,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "4cd115ab-75a9-4c13-b2b5-467792f257d3") + (at 201.6 99.3 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "41c0618f-82ff-499f-8331-09b5154bc94f") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "f0a9384a-1e28-4931-b589-df1366183dda") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "9efb2f48-6bd4-41bc-9e9f-efbfcf2b8544") + ) + ) (footprint "Package_TO_SOT_SMD:SOT-23" (layer "F.Cu") (uuid "4d90aafb-3902-4a26-8048-350aa78b94a9") @@ -16749,7 +18171,7 @@ (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "4f2e2b98-666b-424a-ba04-b4fffaaf73b5") - (at 134.8 99.9 90) + (at 133 99.9 90) (descr "Capacitor SMD 0603 (1608 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" "C19" @@ -17383,7 +18805,7 @@ (descr "Capacitor SMD 0603 (1608 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" "C25" - (at 0.45 -1.3 0) + (at 0 -1.3 0) (layer "F.SilkS") (uuid "6ed96b7f-9989-4371-a0b9-8b49b4e6ed5a") (effects @@ -18239,14 +19661,85 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "528625b5-fe20-435c-8fda-3db3d0ceeb7e") + (at 105.8 116.1 180) + (property "Reference" "" + (at 0 0 180) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "29ad54d0-99b1-455e-8ea6-8b0e965bf529") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (uuid "618032be-4c87-4850-8744-9f3765fc3d30") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 180) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "4a89fb51-cd62-4f2b-a7e9-f2c4b43c04dc") + ) + ) (footprint "Resistor_SMD:R_0603_1608Metric" (layer "F.Cu") (uuid "5326e09f-370d-4f22-ac5e-9b57a9ad3e63") - (at 123.3 86.8 90) + (at 121.65 86.75 90) (descr "Resistor SMD 0603 (1608 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" "R2" - (at 0 -1.3 -90) + (at -0.35 -2.5 -90) (layer "F.SilkS") (uuid "19160f41-1999-40d2-9262-b24559684dfd") (effects @@ -19254,6 +20747,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "5561052c-d300-4f50-9051-419b9efa595d") + (at 189.05 114.4 180) + (property "Reference" "" + (at 0 0 180) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "3d87c3a3-d2b0-49f6-af28-4e47cb25dee3") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (uuid "0622c2fb-f56a-4fa3-a0ef-574e330a406f") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 180) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "c560efd1-42a3-49b3-847b-4e7ccbd07141") + ) + ) (footprint "LED_SMD:LED_0603_1608Metric" (layer "F.Cu") (uuid "56af4c90-ad12-48b6-8238-b71582c3a099") @@ -23161,6 +24725,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "6a9ac1ad-1d05-43ae-a659-771b5d6873fc") + (at 154.85 74.75 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "f9ae23a6-8013-41d2-8cdc-a4ea8c9be52f") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "903d5db0-d31f-4460-a414-934fd5682185") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "872865b1-9a77-4e0f-8cc0-34850aa911c1") + ) + ) (footprint "FaSTTUBe_logos:FTLogo_small" (layer "F.Cu") (uuid "6abbd28f-846c-448f-b0c0-808815cadc93") @@ -23169,7 +24804,7 @@ (at 0 0 90) (layer "F.SilkS") (hide yes) - (uuid "fd9dcb16-442b-45db-9dc1-04c533336c16") + (uuid "17a14222-0a3d-4a21-b0fa-3425598066a0") (effects (font (size 0.8 0.8) @@ -23181,7 +24816,7 @@ (at 0.75 0 90) (layer "F.SilkS") (hide yes) - (uuid "5c854ea5-ccda-4374-9552-3cf2f8cb74bb") + (uuid "9815ba00-bc4a-45e4-a3f8-619544db362b") (effects (font (size 0.8 0.8) @@ -23238,7 +24873,7 @@ ) (fill solid) (layer "F.SilkS") - (uuid "86af4e13-f0f2-4a86-9b6f-64d6b7509d9e") + (uuid "742dabf4-616d-4f1c-9670-96bebe4718ae") ) (fp_poly (pts @@ -23262,7 +24897,7 @@ ) (fill solid) (layer "F.SilkS") - (uuid "2fc54ebc-065b-40fe-9d7a-f12deb1dc5b8") + (uuid "37f8f8cf-88c6-4777-9ed1-762e675182e0") ) (fp_poly (pts @@ -23290,7 +24925,7 @@ ) (fill solid) (layer "F.SilkS") - (uuid "60239e79-fe68-4bdc-b983-f5dbb9f32cb6") + (uuid "294744d8-4ea2-4ec6-a8fe-4e1fc17f75ac") ) (fp_poly (pts @@ -23319,7 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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" "R1" @@ -28789,6 +29914,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "806dd817-c027-44d2-8c51-1632b87d3be9") + (at 117.8 74.8 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "b0250677-694d-4f49-a0a9-fe5863d5f22e") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "e3d4c2e6-81c4-4027-bce3-6baeebdb2682") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid 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"R3" - (at 0 1.7 90) + (at 0 1.7 -90) (layer "F.SilkS") (uuid "b3b5ea68-0e71-4b01-8eaf-8d778310c545") (effects @@ -29764,7 +30960,7 @@ ) ) (property "Value" "330" - (at 0 1.82 90) + (at 0 1.82 -90) (layer "F.Fab") (uuid "1edf8bcc-d9d8-4b9d-a66e-7e478b7f173a") (effects @@ -29775,7 +30971,7 @@ ) ) (property "Footprint" "Resistor_SMD:R_1206_3216Metric" - (at 0 0 -90) + (at 0 0 90) (unlocked yes) (layer "F.Fab") (hide yes) @@ -29787,7 +30983,7 @@ ) ) (property "Datasheet" "" - (at 0 0 -90) + (at 0 0 90) (unlocked yes) (layer "F.Fab") (hide yes) @@ -29799,7 +30995,7 @@ ) ) (property "Description" "" - (at 0 0 -90) + (at 0 0 90) (unlocked yes) (layer "F.Fab") (hide yes) @@ -29815,16 +31011,6 @@ (sheetname "Stammblatt") (sheetfile "FT25_AMS_Slave_fr.kicad_sch") (attr smd) - (fp_line - (start -0.727064 0.91) - (end 0.727064 0.91) - (stroke - (width 0.12) - (type solid) - ) - (layer "F.SilkS") - (uuid "6f57496f-cfa0-470c-9bea-c7cab78b79b6") - ) (fp_line (start -0.727064 -0.91) (end 0.727064 -0.91) @@ -29836,34 +31022,14 @@ (uuid "75e88a4e-b521-4064-8825-10cf8b490c5f") ) (fp_line - (start -2.28 1.12) - (end -2.28 -1.12) + (start -0.727064 0.91) + (end 0.727064 0.91) (stroke - (width 0.05) + (width 0.12) (type solid) ) - (layer "F.CrtYd") - (uuid "039c4cdf-656c-459f-95de-023eae743217") - ) - (fp_line - (start 2.28 1.12) - (end -2.28 1.12) - (stroke - (width 0.05) - (type solid) - ) - (layer "F.CrtYd") - (uuid "4a1bce69-59d9-40c3-aa29-8cc817fd906a") - ) - (fp_line - (start -2.28 -1.12) - (end 2.28 -1.12) - (stroke - (width 0.05) - (type solid) - ) - (layer "F.CrtYd") - (uuid "1988d29c-dab3-4f37-a4af-31bd0a1b9d87") + (layer "F.SilkS") + (uuid "6f57496f-cfa0-470c-9bea-c7cab78b79b6") ) (fp_line (start 2.28 -1.12) @@ -29876,24 +31042,44 @@ (uuid "d11499db-0db1-4430-942d-212d58ac024b") ) (fp_line - (start -1.6 0.8) - (end -1.6 -0.8) + (start -2.28 -1.12) + (end 2.28 -1.12) (stroke - (width 0.1) + (width 0.05) (type solid) ) - (layer "F.Fab") - (uuid "8b68e7ca-1dca-4a48-8152-aeb657e1a6e9") + (layer "F.CrtYd") + (uuid "1988d29c-dab3-4f37-a4af-31bd0a1b9d87") ) (fp_line - (start 1.6 0.8) - (end -1.6 0.8) + (start 2.28 1.12) + (end -2.28 1.12) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "4a1bce69-59d9-40c3-aa29-8cc817fd906a") + ) + (fp_line + (start -2.28 1.12) + (end -2.28 -1.12) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "039c4cdf-656c-459f-95de-023eae743217") + ) + (fp_line + (start 1.6 -0.8) + (end 1.6 0.8) (stroke (width 0.1) (type solid) ) (layer "F.Fab") - (uuid "cfb7d308-8cd2-4af7-a04b-65dd0f971891") + (uuid "eead7dc3-b2a8-4d6b-88b5-e2d5dc291bad") ) (fp_line (start -1.6 -0.8) @@ -29906,17 +31092,27 @@ (uuid "4ea5b8bf-4091-41f6-a5ed-927d2c788b49") ) (fp_line - (start 1.6 -0.8) - (end 1.6 0.8) + (start 1.6 0.8) + (end -1.6 0.8) (stroke (width 0.1) (type solid) ) (layer "F.Fab") - (uuid "eead7dc3-b2a8-4d6b-88b5-e2d5dc291bad") + (uuid "cfb7d308-8cd2-4af7-a04b-65dd0f971891") + ) + (fp_line + (start -1.6 0.8) + (end -1.6 -0.8) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.Fab") + (uuid "8b68e7ca-1dca-4a48-8152-aeb657e1a6e9") ) (fp_text user "${REFERENCE}" - (at 0 0 90) + (at 0 0 -90) (layer "F.Fab") (uuid "9a77186c-7afe-487d-b95b-2fe335a8137a") (effects @@ -29927,7 +31123,7 @@ ) ) (pad "1" smd roundrect - (at -1.4625 0 270) + (at -1.4625 0 90) (size 1.125 1.75) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.222222) @@ -29936,7 +31132,7 @@ (uuid "8ad7d2aa-16e5-4ae9-a2af-423f5a413d2f") ) (pad "2" smd roundrect - (at 1.4625 0 270) + (at 1.4625 0 90) (size 1.125 1.75) (layers "F.Cu" "F.Paste" "F.Mask") (roundrect_rratio 0.222222) @@ -33278,6 +34474,77 @@ (uuid "8c80d4d5-3f77-4178-b774-a594d199639f") ) ) + (footprint "" + (layer "F.Cu") + (uuid "97379fb8-5cea-42d8-b6b2-26c7a63309f6") + (at 211.5 84.15 180) + (property "Reference" "" + (at 0 0 180) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "0513dd0f-b9e8-4f16-9767-0b11e074e86b") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (uuid "3c5fd5ca-ed65-4ee2-bbd0-bc6967865d8d") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 180) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "2d44c2bf-d030-4bbf-8992-27bd71601cbc") + ) + ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "973f622d-457e-4e2c-b53e-97c5826407a6") @@ -34143,7 +35410,7 @@ (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "9a082d49-fa2d-46fd-a6af-d55986e069eb") - (at 133.1 99.9 90) + (at 130.85 99.9 90) (descr "Capacitor SMD 0603 (1608 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" "C17" @@ -34770,6 +36037,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "a11a5089-17e1-45e1-a6cc-df034f7a01fc") + (at 195.1 74.8 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "14e1f45d-56bb-487c-aad9-ba5b35473394") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "9757eea5-c8e1-4684-b942-35a8cdc363bb") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "14e9e6ce-fee7-4700-80b4-e9f7f51f0cd2") + ) + ) (footprint "Inductor_SMD:L_0603_1608Metric" (layer "F.Cu") (uuid "a1cc3952-ae6c-43aa-ab91-36dfb0de474e") @@ -34987,7 +36325,7 @@ (descr "SD12C-01FTG") (tags "TVS Diode (Bi-directional)") (property "Reference" "D35" - (at 0 2 -90) + (at 0.05 1.65 -90) (layer "F.SilkS") (uuid "2322daa6-a7b7-4176-91f5-fb51e38ecc22") (effects @@ -35201,6 +36539,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "a32fc2d7-0612-4709-ad9b-75561c9a69de") + (at 118.4 134.8 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "81b6ef29-a81b-4aa1-a01d-49e5cd8baf04") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "e3b18506-457b-4b34-a2dd-e63480ac41f2") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "a1fe24e8-6051-4551-8d82-f0c520ce3a3f") + ) + ) (footprint "LED_SMD:LED_0603_1608Metric" (layer "F.Cu") (uuid "a3649083-6719-426b-a7f0-caa170a53fc9") @@ -35433,14 +36842,85 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "a4026fd2-baf6-4a86-8f5a-65eaf8245a63") + (at 84.1 74.75 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "b812a129-b39d-42fb-b52a-a0067103a633") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "d18b0a5d-1522-475e-ac7c-3c30fde292dd") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "3eb5ce90-4000-4641-b6e9-e0aa83c53462") + ) + ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "a40ce425-cdcd-476f-9af8-a7a97a8d3ead") - (at 124.85 86.8 -90) + (at 123.25 86.75 -90) (descr "Capacitor SMD 0603 (1608 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" "C18" - (at 0 -1.5 -90) + (at 0.05 2.9 -90) (layer "F.SilkS") (uuid "56e90baa-c2fd-4b64-9167-b8218b4cdd9a") (effects @@ -35650,7 +37130,7 @@ (descr "Capacitor SMD 0603 (1608 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" "C23" - (at 1 -1.2 0) + (at 0 -1.15 0) (layer "F.SilkS") (uuid "ad81b2cb-28f8-4d25-aa9e-ddf2e0965c8e") (effects @@ -36063,6 +37543,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "a938ca64-936e-4adf-8ccb-acb1846d5174") + (at 211.5 82 180) + (property "Reference" "" + (at 0 0 180) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "b4d0978f-32b5-4ada-86eb-73f5d4c7b967") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (uuid "867258a2-fec3-42db-8961-327124f5a7e2") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 180) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "fa2f8ed9-c62b-4414-92f4-5e1f89d178c6") + ) + ) (footprint "Package_TO_SOT_SMD:SOT-23" (layer "F.Cu") (uuid "a9d313be-02fa-45e8-a2ce-638646c09204") @@ -38061,6 +39612,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "afe46833-f2a8-4943-b322-d91af4e5aba0") + (at 202.7 99.3 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "fb6103d5-2d23-48a7-95b1-7a6ea38d3705") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "31c1fac8-f17a-4e9f-b223-65019250d507") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "b19fda79-af79-4cb0-922a-ae45f1701203") + ) + ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "b070a54d-b6f2-4b8e-bc5b-5074afbe84cc") @@ -40389,6 +42011,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "b9ca26ee-a192-4deb-a9e5-dd4f407c4e1e") + (at 117.3 134.8 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "77df429a-3c08-4ffc-a3fb-a18113520866") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "5672e48d-47b8-42c7-8f5e-294960dfc73d") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "665e8c5f-d119-4c4e-9111-1c92e310cd83") + ) + ) (footprint "LED_SMD:LED_0603_1608Metric" (layer "F.Cu") (uuid "bb2c9f86-d1bb-48ad-b444-d9b7a947ac9c") @@ -40621,6 +42314,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "bba65bdc-38c7-4fb6-b243-886a41b6c50f") + (at 105.8 117.15 180) + (property "Reference" "" + (at 0 0 180) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "1fd6f5de-d612-4288-89f8-ba4a791f4d9e") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (uuid "bba7b714-6924-4332-8d6a-387817e59224") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 180) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "5910aafe-9583-4058-aa14-b4adb3adb1c2") + ) + ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "bd578034-fe49-4eec-97e7-df21f04456cb") @@ -41052,6 +42816,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "bf12d9bd-8ca7-435e-9d90-75a763c90a34") + (at 164.75 134.85 -90) + (property "Reference" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "9dad17a6-c5e7-4601-97ae-580ea1958a85") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (uuid "a62f66f8-dc2c-432e-a785-0de7d28d3df8") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 270) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "78b636a5-23c9-48ac-b31d-3a6430a2747b") + ) + ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "bf776e2c-65cc-497d-92d0-ef1d1935926c") @@ -41262,6 +43097,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "c04bdb48-498a-402f-b84d-beb3abb5d2c0") + (at 200.55 99.3 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "a76146d2-b52b-4eb9-9217-f4af18f82f04") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "6e8f3061-b9a8-4fc3-b237-8c2d6ea1d67a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "eea152c6-acbf-40ee-bde5-d7d07f60bd9a") + ) + ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "c0e7b92f-c036-40f4-a329-f2d6ddd7e30b") @@ -41683,6 +43589,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "c3289a74-0fc9-4a4b-ba7d-d5ee1b29dcc5") + (at 157 74.75 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "1ebcebb5-2353-4270-a7ba-e565d7e56364") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "3c347d71-ded1-410b-8562-884690d4e277") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "4dcd107b-5f2e-4923-9655-7331fe25fed5") + ) + ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "c5ad3c9e-0066-46a9-a5fb-25b06cd21598") @@ -41893,6 +43870,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "c719da4b-7902-44c1-8a36-71ed5cfb9dd4") + (at 63.85 82.55 180) + (property "Reference" "" + (at 0 0 180) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "9e5326ff-f8ed-47d4-8699-60fb84ce4deb") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (uuid "f14b896b-ef64-4e52-95a6-386a4157836e") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 180) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "9f5632dc-9843-4de1-9bc9-abd82f839c8b") + ) + ) (footprint "LED_SMD:LED_0603_1608Metric" (layer "F.Cu") (uuid "c74e5a35-44dd-48b5-bae3-9eb5e45131df") @@ -43777,6 +45825,148 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "cebb766d-ba52-44b9-9b7c-c0c410fa8bcc") + (at 85.15 74.75 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "8ead4e80-3b71-4107-b65c-3a2247ad23a1") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "9d39f829-33a3-469f-a54e-4229559b0aac") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "592cbeef-a567-49db-8c5e-950daec2880e") + ) + ) + (footprint "" + (layer "F.Cu") + (uuid "cf3f4725-50ea-46b5-93ed-d1dd2ed07f9f") + (at 192.95 74.8 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "a2b0c3ad-45f9-43ca-9f1c-187cf2b14d6c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "d2f47575-83c6-471c-bbb8-eaed0bbefc0a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 90) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "ca195756-ff6c-425c-9470-33cb9acdb670") + ) + ) (footprint "Resistor_SMD:R_0603_1608Metric" (layer "F.Cu") (uuid "d1c2b0d9-8e33-479e-b9c1-500b6fba027a") @@ -44654,6 +46844,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "d4b53252-a4f1-4ef2-9798-6cd991f86ab4") + (at 189.05 112.25 180) + (property "Reference" "" + (at 0 0 180) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "e57fdd3b-9781-486e-85bc-2e7aa38ae1be") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (uuid "700aa15e-c969-486c-9c83-8dcd9e42c38b") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 180) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "3be4c32f-c7ae-4230-bcd4-e0558fe24628") + ) + ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "d773ed92-2029-45e0-8daa-3a618bbfb616") @@ -46560,6 +48821,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "dc69bccc-d931-459b-899f-007210ada0a0") + (at 211.5 83.1 180) + (property "Reference" "" + (at 0 0 180) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "dd5af936-0117-4e1d-9275-5ff00ae23551") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (uuid "5ddfcace-5df9-42e3-80cb-16d2146e3f6b") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 180) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "6a872f22-adb5-4b32-a035-6c91a365faf6") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (pad "" np_thru_hole circle + (at 0 0 180) + (size 0.1 0.1) + (drill 0.6) + (layers "*.Mask") + (uuid "1ea00c7d-98d2-4542-b43f-e4f841ff8e04") + ) + ) (footprint "Capacitor_SMD:C_0603_1608Metric" (layer "F.Cu") (uuid "dce63245-e4ef-49be-a50b-b26b78b441d8") @@ -47407,7 +49739,7 @@ (descr "MJD31CAJ-2") (tags "Transistor BJT NPN") (property "Reference" "Q1" - (at 0 0 -90) + (at -5 -2.25 180) (layer "F.SilkS") (uuid "bb3eea42-ff5d-433c-aa7c-9006c273f325") (effects @@ -48998,7 +51330,7 @@ (descr "Capacitor SMD 0603 (1608 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" "C76" - (at 0 -1.55 90) + (at 0 -1.4 90) (layer "F.SilkS") (uuid "868d315d-d8f2-48d5-85d1-ab317943acbc") (effects @@ -50110,6 +52442,77 @@ ) ) ) + (footprint "" + (layer "F.Cu") + (uuid "eaf52299-bcbd-48ec-8285-3e3b87308e92") + (at 84.15 99.35 90) + (property "Reference" "" + (at 0 0 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "d478cdd2-f468-407e-b014-297c07dd49de") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Value" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (uuid "da2c6d7e-fdb9-4960-bbf3-e23066479091") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Footprint" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "321cd7d6-dd51-42e2-bf1b-69a44704f31a") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "12042a00-c2f8-49c8-acee-818713da453c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "" + (at 0 0 90) + (unlocked yes) + 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"1a63ce76-a932-44cf-a9e6-356b400912c2") - ) (via (at 95.1 90.6) (size 0.6) @@ -58738,7 +61759,7 @@ (uuid "1b7c3de8-0d41-4a71-b047-618884ecd8be") ) (via - (at 113.4 106.4) + (at 113.2 106.9) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -58881,6 +61902,15 @@ (net 1) (uuid "26412ddb-faa6-4849-9084-60640dac5694") ) + (via + (at 169.6 120.05) + (size 0.6) + (drill 0.3) + (layers "F.Cu" "B.Cu") + (free yes) + (net 1) + (uuid "26c809bd-10de-4d1c-a677-1d834ca0c841") + ) (via (at 95.1 87.4) (size 0.6) @@ -58899,15 +61929,6 @@ (net 1) (uuid "277c0ad1-158d-4cd1-9d15-ca0f48c2de86") ) - (via - (at 118.65 85.6) - (size 0.6) - (drill 0.3) - (layers "F.Cu" "B.Cu") - (free yes) - (net 1) - (uuid "278c7497-82ee-4276-ba0a-a5387f4b3cba") - ) (via (at 113.3 120.6) (size 0.6) @@ -59080,7 +62101,7 @@ (uuid "2f14f5e7-19e4-459e-9a64-1c4935a12219") ) (via - (at 134 80.4) + (at 134 80.45) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -59160,7 +62181,7 @@ (uuid "333f8149-991b-4501-a6d3-c01f1e88252f") ) (via - (at 134.85 98.05) + (at 134.3 99.15) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -59285,7 +62306,7 @@ (uuid "3afcb151-5827-42fe-a296-8b96c63a97e2") ) (via - (at 135.6 80.3) + (at 135.6 80.35) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -59500,15 +62521,6 @@ (net 1) (uuid "43cfbd36-495f-4f09-8ff0-43ac671243f9") ) - (via - (at 120.35 85.6) - (size 0.6) - (drill 0.3) - (layers "F.Cu" "B.Cu") - (free yes) - (net 1) - (uuid "43f0cfa2-c944-4d82-8ebf-1a99365ac2c6") - ) (via (at 144.2 108.6) (size 0.6) @@ -59572,7 +62584,7 @@ (uuid "47a2bb47-5b47-4b88-a263-93d8851b0fc8") ) (via - (at 134 82.8) + (at 134.05 82.7) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -59599,7 +62611,7 @@ (uuid "4951dda4-2e3c-4bfa-bae5-439cdc179aec") ) (via - (at 65.2 83.6) + (at 65.3 83.75) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -59959,7 +62971,7 @@ (uuid "5a06e6a3-59d2-461c-b28c-3b5152bd9e1e") ) (via - (at 65.2 86.8) + (at 65.3 86.8) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -60049,7 +63061,7 @@ (uuid "5d2262a3-8d89-4b95-87c2-5ccdaa5174d8") ) (via - (at 65.2 85.2) + (at 65.3 85.2) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -60093,15 +63105,6 @@ (net 1) (uuid "5fdafba1-dfc8-4698-85e2-666e05fe24cb") ) - (via - (at 65.2 82) - (size 0.6) - (drill 0.3) - (layers "F.Cu" "B.Cu") - (free yes) - (net 1) - (uuid "6119e7b6-f928-46a0-8259-7bba72bee71b") - ) (via (at 170.1 85.2) (size 0.6) @@ -60193,7 +63196,7 @@ (uuid "66f675c9-3c4b-4c99-afd1-f92706566b1c") ) (via - (at 150.9 117.8) + (at 150.9 117.65) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -60227,7 +63230,7 @@ (uuid "6826c935-5ecf-4ec9-ae52-7def3e0eab08") ) (via - (at 65.2 88.2) + (at 65.3 88.2) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -60245,7 +63248,7 @@ (uuid "688aa231-c5be-463d-9de1-b12bc85dbcd1") ) (via - (at 65.2 93) + (at 65.3 93) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -60289,15 +63292,6 @@ (net 1) (uuid "6aeadbc0-c580-4693-aba0-0993b906f075") ) - (via - (at 118.55 91.6) - (size 0.6) - (drill 0.3) - (layers "F.Cu" "B.Cu") - (free yes) - (net 1) - (uuid "6b040b38-e311-45e3-ad3d-e6794cc5c50b") - ) (via (at 183.2 76.2) (size 0.6) @@ -60379,7 +63373,7 @@ (uuid "6e5dfe65-1836-4059-b33f-0de4af85a658") ) (via - (at 71.4 97.8) + (at 71.4 98.05) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -60432,14 +63426,6 @@ (net 1) (uuid "6feb9ddd-5e2d-4ab8-a581-4a78301a7977") ) - (via - (at 127.191117 130.575) - (size 0.6) - (drill 0.3) - (layers "F.Cu" "B.Cu") - (net 1) - (uuid "70277e27-7d5a-4b2b-b765-966eb5b74896") - ) (via (at 127.8 125.4) (size 0.6) @@ -60756,7 +63742,7 @@ (uuid "7f28557a-46bf-431a-adde-b748837485b4") ) (via - (at 124.85 84.5) + (at 124.675 84.575) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -60773,15 +63759,6 @@ (net 1) (uuid "7fb7dc71-7816-45f8-b2d1-531eb69d60a0") ) - (via - (at 132.25 103) - (size 0.6) - (drill 0.3) - (layers "F.Cu" "B.Cu") - (free yes) - (net 1) - (uuid "80561d3f-b2bb-4465-bb94-631376fbd372") - ) (via (at 174 76.2) (size 0.6) @@ -60801,7 +63778,7 @@ (uuid "80a85354-ef61-4890-939f-58908527ff9b") ) (via - (at 65.2 94.6) + (at 65.3 94.6) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -60810,7 +63787,7 @@ (uuid "81026def-5e6b-4f50-bf6a-d11b7863b76e") ) (via - (at 71.4 82) + (at 71.35 82.6) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -60927,7 +63904,7 @@ (uuid "84bf8489-5bf9-45a8-a004-09693e9cdd16") ) (via - (at 65.2 96.2) + (at 65.25 96.2) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -61007,7 +63984,7 @@ (uuid "8798ce39-2cb8-4d66-952e-73270088c4ae") ) (via - (at 66.8 97.8) + (at 66.8 98.05) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -61051,7 +64028,7 @@ (uuid "8bfbabb9-9828-4ae9-bd7f-b41c123e6efc") ) (via - (at 129.7 114.1) + (at 129.9375 114.1) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -61164,15 +64141,6 @@ (net 1) (uuid "8fa36b78-a904-496e-bd96-28f1ce40cc1f") ) - (via - (at 65.2 80.4) - (size 0.6) - (drill 0.3) - (layers "F.Cu" "B.Cu") - (free yes) - (net 1) - (uuid 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(layers "F.Cu" "B.Cu") @@ -62400,7 +65368,7 @@ (uuid "cc6b967a-7512-4f53-ba4b-b436c4652170") ) (via - (at 70.3 82.6) + (at 70.05 82.55) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -62687,6 +65655,15 @@ (net 1) (uuid "d6acd521-4869-4e21-99c5-097304d7c62f") ) + (via + (at 170 121.3) + (size 0.6) + (drill 0.3) + (layers "F.Cu" "B.Cu") + (free yes) + (net 1) + (uuid "d6ad621b-e7c5-4313-928f-bad421d25d56") + ) (via (at 156.5 82.7) (size 0.6) @@ -62706,7 +65683,7 @@ (uuid "d7192d96-ce45-45b5-99b2-cd15ade69dc2") ) (via - (at 65.2 89.8) + (at 65.3 89.8) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -62759,7 +65736,7 @@ (uuid "db7193a1-a344-4867-8fd6-00a2e8050a4e") ) (via - (at 153.1 117.8) + (at 152.9 117.65) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -63234,7 +66211,7 @@ (uuid "f1a3f861-3ab8-4b3b-80a7-dfe9875c7a80") ) (via - (at 133 79.1) + (at 133.1 79.1) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -63260,15 +66237,6 @@ (net 1) (uuid "f2dd195f-6da6-480e-ac29-d689f39501e5") ) - (via - (at 122.05 85.6) - (size 0.6) - (drill 0.3) - (layers "F.Cu" "B.Cu") - (free yes) - (net 1) - (uuid "f30cea2d-6123-4a15-8831-eec7f008cdea") - ) (via (at 187.8 111.8) (size 0.6) @@ -63315,7 +66283,7 @@ (uuid "f56276d9-53e6-4bf6-9599-28a590c4907c") ) (via - (at 132.2 80.3) + (at 132.2 80.35) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -63333,7 +66301,7 @@ (uuid "f5b2110d-5ad9-4ab0-a18b-a14f6c29f0f1") ) (via - (at 71.4 80.4) + (at 65.3 82.6) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -63592,69 +66560,21 @@ (net 1) (uuid "fffb5341-c2d9-48c5-9577-18b717197835") ) - (segment - (start 133.775 112.188195) - (end 133.775 101.3125) - (width 0.4) - (layer "F.Cu") - (net 2) - (uuid "0349f282-7e1f-4bf9-800d-7477167548af") - ) - (segment - (start 133.1375 100.675) - (end 133.1 100.675) - (width 0.4) - (layer "F.Cu") - (net 2) - (uuid "1169d167-7cfc-4190-b8d9-72ccf4b1a129") - ) - (segment - (start 133.775 101.3125) - (end 133.1375 100.675) - (width 0.4) - (layer "F.Cu") - (net 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0.4) (layer "F.Cu") (net 2) - (uuid "f8530eee-10a8-4bfb-a107-696fd1346e6a") + (uuid "66742388-5f90-42d7-88a1-46695e1db125") + ) + (segment + (start 128.7 100.725) + (end 130.8 100.725) + (width 0.4) + (layer "F.Cu") + (net 2) + (uuid "6a5c270d-1f32-43e6-84d9-eed63df6de38") + ) + (segment + (start 133.775 103.625) + (end 130.85 100.7) + (width 0.4) + (layer "F.Cu") + (net 2) + (uuid "8ff25662-1c4d-4c7f-b5d9-1d55015e1360") + ) + (segment + (start 130.8 100.725) + (end 130.85 100.675) + (width 0.4) + (layer "F.Cu") + (net 2) + (uuid "ae035e48-2481-4190-b113-2c0af1ee5910") + ) + (segment + (start 145.728616 120.4875) + (end 146.125 120.4875) + (width 0.4) + (layer "F.Cu") + (net 2) + (uuid "c4dbb85b-c4a9-4f4c-a637-96e0e05b1f11") + ) + (segment + (start 144.770558 121.445558) + (end 145.728616 120.4875) + (width 0.4) + (layer "F.Cu") + (net 2) + (uuid "d2cb6079-4d96-4154-9295-ee917db8885c") + ) + (segment + (start 133.775 112.188195) + (end 133.775 103.625) + (width 0.4) + (layer "F.Cu") + (net 2) + (uuid "d5825769-4da1-4760-9c37-81ac0ccf7620") ) (via (at 133.8 122.25) @@ -63673,7 +66641,7 @@ (uuid "4f535a42-d2cb-41c2-a5f2-bf47ed4f54d6") ) (via - (at 143.8 120.35) + (at 144.770558 121.445558) (size 0.6) (drill 0.3) (layers "F.Cu" "B.Cu") @@ -63681,36 +66649,60 @@ (uuid "63977c67-f24c-4c7c-a0d9-750745d564d3") ) (segment - (start 143.8 120.35) - (end 143.35 120.35) - (width 0.4) - (layer "B.Cu") - (net 2) - (uuid "2d5e0eff-76fb-4772-8c76-15e160d12a26") - ) - (segment - (start 141.45 122.25) + (start 133.888539 122.161461) (end 133.8 122.25) (width 0.4) (layer "B.Cu") (net 2) - (uuid "3155f3dd-8e7a-44d1-8848-83d56144f279") + (uuid "1d0ece6d-5015-458f-9465-efda29d7de98") ) (segment - (start 143.35 120.35) - (end 141.45 122.25) + (start 144.704442 121.445558) + (end 143.988539 122.161461) (width 0.4) (layer "B.Cu") (net 2) - (uuid "d8c66539-6e45-455e-a018-1e6224c0c019") + (uuid "249fe3f6-46e3-4340-933e-fb55d0647b87") ) (segment - (start 122.5 92) - (end 122.5 88.4) + (start 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90.437451 98.357853) (xy 90.466476 98.294297) + (xy 90.472508 98.287819) (xy 95.398508 93.361819) (xy 95.459831 93.328334) (xy 95.486189 93.3255) + (xy 96.114029 93.3255) ) ) ) diff --git a/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr.kicad_pro b/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr.kicad_pro index 7eabdf7..6649d6f 100644 --- a/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr.kicad_pro +++ b/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr.kicad_pro @@ -38,8 +38,8 @@ "other_text_upright": false, "pads": { "drill": 0.0, - "height": 4.65, - "width": 1.2 + "height": 3.3, + "width": 1.8 }, "silk_line_width": 0.1, "silk_text_italic": false, @@ -48,7 +48,7 @@ "silk_text_thickness": 0.1, "silk_text_upright": false, "zones": { - "min_clearance": 0.5 + "min_clearance": 0.0 } }, "diff_pair_dimensions": [ diff --git a/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr_IZM.kicad_pcb b/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr_IZM.kicad_pcb index d0f5a5d..907b8b8 100644 --- a/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr_IZM.kicad_pcb +++ b/FT25_AMS_Slave_fr/FT25_AMS_Slave_fr_IZM.kicad_pcb @@ -143,58657 +143,9 @@ ) ) (net 0 "") - (net 1 "GND") - (net 2 "Net-(U1-V+)") - (net 3 "Net-(U1-DRIVE)") - (net 4 "Net-(U1-VREF1)") - (net 5 "+5V") - (net 6 "/FilterBalancingNetwork/CB") - (net 7 "/FilterBalancingNetwork/CB:A") - (net 8 "/FilterBalancingNetwork/CA") - (net 9 "/Cell 15{slash}16") - (net 10 "/S16P") - (net 11 "/S15P") - (net 12 "/Cell 15{slash}14") - (net 13 "/FilterBalancingNetwork1/CB:A") - (net 14 "/FilterBalancingNetwork1/CB") - (net 15 "/FilterBalancingNetwork1/CA") - (net 16 "/S14P") - (net 17 "/Cell 14{slash}13") - (net 18 "/S13P") - (net 19 "/Cell 13{slash}12") - (net 20 "/FilterBalancingNetwork2/CB") - (net 21 "/FilterBalancingNetwork2/CB:A") - (net 22 "/FilterBalancingNetwork2/CA") - (net 23 "/S12P") - (net 24 "/Cell 12{slash}11") - (net 25 "/S11P") - (net 26 "/Cell 11{slash}10") - (net 27 "/FilterBalancingNetwork3/CB") - (net 28 "/FilterBalancingNetwork3/CB:A") - (net 29 "/FilterBalancingNetwork3/CA") - (net 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color',(#191200),#140683, + #190494); +#191200 = PRESENTATION_STYLE_ASSIGNMENT((#191201)); +#191201 = SURFACE_STYLE_USAGE(.BOTH.,#191202); +#191202 = SURFACE_SIDE_STYLE('',(#191203)); +#191203 = SURFACE_STYLE_FILL_AREA(#191204); +#191204 = FILL_AREA_STYLE('',(#191205)); +#191205 = FILL_AREA_STYLE_COLOUR('',#190511); +#191206 = OVER_RIDING_STYLED_ITEM('overriding color',(#191207),#140714, + #190494); +#191207 = PRESENTATION_STYLE_ASSIGNMENT((#191208)); +#191208 = SURFACE_STYLE_USAGE(.BOTH.,#191209); +#191209 = SURFACE_SIDE_STYLE('',(#191210)); +#191210 = SURFACE_STYLE_FILL_AREA(#191211); +#191211 = FILL_AREA_STYLE('',(#191212)); +#191212 = FILL_AREA_STYLE_COLOUR('',#190526); +#191213 = OVER_RIDING_STYLED_ITEM('overriding color',(#191214),#140746, + #190494); +#191214 = PRESENTATION_STYLE_ASSIGNMENT((#191215)); +#191215 = SURFACE_STYLE_USAGE(.BOTH.,#191216); +#191216 = SURFACE_SIDE_STYLE('',(#191217)); +#191217 = SURFACE_STYLE_FILL_AREA(#191218); +#191218 = FILL_AREA_STYLE('',(#191219)); +#191219 = FILL_AREA_STYLE_COLOUR('',#190511); +#191220 = OVER_RIDING_STYLED_ITEM('overriding color',(#191221),#140765, + #190494); +#191221 = PRESENTATION_STYLE_ASSIGNMENT((#191222)); +#191222 = SURFACE_STYLE_USAGE(.BOTH.,#191223); +#191223 = SURFACE_SIDE_STYLE('',(#191224)); +#191224 = SURFACE_STYLE_FILL_AREA(#191225); +#191225 = FILL_AREA_STYLE('',(#191226)); +#191226 = FILL_AREA_STYLE_COLOUR('',#190511); +#191227 = OVER_RIDING_STYLED_ITEM('overriding color',(#191228),#140798, + #190494); +#191228 = PRESENTATION_STYLE_ASSIGNMENT((#191229)); +#191229 = SURFACE_STYLE_USAGE(.BOTH.,#191230); +#191230 = SURFACE_SIDE_STYLE('',(#191231)); +#191231 = SURFACE_STYLE_FILL_AREA(#191232); +#191232 = FILL_AREA_STYLE('',(#191233)); +#191233 = FILL_AREA_STYLE_COLOUR('',#190526); +#191234 = OVER_RIDING_STYLED_ITEM('overriding color',(#191235),#140863, + #190494); +#191235 = PRESENTATION_STYLE_ASSIGNMENT((#191236)); +#191236 = SURFACE_STYLE_USAGE(.BOTH.,#191237); +#191237 = SURFACE_SIDE_STYLE('',(#191238)); +#191238 = SURFACE_STYLE_FILL_AREA(#191239); +#191239 = FILL_AREA_STYLE('',(#191240)); +#191240 = FILL_AREA_STYLE_COLOUR('',#190526); +#191241 = OVER_RIDING_STYLED_ITEM('overriding color',(#191242),#140887, + #190494); +#191242 = PRESENTATION_STYLE_ASSIGNMENT((#191243)); +#191243 = SURFACE_STYLE_USAGE(.BOTH.,#191244); +#191244 = SURFACE_SIDE_STYLE('',(#191245)); +#191245 = SURFACE_STYLE_FILL_AREA(#191246); +#191246 = FILL_AREA_STYLE('',(#191247)); +#191247 = FILL_AREA_STYLE_COLOUR('',#190526); +#191248 = OVER_RIDING_STYLED_ITEM('overriding color',(#191249),#140945, + #190494); +#191249 = PRESENTATION_STYLE_ASSIGNMENT((#191250)); +#191250 = SURFACE_STYLE_USAGE(.BOTH.,#191251); +#191251 = SURFACE_SIDE_STYLE('',(#191252)); +#191252 = SURFACE_STYLE_FILL_AREA(#191253); +#191253 = FILL_AREA_STYLE('',(#191254)); +#191254 = FILL_AREA_STYLE_COLOUR('',#190526); +#191255 = OVER_RIDING_STYLED_ITEM('overriding color',(#191256),#141010, + #190494); +#191256 = PRESENTATION_STYLE_ASSIGNMENT((#191257)); +#191257 = SURFACE_STYLE_USAGE(.BOTH.,#191258); +#191258 = SURFACE_SIDE_STYLE('',(#191259)); +#191259 = SURFACE_STYLE_FILL_AREA(#191260); +#191260 = FILL_AREA_STYLE('',(#191261)); +#191261 = FILL_AREA_STYLE_COLOUR('',#190526); +#191262 = OVER_RIDING_STYLED_ITEM('overriding color',(#191263),#141034, + #190494); +#191263 = PRESENTATION_STYLE_ASSIGNMENT((#191264)); +#191264 = SURFACE_STYLE_USAGE(.BOTH.,#191265); +#191265 = SURFACE_SIDE_STYLE('',(#191266)); +#191266 = SURFACE_STYLE_FILL_AREA(#191267); +#191267 = FILL_AREA_STYLE('',(#191268)); +#191268 = FILL_AREA_STYLE_COLOUR('',#190526); +#191269 = OVER_RIDING_STYLED_ITEM('overriding color',(#191270),#141092, + #190494); +#191270 = PRESENTATION_STYLE_ASSIGNMENT((#191271)); +#191271 = SURFACE_STYLE_USAGE(.BOTH.,#191272); +#191272 = SURFACE_SIDE_STYLE('',(#191273)); +#191273 = SURFACE_STYLE_FILL_AREA(#191274); +#191274 = FILL_AREA_STYLE('',(#191275)); +#191275 = FILL_AREA_STYLE_COLOUR('',#190511); +#191276 = OVER_RIDING_STYLED_ITEM('overriding color',(#191277),#141125, + #190494); +#191277 = PRESENTATION_STYLE_ASSIGNMENT((#191278)); +#191278 = SURFACE_STYLE_USAGE(.BOTH.,#191279); +#191279 = SURFACE_SIDE_STYLE('',(#191280)); +#191280 = SURFACE_STYLE_FILL_AREA(#191281); +#191281 = FILL_AREA_STYLE('',(#191282)); +#191282 = FILL_AREA_STYLE_COLOUR('',#190511); +#191283 = OVER_RIDING_STYLED_ITEM('overriding color',(#191284),#141158, + #190494); +#191284 = PRESENTATION_STYLE_ASSIGNMENT((#191285)); +#191285 = SURFACE_STYLE_USAGE(.BOTH.,#191286); +#191286 = SURFACE_SIDE_STYLE('',(#191287)); +#191287 = SURFACE_STYLE_FILL_AREA(#191288); +#191288 = FILL_AREA_STYLE('',(#191289)); +#191289 = FILL_AREA_STYLE_COLOUR('',#190511); +#191290 = OVER_RIDING_STYLED_ITEM('overriding color',(#191291),#141175, + #190494); +#191291 = PRESENTATION_STYLE_ASSIGNMENT((#191292)); +#191292 = SURFACE_STYLE_USAGE(.BOTH.,#191293); +#191293 = SURFACE_SIDE_STYLE('',(#191294)); +#191294 = SURFACE_STYLE_FILL_AREA(#191295); +#191295 = FILL_AREA_STYLE('',(#191296)); +#191296 = FILL_AREA_STYLE_COLOUR('',#190511); +#191297 = OVER_RIDING_STYLED_ITEM('overriding color',(#191298),#141208, + #190494); +#191298 = PRESENTATION_STYLE_ASSIGNMENT((#191299)); +#191299 = SURFACE_STYLE_USAGE(.BOTH.,#191300); +#191300 = SURFACE_SIDE_STYLE('',(#191301)); +#191301 = SURFACE_STYLE_FILL_AREA(#191302); +#191302 = FILL_AREA_STYLE('',(#191303)); +#191303 = FILL_AREA_STYLE_COLOUR('',#190526); +#191304 = OVER_RIDING_STYLED_ITEM('overriding color',(#191305),#141273, + #190494); +#191305 = PRESENTATION_STYLE_ASSIGNMENT((#191306)); +#191306 = SURFACE_STYLE_USAGE(.BOTH.,#191307); +#191307 = SURFACE_SIDE_STYLE('',(#191308)); +#191308 = SURFACE_STYLE_FILL_AREA(#191309); +#191309 = FILL_AREA_STYLE('',(#191310)); +#191310 = FILL_AREA_STYLE_COLOUR('',#190526); +#191311 = OVER_RIDING_STYLED_ITEM('overriding color',(#191312),#141297, + #190494); +#191312 = PRESENTATION_STYLE_ASSIGNMENT((#191313)); +#191313 = SURFACE_STYLE_USAGE(.BOTH.,#191314); +#191314 = SURFACE_SIDE_STYLE('',(#191315)); +#191315 = SURFACE_STYLE_FILL_AREA(#191316); +#191316 = FILL_AREA_STYLE('',(#191317)); +#191317 = FILL_AREA_STYLE_COLOUR('',#190526); +#191318 = OVER_RIDING_STYLED_ITEM('overriding color',(#191319),#141355, + #190494); +#191319 = PRESENTATION_STYLE_ASSIGNMENT((#191320)); +#191320 = SURFACE_STYLE_USAGE(.BOTH.,#191321); +#191321 = SURFACE_SIDE_STYLE('',(#191322)); +#191322 = SURFACE_STYLE_FILL_AREA(#191323); +#191323 = FILL_AREA_STYLE('',(#191324)); +#191324 = FILL_AREA_STYLE_COLOUR('',#190526); +#191325 = OVER_RIDING_STYLED_ITEM('overriding color',(#191326),#141420, + #190494); +#191326 = PRESENTATION_STYLE_ASSIGNMENT((#191327)); +#191327 = SURFACE_STYLE_USAGE(.BOTH.,#191328); +#191328 = SURFACE_SIDE_STYLE('',(#191329)); +#191329 = SURFACE_STYLE_FILL_AREA(#191330); +#191330 = FILL_AREA_STYLE('',(#191331)); +#191331 = FILL_AREA_STYLE_COLOUR('',#190526); +#191332 = OVER_RIDING_STYLED_ITEM('overriding color',(#191333),#141444, + #190494); +#191333 = PRESENTATION_STYLE_ASSIGNMENT((#191334)); +#191334 = SURFACE_STYLE_USAGE(.BOTH.,#191335); +#191335 = SURFACE_SIDE_STYLE('',(#191336)); +#191336 = SURFACE_STYLE_FILL_AREA(#191337); +#191337 = FILL_AREA_STYLE('',(#191338)); +#191338 = FILL_AREA_STYLE_COLOUR('',#190526); +#191339 = OVER_RIDING_STYLED_ITEM('overriding color',(#191340),#141502, + #190494); +#191340 = PRESENTATION_STYLE_ASSIGNMENT((#191341)); +#191341 = SURFACE_STYLE_USAGE(.BOTH.,#191342); +#191342 = SURFACE_SIDE_STYLE('',(#191343)); +#191343 = SURFACE_STYLE_FILL_AREA(#191344); +#191344 = FILL_AREA_STYLE('',(#191345)); +#191345 = FILL_AREA_STYLE_COLOUR('',#190511); +#191346 = OVER_RIDING_STYLED_ITEM('overriding color',(#191347),#141514, + #190494); +#191347 = PRESENTATION_STYLE_ASSIGNMENT((#191348)); +#191348 = SURFACE_STYLE_USAGE(.BOTH.,#191349); +#191349 = SURFACE_SIDE_STYLE('',(#191350)); +#191350 = SURFACE_STYLE_FILL_AREA(#191351); +#191351 = FILL_AREA_STYLE('',(#191352)); +#191352 = FILL_AREA_STYLE_COLOUR('',#190511); +#191353 = OVER_RIDING_STYLED_ITEM('overriding color',(#191354),#141531, + #190494); +#191354 = PRESENTATION_STYLE_ASSIGNMENT((#191355)); +#191355 = SURFACE_STYLE_USAGE(.BOTH.,#191356); +#191356 = SURFACE_SIDE_STYLE('',(#191357)); +#191357 = SURFACE_STYLE_FILL_AREA(#191358); +#191358 = FILL_AREA_STYLE('',(#191359)); +#191359 = FILL_AREA_STYLE_COLOUR('',#190526); +#191360 = OVER_RIDING_STYLED_ITEM('overriding color',(#191361),#141562, + #190494); +#191361 = PRESENTATION_STYLE_ASSIGNMENT((#191362)); +#191362 = SURFACE_STYLE_USAGE(.BOTH.,#191363); +#191363 = SURFACE_SIDE_STYLE('',(#191364)); +#191364 = SURFACE_STYLE_FILL_AREA(#191365); +#191365 = FILL_AREA_STYLE('',(#191366)); +#191366 = FILL_AREA_STYLE_COLOUR('',#190526); +#191367 = OVER_RIDING_STYLED_ITEM('overriding color',(#191368),#141586, + #190494); +#191368 = PRESENTATION_STYLE_ASSIGNMENT((#191369)); +#191369 = SURFACE_STYLE_USAGE(.BOTH.,#191370); +#191370 = SURFACE_SIDE_STYLE('',(#191371)); +#191371 = SURFACE_STYLE_FILL_AREA(#191372); +#191372 = FILL_AREA_STYLE('',(#191373)); +#191373 = FILL_AREA_STYLE_COLOUR('',#190526); +#191374 = OVER_RIDING_STYLED_ITEM('overriding color',(#191375),#141610, + #190494); +#191375 = PRESENTATION_STYLE_ASSIGNMENT((#191376)); +#191376 = SURFACE_STYLE_USAGE(.BOTH.,#191377); +#191377 = SURFACE_SIDE_STYLE('',(#191378)); +#191378 = SURFACE_STYLE_FILL_AREA(#191379); +#191379 = FILL_AREA_STYLE('',(#191380)); +#191380 = FILL_AREA_STYLE_COLOUR('',#190526); +#191381 = OVER_RIDING_STYLED_ITEM('overriding color',(#191382),#141634, + #190494); +#191382 = PRESENTATION_STYLE_ASSIGNMENT((#191383)); +#191383 = SURFACE_STYLE_USAGE(.BOTH.,#191384); +#191384 = SURFACE_SIDE_STYLE('',(#191385)); +#191385 = SURFACE_STYLE_FILL_AREA(#191386); +#191386 = FILL_AREA_STYLE('',(#191387)); +#191387 = FILL_AREA_STYLE_COLOUR('',#190526); +#191388 = OVER_RIDING_STYLED_ITEM('overriding color',(#191389),#141658, + #190494); +#191389 = PRESENTATION_STYLE_ASSIGNMENT((#191390)); +#191390 = SURFACE_STYLE_USAGE(.BOTH.,#191391); +#191391 = SURFACE_SIDE_STYLE('',(#191392)); +#191392 = SURFACE_STYLE_FILL_AREA(#191393); +#191393 = FILL_AREA_STYLE('',(#191394)); +#191394 = FILL_AREA_STYLE_COLOUR('',#190526); +#191395 = OVER_RIDING_STYLED_ITEM('overriding color',(#191396),#141682, + #190494); +#191396 = PRESENTATION_STYLE_ASSIGNMENT((#191397)); +#191397 = SURFACE_STYLE_USAGE(.BOTH.,#191398); +#191398 = SURFACE_SIDE_STYLE('',(#191399)); +#191399 = SURFACE_STYLE_FILL_AREA(#191400); +#191400 = FILL_AREA_STYLE('',(#191401)); +#191401 = FILL_AREA_STYLE_COLOUR('',#190526); +#191402 = OVER_RIDING_STYLED_ITEM('overriding color',(#191403),#141706, + #190494); +#191403 = PRESENTATION_STYLE_ASSIGNMENT((#191404)); +#191404 = SURFACE_STYLE_USAGE(.BOTH.,#191405); +#191405 = SURFACE_SIDE_STYLE('',(#191406)); +#191406 = SURFACE_STYLE_FILL_AREA(#191407); +#191407 = FILL_AREA_STYLE('',(#191408)); +#191408 = FILL_AREA_STYLE_COLOUR('',#190526); +#191409 = OVER_RIDING_STYLED_ITEM('overriding color',(#191410),#141730, + #190494); +#191410 = PRESENTATION_STYLE_ASSIGNMENT((#191411)); +#191411 = SURFACE_STYLE_USAGE(.BOTH.,#191412); +#191412 = SURFACE_SIDE_STYLE('',(#191413)); +#191413 = SURFACE_STYLE_FILL_AREA(#191414); +#191414 = FILL_AREA_STYLE('',(#191415)); +#191415 = FILL_AREA_STYLE_COLOUR('',#190526); +#191416 = OVER_RIDING_STYLED_ITEM('overriding color',(#191417),#141754, + #190494); +#191417 = PRESENTATION_STYLE_ASSIGNMENT((#191418)); +#191418 = SURFACE_STYLE_USAGE(.BOTH.,#191419); +#191419 = SURFACE_SIDE_STYLE('',(#191420)); +#191420 = SURFACE_STYLE_FILL_AREA(#191421); +#191421 = FILL_AREA_STYLE('',(#191422)); +#191422 = FILL_AREA_STYLE_COLOUR('',#190526); +#191423 = OVER_RIDING_STYLED_ITEM('overriding color',(#191424),#141778, + #190494); +#191424 = PRESENTATION_STYLE_ASSIGNMENT((#191425)); +#191425 = SURFACE_STYLE_USAGE(.BOTH.,#191426); +#191426 = SURFACE_SIDE_STYLE('',(#191427)); +#191427 = SURFACE_STYLE_FILL_AREA(#191428); +#191428 = FILL_AREA_STYLE('',(#191429)); +#191429 = FILL_AREA_STYLE_COLOUR('',#190526); +#191430 = OVER_RIDING_STYLED_ITEM('overriding color',(#191431),#141802, + #190494); +#191431 = PRESENTATION_STYLE_ASSIGNMENT((#191432)); +#191432 = SURFACE_STYLE_USAGE(.BOTH.,#191433); +#191433 = SURFACE_SIDE_STYLE('',(#191434)); +#191434 = SURFACE_STYLE_FILL_AREA(#191435); +#191435 = FILL_AREA_STYLE('',(#191436)); +#191436 = FILL_AREA_STYLE_COLOUR('',#190526); +#191437 = OVER_RIDING_STYLED_ITEM('overriding color',(#191438),#141826, + #190494); +#191438 = PRESENTATION_STYLE_ASSIGNMENT((#191439)); +#191439 = SURFACE_STYLE_USAGE(.BOTH.,#191440); +#191440 = SURFACE_SIDE_STYLE('',(#191441)); +#191441 = SURFACE_STYLE_FILL_AREA(#191442); +#191442 = FILL_AREA_STYLE('',(#191443)); +#191443 = FILL_AREA_STYLE_COLOUR('',#190526); +#191444 = OVER_RIDING_STYLED_ITEM('overriding color',(#191445),#141850, + #190494); +#191445 = PRESENTATION_STYLE_ASSIGNMENT((#191446)); +#191446 = SURFACE_STYLE_USAGE(.BOTH.,#191447); +#191447 = SURFACE_SIDE_STYLE('',(#191448)); +#191448 = SURFACE_STYLE_FILL_AREA(#191449); +#191449 = FILL_AREA_STYLE('',(#191450)); +#191450 = FILL_AREA_STYLE_COLOUR('',#190526); +#191451 = OVER_RIDING_STYLED_ITEM('overriding color',(#191452),#141874, + #190494); +#191452 = PRESENTATION_STYLE_ASSIGNMENT((#191453)); +#191453 = SURFACE_STYLE_USAGE(.BOTH.,#191454); +#191454 = SURFACE_SIDE_STYLE('',(#191455)); +#191455 = SURFACE_STYLE_FILL_AREA(#191456); +#191456 = FILL_AREA_STYLE('',(#191457)); +#191457 = FILL_AREA_STYLE_COLOUR('',#190526); +#191458 = OVER_RIDING_STYLED_ITEM('overriding color',(#191459),#141898, + #190494); +#191459 = PRESENTATION_STYLE_ASSIGNMENT((#191460)); +#191460 = SURFACE_STYLE_USAGE(.BOTH.,#191461); +#191461 = SURFACE_SIDE_STYLE('',(#191462)); +#191462 = SURFACE_STYLE_FILL_AREA(#191463); +#191463 = FILL_AREA_STYLE('',(#191464)); +#191464 = FILL_AREA_STYLE_COLOUR('',#190526); +#191465 = OVER_RIDING_STYLED_ITEM('overriding color',(#191466),#141922, + #190494); +#191466 = PRESENTATION_STYLE_ASSIGNMENT((#191467)); +#191467 = SURFACE_STYLE_USAGE(.BOTH.,#191468); +#191468 = SURFACE_SIDE_STYLE('',(#191469)); +#191469 = SURFACE_STYLE_FILL_AREA(#191470); +#191470 = FILL_AREA_STYLE('',(#191471)); +#191471 = FILL_AREA_STYLE_COLOUR('',#190526); +#191472 = OVER_RIDING_STYLED_ITEM('overriding color',(#191473),#141946, + #190494); +#191473 = PRESENTATION_STYLE_ASSIGNMENT((#191474)); +#191474 = SURFACE_STYLE_USAGE(.BOTH.,#191475); +#191475 = SURFACE_SIDE_STYLE('',(#191476)); +#191476 = SURFACE_STYLE_FILL_AREA(#191477); +#191477 = FILL_AREA_STYLE('',(#191478)); +#191478 = FILL_AREA_STYLE_COLOUR('',#190526); +#191479 = OVER_RIDING_STYLED_ITEM('overriding color',(#191480),#141970, + #190494); +#191480 = PRESENTATION_STYLE_ASSIGNMENT((#191481)); +#191481 = SURFACE_STYLE_USAGE(.BOTH.,#191482); +#191482 = SURFACE_SIDE_STYLE('',(#191483)); +#191483 = SURFACE_STYLE_FILL_AREA(#191484); +#191484 = FILL_AREA_STYLE('',(#191485)); 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SURFACE_SIDE_STYLE('',(#191770)); +#191770 = SURFACE_STYLE_FILL_AREA(#191771); +#191771 = FILL_AREA_STYLE('',(#191772)); +#191772 = FILL_AREA_STYLE_COLOUR('',#190511); +#191773 = OVER_RIDING_STYLED_ITEM('overriding color',(#191774),#143147, + #190494); +#191774 = PRESENTATION_STYLE_ASSIGNMENT((#191775)); +#191775 = SURFACE_STYLE_USAGE(.BOTH.,#191776); +#191776 = SURFACE_SIDE_STYLE('',(#191777)); +#191777 = SURFACE_STYLE_FILL_AREA(#191778); +#191778 = FILL_AREA_STYLE('',(#191779)); +#191779 = FILL_AREA_STYLE_COLOUR('',#190511); +#191780 = OVER_RIDING_STYLED_ITEM('overriding color',(#191781),#143196, + #190494); +#191781 = PRESENTATION_STYLE_ASSIGNMENT((#191782)); +#191782 = SURFACE_STYLE_USAGE(.BOTH.,#191783); +#191783 = SURFACE_SIDE_STYLE('',(#191784)); +#191784 = SURFACE_STYLE_FILL_AREA(#191785); +#191785 = FILL_AREA_STYLE('',(#191786)); +#191786 = FILL_AREA_STYLE_COLOUR('',#190526); +#191787 = OVER_RIDING_STYLED_ITEM('overriding color',(#191788),#143207, + #190494); +#191788 = PRESENTATION_STYLE_ASSIGNMENT((#191789)); +#191789 = SURFACE_STYLE_USAGE(.BOTH.,#191790); +#191790 = SURFACE_SIDE_STYLE('',(#191791)); +#191791 = SURFACE_STYLE_FILL_AREA(#191792); +#191792 = FILL_AREA_STYLE('',(#191793)); +#191793 = FILL_AREA_STYLE_COLOUR('',#190526); +#191794 = OVER_RIDING_STYLED_ITEM('overriding color',(#191795),#143238, + #190494); +#191795 = PRESENTATION_STYLE_ASSIGNMENT((#191796)); +#191796 = SURFACE_STYLE_USAGE(.BOTH.,#191797); +#191797 = SURFACE_SIDE_STYLE('',(#191798)); +#191798 = SURFACE_STYLE_FILL_AREA(#191799); +#191799 = FILL_AREA_STYLE('',(#191800)); +#191800 = FILL_AREA_STYLE_COLOUR('',#190526); +#191801 = OVER_RIDING_STYLED_ITEM('overriding color',(#191802),#143269, + #190494); +#191802 = PRESENTATION_STYLE_ASSIGNMENT((#191803)); +#191803 = SURFACE_STYLE_USAGE(.BOTH.,#191804); +#191804 = SURFACE_SIDE_STYLE('',(#191805)); +#191805 = SURFACE_STYLE_FILL_AREA(#191806); +#191806 = FILL_AREA_STYLE('',(#191807)); +#191807 = FILL_AREA_STYLE_COLOUR('',#190526); +#191808 = OVER_RIDING_STYLED_ITEM('overriding color',(#191809),#143300, + #190494); +#191809 = PRESENTATION_STYLE_ASSIGNMENT((#191810)); +#191810 = SURFACE_STYLE_USAGE(.BOTH.,#191811); +#191811 = SURFACE_SIDE_STYLE('',(#191812)); +#191812 = SURFACE_STYLE_FILL_AREA(#191813); +#191813 = FILL_AREA_STYLE('',(#191814)); +#191814 = FILL_AREA_STYLE_COLOUR('',#190526); +#191815 = OVER_RIDING_STYLED_ITEM('overriding color',(#191816),#143331, + #190494); +#191816 = PRESENTATION_STYLE_ASSIGNMENT((#191817)); +#191817 = SURFACE_STYLE_USAGE(.BOTH.,#191818); +#191818 = SURFACE_SIDE_STYLE('',(#191819)); +#191819 = SURFACE_STYLE_FILL_AREA(#191820); +#191820 = FILL_AREA_STYLE('',(#191821)); +#191821 = FILL_AREA_STYLE_COLOUR('',#190511); +#191822 = OVER_RIDING_STYLED_ITEM('overriding color',(#191823),#143363, + #190494); +#191823 = PRESENTATION_STYLE_ASSIGNMENT((#191824)); +#191824 = SURFACE_STYLE_USAGE(.BOTH.,#191825); +#191825 = SURFACE_SIDE_STYLE('',(#191826)); +#191826 = SURFACE_STYLE_FILL_AREA(#191827); +#191827 = FILL_AREA_STYLE('',(#191828)); +#191828 = FILL_AREA_STYLE_COLOUR('',#190526); +#191829 = OVER_RIDING_STYLED_ITEM('overriding color',(#191830),#143380, + #190494); +#191830 = PRESENTATION_STYLE_ASSIGNMENT((#191831)); +#191831 = SURFACE_STYLE_USAGE(.BOTH.,#191832); +#191832 = SURFACE_SIDE_STYLE('',(#191833)); +#191833 = SURFACE_STYLE_FILL_AREA(#191834); +#191834 = FILL_AREA_STYLE('',(#191835)); +#191835 = FILL_AREA_STYLE_COLOUR('',#190526); +#191836 = OVER_RIDING_STYLED_ITEM('overriding color',(#191837),#143397, + #190494); +#191837 = PRESENTATION_STYLE_ASSIGNMENT((#191838)); +#191838 = SURFACE_STYLE_USAGE(.BOTH.,#191839); +#191839 = SURFACE_SIDE_STYLE('',(#191840)); +#191840 = SURFACE_STYLE_FILL_AREA(#191841); +#191841 = FILL_AREA_STYLE('',(#191842)); +#191842 = FILL_AREA_STYLE_COLOUR('',#190526); +#191843 = OVER_RIDING_STYLED_ITEM('overriding color',(#191844),#143430, + #190494); +#191844 = PRESENTATION_STYLE_ASSIGNMENT((#191845)); +#191845 = SURFACE_STYLE_USAGE(.BOTH.,#191846); +#191846 = SURFACE_SIDE_STYLE('',(#191847)); +#191847 = SURFACE_STYLE_FILL_AREA(#191848); +#191848 = FILL_AREA_STYLE('',(#191849)); +#191849 = FILL_AREA_STYLE_COLOUR('',#190526); +#191850 = OVER_RIDING_STYLED_ITEM('overriding color',(#191851),#143463, + #190494); +#191851 = PRESENTATION_STYLE_ASSIGNMENT((#191852)); +#191852 = SURFACE_STYLE_USAGE(.BOTH.,#191853); +#191853 = SURFACE_SIDE_STYLE('',(#191854)); +#191854 = SURFACE_STYLE_FILL_AREA(#191855); +#191855 = FILL_AREA_STYLE('',(#191856)); +#191856 = FILL_AREA_STYLE_COLOUR('',#190526); +#191857 = OVER_RIDING_STYLED_ITEM('overriding color',(#191858),#143496, + #190494); +#191858 = PRESENTATION_STYLE_ASSIGNMENT((#191859)); +#191859 = SURFACE_STYLE_USAGE(.BOTH.,#191860); +#191860 = SURFACE_SIDE_STYLE('',(#191861)); +#191861 = SURFACE_STYLE_FILL_AREA(#191862); +#191862 = FILL_AREA_STYLE('',(#191863)); +#191863 = FILL_AREA_STYLE_COLOUR('',#190526); +#191864 = OVER_RIDING_STYLED_ITEM('overriding color',(#191865),#143529, + #190494); +#191865 = PRESENTATION_STYLE_ASSIGNMENT((#191866)); +#191866 = SURFACE_STYLE_USAGE(.BOTH.,#191867); +#191867 = SURFACE_SIDE_STYLE('',(#191868)); +#191868 = SURFACE_STYLE_FILL_AREA(#191869); +#191869 = FILL_AREA_STYLE('',(#191870)); +#191870 = FILL_AREA_STYLE_COLOUR('',#190511); +#191871 = OVER_RIDING_STYLED_ITEM('overriding color',(#191872),#143546, + #190494); +#191872 = PRESENTATION_STYLE_ASSIGNMENT((#191873)); +#191873 = SURFACE_STYLE_USAGE(.BOTH.,#191874); +#191874 = SURFACE_SIDE_STYLE('',(#191875)); +#191875 = SURFACE_STYLE_FILL_AREA(#191876); +#191876 = FILL_AREA_STYLE('',(#191877)); +#191877 = FILL_AREA_STYLE_COLOUR('',#190511); +#191878 = OVER_RIDING_STYLED_ITEM('overriding color',(#191879),#143563, + #190494); +#191879 = PRESENTATION_STYLE_ASSIGNMENT((#191880)); +#191880 = SURFACE_STYLE_USAGE(.BOTH.,#191881); +#191881 = SURFACE_SIDE_STYLE('',(#191882)); +#191882 = SURFACE_STYLE_FILL_AREA(#191883); +#191883 = FILL_AREA_STYLE('',(#191884)); +#191884 = FILL_AREA_STYLE_COLOUR('',#190526); +#191885 = OVER_RIDING_STYLED_ITEM('overriding color',(#191886),#143575, + #190494); +#191886 = PRESENTATION_STYLE_ASSIGNMENT((#191887)); +#191887 = SURFACE_STYLE_USAGE(.BOTH.,#191888); +#191888 = SURFACE_SIDE_STYLE('',(#191889)); +#191889 = SURFACE_STYLE_FILL_AREA(#191890); +#191890 = FILL_AREA_STYLE('',(#191891)); +#191891 = FILL_AREA_STYLE_COLOUR('',#190526); +#191892 = OVER_RIDING_STYLED_ITEM('overriding color',(#191893),#143608, + #190494); +#191893 = PRESENTATION_STYLE_ASSIGNMENT((#191894)); +#191894 = SURFACE_STYLE_USAGE(.BOTH.,#191895); +#191895 = SURFACE_SIDE_STYLE('',(#191896)); +#191896 = SURFACE_STYLE_FILL_AREA(#191897); +#191897 = FILL_AREA_STYLE('',(#191898)); +#191898 = FILL_AREA_STYLE_COLOUR('',#190526); +#191899 = OVER_RIDING_STYLED_ITEM('overriding color',(#191900),#143641, + #190494); +#191900 = PRESENTATION_STYLE_ASSIGNMENT((#191901)); +#191901 = SURFACE_STYLE_USAGE(.BOTH.,#191902); +#191902 = SURFACE_SIDE_STYLE('',(#191903)); +#191903 = SURFACE_STYLE_FILL_AREA(#191904); +#191904 = FILL_AREA_STYLE('',(#191905)); +#191905 = FILL_AREA_STYLE_COLOUR('',#190526); +#191906 = OVER_RIDING_STYLED_ITEM('overriding color',(#191907),#143674, + #190494); +#191907 = PRESENTATION_STYLE_ASSIGNMENT((#191908)); +#191908 = SURFACE_STYLE_USAGE(.BOTH.,#191909); +#191909 = SURFACE_SIDE_STYLE('',(#191910)); +#191910 = SURFACE_STYLE_FILL_AREA(#191911); +#191911 = FILL_AREA_STYLE('',(#191912)); +#191912 = FILL_AREA_STYLE_COLOUR('',#190526); +#191913 = OVER_RIDING_STYLED_ITEM('overriding color',(#191914),#143707, + #190494); +#191914 = PRESENTATION_STYLE_ASSIGNMENT((#191915)); +#191915 = SURFACE_STYLE_USAGE(.BOTH.,#191916); +#191916 = SURFACE_SIDE_STYLE('',(#191917)); +#191917 = SURFACE_STYLE_FILL_AREA(#191918); +#191918 = FILL_AREA_STYLE('',(#191919)); +#191919 = FILL_AREA_STYLE_COLOUR('',#190511); +#191920 = OVER_RIDING_STYLED_ITEM('overriding color',(#191921),#143733, + #190494); +#191921 = PRESENTATION_STYLE_ASSIGNMENT((#191922)); +#191922 = SURFACE_STYLE_USAGE(.BOTH.,#191923); +#191923 = SURFACE_SIDE_STYLE('',(#191924)); +#191924 = SURFACE_STYLE_FILL_AREA(#191925); +#191925 = FILL_AREA_STYLE('',(#191926)); +#191926 = FILL_AREA_STYLE_COLOUR('',#190511); +#191927 = OVER_RIDING_STYLED_ITEM('overriding color',(#191928),#143759, + #190494); +#191928 = PRESENTATION_STYLE_ASSIGNMENT((#191929)); +#191929 = SURFACE_STYLE_USAGE(.BOTH.,#191930); +#191930 = SURFACE_SIDE_STYLE('',(#191931)); +#191931 = SURFACE_STYLE_FILL_AREA(#191932); +#191932 = FILL_AREA_STYLE('',(#191933)); +#191933 = FILL_AREA_STYLE_COLOUR('',#190526); +#191934 = OVER_RIDING_STYLED_ITEM('overriding color',(#191935),#143776, + #190494); +#191935 = PRESENTATION_STYLE_ASSIGNMENT((#191936)); +#191936 = SURFACE_STYLE_USAGE(.BOTH.,#191937); +#191937 = SURFACE_SIDE_STYLE('',(#191938)); +#191938 = SURFACE_STYLE_FILL_AREA(#191939); +#191939 = FILL_AREA_STYLE('',(#191940)); +#191940 = FILL_AREA_STYLE_COLOUR('',#190526); +#191941 = OVER_RIDING_STYLED_ITEM('overriding color',(#191942),#143793, + #190494); +#191942 = PRESENTATION_STYLE_ASSIGNMENT((#191943)); +#191943 = SURFACE_STYLE_USAGE(.BOTH.,#191944); +#191944 = SURFACE_SIDE_STYLE('',(#191945)); +#191945 = SURFACE_STYLE_FILL_AREA(#191946); +#191946 = FILL_AREA_STYLE('',(#191947)); +#191947 = FILL_AREA_STYLE_COLOUR('',#190526); +#191948 = OVER_RIDING_STYLED_ITEM('overriding color',(#191949),#143810, + #190494); +#191949 = PRESENTATION_STYLE_ASSIGNMENT((#191950)); +#191950 = SURFACE_STYLE_USAGE(.BOTH.,#191951); +#191951 = SURFACE_SIDE_STYLE('',(#191952)); +#191952 = SURFACE_STYLE_FILL_AREA(#191953); +#191953 = FILL_AREA_STYLE('',(#191954)); +#191954 = FILL_AREA_STYLE_COLOUR('',#190526); +#191955 = OVER_RIDING_STYLED_ITEM('overriding color',(#191956),#143827, + #190494); +#191956 = PRESENTATION_STYLE_ASSIGNMENT((#191957)); +#191957 = SURFACE_STYLE_USAGE(.BOTH.,#191958); +#191958 = SURFACE_SIDE_STYLE('',(#191959)); +#191959 = SURFACE_STYLE_FILL_AREA(#191960); +#191960 = FILL_AREA_STYLE('',(#191961)); +#191961 = FILL_AREA_STYLE_COLOUR('',#190526); +#191962 = OVER_RIDING_STYLED_ITEM('overriding color',(#191963),#143844, + #190494); +#191963 = PRESENTATION_STYLE_ASSIGNMENT((#191964)); +#191964 = SURFACE_STYLE_USAGE(.BOTH.,#191965); +#191965 = SURFACE_SIDE_STYLE('',(#191966)); +#191966 = SURFACE_STYLE_FILL_AREA(#191967); +#191967 = FILL_AREA_STYLE('',(#191968)); +#191968 = FILL_AREA_STYLE_COLOUR('',#190526); +#191969 = OVER_RIDING_STYLED_ITEM('overriding color',(#191970),#143861, + #190494); +#191970 = PRESENTATION_STYLE_ASSIGNMENT((#191971)); +#191971 = SURFACE_STYLE_USAGE(.BOTH.,#191972); +#191972 = SURFACE_SIDE_STYLE('',(#191973)); +#191973 = SURFACE_STYLE_FILL_AREA(#191974); +#191974 = FILL_AREA_STYLE('',(#191975)); +#191975 = FILL_AREA_STYLE_COLOUR('',#190526); +#191976 = OVER_RIDING_STYLED_ITEM('overriding color',(#191977),#143878, + #190494); +#191977 = PRESENTATION_STYLE_ASSIGNMENT((#191978)); +#191978 = SURFACE_STYLE_USAGE(.BOTH.,#191979); +#191979 = SURFACE_SIDE_STYLE('',(#191980)); +#191980 = SURFACE_STYLE_FILL_AREA(#191981); +#191981 = FILL_AREA_STYLE('',(#191982)); +#191982 = FILL_AREA_STYLE_COLOUR('',#190526); +#191983 = OVER_RIDING_STYLED_ITEM('overriding color',(#191984),#143895, + #190494); +#191984 = PRESENTATION_STYLE_ASSIGNMENT((#191985)); +#191985 = SURFACE_STYLE_USAGE(.BOTH.,#191986); +#191986 = SURFACE_SIDE_STYLE('',(#191987)); +#191987 = SURFACE_STYLE_FILL_AREA(#191988); +#191988 = FILL_AREA_STYLE('',(#191989)); +#191989 = FILL_AREA_STYLE_COLOUR('',#190526); +#191990 = OVER_RIDING_STYLED_ITEM('overriding color',(#191991),#143934, + #190494); +#191991 = PRESENTATION_STYLE_ASSIGNMENT((#191992)); +#191992 = SURFACE_STYLE_USAGE(.BOTH.,#191993); +#191993 = SURFACE_SIDE_STYLE('',(#191994)); +#191994 = SURFACE_STYLE_FILL_AREA(#191995); +#191995 = FILL_AREA_STYLE('',(#191996)); +#191996 = FILL_AREA_STYLE_COLOUR('',#190526); +#191997 = OVER_RIDING_STYLED_ITEM('overriding color',(#191998),#143973, + #190494); +#191998 = PRESENTATION_STYLE_ASSIGNMENT((#191999)); +#191999 = SURFACE_STYLE_USAGE(.BOTH.,#192000); +#192000 = SURFACE_SIDE_STYLE('',(#192001)); +#192001 = SURFACE_STYLE_FILL_AREA(#192002); +#192002 = FILL_AREA_STYLE('',(#192003)); +#192003 = FILL_AREA_STYLE_COLOUR('',#190526); +#192004 = OVER_RIDING_STYLED_ITEM('overriding color',(#192005),#144012, + #190494); +#192005 = PRESENTATION_STYLE_ASSIGNMENT((#192006)); +#192006 = SURFACE_STYLE_USAGE(.BOTH.,#192007); +#192007 = SURFACE_SIDE_STYLE('',(#192008)); +#192008 = SURFACE_STYLE_FILL_AREA(#192009); +#192009 = FILL_AREA_STYLE('',(#192010)); +#192010 = FILL_AREA_STYLE_COLOUR('',#190526); +#192011 = OVER_RIDING_STYLED_ITEM('overriding color',(#192012),#144051, + #190494); +#192012 = PRESENTATION_STYLE_ASSIGNMENT((#192013)); +#192013 = SURFACE_STYLE_USAGE(.BOTH.,#192014); +#192014 = SURFACE_SIDE_STYLE('',(#192015)); +#192015 = SURFACE_STYLE_FILL_AREA(#192016); +#192016 = FILL_AREA_STYLE('',(#192017)); +#192017 = FILL_AREA_STYLE_COLOUR('',#190526); +#192018 = OVER_RIDING_STYLED_ITEM('overriding color',(#192019),#144075, + #190494); +#192019 = PRESENTATION_STYLE_ASSIGNMENT((#192020)); +#192020 = SURFACE_STYLE_USAGE(.BOTH.,#192021); +#192021 = SURFACE_SIDE_STYLE('',(#192022)); +#192022 = SURFACE_STYLE_FILL_AREA(#192023); +#192023 = FILL_AREA_STYLE('',(#192024)); +#192024 = FILL_AREA_STYLE_COLOUR('',#190526); +#192025 = OVER_RIDING_STYLED_ITEM('overriding color',(#192026),#144099, + #190494); +#192026 = PRESENTATION_STYLE_ASSIGNMENT((#192027)); +#192027 = SURFACE_STYLE_USAGE(.BOTH.,#192028); +#192028 = SURFACE_SIDE_STYLE('',(#192029)); +#192029 = SURFACE_STYLE_FILL_AREA(#192030); +#192030 = FILL_AREA_STYLE('',(#192031)); +#192031 = FILL_AREA_STYLE_COLOUR('',#190526); +#192032 = OVER_RIDING_STYLED_ITEM('overriding color',(#192033),#144116, + #190494); +#192033 = PRESENTATION_STYLE_ASSIGNMENT((#192034)); +#192034 = SURFACE_STYLE_USAGE(.BOTH.,#192035); +#192035 = SURFACE_SIDE_STYLE('',(#192036)); +#192036 = SURFACE_STYLE_FILL_AREA(#192037); +#192037 = FILL_AREA_STYLE('',(#192038)); +#192038 = FILL_AREA_STYLE_COLOUR('',#190526); +#192039 = OVER_RIDING_STYLED_ITEM('overriding color',(#192040),#144140, + #190494); +#192040 = PRESENTATION_STYLE_ASSIGNMENT((#192041)); +#192041 = SURFACE_STYLE_USAGE(.BOTH.,#192042); +#192042 = SURFACE_SIDE_STYLE('',(#192043)); +#192043 = SURFACE_STYLE_FILL_AREA(#192044); +#192044 = FILL_AREA_STYLE('',(#192045)); +#192045 = FILL_AREA_STYLE_COLOUR('',#190526); +#192046 = OVER_RIDING_STYLED_ITEM('overriding color',(#192047),#144164, + #190494); +#192047 = PRESENTATION_STYLE_ASSIGNMENT((#192048)); +#192048 = SURFACE_STYLE_USAGE(.BOTH.,#192049); +#192049 = SURFACE_SIDE_STYLE('',(#192050)); +#192050 = SURFACE_STYLE_FILL_AREA(#192051); +#192051 = FILL_AREA_STYLE('',(#192052)); +#192052 = FILL_AREA_STYLE_COLOUR('',#190526); +#192053 = OVER_RIDING_STYLED_ITEM('overriding color',(#192054),#144181, + #190494); +#192054 = 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COLOUR_RGB('',0.783999996658,0.686000001492,0.509999995177); +#193722 = STYLED_ITEM('color',(#193723),#146917); +#193723 = PRESENTATION_STYLE_ASSIGNMENT((#193724)); +#193724 = SURFACE_STYLE_USAGE(.BOTH.,#193725); +#193725 = SURFACE_SIDE_STYLE('',(#193726)); +#193726 = SURFACE_STYLE_FILL_AREA(#193727); +#193727 = FILL_AREA_STYLE('',(#193728)); +#193728 = FILL_AREA_STYLE_COLOUR('',#193721); +#193729 = STYLED_ITEM('color',(#193730),#146948); +#193730 = PRESENTATION_STYLE_ASSIGNMENT((#193731)); +#193731 = SURFACE_STYLE_USAGE(.BOTH.,#193732); +#193732 = SURFACE_SIDE_STYLE('',(#193733)); +#193733 = SURFACE_STYLE_FILL_AREA(#193734); +#193734 = FILL_AREA_STYLE('',(#193735)); +#193735 = FILL_AREA_STYLE_COLOUR('',#193721); +#193736 = STYLED_ITEM('color',(#193737),#146972); +#193737 = PRESENTATION_STYLE_ASSIGNMENT((#193738)); +#193738 = SURFACE_STYLE_USAGE(.BOTH.,#193739); +#193739 = SURFACE_SIDE_STYLE('',(#193740)); +#193740 = SURFACE_STYLE_FILL_AREA(#193741); +#193741 = FILL_AREA_STYLE('',(#193742)); +#193742 = FILL_AREA_STYLE_COLOUR('',#193721); +#193743 = STYLED_ITEM('color',(#193744),#146996); +#193744 = PRESENTATION_STYLE_ASSIGNMENT((#193745)); +#193745 = SURFACE_STYLE_USAGE(.BOTH.,#193746); +#193746 = SURFACE_SIDE_STYLE('',(#193747)); +#193747 = SURFACE_STYLE_FILL_AREA(#193748); +#193748 = FILL_AREA_STYLE('',(#193749)); +#193749 = FILL_AREA_STYLE_COLOUR('',#193721); +#193750 = STYLED_ITEM('color',(#193751),#147013); +#193751 = PRESENTATION_STYLE_ASSIGNMENT((#193752)); +#193752 = SURFACE_STYLE_USAGE(.BOTH.,#193753); +#193753 = SURFACE_SIDE_STYLE('',(#193754)); +#193754 = SURFACE_STYLE_FILL_AREA(#193755); +#193755 = FILL_AREA_STYLE('',(#193756)); +#193756 = FILL_AREA_STYLE_COLOUR('',#193721); +#193757 = STYLED_ITEM('color',(#193758),#147044); +#193758 = PRESENTATION_STYLE_ASSIGNMENT((#193759)); +#193759 = SURFACE_STYLE_USAGE(.BOTH.,#193760); +#193760 = SURFACE_SIDE_STYLE('',(#193761)); +#193761 = SURFACE_STYLE_FILL_AREA(#193762); +#193762 = FILL_AREA_STYLE('',(#193763)); +#193763 = FILL_AREA_STYLE_COLOUR('',#193721); +#193764 = STYLED_ITEM('color',(#193765),#147084); +#193765 = PRESENTATION_STYLE_ASSIGNMENT((#193766)); +#193766 = SURFACE_STYLE_USAGE(.BOTH.,#193767); +#193767 = SURFACE_SIDE_STYLE('',(#193768)); +#193768 = SURFACE_STYLE_FILL_AREA(#193769); +#193769 = FILL_AREA_STYLE('',(#193770)); +#193770 = FILL_AREA_STYLE_COLOUR('',#193721); +#193771 = STYLED_ITEM('color',(#193772),#147108); +#193772 = PRESENTATION_STYLE_ASSIGNMENT((#193773)); +#193773 = SURFACE_STYLE_USAGE(.BOTH.,#193774); +#193774 = SURFACE_SIDE_STYLE('',(#193775)); +#193775 = SURFACE_STYLE_FILL_AREA(#193776); +#193776 = FILL_AREA_STYLE('',(#193777)); +#193777 = FILL_AREA_STYLE_COLOUR('',#193721); +#193778 = STYLED_ITEM('color',(#193779),#147141); +#193779 = PRESENTATION_STYLE_ASSIGNMENT((#193780)); +#193780 = SURFACE_STYLE_USAGE(.BOTH.,#193781); +#193781 = SURFACE_SIDE_STYLE('',(#193782)); +#193782 = SURFACE_STYLE_FILL_AREA(#193783); +#193783 = FILL_AREA_STYLE('',(#193784)); +#193784 = FILL_AREA_STYLE_COLOUR('',#193721); +#193785 = STYLED_ITEM('color',(#193786),#147177); +#193786 = PRESENTATION_STYLE_ASSIGNMENT((#193787)); +#193787 = SURFACE_STYLE_USAGE(.BOTH.,#193788); +#193788 = SURFACE_SIDE_STYLE('',(#193789)); +#193789 = SURFACE_STYLE_FILL_AREA(#193790); +#193790 = FILL_AREA_STYLE('',(#193791)); +#193791 = FILL_AREA_STYLE_COLOUR('',#193721); +#193792 = STYLED_ITEM('color',(#193793),#147213); +#193793 = PRESENTATION_STYLE_ASSIGNMENT((#193794)); +#193794 = SURFACE_STYLE_USAGE(.BOTH.,#193795); +#193795 = SURFACE_SIDE_STYLE('',(#193796)); +#193796 = SURFACE_STYLE_FILL_AREA(#193797); +#193797 = FILL_AREA_STYLE('',(#193798)); +#193798 = FILL_AREA_STYLE_COLOUR('',#193721); +#193799 = STYLED_ITEM('color',(#193800),#147235); +#193800 = PRESENTATION_STYLE_ASSIGNMENT((#193801)); +#193801 = SURFACE_STYLE_USAGE(.BOTH.,#193802); +#193802 = SURFACE_SIDE_STYLE('',(#193803)); +#193803 = SURFACE_STYLE_FILL_AREA(#193804); +#193804 = FILL_AREA_STYLE('',(#193805)); +#193805 = FILL_AREA_STYLE_COLOUR('',#193721); +#193806 = STYLED_ITEM('color',(#193807),#147247); +#193807 = PRESENTATION_STYLE_ASSIGNMENT((#193808)); +#193808 = SURFACE_STYLE_USAGE(.BOTH.,#193809); +#193809 = SURFACE_SIDE_STYLE('',(#193810)); +#193810 = SURFACE_STYLE_FILL_AREA(#193811); +#193811 = FILL_AREA_STYLE('',(#193812)); +#193812 = FILL_AREA_STYLE_COLOUR('',#193721); +#193813 = STYLED_ITEM('color',(#193814),#147259); +#193814 = PRESENTATION_STYLE_ASSIGNMENT((#193815)); +#193815 = SURFACE_STYLE_USAGE(.BOTH.,#193816); +#193816 = SURFACE_SIDE_STYLE('',(#193817)); +#193817 = SURFACE_STYLE_FILL_AREA(#193818); +#193818 = FILL_AREA_STYLE('',(#193819)); +#193819 = FILL_AREA_STYLE_COLOUR('',#193721); +#193820 = STYLED_ITEM('color',(#193821),#147271); +#193821 = PRESENTATION_STYLE_ASSIGNMENT((#193822)); +#193822 = SURFACE_STYLE_USAGE(.BOTH.,#193823); +#193823 = SURFACE_SIDE_STYLE('',(#193824)); +#193824 = SURFACE_STYLE_FILL_AREA(#193825); +#193825 = 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SURFACE_SIDE_STYLE('',(#193909)); +#193909 = SURFACE_STYLE_FILL_AREA(#193910); +#193910 = FILL_AREA_STYLE('',(#193911)); +#193911 = FILL_AREA_STYLE_COLOUR('',#193834); +#193912 = STYLED_ITEM('color',(#193913),#147647); +#193913 = PRESENTATION_STYLE_ASSIGNMENT((#193914)); +#193914 = SURFACE_STYLE_USAGE(.BOTH.,#193915); +#193915 = SURFACE_SIDE_STYLE('',(#193916)); +#193916 = SURFACE_STYLE_FILL_AREA(#193917); +#193917 = FILL_AREA_STYLE('',(#193918)); +#193918 = FILL_AREA_STYLE_COLOUR('',#193834); +#193919 = STYLED_ITEM('color',(#193920),#147678); +#193920 = PRESENTATION_STYLE_ASSIGNMENT((#193921)); +#193921 = SURFACE_STYLE_USAGE(.BOTH.,#193922); +#193922 = SURFACE_SIDE_STYLE('',(#193923)); +#193923 = SURFACE_STYLE_FILL_AREA(#193924); +#193924 = FILL_AREA_STYLE('',(#193925)); +#193925 = FILL_AREA_STYLE_COLOUR('',#193834); +#193926 = STYLED_ITEM('color',(#193927),#147709); +#193927 = PRESENTATION_STYLE_ASSIGNMENT((#193928)); +#193928 = SURFACE_STYLE_USAGE(.BOTH.,#193929); +#193929 = SURFACE_SIDE_STYLE('',(#193930)); +#193930 = SURFACE_STYLE_FILL_AREA(#193931); +#193931 = FILL_AREA_STYLE('',(#193932)); +#193932 = FILL_AREA_STYLE_COLOUR('',#193834); +#193933 = STYLED_ITEM('color',(#193934),#147740); +#193934 = PRESENTATION_STYLE_ASSIGNMENT((#193935)); +#193935 = SURFACE_STYLE_USAGE(.BOTH.,#193936); +#193936 = SURFACE_SIDE_STYLE('',(#193937)); +#193937 = SURFACE_STYLE_FILL_AREA(#193938); +#193938 = FILL_AREA_STYLE('',(#193939)); +#193939 = FILL_AREA_STYLE_COLOUR('',#193834); +#193940 = STYLED_ITEM('color',(#193941),#147771); +#193941 = PRESENTATION_STYLE_ASSIGNMENT((#193942)); +#193942 = SURFACE_STYLE_USAGE(.BOTH.,#193943); +#193943 = SURFACE_SIDE_STYLE('',(#193944)); +#193944 = SURFACE_STYLE_FILL_AREA(#193945); +#193945 = FILL_AREA_STYLE('',(#193946)); +#193946 = FILL_AREA_STYLE_COLOUR('',#193834); +#193947 = STYLED_ITEM('color',(#193948),#147793); +#193948 = PRESENTATION_STYLE_ASSIGNMENT((#193949)); +#193949 = SURFACE_STYLE_USAGE(.BOTH.,#193950); +#193950 = SURFACE_SIDE_STYLE('',(#193951)); +#193951 = SURFACE_STYLE_FILL_AREA(#193952); +#193952 = FILL_AREA_STYLE('',(#193953)); +#193953 = FILL_AREA_STYLE_COLOUR('',#193834); +#193954 = STYLED_ITEM('color',(#193955),#147815); +#193955 = PRESENTATION_STYLE_ASSIGNMENT((#193956)); +#193956 = SURFACE_STYLE_USAGE(.BOTH.,#193957); +#193957 = SURFACE_SIDE_STYLE('',(#193958)); +#193958 = SURFACE_STYLE_FILL_AREA(#193959); +#193959 = FILL_AREA_STYLE('',(#193960)); +#193960 = FILL_AREA_STYLE_COLOUR('',#193834); +#193961 = STYLED_ITEM('color',(#193962),#147831); +#193962 = PRESENTATION_STYLE_ASSIGNMENT((#193963)); +#193963 = SURFACE_STYLE_USAGE(.BOTH.,#193964); +#193964 = SURFACE_SIDE_STYLE('',(#193965)); +#193965 = SURFACE_STYLE_FILL_AREA(#193966); +#193966 = FILL_AREA_STYLE('',(#193967)); +#193967 = FILL_AREA_STYLE_COLOUR('',#193834); +ENDSEC; +END-ISO-10303-21; diff --git a/FT25_AMS_Slave_fr/IZM/FT25_AMS_Slave_gerber.zip b/FT25_AMS_Slave_fr/IZM/FT25_AMS_Slave_gerber.zip new file mode 100644 index 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+ + + + diff --git a/FT25_AMS_Slave_fr/bom/FT25_AMS_Slave_fr-bottom.pos b/FT25_AMS_Slave_fr/bom/FT25_AMS_Slave_fr-bottom.pos deleted file mode 100644 index 1cb1394..0000000 --- a/FT25_AMS_Slave_fr/bom/FT25_AMS_Slave_fr-bottom.pos +++ /dev/null @@ -1,6 +0,0 @@ -### Footprint positions - created on 2025-01-29T11:14:28+0100 ### -### Printed by KiCad version 8.0.2 -## Unit = mm, Angle = deg. -## Side : bottom -# Ref Val Package PosX PosY Rot Side -## End diff --git a/FT25_AMS_Slave_fr/bom/FT25_AMS_Slave_fr-top.pos b/FT25_AMS_Slave_fr/bom/FT25_AMS_Slave_fr-top.pos deleted file mode 100644 index 285c3d3..0000000 --- a/FT25_AMS_Slave_fr/bom/FT25_AMS_Slave_fr-top.pos +++ /dev/null @@ -1,231 +0,0 @@ -### Footprint positions - created on 2025-01-29T11:14:28+0100 ### -### Printed by KiCad version 8.0.2 -## Unit = mm, Angle = deg. -## Side : top -# Ref Val Package PosX PosY Rot Side -C1 22u C_0603_1608Metric 116.9000 -98.6000 -90.0000 top -C2 22u C_0603_1608Metric 116.9000 -105.3000 -90.0000 top -C3 22u C_0603_1608Metric 116.9000 -112.2000 -90.0000 top -C4 22u C_0603_1608Metric 116.9000 -119.2000 -90.0000 top -C5 22u C_0603_1608Metric 117.0000 -126.0000 -90.0000 top -C6 22u C_0603_1608Metric 116.2750 -132.4000 180.0000 top -C7 22u C_0603_1608Metric 177.8500 -128.1000 90.0000 top -C8 22u C_0603_1608Metric 177.9000 -121.5000 90.0000 top -C9 22u C_0603_1608Metric 177.9000 -114.5000 90.0000 top -C10 22u C_0603_1608Metric 177.9000 -107.9000 90.0000 top -C11 22u C_0603_1608Metric 177.9000 -100.7000 90.0000 top -C12 22u C_0603_1608Metric 177.8750 -93.9750 90.0000 top -C13 22u C_0603_1608Metric 163.9000 -88.3000 180.0000 top -C14 22u C_0603_1608Metric 155.1000 -88.2000 180.0000 top -C15 22u C_0603_1608Metric 146.2500 -88.2000 180.0000 top -C16 22u C_0603_1608Metric 137.4625 -87.5000 90.0000 top -C17 10n_100V C_0603_1608Metric 133.1000 -99.9000 90.0000 top -C18 10n C_0603_1608Metric 130.5000 -104.1000 -90.0000 top -C19 1u C_0603_1608Metric 134.8000 -99.9000 90.0000 top -C20 1u C_0603_1608Metric 137.7000 -104.6500 180.0000 top -C21 10n_100V C_0603_1608Metric 132.2000 -104.1000 -90.0000 top -C22 10n C_0603_1608Metric 137.7000 -125.1000 0.0000 top -C23 10n C_0603_1608Metric 140.9000 -125.1000 0.0000 top -C24 150n C_0603_1608Metric 142.4000 -127.6000 90.0000 top -C25 150n C_0603_1608Metric 144.1000 -125.1000 0.0000 top -C26 10n C_0603_1608Metric 138.8000 -127.6000 -90.0000 top -C27 10n C_0603_1608Metric 147.3000 -125.1000 0.0000 top -C28 10n C_0603_1608Metric 150.5000 -125.1000 0.0000 top -C29 150n C_0603_1608Metric 151.4000 -127.6000 90.0000 top -C30 150n C_0603_1608Metric 153.8000 -125.1000 0.0000 top -C31 10n C_0603_1608Metric 147.8000 -127.6000 -90.0000 top -C32 10n C_0603_1608Metric 156.7000 -127.6000 90.0000 top -C33 10n C_0603_1608Metric 157.0000 -125.1000 0.0000 top -C34 150n C_0603_1608Metric 162.0000 -127.6000 90.0000 top -C35 150n C_0603_1608Metric 160.2000 -125.1000 0.0000 top -C36 10n C_0603_1608Metric 158.5000 -127.6000 -90.0000 top -C37 10n C_0603_1608Metric 161.6000 -118.7250 90.0000 top -C38 10n C_0603_1608Metric 161.6000 -115.5500 90.0000 top -C39 150n C_0603_1608Metric 164.2000 -117.4000 180.0000 top -C40 150n C_0603_1608Metric 161.6000 -112.4000 90.0000 top -C41 10n C_0603_1608Metric 164.2000 -120.8000 0.0000 top -C42 10n C_0603_1608Metric 161.6000 -109.2000 90.0000 top -C43 10n C_0603_1608Metric 161.6000 -106.1000 90.0000 top -C44 150n C_0603_1608Metric 164.2000 -108.9000 180.0000 top -C45 150n C_0603_1608Metric 164.2000 -105.5000 180.0000 top -C46 10n C_0603_1608Metric 164.2000 -112.3000 0.0000 top -C47 10n C_0603_1608Metric 164.2000 -102.2000 180.0000 top -C48 10n C_0603_1608Metric 161.6000 -102.9000 90.0000 top -C49 150n C_0603_1608Metric 155.7000 -99.9000 -90.0000 top -C50 150n C_0603_1608Metric 157.7000 -102.4000 0.0000 top -C51 10n C_0603_1608Metric 159.1000 -99.9000 90.0000 top -C52 10n C_0603_1608Metric 150.9000 -102.4000 180.0000 top -C53 10n C_0603_1608Metric 147.6000 -102.4000 180.0000 top -C54 150n C_0603_1608Metric 148.9000 -99.9000 -90.0000 top -C55 150n C_0603_1608Metric 144.3000 -102.4000 180.0000 top -C56 10n C_0603_1608Metric 152.3000 -99.9000 90.0000 top -C57 10n C_0603_1608Metric 143.8000 -99.9000 -90.0000 top -C58 10n C_0603_1608Metric 137.7000 -102.4000 180.0000 top -C59 150n C_0603_1608Metric 138.7000 -99.9000 -90.0000 top -C60 150n C_0603_1608Metric 141.0000 -102.4000 0.0000 top -C61 10n C_0603_1608Metric 142.1000 -99.9000 90.0000 top -C62 470n C_0603_1608Metric 139.3000 -119.6000 180.0000 top -C63 470n C_0603_1608Metric 131.3000 -116.6000 180.0000 top -C64 470n C_0603_1608Metric 139.3000 -110.0000 180.0000 top -C65 470n C_0603_1608Metric 139.3000 -106.8000 180.0000 top -C66 470n C_0603_1608Metric 131.3000 -119.8000 180.0000 top -C67 470n C_0603_1608Metric 139.3000 -113.2000 180.0000 top -C68 470n C_0603_1608Metric 131.3000 -106.9000 180.0000 top -C69 470n C_0603_1608Metric 131.3000 -110.1000 180.0000 top -C70 470n C_0603_1608Metric 139.3000 -116.4000 180.0000 top -C71 470n C_0603_1608Metric 131.3000 -113.4000 180.0000 top -C72 330p C_0603_1608Metric 74.6000 -93.1625 90.0000 top -C73 330p C_0603_1608Metric 191.0000 -93.6500 90.0000 top -C74 330p C_0603_1608Metric 81.6000 -95.5625 0.0000 top -C75 330p C_0603_1608Metric 198.1000 -96.0500 0.0000 top -C76 100n C_0603_1608Metric 82.3000 -93.1625 -90.0000 top -C77 100n C_0603_1608Metric 198.8000 -93.6500 -90.0000 top -C78 22n C_1206_3216Metric 75.2000 -79.2625 180.0000 top -C79 22n C_1206_3216Metric 81.9000 -79.2625 180.0000 top -C80 22n C_1206_3216Metric 191.6000 -79.5500 180.0000 top -C81 22n C_1206_3216Metric 198.4000 -79.5500 0.0000 top -D1 SMBJ75A-13 SMBJ75A-13-F 184.7000 -91.2000 90.0000 top -D2 LED LED_0603_1608Metric 131.6500 -89.6000 180.0000 top -D3 LED LED_0603_1608Metric 123.1000 -94.9000 -90.0000 top -D4 LED LED_0603_1608Metric 123.1000 -101.4500 -90.0000 top -D5 BAV70 SOT-23 115.6625 -95.3000 180.0000 top -D6 BAV70 SOT-23 115.7000 -101.8875 180.0000 top -D7 LED LED_0603_1608Metric 123.1000 -108.3000 -90.0000 top -D8 LED LED_0603_1608Metric 123.1000 -115.3000 -90.0000 top -D9 BAV70 SOT-23 115.7000 -108.8000 180.0000 top -D10 BAV70 SOT-23 115.7750 -115.5875 180.0000 top -D11 LED LED_0603_1608Metric 123.1000 -122.2000 -90.0000 top -D12 LED LED_0603_1608Metric 123.1000 -128.9500 -90.0000 top -D13 BAV70 SOT-23 115.8000 -122.7000 180.0000 top -D14 BAV70 SOT-23 115.8750 -129.2000 180.0000 top -D15 LED LED_0603_1608Metric 171.6000 -128.7000 -90.0000 top -D16 LED LED_0603_1608Metric 171.6000 -122.1000 -90.0000 top -D17 BAV70 SOT-23 179.0000 -131.3000 0.0000 top -D18 BAV70 SOT-23 179.0250 -124.8250 0.0000 top -D19 LED LED_0603_1608Metric 171.6000 -115.3000 -90.0000 top -D20 LED LED_0603_1608Metric 171.6000 -108.5125 -90.0000 top -D21 BAV70 SOT-23 179.0625 -117.7625 0.0000 top -D22 BAV70 SOT-23 179.0250 -111.2250 0.0000 top -D23 LED LED_0603_1608Metric 171.6000 -101.3750 -90.0000 top -D24 LED LED_0603_1608Metric 171.6000 -94.7000 -90.0000 top -D25 BAV70 SOT-23 179.0625 -103.9875 0.0000 top -D26 BAV70 SOT-23 179.0250 -97.4125 0.0000 top -D27 LED LED_0603_1608Metric 164.3625 -93.8000 0.0000 top -D28 LED LED_0603_1608Metric 155.7750 -93.8000 0.0000 top -D29 BAV70 SOT-23 167.1000 -87.1000 90.0000 top -D30 BAV70 SOT-23 158.5000 -87.0000 90.0000 top -D31 LED LED_0603_1608Metric 146.9000 -93.8000 0.0000 top -D32 LED LED_0603_1608Metric 138.0000 -93.8000 0.0000 top -D33 BAV70 SOT-23 149.6000 -87.0000 90.0000 top -D34 BAV70 SOT-23 140.7000 -87.0000 90.0000 top -D35 SD12C-01FTG SOD2613X114N 82.8000 -89.5625 90.0000 top -D36 SD12C-01FTG SOD2613X114N 199.3000 -90.0500 90.0000 top -D37 SD12C-01FTG SOD2613X114N 74.1000 -89.5625 90.0000 top -D38 SD12C-01FTG SOD2613X114N 190.6000 -90.0250 90.0000 top -FB1 742792693 L_0603_1608Metric 128.6000 -90.2000 0.0000 top -FL1 DLW43SH101XK2L DLW43SH101XK2L 78.4000 -84.5375 90.0000 top -FL2 DLW43SH101XK2L DLW43SH101XK2L 195.0000 -85.0250 90.0000 top -J2 Conn_01x20 0522072060 158.0000 -80.6000 0.0000 top -J3 Conn_01x01_Socket 36900000 126.3000 -127.1000 90.0000 top -J4 Conn_01x01_Socket 36900000 132.0500 -95.0000 0.0000 top -J5 Conn_01x01_Socket 36900000 168.7000 -100.6000 90.0000 top -J6 Conn_01x01_Socket 36900000 163.6000 -132.1000 0.0000 top -J8 Conn_01x02_MountingPin 2132250210 113.8500 -81.8000 -90.0000 top -J10 Conn_01x02_MountingPin 2132250210 180.8650 -81.4750 90.0000 top -J11 Conn_02x10_Odd_Even 2132282010 96.1000 -91.4000 180.0000 top -Q1 MJD31CAJ MJD31CAJ 126.9000 -82.2000 0.0000 top -R1 1k R_0603_1608Metric 131.4000 -99.9000 -90.0000 top -R2 10 R_0603_1608Metric 128.8000 -104.1000 90.0000 top -R3 330 R_1206_3216Metric 129.2000 -99.6000 -90.0000 top -R4 680 R_0603_1608Metric 131.6500 -91.1000 0.0000 top -R5 16 Balancing 119.7250 -96.9625 180.0000 top -R6 470 R_0603_1608Metric 123.1000 -98.0000 90.0000 top -R7 200 R_0603_1608Metric 137.0000 -127.6000 90.0000 top -R8 200 R_0603_1608Metric 140.6000 -127.6000 90.0000 top -R9 200 R_0603_1608Metric 144.2000 -127.6000 90.0000 top -R10 16 Balancing 119.7250 -103.5500 180.0000 top -R11 470 R_0603_1608Metric 123.1000 -104.6000 90.0000 top -R12 16 Balancing 119.7625 -110.4625 180.0000 top -R13 470 R_0603_1608Metric 123.1000 -111.3000 90.0000 top -R14 200 R_0603_1608Metric 146.0000 -127.6000 90.0000 top -R15 200 R_0603_1608Metric 149.6000 -127.6000 90.0000 top -R16 200 R_0603_1608Metric 153.2000 -127.6000 90.0000 top -R17 16 Balancing 119.8000 -117.2500 180.0000 top -R18 470 R_0603_1608Metric 123.1000 -118.4000 90.0000 top -R19 16 Balancing 119.8625 -124.3625 180.0000 top -R20 470 R_0603_1608Metric 123.1000 -125.2000 90.0000 top -R21 200 R_0603_1608Metric 155.0000 -127.6000 90.0000 top -R22 200 R_0603_1608Metric 160.3000 -127.6000 90.0000 top -R23 200 R_0603_1608Metric 161.6000 -121.9000 90.0000 top -R24 16 Balancing 119.9000 -130.8625 180.0000 top -R25 470 R_0603_1608Metric 123.1000 -132.1000 90.0000 top -R26 16 Balancing 175.0000 -129.5625 0.0000 top -R27 470 R_0603_1608Metric 171.6000 -131.8000 90.0000 top -R28 200 R_0603_1608Metric 164.2000 -122.5000 180.0000 top -R29 200 R_0603_1608Metric 164.2000 -119.1000 180.0000 top -R30 200 R_0603_1608Metric 164.2000 -115.7000 180.0000 top -R31 16 Balancing 175.0000 -123.1625 0.0000 top -R32 470 R_0603_1608Metric 171.6000 -125.2000 90.0000 top -R33 16 Balancing 175.0000 -116.1000 0.0000 top -R34 470 R_0603_1608Metric 171.6000 -118.4000 90.0000 top -R35 200 R_0603_1608Metric 164.2000 -114.0000 180.0000 top -R36 200 R_0603_1608Metric 164.2000 -110.6000 180.0000 top -R37 200 R_0603_1608Metric 164.2000 -107.2000 180.0000 top -R38 16 Balancing 175.0000 -109.5625 0.0000 top -R39 470 R_0603_1608Metric 171.6000 -111.6125 90.0000 top -R40 16 Balancing 175.0000 -102.3000 0.0000 top -R41 470 R_0603_1608Metric 171.6000 -104.5000 90.0000 top -R42 200 R_0603_1608Metric 164.2000 -103.8000 180.0000 top -R43 200 R_0603_1608Metric 157.4000 -99.9000 -90.0000 top -R44 200 R_0603_1608Metric 154.0000 -99.9000 -90.0000 top -R45 16 Balancing 175.0000 -95.7500 0.0000 top -R46 470 R_0603_1608Metric 171.6000 -97.8000 90.0000 top -R47 16 Balancing 165.4000 -91.0000 90.0000 top -R48 470 R_0603_1608Metric 167.5000 -93.8000 180.0000 top -R49 200 R_0603_1608Metric 154.3000 -102.4000 0.0000 top -R50 200 R_0603_1608Metric 150.6000 -99.9000 -90.0000 top -R51 200 R_0603_1608Metric 147.2000 -99.9000 -90.0000 top -R52 16 Balancing 156.8500 -91.0000 90.0000 top -R53 470 R_0603_1608Metric 158.8625 -93.8000 180.0000 top -R54 16 Balancing 147.9500 -91.0000 90.0000 top -R55 470 R_0603_1608Metric 150.0000 -93.8000 180.0000 top -R56 200 R_0603_1608Metric 145.5000 -99.9000 90.0000 top -R57 200 R_0603_1608Metric 140.4000 -99.9000 -90.0000 top -R58 200 R_0603_1608Metric 137.0000 -99.9000 -90.0000 top -R59 16 Balancing 139.0500 -91.0000 90.0000 top -R60 470 R_0603_1608Metric 141.1000 -93.8000 180.0000 top -R61 10k,_0.1% R_0603_1608Metric 135.9000 -120.4000 -90.0000 top -R62 10k R_0603_1608Metric 128.8000 -117.4000 -90.0000 top -R63 10k R_0603_1608Metric 135.9000 -110.8000 -90.0000 top -R64 10k R_0603_1608Metric 135.9000 -107.6000 -90.0000 top -R65 330 R_0603_1608Metric 139.3000 -121.2000 0.0000 top -R66 330 R_0603_1608Metric 131.3000 -118.2000 0.0000 top -R67 330 R_0603_1608Metric 139.3000 -111.6000 0.0000 top -R68 330 R_0603_1608Metric 139.3000 -108.4000 0.0000 top -R69 10k R_0603_1608Metric 128.8000 -120.6000 -90.0000 top -R70 10k R_0603_1608Metric 135.9000 -114.0000 -90.0000 top -R71 10k R_0603_1608Metric 128.8000 -107.7000 -90.0000 top -R72 10k R_0603_1608Metric 128.8000 -110.9000 -90.0000 top -R73 330 R_0603_1608Metric 131.3000 -121.4000 0.0000 top -R74 330 R_0603_1608Metric 139.3000 -114.8000 0.0000 top -R75 330 R_0603_1608Metric 131.3000 -108.5000 0.0000 top -R76 330 R_0603_1608Metric 131.3000 -111.7000 0.0000 top -R77 10k R_0603_1608Metric 135.9000 -117.2000 -90.0000 top -R78 10k R_0603_1608Metric 128.8000 -114.2000 -90.0000 top -R79 330 R_0603_1608Metric 139.3000 -118.0000 0.0000 top -R80 330 R_0603_1608Metric 131.3000 -115.0000 0.0000 top -R81 22 R_0603_1608Metric 78.5000 -95.5625 0.0000 top -R82 22 R_0603_1608Metric 194.9000 -96.0500 0.0000 top -R83 22 R_0603_1608Metric 75.3000 -95.5625 0.0000 top -R84 22 R_0603_1608Metric 191.7000 -96.0500 0.0000 top -R85 43 R_1206_3216Metric 76.8000 -91.5625 -90.0000 top -R86 43 R_1206_3216Metric 193.4000 -92.0500 -90.0000 top -R87 15 R_0805_2012Metric 82.6000 -85.7625 90.0000 top -R88 43 R_1206_3216Metric 79.9000 -91.5625 90.0000 top -R89 15 R_0805_2012Metric 199.1000 -86.2500 90.0000 top -R90 43 R_1206_3216Metric 196.6000 -92.0500 90.0000 top -R91 15 R_0805_2012Metric 74.4000 -85.7625 90.0000 top -R92 15 R_0805_2012Metric 190.8000 -86.2250 90.0000 top -S101 ADEN02TTU04 ADEN02TTU04 140.9600 -81.3200 90.0000 top -U1 ADBMS6830B QFP-80_12x12_Pitch0.5mm 150.9000 -113.8000 90.0000 top -## End diff --git a/FT25_AMS_Slave_fr/bom/ibom.html b/FT25_AMS_Slave_fr/bom/ibom.html index f75e944..515c066 100644 --- a/FT25_AMS_Slave_fr/bom/ibom.html +++ b/FT25_AMS_Slave_fr/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("N4IgpgJg5mDOD6AjRB7AHiAXAAlAWwEsA7DHAVgHYA6AJhrIBpsRCiBPLbCgBiu/qYsAhmlLYaARmo0KjZnhEccEgCy9usgL6DIMWJwDaoAC5sADmE4hYYKHjBFjIQbGNCATk5wGJZABx8crJUAMwAujpEEIYSAJwSVH4q8ZJMweGCAO4EEMYAFpzqZNq4IKYWVh4Axs7Mrh5e2AZ+AGyhcrGxofQRzO5CEAQArvo4vGQCdW6eQkRQADaWOLHqkRCzC0viPHxZOfmFgSUm5lsg1bXW040+LWSJkxIhKg9kvSD9gyOHE3JXDRtFpwVrtmA51nMgTgZKtmNlcgUxkcmCcKjgQGYUPM2FAUERLpjRk1uExuO9AVsScxMdjcUQiQZGZRaEEir0DJJpKzAuzOSymKo2UwDMzHmoeWF3vCDkjuH8AGYEeaLaJjY5lU5WGx2BxOFzXGJ+AIdLp+bjmjTvcGG40CiQJGhS/aI7BFdXlM4XfUNGLxRLJCRpF4UWTvT7DInjGgqKQUb0zSFbAC0IKp4CiFOBsJA0pdbpRGrRzC9Ux93kksNi1D8YYGEc4CTT9QTm0OafBmeW2dzbeKBY9Wts9kcl2bN0kNECTDNVFibzWhgnU64Lx6ewRvfdmvR2uHetLnhictosjtIVna7BUSP9xkJsS87hzs3/e3xfcNXjNwkfi6/Dk9oOrWXyRlQvxfp2rqgumEKtsoM5pj2sp9qUA47kOuqjga3gSNwbQhJI9pxtgnSJBaloLjheHdABTwXo+ObPshW5FucH5YWWTS+AEcpBlQIYMeG3xIuBB5uImWbQR2EnQjsiFMVBcosZ67Ffoa1AASE54ZH0dbCdgjYQTJilrJBqbrjKikoaiZy7phak4X4GkCs8oRWteOF3K8LkvDpjEbsxr6sXZI4OU0Tk0Xxl4wTEEhtC0sh+DQIRRQxSFWcpg46qFYmxV0Kh+Fp/AufcIQMdankJBMMapAZZXtE6AUZUFKmfrl3heSEFAtIGXD4cB9ZIp0nQUClYmQT+2bSXB2zdgp+aoW+1gYTl/yHjhsRtL4aSle5qpNBWfAWk8O1uRZebIotrElmt37Hn4doBHQ/gULEA36VGMYhkZM1JpNUkZsZc1NQtNlZXuHHrQd3DnklHQBDWlEHbhoKxAjjWWaDha2St+63YYLTaZMfj3IjV77QYhORSRpqhudL5XTj2V42OvpdNVEi1aRSTxCGe2Guz9487GGMXUpLWVKp7XQ7DkykQRgl6aBom3WZU2AzNMLQelWNoXUuOQzchV8NGnO9RQq5kNwSV+RVTRUwrqXW8losM2D6HM4bAtgTDKjfSR6NIz4pEc1zgdPiDl3u++bX4+W9pgcTvBzu9yuTKrQMA7BUIGQh9OBYz4P2dLzT4fDiT81RpWESdAcV/nzWF+iN2s/HsLdWdukgQ20FjpBKbq9nya8GVDe60tIUs9h9u+ae2Ak/X5ME7PPUyEwVZkV1BWuwX0fLZ7YXNNQjtcLtQf2vFiXJadfk61H2OS7Hrdcb4VA/tGPmvKnPym/7Ge/eZcmattbzXvnrfeEND7G34DVc2t5OgiyDp1bqnNiLBBoAgvmY8wETwNofTmyduo8BoKlSuXEyDngtikc2lsd6Nz3i3aelNYZyD8AkZI1Dv4iV/sRf+OdB4TTzhHTGODrpSzjvbFh05SZcKgirPuxk/pCJgpBYGIjxZN31gfEuBDZxEOKqfTuMUcIUP4gGWq6Q6HjzEU/JhuFj6ERctpWRhlxrGUASo4y/15KRw0Qw8Rz8fCmKoTQ/idMu6DTkTwn6OcB5Z2AT49R1kH4e0gTo38YFaJAXPhksgQsAxYOEWLZJ4DJ5e0cuzApxF7T3CttbV6ZCfC5KqSVBq2C/EpK0WkiRzDqbc3CcY8Kk5uDmN6v0tKoCOmlLwTo6iBEvrVJ/LQegTk3rnzmTXapWlQjkQoFY0RrVylcWPARe069TQuN7tcfuHjpr8JAb4kpS1GGcR8PdM89FZFRj+AomaAivHKLvlM3B2iektBXqgtI+FdmNPBaEFBa957sIQZIfZwLgozJ6Uuf85yHyNOxS0mmeL2lPIxaCwJcQtpBFoUHbF1KWRotJUzbpFLX7vxUNfOqvlzQ20afY7ogExpPG5c7W+kymVF1WhS/wy4LYMvPn6YWFiaVFLdp0iBxcek1LfklDlQr6rPF5ns9Zt455PFKlUxlmVm4BLsXFKgCV/B8QEl8xOCyYnJluRrHOHigUSptbY159p8qFX1S8OGrr5HXPcf8zWckSXWpjkc24VVTafwjYIISad3VuIAbGn1ajimJo1VKphhFQQzhTrShOVIO4YJCEkMVjzi0vKhkfamcqXWZqVj/H50aZpeqHpwLWiSi0SwDcmuI7M01EoVpG6JubYmDoSQm8dXTNWBNaO0XFJM+XHjvDuiZza11sUDW2n8f5Hivzqas+dOa+HJm8aZTOo61XgNbd+Tab96VdoiR9ROfaAQxvicZEdq7NGnuTdAmdnaBlZp/ve35S781bF9eK4tZTD4EqNdIlk9S1lL3jsMwl3Mj1JIw5iwJ5aLQ21w/QfD+Ka08s5RvM0FpjWqt3uqzD6TjTMaFdenlDScm2jqtpGF4H/FnvHAnUSC96O3u7d3bhiH+2xKfUAl9kn1UfpiDQQhCVnVwZ7dwwDLYC0gbjYWt9IKWVMIdpMOV0U7a9JPmwqgHCzZWpPbp7wSU+ABlxXOpTkTxhmfEnmyzFnX1cemeSstMNvJEt3dW4ZctTRkbHRBnjWr91XwE09FZwnCPHNNZpC1RrvPZco3YrycNWllT5c0nDdVSqZZszY5NyCerr2rJcpsanUMoYbK9fisRtNxbs687r9oxpo0XoM5oxHqHrwCL+/y5GT05YpT1N1ZtP4hH43yuIHnQ0GOFTs0VVWpOTtyTu/rHqGzKLuVsLWJDOMZXeBAfo2Q5hElALAJUABrWAVR3BgAcJwUAAAxQwe9ttMIoAkEI4267cAI4tryGDVt8Ax3fCQFH4uvMOiM6ck4Wj4sS7EFQZOHX7IJ1tmrrykehFR/5sgGOXNY7Z5ODn9PCdTbbfp6gdxaf+EpyL8uEh+eM6J0LlGpP57k8Y+oGnddpfYIZ9VuXNxudi85x5e28Ccfo5l9rwX44qdq/8xT2lVucca4+7wLX8Omfy9Vw7yn55qee81wLjdiPkc87AgbimLOUcm7x6Al36qaQ4jxASFADIqRkkEKowQce6QMkZJzfC697ip64i0Nb+e+DsjiiXuqk5Hc+BoHnqvb9JT08EIqZUkBCjFszwnjPSfDAp/JEDHvtI8TZ7eW0M1UhF4+ATg9Ayk+ybT4SLP3PU/cLj4AnXiukpsFq5AK3lUDZO9Ynj/iHvyfSQD7+UPk/o/36JFxYXpp1Z7yP5/M/gU1sy/Cjv8vz/ZJt9O4eYt5KgH7KDuh5AEBVBA5EBwCgTvbWAABuUAZgQglkIAAAslILeARBQA9LgYkC0JtKNAADJYGJCdAqB+wMD4GtBEEhCYF1o4F4EIyEEJQhCkEdw/hkBxSBg0F0BygqAcFbRdRkAcrUEsF0FCE6rcE9b4G8wYI0BSHJQyDMEEGSFSDCGyBiE0GsGjQMG3hmg06jYYK6qCFkHKG4HUFdAo7PBJQcHYEqFWFgSFRzh+D2G0CGFOEJTxCbTuEiGEx4FdAUB15sJkDuF6r0BxijbBHF6+DuHcE8yMCjbeGUrxEtA9SqBOH+Ao7+BpEZFGH5Qxi4QSDuE9RdRaROHPD+CEzuE8C/hI5OEmHRhmHBCyB3DjbGFozNHuEkzvyBGhAqDVHsFkG/jU5UGjaUH2jcAlEjEUHjHswuG5EjEJE0D9EpGbT6G0BMEMAzhNGUHuGrGk67EwzmgtB+GHFxA7HO55INoUDhHKGUBXFvwaDdRuFkF1FViBgzj2KvE9EjL6bjbfE3FOQ9ErEPTHGHZ4Q9FzFxi7FdH7GzFjGwm8CTHFGgl9FPEUKEwo5/Ecro6YmLFvGtHWyfFPGEy+Ahj3EKzIkOohAUl3FkEERmiXEzjZGuEHGeGskhDYmxAHHbEzionTF8mOFwmmGbGHE07ubTH0DDHoL8kJC+AUIgnmHyms62GKHmGcnsJGjBHnHMmAlVTclaS8lkERGPHuZslLHBAJHJCMAWmEmlFPCjQpQWlGk4lkHpHmokLuYFROQanEn1FfFB7qm1FkDtE7EOgnFQkjH/H4nuY/HF7olJTgmNgtDTHJDuHU48DpERl8CcwUJSH/GHaSmNj5mymaGiHempnpkmmcG9E9bxkvGJkaFbEimRmQlnEtkWEpkeZFFCktlcE8G5mWl+Din8nDJllKHjl5kylTkimTg2EFT+lbT1lfGTi+m6kDkiFiHs5um1ltBFlHG84OmImUGwnHk5FEmkyxmAm857mhnhn+Ybn+n3AfENH+aLl2HvEknvkTkyljkinnjSkFldn8lAVlmbE2lzg7GrhRmdnWk/i2kwUOqvSUoAWWFJDPEhjNmMEikvCCkzFyl4VhKUHPAgDgGQHQGwGHDwGwBIEoFoGYF0m0DxDFHUHj6SBoykHMXRjqnsX8SsHcUKmnECAdxsLBFxBCVHRKlRFtDiWcXcW8CtAyn8XdS+FPC8BEIKH8UJQqDckzGHb8SUqjT8WUApDDGGUJT6aiH8UNqtB+yKUoXWVGFtDRhmWOVI50H8VygUKqAeVWWxAkLBCbTmjdSOXKUULUGkzgqFRvHMXmgyVRWJBSAKVPDCV4SiWkwpWSVpW0B6VLlJX2WxVSUYJTG8H3ApCDEUBMXV4iVJHj6CVPDDJyi3H8XyU5XMVsIBi8FyXZUmnMWeVsGqWNXMVWUCE6UWz6VSVjU2V1qxDPDo5SWDUmWcFoxSAGVL6qCsX8W+A+UakETSWtWcFWx5L7W1UZX1VvxrVI7cXV5LmUH8X1pqD9V3WmG2VGjgoMmjXBHjUdwFR2VkA1VGVeViV9W3UOrNGjwdxqWdkHWUCxEtATV6U9Tg3w1sKI3BDtWxBMXni8X/VtVg1PDniqC6qXUw3cXE0iUY2XzI0GWU0ZUY1ZUSXY0XbxDTGXVY3cW+S3F0AE3M1MUvAtCQ3U3JXM1c0Q2kWM2i2pWuQTA+F4EVVpkaCw34XGki0+V0lmGuRaR+lBVbT8DzUhDkUFhd70iGCMj6bhr2JGjTirghjTE6QcgjLJUaA23zze7/hGi8jO16Vhl0nTge0rIL6W0eZlTkkB38RGgTAcZO1W2u2z7Gy4EkwyDe1x1J0R0xj5Ux0h2BX8D4nu0eaqDPDZ3O250AkR1J3R3e3wJYmI0F2V0p3CjWUsW10R0rBB2p0Xh51s6B3+DB2l36bl3zx208BPAAEW3HjI28TzzVxPBVrQz3D5Whq4ZdTo7JDV2h0XW4Z4myA17N0cr0B17b2EFF0b14npHvYLx+zBF0Bn1ygrK4YTDeEl2lRJAjJs61JI4UIqAb1dTJQGILwc4+V70nJqCrG4aEwZWOhN0nL8CFS9QLzpE4E/0wOmoFTJAQNmiBUgO3h14WwIOvnmgxj933BYEwwf1GUwytAb2oI4G4ZI6lW24L18AhjYX0Po7+CPhO0F4yBxDESINoyDFMPcNHScxViYOBWXix2zhhlmisL3DpHF50md3xBVUQNh2FQqPmiqMQN0CoWd2tDdS80z3OEcqcwGNqBC0ENgQxjs0GOSAULyMeZVijQEbSNmhGPW6L3JDaOd2vRzjWMo5GjKMwPBiuHTEr3JDQPQxhPcGPEmN0mUC4F+MBPxPybU4TD90vBl353pODGrEqOSDBORMoJuM513iIoLwo5I7dQqPPAiHb2rE9RZMyN17zXb2yAERlOl2vR0l12AOcw2Eb3TG4FOOiFqDbyoMBZ5LT2AP+B4TCPN0cNwOP2EHxCO3N2DMrD8Of2+A0OuMwyrNC09Qb2ESFRjNy1dSnPcENoUPVTo7RMiMyCrGbTb2bTcEv0sUiGX2L0yG1NTOHaUqNNiO/3o7Skr2j0uwAu4RowUN0kkx3C/0wviMJOqB5KLMnLIs7NvyvSjQoMxNd1D0LxSBVjPCFPd10YZMFOhNjZxPYsYL5MtOvR0u4Ykt4ud1iEmNstks0ucsLwjI2FcP73cmzMF56XzVvDsjSPJDgoFTTiXyvSPMh1+z+BnLzzxR0m3Ect3BDXqsOocMEQct+wYL8NtB+2BUl2q1+0INmsMtKs+10CHasJtAFTTFxQctPDgps4usNphn2v4ULNu1boNqsEYsBuUGK7BtdQMMcsCvF7yuhCHbcn+seYZXxAJt3jU4ps1QZUZvRhyhhseaSDeEJtSB+wwwctlRF2lsqEpYEuDEULPAJuu2EzZtsIO3NtFRe00vcGcgJ0VUpCiGd2+WtBjQLybSbTus9sfH9MVW2HTGd09SiE2UmMrCDEqCFvtHYtGgk2LtzhzwLytB3CDF+MqsHukxWxJspNC2HMmMuG/gtNJC4HtN3tFQbtaN16DG4ZJRVh+yFM8Byt3t2sqNmi3Pft0moLDN0n6azuJDJvvtTMaDU5ozftnnJNTNpUc79sPhOQUTMO7VNPft3DWw0NVgc4/OJA8zUNTOmzWxjsVX4bdMGHjPYfU78AnPQuelOObShG/29tSDNt4QuO/1mjnPNt1LzV32iHxt6vo5UIkOF1rPetvz0DF6fN6WciX1bSjSOtn16Vut5sERC16cBPW6uWJRyhn0yFsIJtdvcEmdUK2c2ydB6c5Fjs+u+sbOT3PD1oJsFQTA4Oh0XoJ0utzh+yBfENbwJuiGHZsJ30JUhch5lRMfwpkf9PxTPX2ulQ3sPV6sJSKunPs3+xbr5eBWFf0kJvpHdTGc0cETK2Vf0DoPXNsKXF6vZGDEperH6ZBtmtGmEynM8f+16scKGNIuDPOseYTB0AKd1eBUTdgOjRCsnL0ArA2vtBPDUfMNGdC3KcETWUzfJQhhacngjLFYiOa0bcZs/hlQzcwIYN6vvz2KnNyPcmltbzF7XNr7pe47pF4dPPPPGNboaCqCIsYejuVMHl2V/sYcRHHfpkvE0PTGxG4YjQdfDPcG8wo/nPr2IcwySD0d6IxdLfZNWysdI7JBefZN16JMo9I7WwgPhooLWy08vOPvJREG0+BVJB+Pk+VMDuxiU9mLBEkyCfpmbsILgrNt0AreLuUBhkTcjI/ubuNfM+yedOjTDuBWHbKezbBGWtgQX2tClthk9T4vSOnWtCJdv7BHE9gS+uvQZvcnzUpsULWxG96urFJTDt2u2fJTVTDvwsvvBusMfc9s2Gcx+eQkxjDt/Omuna+xm8h1hl4SFTRcaB6UtPzMWzHd5JRPdOC1ygWzfdK2xGLth2vN5eUGEGJ/O3Ht+zucOpKPU6y9nkN+leOhSvCtpmsLUBxS4FI5n1lS+XTjSD6YNpeeL1aTZkj8nedAT9FsTuX0OJ4T/PMMcohhfvzzHxlQH1n1SB0Nb+hCFT4/xexgz8crrNLelRsfW7UCTEpC/3HvY6H/+c+e/0yCeUz8JGEEzdxCHZL+Jxyi8/Z5r2y/4xh3mpzYtgew0gFRWKhXNGDZ0P6iF1mNfUhkA1rgRQYu6zGhmvm4Jf9P24SERvUjiZf8CEpuRDhT26jn9WGFsYZnEBhj8M7+tzE9rj0NT9M7+GleICozWqA8OB2vBnrOCSCBYX+QtKFgS0nabR2BYEGFpZxpbzV34bODSL8CchaNZAqvTAd1FgEGM7gJlQ/t3xjCFs2EoRHvhLSci29NBozGfoTAKih8CWOnQmFYKNIYJF2SUY9o4IUKC9W2TkW/hDVUA18XgWHSwXoI0Ck8Y+VsToF/w8abdzeP4XCD4NEIWwKEw7PHu70wEmEUcHLTpggzv5GgSY/gybtdx8GTF36lbFYCYLUCHZCk0rLrpG2Pi9sWmB9Etof3/4vMOW+mPvjP2jB4t9efLUfiGHtBtCZ+k0dGsO0GL30hhonKdgS2XbbVD+yUKtvkNELBNFBHhGMEOx7ZKlN+EUHAkRGHZ3BGuM/LqGUX16cMkg5/GDjVwJbNMrY2QybrzEXZ6UYi1Auop4PiAJQE6d/QKmoHMF3gImL/ZDuYxpbYUdG/wujvkKSinEVhfsQmLbxJh4sPhvZI0gY1wLF4ERagX8BkJpa/hKC93bYVY1/AGNOghBAAUySSj68VgWkMMp0NeIVs5BIyb+p0LaZxc6RVVRgbQDRaooWRSTIYdV3BTDMMEDgw/hoXSKoC+AlQlDnMJkBpkFOMMSgK9zmG4E2mwzZILvUOH0AlSwzHqELRMG2FuSnzDhrQUOE8xNoOA6MOA2aE38aG3fWZnfzwg8EaGJMDJuf3T4a9aulBD+BaLRgD8aODbHwTkRGbPc4gWw4+GmTcrPcbBY7OoRMFkFbd+AvgFYYdmLzz1zuCzP4RFClGgdQWsLBEc9ExFbcYWHOHkadVFF0l0cKLCKHFBMIYtSoWLGfjRnIHMMDagoiKPWJS5NjIxOLRRvkLXbcihRvI7sfSOK7UBWxowk6gAJHE9sxhEwCYfT0La9CdUs4wYXq1aA3DB+3fBNiuIXad9vO64+eAEFDHa9B+3BW9kaAdTRj+uUzPStdwQZrZ2aBIy8dGCMHTg1srvMQSIw5TojL6L4k+lf0LqqAI+e4siFbHSK/1tm8o08cnXmQiduI1uFgoYWrHtB/iN42cA8w475iumY7AIFm0zoDdM6rCLCcgJNE+ji8J4rCbIGSgKcgxZoL8YIOhHz84o8dZ8YIO1EpdcIhUPCExK6Ihg2xoYpKJxOCJT86B3ETCa00briDsKHEwCfNUL4pt5qoxWCeQQ5yUEtGZRNnAjASENj3Gr0f4kxLNDF4QJWIkUQezWwb8Qm9bS+l0ErH2h8hfLLCSTCfr2NwUNE8FFpA5SOTbJzhB/nIO4LGsmJ/gLyeIIoTWUmJARZkYFICYiSkxGnFRj1F/ZMTR6SOQtlWHYkiSLYuHefuaDEb8M1sx/STohwbQG1dJvgR1JqP4G6SXmCUHAcGmyn+hBQnzXwFgWQmNoj25XFHApMKhI4eWzDOgBfyaldcupTzVtnFHim/tkxzdD/pYUAmsM38A3fxqlM1ZhlQWeo+KRoE0nN1teHOfCWeJPq/8yxNUjIhzkC6liRoTEwYjwVkk+Tgip0mQoCMCmqArpgE/ybdPcafsaJT0lNq4I8lnTV4S408d9OenKsaJiTNhFl1Dq7jTxwM8xtuPDS+VAOGSOINGEuHSMyhulacJZOGiECc64zPll0AnDJAZR1sU4mjK2IxhuS6PLUcTLrwmF9R2DKkfPFxlzdRRYjHzsTK0hT9fx3EQqNbmsL980JIjSaNiWJkcpaClErMg2iFnwNoh4004ttHpl29hc5XXsbkh25TD+ZgjYrl0GaaekHRLWDJOkXmpcCMOAHIPkEWl4NoaGelLqMTNeJ14cBC1VhKaH4AyBRRwPBtNzLg7HiZR0vNJhli9HkiLYUTYmd4KTGFNdq/TU0Oc1X7uNBZcsj6hqKBGpN+GEcu4ObITkss5Z3UEIYL1yHU5w5AlLOSozUAGcM5YZbsVHUCrWy9UP4KDoRHdlf0XoUHX8GqwyQ8Bc5oMoTs9GJnpFR2+okmPZS7nC4YxRAnwnDPZhqc8kwzWmXnPRau1hmUdDQMTOAniVhmbRRARklZEAzjwcoOUBELlm2MEEUHLqHxLlko4NAUjHOhkzySsy5eUs0uvjJxmJs/YVYQkZtFy4ZI9u+lAxkaFzmsya4hg7+Ru2tlplOmKTdOS3OAVJC05FJX+YBELaTVl2v82xvkMIJlQPR78hanW2kb6zIUJ8vVKDyuHJQOhJ8nQZjOdrZEuoCDawoIwGlJ8QZQs0KnmPN4fMF5e8lHM3zD54QH5/nUaIWwSIIK5ZjbSdsOznpWyBFP7aPj2ydK/hF5BsxrJIv0l5ynJFI73mmQr56zsGa0shZnTXlBE1h6w6YfkzUVBFLpLvYjoDyCKSC3xSfCkeoNNDgDueNLCBZNIyT2V0Wi7EIc4tphz1beG7QqHnKcjeKjWrFd2UlGFyC8NOMYa2Z5TEnVCQiec0aKB3z5/jqoXc1oPaAaFyhxKXcvUbQN5ZxsE67MRObG30mLyRCmC5VkXXFl7y36eU8ySRMoWh0N2Z3ZVv9XAnWEPGBk+tvbQdmJtnmJwzhT1jlkmtq5k40ZhZNoDAKJF0wucJU1xnwsplWCgqDU0plxCwpWC5KXnLiCNoklu9C9MTLiBxQtI17I9vstGLi5txpDR0ZvxBD4M/BS4kEPpyRwCDOWIISEhvwdFKSelnQRrh8qdEkRncOBORdMO6g09/l8KKhvRKuUdBeA3fUNOPSeZzhuSddP0CMnr4KcMErdMFaMTigpcp60K8gm8NxUisOgjYVvjWGhlFt14jYJFeh3Mnrxk4LoyFZ8vpUoSLYro/DlCqpViiqu5K4UO41hmz4/QFE6MFozDIWwuVblEBd5JxHvYhV/gKUcM0JmSShV/jVQOTOGkkRkc9SfBcPIcbIrkc4/EZfhyeqyrkcqFSBfhz7pNtNVRbQYows2Z6SKiNqv2GeQQlBiElXKzJhAJo4yySVYEEMEkHRVFdiIfoaUYQQ5nqyQ1CQEUeKx1ln8bVX9HFfs3fpzYEgNI1WZs0tlRrkqFQyicKmnqKpXWFqogZ1LOE2qjQbvBCU7MiJcqUZE8uQQHIrk2rc6TS0OcBNrX1p9F0cp1X6Gd59NQF0C5tQRH7VQL4miqPCL5S/nYj9VZEFOQILY7Fzx1fbEDo6NNWR0sGVa05JkQTVlEdVSzW5mqz9CyB/eiHYkXLDTV+C9miHPuZLxtVdjNGiHEeYKujVosjlj6vVVyrTJcEq1887NadU2krzZGYyKqL7DbEnVd5foIRmpUPmKiuVyNS9twIbZ+qKh3JbsffLXUFT4aL82Vlyu5JsJ7VztHOYAptVIrsRU6n+eWonVmTpGzLQdeOrnUDqx1yObuewrsG+1rlzGhASmxQUpKSNr0eyouxPqIo/QdlU+o4sIWGZnVNSYtbQqn7AbeyZjF3nQudUbsPmMfKQCwsg1wijV5vRMS8sNINTFhXBDjf6tJZJKbm81bNULQCXmapFqOUNdUzHryKTld6j6msqT5150cM60aEnUz7aL5N/fLSC70MXeaqw58shWYrXVJB82LvGxc+so7YVuNHi+LWzVcnuLZAk03tetXZXSslGM63mPvyCXWSuVhjXopWxnSKpYwQ8wGXEq5W4EG0UgD1r4A9FHrA+c4zJQJ1c3qjs2+Sz9c9SBXSsU+M68hRePraVL4tctAJW0PqVwbDClAI1qGhnUco6+mQngH6qPknVkh4KQZSJov7i5RlydXDROriCa9o6EqxLQ8ICXZrVOMvRxRsolXujGtQI7gnsptWHciixynMm9rKg8L4VDq5lSRCApR0kZgM9eJOFyH9D7lk4NSg8zoEwxrVgVf1VsoaGyqFyTPOcajpZAWwRkvy65cMlz5XqOVAOxHRejn6a88G9mhctr05FE6/liOqbncEC5cE6d5OT3s/J7aBUmhiOuGL21x0dBJwrhbUX9p9osa1c1OEPHP316hLQBgOsiAwwHGBqOgsMYHiKpo7gpcIc2AIcNCuYYcUcGK9eFrsl3aDkBgq73CEnM28wDE4ujnEbopUpAjQsqxeisAlbIiMeHQWpLxQ+k2Fb1c4GxnSxSbTd3dBvEZJouDB4LkVtSX7rkrsEylb2vuk3pY0XZpSfcJESPasRoW192ewm2pOEP4Ca8XupeUQrhBx0bCjSgq2pDiqM2WNS8Ngp2Ry1/YtbF61fBZcq32GabF66e0bdKzYUotfdDaGDuEphCp9U9AxH9j0P/FB6TCuqYpdUVLyIzg0sbZGuXquqiEF2eSwUb7tUD0AM1PtAhBX191gsYWbQrAhHrFHiUklH45raXn4CjNK2anMXdk0VaEEOWMhaCiRGybzIW9IuhJZrvII/LHFyWg3X/q7Uh0nFgq7JjfrRjDsXCtccXchw3aC95ehfIAyNEPEbC4oxGg/UXJB1kK2FR9EfW71JYB9LaIa0hmsL+4eas2peBGeTwD797J9+nHHgYtcmO7VhyAvYUUyD1aQzYSmz2aXj64OKCFdAQgvwbC477BadSKgSPtsZmU92RoQDr7rwWC9XGrhGvVTIEG+bJNihopmqqxFNMfwNe62ELsMl+K5spUfxtHvcZv0dt2XdjrbxRnP8+9c9WlcjK2ZmGPCmTWSYhSbW+7koIo+dYPXzqb6yh4hwlkEdIarEb6/IzaO4c5i61ojG+0hq8VTmNi9u4R5ZOCl/EjJUE9msrKo3R6rcuDdABASvLBakGBizwTeaQw0AUL+D+GvdceF8CUEy1ih6YsyVI6TRyj3w6vqc1Jlv6+9IVEvd1MbZ0y+9D7HTeNNGIER+DyfQ1jR3eZOR+DgxPIUi2abL6ME8Qe8Vt30y+w59cMMactyw6T7TkLnAFnXh25z68Ieu9/lvDF1oDySJY3am7U33kM19sYjIu4ZX4X0Bu7NIPW0cC4wg6Nj+7eQCfQYNF39F4DEaDMfHhcUD/BWpedw+paGqeAJefuiIKoQnPiLVM+v/S0MF52UCEq8Q+2v1TdLD+9PVLEfY4UHJ6vpCDWgL/7qcZCQtS41bD0pWcK8YyW8Ojha5WdtGdxlkJI0JNnkXlpUZ2HzOFa6pl9lR4hDiaqJcHfwi0y8TyhsNgzOFoEmZkHpxEhh5+qG4Ivyf+qZN3+aZKpfHvum/9ZAPhivWR1/G8MxVherqCUZo49Tt18eygobVOaAQrdtSM6fNow6rxpxI+ihFz1YmKlFc8e4trfILwJLCx0hrXkwaIG/djGihkmDUag4/gVTlBIMwTIvqcnU2908kTYtYNlRuDK6tiUsb6YtNkpZI8sxXhikX1RDAhckWGVmw170zBGj/bc1yMeZtR9nSUOqFNqj4YOOqSlmMP7orlbaDqFViRxga98QqrCQWlOf7qznwZwYM7CXWhRjiJz9Wyod7Q3PjCTGDLUIduPihpU4Z2XQVrucb5iqvG8KPwWOaMoyqV6LhdcwJTYywduj056GL1QpkmN8qCHL8w+A/W/nwU0pS89/JZkmNWTT7S85sa5mP0rYyUGvm0DY4xzEGmU70QBbC4eqTGx7dojBbTJLt2GO/e1shaXbFdXy9TLY07WQv+Br69DVbhnuQuEpD26IvkTA2QvFkg+pMSzQMPYsoSp+KPapnMYAtOR7ZtPLeC+fgZuzBOdwe84qJrWydNW8Zoc3i0DmycN29ovi7EXbWycZmkzAC0LSdVA95mvFgC3kjAUHkTLIDM1nkkHXjs9utsrS7AOI32XpeGLcfMdGsYWs/Sl5tKeRxR5Olum4+bBtusPa4d3LY2JudYwrUu6+LP7TuXezUCmXqL/oaojecVaIIRLGPM82Yidn3nk6xU+hneCW5yV/OLCxBoqKotDnzmyPHC6VUEMpX22Nux+rqi70qXLNx8wBlYygN8WtC5lx+hgkyW+XuTfLWpBlRfPtEcNv5uSYxcnPTq3mHdJy/NdXYOWIr5luy3OzcuXn1raTJ3YtbMuyithTuvJFUKHN2reNgDHyvtoAu9S+e0g8fvecNWSbAGf9aHgBfqa1HILazak/hBqiP0b6m8/CERHKsKNrJTmgC4NackQNKA3XS8yoX4ULw1tlsuG641EWI3xm4NlKzICPkUNuoq++8xmK+2Hsi6Ucoc00y81EcbuJFnZCTS8saUYlQ5p1gKJR7FHlJfFhWE7JR4kSiJ71y9uoIPLCpfT71x1M4sh6higroQEW4l3+KW84bne5tsLNsFY30cxW1dhK3/MpWEZkS1dvlUvPvwSlq7DhslaHPrULrF7C03rdkudbD2zsDWybZckydEbijZwXxbigG3EbYLa65rcmpVLEG5lhoyuRm04W7R9nPi91y0iwdTq7POG6vTGbZHTjENkUYMqvr6SZNcyV2gGavp7ddDvNs7b+fh052Ur6I5ZQkzYSIrLzVVVIdlxRTbXAI0ihJuSWq3UR0WLmqpqb3CDHnhzy4lYDCL1uJcUEbJrS2xLfkNUxNBl03s2PXyCNqbdRIIVumPWfmUriULagm0mps2ALuBX2P3aM6aLeq8q47qwVZNgXhDADeKOxOpYiWqiz1jVhj2stwd9hZnCXTKTAuxdwJZrJZdTdCJ141uHCHA71SuPzdch9aje8HL87r8VBvVjnKots5dFQ7G9s6cV3wiKjMbJtxLkfJP6u3Eu0YFYLvdnAdcthrlHxrg4yZ/Lg+SUFB9RARacLbOyDrznJTMGdWXW7Q5pdRHWavy/O5JBm6w9cn12t0fNmnSlbnB4RZmNly2iVZkZdE1uoYmGHfcnZKyb738mC/MzQVn3Ehsj/Jsyb1auN8mMF5Qq13nvWGkLCWg/lujhi784rGl/A6Y6DMTBfLRBcVcuJ9t32i+a7DcXkNJvURCCSHY7r+CoaXm2CpvDcT3cayd2yiJNOsbqi4fxQdWDjlsfJOcd+D5xuERGXQ9fNEyhRtHO++jQ1UVi5atjuKwFzpkVi4YTd+h/NXnGOtZrsF61emLU6OXMLljIy8fHTNtXWHCQ328fFGjNb8LId84WP3EdyOhxk3T3tTdcJ0WkBRh+p4I+YtKCJWEV6SRTysGcwx+MF+HWyNkvPQwLeLG0Q6kkZGOpLZaiKDb1TO9XpdbI+Tm5N6vPA1LRz7bSAc8ehFJJRzxbl/vijzCZ+2FBDXxZ2vnO8btIsy7ZbSaS5ge95mKhRoijEckcclzy1YIQMB2zEq69wenrse1yrBV1me7C2bkaQKCUTh4JIxMF5JWgeeix2ldIEr8wL2VtES9E/uFOpBVfAVmBbKtsiUc7wz+xo1uHF18uYF3CM1eaHaNFTG9jqwAMOLP7IHSGzoSqzgdL2Rrwrroa0/ihQO350gQZlM6HNguXLyrtiXffVdSDIXEx5u4C/WdWwoX21w150KmLubm7h1kwZIEsYS3zraC0ft8Lvu3W2RyhN9e9fgbPWuQlAIxx9fBPpj5Dl5yo8K+2ZDGUrEHHgMy42OlOWKnCkkRlreNY3RmwYotnroivY3LN1AyGyjZxvn8XCKNhRV/yZJK2ybRLtRRpAhGkLoUtNxwQ1IltM2K3k5km8G/oy8CHUK4qq3Mj5sIiunyHYN1LY+fLsBHjNwd4fxQRkyw78t8d7urhsq3Qr1ABhn49dtfDbhnpX8NTf1upCRchxcNyba/qOv/V0o1J3FFVZsin6rjS20vvze9tN33cul8Vb1s+2ERW8Ia5g6DvbDEZ695W4tupE1G77h3HZ25bK5h2k7twt/Gi2DcZ2ABu1bMsG9OpsizYHjCu/Umtu98iGdt6iJXakFu8Jmtd9JSsPp5YdTXRbw/khy17C7e+UgDd7pM8oeunaVH59jRM3GsaGPKnKF2pOSq+ulzKnUIrpLXp4RvavfILUTbWwEWGjwn1BQpLSlcyhPKneao7f3GfEQGVHqLoBK9bT6ZzuOc5pFNWLUe5PBbQmJx9DHYkDP1sEgY9Lm7s7MLdRJ1JZ8JkS2SHWw40CsCwYwX8HW0m2MvLivckLrCMCiU9svsP2/JyHcU9RAMOWeZWd9iL39J0FC3GrvntBQEFU0ZaX7wXwCRtr/t4OAdEM0Zll6c9bSUv8Xoc1WBhgiHAJRXkusOPoxDdYvODjFsOISVWPkv/fNO73x6nqDkvyUpbr32xLNeAMutrTylRu5+SI7ArtjzByfl+SiEfOLT3o19ohT/65SjQFsTnDPX9xalfJ9DGkAX835a2f/sETk+mxiG8Ulrpa+kCnzwJCMa2BfyO/zIg26kr+g162K0e/+Hdvlag6UYFLR9Bsp91A/GWQlRLT7kF5TPDURXT339lZVhavd4b9l8gwG2/CUZPPLJR8r3pg+lLjKSSJUsO3A2f4ZIBW5zOWz/uJnpkjOcN1EUU7smusG3MEmiZIOLzU3dT5X08fu2dgV2ASvDgiUFvEcX8fzLPoKfC78V+eZGRncR0L6S8EF5V8zjz7pI2fS+cvXPuvD18R9+xFjUkgX8r4wP98SfoS1V6w5l9yznYwh9zzl+sKwCCNclRL+7NsK/efP6X/H7r4iv+cEhOvra3xfyr97XfIw9m2ULRt/glUwb8AaPJ+4rjW37wtnJZNjIvnBroS/ZdGwzdFUI/b8Kqi7YhtqC8f6M+OWn7zdDKlfOWstxCsplaEH1EN+yQBIyQKEMeUHofgD9PmGz3r28zO2b5Hfp3NzuCjEW9E7ukV36LKo+fp/ZveC5YI8bPlK8ZtHDyvryoWm9axurJnjI8Gwl28Icc5wTry4R+I78MiiWVAo2bHO8vZi7eA2+2i33evqyqD/KfW+dpy32CrrieWy23UjmzO5SfJ7h29f5Ybd9Lbxee7qmCpnT/93IPuWQgLLOT7lQh5ylmsYYAW36tbamgIVIPbvWMHMPouKMAak51cSjMTIUipvFB6HSaAaTx7u1EBsZa8aAcERVgEtqVRNGLKk7LF46/tiKn+gQGlLR+2DNMZgqPxDvrQotpiyqKko/unY3cyKtcT98d9qSKiKIIDsbR27NpMRDcQgUTSF2jNr448BWxE6z3mtjPVxgqgHoJ7u+wCnP55UcRveZ1IVfFv5mMA2sLh8AR7I4YH++gcr5GGFxmCr/gv2kN5zm5AZESTu23ldS7iryrgT6eoTohQhq4wK8QQOBlgBx6ULKtkSjEvlumYKG4wHOANyvVomqv+ZFiX6NWF6Bvowq6/Fk5E8+/ihQG0qTr469MLKnUStsMFpSgvsNykybuePLmkFzSHjjRZLK+Kr0QuGJXgdKv+rnkD58Wgzl4GQmucko4Km9moQib2AzrAKaa1KpU4wWmrBqooqVbvM52iIvDaq0M9HtVaLcIwQqQkSsbnkI78XKi0630cVtZKMBQqn/x6+DVLFxi6DoBo6pOrcrFwSqsrLNa/co8G9rkSlzgZbK0LGA6D4a4jn6zC8EqsmT3OZrB3JrqhxEfbu+yAqrwqqV9ih7dy12j1Cty8Hv3rXamdPwHxu9mg6BF0LAmn5TEa6msHU2iFj+yrB91GiHCOO2sJTR095p4ESiKKkkwX23thrpwh0lORxXuQQiCDU4OpHe7XuYKsGaYe5nDn60hLzCyEngx/A/56I9tKk52smjiiorcFDvhBQC2aivy4OzwK2wUhYLL3Y++kRqmpvw9Aov6Ii+wqsG+e8rs4zf08WmixGC21lOKKhW1HgzbWQtK8FTByQCqL+ODUlzAKkLqoiEpW+skGbqhaMJqGJSi3KsHnGBxqPbJkqwYry4B4+KJyCBjYKxRWKlDr4DQcXKgIQ9GPnimZ+qbrLPIFO2RviohUd4BS5AW7IdOqMualK/6rIqGi/aD0OYU6wgeIltvIOONyhu4W+kdHRytBeNgVxXOKrDkF9+/jh1I7amlDBzhaGrIKCyBTyiepmWUQjQF1ETVCaHPMr/lG492+HmJxgqrcq4QV2nDDGY3KWBEY7fC5PI2HFkEVvpRumOQYS76WEbuWyChmlIbzBuF8C8pKUN+juFlubgWkFJAn1CQHHqmWkpS/sFQSeBshycByHg+L/iyrMh74YQRlhSlLiyvOnYkSFKU2DsWGa2YxOmxThVCMJZY2cQMa45BGKhm7Ri5oiCCoiTkBm5PKVujCrEICJozbeKLKoTACQ4jsmwP0YKhkT9u7vgxLIR4QZEY8+xHACHjA5DqGFmssYK/7w09IsOFmhIIL67sGndhF4k6f/Mt7jmzaqtyWuJ5jd4HBs4CJHauE9oqEICHOMcH1Ikwb2qxU1GipaqsX/gkBhaByr5agcChppGzuGwfvYdqvwGL4n2a6qxTcSL9lBolaRnrcEJe6Xoqi7u+zq/beaG/BhbxBT9AFrp67kdVZr4VwUeoaEqgSA5F8n6l/QpGS9lA5BG0ajCDEu8Dh8xWaQnGxYQB8WgRavyfdnBqsMs3k4FmiYxBlECQ3TDt4MsEkalFJRjVsnw+60aolH7ODDmupguqTmw4VRuztbxDBNvnVp0kR3Eo5r+dWh4w82gjlhw2hcHK7SjOZFtmr2UpUSV7KOEkW8KD0JvlTK1qDPrFGCOejpTozkvHHFaiWwmvjpfQmQZY7IqwyGSL/OS9vY5i6tVLFwz2G7K44kQ1eFvq4uXjoqxg6SoeszauPCi6bXRckpKwfe4XqbpHQ+TNF6Cq4OlkITWw9idGJAgMf44yRD0aJZEBw1k5BKR4OkmKVSkDl1QrRcIjgQ6RW9pDEbsMrNy5GRV0S7Qo4WTmZEPRr0D+JWRdpnjFUICYUF68aiOp1JSBlDi5EPRF9MAo4xkPnjFlExrty4AOTMWeEz2oDnjHosulL5aRRK0fxzhRKlgg4hq65NgzpReMVEx/RD0cmy/g8vizqS2FUib6qx8sRS4EWIMVrHrRV8A9Hf0CzPkEsuIMUkwO0LUbAJMxOKovYTRXUezHtE0ERNGSOxMfGL6upFhVwUxKok+HhMLWuDoO04sfr5P0mOiTBsy95lrycUkMcQGcB9DjpxSxs4DYS4O14bngPRRBAW69Wx0anEO67sWYheOIMdrqahd0T4ZAU/xIjF+BG4evAlxv0cLpCR81JRwLGssXXGZydqlaHiRlcfnItxWlhDGy6iUC1K9WikUrr8QReodFqRyMe3HZ8CBujG2E48X0xOxYYbjF1x4alXRxWRMbLoLRMcXBzWRa8T5z0xlvg5Hng/UU+HsSfiu3EJCk1KzE7a54PjIuSXMTCLtxSyrDE6RIUbLqTEokUPEhU9mtpBhaZJtRBqO/sHXHRsfho3HaQR3I4Ga230Y+J48Gsdcq40rrHPFMWxOiAkCSEVlQ4+6SCUAn6x8qvfEIyi0SV5z0aCd2YOMlsfXZ1xCFqiqdRLgQfHHipbm04uxa8dMQCE+Fp7GLxhqAj6+xYuueD6SLqrNGChlCG7LVuF4Ccbjxx8ZJYbRIarLA4iYvrtHtxydGRx2O+XBwmgxlIkY4uOYZrDBCCCdg6HbMxcfXEVC/ji9GKJ38rJY1x2XnTqrm2vApwPsrbEAaUiFJBvRWJWwS8B8M8YnDbUeY6r5BFyAEQV5AGCfKx4leBvuLplsIcuzb9CcevhTFElYd4kQmn1P3xN4FFFAQwEsAHAQuA9FKgQugGBBdgAkEwC6R/gVlB1R8JbMjkl8AeSf1ScJ2mpKSVIC1KUn8QhSUUm2kr0BTQPA2mjsSFE4lAZQvACzIowtJvZG0ni0PBK47ry+7P1SwUMykUkxcz1OLSREW+t0kBEn1JMmUA0yS4pEIHKJMkcM18BkifEXFBdj9JpOKmCpEF2J0k5kqYCUmNJ7wQ0THJYtETQ1JhSQwB7J6lNsiUBK4RsmeUo5BdiVkcIt0kr8MtIzyxStyeoAnJ5qLQBrJRSV8lxAxtKhAQECSdRRIgtFKkmMUGlA6jGULpKQyE0llEinIUREDLQKkrFBEzEsqKdillUGKX1RMUqaKRR2kTiainDIgui6QUp/NLlTtsK9nimXJnVMUQYMmFJilxAONEdBb0/LJxRxUAuq7wcS/LCNTg6rKYCQopzKdDpbUZyEyky0vOD9Q2UwqfcnrkrxMNKYUv7FNRNUC/HwzIUqyIMzg0DWpQDgkgtB9QOUWqYakYUAQlVQvU2qeIyYUQ/JrTg00IujTIUnmsrSo0CqZKROJMVA2jg05PNtTsplKS7SMptKXKki+RMuyk+pcVCXE8pq4JzBVUAtA+YBpEqd8nJ+uojsQppnKRdi9SdqZmnDJtqbCShpHVNzQ5EgJKuBK0YVJkk80XxL5A3EflNslL0NKamz1o9BIClsyc4GWlKhzKR3o+EhaV2ky0HumSkYpUadxSf0zlK6nxplAKOmIpXlPanK0c4NOlVc2lJhT4y61IukBU3pMGDJs6RIunop6qXgwrJgKTDbjUvKVsrTp1UAt5KpsND2k6psqR1SlQxpIWJ3p/VNgR+kXxAXgjUpDDinekPDGemApCIanz7pulPtQF4gul6k1JxzNem44pLiunXUBlGQbppc6Zt7TpBysk4TpkqtOkUSElMOn/UcVA+mlpRKczTgpJgJClUUSSTRQpJyBGklWA6BJhRtMQ1FuhNKClHRm6EyKWRB7UtGeWmzpTemLR0Z/BIqkV6uGcQQsZ3GQbwYZ9qSlQVyAzEJkiZDGTxnMZXGXJliZCaZhQ/8zRDsQusqRJhS9MBVIxknJ6qYSQaZ3ZrxlRmPhIjSMZWmREbaWRmfMhTUxLCETbQW6FKLZ8wmaZlAsW6LEKsmwmdkyGZHmTrQkw3mbVJsUfmQDSBZiQqOxGZkzjumqZ8JJKT88cDIFlqZD1OOz5Ui1NpnLGDgixa9JmFEkCEpNtntSBZaMJeQZp7GadSuZLDGZklZgautS0ZCjLFlGZTGZJRoWHZA1mWZmSIlTB8Z6ZdbYU4JOZzAZ5Wca6vEJWQggJZczB1ncW7lM1kRppMAVBrpAjG9T5ZZWSxZ5Z15AVn2WPJFVmzZN1OOy+ZE2Q0lA8iTN9DjsbNKsTCZkPBVxOZyyYoQ7ZxWZ1lcU62caStZvhMtnBZLrPpl1ZC2W9n80FmSpQWZz2TZYdZX2cxnBWfFHpm8Z9Dn6RPZZxFugKej2XdluEMOb5l9ZLmYjm3ZK5LtSCEMOXuSRZylNFkQ5V0gdn2UdxPPblOfEsdnJOCOfFBwUw2alm8kfDk2Tgke2XTlvZNZJtnZZmmb9mvklzOwQ/ZkVH7bIZemazldW4mZ8E9ZJWT5LFUJXNTkp24OUFm4p8mU1nIWu2dIK4ZtGRwK/ZQOU1nq5fOQrl05i7qTk/pxmcxnVg9IeLkk0vqRFCw5EeMLlVUwmdQBFZqhvznhqduYIK3Zq2Utn252OYexDJLuRDqG51OFUku5OmWTnxZp2RFA1QOuZJEU5tGcl5lkDWfpmx5nOUbmcpGycrkB5EySCC54fHuTkJZmeQHJNshOXMlCB/GS6TCEoWcXnWUpeSeD9ZeeaRSSkSDmemZ5DmXaSaZvhKmCHZsJJrl05mssBICAYOcxk95PKbrnCZXQA7lOoMuQpSpgqFK8zSZxVE3nWZNuVOm15+VCVk6CzucvkF5XOS2nEE8+dnkzZvSVPmVZ3uZNmj5aebTkj5Z4kPl4OVScRkYgx+Fnjm0TtPlBNU/TJwkLO3TM/lGcE5oXx3AS3AEBBiE5seLvKMDP/kp67KX4oNW3XKHRjK3+S6Hds0MMl4bal9B0l0A2kSAWN8DLP0woFnFCAyR+/4ggyww8ut0z7iO3C5aUIY/NSYkFmBd/moF9fk7SIFMBcPQmwOBd7QMFh2gXQuSlrqAXW4VCTuxec3BRHTs8knNuICFq7AlCQe6BQAU4W0Yod4wMf4M7Ag2Z4sLj2sLXliTYsH4qZ7oFKrMtIHmGVP3TyFVbhOZVmX+qIXqpSdCYVXU1uCan/G3tJ/lWO1hbEK2FhdF/kmMfocbaf4/GnaIr0tHF5x2FkdnPw76fhVzbk8H0U0D0F/qqHE2uJusQX3W6uhK5DJrBZNy2EUgvMJVsiRUEzA8nQlcYjxn+MXQsuQwp/4GBuRWLzgefDMpaf4kRmPxDCbrDvpPQyAnDLDirJnPGFY2TgmwUEeookXwBj9s7ygRUBfQIuhG4r9w4Rn+JNC8uJOQDSJFGhMIar2e3N+59FNwQfYdS9zv/l42jASVwXoFhZNAVC0XEalZR4RW/heifnJzr6uoBdiI/2e3JwFPQTsk86aZdYQgXsihjI/Y1+p1hUVbwssk5nIcW3uEUrI6/I7zV8GLE9B08CAa5QySKhQbzxAaTCCUw2YJWGQQlcfPmw7m6Ba7yi2cbteGJFKomIy2c7olwXdmEIvNynEmisl4RsNxXcLH86Jdg5pitrCJTol9oAcJtcqFGCVgMy2pVyTEexVAVFyEdpVw8WMRRUIacq9tkk8l28sTANUhtCXSx5tlspzJkN3uSVF0iXMnFcOyXqTySlXEn/mTcyem0U7ygXuEUva38m0UvMPVvcVTcc0XqyBUCnjXzGgrDC5bIWN3hnoueN3hNwKmJzvcU3syAhuIe+YpbSQ2Oq9gEyp+4RT6kj2NST7aJFv3BjyVcR3C34kFL0HHwxU2RMGVJ0J4maxmC5RUp4fiE3HLR1EiRcQiA8nweiIxFNvMQhgO/xGCXkSrpXqy+sRhpmWiWK7FGxiOiRfAyaCGbKHE4lHUjpIe87bJh4IwO7NmV5U4lB6UZMrjHmw6xThdozYiV3OWwf5AWH4prc+PCUJyFzxBOyP2RTM0ZOFbtgRGO8WMRiy4yByhBFOZWorAFP5EyotwTcGxhnxOFEHBgK/WoHLgXdALqt9xIqO3GeXos83BXj3O7Sphx+cnUl7YAkeZpNTRcgLDXzP5KCg3zyRM0XOXLaUdJVz6CvhUFxjF4+KcitO+UHVwxeDVDsYTl+nP5IbiPUrUHo4RbJAw+OZjtBXgC3EG0UH0QUQeXPUdlsOJi8S3FQoUIbIhOoxcZ5bizmiFYm5RlxB5SKxlsEwgfTXlVbE8pZF2JJuUsMzZjmJXGYCd+UhCzTDyLU8K5W7wni7Xi0IrlD1rcKBs8BQeX9JMXsOLW0+hYj6sUE3J0Aq2AFTqiuMa3NJLLu0MOjI8ccfJbx2R35TBwbiOIU4UwcBAVo508BxrjLkMRTuPjBomih5UYGiXGeqvlxlY6KVcXTMA7qVEIs3InmxIhOW7U5fmaztE43t+VosVXNFxLsRRf76dAiXEqRCxc5XjwExOxQJDXlSPPtj0lsxokWYItUCVz1om8mRI2Cj9kJrNFs4OGr6O3lTbrmlMjBlr92rjKK73FGTPDobiOtHMWf4WbP1bLivohVVdcB7NaWrw/dFhK1iJpUgwHGWEivwSiMObiweOnZVNw+CDAj4R1lYquOL7sFDgjB8MJgltSsElZYfSIesMT5EeFnvFfKSiovnGW8MKwrxQBSfpSrbNiXIG1LC6FpZEUk+nIMNXGgnrNrb4+hyraVJFNgiT6ZSZFVAUZFAbmRLyB6RfXxqKWElWx0FcNSUW6Sm4h1WVFpEgQR8BnRfUUJ0J1VC4el03EORTSGROsH3FXRSFJEim1VdTcm/TPuJMk54SMVyMu8qeLlRHVVMX9eHCJMULF10tvIxFGhEFJMSvrBdWSFhhPjXzIGAdLX8aNUitzlEkxbCyg1oBfV6dF1xSzU6oTSqqVFMqMoBLLOUCegXva7xTxBghlBSyDRaNUuaCr0IDICVsSHYmFrX0iRbCWUVeiF0Iel7tWkw8Qq0jgbGglQiTW0BoYuiWfEePv/lTE4lZ/i+KwUkbUBOHVTiLpOp4sIaRB9xR+KrcTEk0zee6dbSXVlAQFURmC6JTAj81MLPTHJedtVd7dmp3InW+waxcDWqMqpd8I4oj0iKy9FMdYqT6OLnv9Q8ltrr7b7iWgYyVKlIUsRz8FapVbHqeMRLIWGl6Spz67OcvGPVGlmjqeKsEtVf6ob8OtY6gnaSJa57OejfH0TBlzlMZ7FE7dazVelj0msYdV/pQpKsmP4HNWN8coF3WIiVYACVXmTkDVJrCOtHGUVqIkjvzFkwZdhJbSAopPHoFWZTRJD6QNfxCREADFcU1MHpSWW4i/+TaQO1kdC85MS3JvfX1lt6qeL30nrHWWr0HkqdztG6BbkLLO6DVtRNV/ZRHiH83ymXbDl3JmAX25XVONE4VivPpQz8xAYYSyVC5Rw3J0ORZZKKMaNn7WCg15TgU7lPEOnoGlB5XgxD86DZ6TDF1hIKhMS1kiiJnlXQi5b/5YcUZVD8ouEbV+KvlUfzvlgEgF4UO+UCMwBBxjTxy9R35QYKG0EtTbrFeOFeBWTBf0s8xSNNjYkxc1XXk3I6VGnG0Z+SkRiw2IVmSpx7+S8wk4XLa//CFJ58vjQcp2ep4jOzXlFFb7WvmNNRxWIqNUsfwmETFWFrB1TcntxnlX6rE4EScnEJV8VzcojUq2w5W0QxelTRjWsNNTcHWyKy3pH4/12NS4wl0KPrFRNSEdsNUCNBysHWZR+5clUn05tUPHVcsVaJbiNuzt4TQVU6GpwhSfFTRVApOtTDZrRFlSs0uV3NRtpOVnlTrWq+Iors3+V10jg6TNozJx5sKTyiuWRVyEuPyf+K5TcJAyOwteUpV63t0A/sw5aMTB1TrLd55Vw6tM3zInMXlXnStzXqhflI1fIS3NIVOxVQFv7P3IVeZlL4HhFE7KGUVeZIsmWdVRqX5JqAephVVjCRlvuIJUmibC0coY1SvXLOy1ZCYHok9Z7xj1bNCdJTS3BqqU92/GvFKqaqkZ/hR0PUvx5NKHVQiwPSEElP40JJ1WRycSGBpcWR0V1ZxLScevmtj3VW0gZW4Jn+FZSf8hvl9welqiocoA1QnKEUT0phezBiMDRvq3siQ5WBUO6O5VuWmtGzb6SlUi8oa26t2pVj5jspsssYxFJvNkEZyLLtvXOlFJPE1BEc6hq1pkWMUHKncsNcq0N6DSu46khUBXA3Vl0AUEwdVBzA9UbJFoS8XfiubFYG54ibQlA/85Ac3Gv19tKBzkBaMH6yZliomGbO4StMMU5S1qVv56MbJR4WjEVER4Q6sxZaNVjII8HEyZlnQE/S9+XbSQ1Gp8oq8pFE7NStV8lYKkmxPyFVWIyRUygTqTYVaNQrCv+03Bgl9VkXDyEV4gLHi1XiaQXEIfiFVW1LNtArD5STVQrWgGRyHVaoz8VAAdCJgl2ImeRBymxgqWgxh3JG1D8YbRIRdcQcunpNVtBF+2xyDCT/GR+KyM61kQ9iEZUXwjOkHLHM1nupUZioHZIxbUSlXprYB0bMs0T6ujXsnF0sVcawtG6gDpy+lyVQhZcwAKv/xCVYcvipu25xiuUWhwmgf7Y21JpZI4isgSayxqc5eajiFvfsAqE6cHTygdtRbBaY6VDDSQkokycdU3s8aQb5S70w5VKJARzhGWIVVULj7owqPBGF7zVtxDyEwiLLnWX18D1ShEZ8Dbf57vCaQbKzZNkhSnr6dF/PfVSFryvf6412DEpGdtdtbjXJ8/RiPAO0uNUuQkdcbnRWdFDEroJCBeBrjWEyMnMXlFyqpW/jD6eedNHpF1mjQEkslYukVRuD0oF34aMRQ1qrE+Km0yDe6dW7ziBI8D1JqV7JcA34qZUM52H1MXH23ld6BbFKSMW/o3VglZRHR2tkGZTV0XwenQf6UohJfqwZi7AWUSQNh0pdxMBTVFqVQFftMfzkBFaffXICqLamC/RPJVmxq+3/ityv1qviYT2BsYIyVM2aQexzHq6RYiqztqYDcw/xBdVG4I66gDxw5FBdeSQQaN/vUixd/7dF2JdCtVF3O4qFAHU6oenvF0kSwzSMV1E1yqR33SkxX3QrsU+aS2v1xUugzkBB3mCWqdGAqPkJQmUoLVJyKEtsz31MHHKJByl7Cg0USpZS4oPMOJV1yyMUSld2Js87dbLVMhnc2nlE1svMLHVPSawS09NhduKWSaVAjpL4yNNG0jFFndqQiiY9TZ0KkNwkB1KhSljkGuEevqz2i9UwcXqMlIMo4bI4Zop00i9wqJ6r6UoYCIVGUkDClq3E1bZHRUStaj4yM10WvC29qOZmPWjEmSrWrt0H7TIwtUD0XGKMJ6BSNCOEeMZkptEw5SDx6dwyBlqONf4EqQI61eG5bFVPcmMjV4CSvaHJVyzhP6Tg/9JwEo+zWntEsUz0Oh2TELyguRAMlrpZI3CrXIjr6cXog80TqD0RpYpUNHf3xmxg1uzUo+YXGbGqMv3ZZLS8mOu0Rs+eVROyuxDukJ0wiUXdDrZkmfdyqFB/sUYbMtjQSHE5Ea9R1bKqAMUjzm9rDHHrg6XPCcUu0MNqnEui8DVEyChAuuajLea2BElzYG/csZX1CzCl179R/jV2H9jfUGIWFAkIs7sxF/Sg1+K2DNbGH9dZT3ZBGF5PXwVV/xvzr+qmrHS3DqOfbzgOMSbiS2oaK0R54xFYxJrRF9FCoHFo1R7PHHRsfDNO2b2ife1FEiH/QYIPR2/mp0PgL9StGREltHWXTEpLJgNHCNvVf399JMnSR5lWhBQOxSkxMGVn91sWMQoN4nkf1bEGPNN1ammOs0T+c6JQiwWdMfTm2n10BahSKxqKp0rhFpLZWSKxsQr90F1Xwl9qI6f9CDJJd7UZjqpZadtd2+0ofc4x6Sr9UrGY6lZIzqxdAHF/3ieHVQ6bYZDsV8IWDJbf/HQ62DssVpuuBCDFuBCsloXR0YZuDoKwtlTHWdMWhvDHbR6Jf4Pxx9RAoSdFlRod1z9RAWCUTgzxuDoGCo7VdTJFxMWXa+DKxfZLxxepr4qC1FoStFRu3xpIXnBifbKwXowPUeyJ9UvrzVIGhg2WzPtkPS0a849iLgFINT7DoPd+EPecEgxDpgGC5Df9DIPDQ1nVrxd9LIJ6xj1xbARYPRF6HJydF5bCDGSBxLRUUQFX/XRwwtuRZ5rR9AWGvT6DPmv/3SUIDenXnGQ7ZpHhlKDegxl2tan6wRlNjK4IUh2Eh91aiJbbWrJcEfcq34O+WsWYgSLPcr0I6gtPMJW1NneWmtssPRZ3e4JhGnaS9KvbLpy8m2ux1s9hicrGLDyXnL32aTieQzlFkI78OhA3EEOwa9NnQoztsJ3ZYVAGaSodLF18OsirhoS7PU0V1FI9QZj8E5VQwa69I+QzDlDWmEkEEbsU5U4i1DeLqkj9TbjJYxLWlTxqDTlZdK/6ZHBy24yMIpgYF4lIjrobNUoujifGslqQqKN99PybWSofnOVFQnNiPoaUQ/GeUri4gfSa4tYFS/nUGyAmqPOF+BtoYuDY9RyVDtHevaPkjnJSPqxE6fL9XEjJEK5QBMQA9z38mLodBpIlWge4ZBjvVdqWhj68L6PHi0uBr24cMrNGN28eSNY0jVYcUmM2Ouvd8rIR79j2bDlCQnxE2WdMdU0pEGY1YyMdb8Hrpf+iZS1QvNMAfZpU5mdEr1dCf/EmPShvvc+GVibY72wVjgfABJfoMVZAU4VGjFIZfo+DIkJGja2sirBWyemeW0yIanJRr0Hjs/lb604wTWbOYFbxTPGHFsXpJNiYiMHIWFrF8UeN7QoKrDiZjAKOb041CRDoe3EBE3/0Vur16JDETSSSCBfQmSJzj3Jh0DSALg2k3fl+lJj03jj8vcI6jZojtrHwSQDbpOV2kl/538zss2NeO84UwIM6TldxBjId/OGr5+OFTwSqtG8LaR21sldR7IqGkM1pGVNRs7K9YicKpxCdcRi8oaQ1zlmNPyYZjAKAsd/aJZLdMAhM11liFjn0wCmyYQNjC9mnxMZo9xajZITNw1O01dR3FoYwCpFDEXNMyhJRN0VrXYaXLsAIRpB4Mo3Z/i+UcRUBMBcqIsEM1QsqhpCF8RXR3X+SYujkLtRKDclxuUlE79FrDBdVUkhqTAlnSdFOpKD3HwXPMK14YEERvDXO1gp0XWUPutIDKxrw09Dhh/Rj+P1aEPR2lKRo/AWwelCgsJq98frBi3Cih3cOLyC2A1gRmilE0hI0jOLL8BzY548FyujQ7aVMPsNJSTRnjzxJYyJ1bphY0bw4YRtxh14XOhM6oRnjCVyiKXdIDeOGrX/wKGyrmjAtDHbjiodTqdYVMIN341sQwIqpXNpBGF3mvR3t1fBBqj8Xosy2d6JUxkZcuTvc7qyyG8PwQwI+Y87IzT4dr31sSUbpROk64Laz2YGvfH6S3VAjSW7XTMXHWNfqlk3VNCKc5c5UsYlU+43YTIVC6bIW2kv6PPThHD6MXgciXCOYGclDxxaTfvRsNJjZglG4VVa7HPBfo9lGqZO9d4FsFyUvru4VwSXQsjOVk9PdRIYz+M5rTwNdlIUH4zeqFfVrMAZpjO0WhM/qwGyDY5L7T12pRTx6dclOW2rdWZIepwzalB6U4iAeUmPSSMsVoVajgqiDPZi5U8RMBYZU5IUll209kZVTKs6wwSziUOkPSExZhLNos6U8NA5jD4Icro9xUtuNy6aVLMN58SY1QiUtenjbx2zFoARoF1nmploKurjB6WUiCLG2MqiFhbcyPibYxQ1nDjwv2OJlFHkiX/EeApDOyMylG7XcGyqglXNaKDUpKVCGY7aSpj+4sv79G79tbSZlMHLAa9c6unmVtDc2L1yPChA0aQZjPnP1x9m/YKRmJJySXUBwp6SZgQxgp2Ask04bEtcleZ/4r2QoID0D3P9CnZB3O1JKUD3MbqC6f3NTJYhJPNea08x3NX+VIsPOJSpBB3OHJiND3PhqEyf3NwMCyQwDbzCMjlTigBlQ2E9zG7F97rzycOjOMAPc6gplZe85l0NEPczsZrpe84ow5kPc1sxvES88LIrzf+NfQmkHc7PMkIPc9ozO5/c+POHzf+AvNhE/c66oGG4C0Avrz2pF3MwLPEH3Ikw7c2H1X+GC0dAot68xOToz+CxAuLzmkf/NbzgC9xKoLKEtCKBg4C1gvwLHc2ckMLFRehYzEHczBOng98yZEakXC7fP4LOgo6n9zrC/gvOkfcywufzVCyZJxQtC4t0AL13oQtb60GYdz4LU88wu4LwsuItrzKi1knXww85SIjIRC3lSDzQi3KL1pHKKYtSVF893K+pei8Cn4Lp8nMkqL61Nou8L3WiYvApcYPfN+CU6f3MKLMi9iOZmDJFIufzTi3wu0LYi/fM92ZqQIuncd8zHV2LryVYuG0bMvgtSimqaku1J6i3As4LZiM/MwL9ubotWLp1OLI9zMXAllF0AWKUz4LlS6sSXA4OPKCH4suBbgxAKOL2SW9BkCt6sai2HPTfoVBt0v25+LBtgXQnMP7iloQaB0sRsdnj3M82fSx0vxinLHMtMMoy4cDjLDc5RRNzFGS3NUZ8KWmSZIKLYfN0AhdP/OkEBy9R7Z8xy+ThYMEwJgQHLKY+GrXLoMVf6kEHOO/FPLyzi8vCyby8YpHLXyybyKMvy2NjcSzyz4zQiwK+cwQVXy/kwNawKykD1cMK8vPnL6gNTw9YSK2csMSzxN1pgr2SWwgoryfpwo+LJy+CuVpFy2X1gLJy4Cs7pWK5ctzzJywErCymBO8tQrIvF8sFi0YMCsbV42F8vA8Py/GIfL0FGbCSReK1ytQOQq5IBkQt7VysuMPK5KvC8CyZCs3cbK5Kt5xlae8sIrVAsKv7CcKwKtcaX86qt4rMxBcv/g04tqvoznZA8vird8ycv3SsUgSuPLEq9GpGrzK38ufLkq/bz1p7yxaburD4adyWr/ySEvHLgvbzwErnCmozCrMtv4smrOK7oj0+NKxcv1TxK6+HaaBKxGblL+mOQT+rBKzi2QDuiL44QrWKwaak4ca8/PGrUYMNJxr0iw6vWrwawFjPzNa/8uSrvDPysPLxbHWucuOVAcvFr3cx6vlJjS2ADNLYBK0sB4QaLtgvEG+NXh/011n0vjrAkAKCqrpobcFrLSIBsvm4o6+ehC0KnI8C2r062TCzrgfTuvRqS69EwrrUEGuskZWy9ClQQsKXsttzCC+UmHzJ2Bou0LnFKdxPr+UJEYco7c42BlrH62RDKLG83+vBoBC5AtjzOSyBtkLzC+wiOLkGygsIL9C0PMnY5nlHS0L3CpkQgblYu6kPr6CyBuZLKNAhtmLIGw/MTAaG7BsnYzi3EsGqNySBvCyLmU/PNJtG1+s0AP60PEUS/61BsmLZa93PIbcC/IuUL/6xov5L1mgfMgbL6youb2MyoJt8bKi+UlgLJ2CPMmLCpuxsgbEi8YsqLnxO4snYsUqlR6UBC9kn/rl88VTVL/LgYsnYWG5WmpLvPEhv++IPSYtpLFRHBs0Lsm13Pyb8hYBvQ6/qwwu8bHmxDSMbyG/BulLFqxxtMLJi2Us2biPsLijzvOHiv/rJG/wu84wW0xuD+JiyJsvzJ2EZv2LViwBwoI/66yaG0Sm65t5bKasMTZLNGxlvJL9m9ZuGbzG+vMlxoyXFt8LA60OsGQEy1PBTLuSc7LvY6SheADILmP0t0VJET1tHj9ODQBtbk6B0vjWyyydhha5UIbg+AHS4NuzLM2zbyjb8SWRnNziBHes0ZJLM4Rldva9GqFJ/pJrLtr2q9ZscEPeU2tpq2mrKSXb7q0vixS6m8kSnbkqy/U5Uo2MuzPUzy/fT2LExMSKXEvK7fMXb2I197PLcRoqu7bg9KdRg7Za8DsgmL8yctgsKrBwSI1KHLyuir1HuQSgrwq29u1k6klducja7Cjs4D925HQLJspAjCyrda+IX8rchMqs2rh22zIsbkO6auUrCpKUzA7GBhGvNrGO6Ni547DcKsV9sgHDtC9DCx6uw7u29KSIr4u6muY7ErNCvNrQO5jv1EDvILu87+O6TsaE72xrtOrJsAVJ47WO6ruZrWZM0zE78uyqsMqoyXDsEIWq5muMrp2ZLui7xy3+GvLu2/zvorxu8Cmc7srI8RxriG8DtQ7Zq5Kv8A+uwHus7da1ru1kgo0St1rh9L9u4yFK7HtK7o2Dvx2Nwq0yQQ7H2/+4Hb7zZnsLE+20nsJLwO1YxbzPOxRLF7ta8KuR7FewTsh7WDMXsvbycP7u7b2RKybO7qPdknA7xrnmt27527tup7jm73uu7xhIntxrXu5DtJr7eybs/gYe7GvB7FEujjNbLS+uuTL56CGCs4C69GrfC+6/1vr71DentKSp6/jhjbI66vvfg+BNrbar2+3ygX7vUAftZsa25stQp5GTCmUZDFPeuUExSYow+LhlD6uLzsMIfOGUR8tnztznCWsndzv+9at1bbMykpiMEjmBve4V/qXuj5UB9Utnztu6Pmyr68ygWMbhlLKKobfgl/upVCKbSXYbn+4ck/79HYTAEb5B8BtAHrO9AfoHW80AdJrjB0geAHw/ilvVLqirAdAHFK+3P4U9CzyuQHgG4LQcHgq8wuC0tSwikSUo88GDsHCKUoySLYTP6viHsJbpvhodByiSbtv85oe4HzuDbtyHY2KocIp+BwFmEH5Eg1rHLmB85uf7ObQDsYI8B4vMBCC+3KsoHohwPO/JcByNANJhB89S8H6gPTvYHt5u4uGUpB5ZuzweCwin/8j85/v+HH8NEcUrwR4gvCH2h1fOEHeK/iQIp67AVuEH9h6keTcFPKVvBgRq+IcGCxm5/vcLzB5wf0bn+9Ev0H3WkvvDrK++1vnoem/lwb41YNOscYfS+0fzrBkDIBqx+DI/stHk6JUcJWqCHBz5lfKOMc7rIYs7KO4Z687gn7EKVesv7N62/vUZ6IMytuzpyDTi+6HaZAsyoBbC77x6/BxSQEE3HbckVUqB8yBHsmRZvq3HKxXRwpQjx8osyoXQiHvXHV1M5sfHvRAYa+GQR9xDdAex98fQc2GzKjDqtrt8eRNBG38c6l3xwhaPzHx+WzXwrpkStvLzx8vRnHXB3cdR6gYDicgHAq6G1onaAu8ckFVx28dHH+4jICit6Jy4syoijA8djWni8CfZ8kPooY+7DJDKjO8PmjCdcnwKzyhc8iJwwfEnqJ68femGJ8Sf/HD0L7paixm+8vme6St8ceMIi4qfinKp+czqbipySTgMBx8WyYnCcdjZxgBx08cFLHJzcfknjfJScVUBp8CemhdJ6TBanKgK6vrclglSfTzLKxqcen8C+8vzMP2vychLwK/8ViEnJ0GcCrhbRUTx6opyyu6nsp5KcMndisQgSniKekdenyZyqfZ7kK3Gean+21ysvCKZ9gydk7yyGckIpp+8f5Q+J98eHHnp+0oIC1Z3afvLfFSLy+6wTKyZNHrW6futH34IqcjQdnnXEf8c2xTD2nh9C8q4062Mfvjb+CL2dkc4Bt0DOY82yOfVQsqr5AbjgBBetlAjc9esH+mx/CmvwbZyWvecTO6QSvwRZzAuL0fe6eeV7x4JwydSJ55aefLx4PI3qbp56dvHg2FDlT7n67Fkf3QGO6/BqUkcTy5ZryO9qjyn5S8eBc8EO4JixrEFxLuvwZXetTnnwF8LvaombkPO/n5e9qh8Mqu++cc7WF9ecKMj22YRsoBF84Tk795z8c4XF567uvwfvNCtHnQWpgS0X9O0hfg7N1FhdU7QF0jsoXJF/8tbyyK/hd8Xmh6HscX2O87Rsqpu6hcsXcQvxDj78F4YcwLUhzRev0rglQtKX/K9BfQ7Ml63Kd72qDWeJLpDNWt6X15+pcNLmaIOvL7ruDrixQ+EKjhAXSy6ev9b9qPvs0mb7uucrHVl20s4Qk+JfuNGh+8dgcCH+N4xuXSxypzrb2y6/u7L7+ztvpEvHgfP7pnFPAuxXbFzWnbrsEectA2JC+ym0FSVx5zpLkaQbQZXPsA1t0ZqGm8SxXCQlJUSZmk0Ve3nmRCunEcpG27ZkXTyQEK9M9ixVeIbyFF06eUtV44s5ZSHItTNXlsvlfhouWUVdUD76wlfpXzVylfIUiHXOD3LcMwksYpRWeYexXkF++TephV33w/RuW9leJX5y7ObZJfacs4zXCUCeB4LBVxghHXOyCVdOJa10lfHwXV3RmJCZK89dmL9qca4Jrx8P1f4UjVxqSxXkEsakXgh17tedrINwteA0u1wqtbXoN+dcm5ayfNc5Xt10dU7kY1zGCo3oySDfXhRDOcs8Q1W9pnWTJpMXjzlBm5hRmUOtPjdk36yXbRVUlqwTdXXD17FRJXPEDkvXXJN/blFbB1wjdSr+104ko3MN3+sc3t12qvmZzN76yi3sW69f03Ut+xsNXY4qLfBbFNzVCHpF17DepXlNx1fVgXm8hRghlsqjfc3gtGWxaQ1N/DqjXpmlTcV4LDEzc2M8aYDf/5f192ZjiHZzHiTYG69+BeQ1Zb3x8oXt4/aIhoVxufu3Z+zEB+3Qwr7femQ7iMeeXHt6HckF4d+fCk3RNi6ztYq6x5fcYbuJ7fx3Qor7fZ3Rzqnfnr6d+Aim0ieMnigg6gJfjRY1+A/neAOeF7eceVMlwynuEyn5L/g5eFjg61Tsk3f13WdULr1zqx8/ubbdFNtvbHIPO0D/LhlKoyZd68xVSj7zFJNAzK7c2XAT3Zqq7uDEhy58vMUFCvyvr3jq3fPxURl7vecXk9xasz3npdCuT3Rq2fdLuWq5PcCX6964IC7d95ivr37dFpeX3AXmfcoWVBAilMHX93Pepkn8//eD+gB6vdMrY98lyb31xJ/cQPle5ZTgHS9+PdQPR/Gsln3e9+If67TV+vdsEaO4ZRVURdNfdO7CKY2xsy19w7pfz8DzMounaLA8DUHYu5WdAPsD02sMPijO3Me6la44c6CW+uvMHk0kuAxwHT7Patj3yoysxwHqCg2iu3U5zojr319J0dTHt2iVg+AMj/0eTHybOfGa4Rd7Zix3OEBuxUTcjx1IKPvR7axzHQx7AGB3Rd1ufrHO51FdbHzAEtdH8uG87TxikC8lf0CP94lgBqRJ15CbXbC04moH3j8BuJYkD9POxXqRY5tBP/j9CgNbGuqzjObsVxDcwLV8UCfxPj6zE89jZK/hCpPiWMcyap8T11cxPxCI/PxPsGx4+sHzV2E8TzHj0kfN3Pj4k9hIg/vcuNeUR9k9orxq00/uLTj9av2PMVmatBPdp7FdqriS7DB8P5Vw9OOPwz//yvJF17CvoXST3Zu7XpK1QtfxcTxpDSLdT8E9PX4zdMkxPGz7deho6Szs9YHu1/buzPodPM8XXzugZtpPhh6jclPB8eQ+Wr1YNVsFPop9M/LzilwMsuP9uSU9+PKLZI9dnk6HCiPCQ24liDnvt97gnrH+OOcDIk5wC/4IQL3usf4q5wufDnVMJtBdbSL/OcF3yx+FfbntALuf3r0YE4eJL81e06kERL849CrI1U0YkE8aZ89UvcrRwgMkFL5xfKt9iPaDkvdtEEx1LVRJICcviEohcXzr8nXj8vSJ70+KloaPy9gX6FxK+m3dLwBcA7MdcK+dkRL5BNfbFS7y8zERL2edHzwPFq8k8fF4y8jQ/L/pf4LEJfXyYEFL9eegFbtmYRWvfF5LiSvdL6a/gLbrEaD/Pox/ggnLvnh/i9UHCKHh6YC5Lo0wsuOMNBR4kcEHdaPIdzhDJQHsr685qw0Hyjevwb2GH+v0dxnfWXMb7DBXBIb2WKJv58LG+Tha+Am8J25j7i9WP+LzY/wpiOz9qZE5YXmc47b27KfARci8KvBM6SyCCOikC5KseM0yZ2+oHqq5BeI0nb3aeqrq5cO+aU35yaSSruxeckwq/29O9VQEzKeBcROh+S9LvK1w8qinM76MxzveGO/Njv4S3nlBM677s6ZdE77jjObPb3ytlnRQMos9v+z68d3v3b5pFNvfyZe++HNb+guZ59O5a8Lky74wA/v8z96+7vBJxd1Xv65JVdgfgQPe/k4sKyafPv08ycsSU2i6mBHPyH5tJonAKsB/Q6b7xIFRb5L7h9mLQgQ8+Ef78QZtbvrJ9691777129IfRH1JX9vKLZa9UJDW0x/dvlNOxvsfi14MyJsSN9x/wLsb0VBSbR3fe+40UH++/78WybG9uJe7/RgHvnH+LIkfqlx68x30b1xAnLiE8HVZRfSySvLTIXum/B33Z4G+7OXS3rKLH/W3p+DL5n4Z+WPQ963M7bX6OZ4rhvhjJutnbjyad6HRJ3Kd/rrn8os+fzSeLrPUkCwcc5LQX258Hkji0F/wbTn11dBfoW5ShGB37wEI3slaU5+Pr4ujm2apsX8R8lHrJ059RfKhy4uhfNyXyO1bsEX5sHzZXw0+Jfl810l+fIXyeYkLDX9PMDjoySadJGrb2ONhfpDEYtmEmM1F/4m2DCaSYzcX1SPpHo37l9iZ2GwN9sf+FAl9jj1W9F/ObbXyde3JAbP5/v257+t+psm392ZHvghyt9MOgX/N/zPX6KfINh1uql+dk534Ivi6JZU1dfo/8+clefh6U99rPfI5VuJf7yVSJwGJW6QSrfai399FHAP+PhLf438ZuzfFH698akk34x95fp1JgT+Tz3zt/BfrXxwLNfG3yF+fCsW8t++HG8CQ9Rnp3wQcE/4P9N9pfIuIV8PmtuXwwwHaJxAYg/tP65vxntASIsE/PX5WMNveE9jffH61Dd8Y/76y1/wLyP4UtC/AP9IAffnX/z/LIgX719c/s5qocH6Fi/1+pTXHwz+5HzU7j/yH4Z81PBbV3wR+0/gei9+dzJPxL8HfA8/j/PXov1j9zgqnxm9eXXEHKf5D9tElF9LTv7hrFGjgWW9wvOiAT86DM/a7/9bfvx7/1oqy7C8D3G2zstbb0V6PfbI6Gzxsjwzp40mILSGyiR2n2yNAtTEdwpAvbIoC0+sokqB9sjLzW8yjBmMsNEBRrPWf1US7z2yPvPpbB/gu/g06B3fMowF8MZsHUzf/n9HQrJ7X+BPGWCMx00RB1/M4V2plslF/AmyG8/hvh7n9Fbk/4X/aQEGzhWTW083H/5PS/0c9x/WT0ES/v2yc89L/hfx0kefMC3dsr/3uBP/r/zm9sgWrbC9v/zP2yNEs4VKZu/PbI3Cy3/qAopy/+CLVf1mdXJ0SyjDj8fc3v+lf1L+6fzP+23yz+HXBz+HSXa+Xf0gBK/ycSzzxABrb1cg+iwnm//yT+mSXye//x/+KAKwBBh3SOKAPI2quClOrkDcW/DwVwH/2gBa3xDer8hp+V/3P+CPXDOQAPCWWf3NAPf1lg/m2IBLi0/+K1yz+bfwbQiaTS23mwL+yi1cgkmzNWpfwP+D4F54sAPT+4aB5+VfwwBrkE025AIb+w32nSpmzQB+APb+BeBKepoBuerND3+t/wIOygMX+msg3+MMhkBc/1EBwYF1u1gKgBlXxfmF/2n+WuhMOI/yBOstFi2IbxBk2G08BKmwoBPf1cB0Ii7+rtHo2rkCEBXf34BcVFsB9C0iByAjlerkDk2cQMZ+pgPK22gPsWygMQB+HS4O9UE0BIQNZ2dvyM+E23YQ2+w/whSj5Q890P2ZQJDwhnyjexnxwgzFBmWy+BRgaEgWWgvUGWWf1aB4f0vWg9yj+w9xj+djxw2K4QvgEh1fWR/xGBwB2/WDG1E29qD/20GxNg/mwfO5C0TY5WyWB8wPiOaAIHYthxKBRG3tQZh3WBqT3tQ4R1HmaC2GB9qGEMWSx2BNi2cuopw7mGwKfWv1ilO4G3K2SDi4OQG382rwKJOXCy8BV51823GyfWawP424ANmBXTw02EG3OBrT3s24IKns4anyW2fA+SelztOpSx+BoXEme0By82PK3tQFPDgYhQLqBE2062VyznwpMHWw/W0W2iLyJBoMRhe0eE0eZKAd+C2wJB022Qsa5wWW7MHJBIwPxctnzWO9nxHugwLog2vCeWrZyV2nMGKuAoO4sRe1pKIoOgoTvzDeJ515wQC0RON21lBENG5e0Zyt2EoJ4AA/xhOl53B0fCxhOR2yVBkglioeoOPOs2EeikcUUMl52JoYXHxIqoN0udEF4Yw71qQioNNB/IKlBdWRlBLoLgWKp1vmTF15wXoPu+clz9BRywP0QoLn6Me030cFx1BOKxDB4oOFBXVDUYB+gEucYL8WnnweAIlzjBuoPu+zezjBsS1TBOl2SgBoOSWO3xp2DuzogFJEgGmX0tBcgTb2AYLVB9oMSkO3wkuM+09BwYOEu9exbBooLzImK3rBw0hjBIF3tBfX15+Za1xBtIO0eL8EIucsEoQIyycu+JknBZiFqBo4PU+0+AnBg8Wj0fS2cu+ZHHiIy26B9vzHBy4IwKHQDkoqyxnBM5EPBBBAXBzKD3BoF21EyM2PBi5w3BcsCPBF4KsAJdzPwfeHLuX+GLAAKGzAA5kfyIwPqwkMzWUREGKSM00LsIwM4Y10zN4/4MfByVDiSJ6FfB1IF7w3gFhAFdzTwwGDTAv4NruTSBBKytEWQi9Efe5eCcyoVEk0EwIui9HjfwwSyhGpEKAqhEOacpMjVwIwJ4UUEKIhuELtAcFVKi6ZiBSrELnwyXhNYA0gohF3GtUPWwv47LG/w2wn/EQkKWQZdkeYnEJ2MRCEegyVFAiskOIhiyE1kyZEIhpMA9EIGwZ8C+C4IDwAYhr8FaU5EJYh8kIpBRkI7sYQCPww+FPwiELLuKeE/B5wHQh1dxHwf4JMhJEKJexpFbUYkJwhpkJXwedBrwnEN88hjAXWB5HaEhEPwgslnch3NFzkMdE4h2fGsEC62ihXkK4g89kiaDEM3w/kNohlEKEhGULChYkLohVEM3w/h3YqcUJJiZqCKha9DiCnEJ/CEWQGOLrDXoYCWqhtrkVwK+H60b4k4hGpjV8rUMMqwjE4h3Cj+E3UKyC4UIE6uxjqhqbHLcw0K3gZghCh40Ofs3kO6ApnBmhOLUbQw0NKo7GzGhuazO4skONM8om6hqdlWhq9AlEe0P/4q0J0M3WwqhsJUdoskMVIZam6h3/GGhTRmDaY0L10DVk4hzNR3WSDjsosUKB4T8nu4K+HVIdkTehIe1qg/0O4gAjj0hk7FNCM0KlEWfiaQtp19cdl03w/9DQMKUO4sVVCFQm+Cq0TdzCsT7Rmhbth46ekL9IQ3BXwORkXshMOyI52AyhccgChLFgIi6UIPIHXD+4hMJ+0VBAGOWwNAqqMI9kVlAXWA7FiI30NJghdR5hUeVamYkIFhP2kRhFVHsk0/mZh5xnShs90kEbjGZh14iFhpLExsSsPT4KsN/yXamZhVDAlhMjB1YvUMPYJrAek+ZGy8dxThheLiKYKsIz22MM0hRMJVh+/DR8nMOTIeniFhD7CyqGkIeAvmjdh2pimchMNxmesN6IZOlFhXsMIUbsOEMqumdhbTHiYpsN80+5X9hNOyFh6fkIECcPxkScInUGtgThUTTZhZ4mF4nsNcEgzCFhoYg10+cJW4McPoANjCuMisKNhiLSFhxrB8kpcNLk50Ov4i3BkhNcKh6OcKpmW0JrhjAVNhPUnAEjcOo8QsLvMXtn9hDTAGOSUJKhbkOqQHkLaklUn7ue8AQhd+TshpIAchK6EQh1kNvwNcIWYdoBj6CsLbhmkIC43W2FBsEQUeFsLhgEFglBJ9Ujh58Ma4X2glBU/R00/sJTGx8M0iBUn5hrwF0EgEEuOPJhDhcMHrs38OokhWj/hnmmaBaakeE0QizharG/hQmiAhRsPaIr8MnMwsl0h8CLsac+EqiW41LheLDv2smBTkXen9hlVjtAhpDaYB8KaS2xXQRPsGXCpcO2YWSA8w2kjUq/sJLaAmHYQBM0NhAsJdERCNDohjFIRWDTro38IPoSynzhXTEQR6JmrhAsLMYYCNZw5JCuhh7DDoiyGRw9kgYRsiIVWnCJEIAeSERYElURiPWSshMKQUiCJu4ZjHzhfjWYRAxBGmbCNSs8vFUROLVY8uiPw08iMTYxRBQRM2W+UtCPmQ0pT/hDPkkhDoG7kZMO9yvDEQR+PBiInsMkY8LW/hp7ktCIcNcIUhTCRejBcMEMK6ILCm/hkzhkRDMPzY9iJOOOiOMsSjAMhpKj4KD0PjC6SMBYxak4hW1H3YnCLvECymUhtJRMRIlFJCskOySFjSSRSPD5kgUIdoMcKYw2Djbh+EF7hTGFNCNMIihw9QoRHnSnh9UOLo5SLNE2sMYyZ0hwR1KlxYhsJdYqyAnwjYCDMcSL4cPBB6RqZHMsw0ObM0vHKR1WX6R+rD0K5SK1E3rWwh+9WSk4yKbkw0IkoPMHKRVDEWipUNhYiyGTgWM2YhlviSYdlxRgL9Q/G80KhizQMIQ/1DeRRpxdUdoEIQUVmGhCAgbKc+Bvm3Jjbh541QKNSLYkQ8gohDzCsOQyIa04UQohG3GH0SSL14jCixRLXEQRmwQkGFEKKYymjCRpoSqEpKInAXiMR81B2xhO3kgY9iIH0miVJRXHE4RPA3DcpKJuaHKOP4TsKfwLdDnoqiOVqhsN+uK7VURSwiTcAkKIgfCITgLLmRR4kP04zQOJo4VU4hlmh0KpoMVIEKPKIJEOFBeNm/o2qJ4U9iN9YZnRShpVmx0nyIURpQ2uR3EVURDDiBRx6lOCc+Gh0v+X4hWOSNRu8IEoNxCBR6qN1RKqOxhPkL9R36ADRXEN8heqNdRQKPtqnqP1RbqKQcA0ITgljECm80LkhuqJg2SDCBRKaMWQLqO9Rq0JUhHyC1RICKPkAmH9RjcJ3hzqJYo+sg74lkPgh9+W7wtkPfB9kMLwjkIHQP4NrRZtCwhaqJ1ReEMCA4YRSRCcQ9Rc+E4SL0CnhmkIMhQ6LQiH8N1QHyDaYbAMmhAkHzopoJhAeGm1RxREWQ45334faI54g6I8IkHHyheZHhoa6JYo+xiyhVcKdULoPra30Ko8IJg+QxZhzqAqMehE+C/is5RShs5n84nyKSeB9T3RuJjpkpoOdSmCjZR9SA+Q1UCuaX6MgmLULogvrkahgbhfqsqPueXMhkR0gFNKrXFNBy/lrMX6P3YXULog3fFNRAqPSEkwVNBYTgZRl2CeE26KsY/4iyhkz2MYBGIFESiN+uvilgxtJFzoKCN+ufXg+QxHAX0e6MqER3DYx1mkxR2wjBYIMKwxrDH5R0qKFObGMRUEY1Ex3yg+QiUjsYnGKIg02ynBDtGYx2Iz94OCMoQ2llFRqmLgs26LYwvA3kxdXGPh2by0IcKOxGYyN0x/4S0xmrC9YHyCPGasPEh25FsxIMisxgVmaBHSUzoCqOacDpmPhaIyF8FGKdIMc2skn3UJc/mLw0iyHLS4rGrhXmLBCdoFrS2RgQxZmKxIsWNtUOWmlRlRgEw+FAnYdBTSxV6BS+4hUvRZmMfqyWOxIV4n8xenjcxMzWPYZWNz4yWOPUrnjKx1PGSxhI1Vk0qKDEsqKpGZFVax0omSxZQl8RzTk3Bc+GyYS+hphzTm1UPWItM7UPEhivE+RugKaoUWOxG2jBwRQ30Bh/GJ44tEB4YYWgoxRtm7RMjlVYWUI2MaoQpBytFh0oGIVgAmAiMfvASx39hd6WFz5hI2JJkn/jtAt4FmwqqPTE2+nwxtF2aI/6PTE9IiOhtFzyG82JJY0bCex1eXl4WUIaky/hBxSbDW04ONSKBkOrgZGj3RXmiQYUOIQsCJhRRZ2GPhbWF/YRGLK8l0W1QtxDzh80IMqNxBBx/Wl6iaqOeol+0MhVMk0kaqMtokkMn4p7nmRs4GKk4Jm1QGnBGRqPVSqZkJ9mIaNW4xA15xEbG+hcM2hOvOJ8kfaMWRnWg5x4sOrhR4PB6ZOLL0XSNSs6c15xkmNMcPUioxhkPKI8XjihpnBmxIgxaR89kgY1OMn4Z3muRqnEA4MuMbQIaIZ8AZmtxnlGGhfXgXR2uPqILOJJCwb21xDAW2RW+iqUMuIDyLOMloDvF5x7zAORvniFRIeNG480IMRMZn9xQbhAR8ON7IORlLhieMfqjbENRGqNfgaeKOUC8NjwbaNLuDaNXhTaPXhd+U3hrkNHRlMPHOcjFth+kKQ4C62JoRAV1xRsK+gy+FjeytGKIKePaiC6wF0UMWYho6LThAxwF0nSRkRo6KsGXy1DQCLBTxAxUHxr5lehNcIZY3eKMou1BHxrwEyMi+M9IzpFLhQbTv2mnyDEBMPgRGJgBWQgnxRqCPchMW0rRWCI4Qi+KxIdolLhHjBnhAA14oK+PeCx8gBWGBhPxM2TzofCJJW3fHMRjommSM+PRMNeOB0gyi+WyXBOswSJ2Mu0O9eRNDdRFVCSs0CJOWa0OCRfDW/xMfQDAcuLFEC1DQJ7Ij10ByJQ2yy1tWT7FjRaaW20i+IYkRBnmh1vESRtq2NY7kVkhXXFuhu62Pc/mPoh5BLG8RGIWkR0JOWOLgeRDmN7aAxyB0pxFCxhBOJoBERExDmP/avH2aI30xfRZmJbMghJBOXBDKxmPEUJGRXtC0qOy69eO7MT0TKxugUUJN+OMhzTk5AM8IPiRWUqR4kLvqphLPEpcmYh/WKxaihKjcBqPkx+ZHShlCEcYrKKmxEJW0JOmWo0omL9o2hNUuT8Kmxg9ECJ0dClcAkO5MxMMLevPHux2vAbYgRNCULWNWxmXUSJGfCuxZmmsJ/VRJR6YmmkG+A6SArC1KpKNJ4t6jpedokGY+2LLYM8IpSZ5HBxbgVjxFLxKxWmKJo6LEShKzRsCchJ/IUULyomUnmxTIzPRRL2jhcCKVyCsHOhq4DeEERJhyK3Qxh3KCXYLOMMYbFAnhhWOVxHjEvYbROg4RRPnsNxByh3KA64IaMdROUI9o1XBFx/aI1Rsb22YVXAzxZ+MAEHRXmhBxPShAAwjsJxPuJ2hIuJXOJeJSxOLIAGjuJrrBoJ3KGLMTuOxE+RI8IxCBOJ6RH96bRImkXxWqhbtlnadL1j0JxMoARDGqJyyGScfaKfoHcLpe+thvhfUMt4r+IpedlCRafUP0mO+OgBYpmGhERHShHSTakTePqhs2DcJzEipiZyKCYbMV4+HTUyRtl1LkGMIhePbWVxNhBCIrxMMs2WODYIYW5JMjA3Y4MODYTcm4JZ/0MsYeO8EreO9weGn3xmT02kipPog6L0mhycURhiByeq0eK5k9uMLeRWTAhUpOaI3+PUSq0j5JoRDdovHyJcbRi1JFgUCJN3FexmT3Y4OpLl0XDWjxuLHwxsbyv643kChr0HIRvH3D6h0QDJ9LW0JrBD94c6PAsEZP8437gDJ3gjFJSkkkY0ZM+o2hO/oHaWjJ8kW0JsdR3CCZPLhX8UeEmBMy8G+G0gYjHjhZDnJi0hMuxfaMy8D+JuJXOMzR1+PmEjZLzRSxJbJxkNHRkJIjsnZP0h2hIJiwEhTxleK5CJ7Vzxxd3zxb4OQhH4OLxTkI3hN+FchAtkGYqkK48ivAehLoVog+gKXYuaJbYm+0RS0EQDJA0LHe+5OD4h5IZUwEkjRkLFbxp4XvofJOIQO+M0osomFJcaKlCC6xU6HvjnRLVG/x4wAz2YeKjcV5LuE6ZjnRPxFfJapHMcZqJCO+Bl0QlIgfKXpPfgM8IP8WC1/J03BApzRGwcc6JUI6UM66hMhDRQAn32ma2/Uk2M+hfyl0QFeG1Mc6LdMiMMraPLhZxIbFrguiFKaUGPqhMrH/JZXi3J80PQqyGJW2YxCBRWpgARM2yL0wxNOwQ1TtA0AWq46JM80b+jE26DGSJZrGF4V6EdkjOltxiFn9gqmx+oJBNK4P6IU2YwnjMcUP0onuNNkftD7R+DFckIlKgaGnGVxR3BVEplKU6JxNE4c/Gsp4YVsprrEExQRD8EkpPocpXAcp+9ghRPUnvhCm1giKcJhy4XDPRCm090pmIJKuXFU2O7T6Jqij+hCm2r4k2Ko8Gmg3Jm8Ed6chLQm7OOfW4rFexD009YplMt4EQUqJATE+Ro+X34mxK5AdvTnwCPWMGX6M6Ym/HopiFD6xLFADAmFJYYsAjiJobXvJSoUfECWJ+aFfBIpGBiNxLGM5QJFIcYJpJYx2zBApORiqh/GPIklFMrGZGK2xWDHmpnvQsJv12UoXVPjEmtC2xzun/JZbCaCchI2k0ROdwczh2pnOhQpFJGSJo2NWIrVNNg9zXkxwjnmpvDGQ8D1IpEIFL00fsMsJ0uMzWhdTnx/WNJk71LKEaTS6xOb0zWEbCUY/mOu481JlY4IXkxg9HgpmSGoCDWJahma0pRUjE0Jn1l0QPAGNI82Og4jbBApKIkRKh1NzwTanzWRCFxp4Oy6pZHARkKhL+hwe0lqFNPQqu5IlYdej3RWeRT0OO2NIpyM7RdIXShb8Mdm2qNyy3+NLIevB9R5RCtx+FJGYx5PNRbCimpcDEsMcUNtRAx0f8SVmeJtlhxRdu0bYmxPXwsAg3wTe2nCNqIlJ50IGCzLENpI3gGOCpG0qhtLLEu5NkGexUVp0lgtpeVASIKCPXwP2hnhWqj94atKKgGMORwjbDzJWxMBYwtNZweQgspng0Rh7CHH47lLY2R8l3J9fAnUNqPaEEdJ9giTBZxu9GOYu5K9UUckVpwaD5pmSE9sNqLPkmdJQUn1PXwRAw9ppjCRkcUJlYVGJnenxCVs1dPdhu5OAUaRR+J4imbpHAWuR2hR3x0UVtcrtNziP4WbpFTDTp2HmbpKAQdRdqhk42qx1oo8PnsIRFV45q2XO1yJGYPpLTUWJCBRiPVHKTtMDC2tNpI9fF9pOHEcY2yLkku8hx2solnp79gfYreIoWn7H7pdSEhxTtLI4TMKmRzvAeJ3KQrK7FPQYoil5WGHgpJDULfpDtAkok0LWYWkMR2jrD5Jd4GDeYDK3Yq0LYw26l5WbTGekskJho9ZPY4XVFOhtw0XxwMIkJK5AC4qDLQmmBJSqkVMR2DAmKRHmRqMGtM0i9lHsxB5AZ898Ne2nDhZxDFV7hDDLSoJxJv0ARMfppyBmpA7HZoB9OVi6SmCRy7C/hPb2k4K+MkYHDF3JWDB6k+cPZmxtIEodUnzhysRtJ8q1d4K2OJBpcgrpNyIVG58OaY39NVWKZiURziMQszdKEYPDLg4O7Gbpx2hphAsKz4mdPkETeM0hGRArpCQljKhaNowVVOSoNJOGhbrDUWnjMec28DHJS0CXhhIELxikEruQ2GggmELCKt8OaMQqCcaiUgrJo6MAmIbx4qVKObxGWmqBR8gDph8JGQfCOHGSVlDJ7cMCxw4wnUsHWfhR0Jwqg5yQZ8CLIJ3S1xkApScRXsOWM1QKW8z9LthvxXqZ7Imm4k6IQi8TPRkRnhsZg0Xfq1QP1sDdNkRh3F/wlkmzI6uPERrtFGZ7VWAJyXC6h2Ex0CSzJa4DEOwm3wklJn+NhMXTM4EwNOWyFNn2ZN1PwRh7COMdlwaaGhEnR5bmqQrDTtpwSLialzKwkOkJrxrhByIH+CwkPTMwJdtUHUk8wLhIaPvo90W6WCMFmyc+P1o4JPiZ/ng4ZD0IbYULKAk8LAehJnk+Z7GTOkD0KPKAEA8K6L3oJHmTSUZqCxZzzAORyOluhjbV/YGaPjSyy0baclNOhE7hRZYym7hS/mIqILMjoeokwJSvhJZOUjNEyuIr6yGMbahs0mhlKFjxjbWB4JxL/qIMOFZ4YUmhATCnpHhVxYnWKmR2/jpZvTG5pjGTWoQrJMkGIjVp/tKVZP1DDp2rOhRdCLIZHFgHREAKlU4FN9RdzJMk2pl6pEkM2ZVrM3xBmKEY1QKDa4QwMxfuKX+ZgnRpkhIARI/30k8rK8x6ZmqBbQ1MxmrCLpXTMFM0JPEhDLDuZmB1V8nBLiMAElYBjdnjZnoVBR7HkpQ1WM4pzuCPYFZOMJ1cwNZPhWRpx8IQp7RTKxVDDTZQWm9UxNIg8FbNYIEhP6xBZQNZbCneEkNPxpBrIPosMNaxPr3bZ2TJcxwaE+RKJDOkRJK+pnuMHZ7rS2xSKhwRonRqYpmMGsbTDTZOkx0ZpKKhc39JRgaNFoxeVAf6BrNS+kbIu86ogHZk5hBU92IRkRIjTZo9BcSbNJOoibJRgElwKxpQUypmlEt4qWJbE8qlXZSlE8CCWMWxUhiz+0Wn785rOq4V6CUoUnU3RpgwMhQHJsEmBNfk48J/ZftGlhMOSSYiAhg5RjH5xkhjTZfciiMxOMacAmCA57zH5xnvCnpKMCJc9A2Jx/4l1RSlB6gMw1+RHaURQP7L3KkuJecU7IIIAJCBR14W+EaHKn8tlLno17PI5KhDTpfVgPZo7Ayo1yOLI++0I52JBNJl8F1QzyIIIYdCdxcFP+RMnL1C80NUUN1PY5ktW2RVnQE56ujpxjGTVe2HIIIy2mVxI1y0hYnIv4VpICU+nOoZ6TLLg2jGLZinOTEgUIrw1OPI5PnD7RtLWc5THISUq0KM8X8LE578FWhV4mlxYnPDWp0LiYtEBw5ZQ2TR2w1lRQHMmo3LLbJMHNN48XO4hprKNZ8KEtkYHMNZtZJ9smzIEaXM2UhKXOwmVlG3JYaJRIZrLORTZINZCLC30a5Ji4lnJuIkxJXIvFHC5gFkjm4FJxUocTQ5jzROJzjzs5T7CgcD0MqMQXKUoORDqR5DLiYfXNpORTIPIGWnNEP7PwK/dMV4H2M0oPbXy5QPBqq0nJREXRGCRnxEQ5N7JM8wSMZ0OKJvZ2NkmJc7D38abK8cbsmCR4kUy5jOiiYSjIYY+nNmqCqKdOBUju5BbHjJh7C8ct0LXZqIkzh5zN+AdnKfoxDWdhGnAPZS5GfZtjJ4UabOaMRTCERmZgh5mdB1UzMKKgMXMaUrgiERejFh5GFMnRSln05eJAR4f8KdYEXggBUxBR5RsPu07bLtq/pMp58DPQBagiGZZyX05f9HYiICI6UFbMcYfGM0hmgjs5TLRiUBCM/YFbJ8oRuKcZaCKz+d4EApICL56abKEKwBOp4v3JOpbHGfx39ha54YSqaICPki+nOL0pbU15TswNZ8WIp5h8NRaNALUEAPMPhquJoBbrFexuTPd43gInA8vKhqXTJeiNiObxObWdZh0kmRyTPqpOFX8kDPhTx4zhDe0dCZIAfJxRCTPfxcEIgwITKQhxIGnJETMkgGELbRW8KXen/hwRcyhG6hEKXeT7GPhlkiFpMiKqgl0hSpXYUz57WSLe5mwyChsIL5MWM8ZxehqYJfOPSLuL/AwwmYhVUAU8C9KWQN/Fex0UTwiPEMuORWRL5v+WZICkJJi5DgH5s21ogcrUqoJfKL4gbN75SDHISYkKXwJxBM5Lnm1M2MKXwHPllRf1WCYJfMDUNHl75MzDpCu/OPUQXONAtOO+hmkX/AL7B62l7GeYJfPkET7AUhrrGk6i/OaqjzSf5MNlexzVENST/M1YDnP8wxEIn5RbG/k1cOGQcXS35rOGv2YkOuiqBUWQ13S+cKUOrwrnQUh0pnlZ1eEFmQAv+acCJj607h62kbgDpMfRhsHNKWQnFkIhMfXEodvJIF5txphC5Ad6mAqE4A2jvwsXGgcvfI2kZDIXIS6JwRbsyeMZAoGIk2hQFUPBkRQb2VomAr7oK2KDejqE+R13U50QgvS5T0LwFuHFp5C5D0kt7GEhHcm+hygp8kx8N4h6qN4FdlGnowkKWEwpOUFppQKwQlOICegtyE1OOBqnUmYhygvBJUgsyQcZMsFvDDgFIeBBUhsLR0P/C4Fk5mX8KCKDe1OE4pt4gYEngslsw/Ka6/gtH05Xh62P7CC0egp347SLHa8eMQFC0NNKCkLmcmxI4F2RjcFXGkyRC5EGY17L/AQWhqZtAsIkplNdkSgpYoLoQMhkfin4kQoxUvnBr5kJGSJe8L74afO/QOxjsFHhFyEsqOmZPKF4F2dS1xufJVE9QtDiuqPRk8CgGFQggMFJ2G64M0mgFHhH70AmC3KJMVAFiwp0seG0l5awp/aseNmF+lDnx5AtQ07Qtpx5TP8w57xcpO6OfRTSHIFJbWOFYxByJe8NREOfJ2Q0bC6FlQnOMplNLEbwo0o52Ao2CbLWFrklPcnwrLYFZOEFeDGBFKbksFqjGaBijUzMXQuIYMVE+FytAB565EvmiSNmFyUj8JT5FyCvQo8MpMl4FKrGrYnjK64P0gWFMNMKFEyhkMvAoSIzLFMpAXm+xcoKQ4KVP24UGN5wZGJqFiPlA4kQvlUZARr5kRDW55OF+ZMIqMCbALbhgooZYywpYY1PA0FqZyhsnjLx4rtQWFrbGzhw20EevAq9YzpHSFrE0iFIIUipUkJ2kNAo7cjdQUh1EnlUvArp4iQmH5R1PNFbMhXYPW2PYXwnNFYqlfxSyDl4u6JSFm9iNBvfPli//P9ijbG0FqbEdQkQvYkNRhQFF/WDFEYVYFj0NCFuWW5evfNpOlIl4FKZi3ZPWzcodDQWFjohN5SyAcY2dP8wR7HFmvfPoEbdwzFRAWm2/+Wr4uYoBiU9QUhTRmSkSYpJiuqP/yKNRjFemLcFIPGhESYrAxPgvukVAyTF+7ADFDUlZpKQpSAflKQadfIWF5TilENYpTk2MIFSMyggFjUjg5PeJ4UC4rSUOlOgQffECxSyD4YgQsIhQFEvmfuOzFxREyRQFEE6Zgob6X3MpoW8ADF8wk50e4t48ASgUhzRADk94s9YuLCfFXnUNhVoOyRT4rqp30PE+dHBQFDCRkR4mHM8AYqM4CqjEhC/y+JKAqzUKCO0gKrTMF+lDvFUEvaAyHKf5SvkOZ2kAx4AYoQMbMnvFUoT6YT/Ksa/4oGIsKIUhT9F88BEpFYmGONASpTbhC/0mgAYthKMFJShRMDH0FEvko1cKJgvrk4l1gi/FNEF5cN/NHYU8KJgUxDcFtFgQFTSHEwsLCAFZlGu494oUIk0hv5g4Rph450L4ckpzmzENgSz1Akl7LWxhuNFI5PgthkK2OJo1pOYl0qXgliPgsEFEqGiIErzIYdB8FZnKslCVEKs3ovmYEhJLid9VwlKCmCJAukkE17ORG8UN4FTyMCl0gmsks4sEETRmaBgdQc6IUr1MlAotKVDEil6Ly3p9ovh0w7IFSaSjMFzTF2EE4ti4jgoYYiohCljfgMha2AoIHELzFDKUcFsMS+gSYuqIp9I75+MjWFsVB5Q5QokhMYrvquIr5WCqP9iF8BKpKnFgihopcGtyJr5iZlkF2YXp5HlVuIXQrqxykr2FMI3NFGnAeqeG1ikfkpqSipAGlJIvsx0OmOkkop/aoQsjJE+GsIO/Bmp5ODBCI1Io2/GlBFENEuCplK+gZ8mpFODkoFhRE3sYosyQVEIy2MRCnhQYIZEnjKiYJrAJFARFXZ7MHImkUozqkkINaxzDeFjalxFDOnXFHAo+RplKNKkUtpOSpGRljlIGFiXmXJCFgg4vArKKjUpDQU/FkFhyguFyxkdE+MuucU0oX4z9OuioQU+FAeVpl85WrMnjNPk/+hSFI1lJ5FG0auawoExMwrN8sYFCFN3hvowIvbYvMsecuItKo1XF4FSqggiq0vpEhovI8ssjw2pLTdR3vQQQwoum45LgWFSqhWlswq2okCIAFhhEPFHlXowQspa480tz51ChllXnmXJUxRNJ+0S+gRfOPckUosCesqY6HghtlkulMpZsBQUMssCFkMp+4n8h1lc/HdlX+wkKKQp5cnUnKFZHXxlRNADFXohTJCwuWcqRN75M1gIFKnEMsCcuZxMos9YxRhNFwCl9FyfhyqJopu8awvDCgTl75mcj0Y+MulEWuO36slhJl2CkcF7wiJo+MqhcGqntF67EjZYfVJmCkLWl++LD6mgggFNujWY7cpcIjgqjKqyLD6cMGYlvRGMhYfWCBB/KWKtcsmGy8qv6+MsyYe3Jc8XrBJl4BP7lyo0HlSoRt0OUvVE4zKpS5RBilSCKFlazDCl4JItsOsvyY1go7cLhHeledHXYw/PSUAdNfepoQgFLzgVp7mFJYyNGH51RGCJmkSfof8r0kY3LfhvLVLlSp3v5qnFE5J1T5+x/KUkbgr1SyRKXwUoTopTUotMNMKX5nsUg2+/ElJaaiIQlsqMCgagv5+cl5FmG1XgVCvTp9VIWlZWlf5uygGl0HA+0LCujEFIpwIh3Gn5ZREkktG3M8FPNIV8DHaFNgkHJr/OokTcmRldcrbhWCu6oplM4cACqXw2fBze2mxfqXrM0iyhWXJPqyXZgCpH8kovEoj0p1lUoW/Zz61YIxgoqy1fJA2b9yosd+EFALqU8ZbHEEYAwox8plN25KIomUysKcViKikaTAr8MgWMzWbrwp5ygteIetJNg90kNFORxyhqKzkm1Is/Yp5JNgZYlkFqrHBFytK7BSaJSFwMoRpGHjWFGoKZI7isDIkUtWKonNHyrcl8R3g0oi7ipsEOLOiGkAycVfhiKZAugIsZiugCkDAMlXYNCJ/jOxpn1P3FBCA5FTZQF50CCcJzwvgYUZNQlESXtxz61eMaksrGDUklF2piwIr4uX80210UIelIl4rWDxqmx84nhNxo2Rn5lKFB7kikp4qkotN4sSVQltbH0pNjGQJqEs1o7HHul5JFWR2kGhEuwp5kvrlIllgzm5swqiEAktsYWyh9lLgybxSTwpE7QpT4KErYl+31bGacuySQKucYg1JNFLzHsxB8XDCesqU8aEXvFg22O5xoBvYRuKoSrjCAFxDG25qErl4KcifFdbIEl5HC+OhYsqUpEp1iuqK5upYlmVzTACYdoEXca4vvF1mjllk+CzlM1M4Ss3FlRqz1RIHKt1EOCJImXBA6VBEXjErKu7MjQmFVg7GlVeJDblqEpAs/QmlVffiURnCTMY1OO34tKo0480sQxHzCslpnRo5k+G30iYuVV+LWlVltCZJ13F8FXTmlVzWiIGHKoQMDjmAhyo1eIzqvy4AmEaKN1IYlh7Owc0qpEocCM1VNAjYhzVUIUuqq5kOCKZBq5WdVG7k+R9DlZMfqq9Yedn/BOk2TVjzWPhclAPSTKuAkf2MXGXrG0lZ4gpZYauVZeiqHRZbFogAYXD6HKptIpar9IOnKHRYqmjVkdDS4HKv2EgokYhKLVpVG1WaBi4298EKp/4DpjDVoSk6k94t1ZAmEt8RIj9VAcgtCI6vI4sKvIk0WhHVCCI6VvRDSV7IKr4xkJYQdogMhw4g3cXrJ3VAljnw7XkFM94qo4vnN74iUjXVUTE0pyrmxK56v84WuJ9cvpEfVfIStVFrDOZsMF8UkkIcQkXEfVd0pPVDiIUlqErfoiyDv4yDjXV3Bitx3KpWQkpIkSlVOAh0k0PVXjISI0qvkIa6qR4cVJ4g2RBnVUdBg13BQbY46ri5PgvmQennHVIoi+VBdQVMmxL4SwSk4lcYnsla2k4ZPW2q4T3GVVslgI1eDkoCHKs6FPsvhM9kq/U13B9lhjG3V/qkOIzwo/4TpAxVitjYVn1CgxyKtU690p8YnkroRR42RlJrCGVV8Q3Y9PEUVUDHslRk3GFhyqACtyuQGKVMbU6TOeVmNOmVPJAIl/9PypYIQEld4FZhNivsQSkONgZon3MNism0pEuY5OCtPyz7A2VwmJyVsHg6V4SPchqKzw09ko0oxGnopmZlElFCvqpQSso1HSvWVdoqCVH1FqVggj/aU1PsQk2IF0PsympVA1OFAMRweU1Ix4OnIBixpARp6vJaFxh1TlJFJREmQsoYRDCmpRIkOlwn3/JxbGVo1IqE1KFJUIBIohKTBIP8nLnhFIrnOhI2q8c70tXoC6MzWPE08V8LCHouiGEMN0qTYRWX61iTFRl13AXp+FMfCucuucSWsraX0C6FLVBo5+FMO4//JOGCehApytB1I9/P/AKNMi1I0F35UoQI5CPWvM0/NGgsoncVMCGEVQ8Smh+VLYw6TLTUDjHkpUx0oJKUOjUysVdVCmyvpA/M2kxAu3+5Dnz5tJBCIHIsoCIbAH5Guj1Fmsh1o++Mqi38mFFkDHp49fOIC1/JOwWHBqpkOucIZ6hkVwqDkVR7iIlnjJkKXKItIPiOXJT8kiM9fKAYkFIy2psXwVTgs1Y90rk46/Pzp8LE+FDDGHZS7xUeFG2ep1cJT5UDjpFcyNF10nFyydIs1YqKCCZrEGj5K8PCZaEJbRUTKT5rkPQFTGN3Jj9XmFEKovg9WjN1U3F5VlYzkkFdM4UnpMt197h7pRgXAqr4sv4edPJ5OLMMlGKgrpblJqZuNHai9DIVIyYtmVXQmmhTtPmEoQguVxwgrpFUirpHmrp4ibI9WmZl9Ktquc1nao9Wy9j9VtJ06ZwqxxahQwhVXXGQ4cdPREkbNxoRLhNhkq3oWleu6FjaEzplSg6VpVCTYmdObMz7Nxo5TlPpqqxgQJ+K717TmbpQZiKZXer148jKeUgkguVsLH0ZpCsBcdmrTxUjONYz9NAlUerbexHDt1gLHxxr2xBq9kqTYBbGZp5YwElInJRpzVDC0u+oLYtdPx07yrs1amSwZOLislr9nLhd1EykD+rk4l+s7ERCAIlUxEnWQKQ3cHyoKFGMJj6LMIf1wqCYJhAp9SX+rtUreJj62NI31D6MXxUoh/4X+pTGCBphoIBtIaqBqEYHSqM4EQQQN3+wf1p8h3xhAoRFBEsrIsWqQJlg1mVFClqhXyyKY2AluVbNAaJ6AufYsyr7IOUN7l5yohVefS6htq21CrBuz69ZLSoocXvFTSin85BKIgc+KviB0VQZgQsmRV8R8IyssR28DAxVmcm4JJwxVYAkp1YFBCkZ5HAz1idGwVWjN1MRarspTBMqisrGMNzJDopteq8crvLP+zJGvpN5SPkhEMP+DoNtpN9HXFHSXZOB9OlI2sjEhTiQVg5cKUoDbG+hTiXfqLDKwiBPWcNq3mq4IFN9I6uNXAmWtupCAh053NFb4ctPjSURoQGwos6CeivCS3NkUV7wRkR+FEbYWyoq2F/SiNsjw+xDMh44zEPm+uqGOFh3HtpsGWi0RfP844zICE9PD+xf4HhE2MICEUxQgFI0Du1fhsTg+XB8FIVgDpAQnL46CuW0FZKtSVfEKl+txQRAQgFU/coDUuRoN4XMrtKXOuGNSJKWUxEraGURrMoFE29FIzByJAQgd0l0qegPbQB5WulcYV8tQyhsoL4XCQUhx2LOZxtzsW6GscYvRuVB14WlVylGShTSD+GbGGPhOtyII3xuBGnasnwbRGHUURvpR4GtkusXBCNk5iMM8JuI4lUoXM4Qlog2Llw5sJowJAqvzpeklhNvlBwVJk2hEhsIkM7wmaBGE1QKsJq/UmjmAheqDgRgtEeVVJtZwJdVpNCHLVVVjFWRzJpgmaqrAYwpOZNyHE+RDiF+ASJsR6beyA17UTSksJqjcLuOaco9CWNKFCxiWJuxGPMCKNHbld43qpBOxpCiNipq+V2/AileppbJrJsiGepp8Y9KvaAbClqN9T1DFUpoZ8wRPDQ2qlFVR/Cn4SJvjVe3Lgm8xqiNYWmFOQGolJbPM5hj9UpECqqAVQzM4Eaivom8YlIRqFUaRk+GT47BhDhejHWY0qq7mFhNvAMNkhNlblTpnsMiMiKlTNMyjERapuIFlP3zynsNYSx3JFwx8yGZ8fj3VtJCIGK+IqE87KA1RnhdCnsNJahUhbNYLKaZr8VKNkuHFYH8PyYWsxbN8qh05vzB1YdZoQRI6Mm49+mlVv+Q4Y7ZoWSZipFwwsjG5vzBccc5um4UGPXN5EgLNyAiGZyxhgQqZoyIZzN+YLsNTNg9EmxZ5tTVPly+16jMm4KMwVVU6Hc1Z5tb69prcpi5omJH6uwo5iI64lRitVLaVIR+Dn6pk+GKkNzE/NWZqsV3cN+YDejDVxsylRV9H6iCatZxy7E/NfFOzVs/k/Nc3FLVXrRrxHXHF59qHEKvDCwtIVIJGOBF/NJ8vOxamu/sJFoEw+0QkJ3jHisnqLd4hCnbNsdgMh+0U50g5voEWaNxwE4HMRORHTo5aK80FPHLNqdmPhtVGsopCK5p17NqolCvLNRhmgRJ8OilfeK5CWHE9RyziCRSZqvZnyMD68syTNcGpwRU627kNeJ6kWZA0tTvD0Vcv2t15aNtew7LFY4qs9Rg9HWNfo1XZ6BLCxURvB4MwpuFR9OGNb0p6RVOlW4bcPkOCpjotKDx+0sJocYblsm4J1G+NrvHFq5aMcYxbAqNOmtKNrOgyoNMN8gSjE7leqO/1URr4he3P9iIm3ytgItlRQ+Io5SJrFqy23AoBtEqt2XQYx6SgIiURuFlgmOD1ZRmatdSCMxAxFQizVuKMx3KviSDCNxKBU4U6mLoRUdGatCIWLRKuWFkzVoeYmlIPiTSnWNCVFZJEGLX5mVu7+60IIxrtBtN5EAI5fKpcYAkqyq4dFIxbKixF3uGSkLuMoQW+ks1kkTSkMmJt0khtutEpJkxfmNQlPhzhJdED8U4TTet1QuVRlHAH0s1uX5tmOm4K2IKJlRVsxoYgAVBRPu5tmOhaE1o24BkOpJ9AmCteZBBUnyI6S4aj4JKBSJ4yWO/16JpNghKlxtkNmrhHSSRJLuNXAmZiWtXwnmltaQ6OURq9IFWNU0tpHpt/x3Rt/qhD05Js0C4WJQoSHkyNp3BNVwYBzaNpvKIb1MGxOA3H4KVoxEtECGxZFkONDQvWxJsCIQ61vSq80uqMfXD1Ndoj+xSRiOEnlqR4BuMO4e3WGNhRnaRNdC6YnsISokpoJxGlnRxeKWHUsqOv4CVA/h/cM0pHeiQY5Zrso0QsMh6LEOZ1/C1xTems07ZvjSOCovO7GDYtMjjJxEiwPNGfHRFF50OkRZu0p7fIvOAkgPNlFojtxxVotIOKUYkEs5hvtH8sFIJIkIfJDhpFT1FCjF/Gv5vY4pRNfgjqCREIcIdMckkztX9ByZ7QBlGmdrYIRjPaApuOtOFgqTN8LB6RCjAmYlUpRS3XCxx+rBt0SJt5JIOPG6KRso4NCuvQtrL1NIRSotKfiKZzJsuYUONfpJNoN4VSShxz0AVR/1zmJIOLcoBA2GNl8o+xhl3pI+VtoIMGqjMXBCRNwUz+xj+l/l9NuLIH2MZ4S8nptbEj8p4aAlJmxPcx/81qxtxDsVxsBLa2PLFtpoXCE94tFKIVL6Nj4islhOr1FvkBms3EofAIrB8xl12K5oGvowMGqcSGlgQtyukYMyWJXpZDOV05nlog3uHskWmpBWaQu3Ruclz446oiCflMDo6jwhVvTCLaumMJcuyrGwDmQ+QUQiY1kjEPFGmLrq9DrNVMmNImRat6Y0nDYxa9noddFQYxtkX71tLFwNpGKoGAdNhg4HUPRSJwVR2b2HUZDvhQVWNA1/EvfRLIHTckDvZo+aOr+kDvr4ZivAoPOlmtKjU9Ra7CzIzVus0nuNw+zRk3tTVAcJEoP0kiUHytGumitqrGOYfjqbkvFqRJSpqV8bUk9RdLDg5vkFkGulofNbXMBN8KD9YzQPXIIzFzFqtAdOnqKqIL/JShmWLyEZVqT6DLEON0ojMV6BMy6KNtUUA1XLRUW1npzJvRCGloVS3xoko6ZAstoYmadyZBNhJ8NCoX3O/t8NCMtxSQSUnNpoRElrFEkup9N7RD4pE5E2CPpogKYVrtqzunNt2ZE4pJww0IqlvWRkJpvpa1FzNvlF2FmkWu4cBIqMV6CXwJbRttKlzOknCN8cQUgztFCNhi2oxztqdq6ZjcoQtbWHqMzrJqM4zNNQ0HBjZBvHGYnsNgiArGqBmTDQKnMKXJYfPygEQSaZO8jsmXTL1qg9tEYJ8FSZxQnWtwppGpTjW30HhroWWblhdX3BtNxgVKJTjQJKnNtDipLSyZxAXSZVtB24lzKoUaJL1N5TmiFhLvukzTuzIpNKca9biRNRfFJ41QM56NTODAcwp+dG5SaNgtAlY4rNBlK/HBNmRlFdNjGypsJrk0PzoR1dTv1Yx4o95MzHWtSTBck1QI1BnNqStWkJH+utCVNVSB+dO7EJNwxuFM39Jwqa11OFAbBbJabJEeZxubt3WILZbvECpsTqoY0nK7YSiPLS73Nh51RHiNJrW0NBrMOkPJpxYYmINZRAVUawxpVcl0r/CZluatqxXKRb+GMh1JPTIRKNREfBPId4An0R/BGCJSpJ3YOSLoRgZIElZxWpxh21N4yDpTMlvITgJMRVZyulnVnCP3YeQVQleNkoCGls6F46u30rjo8IJrE0NRLmVlwoPpcrOs1VHUk9RYamHZnCUGYkJu76ITRUNIMl4t8gmdkGKuAk17Ir+uKtiKDGPVEQDqvi8li6trql91Cmg+ZpGJxaIhs0tf1q5krFtuVZdk9tKBXIkfquLMJvGSxfKTG5RMDdCyWKQU8rPEwkRhwRWunXVikvvx0tpZZSVkUlqihptzVXB5xyp+0zQLIMPlCLV03ENqBONmw9kuLY+bI5xeCpg9K/DjNCjGgpeerK819vnqikqdkBuMbxFPL2VBCCWxAlEYN+Ht2qIOJBkV7AmVWVSvQ5tketU6HRlFILXYbCk91ATEg9tvUOadHpgxIOJ7aiTEo9Xysh42NKc1DCVAJewMSEjaqBSFYD7VzxHV0vmt9ggmOEIl6nw929zDV5qEkmJepEFyFsmgBbEUlyzk0prlCq0vmuo8MGsIcRImQdWFT255nA6kVntck8aOhQtRIuVMy0nVC0LcCikoQsmGN+slDs/Yj2TnwEULJEiHtDQestsuFxJv1X6jDVqWQIN6YwC9dCOT6BEt4xbnt7YMNgIl6eTk9ufCR6qEuSCsWvtQm0nAt2XvhocVI1YIRAM1kgnAxl8Dm4IhucVBkLgqUAmq9EHFq9Q8XAEyDowJvnIDCw9uq9LxCzVXjI5h0ktOwk7B69GiXXFUhtzCK6r/aIhvfqldrhmpLT9V4it51yFlhJvypqCiyA4sBw369uGRytTFiTEVkqXIRejgtAXDHdp2EQssqJosk2K3dULjgttpFYNjoRbVgQp80IhpB5q3qhmDuhENO/CC5i3vQYc3tU6z3vqICRDS9UDl+98ZQ+VOsya9Xb2k9FCktt9qHsk13NuVRNFJpswLC4Cmutq6ehwtiFnw9sBrDVS6VU1DEjQ1cXo+mcHOJosEWO5xczjE94vM8a9Ci9zNHJ9azBdFPrGGgAkp8ogZKi9OrT9VcbAq9yTvqI5PpE8z3sLqe7t+1h4qBsh0jZ9WBBh1rlFjCLkuDQxMPOBMKtmVoVFLkYaojMlDqIYXTA09AkF6V3f2dgGnp4cLktOIpRoPIK8onFGMlO9itoBJRvroSelwBs5PoYS17OioyOOt9mZhBx2fDno5PuL09JqrtlYmQd6Tonw+EOqYLksl5CtpydX6rFEudH1t2tXJ9+IXttgQBDYpEpT4QXIgMGlFS1siS/dZiFJ4syriEGsLFtt51exxNB4G7WLTcQxst1eEsRtEyjtqAkpxUXSTFtS42D9QYid4wNuUoVkv4IsPm3RRjBBd/Xq6EedpQxQMzz1Pq0PR+nCp1/Xp+aXVvOM3cmolL0D+tcQkMsiXpiI8Tv6qN1rYUePvVBUdA1VodHVEYVphEJrmy9D1hHdRtgM1sdVGdMNg7xhXtHoHFsTgiUFa9+kgR9KqT3ds2U79/bs5AtPPkN4zHid26VU14QgZaEoK3axKuwcXTqAN9WiLVq+iUti8sTEi7p8ktEDplQZgxV3gvmdwElhV8zHd5wlsyUZ1tR1CPrTU/ZSZV66toRQDHeqtqp80zzFURdIT8VidAxEuXsjIOgj9VsYul9v6xzm56ud4LuKA5fTFmV4EUrtMKh3YwfqJEZlAXZpYiGV7mMSUFbPP0SJuSVvOtMCj9UqtSasy5eWo1N7QiZ1NALLs3cMtgWynyZpoBio09v/4X0E1dJ1jeN7QBW4uXLPEvpBtNTJUqZY8lQK3xt+i8DISZm9jVdKbsxZZjRfKhxtvqugfbS09pt0ZaJDep0xVZgtCZIHNKqZlg3FN8NCMDuBJTkspoCUd+0BmlZE3tP4XBY+zKk5HLrfFSgZxYLLiVNNlN0D2VD3tNSVtI/TM5FJMT1NZNpSDODw6dfhkyDffFk8wxtE4McOwmGoJuNcHEYDozJ6qGpufMNgaKmvtE8t/GlZdufJ0ESpq4tDLtNlqnFmd/xB+d0vHXFYrDBY1LtMWgMpDhbElZJVTImaTTPfgqauHG7L1zNBERKZZvnVs5Zox4WyuHGnOiGDyTtEgqTIFYFOMQtgAW5dl8xNJTemRxozOJ9QFpdKdLLm4NeMvYiLqxZ8Ps9h4zHyZ5UulIH8NeDS0MmgvZPwtAxM0yoHEbNjztNhEgiGVMFvF5FcIy0ptKLtwIaQJtJSh5RbBeY50Jj6GmkYFVTGHU7OIoNNhBXxFEg/9SBOvMswcZYCBsDUOwZt2KjL3hlQhXxpxENEM+IjsA/sQo5BHkai+MJx9ru0k0HJJWGlhxZJqSfY0BvClzTEONI4vrJQQSFdzjFc8RBowKn1AqNUfUXxbKgdZeTuA1jSIZWX0JRtzsivxM+LZo44vlDltB5xvH0A6Ioa304Qm0Js2HKczVtzC5pOWQeTM5tIejt5QnydY8gdEYUKt4+OImxib1v+55obSmFhLP+5RB3xZSQQMyDq54lvB8JPMFMlF4FSigRIRtVkuGG37MLeFoTkNoNxeYgRNW4SKovAGlHVJ5ThJYkDtRMpZMEEFoCLVIVinpRLyv5nodBuh5M8NCfEzDVRERhFKTAtmYdssKJPukmZLet5WJmJOLF5kmYam9bRL6IYmp4sEtIptbnEsd1mhRJB2L3da3jaI6xPiteYdGaKJJxaGBkgdyCTaJeJDJ8wxtOIEHDaJQZlgizVqfkNoYkMOmo1NcnFkaSxOq4WgkjdMXB4NjPCfk61rfWwJOICznq1DT0Q3wBeESUwtqIgLDOqMjOnWtLBlfDnP16dktgRkGMMMuOIg/D5Ti2VFcK2UUvPlD6/GJ6OcLhxnNolJNBorhIRCUkFRpGmoNNFMn1MmNJ+iFhDnvWNfrCeWncLIscVthi7kNfoqnAiDuqBRYpsMZYVrsla76xzhzCg0JOWThEdNM/oAJoZDtDT9xFcO1EvzVBd/4AlphF3qITTNtcChNjh79ARDRnF8hkIaKga3MXopxGIjQvHTIgdq+E/4aHioFiLtNfj1hc1I/xA8zXwScL0sFFutDukYWSNztjhHyLwtsIcVoNBjYtxdAfDMjHqIqlrtc0YZuOQZgEt8UObheDiyqH8Kn42lBzhAeXdFFsJMIN+mthbuh2dLRpVheflzNiFnS1FVGu4OROqMyTm/xTp3sUszopIgcI7Z7prr4NkcVY6DL8teTkyj+lD4xC5h5GRcNW2OxqZKRcLjE7Rs6WTQlNhvwHxFJ9p01csorh7olhGWodkYs2raw0A3ptXTnoZGZukkVobC4pNNAj+Xu+NMCFKqpsMbMehu9w8kR9JQ2Pf9kDsnSYxJQdd6NtVDfu+pYehMD56stopJL82vrHHVKZh21fRppe46vG63+MQdKtisleLD24kJK4eAkvzK9DNgod9SY1amNbxoRqJot0c04wJIYkgEHbdSns7DTvE71wNERdFLzXwhsqutylCrDIorkxLDse420YFYJUehjporaJFoFkMTbr09aYcdEduqhcK3FeJ2dQujAzXOhhBXRoHSp+oFrCdJ2NnejqGh8J2zHO9UDQ3NjhNZMqjpqSqnB9DlDGUI46ucW2YbsWnDrZUOCl4+WctIlN7uz1ZhMZ0AseWpBMboRZsFIl4lGniahIKQsyrSUXhUUJuJgUdrFGUoRoc5kTAer4+JJLi/umXDY3mRD5BD9ISpriEzIxnxI/MjZoRsM86+JGg7mvLSH/ANj6gXlZcWKS1AA2k0KVpuSgBKLknhKtSNSHFDZV29jk5j64CBqiRGprUEHzAQNic3qDS7Egptq3toY3MftNhHIJGFKLNlUJ/1KG0+pz2IvoqDP44RZsqMCRJnxJdXstR/BPogBrzIDoqwthBOao+Mh7NfdFKNo+SIqg5qNSQXKee8hgEtsjz+N5RDBDXzCOEfxtPc0Fq2IX2tVNgZOz4/zr0GrJvDKcCIiMHXHhNIASN5LDCdk2prxRs9PxMhjBFNsl3lUnQbcqqpsoCkyKp4RHLnN+siT18gPmErJsauxLp9Wp8eQRnlqn8uXpFwNKm+NydAhmwENbY7/VKDi5jnNEHCxt/oGx028Yg4kxO/tBtmfjp0s8tKfjnNKrAsJ39omYk5uds9QeIYfFJFwudH3x4aHD4+JoEkvjFKDSuOlVvcVtj1QfukWCdklxLoFEnturAGdU8tbqVZNEOjnxmh19IrJsLMeLuilPgrjE2zF1t+wgHFuo3WtuLFyi8Yqd4frufYqAVYF1zihtevV1YwkO/s9oe1MgagolqCAYjgtvbsFErpC6xp1mCPo28f8ZyDgEqrl91BtNk1BVsCKrd4zTtQULuMp2GmhRtevDClk7Fk5flrfw7SKKFj9RMTOvJSpZYhmptgMqhPsrWYQiaXiJnK3K21tpN+PGU1yxg1N2ogShnjIlNTePONfWv8ZOpC0DMXFAZF3XTtprt9N/5P/430dNds2Wz1KJFJYz7MQdqSpAplAR5cmRrAYMScl8txK1DdiODpVDE4ofjq+EG+HbIa3L8e+u13JyEr3DKZiS1VUDEYz9JcNzvCH1RFsgdtxi0Z5TkHdh9PchWipE5xGr6RWDLMZtKt98P+vWRpwrAORNF5DMIDZjxKsH69ZL/o2+gxVRZT9jrxDW5W7uKmi+MachPt7IIFnFD+VGXiXBvFVBsZ01QToYN2McAJLNyP11fEphfoI+sBEvxkrqqpW36mQdPDkajAAx5D1Es8d1+KTYsKqDpb9NX06yYuV2NJ/RVK0VsvmpZc2ervIcgYM9BlXFDrvGCSluoo0b+N6GEyq6cNBOliXseWVKXv2TulGTDgoGS4+yblM6fsy6ncu9edITC1J7MRh/72AKluqc5P+uE+WEqVCeCmZDZYlhVddgZTIJJA1lurk4Cydike7u0qpcZbJwpMpoYIXFDzDn3xlNB/t5BOPYQeueIdXF5DQdrjDJ9QMFiO0WV6fupDfKZLqcYe5TLDP0ivtHslnMvkZiIxclB1uTpodJX9XmmyIu5O4kkxKAo+ZqdpDDH5DqEuVGqyCH1SbDNTISKsZpxvJ9a7FKJM72/oCWry6jUdaTFhHJ9RLhBhtepQQgVKB03BgPpzoePJQhOQpTtIME/3s9TWlGDpBMXsk5Pr14QyclsLoTl92VvkZhqBnCnqfE5ydKZa4adXgkaZvKOAegQ0dALDWqlPcqWt9o0QubWmQ1j9CsGTpAcNj9b+DO13iKKyQ6alEbupCIMbE9ToVFUFzawCcsguNJ5cO8RmrRClNuhHTlIsRxw4ti4yGPnTRwhala3jzpVMloMGYqL0/VPnTKVEilUCsGj3iPI8Tov341SYFMsViyVFImiJDoEOksgvxEq9OtqfGLlBN7APpkRAhpZIsgYN6ax0ZXj0FAklmWPOxckMouxsekl3JG7rOl1kt4oCGZuIWWo1G7yffTsAl5lkwcfTjXBfFr/L08QSbV2FYEr5O6OIzwewk4hoqnQ3XBt16Sj2QY5Ls+fQIc+2x1GgYom/eVxUIWwRHI9gv2rAzG3QI3GdneBJ04zzuUEzoH1uStoi4z4OkfeEmd2+ombnFFHzv4KC24zI0EY+OQjs2bGdlELn1WeBH00ztb32OIuA8FJRBUzeH0XckSxUzmH1eO+uQxO3GfbeUZz4zKWzEzgXwczIBzYzUTF9mG8Ae+ihDcz471kz5PFtybGY205yUMzdD2IIgWYA+smaVoa6XCzm7x0z7qUCz4mbwmoWx8zR7yUzNCzczQ71kzaPzCIbGcldVsjwmfGzYzKHz1OaWYaSRWcszWWeSzlCFMz5PzOIRWZqzUWZuo5WbY+IWamoRWdtcJWep+U6Vyz8Hz8z5mfkN2308z/WcU49X2szcyQSzzmaaSLmRizl32+eIPxmzK7xw1XTkEIE2aq+mjTzOKWfq+KxTkWGWcGzImYXSPWbW+82ABIomfIKeC3mwfPzCz7hLY+62a8y9WeI+S2cdS92bUzWLtNuzWcUzU2ZWS7WfOzY2Ycoh2aB+Zme60AmYxt/9oKzXGeWNLWbkzB2fGJov0XcKYLCzAbBkBnmfhzcqHMhfWc8WcqAC4qH1+zdxExzFWdYwlWzxzN2dZ+flExzHWdlOt2eMWqOZkzF2bXmqOZvetyX2zOWYQBgXyZzCOexWSn22zdWZBzqRIuzfXxHBl4KXBgWekTrBhG2QcCKzfpH7OtpypBEbxpBgufqBTQGFzGL0hms20aQEuZt4ss09q2LzCuT+0j+kV2j+tjwyS2r0r2Mn2FezL1+e7q2/F6/H5elLxtWOsYCYNuc4uDKzeEdwH5eaF2eWoRBAuHkKIeyHwkTor3D2Xy1cYN1KleOh2eWQeaSA/LwVecq276CSn5earyyODKxpegnyp4HDzn6sJJNeJuftz3BAzzTaytzMgEteBr1J2LjHsWxuabW65F5eraVLz7qxj6O8mzzWJJNzNec2k+r2fCaOyQJ5DkPS3uc1BYBPIUGpA8hDzzBWFeYLzxL1j2SeZzzpOysozTCHzLr1r1EbA3YNuZNzJQIHtbubuNdayQiXUH5eCFwR2rfKck5uaP4ql2p2MRB/AAuclQCudrwQb3CVX9CTe5+e0JTaJ3BRQK9e2bwvzhOl0+1+fSVl+Y0eUjy1Qhb1BpQFCTej+YJpz+bvzTGf1z/QMNz7cxw5AoOrATknMO4oFV8Vyz5zayXALJOylB3Ap3uiH0A+qBYd24oB3kAoJ4g472vmH73GwG8Bv4lm2w+EFWILde04WnXSi2smfso090FA3QDoetBegLzCxRI4ewoLMD1gLk+2ILy71HmZXJAe82GaRNK1gLie3mwex1WISBZwLUoN74vBYILUhcA+GkzXug7PDBszmqgBBbAY0OwJ+5OYILqGgTBSmYx24oF0LjxEOmlV34WbBejBV6tl2XBZULhK0LW4oGs4Sn3Q8nBYfJy2dkzaJPxWDBfq0NYJkL2awYL5DmHelhYh24oDo+ChZZA0qz8LtazwmMzwIL/hdkzWOawLj7IL2BP0w+1D2wLkRfeR5PDkL6RZ2QmF2CL2RbyzfgGPzqSCvBHS3fq94Czjy61JBtMHxZAKg1zz4OKLS4IYL+LlxQFRccui51PmEx3NAlYzqLH+d1zEVw2OVbzbmHcG/uneRAhEK2GLk+xrKW+gEzdQiOWUxa+zNljmL3SI6zYWcWLTy3HYL2mxoe+1rW8mGPYYVG2Lcxf7t0BdWLG92goiDCFGo5AOL6xbauGirCzsxfWLco0QmMxaQeZxadN+zxOL6DwGu7xY7gODxxukE05W0NCd26qW46K2YDC++f5YTvDlARRfXQQucXoxvDVzcJaYKgBejwn+cCQ+BGJg2czVzdRRCk2ubdueIMPg6Ja2kfW3m2hJfikuJdRLiOH3E8JfFzVJaRL5JZ8wtqGZw2JamkrqGnoD6E4AcSHbA3qEiZMWHPWLaEZLbaFJLLJZCw/6DZLSGB5Lz6CswDyBEQbt2ALAxYNz8KQmAe228LBnPoLSpZL2smfbouq3VLkRbwLjDx1LwYJ4gm1zeWrOl7BsDQIezWj90X22Ozj7xNLOhPNBmBbeISpYrMnOfHuahctLgezLOBdRSLdpfh2wmYFQ/K24IeiBVBT0FtLDUkN2RBfNLelDeWS+F1LfFrhEMZeQLGBbLjQK3DLKuyIL3zxgeQZfN2oRboL2CzTLkRZ8LhayDLIRbiL2hY9L3BdULnKw9L7BcULgZerwXJyyz0RctLXO2MLXIHCLSpc9LbhdA+dpfzYaZOamshctLLpdlOThe1LfoNcLzU0oLdpdb2uySLL6q1NLARZxYsuwNLkBbCLRjDtLy/1CL6evsW6pfbWWhdd2SpZnLBmcOW1UGZWsZeDBmmX1L55YFBCVXRmiZfTLtyQy4GO2zLLFwHGYZaVLfpcfL5HwLBNZejBM4yEeh5ez2X5bmROVEPLzp2ArlmY3Le5Y4oB5fJw+RebLK5alBoXAbWlpY1LT33wLlpaPLX5aCzMxEArE5ceBxZfyFoO3O+g5c7L3BdeBEO07L7BcvLqZaVLrZZNOyFYTLLZcbLA4wQrNeb/LUDVgrPRP7LU9l0uzpdDzY41x20JZLQp+fDLmweIBM6362QZeDxpEAtMy6zvz+JZ0QSpcQ5XRZD0klcXOylbGQfy3kr1IPLe3IIGBGSRIFhwKHRyi23F4wPrBNX0nwtTwIxqBysrwGwzBplaeg4IJ1BjlbuuVzxzBzmxIFWAIK18zyMruGzogUu0rSflbOBuftCzeAqwBeytZOVAuie9oLKe2YvBBVePo2dlf82iVamB5mwirZ4lcrgzyfWJldhBw23MruVenmHfPMrLlcgWUkIn+woLM0bxCWQvIi/mAVdF2J5yU8vAICrDzyYuz+X/tEoJCLJ53rj0hwcrZVc1kdgKwx1q2ErCOCDQ+FP9MaDobE64MQqCpMId4bxlLcuZPzk6HGr+ZGeFZkmmrXCLutrMsWOQBa5BzGZ5BGSW5Ilx2IOhlBOzK/3ig1h0+zzOyOr8RwgOZ/lEB9UKoel1eyz3FG8qitmerMmyOrVR2er8GyOr0S0cO/nBMBR4O/2l1b9YvgOBrxB04eRmderTSVE2jhy8zMNe+rcB20k3ALerhHAEe5Xxur4B0urnTqmBXUE5+BzwBrn1ZFwn82JWZjVEBDiHqTCKTOrZABGrmd3aWLrBUegxwMeOn1JBjNfKh8x2Yd3v09eOiHxrU3H0e06wDeDQI0mJjzUeZj12rvQJALLGcGB+NdvtGG0GJfX24oMhaI2gxN0W+NfNug+25QD1c6q2zw8hn1dKs4ANVryAIaoLAJZeq+n6oHFEY2wMfUBnrFM+583OJX3yOr2VdtJkS1trGt2OWlCA4WiNcr+sbyFJcVANrvs14+Z8QtrOtfpWB8WJrWBMJr4dYpryfhVrC1sv+Yz2GBsb1OE+ZfxrpKztzZFxMBGkytr8den+lP1iBQdYjrzLDUWhdZjrJzw9rNjATrHewMWydYS++Nen2Q819r13yVreDjjrNSVUuLdcueNdZYQPfzv4XgL1rMdYbrxyy1reVYbQLIBU2tdbv+VxpMOydd+r13VNr0dZz+dEqsBydc+rrNRo2s9cv+G3iiOk9ZMBt4mieTdYN+Y9fzBE819J/ehpWY9ZLBjdZ7rj8zHr5OZtWI9ZX++9aueA9fDUdNczeXED5rVQKWJrNcXO+NbfoUGa109RZhLola/rHQM4jFnz/rJCa6WpsK6Bulb6LeL1vWBldY28fyfWTlYbedwKwBjtROBKwIOe0VbA276asB+DeWBxfzQb6DtoWm8zIbsEV3m7wJmBkdRtrp8y/+Vla++jDearz+FZOtDfS2i7i9rH8xYBsGpPe/c1IbwEODrr61n+8Zpk2zwLwbJk0A2VwKQW8ZsC2pwIw28ZqYWrG0sOSG2kbYG3IF/lY0bywMCWZDddB0N2y2KP2EbEjdFSJCxMbvm2U25S3kbthwK15W0rc8zys2UR25VzdZM25G2rA8ObcbMVb9qjPycbWmzHFIizK2eDfQbkizn6PwOwbSm3MrBdVMbBSwRBxDc0W1py6SqYpKWrOn82ITfU2QWxMO24uV+YW3CbP0VyOyIP8BHjfDOmTeCBz8dcbViwiBwjYS+lTeABnE18ORjcKWFjbfr5lxa2eJcXBoDcKIMDZ8u04L/rWfQ6BPTeAbIlfxBnS2W2yXjvBw50WW39eEhYf3gbEf36L1jwVLbc0woWmfqudRUIWidDVWOxBbjIB2NgQmZ2I6zedyezfEz4eSgOxsDszLpD7rGzamjJV0+ENC2Adb70wEQRxWb+me2biKQI+LzfQWRzkhBDzc+uOt08WwDoqzEUEMcxOXUSNyWBbSR2ObzSQhbDT1gy232BbDBxXSvmducQZ3tSJzcXcPzY8SK1whcDVftSEWYhcNzzRb0LfomdmyRb4S3DyWBzhbvs1ObGzYxNaixpbRzb5dV1zub+2RKOtzeTGqG20yjzarNHzbCYfzcvyc2TZb5NwxboWe0y5ObebmgltyqmV6zCLYBbmWPhb/zaWyeRq6SwLdYORLfiuOzZWSeLexbXNxB+2rYbCp4nsQjqXVb75H/ySfzJbKrcKwciypbVIhTqZzbpbVsjtbtLc4r2ixTqBp20yQLbNbeZy5bn10duy2bCy3LfFJBWw9b7LZuqWraZbrregbcyWlba31lbiP2FS/9oZbC6UAYuOzebcALCI8mAk+TrZabfQAsuzRzU+p+fcw79WocD3HwUi2B9Inv2+4p7iGbo1bbQRbZd+PgjlCijwrbof0cEuJcWrDRcLb1j20yjSF2IEdCbQC1YpLryErQtOAmbhgAtIo7Zrb9Nb8wVUG3ovbeTgc7d6LPNZ6QZwv7bvbZj6W5iGbvmHCgC7YLofkHgwSIF4Q4pY5LGmE8QkWF5LOLwZL0mHHbD4TDeW5nIgixwPbUECU4u8nZLXYCiwWwFPbClc6wUCFnbe7ddQR7cGwHJeXQWmHcu/JevbM7Z9gx0Hvbx0FdQL7dRwb7ewASYGGw77YvbOuaj5E5PrRU5MbR8fNlAzkPbRMTIEe+wnLhs9zBc5eEcO7fUphvDPvo5HdHyeTJUpGUI00fiscOhtBjkfkNXgvUJY7eplAZW0DETAUJY7dITO1W0BioHELwO0pnOhrlG58AULwOkEwY7ooT0T5eDCOeqHKhTDjnoMkNOrrxgk7icGfMinYb++5pmhMIl+AuneIxihvigl3Wk7I8FV80RLB+7E2M7uaxRp9DkIgvULweRCGgJVFSk1xnbQz0ROE8KckVhllBu4jUZ/GjMmM7P1AuGAxzgm1duM7ekmVO4Xf9UgiO/whlHAsiMLhzYxHU7D4TbMC6wxbOuOM7MGMCVTzw4YzndTIcZIXWEjQMEV0MqBvrHShGQzc8CXcOC2OpK7fHzf4tXZBOAaga7LqiISzXetN3acJa4/sU77CGPYACNWIUDRtVzFBkIWCQGOSizIpzXbMotIom7rOMhRfXaQRABLgOMjmSFC2zTUVGhnhTHRD06nbTUARA5pjh3zYno2a7+Gl5jjhwCNS7M6oL2kCVNLv3aJ3dss8DPO7XRF0hnVHXJO+PygR7KghzFHkE2FoGOlSHWRi3cRU6ibgOPOtSx33chtG+E1k13EgR4Pd+MC6yh73ykB75lh9JPeTkhtHYfAqX3h7NhPIk6PdipUKZ7yq8Cuh53cHCWPZ1YthHR7/4nrtf3e2k0Um/wQ3aqTiBIJ7DpnI7crSIGiMIJ7QYhZ7dvBX473ZsJO/Lp73pcE6pPdz4OlKG7g9CgZPeVgEukKG76Hu4JkvdXateAZViHM4eYaabuzNdbY5cNR7VITp7+uVVE1PcZ0ognI7Zma88wvZ8oisMGOLjmf4cBxTVDnIt7y2mpTmsnOsavcXcBMV3TjvcJksUIt7FCgd7e9MdxOvcDKqPv17KyA4hdvYNoreKh7kJHN7i7h/VW3ZDwUTE97ZmahDWPaRJWrH97iyvPTrINCIUfbGw0ieT7JxCJ79uQOdvPb5sBfYvARcmL7pXul79uTWhsfcbYKg397Qjlm7IPcvmwNMGOgjBOoyfawEUEJl7cQ3D7mSFRE5vZw1mnE77Mfq57cfpUZlSAgdAvcGdvDGT7W8HRxMvcJF7PekEkRun7RAwzacB1V8mZiN7gggDyGMNel7QQb7npHchn62dIpffCYPBs/WJrGz7/ZW7TiFQbhDfZaE50MrOvin471fdmEm/bYIMkLb7Rfbz7tHo0++uVz71PZL7O/cDJmNIBrpXjVhzNZMJffZCW3NOZrrnUh7rpquFkxwLWB3esIDvKJ7epbSoWPdOQc0I0+mjXh06UJmr0oi57nRkVDIaDbN0/eLYmvcAE8XYIHeVGVJyfdp7DA4p0hBMFgxFuoHMyjd77WS0tDA+BkK0scO5lhiMXPdrehpMFgpyDV71GtZ4zA6sY3feo1NTH37dtwt1teFO6KiOAHIRAF5Q3evFxA5GNHCv4Hy/gGJUMtIoog6aYPesoHbl1UHHhjjqm/bgSXPdSKcaaoUn5XsHMWqUHRwkDJY/ZiSy/b0YmVisHIenzjcBy62BMJl76yN57eA+KRzNccdug/CHpffqIw0FwHLxHoJbfdSTsfYNq/pJl7Z8mjDd024Sa/Z5ccveeI9zqsHN0RAjrTRR5Q3b8EZjup7BoxKh5Q/I4qeqz6rbTIHzuiyHK+mToTQ/4Iffb4YeMuoHjESx7/uvwR2g8gmjUZpdi3C57/1E5AWPfr4pIoYHJRqsNBrQUI8g/BKwUOAH3vc47hLQbNzA7J1XPedx3+MFgGWW2HnTAEVQg9ssnWKG7AkjkYnfeRoaw9zifHmAHhqv47a2B7qffeXY5qoYH9glJ5Qg6KgOiLOHzzBc1Qg5bSXPcxN+PaGO0vd2OEkdz5u9EWHz1MxDKPlH71A9xmSg7d4IkyKHJDl2HgQEMs1w40Irnix75DAyYZA7UEIjKKFFam/75Ysp1OI9J4+XNqHWyiQHhMki5DA6eM6A6MCtJ097TYuTNWPc/tUg7zIO8k6Hg/TH7mcjnTWEnZmmI5RVO+K+Z+IXsHRpSq79EAG11A+NMO2qwkyxm1hYvawY0BLIkHzCwHIOzYdK3bfwTMO0HRREe7f4HjpnI/C4QkscOLTk5H/CsJHd1zYIXPeQ1vPZ4qmcKG7wTB8okw/pCg/bwcMCGeHhc0WHsDiUHq+h346PfflPvZmYAmjp7uSXdEfo41M5vfr6wElr7hLgiHMY78Mnfc4YRPemZNRsuHadVrwW5TgGnfamI0Y62I1B1r7Vye/7cyl/xzA+TY+Y+UInZub7c9D87KJBIkKPbtu7HoS7ZXIPtwA44QX3fGA9NiQHufF/ynnevVy/eEH+CMsoxJR7HSpDpxllGU8sg62UIXcAZzw8QWOXbiYg3cqQ9C0XHWadzHFoRy700meH4zExR8VBj1z/fayTrEW7Z8jg9xw+tNi3ZhYBVXbHdMMvHgzH0ZK453Yi3cSYVvaEHzRiAhW90QzuY7b9uVB+0VA2THx9s/rCiKrYaI6HH5XfYQlYjwpgsBdpi3dfiO2sFgDAlgnu3nnHsq0W7cpNAZlSFQnzXY39d/f77ARDQn3cjppgsCMYsUIGowjkbHwJF1xA1CvEFEbfH1qOa75NK1TrIJiopE9IV9SD9HeOt27wiYLDBrVpKfndIV4Sc37hhBExA1A+Ikw6/7i3cdRy/aX06OOonjd0mHsfVYnZiEpQug4Po3dqAntMdGlm/a6YKcLInf/HtHHyJe70anJ4Vo9gEP4TQnjwl0H0Yj2q2E5W4klLfHFCkK7yoPjSmw8sizXfdEdIVcnW0MaBnpBGpnw56ysE6Ec+JINaRwsW739Begkw4niRk/BKSgW0n7Eibuo1C6oNoYwHTurQnzZiUHUoguiaE64xSA+UIGesaBNAyQH4/AX5Gk7xIJjOp7Yc2RRW90bxh4+kpjUK3u25CsngRnAn2IzZDzA6dILU5fHg4/fH0nctp8wiLHvpF6nxcpwHGg4Lhl44hKjg61Cr8Y0nOwQY7ELoMEi3b94nAYqnlFsWnDatqnq4ycn1znScYjwbTX3Zg23hgSHcTCcnWBsGjgow8jYU5D01/LNHxs32nlcInA7I8OkVU6qg0olm18fXBJYU5Ash46XJkmNG7PNRxHxAXynG70bZK3aeU/E+57evHJHLYTCn1qppHQUj3HIGmX8cM7s9sE78U7ye6NX06QnsFqqHZYh0RjQKIYPvZ4Iseo0nDWhCqVQ5a4Q04rMPE7yoLki4nzRDLM1Pc1o8POa7ZVMUNbytyyl47CU0k43RTk6o0McfygbJHBnJVRYZ80659LY70QpXh7HnFFInycF/yww/lkAtXFnqTGXH0rpQQs46kUzA9XH4s/wYivDn7goASnmlG9tFfar4Ms7oWQ2wBrbsm1h8VGk4tA+4MuVRmna1Hgn7IjLEd0/7TRw/98TJE6nNzByhfvR01XE464PLga7ZlRanf5nPTnZQMesE6aMUDPx2tBFgno0YxhoLJIk/s7aMOUMTnY6s67GIlAJTo4Jmz45AsWqa2q3xJJnpYgFH9EBwknXdVD3+K+ZpzsWnjKsRHHtrun6Sn5nyfhTkps4oItw8CHSyj3H5HPaVuA9JkfsN/2AAOkn7QmHHKnV+4qk5a4E4+/JuQWT7tJXaheD3kM5g+07AdvFnvinM87U+bHGnzmUg9G6ntY/R7trkHHVAygH0zOlEg48im+Y9psUE8oR9WLDHxSX/o9o7U4zHZeZOwkmH14hJHBBFs5uA5THLI4UZFw+p7h5irpZw83afQ9EErfezmx/FSH9bkWHh0kZ6VQ/NY7o+2qfw7/AI4rfnQjDenJsAC4og7WooNKfno/un7O/B0Tc3YRWAC6cmYTga7OpHJ7eC5kErePUk0YlBHcblUMc3ZTMsNNYHdRGV7CMFRsGo6pkjUfDn63riMxjthYQc6Q4SQ7qKgwaDnV1ToXNSCrYYi/FH0/dDMO6xoXB8nhHJvATnTMacdeC96YIaf280bNEHxgRnhYnltI1w+6MLDPKl5EkMXIrHeTCMCrYOJKG719DTJjC918Dw+cYTynOhY7RVY2w82kRg/njCVC57sVHkMfQ/ozgY7Diffa6YhfD3nNUBP7RbGg96PdStSWpDQ2oXR7GkjOnPsBFcuPZN46WqhlvrnR725kvnDSK0HpVLrSyffmE8cLwOBgmDHnvuc7AKkxcefYmYBs6QeZ2oFn3XAqX7Np1SjM+dI2WN/2n/m8HYPlbnFmk6HB9HBh89xgQNevkKF9BanKVGZshC+4MQM9bIhLjIXTkmlhPFFA4IEeu8pGmfHcRmWXQ8RKJz4+epDXYBssk4V6mchUXNTGYVJM8toSWtvEueDpnw0HOX+9TB73iLaIG+EJaVhMWncrkRhZ/KX0l46+1Hw8QKAsjvH8fga7RnDJKzXcV4Hfbm7E4Gb6n9ZeRhEQa7eQ78Vd93VNmXcEE1nCi7KyPOhTzxrgIXcPTreMXc1fCKJv+zdMIEcMzRBCaX2NI/EiK/0EcSMsoepg4jfExqgxnZTks2URXPkiE49K6Ym3+JMmyVvFn1gmVGiK+voXmHFnm0nxosXbiZOJMMoWJCujwq/2pdnelEgg4gmO3CaXQAjm5gxzDoTXHFnH/GnxqjxNYERLCO2kg5rOyEk2xnYrltE9+ufTDrH3KmW7gx3w5lI7o7wuDkeenmvnm84EoBe1i7jBJThnD0/0iK9KocogSXCBhRpJq6TUN87wlu6eX4IgUdXpA0G7Vv2X8e89c856ZDE8lD3ngoD8nXk3N8FPY+YhpLgmKfE97rPTK8M8KUzthG77tQsxKwq/j7nHf98i2N5XoSWl7ho7n4aK6om3Q8dXbRk38sXbl4xUpvn6ZEsRza8W0Go69Eauti7rbDd4XPaEciBIQTofsHXLVBtDi7h/NdC7hE1UfV72RkcXY+hMeu9UYFZw42Z2K6jyevFtHz0DeXfFoJi7i/NaDXcvNgI9zkioYLqYjGsXgdWp8bXfBqGo8m06Wt4hPjHdHaKmMXicGskiw6vELxAa7+XvKZNi+lITBOzm5MZ0X2iga7kQY1HDpkpjc3Z04ai9YHqnGz1Wi+g3Vg7colMKU8iTr4Xr2rg3VE3+oYw4IsAxLdmOjmn7w6KOHjt31HW6/2MiK7tJWg5OqUnURXHxHtpTo7xsyvcp+KyEcXGTEKhVkxy6WY/3R1zkRX+UaKJjhzTYqep/GvRDV7HlQc8nq9GYwQ48q1/UmOEpCVHuMhIM6UJ/GxplLXLID9Ydq8yM2dMO7ppSgzXIAOUBa97IrFHZXQKRAduPdiRyXZ1QQWn03jqkU3OLFg96Pe+Uwa87EUtUhXtm5r1y5gK9Lm4Wow6k9Xpq/K7af13EMm55FnY+duC3hdX2NLs7BWh3xP42rjEW90o66+dkWXpc3FoQozXIA3lK8/NURm61lI85nNeU1i7AkXoJeD0W1GMKfGeUqS35qFzXyfj7kfm8lslacRXWUilRp1abpeW4KFL3ZOp3ghs3cnH+Ixna80VxkRX4kSAhLHdqlFW5CEYYhvnFam5MfW7WYlSPhrSdEUNw4hPocSM4eODkPJjXjDoIm7GmXjsGO6fAsTjq/kim2/3VxrASX79Ec33Jho7ga4b6cj1mw93RvnqCkE3cVzo31hAx8l278aJY9WE9yry3DwazXXiobBeW7TdKm8aNRm+pH6Q8tam1stX8LAYRh3cLjnq4yIpw9E3WDHE3wm8DHKslrX8Nkk3RgQpINm8RkBtAp7OtB71qU0BrCa/IkUW4IWJOpu3HCHLhVFTFD6PfMXO2q0qbAmp3onCznlO7U40S/zIbm+7+0MUDXzTAlph4ypkKm9jGgSpGJ3JgSXirB21IMz10+Y8R6rWrGhRBEWdN84347dBmhr8iII6PY+oSviV3o9VTHkkUyMG+FIsSy+63mIpnh4u+YT4s7gpNeqVyDgWM7z0GjDSuU+Ips5Fc0Yaoq5DFa3IJxnQkx1CorQnFnUoVuT7u4eY+XJYOrglrXQmFHhLByWU3+MPGEzGq3XTHMtMu9vHXu/dcWneKpDCPoOTsqV3uPRd3/Uh4NM1UE9aq5U1WnexEra5c31DZEZ9Dl8UwW7e8l+03w8hgjs3W+WlGMKPBC9VV3Fag+H+Mym3WS6CYeFPxmiulSXGoxmhK4mRoCS/lO4e9Bi43WiXZml13lHDxI+Y8ZYqetFxfY/O3jKqV3no613vJVrpi3ox4+Y5pm+jI4s57rDX00iN3tvWZ7N25Osj3dt3BkzJ3q3L63YLAG3KwoC4V+6p3N84pKg0cqCJU843xdEvmM0MVEaKc439C1n3krW/3IPYvglMLB+crgSX9vFbxDVG5CCS6sFWnZBU5sOt7zZnph78XIh8NZ84cafXwSpCrXr5h04n+6DMtvYywagnr3Q8X6K9m/wcsB4x4JULwOCmAP3WhDgY3W8dEKnfGaR/PFncnDVDK+AmxAvLCOpcmf3XqNS9pu9GI104aoEpOq3w87hJm+E6Y2ztN3PpSQPXTnRpYRzm0w+5y2YPcra0dAP32SI0JSndLkw++0ReM4MObskRh0TnoEFndvn+/AM7KYw0PquGXOZh7PI/HZtXazAM7qmlHh8NcMsWqYy4kqtx7/0a07vnbAh7q+LYO+IVcwuOgPBzoM7Yan53vbFBpl8HGsYB6ORY0KTEBaN238UYMPnFbeER27EMn+6rH0+5QQf+6/3divO7t5UUPrglyP1hBOo2+7CQokMdX4rCBFsR6rH+m5sEwmrGhRen2EuPZBjWncaP0JIo7Ran8PdtyaPLB9DpM0LaPaXcCAWMQP3zlgc5VB406S0KAEWB8EehpJdYTYy13NO2s7vZGT4WB+055cNRBAw6h7KfFaPWade3dR41pecx6PCR6AYIx9OaX28Cd9k6QcMVFsPiKVz4SR/mUsO9ziUEdBh1hiyXVbQgPIJwnYWS9Z8WnbZq027sUQDCQPwnx8PGWBmhwnwX7dHdYPYJ/FE628s0IIn+h5NnzHiKgiPN5TFnjq8RU47QRPVVFIPWXzBPQnApxLHaaIWndO5r0JY7Z8hoJknd4oTe5AneMOmi0x5KxB++jN1q9NmRB4RCuuIo7XnqQPW+kUXjq8WI0BKpQWG7G3ziTxhkE33J8NbW8Yh9couIf03pwwn3BAhax8NbINw++pkBJ90UjsTBPQOK13nLoLDQNlePN86XYpZRePien1P73C6PhxAHVnG9T5/J6BSxUhuPN9FJVY0KdIGYfl3QZkIJBvobTWS+fY1p7yZPlnl3JbSgZAti25qu6dI9JorhfZ2mPjXAaJksKr4624NJNodI7VA95PO9ASjwZeNMqu7iNO+NnuE0nTPAYZVhevHV61aIw71kILx2HaLxuHZMgc5JruhHYo7V5UzPzhBuR9m8FAhBIUYAogeRLHcscNkdiIY9k43LjFJdOcL7cDW/f+n6/7P3JqaXTsiG6scL9Jte92UScKhWtS4LYK4lnPkxAVXp1UDhJLAbpYq6ToX4dWQ8kSi7wwVbxitHq0XE/T4FzrGh9PDXO63Z2Qquuhhr85hnX0bBP2FHIhA1B2MNoaLGROI0ngZBoPKYyqn+OlhiRB5GmUEwS76AsqPnq+o8SDIOo0ONrXjh7kP9guk3Fvc5AT8IOo7ohXysXeoUpE5VSWeUPXPkmHHKqReqX64BI2dKQvqmkQJ7wcUcQF9Zwfhj77mpREn+Qsyk0Q4okl3cEGvrFgHOLSpRB1GcSyU5DwBe8U7hAtzDpPZkC6F5bacnCx7+WC+7tAsT9WPd7eonb3hcvEkvqGi5RB1BupqCkkvYgTEvXiqDJHR9/GPF/ZErxF0H9ZCJJ7F9ikIaYywAMu0vpEzRHMPvqnwyEu8y/btJ+KPB7ppUPHEQQSnKit+jdUHUAc2nBnjqOlxGnaYX2U/X4fCKAOSIeinAlJ/ReDxhYXE88ajSLFXcjBh7jYA/O3W1/26e6i76ehjhiXYW4ps5Yl37Mnu9aBd3e+tKJJ91WkLu6jIPl9/WmKMVPVRTqgv6zLs62/hoU1lyoJVVJPGA+xsiV4MwfdCR3q3ECvlu02x0/fIcMLBcg77Pv6gI+vCNHN/29yPdHc8N2hMV7Ve9g5dVXV/j4fztkXfJi2QnbTYcO/dfkdePcvyyGE4/vdyyaxK2vcnDSiafduY4g+aqc3Df7lDH2v3hyUvF1/1kgLup7R7F7CivfXUUGeUDD9lAHWbD8nEcgxU3fY8b7wjRHbwgplu17loGfdA9Ph+rAq3LsuVB8Si614F8d+xk7ZojoXgHWiFmh/GVDA4dodFKU7G/EcXY/EgmA1/eakEzGHb4vhvonU50dC6M8ewcsoFTAXXR5/mvzvvgH9fRAZ+N/gYmS5u3b1C2v2Ig3nlp/iJ+N654KyFx7HaRc1k9zpDKm/T8++2Fv8U6yXT7JJveDgx33x+TIDEMnu6/GsX+gO1MK17wcpsFe3RLlcEvN7AYfG9HyCF+Xwwt+uP9m4yYiHOFvTRnnPtr15vGxgK3B/mYGrV8UklK/GAMO6NvI3N58UXaWWmkEne8kSGnHWkVvMKmOkd07MHC6LweAuJcvPsEiV+N7ttxS427cQnxvQhojvOnmCnvIWCCJ3YEkSq9HyOe40nz0tiX5BAqESk7eEo9EkvTygWX+zrhEtl8R63k8v5tliUHRLjws6d4Cmkl7SmXE75RoN7yEqmkknAeRTv9kkkEkk7Vvtl5THkk/MsEtNpgDfUknleSQHFIngP31G6UWPbpC7Go0n5wXsnp+Q+RsE9Qo5t94Ct+ma7jDHVvC0kpXjYClhMt7Ok8Oii7srDNQYq6Tnps6Gk9uMsoU/kYFQB2aLW15045qGM7RnG43z99U0VU/+Srkihvj7I83nG+ok2jHxvgZPr7u24jYXUN/2KCAAXDMlANID5NYEO8NH/tnxvZPalR2c6CY3t/9Uelgp7ZU4DvWD9+Cjq7tWR0MvvHjH03DElAJYq5DY8ZLNHlaJlvpJhuPJ1DXnW1/ofR2/TK+N6WE5GJvn4QjcC7D4lJ+m+/4eD4+YeHi4fVAxUpeD3/TPq9hY818w0R8/E1mD5avERKEHibnVvkRGRHIPdDxbt+DRx3cdXpvC+2B17BCTh5O2IQfnvFAtWPSKl0HzvGRcQp4KT89724VUIo7hs157RWSOPgD4wM1/LwO0SZuPcgZ8vzuH3pWt/zYgWNOrwiy8fRWEdvqdJsRFHepkx97iMzHdNAOyvVvq6RJRFHcJJ7D/y4X28bQMscUOJLGmPLql7hI4/ftY25G4mD+uPqqI5PbpBQf+evSfSTG/pMV4kpqu//TdD47TVm4vof0MK34AhU3uHBcnW15xp0sIo7sh3xvtJ1hYqu86YfuJ1Xqp9Biksnxv7E6UhNZ+2GUz8JkgMJrPiYinvRtPSfkEx4HPdisYTe+rjkl6iRWt8Z3ffdXjXj5P5SA5XESdFr3cwskvHQeKv7jtsvK4lknRQEzctj5HK3W7ucAN95gcK/w6pXnVvPPf/ReByOWW14ak5XJIOTRnFvIgZ7ahq9c5Mt7fY3946FjtOyOSecNXSYlvv6SbxX2bI2M+qDCw6MMNXczkxfEukzHJBxGgpPKpvjrFqXL5+VlVN7soVu9CoX8Pge+Mmq3fDErlxDxPNps4OUx6nxvzFNVR8h/YaW18SGG57e6kD2jvqFLNXFeDpK1NY3qxh6aMDzATvu44ZfwskxvRQDRtkL5EIsfYdy/u+WOxzCcvSbDqRYR0pQuE8znhq7cphz8t7Vu65axr4uigx7tYKs43cQPS93eXVVfpIgVXdoacvc3FFXnbWfYeD86S3k8T+udDxfu1BV3Xu47SHNLCOJ9H5fC/HG71NaDd0q61G0d4M6gx7iNnavCv+UU87xekkpLnZi4TS4aRCr/ClM1oFXZogpfXY7bqnnbwkdD48lZq5mYwuHYfnLpd3GpmDel948tAq+W0BgrFX6olqXGJOPvBFm5pYq7zoseKAOxIjDfF0WIzp1e/4Lu+WMNluprQhuC36/FJjgL/IY4F7YLTvE0fRAyBXnm8DUSg4bd/pL4OCVHXfgoFZRQB1VYkl/Q5wW+LoIM4o7FiqdfE2KufsSLfvTvANHTHLvGAq4XVV74ffLm5N4WrQevzFWC3tFl3N1PYmJfz5U6JLAsf4JLRf9Zvvdv76OtwW+wU7OLwOrcpJXDUjrfvj+G+IXbmJeD4k0e78fZnUkdvH/F1N4s4hEg9O6fIrBaR6V8aC0d+P4xSMS7vkrwf0ITVhiXfq0r+LweDF5d3f5/wxDH4ABUXdUVeL8y4zt5wGltGjvurOC3zpz/vIO0o5Lm9A4FnmprDbAGXB4RhEMt/fxiF8Nn+nD9fAAMGPs9l7fquDZx9K+6jQH7QitS4039S9ZxsREg/iMnSX/1qSY9K6I8dd524wNPgetFkrvj0Ki7xARRpygfs/Ss9qth44Yc5H9fCmmvnvdHApxl9yvEqr5i4bF5vmlRnmv2jES3l59YpOKJg/bKjun2FKt7YRzkPCpHx498J1XxnUvHM8nmvRTBkcny8kEAz/FYmcPnu38mzfWDsu7YeofYKj++Efn7D1yQQGfi2qcnfgkt5Ib6DGl48yk8DLCOBtBD3yyItCS75u4D99LI7YXnvOnHsvAKIYY896nQZMKVv0ccPflg9/uuo0OfJcwjvAUZu7BnI3DnXdnE7n7GUW065pFj7N7kV8KKy/ZPpH45g2EHKG/03FgnbpCnvBlQPvMVoojeB0Na/s9VYmD4doJKMaBNIue/TIwu/abCG/R3GinSVgv489/SJrs/GYaC5IDoZM/HK/AW/tzC2nUtPc/Wh5any39571DLGPycHm/Vz/AEtS9NKa5QevNugefvW1REzd7JErc9xHSP7lEOr4fCfJoevS7HjJNn60nZ75c/r79S7g9+Cpnnd5gPs4fAawk87g1r0vp1BR5Yq6ffVP4cYeV9vfel6sYIe4K6EvffnJZnj339lF/ePHt3cUwsvuFgz3Zr5LvFr8Nf2JTV/xIkNf3Blj74VlehHX+PYpz+/f1W+ZqjI6bK2W5JIpsYEedFTzJeBxcGzd6iYwW+3kysWbvOLgufumqp/RqWmPJz6uf3v9V31REbH/+IVPoJ5x/9IVV3lXYsv2RAVpkT7L1Yf7gEY2+EMev5hEfsIcfT+hLvlEuDP3D92fiUmmPia61fW5o8PTa+8Odj4WPtxEEHpVO0SuPYz46M8pBjFX1P+VHbvGRFWPY/FBpGWBJ5uPdRUHw/b/FrASXGTFDPGWH57u27SU1r88ojx92KlMLaVRKt23cpvXfqPnOPtXSu/QgiwPgLno/Hl8cGPq99ICd8p6r27lorZXFf0Fi4fGmgofifzJEDD6R2Hb4iCWu8YfLH6jAnA8IftD/YfPg4p7eg2Pvze8rHE60wfD0uRRh3a+g/VKCvIFhYHrSc1v6nVucYKt7BLAeGJBwVmPpufPphfkIw/ELE9s9ATj7cdipueugp8ON+H0zRLnO+pz66RNPuPPaV3uYm1O7IcMpKHJ46kJvujO6k/o461O7+ilc+eBLU7gSufv4gsDduP2j0MrTA3gg3HntwBP6/vvmQ4z6hshX+1+QlBo6uEToFXgYcwDR7zhu6Kj7jMHJuyQxQwt0+ozQU9igoNpJ4PNU+X27NaNxizD61yK9uRdD8Jsy+0pDnzrg+Vb7YPr1eWZiYPjCMXKJOjsLKeL7osCjCVg6qsDQahW5FlICOCiTzXniQrEZOjpF0x97aht/Os8qX7Em+YDA+LhEoeL4ExDkODA42aGeiLByOToOucQh2iqdW6dKcjigIzb5qAoXuVg6pMJBSGnbOuoOuPHBr/ipwbAL6burM0V7EApoIgY7j+p6+pBw3Hkjsh35nplruMsx99ps+mx7yeEPCH7559Dju90ii/vBUFPaNfoPeXPBa7gawTE4ych56ba71aLZe7VzlAUlaAN4V+q9u/kJMEmUqfISDrmsaS77aiKSeYo4MLiQcMRArriwQSVjSPkiOnI7bKIki+74hsO6OUnLEviPARIgIASdUsMSeAfR2TgEb1By+XgGiDrpQQn60nOjS2g7f6ni+xRhAMgRu7QhpXvR0WkSAjp7wJX4IovAu4RLzXkGIP67GgN/IKL7foLEI1w7WCN2yphzYsosO+sg8Pgde21Scjp5QGFS/viAK384D2JxehtCI9tP2irBLCLs+JmqhASNYC36XzIcBUfSHPkcaiw7MsL8kOP4LILaOg4QWXif6b848KGSmv77p8M8BTVblQgj0RjDk3rhSUz7TIlAuvioggXRw7J7YqgNCIb5EZoCOH97U1hCodC5HwvI+eDBJPmfyRXADPppqji6fxnCSoAG/AbIu4hTHASqmeiRr9t4IUz48WnQu6ITBvuoA5oESjrBu8z7rsDje+qJT3mMqnI7Smpne3GrdOHguT5Tjfj0y9wFqsrs+YWhvztD+tE60wFoamC706lc+LUyYLuNYkYHCEuouAapU/h8Yog7e6LZeQjhvzjH4/AEL3nxudRR/KvPemxjpDk5Wy/g/PiDwlG4kyGlK935o9GP2poEHXjaBa/aOsIeSKBwVRute7EiMjj3YEQ66tmAwM36cdtX2475nvmyozvb53l0QV759eqgOf5JXPuKBO/afSE3+5uofXnQMtAGY6mn2y/pXPu9e/vZ3XhQOlxxPXpMcVtjREv387UKDHJ9scw4oOnweAA6nYL44pP4NaN2BiIiSMjj+XHI79gYIY+IdHg2Od4EUNHr+f5rZ9mwoXYwPXnuBtoj6lCJe0WinDhmuOIgiXgfQjUL7gW6Yl85eGpeB5h4rfvCCuR6U/DsEwEGoKDv2Vd4hgWYgNUAJ9gJQW6rAQXuEk4H4aIguqfqH0GP2iga6Dm9cLSLlDvaMvPZF8HuB3pY2zsBB4JJQLhTwyva6KOFuBIGcMKhBp1oRDnZIzWh99hJcr240Dsv2bKg/IhUeoggNgULwPHBZLn3wvIEIuF1uY25t+MjWnR5mXs2YokFpSI/UZl6AOrH25PByMGZeh9CoQVNqe77nUClQpPbkys52YApZxsn2b6TaXjfoE/bSCDXY5F7trkgOnL7gzslIorQVTqgoCtLfdiHqh47FmE12H54WmLQOiCqidptQOmp9LjEYTk6aCCx6K3Y3xtFO38g8rtT2GVDLlM12SYZ53mfICM4verXS/vhPeID2RnhOzquiiF6vvAbU7I5TEJ1i33aYILoOtJRxCJZBRDTsjhlagPalQQDO3ygtTslIm4RxQWEagPYt9oiORfDDjvs6mZhUXpwUd05/6oeBa/hUTkvgvjjXTp1sCUEaTuFBHEbjQXb+a9L3BDiOls7gzvfo0c6QmDR+xk6+ONQurOIoBGhOP16bQWf+9tKjdo6glc7A0P5y03Z9GMdBATg6vsZOlQiPLihQSsRoTqoam0FqcF+oaE7kODQSaKq+OgxO+8zHQXTwijDD3vYgP0HFGK9+G/In8rsuVNjgzj40oZ6PDiEsWUHlsEcu4q6CXuxw+jJiePEeC2ze9Lngoo4CUEXwL3YXyqqqkG4zMpZB3A6bQfbQtvif1lSkB2K7LvsIiF77RL2BYnhxiOp23vS+MrsuWJAG/tZe/xA7rnFyIk5Xam5KfC5faq8Ol55s0OCSuy44TEnelsivjreI+PBcTk6mcab7iKFaEd428Ey+Q3bP0HiuUOr8aC4uyppxgUveX2rlQiomy84aTkXo+RRzdpdBf35COMdB5HCFUu5OpHIqLg5Mz47J2sdB4G4R3vls1KandM+ml56YmvbBpLDg/q0mwVLXrr4OuVABcL6wbXbS8HcuyYxMPnwuwshc8J9OhMjWwXscd07GmKmqNi5QnEtBDPh/DjoKG7iSTnEI9k68QvUSXd5LKFKOeqDkRB+eWDA6wZEuRfBI9vUS165wiAlOzVBfLteubgR+dmAK4NTXrro+hMHf2MdBRRDPanZBQCqbQdvsDyIHUBwwZSJzdhMwcu5kwW/47zhDwQwkc87WXssyAK7ErtFOQCpKrvIMkzKA9gwkPerUaqJw/UF8pLdBbsgcYpNByPIqLu/CBMKjUF6w8o7woE1YYU64DNvBeNjWfku8hpKndCKmYU7TUgCu2phdQVfOzsGpcP1+8KASaM/BrsG/jkyIUo5R8Dd+fvCaLsn43EDgzsUYeCZzdvTYcK5+0l0Qx0HQIdFOajx6Lsn44AhKTkcI+uhQIXzCW04hIvAh1ATJzsKgUo7E+tquEE5dOJjBNBifwcsYRa58LohQeYTTdl0OhCFf0H8+rfLRdjCuxYgtTkmI9IgwrvsKUsFKQZtBxtTtLrGWniQwrgwkZd4JxJSgKi4vHMNB2Wor8A12OrRHwWlguI6yIY1mlkEwgIQSOGoeEpZBIPCDduoh0y7h1GdqOGqIjCvBHVhKIdj0i3ZnujHGBNwvMC1Oagi+zHN2nRr+7sespqayIYDeSk6ItIeSjtxosI7BeVi3QeTy+y5gyNohSoSvehnOPBr/5IfQ5H7MaIM+MK4MsBOOsCE63lAh//AwIdtekCHUIQkh0U43ROQaxSy8wBHegEApim32n7DQkjxQeugkAdX2krqLTtn0cjwRSC1iPFCKMFCmxSxsSEt+Fpgrbnog7maLTlmQs2r25FNuiCHKDOZuEQSoblvcfZwVbpOKAy7sIPJY66492MMhBvAO6ORuOnAHQc6sbHAC1iNMd041NI7um8D1/h+ewsj6MpOuUS6JQcJING4gQVxOnxCmjil2v7CVQbJY665raEsqdkEbouSutDSIwd3Q5yEO0GMe+kSJiOZudPC+dIlBbDTE7jbwvlofnqI+Nm6JCLDYDE7tOMVuAlBpPgROSI40bn2ojsFJ2BVul7pdviMhlmg2bo2gHRKXnji04n7q9saQnU50eLWufpBPIdiM1UD6PBcawd7ZkLWuODiahpeeX2JQMt88T/yLTjVAg0bfPBrKNc7eWIiu2wYFIZbSx8wsofkhx57tUuuu6NAgTC5uPhxJrrTGv8Hz3COEcjx68CKhCpBGkNSmZmZmchl+kgQ0bnVi2SFGeDwabKoq+rl+8goW9ljGS34pUHOmZmZeaEpOxpy1IcDQrs5QaEZu3hDYmO5OGKiPdnfGXBAhXkUwtdIaQP+Ed061RiIyTqHk0mhOqIY2biZEsyG7OLjCwq5uDJJO+kiMbtAU2xofntLw9k62iPjIrd5iqOZuhqgtTgVSIKE6olbOD2w6kMTuOuJVIbGWwnw8bpnIKsEPAGwC6aEVhFLBrnigMraIlQhhQeZYmIYZrtrKS97rkkZuVfCl8LZO64a8roYQriG2MBGu0ghWJLBO1CS1rimM9WgXfhroRm5xzOBeyOBDsuZuwCgYchpOpXoU7oHGmsEUofR246Fj6tkh8qj0obs4tHSXjoUk/yEvEPChlYz0iLWuOlxpIWKhNG4Jipj+LjBCoRKhD96yzuZYIKFjUF2+SlA5snI82oTRTuzQKzDNrrYQz6Fu2Hqh0rqSoajaD9KTHNJwR14aTrKInCHNrvkqz6E6anducvDQzEBh0oh00qs8jCEnjjMoSq4wCIjIaSFYGhVurJiJmlOhRhhJan3W2+JrTjQSXkyuEIghEOJyPGsmNiL9IQGcsXbFznz+/Xbq8J6ucTAaHsQiWhCerplI/c5VQMLA5m5uxOUyo1B8MK+Owni2uEpOxzBPiHluMjROTolUbqGhvNFO3hAdcH1uirCAwolO0vDrrh86VdLfUEVisXYtsA1uh2zwgn1uPAiuIdreXGFkdC6hQLB5bnzB/s62MAWGTrj4biTON+LE7kT0oiE7xHBhcbgTIabAcETUYUakoq4LBDBKkq4kgZeecQh+MpMcsKw8YamQ6ogVbq0oKaHsZhLSJkzSiM+hJBjmbvzWwWH7oq+h/6HvoVF2D6FMrqlhuH6DWDOhWdB4/pt4q6HQavuSiXZcSOuuhWGDHmShkmHXOLcwOXZIwUZu76HGHnCU3aadOMeGAqGOsFWhrpofUDl2YVQVbuLSYb7QtCwyz1wRECeOntB2rt8oCl7LIkrQIKHHeGtBgSGZ+pMcjsJMIQMsph6iYeAht/rmbjI4WohrLlcoSu7RJoghY/7D7gqYyxhxzk9WY0KhxMFgpU5MkIwege5soYiIYHCnYfmQvqHIXoIei/S/TpHSOEx97umYfcEQTnQafe6GoNXeeZiYklXuEY5bTj/wHx660DfBAqAr2DLu/nRlIQgIHx710njO2KQ6tH1upioNzrEIFW7FEDEhSoSioHVurtBlfuxml25HcJ8+Es41Yi6uGxj9zk3sSEjQ7k+yOXaKkHhSiGIDdjVhJ3o8blr4An4lYTxumtBFYQeE1HIc4UXQgx4/8A6mLq5KqNfefoaA7ilQ/75hILr+dW7i4bUu2phWUs1u2kgqfnCI7O7/iIReK3IacMTurQGmztXilmGVjMeBC2wjcgKwta7JOGauR7BAxj6qLj6/3LgI8OEfUPJ+zVQ2lEruiTgNYVoQ1p4buG4yQGFTVPnubDJ+3vbQSWpwVN14d47GugZ2YSpcThR0SB6DhokhFfrUplTkRDANfk94E+7L+EJyLM77TEke8vAAHvPcErCNRjZY7RDgzkDiTBKyUr0Sl46MrrEedojuQcGEaR6xHvsIAiFYEly6Y0L9gX5+AKIPTqdhjrAfjgyo4oiO4dSQUXZ58P+eYGpNLhTO9OFjOjXaLm5bcpTCjXhckiF2aUj0MreM7ogT4VLhCuGZdKyuRnhi4Qqs/Y410kru8giwvhwggfYr4KSMFOES0EOBp2HRxk0u2ohCWjvhIITGHnTCoZ7LXA1orK60Ln3u+7CbvjCoq+jm7v9aqXhcrjEMB2Grzvzhgxo0Hj4QVs6aUOJGE+430Au62s6sEBSezbiY8trOWlBeHhJS1W41XpXuvXDlJl3hLjBdHlcmEuHcIjx2hdAagtrhNTB/7mwohqBn3sWQSB6sXkfBQRr+OktCZjCTfqeERgr9Hv+A1W5tEBMcm+B90ImeBuHpBlT2K+DHMGrhmprZHlMU1W6QuPQyAYQHovSuxc5JHmdgxOFT+AfhZ+EJ9BFu3QF97kfhdnag9p/uEJT8Qvu+/nQGdjXUxh4fyIIONlghsLUucPLWnsCQfP4F/KfIB+4m8EjwChHvMK0esH7Srm8h/R6VoabO19CjEP0ezMbVbhTwlfqtQqoqmb7moKgRAyjVbliQU3Bgnj8UX77hCAcel1xf+q++cohi7j0SWhCedimM0eGtkIIyjb4iymNCT+I0fuMADbDuQoQ4TXSedut0KRG4sLoeK/aZMs9CChB3oc4wSHBEHjzQCl5lckn+FBFyDgoRdVJLQonKehG60kQetv48YYOyNsDD7oYRtS5aEQnhOVRkvlzyE+75UOtQSL5cktDCs7rGHs66Wc5bQC6oBl6Rag+BkPAzGvZun5RywtfkKA4sdu96B56UcKyMLB5rGm5GP9RmruURGtLcWOH4Bu5a+NbCn36m7hXabkZhcLIwkL6XsBPu9MF9wfbeK2BnnnX2mV5pTKye78CcHitygjBIHsPaQs6fusPuJxj44XdSdNIp3EuqF36TUB8e/XQTIabwq+riHosiSk5HcHr2K+DRxFy+l/KnOnVuK4jyISbAW+G8rmfIeK7XRAlS5K5FyAzButQ3CORufKLVwRkYz1rxIe8ho8F3Ut9S8gxwuNpePTJQZtnMqXZskXBmO65WUDIQbJEgxrsu7sINwdIQdFRBzuueal6PQrQOeTKjbqPB/bLTQSr4IBGjwWCwXmq//vxoOMGBAPievc4yjITB40wvzhIiZl44jLVOGwYikfTqd75kmtTBhKzWJBVOEIhVQuxeFI7iTnJEZl46sGIeiFRz8CZBnIr2jtgS0nbV4BbK9o6V1BqR7QhEKGI8F0REkcsgsY59DtJCHpHNct4OBUraXj/0Qc7vMIRe6fS+OPDBKc7xkaBws2pdeLkm8ZGmSJjBv8BhkQhcIaGwsEpCil6CMLrhnLpwrjAa7eLkrtkkeM5h9DCAPWEfPuV2+Oi/YnVuLqhdfihIfzBp7vzakk4OmD6S3lRcTjMwJbYr4NkkgKEkzlIMHx41+L6hkHS7piCUzvDGHqJYstJnniuIVE6B3haAKZ5z8IiyAq4BEDXqs9y2JHZ2omp1njMohPgrzkyMNkbO8BzO8e7n0g7CcSq57kyypsJWJO0Rrm5+Tk6cIISGvqtwqxGrIKr49B6yMF+RbgQjfiwwR55uwoko9m6bESBROxHonvMg104aMp7u6J6z8o+Rx4ha7t/IzPo5wkAieS6XHDrQScJesGUOGWDdcKsRiQhLCAH+ScIzLLGe19B/Dq+Qdqj4oh0eSsS6RiMwsZ56iMcR+cgyQbye1PBRRmEg6uixnlqM+xE0vnae6zA0EuIiBL7OHvLhj5HtXPmO3Uap6nOwo9QC3gwISB7y+uye7vbVMDNCyowv1NAezsBdHnxh5V4GtIxIz0J31E/CANYSih8eEGERPidKwvoGdiDafEGdqF0eonAUSB0BxrjrYatIYIEi+FJsLq7eCO6OvTBFEf+hF9A//qzUvEjkbsuE385edNwSfra7ingu/5pzdhqEGo4nsgWGA9SHXp4OArBSjrGK34EJxFeU5I7NspOBbjS6Dik4fhJe9ifUL87F0MhB1EiLzqLsGEHWCI3qwA40ejv2UDgZ0vr2/nDwDvBhYhrU9hqCJ2IngSbojPZMxhpYVVHgQQJBIEGXga4BxDK6KI6wfVFK+IyOevDZJHeBxHSHjp/4QGatUXjwkv5KSM6eJ4GsiJ4uPjBH6P72YdA2Dod2K7QYQenoH+6ELjhKO1FtSAd2G3i+ON/2Trjq7hPBBKE79r5SNeryDFmUO/btRGp4aG6leK32DiDEBCBuSJIDgXqIGhDikQl0z4FkrjjOctC/Xqv6jwjsjtQciz591r2wqQ7k4XeBbGCoQSYQ3EbPXley7P5GkOFwVVESamiO4AgULq1RqmhZzpWc4Gb+9vGOO6whoA54VVHYYrAOtpGl9of6c6YfdnnQVfYh4IRADkEsuK9R+rB0/s/k3JilUeFwjY7GkFciq4HzuH0OQjDPAXFmZUFlGBhBzZjsEWaORhgiYoMc7fBKDp/a0tGGZu2waI7lQaX2KChyinAcMLCShmn2DLAqzruM9j44rvhyAM46tKAOH1CLzttaK6765E10OI5dnmdRkdCS0NbR1wigDn6wCpE1GAOu2tFv4DiOydAx/ggmsJL1QRmyq4HcSF9eBQ7+8oTRsUgKkfLRttH6TPQyBEi8Kv72Zk6p6jW0aPBx0TOuHMFLCHBBENCl6szBtJjIQTGeyCE1NBE+IuAMOJjBJmIDgbF+ASFUIF1wGVFukrsuawi20cnQEFSQbmUoF16SzByRUDT5es2ByLKQbiDU7o7s0O2skG5tIo4uKc4J0bs4onBj9ngw+c4oUBO4Y9GqsLyRNvDUQVyOz8R8LgE4ZQ7FLHgOIG4kxKBBhfZgmiBuPjR10fLwWcGyXKsoH17swcLBLJKgDvhsuy54MBnqMtFF8BYu7da+wMhBBUjIbgPSGhIy0efyzMEMJPTRoggYhJBuadHZ9two3XbNemReS1EPAbyR3J4YQUIwLKpDwaTw1FF4YdESFdSktPTRD1r6IamwiDFVUVlU3C6psLfYyEHM6PnByTjA0b9wAW42Lk8YttGDUD3BBygr0euogjBBwTTSu17+ZtbBx3gYQVf+gSq8QttoSN52sLdBlCw90bJimMFWdLqOoSGE6m12kzzfzocoHtFDwecYqWLlDqJwmIax5AGoEi5jRNbB9SCnDja8U3gRUTzAxC46oEQQACFHnviOygzPwawQiw5NUGwwEVFaUIPRnUh4UmoOZybPXnPwBsg/wSOoJ4G9YmvBR/CD0MDRUdCqtGhutwykMa/IPpLUauropfaeUAzOz1EhCF/R6rqzwUqOVZpDFG125EDZ9sgxyCETMPzecdHWsFExaDGJMbxiUTHP/nHRUbgWIcn4ttHcKDaGOGpYEAOB9KIBIaIGpT4rmidYEiG58JIxitESRhbUdKGgDprQUo7K0JJiFvZyRJtBDzAVEnQxnKrCIQbITDFAMM/R0iaLbjxAjQgqLq+o6wGDSuFR1CFh0YYxEJQo0isUN8azXvYaMK5Ewjjeu+EwrnJIIfZXGpheUCEkOEGBXmjqwVwQEX5obmv6fCG/5FSi2g6VdmQhEzBagQgShCEBRt/ObiLXTqEhcXT2Dn4oGG4EIE4a8I796AcxueCcjltQVZLlDmV4ij4W1P5It0EqUZvRqd4lzjd4AEFZrJ7wsiFvXBhBgYR00hbU+GHHXt4KsiH9MaVRZ3iVMQKaOdFN5hixVHSP0bJYO66lMQOBeTHHQaSxVVEjdIShP+hk0SCoNm4oKPoOz14SmqDSCCZDcqAONGAVbrkEF14z+viSGLZXAWn2WhBzbjUkyKaTgTi0yGFeopz2Dfb62F8hbchI3vDoM6GfSPY+RpYcdORugJ5RUcYxqA5lCBDudRSTUMTuI8hoPm7M9IGTHAHkRjCiDhlYPSGxSEqOseR2oSyhN9BOHrHkWbAgoWZo765+NGMhU/ip/oqUSVg9Ie6IGjHTxqGehfa5ZHQuY7607qj0/6I2LrTQ+rGiRsaOg4j6PBKwQzHdWsGRzNYAXN/ObjSyrhj2pVBkDo6UvKEYSJiOCzogoZMIGo42+gx2bKpMzuteiFggoRNi5V4kJlzRNG5HCESSWqHluDRup1SXgUQE3MKxdtmQJ6YngcQg9fA3IVxIHLFCYH2xsXDIQWtorLG7OOyxodH0sTchE7GtUZKYFW4gWG4BhmYSoQSRXTBf0dgwTmEiELuwu14MsLGuyTpbsSeBr8oD4ePwqlG7Xj/w9aEJ8MDRbwhWGkwIsoiw3noovK5aCm/OwFBT4UJS1w7Oun8OGkwcdviOTvL/oYkIET5PQJAwuuFCtIax2IyxgHI8Oqy5HvIMqGjgcdPqKC5KkHduL96hkjYuc5jioRmS8C6uYfuhn1DwDsaAcCY0bmwQdG50SpvqeHGAsN/OhLieEB2xsjDX0RaU5FF1sfmQioH98IF2wND8kQRuVXAVka7Rt64sAeBxysSlgTIQCBjkrnpISwHGZDqQtZHYMIFR3jjkrvBUDzF0ROOh+ZBQDhFMZJFMrlZ0b7GE6mFhfcisom32G7gdoRGwFsEOMb7iNm7LQuExMnLhONRh4MbZ9jp4DRKdOIBeB7E7sXVhkI5rsfvOOaES5LOBqvqmYYqwddFNeEZuF1A+Hn7U7PDE7l5xiw5sAqeyGmEwiJsxeuyQAVtu6NDS0RbUYEbS4dkyZA7NaGOxFJCqRvSOw8bmbt1wEiqsDkAUmO7HsD5RjBZoopqu6DBPrqcaSaH3sGMOi3DrrpFioEGB1GkMLaHVzgRuZmTrrq7whfpWDowyxO7J8Ico7i68UBhhaUgXrnoGKQBMrhaYbq4beDeSTK6ZGPpRssGNcCCh0nAsQQwOGOpHDvRMa2jfzrEQw7rNrlMk2w6H2BhhRrbbDnBGYWEiRIiBDzAfsYQkLvoEbgma5m4aFGRByIwfiEmhy9h0LgTEA2FmYrtM/A6jcuJuq7izXmtQdmE0Zo4uOKjIgfNhDwFfcdWoGOHvaE+xHY6eccGmSN7lgnI8QnCdUWv2IeyMcf5xk4EecZNuGLrrXuPwjB6SCKn29I78YJ/uAkicLilQ4JFhIN9arA4jRH3ufVqpsQ+w6x4PgAU+/A4GiKIRccZBgeagWeEz2tR0eC4ykLROcMxtSLdxjR5p7u0e8gyITErucDSGLrAGQe4ico4uvbB9nu7uxATjcZXCeQh1blRxo9oSrvNhmLjrcTsq0O6k0QSBZsDEMvYSBHEIuKDR1GHOUmyBxIglsZLYyzpMgZmwPG7yAQSBuQgDEnUIHqEEgdro6aGkyMIuZEAg2hzh0pC0gYvw6aEUNBqOl4QHdohipyDe8f4RdmGGWFtCgC7+YaBefxHuLkY0v3H/8LeuElBB7hiIt67Ayh1u6NAN0jYuG7hfoXoB2YGF0B/2m+B0hM+wog49TGDhFrCv0dE2vYGlWJKY9g7Z8KIRb+ADDgBxbmE74WVQqbF48UkeoCRRUVjxdeE48WQOcYjaEWEgNRjujk0wbHINHnw8roGGoP8G7WTGgTMOqYh9Ef6OgI4omlYRzF6AjhSQr46yUsSxsoEmspvg9QSkccQgURGjLt8OA9Qk2OkeWMQajhs4iobBWFXwtIGu0KfuBNTz7m8Ocogonguoj86bwD20V+4zeAEBq6STbpwRPi4b8CGhgEDu9L1ecBSa4WSR3a4FsFqmyta9PvNU79SGYUFIb87bBkKh6SiowXwurr7Csck4SEbT9uswLhTu7mQq064bQSCh5SY5UepIYm4y7kIICbEj8kqui3ojJgSB1PDnptmq1PCIgam0LfGH0LXxnkh6mGYeE6hvztJwzUGjkSNMbZ7A1PUQ/R7AfvAuU/F2ETPxYVFFHMIJE/FWDlL22eo+sHLQovEr5s9CHUgoHtCyOfGZPEAIPi4ykNIJsTwzUVYO+eGh0FJGPi7aiFp2cZJOUTIE31Lv2Kow3a5bwQZ2ByjUUQRINE4GdtPe8QGhxKZ24zTMOpxuPho6nslQBkQNrgtQL+FEctQ+ho430EQeUdApjIGOJ/jBCaOw0tF+9HYMfe5/nvmOwPD+NKdhTyggniwwruHFiF9uQ2iHkpb4nrAqbgIQej7sHlEieQEMsF0ejahVcVHkCCDB4ca48QHXoUkeqij4SmgJanZdHo4w6c6hAdJMRlECSDM+oLLF1ktCRS4ajsmQ9TBgnsF2vV4AkIgSqglyhrYB8gn/QooJ3vG0lJ4JGxicMEyBa4TQwrpQJfEWMojI0MKoaNRRTHTq0hsJLkj6AWZQ/xFy0KnxWfSoaMSeYQxkPpkRZEqBmpxu0PajCbE8IRB7zv5Cw+7rsOMJgQ6wRD3xJ1ABqHvO9TCmEZZOYS4RsFYRAVJhLjtwCeHaiN8ODTIj/v0ejQj/bqCxqeGQhF9ujXDb6P0euqHrbqbAWo5FQm9K4gE1QEZRCW6oiQwIHEZIOCQYL/6a0MCRbZhaASJ2/xHh9GQ+zK7KnqRQSQ7bCYv6SMKbCYcB/ejkGpJ2ewk+Lp0ESR7grvpR8hT48BpRv+Qh/l2kB76Ong4ECIkRwVp2SOw37g480u5+QnLweZL/DkJwB+759upxlSATgEkeetoM3uCUGBgqwsa6+Y4ixMpGSGEPboikP1CrEQVomm4nbJSabsLO6NlinDz0YFGelHBMkDcenb6BwiqO/D4uSO1Gk+6+YSD2ve5oUT4QrfaIVLNkx5G+wCkJyqwUUaziRCBAAfWUZolT8LaJcyhtND5GdeROCdhSylF+8NNu+3jLsBPucRi2CZQiXeIpEZmaFoEQgc8JpDpPsc7oY/HwBrbRqsbZHlC4ovZmZsDISu7RdkUxp7jW8UCkRwlVUd9qxa4e6nHRxUilofPUI8HPXlFqKjIm5EG0pfZfDlDB3RahUSeBj1F30dUwQ4rPXjdR6sGziSzRBtpQppo0spHzif4wmvFMcugmU4k4BEOhYhj00fi0jm6lWoeJwwyZbuDyTYnhWH1u8Yg//lshJmE74ctazdGz5gnhpwGYjrcYRB5rCBOMeC5nsNyJNzDUPhaU7+J4wrqc1w4CcaAyvDIsEYgJHlGbkTHqgY7t0JiGTpwWQY/uFJApnooiMf5m+Gt8aFEOgtPu3NjKRoYQ4kFcPhYqykbT5EUea6FWGq+QAnFfblQgp56wNnkI0omBag6JLpQh9qaAwcF1nlL4ZMIcnmxIWxELJONRjGZ7VlLWB1ZwghUIRxALEF3M0Bw8GOaQijTozIJJJxAVJHFc7Fx6bP6OwklySZwsC1oySd0kI1xyvApJ1xSAkKDKaoJ6bFjExWjNIIPM0Bw69OskIkmZFtUs5MbiyLkg5SRiSWSysJCVIMZJ1SxbUtOIuSDj7Hps4kkOSXoJpDzOSQ7yXkkpXKAclcLFkO+8G0g/lgpJQkmyST48Ykl7bt6Q0ATigh5J9kndJFFJlklD8KGc7/z0LNAcS05pSSvoh3B2SQHICHyXXDvcKqIiuiFJ7klJpkOQw7ROSVYsG7gtupVJklzVSW4+gHzudHpJ3fRnCEIEfexGNmpJmeTtfCYs2OjBSamAXmy9SQ7+GyQS7A1JKardJAWssgDSSf1JbYRWFtDoEUm0fLcsCWz1PPscycCubJE240m0hNjcUILzMiioHUnlST1gfoAcrKVs2kCrIGicwlB6SQNaI7S3JPFea9zh1vCYN0mR1ppJqkkzSaHW/CwvSbskp4QZSdUsxHQ2grNJQRZXScVoKESn3NUspklPvEoUWWxWgvlJ77wQcWJJfkkwySDJemx0cBVJ/0nySfuKwEgXvK2hNBzoyTvCtITrSSZsXrgEnNSohSRwyWzuj0k3vL/MUMkPtEdJwKTv1nSCttYQaMxoq1YVAoeM+EQzSvus37by5mMcKIa4aBNWMxw8yaRE7MmcgpLW8pagFvssCyL+VmtJyiyhPOZW3gQ1fLFcdfzCAsS8RVyKyXEC0sndImkC9Ly5XLt87lYnUnE8cx67AiNq5zwSyWcCI8AGArFcqDYQApCCw1x4AskuRTyPVrrJlcIuLPE84IJyyfRsCsn2Vm7JUwKxXGo2aslfPNYscjbXEOrJOYZSbBACApy7XN4ssALhyRdcZAKp/HbJTVwXXKgCXfyr6M7JO3iGyamcxmyJybbJqpz1pInJRAKOiX3MMclZAimGjzyqLFbIWfz6XEVcFQx1VlLJLjzBWM1Wr4StvD7JPwL3oftsjTwJxJrJtua3XOIC8mxByf7JOWzorK38RzwXXNIsJfxGyQQcF1yAnlqs//wNVrtc4WzJya88Sgj+AqeE/rZzyUlshHIYAiPJnsklyd3Jg1a1ySE8z+BENvvJmzwObFoCO8m7XCoCcckHnGYQpNx5Aj+yP/y3yfnJ0ryo3MXJKclmpBc8rsnxyYDch8nbPKX80cncNgXWf8nhnFvJnAJfybdcU8ljyU7J78lLydY2o86xUHTJV4IIvCRirAIkgoucaLxLrJlyE6xTth/WtwCq0MgpCcCGeuC84aoByJwihClLtj0CeuaiydLWGSTJAJ3MLnwMcIBsW5TNfB7oNXy0KarJBxwSNpegsvzzlGBsJ0qlfNUYjCk6yaScsdYNNq9KjHyXKI42cS70KRMoBvy0Kag2fejQ1ltQnhwAnL8wHDbk1hR8TuhPAnwpHbwsKbUcXClVfLopUwJWwMZuGik8KYvMzEncKZrR5inGHJd8mikuLLQpYiyKGK7WtCnX/DCcnjbGKZHJihjuKW9052aqKcic91amKRaaZqTGKXK4KikG8GmcpgTEfFzkq8khKYN81QZ9zMYpsckqnLosHikwAhwpgimuKekpvCmw1uckxIKtvLQpr/wqnH18zKyEIL4pZim+nOEEivwCKUccYWBcfHYpwSmVKcECTimsnMYpo8luKeGcxilJAl4pHSmo/vwpwzj+KXogZSlBKdycjYBxKSbwCpyjKWx80SlqnKUpqHxiwgkpvSk6KS8sxZyxcn28DCk1KYk2RyTrKZ6cjSlUCK2cKSm1KUp88ykjIAgpjRYhKeSCA5yoKcOcBSmQvLLoYLzkKbuCZykjahrmNiTMgv1sNynK5uLoFxTCyZQpizZiyfesOwDoPLqGfeyEEBIcFdYUyecsbqwSrNJmqDw4qCCsRuwuoow8oKlTNI3W5OAgyaCpQ64I7HBWMDw7ACgJQezk4AJcOwDprKipiKSYrDsATvCAXJp8V9waaMse6ryafCDJgKkvbIipqZaAqQ3m2xEzKBwQYWC55jbc4DysqQTswNyEUFyp1eZuVtGADBBCqdCpIoocqXCpcwLfbEtJkKlKJK3mSArk8MMQGKk+5kAaJMlwqfqspey0ClQ89yxQqQzsdKKplqCpMqnp7B588qncrB2s20lwqaysBqkaSSqpjYGCvDO84+y4qQHmM7xCHJypqbCuFsKsUHy1kKJ0Bezeqc6pFayl7CMhw+ziqQapo3K/bGGpsezPfB6p+kwR7EZcOwA9rBHsEuyJqUBWkawMqZ10oOzpqb4WuKmT7FXsKamP+HPsCwSMPHJAjZaC7DGpNKnhrL7sHqxWqS6pRakSxrTsvj4x7AGpaoJEqaHm3qlCHKcpolY7AIue6SpsUoo8NKm9qV8s81ZjLB22IDaToNxmIZp9qc/mu+zkcuEq/anc1gW2E6lU6D/qQtZcQJOpoNIqdO22elb7Vsg2NKmblmQ2U9zmHESpo+zmbEtJYqmZVp8sV0qu7MiplezXqa2svshXqbkkSKmiUqrsHfLoqVneIPSHqdSpckAKXPlWZKkavgLsxVYAaTJ6Wlwd8j+pIgZpksNsGalchFcskGwJqQf4p6k8yFf4eqlJlmQ2n1BCPLep/yzZNjipR2oRrEsg4AincB6p9Fb6Nv6s/pBn+LGs2YoFqdxWP9zbijBpw5ZUNhBpPsBeqThpuqyAqeBWPWwefPBQMKinbFRpsuw7AAepeApkaR6pgmmuirUkImm8aYS0VDyxqRxpSyAYaVmkuKmtPE+sGEwlqU/h2Gkqaaw81qm8aZLgoaw0qYnE5AIkJnhc5KkjPMpp2gYSPK02llyPKd2p8V4T4KzUPRYDqSzgE6zTil1s2Cn0ydxmhnr9ynusN+yHrEAKlYgjxg8p+QB8SVQpAknNXJ6s3cz8AEJShcm/WERsEWn6TEVcFTwwLDFswcmXUnPMsWmRPPWsgdaxaf08itAsAhFpcIpDXAE8jGwRaRSpXaxigufMEWnEqecsZWk8LBFpeKmA3LacRWngKgP8VWnNVLlpKioCNgrJ5/xoBvrJ36BWAtMQowLlPIv8a9LByQk8xRDwqSTcqpLDAv1pNqntyRTJiWkmwGFWF1xzack4pxbQ3EDcS0kwLCDqTclmdrwCFWkjPLdcctbhaRSGcDDtyZnQqRJjaXMCqNxCHJtpA2kjyXYCaWl/PBZp+bZWaYC8WLYRvv1pvVSzrKTan14f4NGoI6nrLGOpwzbwvG9pr+IRaRhYX2kwfAfQH+BSpD8pCzaVvEs2jnxVmnystBaK1kz8h+Yjlssp4vwPmh28DKHY/M4xfby46ej8h5QeZk88XXyzmKuUfmbWgiN8qUy1vH5mx8zU6cfKs2bhKZD8VHiuMllmrtaa/LTp/kw8Nrr8FOmHTOzwbxCHTO8Iv3zK1pb8+OmhnOh4/nx91vs8bhZufE6h39gY6fmYDOkVWnW8YzxR0Ej8TzweqJOW/nyx5Mjp2ukhfBbUeXialnksU6A/cNjm5SkA/Nv0lVyy6Trpk9GOFmURxXxW6U0pfdb5fOVKfOkcCDr8dkgdZllmnjakQEgG9mb9KY98SC7QFllmuYIA/Cj4sKxxFl98pECC2GicifZs/MHp5ukheupsfunkKFZmmOlbKIII3ukUFrbp73RHJITpwvxO6XsppOk3fBt4WuldHPtsXamToMQW39aumHygx2alAoGY24JzNkup+CA16YMsX6ACuG78T0CN6Z3pszay5jup/EnINmxmbjGZEKNgyekrZt+qZizj6XTmBSTpLKNgzuinZrnC0yQL6YVmC1rbfDPpO2YDWuEs0RBU6VdmwAoHzNEQ9On76Rd8p4AfbITmT6INhBMQw2bPfLwQj27NaW5mazzGEALp++k/fBjQTHTpZkOiMgJ87Gvp1yTz6ZH4XGZT6VJUfOzKZuok6Cx87Co2cqAJcf0QVinM5pqaK4Q/6eDmAxAb6XR2zHzBAKrJq+lcZpcoSNyYGaJmGZrf6V4odWY10Oxs4+mK1ukA1WxH6eoCwQD3AufpV8zUGY4sxhDN1uQZeCwQGRpm+GT/6SIpvJDoIEVsiBl4GXVMuWy8GQdmPDDNJCAZ6WbZMMFsrBmobHKgPPyMGbpmJPAkGQ0uZWTSGRIZ06COZsIZh+ljyHQZ1RixAskQ/3zcGQQZ+rDzZuwZFRC0GcVQzBnaLB9stWz0GQ1s1+mNHE9pnZzLtmiWKMGH0GkA+4i9NmHg2/CzVlwAbhmuaXuC+BAIoJnY9Y5q5p4ZW1YCkP3pg7YINhW8SDZgFi3sHGkd1GSpJ2yVrDHUP6kn/CS84SksqakZQiwVqc9sSRkviMqpXexTvOos4mm7bBa+irzsLsPsijRZqSNU4Byz7Fpc1RnSaY7sXeactH3schAr5pPMxRk0EKy8eRkWljQQ1ryTmChWvRmGvOkZNKydGWJcipQ4qWjUX6kXzMvMDBCZGfygEHGEUHMZIxQIPLtsgmkreD08/pA67IksiNxSqa0Z3Lz8oGjct2yakYK8f+AdGf74++bfzCsZgxmPnKlMumnXGVS8+6qwqaMZOFxUVN9JdOxTGaw4CalN8jQWxbzJSXzsZamUOAypxR5iCcW8k0nwUKDKXqmsOCmp+ext7L8ZXxm+CFQsrxkoIDXsNxmSqU1cyRDXnLcZ3DyrGW+cF3gaqR9scRk/jBUZzGl5rCt4oUlHGQPslTwfXEI8/xlBrPygnaxR7DOQiKxkmc6pkxn0XESZtOyU7GJceJk+SfcZ2xm9aVvoVen4IHvszzJbDOpWw5wimR/gZmYP7AFpilZaoLfsKLJqVjvsi5wKmUMs78Q6VgPpNaLFnpOSsfI4dvrqVdyVni5CWEKk3BtRQBj8islYoKl9cP2MlsD9CDXglpl0PKwYCukCOPaZ+lCyqK5QjsTsgCaZfrBJjCNRjtAXXLYQQlpfoL6ZnpnPXHc6c+gKTHaZoZmBmTaZVzRa6mcAOuphMqhCX4IG6onyZeLGmQsiWdCLyCFonpkZmeKwi8irSC4YFslDDkLIqFCF2EWZT8hJ+Hw+XthFmdn0QsgzdsIwFsmzMQ0oxkFcMBVcBohCyM0wi0QVXOg433iXzJWQOZlxdh4y68jC8GAkAzx6bnnIrrAD7sKAAzwoKLE4Fg69RD7J+bBBsBC6CLAL4D7JRgi6NG5JRLitmaVY4Ox2tJ0EA5mnNLMoicBySI8wG1zyRMz4rILYsiGZ+6IIyFmZYxBrmfNuP4SgdPGOyYgxyXNi4yjjKW+IMcnR0Bn43/RBIfbAD0whsIvIxdYx0DHJv7AniAsQBYQ3mafC+jgLEDMhMFm5ZE2oesgh7HZEMckwZgPId5IwWTdwADCayPwqj5naeG2yLciP1BrYS2meROMoOsxrmYeM0jHftK4Sh5lldJBZ5BDpYgOZo7Cg1GUqq1EsWbh0oAR0BmBZCyJV3iyoTJQDSDWZxcgbJF8KO5mnYJK4WPS47gOZ6DAnWFEoxK4yWUIIUASUMI2G9sAZmW6MeshLkGpU5ZmRirkgFrDusHGZL4KYdsvCiZlrwrOSpeLzksaZz1z+nqnE3FJuMP6ZxHTxxOi8t4aUwHUIkzipxOfWYFl1CIB+qcQAkTeZxZiVUojozuj6etOZdQiwKnjEIkQRjA5ZIIRRxGXYkZnj3F0+3OgLlGeZIYgq+lHED87+Wd4QoPRz9GxgrZkQTNRI+cR/rg2ZGPwTMMv05AY3mZY4TUwb9NQaN5m9sCfQvlmREHlZ4mrEmBFZ0e5eWc24HbARWXEyZvDq3DwQ7vBBWQcJ8Vm4sFBGQVmyHPZZJuT9+lnED3qhWYTwpOKy6JXUUjS3yaYMyKhAUO0IQ8i3yfBig8QLxgiYpNzUeKJw7cRzvg1YpNwwgDzidcQa0KrIXpmtFPNZ2ZALKKTcs+YI6EDojzSemcDUSDBbWc92z1lkXH5MRPq1Wh9Zn1DV6LLoe+g6aKTcGoLNmnXEYjDBwvbAjw66mO3EHU6ECMDZ1XD9WcTQvUgNmeVKJLow2RuU9lnXeKGg4iSx1s1xpNwHPookDYZkVPjZwaCDxHasXZknVBKSn8TFygqYH1no0KCsANlrCAuZ5wGyYQDZtiStmSK0kM4A2dqGZ5nQsgQkxRCPiHTZ8MnXWbHUQtmHKFtZglo9Wf54wR4RWWLIHNkPAAcoHll/emLZdXR4xGhEm2HTmdLZcf7c6AaIYFn+eBj0xMTScBTZDwCEKPkMmcEo2SbZuWzsxGrOmtlpgkBB7MQIWDuE+Nn0zmYMboFC2TDY8cRWscTZ/ng6YTf0K7RC2YPBiOgnzkJZli5N+jzE4ih02Tw4jfSkOnrZ/oB+GOf0eOJ02Q6cJQyq4bzZTFmnIEwMM3GUwGjUXQiN9OPRadnJSDSE5OCGoMTZNiYkxEzEpFGemRlB2RhMxJgeYFmR+Du0tdnIvlXZNW4QQhTEedCHRC6Z6lqy6P+UC5nWECFxONnWIi3ZqNG8JJHewYz2wP3ZyDCnxB1IVQj2mRi+7cS4WF2Z/dnf2GMgV1oFIMPZZGI42XjYgHrTmf3Zy+IyJF8k9dmS2EoEdcSLEDlolpmBCDjZY0RlmcUe8hhX2bPKrZnFHgxuMiQGyEdZxR6QMHNgwzySCI/Z7QBfGu3EODh7YrvZo+hxiC/ZlohAOZ7OzxjDPEG09lkMyC+6sugyBGhZDTJuYafZa5gt2QWEmmiEFLY0Ldn/iCSQMiTYkF2ooKn+1I4YO6osEaTcDm7+RMZidI7Z2ShIQ0gyJPCYdNkbcPvoyuiqsH6ZVulL9D3E8hj8okncBCDzhJQgWZSsOZQiGDnEHppYkNkUXvUqTcRMznaZBdSZzIok5w7uRA5ZIwmnxBoaBFlldMDidykXiv5ZdSCr2ZVuL76uWaYimWhA6KIIxVn6OXxEQFDFmOvQhlnogAmZpZ566smZBpkWWVWejIB6OSwBFjS8pAsw41lfwfYeTBSk5JpI/pnRxPwwlgJlsBVZEdhVVKuYaUg9WRBqskpbmHfCtVmLvlgU6QSj8jNZ1ohrVH8MZtpJOcfi85jOECsgTVm1hOWIyxpbUBE5XDpt2SrcN1I3mUYIwFlMFI4wCnQzWdMKMZgU3F1waTQXXAmMy9QuHHqoZTnt9lYU0gg5kTNZAYZgFDA6CTGAWeGqARCAFHRwN8KPyY2YIzny2QlRxXAdGo6wUtl8WnCxTBT+vLPZTYp0fhOYq6QrOc7OTwxLOWnE8zlE9Gr4sGTX6rbZRpD7Xoc5UMbUOd3KO5SZYlAaH1nosK3I6zlZsDqoSdxRuDk41zkRytQ5Pmh4RrBk6EEb2a6ZDzlHuuA5DpkTmHIw5hGAuX85XLDOPFI5Y2BuyLBwKjR/cEncUxjYcG+uSLSk3FhwGdkQuflQadkJECEIrLBF0JjYd1mQ8hQwb677lCaZze43mCo0cNkkLubSeKRJWh9ZHgg7lCikJex0uRKUFHAKYr45hWA7wbi5dkYfWWUUMXgRGBww8tlkMCeIERjGkGnZipC6sPZk0oQ8ub6w1jBiMDV2ojmGeshZcvwHUtQ5a+DxDlywktRTOWKGsrnisDEoS1mzbKywJ/ix2XGIOCjEsKjYN5lhaEEm8mAobO1Z5TgtMgeYFmhNWT3YLXAr0D2+ZTkW9NiwqDrT+E05Z9mNMH+R7rmj9I0wu9B+mSbkwEZvMG5UFrkFsG/oczAKeLa5XgbYcKbwtDGDOaV4aSgQMGW6adlEDE7yHtiYpB9ZLbDkWNcknD4Kua0ouNiREXs53kROMGvyUVk96RcU9DDHqFW5ApiWBIjYZCp0udXu2HDBarHZpIhHWPU82lnUamlZJjDcSJs5kxDTFP25L3BrmcDU3ECwcG4EQTm22UAweYmI2PTZv1lsahRw5bQXWWJ4kgjpWKEo4bj42ZCQTzjkSW1hvzmrwPQwoSg6Mi6Zh7mycHJIi9inufFUWDGfMaI5I5kEOKmwzNS/WeaeynAclFi5qGFPFESImCh3WWBGu3AGVD25+KH1HiKSocSx2XjI19gh0lu5kdQR2Gtw1TBpnrbZRAxzWSKSkGYWuYCoDfAsuOoiNTkzCMdwLLjlHno5KIhhdiKSG+I3mRxBd5TvMDtZtoiHKKR5HpkzWZsBb9hGBLIaFVlT9JO5x7ntWbAadTnkSc1oHjncSIBAR7mDMIU5NtS7WFWE4wlNORkwG7m/Mih5i4a1uZfwFrnwkW25PQTxWW9s1DRNucLpFrkBqGtUr5B1UoU5L9Rh0LW5MrAeOVzwfJz9udJx7rnpSPQwtljxmE05xrjvFJRRpsRlOdwG6Vibsax5lIjVlO6CvQZJOXDBCbm2/oU53ElGWAowDCQEOSZMrcg3mEXoUzjTPMpM2HB2hANobzwYGNYw2BhfFP6ZpD4r0FOg37khiLNg1jAPEMTZdQifuqyw/egeOQ/MCAQopA8GkfKLwsZZoTI2OUmZzaL2OdEyTjkOWSf65/AFSCe5nTj+eYcI1zhrKH45OKxzCABMhTkfiI+KQojfCN+40zwdkR2I9SA4YtM86LzXuT20xjnWAUp51pTBmDeZkGRXBBrisu7EeSE0/dgeSoU5irB+miVwUSIeOWXY3hJ5cIGSjTnP4DewUjjGmEDZ3zxvRqFUnxAWuTcwKjgzpCMR8HkVRm3wbAKWGLfJ+MheVKYwZIzwefc+wFSJCPW5f4bW2ADk1kgfWUmwU1h8OJTasdm2NOB5b+m3OU0wKJTDkXQUSdwgTspwJvCheSQU8vrRcF/QiPmyLDOgUuR1cPLZZggjMCyUhEgfWaV4FQl5cMQE9HiEOS9AMcxbEgzU2Dmo+I/Y8DC34kA5wuAXIiaUa+Cz2dKMylDHcPR6cNmSSeQiLYiG0DfZ49zO6EMIMyjjeJaZYQwJiLKIfMigqeiYuIgcCOPZlMDP5PLwCIh0VMk4LdlrCFwBmAgyrj1Z7VbP8UgI5ZF2mZ/ka+J6CMXQpyLy+Y3Oa7jtEDx08vmdbiYIqIj8wfb56mp6COswTzntKG0MM/BAPq95e9namBw0cYgkuRgOgjwcNNJIb9kgkqJY6DSaCPC5cyhWeMo0WJBjObnyNBhZ1D/4P9mesDLxxjQAoUfZGkqztBDIEGEF2T9QaYgV1FFIdNkkxBHU49SruWEgLoSceCMKjTkbeKDqATRQrLc5357afGv0FtnkUajUmSCaCJjZzjGNUdzU/Co9+efWh7hW5PLZ4XCyWBw0xQoCOaq6VjjV9rqYv1kDNAiI1MZxBAi5Lsze+S2E8tnOkLoIwLbB8j35m9j++YfwXVB3EbbZ5DizCLc4LbLH+fiEJggT6kDZ7C6JMB2IXrA1IHTZRP4diKqwFUHH+V1QtQg+wEkSpfnb+i/wD3Y9+dpoxMC2iNHBQtlhDIcIgKJjuTn2/4iHCOhYG/l2qMhZXIDpSB9ZboSg1Bd4hKi/WUmIzij3qr2KttlkWETYr6KWaM35qh4ziAsJttltGgc5V6q22B9Zz1C6zkKIKcjRCCaZF6ABuL14SJIW2WmJGrg4sNfQsdnRmmmIs5gg2rm5i+kdiJyA2PliiCDwQgXezgRZa1CdMumI+LgpWbLexTnPXBSMFrkMjB2IaHRteZmW3kbh5BWAR3lZrJdE4eScOE1ZUdCNAZgIhBiGBc+YX/A3MGWZoblIUHoIz4ohuV2Rk4QQuPV4WnlFQJUw0fbo0PYFyni5MPrknDm5ue0IAAi/sqBEt8n1MKm4qBICOZ7Ya1Qm5EiogrmUSmyINCKjmVa2tjE0NAiUULn4BEM4htBAtKI5Q/k+CCP5IPmB7jfUA/l5BZ5oIkjpTqkFe17afEkw+LlmtqMwW0gFjJoku1ml6jfU0QVQuW0Yhzh8YMPKFrnWhCJITShUIGU5gH77NFgQXDkYthsy9jTYUIU522hXiFnUxX5TeT5oMDTsiKe4BFlAFCJIueDTDno5/iZVVGzc4rAEWcKYufl4FiGejHnvRBw0fVkqOV1QWAWKQifQmVnwVB84DJjxWfguhzg8ti0JzjmtpgS4RRwMZoWeJXnamVh2upllnvqZEpaGmQR2NXl1CL/5QqjUjHIFRpACSKsE0qb+WRuZa6gShOtZtoiBhJ+EzLDL+XBMrxCyBPIIVEo0eTtwAXRzqexwtVnp8Px0FhhncJPJtFhDtAARIQbzecKgFnSsBt1Q83k6rDQEsrA5tMR5Bd4xBKFQ53n6QtwYgQScFJIFfgiFBN+SSDCQBcxgWhhdjtFo4QVeprIEKxD1ufF+rET0Zj358Yheiqu8wjipBalkEoX/iN+5bszDfoEELeECOUXqiAhcRIag9oR3WdQcfkzpERx4sPnmoFyFsJKw+dq+D2gUEFC5wGIumG/C5DiQBfUUoxgULBXatzkM+OeoHo7UHLc5WZAmaL0xULkYjtrYvaj1sZAFwmFEhG/CJlS/WUQQh6haKiFittmJQAr6zajxYgw53kolaG0uadlUOIUEWCoUKAAF4yEBaHkIexT42YXZAWiJSDtZXzI7pnVowjjsuf2ifdEOaEiSsdk38CGFL06liE2FwiLIaL748znQilsE7CBj8FC5H1AucSJorjIW2auRgoQK9KuSx/lNKP0EFaIyMsf5A0R4MJmIiYWbGL2FWxC93sgFLEgSRGcw0ETA2TSoM6j9FKVEwNn2YasENQQxhYABkIW6dGeF6IgsqHwUEgxJ3O8wggQtvB6mojkWKhW0oKHFSDGFaUg8hIlI0v4vhfCQrQRsEKJauAUS8DEEnZhp2SDZDIWq4bv5gDImdEQwndkSwRfAgQRk6rHZTyi3DihEbrDhRLuFlob4RF5oAHl1uU1MPGkVscgFPMDedARE2QbH+dxAGMxP4S6oA4WpWjEEZNQDhTimAEV3OlmFGTDndIfRAJolhZoGOQQVRk2FPhA9qJpQTXhnmd0aP7BdBKbMQQZAOSiqfwi0hDk6JvkJBqoStITd8Gn5NRr8dP+5iPlblB+BkYRqhX6Z8m4JppGEOtBH2UIU4oSCKIZFjbBW6PFeN7AwORMoLoQohBpKOkUngFhwEkRW6lw5GA7ShBKoIwkNmf3ZBwm4aH0wStiWmfMhEkRocJe57NEO/jaoYqjMLir5hdCxoZ+os/j6+acsmooJqFSmnkWF0BIxdWg9sVZFukplhEvyk+JAOQcmFIS+LqF5ZjTkcKNEBgikhFL5E7DZqFrw5/kT2cbx7Qj29IrwpFknSmlw9vRYMEvZ8hIrRHPQZPqs+YlAoXQm6i4qrPkf8CQkggyguTVF61A9qPkKzpDJRZxJAQwlpuMGNUX9Bplo65AbcL6UZDkIsOIEqIp9GHTZwpq6xIFqFtn/hCMEzyZueX+FIbC79NIIGoI9+SmOVugADHiFZAVc2fToBoyQBT9oeoy59Bk0dLl66IIE65BWUOqFxlRsqEX0veQW2dbwrMKKoOH0Yrnv1EDFIyHZdrbZgMXihDwoZUUrFJ7wEkQqYdwFa/SwhXVSAMX78GGY8V6ksIKFH/mIxb264QV7EnGEhtADeXgWjjDyaKm+XZn25JOwWUXyev1Fybk2OE5Fgz5yBaow5kXfoHsW7rmoeCeFIVhlObT6ioRj8IjRTTnp6t8EvOg1OdjY/kRaqCnBfQWxUBJEjFFHWR42IKhrqDROd4V8ZpewFIQysC4+gsWJTJ6omHztWVZyVmjo4YYFm3iKhAp6JLmBsX6aR6h00cY5WQHCaGvS/CR+BSDIfqj8aDCa8HldEJGF99jZRqI5X4xaGFgq0YQKuapwboX+gLnIAjnnVOOF7855JlDF4hSHdA9sPCiCucLwLRgPbIEKoMVuRBmFbshJxb9FcsT/RTy5/YXtDJ7wtYWHygIMhdDV6n4FUoT/REfwm4kWubR0OgwBmQN5TzzkymIMN1IEWRQK/YxMXmCExHk6kHqF6BItUBt5w+rcDHJws9lw5of6UwwJKARZObQM2SToxZhw2XfG43n29LLuTVktKitEOIRczJPJNlGlxZ1+3nmCQSDE3fEouSRMOIgpaBsYFVlrShJEokWkWRwIY0R1aG24TVm0UpjFiKRCCP5ZLuHyaAskunAzWeASisWf+JL5WXkmmMxo67AWQlZCJ+Alnt8FtjmVeX8FDjlGmTEyQNxYajVI8kQ36CxZikShNKaUxNnZqhdE2nyfFLxZ7sXl+Ynh8Xn4zGH2IXi80ixZI/j7SAwIF1nWlLPYIUjbDFRZrdY4qCFIg1KHmQGGW0g3xvi58KLV8ivUb7BNWUuMGjT9GUySMckvKgpIjOhLJoM5U6DJESvUoYiheTt4wvkj1BcBN5k60dg0G3hEec/FxdBzBdkiAXm1RZUwssFBWv5ZYobGeNJIFplloam56ngBMPI5tojTRvTUrjKMed3IyEhJiDoFuawYljzaaSiMeYqI+0gNsFu5CIUg8FQlz0DbBbbYb0gMlIx5kTinSL/KxjkzGp14ztxT+jR5q9CpCOM2/mmDOQHOgPAteGdcFVmueMnYLXj4cbE5hfRotHqIMwVKHKdIWSFzxR/wy9R8YNsedIVUILUFzTHtOUmE2LT3UoM5BayswkIl1TAlJZKaCTSZKF3oInkLPvFI8l6NxXCUNUgZaJxFEN5OsKlI5SrGOYdhuSX1PO1eNTkGVFXUiog62j05IeiRsDW0r96TJd/QNEguDDPhPTlosB0lylCd2Z7kDXIjSJlITrmHxqlIEp5ihUn2gEhSKlRYt8lKQU1I1kjM2UqEPAHlSPGkcoUC8bpIVAzOmU5WdMK6SBpwR1kAcfFiryVqCBbZdIbFcCwQ87jUBUDBnHhoRGvgtzmiMSJIbuF3hQPUf9CceM0Oh4Xb9M6YnEiuCqOFlaiwpe6Ir3krVNzEUkjd8FT5dkj1sfxImTA/2Uio+3n4+CNcVkV4aNaR78i8cXFFeGgfUELITZ5H2XhoBYrDmbQUG9l8FIvIj4jsVPaZvRAgWcbRgLmGEO7IsGG+Of3Z2fAo9IWOdvn92VVwDSjHsO1EG9m0WIoo7VRrmcUePdjSpVaow9kFJkn4WsLkpRro7xSD5DUl3UVwMIKlmLlyRagUixJ6yLqI2DkERKB0HHJvmUgu6zBipaAacUW4+Ac5A1YgxqT5WOYvme/UdvnlGZx0AiiLcJcl/fAnxAIotcaQBaPQxphZmWoJuAUiKCj0mTBpOaI5ygi4WdIInejUBReBoHT+zN+Z3pbUjhLI2650uZ4iaaVb1IK5N1TjKFRR1ZmR1OmYKPSRYhbZ866dWKf2LWF6OS/UNlrryDwQdvlb0ahYZjQVpJ0F+vR7yHkyJ8XIXL2ZPKA1xX2lpSi2USMlVUFyyEtU3qXvNu/A1sgpAKx4wNnOwLn5jsj/wnTZPKBKecxJP9pP+TGuQchgMDuFZEgOMD0oeQiTiZFFx26pCMoGXbzYOW944yg7sHky2DniUG/I0ARCRmg5Q/ABuHR2kmRoOf4wm5moGXeFsIo4uQAEFJAuRYmwFyFoBFOghoVm+MbKaAScULB0lpl5wUn4iHSNRTVuZ7kjSbryNUVWmTQEVY4AZSc5+4Q7IBxZYLnXjpP4/ti/OegBYKjkGHOly9koGsRly7DJRfsK7EVlWG1FNEqthMxpnEXKpY66XEQPjMJF7QCGEDQEGvg0pelOPIS2/oyl4QatBEqQi14oZZfMVEV28Pgw5KUkIlxlecZKpS3QbwhahT0KaDkvDvioeDIMBdNK4ZBgqDcwBEySRcueEoVuknJF86T+RKi+3i5AOWwCQggCWZJskAWSMOoBDyjq6Gj5Uxzd2Q8oTv4COWlIU6ACWRHYxtm/5E6yxGUPphdFoYiYGGwWT/RkBdYIYQSumo2hWQXtEGkE0QWS+QBxsaa9+BaEhoXwxZGKrygc2OEF3Ehf+GbJYgoWuaOwYkW23oOl5PEjBAhSYLR9BdGIaQTRwgwlgZTpLMoEFTHxWffKx8hCBIwY4wUpunllfTDwuTAIjGF1tOWCcSX/+lv4nAjbBcaYYWUD6FF5TAg/aFl0pPgeOZFw1IVXUAiw3Xm+tLIEWygWxDR52yXsBGMQl7k/geDIxig+SJNlJxCHOHhZHzTLZd7uMiir0HIFBd7KWWoy3XnlJhOZAkCHhWWheNhCyOli8VkVCDLo78gIIPUFZaH3Xu/IWMb+JSHsbSjrcCyuy2VviqzIyzLuJRhFv8ij7s/FJbRN+NiMVf6Q5ZX678gVyio5zAzW+Bx0hTkExMCyCOXPMPYF6OUupapik6HOOXDA5fjqjPyhzjmW1AD4erzGOV2wfvg02GaKM1mlUElYlMj9lARZX2JzmS20xSZ6OeQh33j2xtolC1JLyhX4bBCvee14bvANKJ+wN/GUwEeC93hQ+H/xalk4cKri8MgpuWeZre7vCKcoJ8osWebWPSiHKCbuMuVMLrYolYxmiJxZINaG+PO6DZkG1qVUpKVGMIrl8jxP1H2cLFlbqHT4ZKSoJbcMnngCRo7lZKIPJZsILFnJUtJ46LQ9Wb1Q6hgtJd7uMCW4oSFI+TSW5dXikUh/ifZZi4yPUYt4GmjkJfYaTzhPLs7q4uVgdCKJ3NR9qHGM7wWbnEFpfynUKUxQpsjQthAYogIF5fFcaIzF5fN2U1xl5WBsgRzgtjg6thyP+PdcyyACNuKAdqwGGHOkzWkMFodpyFD5MLEc2bJfNnliFRy+Pp9c8hwMNg3l5NyxMDQ2NeUW3AEosNCV/pXl3OIr/CXlcNyL6Tx8sBbS3FXli8z60lVcG+WsFh24SNxItiU2K3KxtuEkh+XfLOAwK6TOKZbs4+UO6XEsW+Vt5QPlWWx35SDcGWiBNlfltNzxKRk2Luyutozw+SlH5fS2ReXV5cMZ4twL5bvl6da6pCUsBfzy3Mgmbcn9zNiQFtxHCJcCtJC15SAVKDYo/Cs2JSzvplAVs6FYFuAitSzStpM8Qpm81kx0dYgVAsQVZZTbqT78WqCLLDtUpBXJ+FYIFBWOGXYgViwz+Q5C7ymCDLZwDBWt6dI87BVkePzJLdx6CJwVeeKfBSZZ5XlmWSmZ+Ha34IssnHiViAlOLBCnSMWKn9ZyFckFch7oyMo0fdxZ5YFpIsm55SFpzIBxssvlMmy6FSc2O+VvLCTWWVzGFRcc2S5NpErpJhU4DNfljrBbJHccjzYioO/MzIDxsfVcxRotKRslrVzM6TuWEN7D5cDQqVB3HEC2E+VDXMyAlhXgFa28zIBrgX2kK+W+nBBqheUoFcCczlog3LAZhpw/hNvlFunAnHn0rkkn5TT8MqDDuI62uRX+LIyc4rYX5S0pnJHX5cMpaRVOFT4VTpZKeP4VL+VerBUV7+UT6WkVpRU/5cWcOHHH5SAVhpy+RTmQ6qQGFT3p2LYdFYacyRW6pMUpAqwIyB8k7KQGFdKMZhWZFU2cMzwYpPBsTZwyZuAU8zzvLFqq5+V2xhCcAs6N5ZnQeRV7Fdfl0DlyvJsV7RXjNGqc7SjIFa0VAqwV5jjcKSlzFfPlsRXArFMV5pAAFbWcSoTktiMVxJxGFR/lZhDqnKocHrYxKXyJ1kkF8Iz8OpxYFQcVxRWGjoCVOxXqrCJFpeXSEAQc7yyQdP0VdeW+HCiVm1wYpHAshBVaoGGQeDgkFefA+JVgFGXAvhlnKUxYhJUDqcSVjbaCFffmOiAHLE84w4i+3P8kHBVklaJWDJU4eMyVxST0FUM21jkAJRV5JeLVeTngxJXSFeAEQSDROPIV6NL4lfgFoNxN3CKVahU9ALxJWhXw6f8pO2yv3L582ynMLA1pBimZFbo8PlRUEC8YgGySdn0p1hUQPHEp9hW/zNFp4imXYO/MujxhaTCczimTaXW8kejpHHaVcXyvkMfpZpVTKbSwNDbGlUspM+U8PI9EgvyalV/cGpWJFbo8EHG8/BI2ytbWlakVY9wbGe0pNPy6PLyS+WaL0J42fsA8qXqcfilYPJLpgSlh6fdIsdbWleMpWWwxlWEpjRVmEBmVx0lFKRg27TxZlRnpyZVpKSGVY9y1Vo6CPRVj3NlW+yn5KQq4dSl/Fe3MDKGmKc8VBZVLFVkpq+WF0fx8TZUZldzY04iGlWBs+da5bL4YL+kFlYSluSk2lfJJLulHKWT05xi4lRSgMjwHTBX8Q5wxALuVHQCTGrSVcpk7lWmVx5XJjDMci7hAGD8hi6kvafggGZU42QnS58BHlQdZZbYS1r8pKpV55TSpQKkQXoSpb3QgPFqk8zCL3L+VcDzd9Dep+qmAHBBVD6lgqVqkdXwJrBYo2OwQXh+pHsgX3On0MDwYqX+p/5UgabVhDCw4VfQWdanv3BhVbGlNqVBpKFU5qYBVcGlIXghpS5bUVTBVEhbWqdJc/cE1GdKpx9yrOrBVJqmvdhjsxqlwPBt24RbGqexVjgLGrHE+UxmjdqhVmqzMHAXymFWn5BcZf064adis79yt8pRVq2nQVTUsNJlRqf7BLqzSqXxVHhgWSbxVE9yGzphcfKmb3MGEeKzblXYgjmkqPP3BXmnnwFZVF94vTi5pspkdNsup26yaQNZe9ml9LO5pExyHQU5VYHaRGfpWMRkHLIJpz9z0FgcsKhDUVWHqiBZYrCFVYDwO7CysulXb3PFVj6lCrAfc+pavqQUcf9x6rMxVa0mYVdaBPxmhVetcgGnorIVVSVwUae/cuVW6rOFVeamFXoWs4VUAPEP8AaywaXPM1U4oadlVYlUwqKxVLKzH3N4EB5YpVfvc6SbPlv1VGDzCaQKsD5bU1hLsGqw5VUzUdVX5VYisXB55VRQqHwokHNSp4VUB5mEc6Klqacg88mkk3FtVqVXQPA1orpw5ljjW7qljVU7mjshqgglVzDx/6acVw1XN9ihW3VXY7ADWRlxTVVMZBlGy7AyVf6lPdr4WDJX95mI8m1WgaUHsn6wfVXtVNqwRyKJJMVUm5lQo/qwWVUGg3qxM1l0cnlVSVkEQCNWmPEfsLekPlfSVwEQmPCzWypmovNjVZGEnrLDpiDYEvDFcDET+qZ44AlzBVW+c3ZVVVaDVMCwm1kap9NWgmRWp1NVJGTRY+RlYrJ9sP5zDiMUZ3awLvEUsmZXlXGbJVRm5ldWWa1UwXGLVN8lFAE0ZtZVOlmUq+xkreBrWwxCPVThcHNUWlldVj5wB1tCVaGnFvC2VkKysvLTVHhavVfRcJ5j/zPcsxVVsLNqV7FzBVaRcPjyunLEWxbz6lQyQByz6aehcUTzulq7VJmlAXF1QmXQO1aRcdVz/FXdVW8gA1SRpQFz6ZoDceGm+7PugrNXlVb08hlxIqZBp7jwRGCDVmo7gXKBkP1XjAGmpIdWZ1cqWh5wp1RDsbNVULAnVTNWXqVS8t4Cx1WXVBlwNqQ7sRdVIXD6pDqxxGU6CXcyw1ZuswYTxvAE+eNWh3O3V3SyWnBqZERmMFWOs10Qd1VAKA6lbrNAiEFz+XAFpcpbaFXupJlUSrJrIIKlQVdb2S9VwVQDWcqlsVU9VkqVGqbTA+xlabj9VDqkI7A0yClV1aZdW99YeqcSpZ9UAVbNFDhzH1aRVtKkJ5gzIKlVxqbtOqmmqVUJOTxmaVVDWbVXz1Tas4xn31UCp9PZXGV/VssGwqQZV7qygNVKpyKltGWcOXcz2qbb0jqmWLhqpGKl/VUA1uqk6VU2swwWF1cvVgLGtqWRVP9zlDqdVRFVB7I7ceDXFJHSZMvYdGYGs3OwkJgMZhalaXBb2tFVdhAQ1WDXsXG2pWaky0TBpuazy1ggmKlVJqZMcGtyxqS9sOK5v1YA1tDVMVr/Vxyxs3PiZQalSNTTcspB+qbCZhDWlMK3V5+xzqaBeB5U4QD2p81Fsla5VU6kybjOpKpnqNS6uyJaamYPVa+wrqcn23mmJsHaupjUD1RQpcOnRGfCkLilwPMnA99zswA1VC9x3LEopLrytVTvc/TamVRBSv8wBNalVgDyplrQp2FyZVYjJcygdVa0wuqy0KeCct9xuNS/cn6xMFlbhKTVfyeIc2NycLJUgzam1VZZsHjVAVWlV4TWFNZFVQTXtzO4cyDzQGTk1w+aKHCsZLjWGVSg8UqkRNa41TTVYPAns+xnKAZzVCTVEPJQ+GqkJNX9VlDynlkoptubPVqNJITVg1QBsuly0KW/JZNbfxkI8MzWuqRdV0zUv9tzs2/z9Nas11alqiUxWizVz7Cw8wha5NVBp71VBFlD2HDXQ1XYWjsheqd9VFzUFySWsxzXySQbeHDz7NaPMlTUL1dcqOzWvNZM1Z/aaSY81yBxTNWFJEcj+qZpesUiqNYeV3Rp6rrjVMxzgtYTVflX3lXSVeJXLHDjVtlVUlYi1MLURJXC1M9XflSFprGCPrPgQCrEp6YZpwBmM3NL83zUpQPgQcZUbwFw82hCkNXjpb+niEDbc0vwIVRjQVMXm1ljpt+nUEFvRqVD+TIIs6+wI2fYs3LUrXOvsxHaPfHBMIhkmTB3leExP6XBMAjYE/AJse+wxfDppK+m/XFLpN1Vktcq1eOmCPAYY8rUrfCbk4BkQTCD0SPzSORvpkuCu6RMoO+lVmp7pMvyH6U6hYVYXZjy14rXvzHa1grXUmjN8LRTWtQ48JPwAcea1AxArfEa1vsx77G58XXhrfAG1tunM/By1PrX4/FJpBmx77At8bhnT6S61aXxxtcAZDrXsXPNgPBzXwOvs8NDZfABJFhkWtTT882C2kGosQrUc6X61VIjFtaa1I/o5kEK1+ZXHZn+svLXlfE61V+k63Iz8jbVn6Vzcq8m1tSIZ0jV9zMdmT+nEtZbpyBn+tTS1rXxBtUW1w7WF6UjoFhn9tZnp6bVktd21KelJtVq17bVs/Iu1eBDNtRr8UbUZtcMF9GzzYGG11bVSnAW1MALltYj8puk0GeO1A7UyGeO1SPy58jgZ57Wm6V41QVDqta18DdkCGdK1WyR+6XW1KbUzEPNgMhn0TCp89hntNlzJbems9KtWrhmTmPXphdFeGfgQrvycyUtWwHVXJS4Z88BBGQqgkHWhGch1/lXzNiTVgxaOfIfe4Bnztf18pKjT6dO1MkU3JOS1bnyrKdS1mRU3KHK1xHXzvN611xpDXChEn7Xzdly1uylJECI1kPxsdeG1wrWw/DxpYrVQdo61dHVdJOvsBcGC6ZO8xrURtSN8FHWPtdaOrXyLKSYZT7XC/IR1ybWSdQD8uHUIGfq16ukHKO81ZbUmtY/MkGhStaSp+bV9hfx1WbUEbCJo9rUCdam1QeDOtYQkM3wmde61zF7mHAZ13rUnviN8S7wSdQY2anXz1EW1inXedf0IubWqddp1S0lqtR61znUc9PG1dnVpfBF1KnVaOdZ1/zWhdWZ137WkKiwZebX+LKGoR7V6dY98HnX+tVl1sPz9dt61XjjFfA51DRD1tVwcFnW2dXhJcrwVdU21nVRs/CV1vBD4dd51TLX0tcDwN3w5dWW1d7UZdcG1XXUpdVO1DLXedSF1rXWo6YWokXX7sPV18zVLtVKsGvxL8jYZ27VvfH114DD7tcV1PnVWyMe13jVKDCj8IbUhfEtFJCzbda180sSxbNq1+Px3kKR1mnXOdfKkqXVRdTd8gopzdUZ16XW3ddG167XVdZd1gXXjdfWk9Og5LHi1I3WHdSQZxHW7de+sZHX+fP+8hSxA9Tt1ZrXCdf91VrWldU11CMgzVVQI6+zvdf18SAokGc91wxAk6Ed1aXUMkCToEhkJtTd10PW8EOd1wvyCDK51MXwg9R8k+3W01gB1Q7bnoEoMedTvYNB17hm+gPehUHU+Gc5VQHW+/PkKoHVIdd2Y9eks9Wh1vPXT1TnlWLVz1fTVNpaQXBfVohZ0Sph8F6kHqfNgRfCwVaWW8vUXFvKpSvVElKuUqvVU7GIWexaWrJ+p5BYahffVgVbDvKGWEvU0qe7s/pbBXvAsRKnsFgb1HhZEqdwW8AqFrCepAhbq9SypiGku9bnEvKmW1ZFmqzYiaYWW+rC1vKhpsRaeZiQWHqlu1ZqW/xYtECcBkzyVZpBcQfXZFkLSiFVoaV+gFBBEadapWvWNeHXs8qnHVZOW7xaVqU7szUz/Fgo1gNVlnKPw39i+qSSZqunLIOX1MmlJFg9MsKwSab2CMhbHFvup/vWWkpGpVdVflrzAEjU8ab2Cu5lu9XnV+xzR5ZnsWdX4Vl6iTvUi1UaCY4w69RfV5FarIWw1cdVlnP31IxlR1QxWEYk99Sr4ehbzxsZVi/VuFir1NKl9lgaV9fW6XOSpAlZl9SC11PWUFRSg9lXlwAwIkRA37DZpM0wvBFMocLVnlZZVPmkm4N0c1jUeaXpMS6w7VhjVmhVflU4196zBVhhsqla2VvQ2gvyL1ZZW1fZFaegWJ5ywDVV8DTKuVglppEArdEVW0TZsfLA5vhxeVsR8plEEHKAN+xzP5Ab8hA23JNOgYVa4DYx8A1ZRVpgNFHzu9i4s8ValfNANSVaIDeckzA1pVh/pNizgDVlWX/zcDXlWxVbmNnwNGA0V5QaVyA1lVqCyg2Y8yAI2NVYffALOHeVyaXd8IaCqXG1W/RkfJGgNtlauUs18Yg1FVhYouPzYDSaQz6xhfPgN5hzPrEt8xA3YbDNsUXxjyOGclg1YDc16uRymDedmdHaryYYNTA2u5H3MCmwKAqpWdpz+UoIN8A3aQsY2Qg3wLBTqlfzeDa28FOq+fKfkDbwZbHr8zg0iLBlseg32DXK8CQ1cfNYNNPwxDYr85g1BVqoZSA02NQQNmhn1fPoN3VaqDcYW2g1U9bm2bTY09d+AGWqGCR/gJwHHYJPZW1bF6KzgujVevB5etQ291YikDQ01bk0NT5z/9WY1DjVYdQjpo9wyoF4WJaylVYacjtUf3NqWWxmgPI1Vkw26VcvM3JzS2VJVWOga1Y8O5tZzDePMaRUC1b+Ofez5Fe2p+M4NGTKgGhZmrEcN7pYfHL01cVV1FfJFQ8wNThqpxxxCVbPMKtU4aivcOTFMVscculWbzIacfcWZVdSpMqCb9GyspVU7HDB821WnVZ8NjTXVNb0VZanhXneWwJxGFpQc2GXrllkV61X0dMuWRJR5NSdSvhYHDVmpC1UzDbJcXql4jcbVOUj+qRtV2I0rDeIcRvy4VrMN0RyjVTKgpZbEPMUZ9I2nbEM11ZajDRxpI46lMCCN8hbPVi9Vrw3urAj2afWPDVvVq3U3DYCNXzVMjXUUXeYUduPsJw1LNZN1JpCjDWmpwLWgViSNSjXLNT+WzI1PNWEgB5Y0jUtuz5Z6jds1xRUUjZ/2+pZqjXc1wNWUVreIVzXnNeqsL1lGgv9V5I1VRgQ1lo3sXHKNezX7fLRWWgxrNTp1yw2S2BQ15gIGjc2kDDUo1bqNzo1zNSF1hpwOFo3WSZwX9RUNlmnwtdKgVMUPsTKZVJXJjR2xo9Wv9S5V05xN8imNlRYaVrmNGY0hXJ+VjjWk1aPcbGaB1bckxUmQLMLmzXytSUScbGZzXGDZqByNjb586fTKLG5mYXztjTWN0dYUfAuQRzwVjXF85ebzPBWNGXxNDAb8o43fvKzoYVaDjcR8nmysnBWNUXzzSVKcnY2lfPWNh6StjYF8643M7E5gS3zTjZqku43nZtWNPHxyoA5405UcCq28I+l3fHP0aIJlsA48Lnw3jSdpZBBzaUoMLY3Cuor83Y3TzHKgkZW0xGU83416/PONj8ydoB9850rhnNIZRWxB2eHJ6BldjbJcC4032qh8y40uLMEAVZXc6Gu8ZBAoTSXEq8noGUt8SaZ9zNBNpXy5+peNJPBI5seNVvWyJvV8pE0cEO+NTSmETfBQEhhcfLhNJymX9eY15+yeBl4Zi8RrqT4A6QATVgvZ/2lp3FUNMQDfjezJOOD1+F5V2XDc9T+1/Q32NZjVPSCI6MK4xJYUwHJNUfna5oDptbY3AEpNkMwKFYtgGk11xG4u2CCqTdO2TQBBfEmMWk0uYDpNoUIqTQJN3gBK/JRMCk2GADZNQEwy5jKWVk1GTQXgM0x1sNpNbk2UTB5N+OAuTdPglYAWTcdgf7ZOfNFAd8AGTTgp38I2uHZN1k0btgqIlk1X9Xagf7Y4NNFNL8BJTT+M8U0sTbFAwU2BTefAsmD3xE5NF0CA6du2BgAOTaxgrJbhYDcgKHZWBH7gV7bJoKVNfWAilqBAYpZAdqh2kpY5wGBg65yD6cFpc9UwmSWsqgBIFUFoDeyVrP1NV9YomUKs/U2gfEcZomlUjG48Q00l/I/a72yT9uq8WeK87JWcw3wAgrjg4oIp7O2pbKDQmSX1G00pXCLsXeZZ4snsqOxIbG5NxlVcmW+pC00G7AyN/U1pKETsyux3qauY5FzK7JxcI00tGWyZbKwjTUdssxmd9UFicexEkHMZ/U15vJ0Ac01PrCgUIlwEmf6pdEB2DE8AwOylGZiCHtCtqZUZDo2fWi0Z3xmIrOjNw+xfTS38yM0n9VdNSM2t1pJcfJkQzXrs7YKkzUFi1exvTdjs/U2AzWbs0lx0zcnsmM3Tyauc/GmmymBpbM157M1V8mzjEltNqM3WNpbAxlXAmWns/U3UzSns8QJoApDNFM0CzUhsZ/xOSSPsQFWwzc6pHM0SAoQUV/igtVo1XkzFYpmNu+zazWLaLwzo1QMNMk3X9bHkOs0hXLvsZs0GzVPVGHVcFfKZEEwR0EXUdlUOzVwA3Rr0lplNjkDeIkEAKsVNYAfEY0Dr7CJMgdx+TbEIEyhOMPmQvs128KywoU0olglNQaB7Nv7NPs05IH7N04D4dO7Nds0UoPHNUc2aNRCqufkAxGnNJs12IN9yrCAwGtnNujLFzQ5FZuDpzYXN0VDlzSIQTWA1zbTgdc01TRBgxU2EwpuZiMrlTY9gOACclm1NwCW+TbVN+CBFzY3N0UBPtkUAXc3VTZpgUpZodrKWwvXADTtsm/y4bBlqDbyr/CrWyxzIAtBKhNZ9yaf8aw30rFvN8Czj/IbWa83l/I1V7ez0iDX8q1n+bAj0NtYd/Ew2m5Lt/P5KzVZBEB/8F80zAghOz/wrukk2X0oCNgfNgdYUbBv84nxENsxl282Z/BRs8/zKKRFs1TDT/FIa/lb39lp1pAKIAkAt+82H/OY2oC2iAmACv81ODlAtdCy5bLRsHgIcAq/N+dLvzTYpPCwKbM/NxC02rO/8q8n3/MBsS82AArDAPtZHzY0kejYkUlICkcksLTYCOLA71owtmSSwbLQt6my4AqvNR0BULRTauwJ3zRkCIyTuVmsq3AIIAs42T82BAmXJPizabOHJ9ALAgnhZTAL0LXw2ci231vgt6WxSLWakPALnzM+sOhyJpKfJjWwcLT3JZi0OAgPJ3myYLfmkbSm4LXf8QQLTyW/N7Fx+AtY2Wi1NXG4tjdaULSIsstBJbHwtWtBAmnDW3C1iAnYC+FJSAkkC7C0OAqYto1LIAo/oXC1GBMvNugIH1j4t9aS5AuRsYi3RAoMpWmx6LV9QHZh4Nh4t+1CBOXPMSi1MAjECOC2lLXQCQS26LbBNt9ZOLSX8uS3i0PPJYmw6HJrNpU6N6XhsnE25UA5cdIp8TYXcwc2NAh0tP1KQNpM27QKEEmbJxNVRGWWNgwIP3P71eZZalWNa8BaEDqBVsy2GlgGWWBZuTWst4ha/zJstuBYplsIWoGSgrDwWvhbr3OKNxumcFs9iNBYE5i/c1cBMFtct9BYyPLWWKEgXLeGNmpaDlso8HvVCFqPMF5we9dstbDygjdIWthaWbLstgK3xFjstry3JFg0Zjy0WFq+uO9zZcEGsURYGFvCtW/X4ZkLQZ9ynDaX1S5ZBFsFc/ZZzlt8tXTlT9aOWHhbr3Gd0VfXuFpws5El19UCt+K3B9YEW8kkXsMGC7ZbIjastq5bbluCttK2wrRstLLIqlimMwzXr3DyN6FaMPPyt2RawlGn1/K1a9U+WuRa9fF+pb5b9NRmamoJjjJBWNDwYrcBWuOzX3EBWglZ4XCSt4FaKrXpJmkJ99S62XK1K9ZKtWWwMrTeWzjAoVg/c0FYjZgct3K27JBRW9K0EjRWCBFbArQStSnwurfit4NIGlQ6tFK3BjdOVNFa2rQiNX5buZv4s69xBraxWSK1+rUv1hq3grV6ta/V+QWFJFejEVv+WYKTMTVXNQaCf7C4wmLK1FgM5vRyP6BjMeFmwtbB1nbZjHKFCjwBdFk6Qua3vKWWt5RZE1UL1ypVzzaPcKTz+VheQUWk+tdcCC5bxac5WVdVFXClp8mxwVsHJUawl/J2tNTzAAnKCrLU1PPZWn0U21nVgTDZEVpnJ1Wkt/OxWRTzW1d5srZHvzN48wAInDB1pqSK/zSc6PWl9rU+s15YhPH6Vjmwz4Olpo2kz4MPJTpU8bG/CBrURyYgCgfSLaXLVT6wDrXlW62lI3IAi/Tw7aYYt/Y23jTHJhwJ/rU+NTTnggsetmzxTlfJsYG2i3INW+62+HJPJW60JxOc8nwhZNuutNtXrlUhsy60Jyehtr62V9TfJyG1lNsKCR5bgKVOtCJnQbYApb60HyVs8JS0UbZs8j7xoAiOtTTmPrYP1tzwxVuOWIiwXPORs863a3GflGG00aS7VFel4Npht38lUbf2tm/XRrHOVg8kNlsAp2dYzAkJtt1yLPDhth/X8bcM41jZcbYUWaa0FzWOs32nTbGgGvtwg6ZwixWBZjRz1WqBwoDvI02yipHptZErLbBZt9a1ADdMthlaSwkC1ZeSDTSMCFUbHLJf4GlyWWE2s4vqvTXsCJuYRQrNNrm0vbIzWQjynnIUZo5F/nNFQ601cCbGCHpUcNW84suxV2q6pCW1QXL8w0o1msEKC5hh71aI49iy0XE7mIW2fnL1G7qwBbY9NtFz+bXpV8M2oXPltnC0aXA+kb1XObQRATFxFbRKsMkZ1gs1tNqyvkJltyJpHNXbCqW09dAw1nW2xbQbwFDUeld2CkegjbYAI7YJJbXPs3jBOSVXaealNRnJccW0OjRXCSVXVVgxwVzXmGMpc7g13Na1tdoKhQhw8s22SXH5tTawe6OmCXm3urKNt9BZ7Ai9sg239go5tSjW9bUjgbS3T4KFwbsI2zeuCb22OnpmNxa3jqfgg8Zp1nlcobRbDnADteMI/bQANmLWNrTMtufJUrfMt68zybk31zy3xNWUNjOb7LS81DbkoFvGWoa0I7cb1QKTdNdsJ1pahlhs1xSTrTWIW5ZYFQAZ+U/XellCt13jRgtTt7pYU7exi5ySOluvMFpQhlosKPkkU7d7EkZZ47RaWXO1xlgT0oa2KlGstXy2s7U4uDvAcFvE1gdQyrVAW5tUk0Nn8gK0MpaPMwu2rlmCtYu0gtnEWPpby7aaK05V1llgW+i5b9WytYu2Stm2Wa5ZordrtTy2yfJwsoLI2FkrtYu2A3vbp5K3w7VhQFYJErTU113AqlnbtSimoFIuWVu3O7egNoRaorfwsKO2IrbkWOO1llmvcMO08rSkW7cxytHctAa3o7QHtwa3jvLHtRbAGrSCW/CyCjjH1mq0LNVntKzDnfHXsL23y7byM2lbA7YeV8gx1DWKZHMkADW/1Ga3P5LigclZl7To89e3dLBJW1e3GzYANpY3YdeWNrIJAteg2Lm0fbA2CfC4trA7suhlNrNRqr01j7RA13ZiBbYPtHDwWlDSZELqbDUvRq03Z8ZSpTVYgXIwZHDVytOzNHQoMNTvt3M3HQAjsG+0oXHIQAulyNbDJyuzygnwu/Tq3TV6C4cFEXMTsGixyNZ6sFOzfxkbsjtScmZRwb1X97Y1tyuz37W32CalKLO6so2UD7QNWmDUcUamt8Y3PaYmNllXPXIeuus0qmfAdqF4fbb9tQOk6IPgQqo49EuKZgk3XdCyhqB0Q7bPN9m2YEAAKJuaUUS317mBJ7bHC+/WUHWQd7WRSqZQdTubeMBr1Ic0i2o3W2XCVXKQQPpA+5tXACSgzEO5g7TpB7AYQpvXuYLn+GazCHfQWRba7DattcGb8HRQsy+2rbTP1d+BubZRGBgg0rKQdp230HU1cGh2XbZ71jFU6HRKsLhx8HVwd+OhNrD5kT8okHaYd7qwlHJh8XB3vpmYdmy4MHWaoe9XIJn3Udh2TcNKNEBh59T6QqDXmHcM1Ah2uqWWGmFxs6hQ1ODoUHamgaTUUvEX17h1jCI6pq4DCGDlQPpBfVfEdNfWsHdJcUR0N9SHNxsJyrGEd/Ky0HQ4d7fVvEPkdlubr9f4sjB1PVd+qLB3uYD7MKqzK6LW8MR1fVRpinB0hzbEdCOxNHYWsFpBKabaSvvUhzbYS1amVHamWAR1z7Igcu7zuHYIdlKxBHfYsAh0LbbkdDuwCHaPsGR26XKIdks3D1tX1QjyAKsqNKR3rHVQyQLWhGpkdAAovbLMdRR1WHYYd2/VTHScdGdbd9WUdaWAcPAMd6h07HUo1dR0Q7BsdVzXtHZWkyx0gmb6SSh3zHUBVhbw9HdMdzakxhlUdGCIMNSMdcIhF7aNgLdTSEl6wpbyWzck62hKfsPm8ts2abWvsl6DZhoidsJ0qmYvV6J0wnX0tl7YezeupaJ1gnsaIXS2YHYwe+h6lvGgdak2CTUSdCglpvHZV2J3EnfSdyJ3jksIVZXn8lWIV9yCpmZZZhHYBzTeCahKlIorCQrWMET3izJ1cTY7cO6yinUidXE1QFjusZZJpvEqVdm3d7TMtmCykjck1Dy2hIZWs0w3ErUg0bw3fDfLtozXdLRWpFO2+ynMNzw1i7WfNWRz3DZztHSHRbX41WBZ/Xg6N5w3Vlk+V61UwbFCtSghd5vadv8wQap011Gw2nbE8quw8UHA168z3FqE17w2hrWGd+9xhNcIWXkzIVZVVxK3ITBfc6p35lhmVGzziHDtVoZ0vFgNVcL6JnY3wdJmwjWKtJNYFne504RaunbGsoAFWFtH2mI3w9aPMjp3lLESN1u1CLXmsjZ0WnRyNWI12Fpqd1RwE9WLthp0p7sytup3IPIT8pWxdnRmdrFUU7eKB4w1JBFyNBp1Q1WyanZ1aySdVM50mnXOdRFyhLFGdl1ZrnVmdKNQxjaKNWZ2qukfVOo073JW4FxkqjbEARe0ZlfxhdwiGIq+ViGJ7IR1orQ3SPGeueY006L0cz51FjYA5LJ2Q7cQd4YTv1RMNv510rGAsRX7RVaYgf5XXDXaWXFXgXZaWkF3zDdBdPVWSRNiN3gyxNdk1dpaSVVk1AlymIHhV6F2YrKYgp9W/3P8NSNk1nVlVuF0NVfqdJF1FNdcNzKysfFU1BF1/nZ1V6DWgXa01mDwakEqWXFWJ/LCpylZtGV01GtUCpF6d35IPDT3iclX0XcM1rF1znUy1EF2rnWapcF0ijeGomFzKVukd6zU+SUqWmKn0PAl1byycfCGNCo3qXZ6pPeyxjaBWUhpAtRqNKtUHxC9soY2BltRdbzWyXTuWFl2TNT983JwmXdqN4l2/nfw19zW4VlfEyo22jcWchkpnNfOd6qyEXUc1ro1uXYpVQNWejTSsmF1lqW+OD1UV/AGNe50AXfKNAXXxVf5dLo1qXb+dl9UCPJ2pGm2wHXDV5OCo1ZC1RJU5XXquYtZGzdJNWV3noMEgjBGI1VWtGlbkFKLWda1fnUQdyp00KTcsap2s4i/cDgxanQmdnCzQ6F8Nh9zdXW8NSw29SSyNhDZ87XB8y+3WnZpJbIp2nVBdVizlHA2d7p0M7bQKFZ3zXS6dSApendNd3vR+nbg2mkmvvMhVw13RlgEsiw3GneAqep2H3DtdQZ2dXV4s01VHqYY21l6xNem1FZVnXQUczPzyLK01hbVZbMddyDzFkMytj12UjaNJt13JnbWdJizHAuIcUI2uLIM1B1XErYtdFVWA3RJsrTWZnbDdkI3aVcwVXR3PVUKtfV0CjaFdLQCsbDq8Kva6aTNd3tVnnSYs2IL8POd25lWZXbXtbRwnOvedKMYDqSwsZ3ELUXid6HbprW0cG/TU3YZtbBWs4nmN3rQYtQ1dww0y1pLg2GnI4AJc+NYRVSUtHGHRVfjWommLdf7WutVVun3sf1Z3qQV1qZZ/Vu9NNnWFrEdWx1XfwuI8Hhbq1n+pcqLC3e14aTX63ZisIt0B5nKi1Kki3XmpcqIgySLdp6lK3RfWQm5waXLdbVUK3dhpfHUQ7K7dV6mPsrCpKt20zRR1FlAcWFMZhHJWqerWRDxfIvLdfUyUaZMp7pZ81mmpTGANGXzWsmmzKQ7skt28afJ1FlAC3V7d0gIWlpLdd6kPkuEWqd3DTe7dri3ZmrCZa7I23YF5eaxrshbdzThZqdXdMDyW3c2p5d2+FqbdlGnF3QZQT4z4afndyI2y1mWphHIhnU6Q+00VycUZjd1QaeHdruz41gxpTSLoNZ7d400IUhDVs92JLBYoLd2d3b7sCuD4yb3ddJkWuhWprd11GW9eyt07eM2pj/wS7JPd7akj/BXduG3H/MQtsNCl3YecFike3Tu4SRn73Q7d/03b3ShWud1u3TVtKd2P3ZApoSn9ULfdCfwVbSoARe0GoDLqLt6wtaSC5hhLImM6ua1UnYZNC2xMOIByYmTotWzWiIa0Inf1M6wljUMNqpWj3AYdyZbtpDdcWR1xlgQ9JpDFHZjtbJ7DEOUdEu0SNEXe7h1sHZqW6ZQMkNwdCq2F9ja0Yx1PLROirQDuHWIdGOmcPZ2QUh2k7aw9DujuHaJ5NoJc3MbCJh0RKrjtBtB98JI9Aq1NilUQlD0XHajtJD0kHQaoMu3iav+A7h3ZHXEWormkPfYdrK3VPvo9GO2B7RPmlD0OgBn1V1B5anQ9r5aq/C4wDR1XLVR4bD0tHf3mzUw1TBqQQx2aFnY9lJDKHf71FHKcwHI9/vUyzMzsZD2AfEw4tD1EPReWzhDRSto9Eq25wq4wNj0yrWZ27XAxHQX1IB4wIOw9HFYMpB49l/Jj9dk9Ij06rek91ZYHHQatmYWkPco9A4xGPYE9UT0lHksQJT3DvOE9sj0hzUVkNYK2XNY9zT0arWXAEj0hzTw92FaMPWMdc/UExGfImT2aFo09CUDuHX0da/W1PUUdL04IrZ7MCT0hzeMdwFZ6PQM94YJFPWYQoh0CVv/YnMAQnbSdrZxGdnZVp3RB6MnQp5XZjRgdez0XsCi8NJ0oUMc9Bz0snRTd5+x7PXulpc2Y7OPCP7XwxkZtcHXnPeguIk0fPbvsjJ11wKrm7PVGWWydMfIGAChCnJ2UgIbqaZm8nbKdQehv3OXgwp1ywGOkTdxkdci9cj6IvXC9peAIvZY5f22+/Ml4GdAvPQW1tOAxiJ89Ja3wdQgwftL16UEQ04BUvcC95L2+/DS9dJbUvW/AE5h2NaOpfk07GEAQSuA8gHbgKJCEvVu2ApafoJZIJL2KwMpgUECAdkBgv0Cnti9gwHbWYPxNA82MvaG86rnGwGMIiW4fACZgz7ZhvAh2x7atTZPNOcBftjXtP7ZKvfww+OgAduPNPc36vVC9081FTUK9bMCyXNB2BdBqvW8YGr3ivTCo2r0WvVVNaGAd7d+djV0oNqk8teqo6Zg2KtYhqTg2mfxOqTI2O81s7JKC8wJCNvGm+SkxncGprOATrZw2YuxC3aPlCF321sWpg+WZvTwslGYcNtVewS0oSB3lG8wMLWmCWyR/zIfNQvANNntdlKwPkpG94b31vQQ24C3t7LKGwCyKNr2s/95adVYsSSlY0jE26/YENU29ujYT/Jmsbb3yLGEtXb0wFhvyVtYMqCW9aAa8Avm9sRzzvVm9aEqBNtO9cNaR0hg2D2ym1qG9QIKB1hG9mjYKLavmMTa9vfG90WwmKTXWm72hNgHJjdZ+0qvJzBX5PJKsbtgVHDXmB9bBhE8CWiwk3csiHDZUpNQCwezplTfS+72lkCU2271JNou9WDzrvVvmm032Kcu9eb3ZvQICKizNLaO9NTaJbDPWk7y2NpsppexDvQk2kS2jvTE2MS2jvYFsAujPPMh9jjb1bC/WPHJkHOR9Ndao/h3WGmwkfd+9sRxNDB1WB73/7Ppsl70xvSA9XTZQZkkEtBU9LX2pzekd7Q897SzcfQ4anSgsggMshBLHrJMtgVXwpLn8Oq1w5ibdYkqLlmo2g/zpnQTmjDwZ/P71CixfUMp9qO2F8DndsCSbDXzmGqlF/ALVtOYT3eBQxFacZjHdQ+J07Re9WtDdXQqt22b8rAdQvxao7bASCQKJbEctS2Y53Ulpq5Y6fajQcy1GXHDQlj2qfeDQnfQtnIp9ftVXJOp9Z3q6rFp9jK1CKdQ8iX2rlg+1QX1Jfel9WqTufSYWnNUHUIzywWZbXRZQ0OiuPZJmwzWpfUhWk7Up3dhKUT2Eafoten0kVu/dVepJFk56yJlXJDio5oJSnrLstfxbPTDd+X0KXF+gXGkRfa+WXX0e3d59Eu3umZp9/n2VfT5wTFZw0NkWb138pO4KE31VfUt9kX1hPXT8xX1GUFctGXB4XB381FaHskI8HfyiFlTkaoI9fcmtq32NJAIQdjRPfCHdQFArHY19c31WfVP1k33K3cR9Ahajfa4tdn2jPbWdID3SxJXtSpkVAv99RKCN7Y+dVBXIqgD9iB2TNhD9IP0EHT69vN04PYMCQZZKHFOdrV1qlltp3Z0oXWJWPV1XlnBV89wVqdJWQ107zSrVW+xjXf6dpxUvTlNdQTWJlrNddw3LXf8VntJKVcl9iZZxVC/M3p2Jln3xdP1FfW8sN8y7XcT9PP21Nfj9D1XHyXMNZF28/eddcTXG1dSoyF0zGeGW+wJjnccN4v1PXfsNIv3ZHFapxim+NaWdyI0a/fBdVI0c/dNVQ33hlsDdK1VZluV+y1WtneGWMRxnDR2d6qzDaWCNeFzSVq011TVnlmvVZl3xVXb9ll1SXYT92o12XYmWKP29rKDK30lBluoct9UH6W6NEE4+XafpxZx9TtLsnl36/W9VgV0C/T4cbhyY3Un9c52+/btQtTX6jXJdSv2XVgldTpbS/QrsRl0s/V9Vel2KjYz9IV2ateX9Z8FwaTKNl1UR/Sttbv0F/YUcaezZ/TuWLCKfHUaNIymKcI39qf2W/Qsdif2W/fKNUf1F7Z0pryFQ/TEAY/0vnWD90qD7OtTdXdUmIHP9wq5w/SVdvr183TQpq95J1h0kGAIuKY+9Atz5KXE+G9YW5tYpGWi61sf9zCyO9obW+/3o7dSspezuYim9OQ1tHWdeumwQugu9ajqula/99tae1mop2nZw1lQkJb0FDQasW7rN5Zf9+73LPKIpIm0V1rs8Sil0bVADqBy7/W3WkC3ALJv98tZzPFp1ISlf/LG8vtDIlQV0OdaBnYqNbBYF1kJ8txzhBH+9NX0bKVfWUANHPMYpJ9YV1tgD5hw0A4+9yKoG/IwDbdZ90OcYAv20A8GSMZwH+P3W5/2cA3v9Wsku/SQYHuzf/cicyX54AzGoxRXvvWU2vtbWyUGWP2zX1oQt4f2BABPWzAMQnDIDtuxoAwwDEgN//fgDiZYiA2Ls5AOenHe9utbGA76cm71R1voD4ZbhcO4sWANAnMH9vC3qA7b9xVwv1v/9LhUhqXYDnCTyA5YDg+ycJOHJQZYR1RXWhTxNXEGWhgPBAzGcugNP/djoDJyaA6XsfDm4nN+9GawsIOCVSQON1gUSMSlxA6sdk50M/cpJqx2+ygYDYS38A5b9s/z2vEccvgOn1tf9NP0kfdv9DbyOAwfWGQNqnCBoB9YpA7kcQZa2AyTdCQP0bO0DEGy+kmU8gQOlA2IDEwCj/atehBJANkSVSQQwNkS8OnxwPRFNximGzUXCIy2T/ZMDUGag2DJ9u6kxGQpJAb21A5Is8dY2LBS8SIJJPEf9WskmSaUDxQN6bIjeK8wHA/kpYhKm1vf9NDa5+ngDHvHALC6mb/1eCRUcrwNf/bUtWDyPA3oDB50qSYapQAN0Is3lsCSG1uADLwNoSmYD2Z3QHHapcAOAbHsDSCxCfEc8WwOLzdoDhjbDPG8D9APMLGCMeANIA8EcyJKiA9CDhBynwuXJxAMeHCPtSgN4g4Qc5Jl0A0Ccn+yjacnWBgL0g0wDzhB0ffSDTgPfA+9JgFgZrOcDHiQq1uf9/y3LaWSDYGzUTVoDRIN2HP3WSmL2KaKD8QOcg8EcLZUV1lIDoSzETVCDSoNn3MrVEQMcNvBNnQO5WPYpAiluA+8Dpq3yNdkDP/z8rTUDiS2SLHKMxwMFA4QcaNwTHScDFhw+1ryDdta27FUDeRx8AxaDTE3QHQ4ZzN3fgHpsgt6LRr/W1ykU2lMD4wP3PWc9WqD+g9M2EDYzHCGDqwNdDbZtXe3r/cystaRJfXDtv52F2aGcyy3eNaIQ2Z0qPeWWjF1bLQWDNl36fRhWoF2WPSQWXl3n3FF9SO3G1Vdajj2qlgwDssB3LbLtapa90LrttYNBXSMWby3YjWbony1lg32DSy3rLa8kpiCP3IdJdK24VqmDaX2gfFRdr66LlpCWwSnQAtntVZb/FUuD+e3zbnLto4NKaYKttFZTg5V9ah3pELODcakDjDe8byxrg3qcKa2KjeeDspysBOZp3oOAdV89eJUXerWtzsi2wNVdBbrZrd0WhjyzA/TJuYP81i0WS6xvg8Ocf4OdFjmtMwNGvcZtFKCJdqV0QKgLLMTQxmU2NTP9diBF/It5LBAvPdBDsvinPZBDyEPwQzBD6EO4Q5hD6wND6TEZqrxxlsJIdJD8vHAWWYO2qFlUQ+Zq9bceLqj8vPI9DEMWwExDxD3svL3m0AI+fSTIU3A25q+WoBQ75m7mA32tDNwYG+bbgyJDFEN0vCqtdrWCQ1JDDvU8Q3QAlENS9QtiDDBKQx711P4WwEPmAq0QamImbENJfRIR0nxcQxLt3DYEeHxDGj3h5na8lsAsPVx4jENSQxw9zQmR5hqtz+A/aJHmCn02Q6xDdLwcrawwDphx5v7157K/gL5DSX1p0dbAceZ7ljpDYISuQ1StpyaKQ/K8TkNSItbmdLzRjbJmpsQyAJRDlZaNKLxDdkMwrcawEUN0vOGtMAgVqG8QHkIsViZDF6CUQ08t3kOfvIIcNhae5h5D0wNn9UeBFABF7VSs/RzHZsi1L+br1DNMJE791Ry9sc3noHIDcsBOVkjVi5wDQ11DdV083Q2tP50U6l6C6Yj6gphszGxpttq9Kg3hCOsWvDX9gvvWq0Mug8ENG0NnFvq1d5ysavKCq2J2gjlIX6m5EjRcLBA0FrNDJoId8kZmbzZhPBqQyGy6gmdDGlxILjHsR0M/luZsC0PbCM6Cn0MgPE4FCSxMXCdDEFRTEoltjw6grKY4QoI7Qy3kOajXbVDDRmSGWFNtYMMO8OD5c21AwyLw9OR1ghdD9XCMZJecsAwfCjjDNFyIzNDsGMN2grpJ6xakWIw800NLFjXV6m33g8HNT73UtIjkw0PDnAzD01RJpei1P4NXgrHGwpSCCMzDJnyXptFwIuZEQ91NMRkkCqTWVY1Eg9uKtyTvfUScVlbY1gAktlb9lR/A9OgQDeyI71YqwygNAE3LfQYNbsxbjdWD20OS2CDWtMQGAmLDRsPg6NbJJAptjc8tj8zZilrDIxaNVmrDhHCjWVwccsNPVs7DssOvQ00p030Gw/mC+xzeww7DlANBWXFWz9bKw999TVw1VmONBnLpDWRIvyTc6OHJj0MBeNLD1sPhw57DeykC6HFW9fSBfM99uW2Zw1V8eyouDanDw7zNfR4NiMxWHAAkPg0xw5cQCsOuVqB8+xzmAw7DvsMSw/BUAcM4TesKXoMfAHm2PoMondUN7Q2IdafZMCCYnSDtjQ0KGMroIERIQ2NWvcNMzJegY8O5TcPDgqjTw4rO9V2TQ369DBYIVYiNNNYEFpSsFilfAu/8T1bygYBsu8OwHETWB8PBLOjWx8OAFVH9P1b15WH9ql2A1jAW9Y4g1iD2FTYPw5DWi9VhVrAWNC3GKBw2JwEz1svd9ilmye9WGNZvAofDCRyRPqwpr4RU1hVeveUKjXn96ZWnhHvDUNbvw4JFO9YDViW9yCN2A8YGZBzwI0fDcS4EHMEW12m2DtfDwwyP1VDm8wLt4in9L1aCNqUchCM1vbWdz1Y1Ng6An8O1Zq+sTCONZpwsSOGyA2/DiBXVNbAjIH1v+KH9CNZNFq4cef2X5TAjyNb5lcEW2NZAI7Uc6CMk3XR2vjayI3cNir6v5f81d1ac/JIsQRrSHDquv+WCJPDu+8PNveQjlI0SNoL0icOrAQm9dCNQAVu9BPXiHIXwa73WI94c/3yCNv4t28OHpEvM1CPink8CFkUCI01s5N0RgzuV+HQQte1D7ykBI2i1PUMA6cHNS8wVXfI8OB06PMl+tV1FrYQdy8PJg6sZOq3zfKb10RB7lkYdbGlQVZl8B4PA7DKp93yyfPkjmSNwcG4dqxmFGX98efXn6aTtMtq07IBUU/V+HdWWKezsFo0jLRBZ9AqttSOj7d0aKoJeHbyZgo5HLa4dPRkESK2CRlCjHXLskRYLmCwdchBa9VkjdvVFCjKtaSMxfdEQkRbkFMYdu2wFI3sdwzXLI8GCU0a2HeMjOyMyMHsjkJ0r5uLoePA9Ge0jiFyBJC8cRxneSkckmyOiqZLsr5ZXxAkdBuzJ/U3D0R37IwKC4mBVI8MjXyNdpBI1/SMS7X0qGRnsZuQWJcT1HW7sA33NKs0dEBn75kFZSh3NI9GC4KPczQUjA1p8rPkjkRbQo9CIEJ0hiJeV0mgL/eupuKMyJNc4xV29QwSd4p0OPEAY+KM37BPtxKNLJUvDSp3JI1Xm402LrfPm2Gmso/Xm7KN+ocNAjua0zc3V+0Oq1vsZgmBqgp3mgryGQn3s0wNm3ZPwJoJEvNK8G00aSZxD5HqAXOKjruyqvOFtwqO6XNq8vGn8o5VtzKMt/O6CPKPOvHepi61D5mK8vM16IEI8RLxYxPhpF00l5vhQXR0nTeKCoqPpbAXV7FweQnrdrqPN5nRc300Z1V7mD1x8o6oDdqOLnUFiaq2co1epbYJDXCy8tM1h6E5JCtZB3bYCIqOxOj8ZH02qo3FiYqOmXEVD9qNG3QmjmqP/XHSZE03N7JKjlGkRo9O8szmczRajOVDTA1bdtqOZoxEUTt2+oyhcsqMrHVhcEuyqvHHdnqNx5rJpDaPJ5iXJG02KA2Pm4003TQOjLfwloya8vGkxo5JcqryyaTmjP5ZtoyxpGaNSvM2jKaP8rNMDp6kzo8MQVaNN3ROjzYJFo+WjXniL7L4j2ENjVq/mpoKPOC69lnwno0cCD7bjw/1D/+a6YrtQ56MjQ5ejajpaOTej1Q13oyMCxejqvZZ8H6OfWg+jUk1ko4MNUy1+vQvprzYmfXdmolKMfFzmYWZBEDTmbObREAzmx2aFZoUoe2acLXVmUMpbZtBkEyQTEIlmeBZUGV02TOlHsGYZBGMrvIDmShkfdpNmbCMwY105o2aACFxQH2yZZlEW6WZPzUjmkmaiZrBjpXxsYwdmkGMAnKVmXBmfqdpmJvzYLMcQXHxcYxm2ABHfvGJjwmQnAahjNNa0ZMBOOOkoUKK2CmNRnEzm8mNXULDmt5jQ5KMpomNrEWHkyKC1LDwWBBWHo4+Dm6DNSSKYeDjztiHgXSwHHIJ9JV3CfX5g5mNumc1UVmNAMP2cpFjCw7PVQVUgJNwplcmHKGfBOpVdyf5joq0GlWScLjxlJCaVw8nXZqYpaFznLNVmUSkCvDbVj+bSKWajcWMeyNIpz8n+YyBWLPxR5mljCa0pnPHmJNwRY0spRZxpYyFjHXzKyf5jOFbVnKCCcKAMpYB82BDnPCzmgWPDyZbAsQI+nOcsghxHZmFjITwuHGUpkTWdYyeWwineo0lctxrWlYk1lqxjY2EpdlAcAxgYQ2MpnKljc2PuFjVj0slTYyz8+lz3LFSMoOY9Y0lcLcKxwztjLWmNmIdJawJF7VusYMVEhPuVvtxVigPi1uiwQ5zDjRZnYwruc5x3lf1sXkCViDdjJ5Vvo6HchlzYON9EL5Vj1ddjF2MgQp5jIvVgFiPprzbr7DHqVObxYyp1DoL76Uow8+l+dblmDOaU9fvpIa3MteQ2m2ZVtcdc2GM+Y+61waAKUAtml1CGgr6kRONtUMNm1WPQ0F7WWOMi0H7WaOOZZh3AIjbI49/pnwSAGR24pHWs40vp2WOmUKAZ6WNj6YmUBrVQGTR8jOOFZp4G4Bmc49DmSfS5dbJ1gNDoGRJ8YlDmZo/oIhl+vAFmQ2KqHNDQ0NbSGcLjHlgP6RAYJBnROHIZHo7BAozjyWZK44fp79jpZm5NOhkS4zlmXJgs4zG9YWYGEBzjldZlZrPQFhkC41IZ2OLRtQbj8WZe4xm1OuPRZm7jS3Vg/KFm6CAyZqDQQZzoICjj+MwY5lbjAhkx40oZZuOldctc42Zq48bjTIKOZnrj4sjr7EQwBWxa46j1vWlPZmnjCPV4mXdmSeOE9ZjjceOyEEjjduNKtTLjjuMc7Qp1lePDg+G1UOMrZn7joXXlgqTmHePhtbnjb2ZB43gQGePTZk7j8+kp439mtePaEAnjwwMmYwy9PSB77MJNfUABYFiWCjKIdR3AQxhkvXi9c+MhGYBwfJ3L4wEZDPVQFiDjUO1G5s/gBOzWSPQWgxxUQ9G9zF2WvKfjpOzPXe7uC+aXfY/jBOyVtSq8WUxPVRwjlaSDHGctVezUqZauX1WW0pisyq4o3UATF+M/gQw1JiO6rJfjC21f4+/jiy30rCumqZaX4wsdVUDWbLfjAK0ULTfD5LyNFE2sDESwqVtuTuZP4ZzVP+PpHe69GOyWrj7miiM4E1Gt7exLSXa83DZXNdgj1ZYW9hxpo70So3xmHDwAERqpCA54E8vp+128E76slCLIjdAOXBPYEwI1bBM/w4WsFvbKjZ20MDz7ge2pP1L/40pmgJ1SE9/jEBNB7Gn8suzKrhFdWdXhFjoTFDXEExaWl+OuqdwTPkkwE6oTR50O7AoTHDXME9Q8ghPjTWUqqqN3444TikJp9aITDS2xNv4srBMwzU/N30ky0bsN2mytoyRMdd2FKL4WABPJo2ET0hPCeEHdRj4Q7IQTtM14WYw8W253qYNRTFYpE9hp0AQUEx/jb6lOEyujMRMK7CAjG6PKuD8ZQSqnVSYTc+yq4HhcKBO/HUUTNBNJQzYqHBNOCqLNWROYXPuBS6NpE94TIRNozUkTyBPxFU7dcRNuoxoTbmzWY9ijM+Ob4xSgYvZM1iPA40OWfICU5UIjcp5V92OiVud2jBEzExA9I0PNXuEqeV0Mo0mDiP0ZJBr9wX04XV7JXpa7oaBVhxNFgweWe835g1cTi52CFmWDesnGQ0bj6qzjyTWDWpbG1WbJDYPpg8YpsJwEnK2DDANZ1TCt7xO4VukRNhaVgwL9RqRDg6Ltmf2Qk9RDfy2Z/aM1A5bYjdcT+5aBlqCTuK1DY/8VgJNePZytTpb1jgit+hY5/TKqKK2mFhCTlu09ljCT6UNe7a0pDUNO7Zn9OcnHlnSTnSluQ9STjcm+7RSTFxOrlkHtaf1JfUbtmf1nnKiT8VWtydHtDF0ok1TkummJKSKtoUkC/ZE1wa1QfAL9I2PJ7fqWnxP1cOd8HJP4kwmCHq0C/Q6KUZxak/STnT0BY26NwpP2rTatKym9o0988pP8k1KTHF0i/SeDEpNsk1+WCOOnFcaTQ/UxrQL9DJMQVpdV1EU3fZeDAv3Wo8YWvpOZ/RNjnpN8Vq8TG33FZniTlFxEFmfYDw1ik/qwvPAjA0BRL4MoPRpWISOV7ZWtmD0QQ6ZjdiBBlj/1pECtFnyguZOgQ1+DmZPw/Ukj+xP+vY48fUyRvW+s7jwYWl8Chb1OAtWTBiOBPI9Wzb2Z/Fh4xiNCKZU8Bsm0Iyn8DNVCYwcCjjwJVLIpHb0Dk1l8NByyNu7VbGxLvd2TA5Mo1lRsRX0Dk7jW/CyNk2ws9ZNTAj29e/xtk4vMxCzvrMW8lCMdzMwtWHgKNtgt6KxYeAwjOSnrk4citpWwfYks6+AFveQtgtW2I5YskH1sLJJ4kiygfcP8V6rmI8eTzZO7k0e9/KAbw64se/w/k+e9Scn8oC0SGTboEjFpjRT3vTBTXA3A1i+9F709k8Yc9imfvdOTgiNWLGwtv8QAfRremWlvVkmVX5NULA+Ts5MP/PXJMH1Pk6CZySxwgvdppFNYPKk2omy4UyU2qH1lNp44iimFNuBcMeG2lTFsKmzN2BU2rFNarBeTjjaMU04CvZPALJ5sBdadk5Y2s/zSU4e9MS0nkxh9l8kDk3fD2IPsfahTYNaWbNR9qFNUY/R9zTyXwO/DdjYHPMxTSZU6gn1p9FPLSdYt85POKaJT15MLk6EsglMkU1dWuTZ8U9aUvja8U+BccFOBNo5TgtVQUxWVtlO+Uyk2slxSU/+TOH2yU6FTUII0bCt4l2Z6Ux08H5MZNtpTz5M5Nl42VzysOI4jfjb8PJQ45XxBNuE8FFNxLGZT2zy/xD4jdMN9Q9+Ak2y3KcW8OBDoQ6yCLyndLKKEBU3hI6VTIn23zoSC9Jl/PX02EmUgvJ040c1lk4yjFZPtCIudxuJnLFy9njw7kLzViBYDU6M1b2KvLFy96Z3TUz8ss1M7Fot6QDyzU1TspjiyFly9WINGZNRIcKxcvek85mRCHtPcXL05PA2Qh1MBZCNT4eymOFOWI1OTFqVY2awjU4nsMOT4Fg9Tf0Oj8ChpF1M4rMGwfKzsEMdTjZZSkiTJx1NKaYxk2hZ7U0CWKdzSaXtTClyMZD6Wm1MsXMDTM1NdFkgDNmS2lotT1MOVCAQ8qNPkw9+g0qyrU+DDM3KprLDTp0MMwvdTXRb7U5Fk11Ok02DT3fy7U10WJ1NfEMTTEKy/U0GsQPA9lh9TxMMCnuuWbNOuSdCg+Rk3U29DqgmkPC9TVyzw0wtTXRaHpRUQ0NMQ0/1pDCj1XODTahYDUzkDDWQg0/1ppp3/U4LTKtNLU/quGNMa09TDNLxorZNT7aws0wTT0tPgVj9CJNOjKa4WQPAU0+BydjRW05/cQtM7kAzTYVB802mSRtOKrFzT3pAc00LQ6BCTUzsWLZ4I0+0CDxY6EkRpBtNqpL7aCZYK06bTbWAZSVy9zwMlZPDYN1BcvZFx1kkV1STTXY6XQ6nTjNNdFltT8mCs04jTa1M1iCtTiNN+0xReEdPF04cWfujl7LjTyMP+06LTKJBw0wowkFaQ0xnTuzgc7B7Tq+RqrQ7ThuSJVAWCSdOh5ogwytM20xLT3piirEnTKx1VMMaWfdOg7FUwz1NdFqNThuQJ0yUQ7dPyYLwWRe3a9fNwDbb16fAKUvCh/F9jG0CiVR+UN1ksvY4FZa0KeEfjP50CaXQdFiXHqe71tf1ORqBVl9Pebc3OivXlbe2KtdV3VRXCifW69RGWxyyvkEodGKnpHa+Qsh0eqUb1v9NGioRV3vU0Sekju/WxwsAzB/ULbX/TMKO30/SsM2RTI8gzlKwzEdAW8fWaHY0IXawf01TwayO4qRFdX6TLvMRpxDMVZMiN1vUzbUdAEKP29YCd2TAIo5P1PIO9bAA1mx0sM3b15NVKNQwzSDMImWAzNPIL9f9NFcJCLubtj9O6Ha/YcrwCabdtR/BPyrX1j22IhrFIqGma3bKjLyOa9U9V5xqZHVhp1h1f+T5JmjOnHe1ETFbIqU7mFNosHQAzb1WwULQzc1Wug4j4PDMsWgas3qQ8M12W8JI9HaIzpx34nFH1gjP2M2MTJVPko+tQSZN1wl/1dlWP9W0SCIEAY41TPjPeVTusk/DTHHZVH/VLEiEz59Mrwx/dj5yR1Cbdjt2pab25oFVJMwy8z+OL3XUs8t34zEMZb+Mw1uNV3PQt3YHd9FxINA3dWlQ/GSMUBt2ZygLstTOpM0PdIxQ13Xxt+CyG/bbdQFUVFCF9aTNgLNpM6BO21gyNK3i36cUzmJnydFKpvt0vGfwTAd2IbeyZsV2h3bLVVhNxUJHddRmgmjHdld1gDWsz1ZaJ3RTVk64T3T/dgtWktS3WaxmKtftdWTP8mayYPd0HM/ygIzOD3VhW9JkX3d3smzNmaTrdtd0OjWSZrTNKbYLVUf0t1o4zwzMn3avdPiwreJcz5u2b3RGsK3hUtRndzTMu9qZ9h91QaSt4+f0t1lPd6xkrGbLWXR2eOD0zr93ROJ/MTFDZquzV2d2HpJPd3tVK1adVRLMx9cW84WwgPVA9mLKc1vmNkzbUs1KZ0SPt7fZjfiPIQ4g9NLNo1SzJaD2MszsTE0N9Uz+VNZlTabM4dcnsiIINlhZePKFCRWnCsyetCwJMUzCCMrMdk/Kz2sn3AnrV160tvaCZyTwmyWANi3oG/IKzzzN4VUVc/ZOQU688DskGLNFTZTwuyVFT4rNq3JKzTFPWs8zszcmuU7dpacmIU7dpSuSfrUrV/8mAU56z0m1f3ehcThZFPNWTqVM+FqnJN72C1ZVpu1yhKf6zOl25yUGzZrNWTIXJP5NxU3ODt1w4U9Kz2snVyYiZq2lFXIUp/KBxac1cvsk3M86c7claCmysRVPSycMx0hzls/3J92nps6djeCkgvAqwLz3oKcrmxbx02vS9ExO1YA2zsywIs28paCkQvK2zvbM9U6v9CP0Cs5wzfU179GFVvfXDrZL95az/TQFWRly21dhpSNkoVnXVi6ID3Q8s6qMbzXK8/NXRbXyCIKlMM3LNzP1YrI4zdEC3VmGsYd0gJH1VwZZo7HyCTI0ZVTlW/P1jVXepK7MfDXdVC7PpVT/TEoJY/SbV302Ts/mWFywOozgKqdWiacBzCyQO1bxpAPXvydH1ojzCgvddBKzh9VfCsv2a1eNNzqwSk++z4t1SqarVmIIgaEH9evXfTfbdTVWgM/wiEuwXLH3dat1krJ20IJnW3bnVTzO3reITDyyyaYRzBKwalpFNg0mQ1YLd4zMJyczVCcBUtZHVvDPfwkczXNVMc0szDqxx3bN1ulyu1UujMXVdrKv1R61aXVisxHMz4LKN+HMt/NLdBtW0zWmo97Oy3WhzgpnjE+gdJm091RKCq+gxI0XgRnPCgjoGpKNhM76DodzD1YlaE/2eQHZzEoKWcwkzySOEOTYoskmB1fKp4XA1qAjlUklwqWCwwUnwyKRzcUlBc7nDNtWhc0pJdqmq9VNwcZC6SZJz+gLXSUZJklzGqd5iYyS2SXCpGI7WSeZJucmOSQ+0yXPNgqCp4QjKXm5JaoLy+QwwEkneSTuzH3ZkycFz2mioaVlzzbyFSe/Tm02vSRSDijOqcqmAG9UX2T+EXxBxSSBcPXOkkK8o5SRB9R5zMMlU1ZFz+xy2hHhc7nNdSV9JKCCnY88qvMnMyYncS3OCyQqSe9NF4Niqy3OEQYnc23PrczKaiYPYPT+VdEBsXaiSCUOVVq01qBQXc3OKyDwnEA7m37PnVQZ+4JInnKeKe9V2KLGCKqLSjY7ImFx8gvFd0BbEXFfEihP+tMLIgPPglJSpP3O5bZqqCh0fc/2CZ2Z/NS7mruamgmdz93N15qdzV3MdZtVQyPNznWwCUPOu/XcI2SRMXNdmGN3/0A9zl3PXVaTzaPNvc63mj266aWWCPuZXFS5tZYKoNUcVyUBE8xkYAuwvATUhr3Nr1WeuNSG+gr2jN+18rDMQZ7ME3fUVx23yGuSzYvYh7K9ARe37nHqugfz3grgw4HF2Y4Bj3cOxQBoypJHHYLawKvObc/uCq+odLsdgyvMgPuEZavOlXd+A8vOYPqvwn20AYCbzvJWleWC9EL0zkjNAp7ZCldPgvNUX3ppQAUKmqtZVpKjl4Ij6DlVL49/gk+CkMiA+meXBzXdgTr1XPRUgYEAkvcOzZvMOY4783bYK9ES9SlC0vTRAevP0CPfgSJbR80nzlbzZXFhD2ZNBoH6A5c2mTYucJfMZ0PHz1nM6YHa9G0DdtmlgYr2hYPxAFr0yvdyWcr3Slgnzxr1aoN1Jd7ZR86+jjU2HAPB2480gdi7zgKBZkxOgbelp8zy9Wk2jzc3zi6CeoFVN8r39LYq93fPXkplIlfP983+goEBD8/PzHJZevUvz+J1AY7J996x6szxse4PaybWTii2Dg97JtrPpbOfzKsn2VjZdE1wJVtmzw1zkbGYSPWlGs1himrN0KUo29YPYbKfzj7Njg8asBsnXAu2DgNyms2gCZ/xSnJazeDbX8xALsrPpbPAL9jyFsxBi/jwus3I2T/PNXCNMocmfWl6zbC14C76zvb3KzayceckxVtALobNRs2TNSPCZyRgLSGywUKvJZAvuVgkaDbxFyc42q5xNyVlM1AL9TdADQNzAAvfzBbNMNhwLlqwPk4LNbcPUPBc8iAJYC5PJ68nSCzApR7P2w2vJWTbgC6LcwAL0Lb6zkS2ECzT8H8nlbCoLF8lSCz6F78l+1DFWh/zpHI/JJgt47extdSFabCwLibMdyXg2wgt7PGI2AgsjyfwLRIMyC1k2jgtzyT8Ctgvtw00sCY2J87gpoaHVWh+DRCkIgTu6E5zj852zWm3BCxVi/NZhCxVT/U3xC0dzwGPJI3g9OG2xydo9d6kYU1kLnHM4C9odFj2ac8dW9x3woEKjsH38PSwix01r0jA8nj0SAheomKybPXXd9QuSHQnFyqPVC7qsgCrqo+ULcj28acRT1T1XqVQysKnpC1fCAzPVHYzN9P2xPUULa225CwMLLdDBHQY9qHP8GebtVD04c4gLch15Dd9NMKIdHd9hWM0XXS49FxlfItSptQu9ybm9/D3KPfwip1XDC4cLAXhqPRsLb/yHfYkdhQtvqcJdP5ahPcnJxRlvC1X8FakrC138RTNpHUHdaI3PHTsL08k2/RULp4HLVUPJvhbHC78LEuxXC6wGENVwi799+nPUnVo1tJ2T/LidNKPwnU86GIsdswZz1/Voi0v8OIsOaQC96IvMnRvjeIuWVWiLeqIknZiL0HLUi2SLyxMTqVSLJX1ki/89Nz3RojSLuIt8leC9cfK/BW2AEhV/gnyd5a2uUmKdsYAZ0Y0GFJ1CnRKdEouci4SjTHKNBv6kLnC4vSAlNkIiFRydzvPIYNC9PJ1OOTEsWvAs8quUsUK5FA1BmQZ2qDWhbyChTL663LqopoaLFosuaLm8voXf4EaLeovVAlcYvUJOi+PBbVMehY6Ltov3wmSZxCAkoit4mXR2i6w4o9GOi/IMzot1UzmGukLui2ei4Xgl9GGLHFHxvDm5CYuasf/8Bovl4DGL+ovf7MV5QhV/xTqZPIt6mXY5C/Nai445OeCZi79p1dTp4gmLeBg9qCjVrKKvFKTIc2B1i4rCDYtE0BWLOmpVi8cgh8lIqO2LOKVXQusZcoiKDM2LGYs+i8iow4veix4YLmjywGx6/Yt8Znjw94CnyGpoE4vt0E6QQWAoyFBCPSznNGOLbJqPcW8gwzEBymuL5ngbiykzGxhri1eOGYvwxXl+s6BsOAFCFRTb6OlgrOBVEheLJ3BO8tOLOYrPi4iagoRUKOoYH4twpmLoVCgLSB+LO3BW6ABLSBrVi24EzxhUKI8oH4tKWduLHPFgQjHUcLLbizOGbot8YAFiuKD29mrC2kzRiDHMpEAIOKPC2kwNpfZoIaB//s+L2SpNi3QOVdLKtCP4WlbglBcFKYsCEMJoJ2wYqM+LQJR8RLjqu0Ypi7J0LRYkxjJCHhS2NPPDS+IEESmLCfnbi7Qe6OIeFE5Ih3Q/c/xorEu0zoJLV5RVQpJL0gzJYJWofEtieE5ItEvxgsUikkuTRTugrf63i2J4fKH6SyzuKYsWJduLXMhV8HJLk7BaSx74x4u98RmmpGB4kNGLJkhDRDugNOxN3LKyqCAhqN9ez4V7izqNuEyvpbOiKYsSUP2MBt4HpKxLepg7aPXGQOqRS9xLRKDF5tnSsrIicgD9gEC64slLT8aqViqI6NLJSwhYAP3lONrCyUu5tK3tOTH5cslLIzIlS3wwaJ7+Sxvw917NDSKihkskUF0qzQ3IMJAisrLYA5XtYDAxUJFL30idS4/GjUsb1L/g3gSEuANLPXHdbLTT5nnqSxxR5a39di1Q/Yvhix6L/WkdizniGhXBMg7zuuoClYogHiBu86vMFPBjoinSw7EhS6r4f1pBtMMcR0vj+aRiI0xJSyZIdqj7SzFMImLtS9eFumJh0T1LJqpKkoHwPUtKWuda9iWRS3rohDp+sAhLJkhMpbjaqHgti0DLT0tUzSfuU0vamDIhYtotsdDLMRC7CquAhEqGiyZIw/Zi2jI0ZMJeS3+hTM1pzJFLc1rJYrNwSDKysumQ3No+cCf0xyBruSpQBs0RCnJLNsAl+mh0WEtieHUQhMsQlANLHQZoOhUIpkuUy5hB0DqnLHSuZktsBGLaH4ihLmZLfu6vuquxYMtDxAqYjNqfiVLLbRDvisLLNwg2Ih4Uu47/uh1wMHCsS9/wGWK4lNP+NUuSGOrLeCqoSxtKMRpZ+twYSkIeFGfINpJJC8pQCtLUS51I+frWCFJK28zEMAIqH03AEWRLIzDk6vIc0bDPiydY2ZJi2mvYdiraTFeIX9rCOUSSSrwxkoHLP/DSwskZfblBYi4MF7I8y0EwFUsJy5ZoZUvSObWEtWJFZPiiFRTVCjrLw1lYy3Fl2cswpc+LiFgf9hNNxozzS84EH1rBgJ0lxsvRSmzaRjDHTAmLpBy5YrnEc4mMLCGwFWKqWJ5LbNzv1D3LDUjBy1TFlmhoOj/oQEI9LAVIWuJ1y2tRXYsTPg1I2cuxSNGLc4vW/vdNDPFuiziuPFRNYhGqs4tQNKII28vFBBOLVXACEkFib0HDy4ikE7pNYofoy8td+dr4gcvSkp5LgXnGsRNNWsh8SxhMREC1Ys8wLSLDM3fUFWKUBJkq5ouGNHfUxWJrJrvLwBxhy4JUjAofM5ZayWIXmVKiZJkz0rArQ44ji61OAi5Z+m0KN8sv2hJ6+FAxAxuLiGL9CLLLG+4oKyM4JfoVCA5ygYv8DKM6mRgoK8zEIVKjXTQrOTxTWgnwAYsk1tTwOstNjA8iCLO/AFyq4SRD8C2LtDV6yuEkd1IoK0IIxIgfIMwrG8sShiFSZjkNoQwrbCsjuhoS5YvlotQr1YvGi+IrAUzGy8UYRjoSK2XLp4sGzax2xss1izrL2IYBiwtL0itiiLIrqisRi946iismSNyaCit9yyRQ5ThAYvDoJHDKi9yLTvPlnpa9Kou34BCzjCtnsugwJUJ+K/Irtlo1QORCsrKFOv+IhPE1S2U63PYewgmLgwZcqgAMMRhvy43wD7BhWp4YQSt3xhkribooK7RYHouEbeY0t4v0TC0qnqIn+PHCwzPYiI1KqIp6MigrmZh7Bv26Rth1KyRZAzrKkmVLIYh2udk6hCgEwggrKZo1Okuq/Cv4oYmMNTqW4igr3AaSQiiGfcZjK0VeAzoFhPuSLJn6BBpabSGpK0HSfbq+kTxqE4vk4TDqM8pA3nPLwyjzSmH0MjipKxio9SpXwoXKxysKeARyd1CABMQrkjBfKlOsiUgXK4derbqoFDfL+pRABnVM5JDEK7447fL7RBg+3yv/wsxalOrHK2hEcVLWXohQeCv8pn5Sr7ypMN8r3hCSIs5ZBEuhTA6e38Jl0IVLyKtSLrc6CUo2iy206wm3Om/gkKtNMM1LVbpsQY/LuKvt8n9p4tlwqwmBMCIgiiCr0iKcIo4wL0GbK5EJJiJumAS+FCsTBaoi5Eg4q00wEU4UInvqdOKcq9A98whWPnsrV9qWonSisJTfK1jGpClEDpIrX6ykBgFgmXAyq4Z5FcmacYSrFah2il8iP1Qsq6/KaHLIcCCrq+r93Td03yuVUGhyaSK8qzRqjHL8aOIUZqti+WG6sV63K7tiZ7LEIG8ra7DHcgeESFnTKxjEYbrs8FjLtd3pxZ0CYwU4qwZFWuKB3goIYytzqOjyfdAqK3PLU0J9usNL/bTxq9aCwPKMPsUrkS6GWAuyFbFkq80YQZKl/Oi85CsQauEs7bK/QXkr5tzScgSuTMLAs27Yf2LKFuqIeSsgZujyRkztK2zMD7RNsi/0kKtN9LsKw/gOmBmrWVl+UjMTlks0K42gVvb//GwQu8tXciFSMxOcUTQrI0wmqjMTKYy7y3+S6PJlXOlL/LHb4eOriqooK4twJClNsnQ8N8taECgotbJ+EgizAkDzSusTN8QTi8JOW4rrE6GugCv39D2rv4YAWQ+r8Ch88nMSZKu8wDBqMxMJsigrkgiiDPur+DHPi07I7oT7q6ECwGszru+rn3LPi8VI6LlV/INlUsvohBJ6MxMBxGXLawgecpxULWIRK5zyiEk8y6mLk7zXhDirtCv6cuE588KrS9rq60umWRqLxYvcnaWLMSvd2StpAXB4jiFLdQ7Q6RDQAHDVywJAsfjdLA4MnZiRS7Iw8TKipHzu/Gt5Szxr6dlLsrKy0dCXMs0qLcEsa6063SxmORfAPUvT8ApriWrlMu1LkAGJYMtFQStAyx2kULwLiKQFeGtzBL/ghkrosKNLvqb6a0/iRcsE8ZSRqmtUCbnLsiwuVDE8g5w6a0edpPKgvDVYA0taSvprnkL2S9jofcg+axCUjivKqS5c2mqoqNXL3hDsOKprNgh/QQmLkzo+suHWDCJsvL9C+mshjo1LaS7eBvc8hcp+yxPoJmu3HszxPMvwAXaK2TxsyqjLKUWNCjE8+wic7snLuBH5Mv4D6OXfK5aLqmuCNIoryKudgWJrcjCySyyrf1lsa55QKsvIqz2zxdn4iHCrl3pia+ZYkFGAK7jGdzIqpNpYMqvA9nlpCHlkqwqEAirFacwKgys0RMVrTF4BvuKr4yVsa6Ie62s7sHRStWlkpAqr8hhUYhFpB3EsK90Ki9EXa1jE8CuhTK54mLLNUGGBLKumsRWLpLD96GarrLTdLBQsepjra51elzJaKhXezqv8KGNpRqCvQoGL2zDKyv1pEJStxROLZHSqCtNp8QKQqw5Y+GL9aXSBSkvWWXlSP2vt1u/UYysXwhWLO8a7yxIivlyluvo6c8uXzPbZY2kgVBxCNau/ZRWLKYySHnPLIlQkQv1pajLc0hCzffBW4mzrYIiDK7pQDAjti3JI8ZIIs14GgOunYGBLc8vyYRRGS0t/niIrDaH5MsigJnNy63V8FYsVhOErrCtsdtNpeouTq/4rdmtiUrvLoiu+i+OcSDAG6/Lrquva68rr7hFLS9aCZKtBwtfy1uta0XPLjBqYslGmEOqAK/S60uJs64MGN8s5yy5qbOtkQsBr8wnxMmgTKuzAa3MECusmiRMlPMtpee5rx6yCoDBrVnZi663I07nR60QgEeuZyGsh/kvI6L6Lm1B66FNLzDguXBvy03CIawKw5QZYKkQwLkvtEr3C02mkDCXr5PQ466KeW0IVFEii40tZocr5r8zc9WNpo7DKEgkrTZ6t66DEuahly+GEKlYjQUklvesDdu9rNAuaK4UxmzL7OqaUletLlImyMOtsKA9LEUwoCO9r6ui2K6Kz9qo46w5uFOJ3i93xbGtzTMLrhWA7yNNrxSTxiGVrHQ5yyrVpIQqOK6aliSK1aWAGmivC2Stp1lA2qneL5qCCa6HN2Ri6K3VIbGu6/tCSn+uNIgtrAMt/66FuK2lLKKLLPMvXc7GL8qTbaFfrfdTxMsbrmhTJy2oreusm6x+L6BvU64NaZWuasWzruBuRS/kyaTrBhvxrlTKuxniO7iuUa6IV1Gvt87RroCU6i9pMkSbxMtGeMyjPi0lYObwQXCzcWBvrsZi86ZgL63orMlz8G7orp9KEaMhwjUJ3i16I40viGVmQAhvvUZ0NIlpCq4Vg7zCbMhIpOggiG/IK+6A07IhrChDjSxag9PD2S8XraLoyRh0GuitMRkFcMqoUKGYby2FAXD5Iu8H+S7Eiehu8DhESd4v9Pp0NT0jkK4VgijChBqDYjwiIG0pFFhucOALyd4uquoEbzAiGGxtwdzKEMH4Y9ksAutXrf9Mz0jBrWsY+G/mhbiity6dQE9UzZDPRMGv4wvkyDHD9TmHri4sWG8rO9ks36FgQxRuk5J+r18HxMqFCDYp/q/wQkVLUQNd9LhtQFgAC8bzbblkrOHBW6zNyzooiK78INRvo7urrOfahUO0b14TLqyaRoxsnWIMrmH7isgb6LeI0KwJAQkJNG5xlZKv7CMsOxbySVHEiwLMGyD+iTRuyMC0bdvAhGO0bdoY4qza0klIQXAuUkiuvxFb2k9VBtLmr9MqdDRvhrWsoPMXhPtWFHmArqbQWG6GgOlJkmcZ+mLIcedr28asu/nkbbdGzy5NrhZqXMgSMu9C8q/1Uqhvs45AGmyvpy4EbI0oKq5LMLBtOUAGIiJstjIEb4hL/a0YegRvhTnibw6qdDSBY+kjOq4ruJJv3izCbeTKQm/qwsrDOq3NhN5zG9Jqr9dIWG4S49jGTax34KRvAuhJLD2vCXp0NPMx2y6FMxTACm0XoWGvCm/yrQFxU4lsbwptwgScgvt5Wq1dZ4dV48NliFCu4sOibtHBIqyCS5dmdDeMuKcJqm5YEXFzlehmrX6ys6/iYlloyq06iMlwRxCabjKyXMtQmoYs7a+ph2lzt2LabsJSYsuoLdYoTi/XwOkaqa/ccE8sk1o/UdWsE1AKmgCtccCSyq5hfy3Irh2JAXGpkDdJcK55oKRu9c37C6xlSDIEbcUym61tkmLy5yNoJ/KDrPgYKhGh7/hmrjeu/4ILaCqRy603CmLwWJcTLJCboCFWbxmjFmxpY+TLLGrNkqSuscmi6mWKaCKbrSIGYvA2hQBskJjHLvZvtrjfL2fI361laffCDK4I852urnDxocuv8aKEG4xKf+JCra76uqs7QvDAty3PLe/IraxTalzxy636aMly4mEKbgcVajmubw+siK5ewykprm3Aw8yvP4Mq63SwPXIid55vH/nwbQgi269VADLoIAmMo55s+0nwbephHm6HS5gbepBou55sIGNIbdKI1cterfbhgW3EIn0Gbm5I4mLLuYg6LTuulUCtr51qbtH+rHap3Mmf8nvTAa3aIA0KJYGFMgMJ/4LGM40ssIK3CwGup9cgb+kISS0g0Xxj6a/4w+RjpG7Br9FuTeTBrKMjBmyiItJxly28oHFsBTgkr1K4em5LhEgm+LEda9FtfaklruxzVOgU8XThtS6d0ZVJiW+IUletNjGHylCBBsY1L38W7G9VmHHLsG8cUWFuoahHLgdT78Jsy2bz36H7LAUx5a7FQuZv9M11x+mulaEUSyrQjWHpbFIgvqy7LlZBOW3aoZWulcAWb51pNkKxLNYWlm2fou54pizqlYFs0mwRLjLz6zPebLDAeBaxLqaV8G9Kk0MvfXM2b2NOypWZLwaB8G6Tk8sslzPEysFCFFL9LIpsHmxzAeBsJplEbjJKqokwbaETom4IwbBtUG6C9G0uQvXQbAosdopJr4cZxep7O6UsmSG5bYarRsLygLGsoZnF6ZjBAGzdLYXBRelhw6ms3S4aeWIL9Jpxr2Og9ettUEluS4SsEcXqVXJwraMsqS+BCJ9A0WzqNKTJ5el6lM1twxlj6ZXhKG+R6hcL4+hui0Ms5tFribzjC+XJLuhpY+uF0wWvHJm56MJ3lWyjBdKX4+mgq8suYfMhad15bGy+IBaxY+mFEeBv/fi2qclLhK9v0l3j1quKqZEsbwS2q9ZQ9K24ZuPojqv0I4MKES4UUcFqOwo4rCQi0ZnF6nHpYa114rkjPeuS6OUtesS5q9qAVSqvrodBxSLjb1xpSyzMajCpUVKXLCYukyABCbqqZDnTbNRT4mpPB/pK5FGYIy2zVM5v6NWtYZIGq90io296WX3oi20NIv4sYDEBq9FF/W25Wnpp5kAU6Zcu6RC6aRAxiqw4bUGhrxsu+sctXFOMOgarbzrEbKfba2/AEjUuOItqqESpXGJbrflLVeLScI5tm6xSC8yBEa7rrBOJdCNGbIVK228aELKtNa26qblhWq3XwGnqs+G8rxgQaevGk+pvIq9e0rm1/8pqrhn78elvKcKv7m/Lz8Ihzax9a15CFODKrwCsUgjwotNksq86QZHpfRVyiapuvGx76lIhWq3Aek9r+SGXb32vaoMeI0Bucm2X5ZOKI9FArwptUIdriq3YAq7kRHOJ21MDSFCuEa1DiG9RGq3fEjtti/pqrze6o4rNku8ue8GXy0dP1CXsrMRiicjWIjBLTK6rCh9p5aGArRGZUWo6wtJRjK/ZRIOIksILZ8OsrCWR6CXGSYsMzq0jgYqBk8hgZq41M1su2o8TrVLAG4hjewRswCBoQOstqss/b1mNTomLaGGI92zu47Mg9YrHURGs/Xvn6rG6nq3fGam4AO754k6s8VGzaTrHh25OY9lLf2+hBN8uOxLqiauNVEAsbs2BoOjsb9tIQs1Vub9u3MKGSCLPrKgQ7kcg7q/khsDsOmJ1iXCv7yt/bIhDLq9reFWKjywhLfGYOgT1illojm2D4KfqXK21L1fZYEAQ79JvLi/JQ2DvcIX+rUOsgOxuEpRtIkkpaH+hPSDkbwjLsO3KIlesGixI7YTpD6+suiju9WzAbHCDt8h/oFHL36yzelDskKB+L7XSUOzEQU0ueZQLaKVFPwrkUccwEO6dS4EuyWQA79PCNS4uLkkJDYtRMPBsFK0NiC/FWKwUr1cC62+GR7hHwXG7bCSuwbib6XgheOyFSJXqV60YrO9qBO3E7SDu+O4Vr9IhoO3g4WMR02yfo/7ptIVSiMdT/lNzayHAquRfMuag9Yvcw9kuqaAVb/U0wBBnLzjDnDONiBF5+y4r02DtYLFNLD3YK2rmGdSL9MynwVFoO0PaScWtwMJxScownIXFrthBBclGYj5txazhRUfqa0fjbTUStEhSCJNDEzjVL6y7dohB4nhua9PeJbKAB5Dzb+3ifVIfaf8Z+a8KYXHrY2FOgWsu+pfB6m65mSzMaqOLUeBdbBOio4pEUckv6yIni4eJ2y8zLvnLmGFFadMs6CP3bDUHWS4fi8FzgWMFrd5IvO0SIJ+u98ZQKaZUzw0Zr11pk4mjKwLta2GTiG5QIy3RcjdvEEnFLMPJmQhAM8stfarqig6QexTErpduT2krQwLt6UpnaRLTFW4HB+doXRMdbtUt4u36hp5RHS9S02qA9RVArN0vF26OiYXA9S8erFIJX0lvrCu708rPcTs1Gaz5IYapXGCa6IrvzIBp66JjGy36SVarOztuRIrsGbHF6X8s1O4REH3rvNBFatVt5i18FBYs/BUWLjVv/Bbfg9VaeNPG8sjDeEP7z933cQfG8S7AdSJa7k5R7Bp44qAkvwPuK646Ri5EGHEIBVukSNrvsRva7kBg36wGEFDF+u1XC40sFM6hawfPvfQFu3Dgkcf7z6cMteoyzvzJbQpVWZ4Qcs0Ve2dIZgg1omzI+dmt4sbtjYOkVjLOXmijyeqLaSOYGb1OlbtPg3V0WuAW7PjDQknqiX2LxMj+M4G65uz+EOLQFu0QQdSJwc9pYDbsw5WhSEbt70vWcapk+cF+JL8CJbNcIjLMUpciihG1a8Byz3vZSooRtFCirm4YlqY0Vu6dgaxqMs43+sUL9uiBeapnLGMU6fbvbMmjrxatOqn27jk5Zu+CLtbsg9SprNzMBMLm7i2qlu84wijCKwhZzzkEcs9iCRbutCteO17uoqJu7MBoCiJcy8RUPcn27+GbnYMMzB0g/u6t4fvDru0UQo8IWc5ZuoQY3sdNZI7vhkUliO7vlklBCFnN/8NLrXkyUhrm7fdI9s015poS4e6TZ47sn3k+7KIYFmeO7lETe85MrUqpqmYwSJKIYe4CK1bvYXkR7I5kFuyHsnrs4CkRxaplSvsDSsHsdaAm706roe+gSCbsx+jJCFnOWBfG8pXi4Lkh7+SEgG3DML2i9QhZz2BGhBvLiEtpAe8iFAxsWynYqFnNoRDaSv8Q8qLpCz7uxHfG8wvCCO0h7zQq7Qp44lijie7QK5bB3MtE4WVTCezsguUg2uxWZSntc9arYbbMw0Se7bDK/4CeYxHS3u2IFAxvtOu+7+KGbSGa7mxhqwsKCjAYqUs3YEIh+EjF7bj6bMrJSj4jUeyDsukwUswEQLWJJezCIlzK9cGyGQXtFkma7F6AREkl7rOSRi7Fa/EIxezI47muhcEY5uHsWsEsbCyIU4rp7tPrxvEsojhRAe43KmLILIqFhuHtCWAMbS5Ag8ER7YEode1LCHns6oF6QHXvTu857vaL2658ExbBkew0BzXsq5AS+J8KPiOUGzETDxbm7GuiLORSzAXZN3MKC554Fm8nM6zQru9C6p3tx9rOGfbsMCO9bbbNUDFXSx3tmevkyNNDnfsHzMKsM+KZ7AiVGeztdyBiRi3ii+CIJwDnLPbMNUJYc/vP6RNmE8bxf2Oh7TWkbqpQ4oOHie2/C+ZCvewnEnRoQ+6zipDpSe7+wT8Iz4G7hqbtqrBj7FQyxauaz31xE+xrhv+BOuEU7M+AUMeNLv1w9BBj7hboysth7+uUfe+R6M75Fs3tQjPtcAUWzE1Rs+z1FIHsaTAswR3vgItokjLME6EBCVboTMCpWlbh3dqlN1yT/e/MZe0gi+7TGMDYQs9t0jPt6MLGL5TGdy1W6rf7dux2qXKJVusx6BvtJWrD7RlBlCmqZHaqS+/xVc3IQs7AIcSK8c6JYZ7vQFldCvHPkBi77UoQq+wuxi7umCMUivHP87C77G3Blexxh0FGMs9I49tKyYI2w9JrAs1fST7ukpET5aplJMNLli+APu11T4SnaPqn77Uw3G0oIvwBKe/12dXDdu3WGCtIJohth+TIaTOy0GPusJHcynwjVS9/CGxjGcTczeAbm+56EK0rDM6j5SPstdDRywzPvwi37ynYzu90Iv3s9lAvSCCvZi2z7Ggkksv6uoZIJwCtwiQlAU+yBKvtUCUdroiVsSBj7DmSVMktMVhvj+zUwiOvKuGf+a/vxQgW7nrDawjP7Acj4W8q4bpAH+1HLQFO1ipu7Fj3NeXR7/LpV+2fIdPtJITp7CvSjVNW7X+JV+9+e3bsykJ3ebPvMXi5cEvyKIhj7xDAneHR7hjKd+xpwkVtAU6Jxd/s06nmZg7tZMRj7SkgWZYO7RFRD+1hwMXb0mYmIImK8cxlKlPuqYqze8vsUcvt7vdsFpmz73O724oGL6gSd++A697tAwQTCvHMUKCtry5hlEBj7fjErMrlSQ/6p+9go8HtGBA2eVAfwGOX73KRYkIz7wXCqeymG7uGp+8ZS+FtYJToiVbq1dKG7ZOyhjvL7U7kpe1A0mYqM+wgIxMLsU3hJRPsQ4lIHPJBUojPggLB28s3Yg3r5+/6ANj6Ve/MuKvv8tD7yvXA2UUT7S5tSB+qORJIz4BwhDns0Y+b7097lrW9kCDgY+6eZcXtMOEVwwQdtLj4HuXkdu6fq8J7duHykubuK8L6L9VOz2xd7waao+1xi0/vGWu++xbwKENj4SHtkMMkHiwoooc5z6ogtQngEa1q4e+ycUgdQkre7PNkd1WMbt7vWCF/CeATfIst7GhbyBxl7AvL9uqyy8bxDcpUi/bqD8hkHJwS5u4NOVnv1QpdCowercC0Hj1ZlwX27NwjvaT6wFoTpe9w+5xsp3KEoznsTcpebCyIXoCsH3hiaB6Tw6PrzBxN++XuHG1hhK7vRiGHBBridQbm7lweg6bJSb3i3ByBlvXtkXApGxwdreCoHKyo2IoRt3koqB/49uuI/B7Sy7ruTMpN7S44BB4xi1bbHB65ILwc6CETySHu1252q+gdE0hcHDSWo+6J6+KKFK5woLwfOkJQHSHu0dCsyIpQl++uQRGPQ+2SGowd5EtD7WogXu8CDQ2SRi8EwyNj7u2RFUgcGyNZQowfScOYGh4wNSKMHCBgWB7zVxeajBzjlCbtRquB7lsie/pBTBtQih+ViZ7uW3nmS9/q1tDx7onD/ovf6aYnseycQ6Xtl/Of73TLS8KMHgNREB33SJUL3+rxoN/tilRKClsjeBiUTiMjch2DO7HtldCKHIFgcs/QIGyt4h2/Qj+tXqqRQtns+wJq+jLOKkJsHgPhEB/TqAwcxbCqw/7tXJaQO8wfMsCT7+6pf2M27d/Vnu1iHfsJwc0r4BLqlTJ9rfbvyanGHDJgeh5CykFKsOAggOlJwc5NQoBIhiwreubt6mIhqUJm4eKWH9AU+B8nQz1Clh9PYAxtf7km75sMOWN978yq5u/ewJPsasNT7CQznMC8HpchIdH27e/JSB1UEOnsJDOqRHXtFpm773gxX2n0HFglHe+bDFeCnB0pY3wdEfP1ekYu+cY772aK4OZGLpFIJhw4M8NAvB2iSKcIFh0177Rtcy9OHENDvKsUb8VhGe2yKQUhwm9JINgHGc7je6Jt2RooHkHybGHCbjogjRSu7QTCXm3bCTRi3uxeBtJvwSA8iynvWCLSbs26MChh7hCj/G0MlGeonwmMIvosaeWZriQf+pVBHoMzge20YCUVAXKMwSKjBB1qI6JvMsCH7BKjtsT7VFOQOB69qKRs/sC1RsgdN8L/gF7BzYoz7aDIgm5Vb5TIsB6/SxRt44ir7t5yVMracWjGoBy9A/VIQXJyGbvupoF8IjEfNVDp+YAe/WhUbqijx+7iUexqRi2gy6NIJohoW/nswfEFb8vvsaLMbIEKj0FX7rhBrBxMxQPt3vXfLTtUFWOJHkOGcG65QYTpD+5l01NuVU3hofHuYFZMxWHgTIlZH/BD4BpV7x8zm+8FwIHtvOKC+GPsUEgy6cFTgdMFHOtCP6+aiV6vy+07UxWsgzJdMGPs3eGb5xrMZGmz741ie6xd4vTCKR6XEBZsQTI4iSUd40DX73PbbUulHQi7FR//LQPshfm2yeZu+KKyiXyLtlKKZymJKe6UpC6J/dPli/vOyzpT+r8xD8Dp7V6GUJcyy/wEaEl8i1mi+XE5MSTDoe7LOxAgosv2RBodSyfnKzLISIkgyhwvnNCiyvC6HC1ZQ40t8YF50nUeHI/v5FSwxa0d7a0kiUYRLuhq7R2FwzZouy/Ob50eiS3SyGVD7kocLe3CWskLwujkVyeESoQblSnmFN0dmyCiyLYRVQocLp7iimX+e1XtrSey8KLKqMFWmL8BrSadw8LK5yLFQ50dvJr/giNRnwhXJxN3gxyzSLUd4OGYI8QbUhlVHWMfqiC6LGMGYxwveOMc5GN7zTezg8oTHd3DnR3kUPzp21Ay4wfOvhNWo6MeIUOdHSPDismRIwvCbu3+ELjDgx5NhRntAcjMwbwYejm4JP7ImjkjHCcRoobtHdASxizQu7OVZ/FBEFgfb9FgpjMdmIOjxKLJV3iX7hs4fBhrHqV7Sx8a4jRvggSdY4nuGzmaYKLJSActHRlUmsObHKUHcx/9qbthrR8vYdscjPtLr4zY7sM7HAcv3zH2wR0egoewU38zjjE+7gkVoKoqZRqHSx0VQr/sO6CeHK3LnMAIH+DAN0oRyEUqv+0pFw0fARNFFO7un/YHH8Skmwj/LbDS7R4w7ogfSzp4HD4R0iaJ7tzBu+6j+tdHQ+7s650cfpTa73EhMwl8igAQ+B010Boe/rC8kZruwelZHBn16BzIJn7BJR8EwJLI2cpsYwUfKFC8HiyapYgQp64anBwyYpgdh6taySYtFMI77jCN/8C8HPlAh7Gv7frC0m+6RLSIz++xbxRusiVX7blBvh+nxQ/viwtzrM2Sj0FZHi4srMllQFYBWR/0uR2vkSbeqYAeKPcRHR7IIBxdExWtc5HVyqAfSaBYbEiwnhwXyCgz/x1g7ikcfGCP7BIwWsAgHXYhOGz4i0/sg6kZwSZvU+N7zIOqAarGbSCXm+8XB0Ov+0+p78vsgCiJHfnkP0Wz7CsIge06CVYyJB0EwtJvQlLt7N3idyjecOqyTe+tQ7BH0JxYkuHsN+2ybslgn++QKCXRsm7urjXtFNLwnb8W3u3yhsCf/gO1CgwfmWPBHnfT7hzYwIiZPnM3LC4cS0G6MeEfdK5eHLbsEJxxROmVIeyUqThvwYjIntwwpvNxYnTCKJyNeNAfRRn87Q4cuDPiyitDw0rm7qWg5hwLYyXEruzfwK2u0MpcsdidsEHQnW0Ag8GBClVbKxLsbwnaO0X27CCBoZLuHt8pPuyXEckId1R50EScOSvMyG4e6EUZ7q1l4aJoHTwGte2Y5VAwDG3VwjwWmgldOq5sRQo+SfrsTJnOHChXT4PuKPHAqB3Rs0Xv3fZ0WjNZ6eN7z930LUAcHzlpHe40ntHtZe6vGOYusnTq7aot6u4AllU0liwwbOeCNK+JxUVsyeNF72pCnIHcyMaPkofwinb45WzUkFB4vx3/ymLxf0DpwYAc4YclbSYhxpan7txB1S7XwJ1gMInKiniKbMsbcj64/+w7ymLwJ6EpCcqIhsB2bK/Zf1IAHrPABW76I9BJyokfH0ye2qHfUh8e2I5i870WYovrdQGVRW8lw+7G7J2p2AVvDqIGoVftpS58n57xFu1qotBCwpxnw3QcSxbZrQhtpcCgn2GXzBmEdIn67Jzfodvvb/Wbhz/t+RJi8d3BKhxY9tKb6azMovTBr+yigglvd6kUSu8cbqLZbo7AAhxY9zei2WzjYLftreCJH1WY36AgHEoqXm1OCqsq0p+YH9FuO2p37jDAgGyZWesv1+3BJeWtZyuRCM/sQgalrGoaeR3p7eltNwrW7jwQG9qlr2gwCpwU6pFsnmXDr8vs3UnNZaTz/DJKnSlmpa8jCVqc5ITanRPAH+95haTxM7JKnCkd6p+pEa/tVUMVrB8Q3sIhHjCN2Iqlr7bCeB5GQZxT6a8XCdOIEKUYkwZsesRMnulSdWZVrxF6KRwbKKltpK7a+sUcYhjGn2cTWB5ik9uue1vKlwUeEyGjrV1qSYjWg/qtGpz4Bk0drEahbIsdvJ3Op4/Ckpyn+mMeoUEjwGVs6NNLHyOifJ8J8nWItAhwMYFsaGnx7DETC8Kcn7Gu5Ov5NAGDDmtpcS5GZx7y0IBsk8CYOqseGalJHbSb5cuOrqFkWGxBwiXtmyRaM7htusNliKMBK+PMGH2Tpu/R0UhIQXBza5ccWborZu4duLHbHIPBWMH0HmGiYx8s4awhmu78yz6dEQEKyK/GmwLtHxRCyXu67EuImx7jgTEqme0r4zAfr/k9RlDgmuZen5Ew3G3zMXLS7R5wobeqRi+N1AIdFAAUuapnlJrW7quCUBK/7Z1x4x+Um7HufEDBn1qHdu0UiiEeorKeO47tdECDHeZCxgMVHazJVp2wCoYjh+8LlG4uYHNZijLMdCRJrUQ15ibVHcatvIGUq1P6Ms5ZonYuCZ4MpWVQiZxSIOUt8gWqrgCw5KBmLCPQDCcyyC8xYS+4cbYvMshQ0bosoHDW7KLJQEoorjYHkca/MGBLsZ9xqwnGDR6MkpmcB5E3h98zRsC2LWd5rXDNHpTCKZwnEXoVrRyLq0YtZ3v0ua0foOHxLWd4nZmtHieH2Z2j7aKd+DLk+LmemlMMrF8zS6H5nUMy2tItHP7APSwbef9kJZ7B4EWcg8K7HdCLeGy5n4xjZx27HuIfiZ+rZ1esSvJ5L/fzi8ohLJfA5Z5xQ3fs/LskBIbwMlC5cseSjLi5ncpq8skc9k6iOiydsWTEzRw6Y5VuVII9eM0d2GMFnNLspvHFl6IguZ2woivuvFKxuE2ehds9Hgei4O834cmcRTEubE2f9KvNnp3C3i7jIStEosgjIEBKdZ3hgWSiaZ1EIwWdmyMLHHXLVqwMyO+vfzFFmpmdlsKSQmmcJEMTLWfQgyB9HxcpweccgH+mOsLtnf/5bZ2mkwCqaZ7ms/YtMdNBw52dumMiiWzJdcHayApllSx7Kw/CaZyPMd2cCIhLHYjhCq0x0jL56Z3ZQPGegIaNrr8wbVIaL6Oe9scyyOBoES+jn/Vv3zGxgWMvo5+Hai0e+sKTnhKxFvNpMC8ZI52Uy5sczMp5nhKyW2m8MAZkuZ6Smz0dqUqjb23YgvNd4d6YHZyI07OKctJBMpWeErBPVZEgEILFngoC/pfaLyUq859gYPzrrLhnqWzJ6+mmyVuo4klrnsMtV/FzOqufa5y36iRGfZ1CBLMum51iOvOekFAxiForhKze15Oqe1mX0LmeW0DZnp3PAYQTnWxBwPpdLoD6u5zFhJ0tsy8DnLFCMOWxi6z7aZwGWvwqcJCiRpmcGhXty0eeTwbNnf/48Yky0s2clHinnVtsHZy32QXJ8qlWwwecjS4wqH/P4Ikv8Zk5TWtYBamcQZE32EGKT+tLncgZ7WtXUjpjm59elZNtA81ByEWcuDJCazyqxhohn/xR/WgQIr0Kt/EGYrVo4sHCeu0cSaL9yQOg521DHORbPy/5KkPq7R9EFv3I3jRiIu0f0zOZtrapZ2aayPzQjuvUYl6dbB/E6oq3o4muyI3BlK8SaQGfmxEFyVOhGkJnHlNy7CheN4GdkXD87NTqZDOfn2zB6ioQK7967R2gqonI4ChM70+dFge766Aqcrv/n2uijOpREOJItAi9+8TqrVqWnnVU4FMxacIjiJ3AXUyrEYJlImMftOoeKE5BNtuOnwiVk288hn+qqx1+oyl4UIs2Rdsejyn9iKioIYarHqGJfKlgqlrlf56TksqJL8rqr/+e24UwXaTh+KmuynREzIjUk79ACx3F2Ha4wIpzemMdhOlQG6QTyCF/nF/BcqgXyYjJf5yNuIiLmUj7Hwx76IlUQk7vaHINOHKIYqN8HnbTHchIDdWcHp9SnNSJ22mPnElLScihYjKfXELgIXXJuyDBnOWwtcqAkmuen5EbSl3KhQaZnGIjUSJdyP/gtZ8aSC7KiCAZnI9GkUAuy9HZ/Z0pIUWeSAu/CLmc1KiwGu3wYeebnIhDjMBWym/n+52l5FbJ0iRznwuAKcmzIsOfGVJKb//z4BMHnFfoHsttwPxsNDo6GeRfoiH9n/zEI+gV0snTG5wbneRd98XUXZHKfFWaM5udc7O3yBhztu7znTqbo8mbAJAfiZ10Ou0Kt/Ck4XudHTO76yxz/Fq7nyNC5egCo12JTF0+rRNBdRXEXCNAKcvGI4gdZ53qkqxcLqMHnQbQKcn4YP44j/IhQ6PJBiwGL991k25Z2zI4RZ/IllaviuuTH3KhYBKWrhSW/p0NUmXJVMa17VBw1IJdyqcWXp3wBdnLC8N2eVfyMypNyr1ir5y1ULXJfCM7wq+f5NJlyGTT/R2Fg3EnHImbAdxdnKr5y7OzYOMiXzMTMomYIlseUMDzBpfsnItLHfoaSIrGlHbuCRYW1nCL0BfVHR+UwLoJz7ebOx3mHtCLxghPHp4TC4DwXJLqZwoRy4Wv5umEMaGezqC0uqKvIunnH/7iSqw5udsf34oAXIfrqG6rHpD6YYo7KKfv3yZkYp/oo+5jH8Egmcg2WBbB3FzLUjCoNlnIwQGdMeB9ae8JPF6rHxxKduvTMzadQOwM6RtlaxyPR4AZXmByXT+E/+ByLlaoMF1HQYVqOlP77U84WhduiFtqKB/WO7Jz5ok1QgMLoAurH26JFMFvAC+fBp1NaxRhAZ65Ia8qLoi0al6flYluKzyo/ECYXwLw3ol0QEBeVtH/Qo1rrsL270+espNqr4dYu/IhnBMQmcniqoKc0AovpGjpxmLFnYARTKt4DgZK158+wlAr1a9BhhWfrUF8qb+RzcBHnJmKicnwksv4uZ8SIMGoaYpUUQ5cLUF9L66hwiEOXojGHoiTEGvLm55cw8edNJAr2qTInRYeicIjHu3EXZe6jWmwGpxcsgI6gtmLw8KMXNSBxUsjNOQxi52rnwNovYk0Xz3qkcvWLgowPG5+jMgqxZ4Cu7Xo8QxHnw8HtIuZwC9yRF636vPqoqLFnz+Gher0oU5mLl0GM8ru9Rw+Xl+TDnhMCflh/Z5jakJqZPKx2LWfEyib6+BEqy2qe/6cjAmAw68cHZ/Voxd4DWz+QXud6SPDnEwIgOrXn9aDt8pk8dg4HZyS6CPoRQqj4OWcb3m568oyVIha6RKzIWhi+MmeIbaoxIwJnyhDn1VKbqyCU8TERZ9mIunpizJnHC8bfl6G8TGcxJCb6Hwarp4/4x7n8erEI2hd77ZCaWVAUcpenjL6V2oQwjLFj52aHI9qDdGpHJbJlEI3bIYQL58hKUfrpYlunyA5uy1yYoSir5w37ZHqWkr4nrY6Tp1U71TJf58pStWLOYmQXAuF/yxBwnBdbqftZwsvcSPgH87yNWoTL/GRVp2toZM5UzQEQZXuTvBOwOst21JL7K3Jnyjw6eCj8F/BifbrR52gM0pdfhbo6zChZl1tB2zkugngexMcyEFNaNgnRe1Cu2P65J8UJmKdxiJH55aJPsgmHpKhySKk61yQ5R6xZUTpCqmz7ksYHK2Zp/qfBogFuJ8LaR6n71vBa4vpE/gZr+z8GPBeWUkvHNM4oXpFNzJCrpw6AI5kmIide3weFC63bkZA1TNCnT95JIoDHikfGkHqMP7JyIpinKq7hq5lWVkuAB5h+zauZalX7phjuukuZ1gf8ku0ilbScFIZHKf4655O7QeB4wSgppeuGR6sgB7K7ZQ5y1t3TxeGyaEQcRzBs9FHVAlmwOXsI13SR3gJreHO7qNeg6XYoKFds+0AJugbwSOSnrOBhaJq68q7m+5QnLlwGUlim8vt++m0G47EyB1rdSZGjBiZakftB4C46zrKSujdXcZihBgj2YxCvVxvwugb72EfnCiIN+V0yw5GJe2aoTGtAusWw4MLHJznh3LpX/j/7wcewuneS51cYlCaL3q6AB2HQRYeIVClQCAe+RT7yZjQHcaKny5EhvL54NydIEzH7GA4b8Iv7jk4DBoP49kcnHONLgoy4/sFHCqy6BmcuIac5MZirIbx98KlbsUfw6CJH9fQhCIWnQDA4x+8ISqfCUKiIOMeHmpinLet0xwl0Q/sRXnb7dkjwq8FHGuj6ewRIV7Lp1zbs4MehsknXyzhWeytU3Hjp1+/uv0ffG35HJNBoumhDS7IEKX1Z0OfOCeBHltJ/sb9HqvhxpzKixWtdCQgHyzig6QQJ+YdSoZxYv0dS+FZHPYpHa+wubrzBR5kYYfJbVK9HUafj8LDHno6SpyHosscphn/wa/uuYcLHyvL7pwGnUWcjVFXwKNcttI66ubypO+TXX0Ce67kk0sqAB1j+ztd65YLbWfsc8TfXQO73x4YQ59cTKNUwikfbZStr1tc2+9z2c/vDjErQRvtLvOfQZLov2kJHS+HcuoWybPvutLGLAs71MVA3/gw31+gwbtHy+/KozJRi1wU5nft90EJwQLrQiP3XDNEA50Hy9ZRWR5tI5ztL/FhU5vs5zO5rSRMixSg3Na4815r0akeVRLkBmroxENLCBAdey0Gy6q6oB9mIUzIJxBSIFDfOXra6RqQ7xxxhc/CrFx1ImKf72Eg9bWUuR+Jq/nA+usp2qAeFyoxyRYF7V5XWYuIKxxpYkdd28PUeP7LV+bxH90gu4t1+Nk46R9Ry7BcdZsNHIyEj3tyrSYF417XQ7BdVV+b7in60omtosdE6RwWwYhcWcptXqXDWkQ/CR8iRp37SS5lOWs7up8cIlGFallp4N4eYPVeE/G6nRkwjuhk0AqeAqAM6h6XiJ5GQivBdWm6wAsuxRysJh6IYGJXRQ1daiF1abjxe1y1M80q40CoQ9Ue2hFWI06J6mIoHUqGphjeixRjp12/Qf1roOPGSBCn0iMmX0BSKu6n7KpGqCqLzOUfp+H9aAMsMe8siaCvUYrCU5vuoqPZIYedidOlH5gdzl3tLXcc7BHdLgQqwF81UludBYglQiNEVySTQE+AjJMg346e2y18qAbDHiEBnStHaq1ros336x/mKtWKzW3cXnbE8K2ZnGIdP4Zew0zvpKLXXnVU7xKvb9RB75xQeZHrEMCs41Bd6+oni5h5wlwZu8NCZ2lAnC+dwFIniRghLF+On87CCu4htP44GF4lAbnqAV583piz/WZ+j0yLPp0/SPXoG2kqHQ+X3e85ctBRSV3YMkFdLpohntpCUCm9kq6aqxxaAzivLW41wE8t8gb6bG1vOWhFneqC/ComUzQcRZ3EMP1uDiH9n7dADuyMCBj7tQo/84PBNescwJtRN5/hoC3rsa1PnhWfEcGTbnYSAToVnUhcROzvYteev2896Q0j7l6hQcZrXW1y7+Fdcxlj6xQVe59XK8rtT+GDi+FdrWXJ6sJGxZ1/20voZbQLXM5fjdWGqSTAuG4LA+0xet54MwecFIKJytrCuBZEXVRJuerAIjheJsBIRo1sDKFMXQCIs+nMErufPilS3yfAs5+lbbVt19hHnnUWSQmfY6sy8571ngarp8NLnyOIT4FRUR7B/Z9B6RbdeiMHnVbezoJe6XueK51oYb5TbawMXV5fJYO/CBRftt80NRZSCV4SsBueJYLXGwRvTMkCUQacCiNLnKoE3G76nLSoTZxRyiOsLWqMSkRfY26lrRgd/l9gwRqd5qsO3SXAjTjE8xfrBZ9jS+XGJYEZM/EKP/Psxglu3olG3elTna1XqsVBAZ0JgsYveXYW546epvryy8EOLcDpXYMX6azeSc0cTKG4xbGs2S6SXgkr4W9Jm3QEwtyQ8vWsbuAMHBfwhIGxrfrIMe+nTI5GxacywtGdxEZsy0603nSAXFajn60PwBD44Fwc7e2vxF5nHrbQMutdEWJDIlxPq40sTkCdQ/Bc4PHoHVDLRxrtH9hy6uk1p0nCMd9NIoQaYkc1xwas5ag3rGzjkd22BquvPmugXW57967VLkftYRP4wFYttsf6SLQLb2Rx3L8rNBoQXAchh8s6sW0Zsd+jhhOuoFGVXRFrMdyaJffCMdyJs/eszyGw3T+HQDAzr3dtEdxEos+tHJof20+da9Cp3pdONQi0CmU4Viw6Y9s7jpxeZPrK3plpB1BdcKtZ3r6gcR4CTKUfS07Ykdxfxakdrr4TWThGX14HNDXiUHpcuey26JUuDUD2nCFKFHpXtjLF9R6HNtIfNDTUhmMcL7HF7gd7CDmPnbAmhBp1Vsgy/p9Su40su3vRBzxedSHcy35LF8qrHJ9QpvOkm1pfbHo0b9Y5QODBn5RAFm/XTLRqIZ2bAsYvaHHqx6WeEHpXtFvlEO6rerqb1Sz+wfWcPmEiJJUu5iDsXbXVVd5wFRkZZ5zjiq3dpUJ3Lw4xYLPV30GTQJQdnLV5Dd1/skcFi51uR8TKPPhBJ2EyrEvt3fBcc51zsEudVEyz5bRdeqJsyquC2kEjnPOElS4BXwWdNt3d3pFTS5/93O6CdtzbnxHY7oLYwKZvoyGoGEPc6aqZn1u4mmP38S2Xm58emAIQZYGpwweeb6gF0ygZFqBNnn4lCwJdGs2e4WDugHgWmZ81KZYT5LtRIM5e/srig+7Cix+4C4rg/dyC4EedPsCBhPbezJHWXkif7d6ggPsdn6/kyeskrvs+3IFSldyeAY75j58PqlzLuvszaqsf1MNenzQ1V8GGh46fgVEsb6JPqV5hhI/uTA9v21BeJQOJWBEF1p91t0Os203O7rAbF+JXtucihmwrH1BrB67QE297T506mYut8/A/nyMSsuo8Eop55x7TQ1nc0BZFXkvjK5Tjr8yUD53+E9MwM6+9xYpeaCKDpL6g5snnH9iUu64xiwDFHNyTEPbPHrAd4ecd6SPiyUOryCFWnfBQS5xeoWVQ+x+7HXndDxOA6KfenVFJ3OLial3t5/esf+RYXM9r4MKrrdMTnN5MIv+BaKh7tUfeaIrvrE+aZ9x4KR+t+7qH3MpChBstgp1B5x7pQLlycWh6q0pd1CU9rcyrMq9Pn9dEtB2H0No7Sl9fQ5ro15hal0pdFir/gHAqy68aXrgg0B5B8zsCZxwkoSQWMa2rRyJd8FBv3HbgdwYx3JPLn96A+8cJ/cmVR/7cfBkBntLfS6+CjlZel/LX6xlvPEHTRVlc30Hlr9OlVp44Mglu1sCnHbMU6hhE8orGMt2IKlzJzPEf65udreBBuaTzqzCRXPX5UW+Mp6mtI6iCizWvvAc63jSp6W3kkPrc+wOJ+Hjyq4bHn2NlUW3QEbLfW1KDrVTzk7K7nqYZ6W//6hA+K5z2z1WZPWZeX5UFfGx5KXbdhlyJnjNHw9/+DapnovAv3cRcLMLq6TDQ7xLO30cKKmffQ9OdY0cVnitp+9ubn4CaI6zhqCrEuZ4w9z0enjkRbCxAjdIqZ93q4D1c6u2d+CBHn4hSGwd/MPtIc5wUMMftNinzX9rdNmrtnj8WoV8eo0Ofg1DxXsobmBuWKPKstZ9VArLrlioTqPg9lwrtn/3L7t7DIwQ/WYeJnJmISx6RMi2eOHbsb62a+y/hXr/lvZ25q/6K+sinw0OfzpKqb/rT7CoqZfZBWDyZa8LIw1MLrKNUF2CJnbootZyoYr/shhFhrKNUvaBHHFUW9l+s+IYcBqMqM3hfF0EQHj7vQV0A+uxurPEmwf2ftsHxnoHu8/jln13Dd+504/egDD6ryr/uVFHN3E+LlBn1MNVc5Z+QY/ochEGkPONeZRz2i8peP/IfnUnulmbXnN4TMh/v3HOdGxppHllslD0zx8nvkeq+qdFfySNiH6Fg5ZyTifweQkFD3dCxLyhSzNr4R5x1YUQcE6F7nGqRFB2h7MGdz0D6y0UZLkohnYqggm9gRLzfYrCDOk9BVmJnHQ8vmumhGhHuqx1tG+nsopLrS4vcHWtmbhEo/F+mYurqC2mBe0XfsvlFb/3j8F/vXY5tcIg3HXY62kAhbIJJtD9QX+v58G28lNHc9mAsnpxADcsaXmdAPt6DEmEx5x4dwU7fNepqwbMe0OuGnIbDT+zfMIduqa+mU8cfBhMKgVFvr8L0F6Ud09zAPabhxGCPHLqh6W97o/vuC9Mlwqo++eNNO01fxgnlrmKEl+5GQtfeqa4wG7TcOgEWEeWvjt63H+7w5h1XqeLlr+4zobUfrolNwro+GMMAPBjGeR84+lmtfB4fHtAIBj+YxVfs7QnpbCunwJyg8NtJ2a75KmKf9eZZryYpgByEQeadXnjyeWfvNGPiyC/xFYGAHirihBghKz/pgB5pBX/fOuCr7z/L4W1fEKEx41yzegls0uytXADEljzg4d/fakC650o8Jsh/H7dAbt1PLikfyxJ7r07fPhwmip5mqj/1ERNcZBpsGfKrkyrJH3hBGp0GKHJfIoLcs9FvCGO/7ooarhqpr56tzj1B2viicp5oyqAd3iHlrhZi7j1vbVKf4PJg3IYmfJ+/KH9e0RjJc7E74ByBoq8ALm83Orbdsc+oB6KfwkLuPEmKYvMZ+2jeKe21HCRqudr/H79d/J8KoBjcxWcCn/thYB9hcYFvj8EuQqAcWECOnFReWN2f6i0uq0I8hqAcVmC8nOgSYN6RoD49l7t+Peyf2m4ayhzeRTcaw1ev5Ohg7UDdckg+PPkh6oEo3Fo8yXO+bUY+pKi0HkxpT9KgHRMIET75QnvDcN6aUnycC+LXXL6jo26SPF1dgJ0XIzE/JjKClVAcGilcnybAS18FTVnuTGmZ7jPuHmiOnSpCphPz7lmgj+5MaiCbk+zv3VydxecEHyOIcT8XYEQctcHSPjR4ehy1Qisv0T1XI4HuesNiOpI+8+M57ejDq0VooYdCXh4gn3gZzGuW7podVU7xPCvfLe64yOYdWpLGMtwchOmZPPeVKe2WSbzF6Tx6+9ru92r6LYegGVO0HoVCsumHoeSKKnXsTArOHCrCZ/51brFcF+F2YVZ+N0Z2wXXlPh12rsxeNqw3mnZWIztLqvONdKqkNllT90wvVTzQLc13Hs7tgb9xnDRMLPBAqRoK87P3dT+59v4581a3yfP1VT7tgYF0RnS7VQCeBNfqdY0/wXVj9u2DrfdhdMX1jT3Ddp1UrT4jdmFUPbCWd2fFp9btg9lARrP2d5u3tT6iNPZ3dT92DhL4/VVgXTp0Q3casNeaEjTdP5yzZT6j9hv15TyyNgIs21UVPI1UCVZ9PjI3INRVPCv2e1U9PaiM7VfcsG/KRHc81j095g6aNmmljT6Zd/BOA3BfKojyE3c1PBN3FHhRIp2PIoI69AjXLhF0tu2BEOE0h+Djc3YyL8LxNDFjPofY03QesK/br88v9gQqM3UHca/0Vk1cklsmuimAtl/NUNuccvfxpNq/znM8zAtKZOfzbs2gCfM/bzSqzUJr/zeqz8+B4Lb/zPGyF9kfW0C1nAhI0YVYrzdcC0oueLe5d3jZWkfV9S5OcadU8PM/pbBkMRJzwLc42Qs9ILXmQKC3Gz0wtFVa69lgtrinAQjappyT2VlzcHeUGLSQtKs/7UHynhi0V1FQtOi3ebMiMy80aLZ/NZ/LrzfhTK8wszxwtBAt0ShwtxAuBzyrQKFNkNj2skyRYNjGzgS1hs6mKaE2EAurPzDV5LX6zVDaUAoBTSyBVqbp9wc8l/HUxdAL+z3VWrs/2z1zPmc+NJLmzR4pfeCYt4ILmzxdgFi1IalICVlNIahYCmH2maXbPbyTryY7Pz/zLGv4CFc9vJHk23DXJzxApcc9KAtUtPs8ps83Pg1YRzw4CmgsLz/AC9gtnrdHP4tDKU8JCSgLJLe5Wns++LTvPZmwrZ+388S3+NhrPWc8xLduKuc9Lz+Q1VS3BUxUtJc/+LOEC9lbDz34tWTZNiiQCg8/WNkfPd4Mdw5UNTVMNAiFhrVPcqlcp7SyGkLVTz8aRC0J9rLNTLIAvZYpQNLnzbsFsgjVWzIJYPakLjM/MgErtKlMGFXitSVMxKRODvlOo6aKAvmaQUykpiGJNNoGL2C/LHnxTEVMXHGCtgVORFVWWVJnqI9qc2LhVs15TXqysL14cclM8fJCcb7xAU5QvJBb8mXJjwJw2xO48NC8AjVs2B5ODFVjtTlONMj8NxC+eODw2rhURZg97/7XeMzZzOjwlHOH7Lz3YPByzH5VRCxSLGa1aL8yywDh5rUPE2i+Z85UcDiY6L8Yv3mqWL7Yv/FIzHI3T7iqF87Pj55VniC4vTi8eL9HqTc3hg0ejZV2NFBYvRJVUoEEvfi9F8wEvy4AVLC89zIB5R2eImfMxL9YvhZOBL04qri/RCxEvByrz0H0s+JV9uigcrnPoL2pCi807A9qcjvb8g4NKxZy97YTWxQObFWcDDoOLFVf9ZS/ArG/j2QNTvI0vNC08koEV6MhvA8nT8tXw9RnWIQMsXfJueAP/A40vPtbAAw4VzfhgA9YD1S8r1vXDAqzDnXCDRxwlL/sD4IPBnAG9aINHVZKD7guDsogD/jzZsp+tTdbAKfbeZAP5ndoLw/g71kMD/HMqs30DMAvbL8svhoPC1eqzhYYPyWwWDQOeg9LVQTX5A/08Ry8l1mUDITz/JHcDtS+YHAu9boMarB6DOQOgz9nPvHy8CytyM9azLwcshbPXL87JMK+yAxcvBKyZs4qD0cnLIjMvJy/RrAPXVgP9L+cs7OznL7qD78mRkC0D9y+Er7HPZRIPyUSvdgNFLzfJeK+a1g0v3U8GffSsxQMHLOivYaN/L9fdny9NyUZVzDM5A6djd7xjAzUCidyWdqGDoq9hL24vtWDCr25GrQKvY+Kv8YNwNr1TmU86FQ9ts5aNg76cB22LlsCTbywXbZjt0JP4lcxDgu3cnNqvqO2sl/tdeSDZeITtjeMq1VFtDpbDg28sy22uli/F/xV+efZ9rq9Orx4dlyMs7YqQpQsocDaWDw3wINxDFq92ryY9+n3Gln6vSe33E/qWwa9PE7qvfq81HbmWLBbMrB7oLYNYrW6N+q+hFlbtqa+okvODaqxer70w64OYk4WvJmkbwPG4+ZZGr9kWEZN6r5gTX5blY7Wvbm23fQ9V6q+uky8JcJz2r1XDPq2Fr719TSfqrFC7qpN6k1avSa/YVhyTca/Rk6aTXq/Rr4xWxRXtbY6TCFbjr8BWBYN1beQWvFaajQOveymBk1avSz057aBWpdoffd+WYa+9PWOMy69JDa8cJq1OllzkYgnNrx8Nzq83g5Ovfq/vCPAW3a+Prwd9fa8tAKP9X6QN7R9tUlZfrz934O1QL/4vPZzGet+vqY1ZLyBv/6/FjYkj/LMhaZONwwL3/C2NZZLmNnH85xybjaJsCG8djb8DbP33fZhvVXMTzLX8iG+uAwYstfwDjQiDdw24QwQccG8YbLn8BgJUbxAcRMAzjWRvgBzuXQuNvY3Eb2FrSE1HAwc8KG9cHGhv2G8IEzuNGIPnzChDI404g+hvLqbObKeNdgIEbx2ND1zUAjJvNY120FEcJG+Sb1rWVzwib5RvfIM2LDRvE41ab0gs8n10fXKgNINMz6KcI+leAhhvim/trfpvLCDMfM+NEGwKb1+NY1yfrQ5vZE183CVVEm++HMBNLAIab8epMoPMb/u8bDX0TQ2dLG9ATUFv5G9OrfWk/40mHC/8GAKdoHQcssBETW5v+FU2b5ZvdoP+b11Wdm80bNQtl43ag+FvYw0tEPqD7G8RbwVvxoNXJNGN7hDLaav8K41Wg9xvIW/omSqDLVUISmBNTpoF1hn8UE18urgcdW/+kH5vTM9/jWFv/m/RjRCdbE1NDfuBD2pN7eup4k2Idf+hY2+Z80JNXhlapPaxsURiTb+GU2/5fbvaVnMKvZh1aC8/lZI1b+ur1SapFWn7b9ec+0RgNUhVOFz6RC+pCqnoXCc6B9UINU4CsZYn1QHm02nX1Wldz28gaSVpPKxI6wpV+WmfbzdvE/Vzgzdp8azcae/VF2sb1btvh29tVcip0lw86w0ZglViXJ4DLXMHb0HgPFXL1f1pIgOA3Gdvv2/KSar10O9xA9n1f6nS06tVslXLVYTvj28wXHjvYFV8XNLqGlUg72kDEgCoaQdv/976Vajv9t4qVQXPMCxhYHcZ1DXR1YOydDXBXX0zM6sD9ZnPHO+57AIzr2+s7/9vY88i70LswO/8NYjT1Gkv1YjTtFVAqdnT2RmaVbTTLRmyNc0NTYIV9XLvTO+qABCduIXSRXFJ36NGNZL41M8raUK5oTObbxov66krqdTP3MDLbksDWjVG71pLTu+zb/bvwHdFTKbvEpme727vsHYpC8fzapWR0ovNpVYkNpIvJKznHKfM4mbj4vADYKJw1hcdr6wyZujsDb0VZoDs2wJaCYiDU6yONiHvSdYohqOTZzx573lxk5OZ7ySpGK20LC/Fp9aoip4jtq9grNU80e9W1iqkrCmB9DvWie8BLBHvbe903YbWVKQZ7+44HuzZ73gjIioJ7wFv7CO5WPbWaTqPk9jo4+/Fb7QsAajD7/lvUSzELwysSIInOt3vSZZeLL1mse++bBrxJN2Lh+e9axc11iV9GDbMGvsDnmzwUz8cp+9urb/MSAoH1tXv6FODSnYDE+9MfdMwPy9BvHwjmnFXA2/vRFNeCWB9T+8QfUMlWKnhjbPvKi8fJvXPGmzitinvh72r6LIDne9+ghPWd+/5U5XCMB9RralsS+9f76Gt/sQr1ugfDlOOiYTWf+/LSeuxu+9AHxpsae+gH8hTHaQv1mfv3lMpho/vdq3+U7gfg+x770psDOZb74e9Woi/7+vviH28Fh7mSIJwHxmsR+/tnMiL8D39LFNsBsZgcbQVS2xqppAvLLNAb81Toh8InX2zkzY1U+bO5TdV8zbv2eXlkwKzWrM8bFmv8WnmVvuvErNrCw8CmBMP84sCJj3P86sC5h9v8zFW46+Gs1gCK6/rXNof8qPmyU4fNdvWyRbJ9h/9bQnJkAsbTaSb78kayXg2Bh82s0YfoFznHI6z1jbtbbdcVAuoXOlp+QvybONt2gtcCyXW16Bes8QL7q+Bs1Sv820wC3QLG008PVEfnh9gSLGzmR+trwdpiALar6mzMAKubelpnK8nbSKztc/lHwWzPwKtr+3J8IJr3ZEfxzz6H1YfInlNHyxQKzyrz5sCdwsvyc42G68M3OpTG02TPWbc5GxXr7kckgvDH6yoVgv9HxtNLT3qbN0f/gINH0055la6HzDcxja1H5Rt9i03bZwLwlVLH5vJ2LhZNhttCx/NLf+cks3gKT0fEx9KCwRtIx+i3PZWDh/gbcACth/bH002ZW2Paeov6vOeQN2zXHriH6tzxCnTbEkYDVPqH+bzodz/H4r6ih+h3AOzQC9Snmofy/Nbb0Hvo9xmjn5Dc0NnDqIWI8vDQJa8EzUefUrs2g5kQwSf1O2rlqPpG6N3UU8TkY3hwbY9onM37QN9MLMubUrB24MMnwRA5LwSwTiTiLO8welDVJ+YnwIWurUCoxqyQ4MefNDcaJ9RPZfJ5Lx4n3hMZay4n3cTs5gegoSfmX3avWyfwIMBr0pulaN0StZD2t3Kn+wD+ek3w81DKxQFrRgUKZMswwafn4MZk8yznfOyHzG88m4PiwWTBbw2n2af7UOoLyifMtZyz0o22OL8z6Kz+5NVOxzPL80uo0SDus/ebBDmnp8gLcGfws/kbLcaWC1f82LjJgJun2fz232+AnGfZM3AC8n8WAJ649otc5Mho2U8GfzggkrjYQJ+n0GfeiA1fCotv83pn6rPxQvzTVHDj8/ez8mf1snOzyOjPU+uLe7PJC3yHLLPV5Nkzet9pyRuC6o3Fs/AgmGfJs8EC/2ffSSIApGf+aQQUz9Nji0pzxNNBgICLdcCJRxOzxItZmyaHIrPMi02C1WfWc+Dn8nDbs9Fz2TNHU/bnzUfauPcAjWfIaM6z82f+qNDHrkc9Z8bTWEoaS3Hn7RcSgJlzyX8s9DHzcwt8FysLZUfb5+Rz4gCz5+rJDYf4gsJz7sCduO+LSIt1wJW45efi59SzUWfYQKrn+QCh5/6LVQCyR9ln9dW60ZxNkOfF2Bl2N6faF+JAgoCSQudzxfPMZ/mHJkC7AsJn5Wk6S0WC/tPj88HzwMf130JAifP5AJAX2kt+S1nrU7jgALyAj0fzcPoX50f0ANiAjsfHp8rz/sfP58XYFU295/LzfUt1584Ap/P500Xn7RfmSD+Altjt88TzwnLM5/Tzx2fHgLMmnw2o5/i0K0fii39nyA9sC+cyyAvAC+dU8tsOCtgn0iftu+RfokLHugIL/7BSC/WX7SVDM8/lankSRbepJis3/i9grBQMDyifAKCsTqMPN5fUoKIOihW7l/DvB0anNUptMZ95xoaqS4o5n1/DK7sLcgCVhIYDRkoWdGCiV/uluvIBfWxX3kdUg0Br5FfPkkV+DMjzGkWlhX4EyOl02UdIe2+X4Md+g07fMkV/B3GDYB8rl8xfcVfByNu4okdIe1Nb/QW/l+AfM7nRdAkHW1feuEWSU1fAoJwfFCLaQ3GFkPiumnKyAituHwoVslfmhZSpIw8mlnhgjldsuzxX8RWw18dHXENdbzrX+8dUQ01gstfEOzBX0nDiUiplp1fR1+Rr6dfZ1nllodfZ1mho85fNYK4Q+Twa9PpJuPE2rF89c4wp8TLTJnzJfPaOdpIpnPBwK0mH19gb86fGwPwpHAYkxag2M0dYN9vQ06cHWZI/HxfdpAw39iZ1ugl09nEb3z9n+Lke6dw33mDOWR60wD88N8lZCpODuzI3xXThN+vJJl8cNNhJmUIAPyjn8hQwUMjfOjfK6SH5vTfqlV0ZO3m6PU033Rkteaw/ARf5KTWSkxWhSOXQwLctxZBiOuo+MNC38iNf3yfU0Bb/N/436pk9AB439jf4t9C0GvTV8RS8ES9qt9MFFpN/c0+M0GZtQU2X7rfATT5zRCfG0C2R4t4RL2m3+p4iJ/O4MHNA4xq3/XpF1aa31bfb8DgdtXpFt/c1MZgbr3LgIh23iuyvXq9Qc0r8xSgBt+PSB7fTfPNTVK99jm+37NAHfPrLF1NXmPwpHRvZA2VY7WNUA11o1MCfG8EnJ81HBBYbxnfDoOrjR28EzVZ30RvrxwTCp5vTG9oDUCcCd/ywLRv9zzfvKk1B41l36DKrG9F34nfszWF37CDIcDVPOnfLd+ob0pvqHx13wRsh41938S8DBDb/fx89fSXjUJvK7zmAreNRm8ZfNPfT41yoMb0pQ2539kwR/wx6W+NIqypDVGTFW9GDewMlG+5b4nfE2PuEChNmzUMkMhNVg19cRIzB9/cwD/8+E3537c1LRDiGYkNpWN3jT4QKd9+Y4vfKPykQB/f5E1HJL81VE1aB7kN18kAP2Lcid8MkyA/iQ06k7KQ/W94S+1vLoPDvIo0um+AP2wNe9++b6ChhQ3b33eNS98mnBM1Q2+0kPNvXRaRwstvrpk0B6YEs2/Db+fHgvUOaZNvZidUP3yzqq97qdsglY0PwmAtk1y0aetBBs/Z3zht8haNJHNc9ftgLbCD/D9oLc3fcqeX/ExvWt2Sz8w/CaIznzXfZwIRHZqkTD9YAiCd5Z+YmmZsW+wkAlxvZ60cP4SzXD8wIr6f3INIbAsLJs/2lUI/DgJDrdw/oIK5AqBtVh+JAhtppj8rz1jJ3mxPC/mkCoMSP5OfoD/8IrPJ4QI/Aso/RS0QyYY/8x+MX/A/8nPLH8nP7tYPwnICSW8WPxwtaW8sP6ICNW9nrTcdUGTLacD728+lb8D7OAKFb2gCF6gEAgffMCLZnwk/2T9eH34/sT+4ImUtUT+RTcotHW8zAr4/4tAeP7xz2Z/9b4JzrS1CHxFNB9ytswQphl/6wUgv7OxmX4fzvx8wYR0/v+foQ2AvQ2wWcygv0G8MPzEZXykZfKCaIXwUpM18orXefGJvhX3ibHXEtTzlr258yMucY6BsrXxqb3HpNSz4/HpvGOkobM51vkCzP5FsM3znP5Jj1eTZfMc/yUMc6fs/6emUbNj12z+KY3Rsb3wrP38TwArefN/ag2ZZefp1v9/zg77p1T+Fffhs37Wig4HtPOmQv24Wrjb3fL58+6pnfEC/smancEc/cdkk6bs/wvxP3wDmmL8K3y+N54wrfFk/KL8LfGQYxHy9eAb8m+hxfH1MErVEv4dMiikH6Et8dEL5tdi/+WYAv498fz8Yv/Fs1N/oP7qfLz/cv+7WUp/ldTC/BPyOI5l8d3w6aWz8oL/fP2ps/XzIv55muix8jAJsrGBbP5vfrL8AbCF81997Mzd8tL8wsz21pL8vZsE+/Xz6v7xjV87VdTq/Pz9vfJq/O4tmpHAYaSlsv8zszSn26ac/wvyaKc7phz8jfC6VtGOcbBV8p/0S6bi/FXywA+WvMXx5Kebpzr8K313W6ekWbNq/1dbp6cKoNKydlebpXL8VfGdpNYNrPwwpH2YaLGvT9TqEguGYKU3BwL18tVO5v6kvhi+09dm/Lyipe0S9Bb8kRJ3pHz3A38RDzjVjk1X88APwhIINZSqsKWuTXfzQA6m9V9173BXvZgKv83cCegLaw2hsa/y46jnvUs9X3TfcODaWycfd78NTk1fde59kbNE829017x2Tbb+1HB2/pvLN75CvvvLwA3uT7jy+t829x5OFKBnvNs9L/HSDb5OTv7PJ8SzlaTaus5O1z2f4972XvxLyO/3EU52/K+87n02/vmwEC6teh73ECwV0+SmvvY7JqV7QU1Ofj7/UH9EfCuBoTcwVQ7+KC1uTzTx3vwxT3rM499/vx7/rn1EsoQ2If6uT7Z80AmU8N78kLdaBYB+lLO88QfLwA/uKVbOHvwBT7c8zyd8fv88BC9Av56DlU4OzH3Z5vwNsbIIWBsW/KIuf1gyCwPIwnw0Cyh/LbHf+Dl+jsyFpyq4zQyyfveZD42NTkkRhvBgTBjYHNr0v5Lw24wp/wp9KfzG9bzZkn2p/wdYaf+PsTBFMLBK2EqM+41QIRzgYnyHj7DQmfzKjU+PekHszK6Nj47CQWzMbo1J/1n/f7QKjTn8qfz6Co5Hif339TBEzQwlHtn85qGows0NYMHa8KuPmkApU7YJV7k9DBL+To3Z/bzaaAmp/JOO9ZNkt1hO3GZAM61TOE9WCRxCU7pqjRJnmZNF/O6OKdW82gzARf4V/2wjZE+g6abbBE5l/kpAaaekQzUMeJBLUJ1lM9TG8DX+OOLvTuItcf7XgwnaNf0fTBbzdf21/Z9Mdf8IfHJ5pAM04Sbyh/uS1GU0WXzb+YuAvPSN/e7ZTfwM/gD6v5PCgXLNpiCAk+yDhTfTJR1bT0Hvszu+8nt7N2IybfwMtllhgdYY1kzanf1wAY3/6TSd/3JU8vULYCyy0Mv22PRxhTQMtHSHp85cICyzvf0igENCVzUt/G3B3fwId428LbBbUH38bb3yWAd/IQ3gWYP+dzbvz3c2t80OgeHadTZD/UyzQ/z9/n3+z82Hf5mDWvb3NT2AH887fAVUg34S8LhNpGefVgWGj7DHU56moDn0Zo00v48kzPNr5E3Wv98xGXAkTOFzT1tETeuEVM+PW0BMlE8yZ8nHgE8XvbCz8/+YcFRN1GSIuPP+vLa/MIMk1E3BpuRQs//0T6TMM/4xVGROomdPs07y4E6iZKb+CfCT/hzNwNRgTQzM/reoTutXmszOdDhP3kyINzLwa/1S8i3pwjT/jbRm5h+V/8nxNk0LVNBMjON+ThZVQHXR/MB2BC8PtKjygexsTJp8ngPiynuRLEwYvnX9iPJ0W1JrGn3pgWxMiZ06fkz/HcyFpBGkBvaDVDsNsz8tq5xz5zzQtqf89bKrJYmyqwyAt/VUOwyLPGVXF/1gCqnPF/yn/TJlBVsiMi82W1WX/gi2elsX/vC1J1QyQJAq9A+gzDsN5/3Nqmf+CjIItm5YNw5gDoNUqDQO9yaw9rUQqKC1F/8NsFVYK1Vsk+oqm1jLV78w1VkP/S1WHg9pC2f/j/7Dq+y85/8+spQPTs8UNVjbeLcxtjRMJLYjN5LxFE+3sw5bn/2MfDVIkDXkT5AIV/zYq4IKl//n/gC2cH6QtgClT/0ETl80RlsUNil8zbECcCnU/dZLGadkCAARPWRfqf/9/Fqd/3X/jO9NOq1VY/CY4LSUJoz8Xf+K9YqOYODSzvBvWQ9mxQ1N549/y4OEEqFv+JfVmob0dG+YAhmAeGXS1pobxpAcNC4xSk6Yf9hv7EAJ/fK1CMy05ADQZSUAJ6EtC7eh+if891JWLAABBqvdMGM10woadgyJugLtDCsM10BdqRr34AWaWXna+11uAEVIyJ2pztQQYpO1fV49vQErPTtFa63fxNCyqAIeug+AZz6jq9+5ij/ApzLavWhYU/wedqhryMAWIAy1acyE9lrQkw7mMYA85a8TUtOYaPXmWqxsOXqE4MzAFJfWE+P/vWwBBWZumoOAPILISTd662gDLkZ67Wv3uoAjsGvK01AGUhir6uEA+g+PADjyxq7RUWGX8SrM/TVPw6srW+pkIApL63JMEgECAL92iosWIBe/UTlq0CgnLG7tIG6tJMpywqLA5tEf1alaXixySZWFhNTCSTMs6dQDTdozhmkAc1QbKGYZZsKbpQ3iAcoA4isK4N8ljptmwrO8tFIBlX0QKws0FEATU9AtesBURVoTAK4WCcjC9eUSw0npuk1EWK49S8GF51W+SQ/Qtmu0WNYBsP0gb60AIimpU2EXugP1XyoEqVA3mEjcE+jl8QtILzRCrPCbfha2mpdgTw80aSCAtYnm2808/jY82EfkI2U7moAIT5oEYhaXlckPP+EGJG/hapE7+L+iNOeD81DFofugzPn8Ar7mRC1KGy5JzuNLw/Cqs/koxH5RvRw2n5jHM+5WxbubCz28rLdaKM+xlZQUap1ncJP4CDEBJs9/gTfszAWq+fJ4B0NwyL7uVgpAU0tH4EFIDE0gtz3R5uYtOx+5PMrFqDVmp5lktYS+UIDXFqSX0fZrcjD9erT9tv4lAm6bHP0CoEYy1RnRbGHJFuH/QZa3TZEDhigMk+l1aUSadb8RYZyfSTPm28Vme4wJ40zFnwLPnWsDLegZ861g8P1i+r0DMZunp8rl7BhCRAUazJ96ks9LZLNrBkfhO/dPYdZ9bgH7Axg2OwCTM+M+YNH5azy1AfmfEI+XoC8awEgIzWCaAleeJIDKMzCP2YWqIyWzestASP4hgJz+FRfA0Bbc9jGwerCqfgSza/GSYCCPougLqWsl/W96xB8qQEcfXK3oCkO+S8qwJL6ZgLrWAvvVmgxoCFbIxz1w+lBtIS+NC1qwFeLV1AZE/UtmBql8t56XxapuMtOv88oDJD4gUjKLJnzdp+rVNXth8f26fuAvAcBTt96Z4ifz3UqsVWHaLBZgViJAMl2sbVPYqVgCywYLgINXpGvM4qkgDTAG3FVkAYYAgVYJCIq4a+rxRKioAt0sbI0+RIaAKPAf8VAgSPq9dAGjDRORnIA04q9RVqHpSAJeGp31QQsq4DOSKLgLNGq3TeNeZQDRho0nycAfacIJ6pFY3wGgrQLBjCVDEm0QDBThPLXiATycEqGVC8dywvMgJJmbtAZeoQDMVo5AIBKhiTakmrPQegEc5nnAfquV3a2EDcKxXFU92qRWT9YiO1UIHLgMD2qSTAVY/QDQ9o7lhIgYuWKCBhECNV7RANdONRAode5EDVVoznWqXuMAuEajJwpgE8QN01vevAosCw0FVowVkDLOHOD4Uu69zzqCgKvBPkVSXuVe1CyYueBOAeD/fp+xt9yEBQ9nWAX9fAVY0Ut1TLKQKZuhofGDeXADG35MmysRkazJ84H78OyaN0xrJrJTSyBzb0hGxmQPMRjCAm84PwDu35SmwBAaw2crShdMc3pAgP3QLcCTd+W8hr36JvQ+eFVWWhYdkD5AQZ7xeAYWbBt6i/wYZCRvVMgWFAvsmWTxZHbdvQwph88DLe2FNxgSRQKPfuf8eKB7b0zya+PFmZlO9HD+/kC53pUUx8gZPvXgaY1gn35FQLITp+TCs+SFwS9h7vQAWDZAgCmOFNmoEJNl7evZA8CmJTwaoGgf2iPjecU0GCFMkFiYsFdKkB/M1mqdN794dQK5MD+9b1mAEZUP7n/FmgaGtN9+QFwm/6iLECeONAxcmubNhoGxUHyWJvPTKBAFNFL57QISbM0tGOqH71RiZCUymgc/vexajRhw5LVSWsgWJtHA+ClMLoFIf12getA0JYiVNw6rQf3egf1A8/eL0Dj/45U0qeP7Tc96kS0nzh7vy7nrGbUGBB0DAYEuU3TqoP1Lj6ozYArbs3Q6pvx9bS4dM8tv4lFlE+l8bfb+9IIFQGYwLyXk5fSU+N8wKDoknylBITAvI6xMCmpJASAYOhSfIgs7r0qjoteBVBFupDo6Gp9LkbeBDWRvUlaME35IRDonVGIrJzAyQ6LzJSdqswI6Fkg+a0sjMCdr5lLwRklUdAmBlMDtDpSwLBdvodcmB77wv5aJHQVgS3ICRM/B0SCgIrQ+7mn1IRKzNMDbzC33ZgcTDdv8zx1HhxvQ30BM0dCCQ/dMUapswPkKJbTK2BQsC3l4TSVxvhegcWBLihmhK1X0GpnrA5Ea8MhIizXEG8OuPfC94kUZinoezhrBIhpcvqJB12T6uSRSnMEdDWBgX8qFBEwNulOZ/QMSSx1mYHvkA+7KkdbmoUNM04HrHUQKKdDJOBrwtqYHdJBShkUdFWBUcCpjolwL5vmUdAuB+PhEeZcHRzgcDDP3oEKMM4GXQyb5ObAlOBfXN90RMwITgQ2QBuBxsCcV5eSU+qOodCOBsUkK4FMPSHgYXA5IqtcCSV5eSSLgZPA+em6kkK8yTwPFpnUkJm+XB0bYFpfyzga1fB2B68gF4HOwNVpnHArK+HsDugBZ9V3gTsWPLkTFZguZqpCQXJLAreBPcD2Lj4+CArGDUVuBHP5baYtwM7gXPA/HwbsDZ4GTFivgYMdMeB8MhhdJNQ2kgY0WDZIjsVwbB9LBAQfsoRb+qkD/r78gCZCPXpd9MkCDjv6E/3rfifzJXI37xAQQFszXvp/QeWStrBfMbpaWXKgScA7GzVxA35EII2uHEpAbG2At3SqoP21knDNfY4i9sABZoIOkUr8TIq4Q9ZozikC1m8qYpVu+xCCOfiwkwQFgQgxE4YR9DMxDKXcPkIguZSw98FngbaQjBIcfIXYDWNx2JVLHVuBl8OrIkzx7lh623nKiycIp4AjEdSr+kxdqkaWKpSuFRcnhD9g3KpvmY1YhiCWfhH32tuNxcVsqI2NqbhNjS/SHE8VRBx2MHQZemSRzKQgxAokWN7EE0w2+ONYg624qj8UzjmINRcnEpYxB1NwOgYs/GYQdbcdu+TehgFKC9jWUmApa244QM2EEaILyBvScIwWm00mlLYIPdkqYg744UD8zbi4/GvIIwLXRBaSCH742ILDKi/fY6yutxyzguPGiQaGcDBBd1kOfilIJiSmIg4B+PiC4lLgP2aQd6VbJB4SClvjpILVuG4gpZSXCDnEExILNRqdjF3shb9oXjNswl+J8pMZBmfN1bgXKWReOMgmRSOb85kF4wJ0KiMSHKeKZ04ipSPSyav8NK3+xU8yLo7ILmGgNdC44Kh1gzqc1WpKmT9bn6xUg1CCAXD6nviVXp6uVBz2aXIKWevcgrqqKdw1rrU/UuQfQ9QaeDw1fRgjTwHuviVKg6Qv0Phq2RxOuvqWH5BEv0f2bdIhl+puDYFB9v0AKwwoP2qrmdXCsCVRtp51fVNXsNtA6eWv1zdrSlROnnr9R5BNVVQRa1rzuQRb9YkqaaliUGrIOeniDJGJeb09Tp4JL0aal9dLFB+yDfp5KXWq8B1dOn4/xVyUHAzyEOMysSFBRf0FOb/IKe5lSff5Bc50hOZCoOuqhn9flBIo0nLr4lRHXpv2SaqHORY/q+XWLOAsiU86cf1HkHyjVuZrSgjG6o+l/iqMoOuat1AUf6W0Bx/oPnWCXldQF861u9zL7/fyIXvP9LGBFxw40xXNgw7hwA7beFwDE6xgDXpXi3WVvK6Fw3Qbq1migQ6DDW6slNigZ/VmygcyvL6soQ17gZDXC+rIE8dpeHVBDf5DPApXrbWZ2sHjwP/iW1iYpu4DVxajNVh/hjLxlukvfJZ41gM/UF9aVmXt6gqKmBaDSyqnPCpBrLWLJ46y9B7oRv3WeIX8GTaTgJi0FlEXK0lKDfRadaC2Fior0HuqdLc8m/gMmAT65GoBNk8ZRapOkOnjtoPrrHc8KeBndY1/jv/Xb+MMsGLSjQM0lpKw0qeG6gwe65dYhDbp/F7QSXWTp4MdZO0H5QKCxnzWQJ4XqD8No1aXpXkxQBBiOC1E0E9/F1himgvuB3FB2f5CU28BorPcX+pzxhl4A/0BmnU8fam16C43BsUzRBu+gjPY9aDc0EnoK7QQGfZeshVMC0Hr1mMpisvAH+lANd24eAhDhpU8ZwGsNAYMGvoK8ftvWIdBXcCDKCgYPCeN2gugEQGDUtLDoP/QW2guUGAP8f0H4YNwVl9QG9BOaD56bvoJfQTE8JeBlGCvATO0BlplrQMjBHzwcgbfoL3QcGgvDBHzwd0HYYL6ZgGg9DBC6D2MFK/09QW8vd9BXAN6ME4AgQwdRg64+EGC9/hdA0JZnxgup4JGD30En7hwwZyDEB60DZE+7kEAqBLM4SlkJzpewHqYPP7qJNUkE2mDKO6s4mWQROAxP4jjxF0HzAzX+CCvEbUUVMql68BEKpg5gjLSACw3QYuKVDQdMwGhsBt4itJRoOQBshcWNB3S9ndqTSVjQQSvHxqkaDlAY1NSB3nU8Hc6Av1zH6HPF+OI5glTB0ANzlJFoKJBtZgmLS4GD5gYVoLOeOgDC6SqVNZl40A3Cwclg916u2lm0HcnFRksRgngGFT9+0E9KVVfkCzTDB0gMhaoKYMiBqVvUp4UpxcyYToLjQR1gmdBzZ0vVh5YLNZlZg26SHTxbMF1YM4wSQDarBzmDwn5OPEbOCVg8rSR6CbAZ0YK/QTYDJLYQTxqAYvTly0gVgtek+aC0sG5hTAwVMvFRUzTwlsHZllHQW+g8Ms1aC0nikfDTLDJggjB7QMSP4boPKBjG/MbBtH9/Bbe/wY/j2cUlQavtdMETAx0gebreJeH2DBtamYO+wY3tf9u5qCVIHnAL3UkNWblStP8+qwSrGjzjRcMPeGdZqfDhw2iGEbsBCUlMNiPp71S71L4Weqs0o1xPgwPHtBK6pQyU3YIyyQcNSJwddtAa00W1Y3iAzRF5gtaBQ6WODC1hYYhe2Gjg1MskOCSjpI4IehoVWDOsV9Z2eaCaRJWNSpVnBEqku6zUPAFwTasG5YsKkYcGi4L3ylKpSqsMDVurqc1RxwY6pbwYGqkWqynnSHxOg1CXBYOwMuYa4PNWNjgsQkFDVwFR08z1wdzsDnoKFYCcH1qX1qouiWAmyD8acFwAOp2CDJCDEyo0/tK64MH6iWAuC43gMOHh7dkphpzg3UBFakRcHfbCrBKxzWgkeFwIMRsE19Ii3VIBBolZ9zi20ma/uOCb9A0eDM+ZR4KdpDnYG3mLSZk/AJ4NJgNdGI3mceD2ySm82r5tAg7VAL0YJlDa80m4JngrkW1Bt1Rblnld5kbqDtE5Nt+Trwkm95iszNcM6HsOKA7rCtSP7zUiwreD2RBdJ3BwZsDRt+IeCTIEZVgagVAsF/mA/8Z5hiNk5wSFAiqs7uCcGwwgIgxM5Azd+Z7M3IFbCxIWiTgryBTDZIqyzk0hAccZeSSgUDv2ZwgMEbAiA3/+Y+CiGwI4L7fuiAzg+wb0O1pH4LuBIBtAqBhjY7yYogIvfjh/DystCMbZ4S4K8WB+fU/BIFNnGwo4IkppkfHyseCNBoFHsyN6lxsDKstjMuoHkCxL6rPvOkB4/8H3p3AKrqoJJT4+X+CGpIoLWQIWE2QkB1+CjKaJPzvwVVsZxs4FBZFLvQLLBDdAwgh2Ep3KbFgJQxANAxY+KGId/roEOsbNPgyJsKC0J8ESbB2PkwQ2psfDZ6CEqLC5AX9AnymFBDz96XH1IIQU2DymR7N6KxhbFkFtX/c96wl8ACEwFnOlHw2X/BvUkdj4I4LhgU0CaNEXS0pmwDNlw+L2AjGB96M+PrTNj/RmZgmIyuYM594rlT8xoYQxLMRCDcwYTsGDKrUvR8M7iCMSpknBixvvgq1ejL5psazyStXl7SZ0qsSC3CFgY1BsGmcOxB1pVcsZ+rwP3gVjH4BVq9rkaFnEbOAwzZhSlWNTCF4INs3lavaA+K7xGsbIlWwQS1jX44jdN2sbmEKyNkD8TIhNB86yoUIKtXhQfYbGDgMtgTjYwMBAUQvD4KlxZsYFEPxzOog0IGLJwNyomEJKIWEpDbGlyD216EIM8IT6tQM4eRUPVownHkBreDMxBrhD+iFgnDKIT0QwE4GxVOiHBGF+OCncDIhtS9xSYxIKCxtKVGnMdiCMSqiQLrKt4g25BNRDVMQQnDXXn4gwYhMa1eiFhVkWIX0pbRBta8M9oinBaUtMQtRBHRDDSbtEK4QdKg7g+hJxD0jSoJo+HKcKTBzxCeyqtIPuIXogppB0qCzCHnyXxKm0QlbGRxw5iHVIOiITGTErGjZxViEs/B+ITsQzM4MSlYSGvEPBKlCQgRBuJxwSFRnATOMEpEEhZZxaiE0AFH+uMSd8q0S98SEQmDvKsTPJSsRJDbsbRL1kpJeVEkhuwDfwZUkIJIYWTckhl2NA95E/xiuDetA0Bm8krSqIg2S/NtpOQIhNZA6Yys0PWn/jQdaI70eSGWrBy0mB9UlQE61CtJFvWeBi1pYLBdBM0JqzrQXeg+SUgWq6129hPoM3Wgv/FU+5Vxd1pXAxOAgetPf+7gtT1qn1l/fgqzR96BpC4NrskN0QFiDWbSJH0eNLPrSawcKQ99a9Dht/4CoBEFltDOgm+2ldrhd5XzWCM8duS52Cn3roCxU2lmA23M7ckINoR7GDIRGQqCkUZCJ3o6kOI2rAAzUh2G1dEA6nwFAT8ffPBpm1D9gTahYoJZte2Q+JJ7bzTIO02rXSIW6uZDt9gVplBwXpAzvanACgqquHyAAcHJdP+5mwwj638xsWq/zD2SXM9LtKhaXBBC+IYOSIs8TFxWkPFnpYuY2S9oDiqy6s1rIZegRbSoAs5GzAdHtkpmfdKsMAsAj5nrWmZFwcNshBC1ALooCyYbIOQieSGFo6GzjaRYQfPPZ1mec9uyH+ySjnruQyNm5GxNyHrXByPvlWXVmV5CO+SXYKYFmZsach3h8Y6QRbF7fpGzcv+q2lwyH2Vko/ps8RkBP5CnBZv/3zZqsfdxakWkVj7WCwf/jfVEm4xgtJFomtEzktBQw+erOIbyHkEKkhMk8T3I5Ww+yGc3GTAWQ2Dsh6tx9yE4UJ3cO2Q4eSpx8CNoXkM2eJcfeaoSFDLj5PkOE2v//Jch7skCKEELQjZrhQz/+YRYZj4/yRKWg0yRn4OgsClqwUO42pvPRshy5D4KFoAmoofWzWIWFEoun63ADhPnAvb1uhZCxKHBJkHAZJQ4E+zwpRBDCf00PhcAm0eVK1rNj7zS2rojtcL6v45/QRQFk0+lqoJL6gX1cqCuGkELAPdDPCxn0Eh4JAktpIoAv1mjlBEv7mr1YqtBDez6+iwtaAPkh0AZkLRQ45+0TPo+STFXPKCCyheX0s6omUJ3uiFQ0k+IX1TQpPEz0oTFecyGsv0t7j+gni+jrdYyhqQCZ7opUMV2hvVbt8mX1MqE8aRVBKluHO6nlCggEXIIHnHCjMr6DyMsqHmrUeSGktcKhlX1oDJSUHk/rd9Mm66ZCff4sHA0gQSjVgiCOhS9q9gOY0G1Q+UBQ7QuqEskJQQTh1aQggmM1n5uNUWfha/B1+FWDaCzkdWtwSi/Nz4xMlFMbevxpkpDmVF+7nUPf4nPwW+GHqG5+Ub9vOpd5Tpfra1abmL2Yk34rUI+zHy/bTqGoNBX47tWmoVdQqYEoaglX72v286rf9ZKGvulU0CTZnBfs11cV+XEJHWqYzyZ0rtQ7Tq/CDy15bUKAKii/GL4W+x/n7+vyPUHa/SGhB2DQ35g0MewUDQs74v2sXsz/UN7UFS/b6h8XVq0EHUOy+LDQzrMjTF0upoBiOzI9Q7TqLBZ5wYc6XWwbRjc6hJfMEX6TUM+obFmU1+6PVfqGkY1zhBN1QGhur8U9IU0N1PopsEmhD1D1X6tfEJoTi/NZ+uNCMdLc0N7UFF8dmhBHViZomv0Nft51VhBpJoZuoI0KWfgt1HjayUMa2oC0LVfvFsJH4xdkdn4fULh6nAVAPSQmw4erYlADJoMpfHqL6DZWq3jV/GoZjFiYOIII8HV6X67J8pD3QrH9QwqFvydoZx/YQ+BnVPlIVv3gQXWFdzGGL1BqEqgOJ/rLdVh6Av8r8ZUNip/mb/fRsTRMeRp4CmjoXepFFifRNCCymaSyqqQTIO64j0Jf7grmnkiHQkX+DiAjbrZ0O1/rQTYCEWP0LCZj3SpiuETBX+8mwE6E0rBl/iUtOS24DwVf7jTVH4NoTRlBk+BmLo0E1+GqZpfB4AhMCibfTRx+G0TCqkYqMnUIZfxVWs/GViqMhMWNKU/AaMj4TMu6Q9DGf6O1XjNMUZSOhDJoB7pL0NboaNVDwmpmlcUHT0L6mgr8Dn+pK1pZ6IoPqJjtNVX4Ev841qmaUN+qL/CQETdD4iYhiHzRnRiEQmt9D8NJ91hIJsMTUzSw50aCZn0OEbE0TBom3KoVjKp0OhWND6comORNMQSLjBFRi3QuCoPBNwGG+jXboe9NeluidDf8ZYgiq/pnQkv4tlxy6HdCghFqgwjn+I9DEGHN0NluomqCySq9DMGH6oLtoV68eYmqpo/NJ0sz0wGQwj+Mof9AN7hL2qGrH/IDUFDDgf4R/yvQHfGWhhI7M1KF7qTb7GF8Dd4LiwAiZGwz4YX7ADAm0iwTTgfXSQ+CTWQRhDoNF+yGYwFISKfAeozXwhGHMvH28KV8EPW9GxMT7nZgEnsZsCwCbsM/tK3jR0YSkocdQq8kNGGofBGgg28M4cvDDz5JKwTgao9JPzGhJ9E4a9qAHeN6WBxhcjDlT5rnUekkFjJWCPPwjpLofBUYR28G0ewHxZFimMK2Id/jIJhepwFER0fQsYaow4km3hMlPC4/BA0FR8BRhgvwlGHKn21ukTJKBSWPMlHyaMMqxmaOd54jjDbN55HlF+OIwwT4Ey9jCyuMMCHB98LauAjYbpyK/D9pB3lXJhoOYImFblRIYTogROCANgu5BdLTOHJSiTVKqMD6YYMFFQKDkEG1BXTD1VyDMP0IYxQDzUkRYhsFh5CGAYB8KZhCOQZmGLSVQeE+QLXq0n4gVjs4BORrNgsKgNuAC+oOlzhWHmKdgsb5Jp7j+YAd2k1zJLkAWRoEDmfV2YfisY2Ahsw/pLwP2EyOU3XsEqzDosjifGDBPehJZhrzCBQRzMNoyAswuqSTWQFmGuwM/uP5gE3aBUlnarCZBdRJrAva4aK19mGfU28wYqsPMU38DkLjQ5A36NPTPCiezDKaC2wIMfiUQG5hptN+uZbMMeYeZkOFh22RPmEkwKhYddkElhFMCKngPMLzXqVJaTSOLCkiyWdi5Gk+QU+B2O9mWFzFni5gWCBFhpsDK6z2rBhYYbAou+4LDMIKxwLw3oKwkFh3SRLgbE5H9iLCwwEGyLD/QDcsMOmscwy2BqSD8WEu7XquIXDalhHu0lJIKsIJYd0kcd40OQKWHisJjUhMw9lhIrCPNSG0w5YTzkMyUBewCuZSQOaoW9gm9sDqAStApGHLbDCoIvwUCDAhaAKkjCAgvT1hQyg+n60AFjvqDjat4heY3monPDZRlqgiVG5/1Nzob1SjRkbsQAGKrwuXg080bQd/jNNGh50ZnjN5jNRs9WAS4sqNgeanLAvxoLaSnBDS5oCZ9OjpUp/9ZNhgvMhBws/2DYZM1CDaw6McawDMz1Rhftf/GVbDLqwcrHsJs2wvhcGxkw2ESrE7KAQTBNhjdYCJAkExTYapdZWqG+YWeY03DbYdQgl/a5RN/UYf7RFUhujSNhw+1F6ELsMX7ChWGNhcqwOkLJE2Rlm9VVgazeZgyZasXCJuc/U86EN4D2GZNRNYq2jdthgw4IaoNsP3YV4zL3+XcN88HJvDkeBk7QeGJnw4QLw1n9eL0w/+eGnwP0aX4yJFh1DN9hGEwGRa0kK5hj+w3RQYbw/8xxvGFXH+w5UBcd9CXiB3mtYXRCC/GWEQ1UgfxQ8LHh9OYstX8VXjYfTebBn9VGkDYIcWwkE1IBl9sCz+5hMuxzrTWecKqjGdWRoIEWxT0N4Bp9TLZmdrxH/Caggo4SujJ7U4JAWT7DEBm2IdDU5mnHCv0q7Q2gYTYqLz+Tl0uOHgw1Q4SLzVe8wMNEOH5lnQ4VjTcLYWrxsOEtiD/oQpwgMI4uC+OHQwx7ktf/WHiSX9ykgboyY4YhcLHIPBMAVDglmy/g8jObUT0NeHgUE066MzTDza1hM3uhMFiIhCKjPTh75BCHDVE3+SJdDFzhoW0JOHow3nIqTDVusyMMbOHwAJAKpFkK1Stg0g6amUJE4TXTCs+2AD9P5Gwm0Jm5w7GGd21v8ZOcPfSNfda/+r9sGyBPbXk4WrDQL+0VBkiZ0cOJhvASVdh+XDuaZlySKhqzvV2mAXDr/6XYUdpihTa/+w8EJaYecMrRpzvNL+jXDp3jwcLb2A5wzVGyHCDqYOUL7etTDYFIZXDZLgV01MoXhwsOmUXDdED4OSOIJlw6/+tWU4sipcJtISVsErIVRwquFfQ2m4ctqXMEVWQWf7FcP9yM98ZqG80lKuCfXwLePtw7uwUG86GHSrzGrBpiA7hYG8f0YCUCCcKdwzhhBkDNgYWYK3+tV/HQsggM4cYMFgS0nlDCRsiWD7QZedQYLHFgo2ss+VWtJgfTk3jX8IlhYuwFn4y0DxYZcdR2sMPCK6wnPU8WhDwiIGTs9qqRgfW8Bs3lVXAYIMXcbALF+4RXWFaGm+U+SF+AwdxgwWBkGudZceH3jVQBpnWVM6mzCM6wp1l3yuE/TesDTZ5uaEgwJ4bvlFMqxKxF6zLAiFBuTwkKBHIN6eGT4LbrN5RSzYR1DEQZ8JDZBv1g0+sN9YsHhXMNWOv9wv+YpS8DGwoNijAVzw+YEgZDVeFGAITAWo6PhGvr9KVja8O/3rADF2sj5Nl0FGkhr3urw1rSFRxMSIv1j8eFVAk3h2z9aoGG8KB4dAQlesj9Z5gT8IO+4bFAj0GH3C7gRRgPt4X4LTuGD4NzuFtHENnOA2MMGvRx/sGF4PAhmdwtJefoMQ+HNngTBrTdCPhiwMxmEf7HTZswWF+49rMPPqhST7KqpVMnaa9wlWY3Ex3uAXwmNe4TUZxjxr3eWu8iPwBggCx7hoXXuWjAWarw6a8+AEBsw7BgmvSsq6UNwSYFlUAuqWDIVamfC8+HgPF0eAUjPFagZVB+G4kyzOsLvSFaDO1m+GYrS6ARuDQ3azZYMyrs7xMLGWdKfh3ZYqzpnz3yAXYWZVwWEC6SYZlSl3pOWTgsCbMNV5e7QzKseDVwBS5V/eqZAJP4f71PkmJ/CBAEz8NAoXEAmPa5/Conrvr33OtWvXHYOfD0Hh96ThGgPwviBYq0+ZgqgjmATXwhYBNa8a+HLAJBWHGNO9hgfCY+GHlSbZgBDAP+sAjJ6KOnw4YZafehhh5UMWy2n1mJu0WDARyAjYHoJ/ydQRDgksGZtdQwRwVS2DLGCdG6VLxLKiGoz1RKy8WzY+0M4wT2/3c2HaCXi6Jxk5c4aXA0uuK8VeeHODeKEyvC4ETzzD7eZrwqwQ/byvuvF/FDEb5w6BGVbTQFnxcKgRYM0UMTXnFtGtDcKQR9P9wtg88xV3uGLagRDl0gliQpyGuGezOIyoZZfNoISmi2uwsOsE3l13mYufVLBBv0Gpm5gjqqxIXS5/qgCJUEFqljM5zbQoEWkZbQRBg0XBH4LFOqjQIsYysl9ctq2CLLZnaUfsElgi+f7CVR55nhdZVobuC6KqK/ynksENUwR4Fw6JS/c3E+CCZPwYoW0khFp7HWGOmCOIRvAio2ZhCIp/jZ9D6GHAi+mbWCLl5q+Qat2WeDYl5EP1JIVqgf84ZQjcpplwFqEVKvGAR3lxShH7q3KES1yL34VQjWUAtCPg1sXgtRUMxN7eZ1Wyo1pXg5RAO0tofR14LTFv7zANml3Jm8Hii2mEe3g+UWFbJw+bIIMDoWqVVS2lmDhMHVLCbBEJgm0G7RwfUFBYwUkv6gh0G+kkg0E7COZwcP8MNBEIMiMF1PDlIZZJXgak6DIZIfoJq0u2gvTYVwi0njXvzOETmgmLB1SxjaE5oKpBgcI7bBXb9c857YMBEULwLga4GC9Ni1w2iwTv8T/YviCa0EeHD4fhAPEUGyrCQsF4fwFuD5ggjBn+xwgaVaxugVkmddBDWDlQaeIJeeBw2Do0y78ysHBHCg+Kc8QLBGRwbMG9YIrKiSI1Kmi6C4jh7/DcwbiI8uS92DnDhApCkps6DBERLIjkRHMYOLZjQ8CkGcIikRFgmWFERyI4G4CmDURFIsOawcSIkHhGaCr0E0PCFITVgpMq2BBUsGhYPXuEKIgp4eH9RTCkiLjQWGtH54tIiz7iaiPowTv9VURxlM3MFoCD60s6DKLBQht4AbyAjcBLyIiUR149nTgXnWqhhpgyUB7ylfng6YM0wUN/PYBboiDME2oM/2MjAiLSSoD8BEunyNzO2w4DSebDU74jEwfalPmVIm7yDfl4t/GQ0iujBdhyGxK2FRk0PUtL/LdhADCY6JFsJCYcXPNH6Iv8s0ZAaXmqMATMtGEgI8xFocKtSE3dQUcJ7DeEEcbAzEQ2I4jY9bDIxGVM3zES68OTSf9C2xFtNUVRoadIysvbCW8xIbEVKIOwxLGM8936F5Qz+ql2I9Bqu6Mr6GxXStRn3dGz+1hMSxGDyQc/hvmMO6hLVK0ZJoyxmpuI0tGk7DbZ66fxnYZiCJcRtaN+xEIJgoJmmIlDC6RMjxGd0IzEYqTBk057CCxGmaR+ZnlDDcRiqDKIYOo1FavETPNGT9DvP4ViPk2FeI7wm/4jTNJWXVrRrM1UzSnJ9V0ZKzTXEXS8KB+3c9p2Fy6CruruIztGMM0YJFao2GmieI2thz8YrVLXsPkbKuwlPMJfxMOEoSJnoeITOdGSEj3xGwSKXRl5MesRp6kvxFuoxrEaXQv8Rp7C8JHgnRaYV/meVItmlaSB8wxjeBxI3zS40NOhF2IFGhp5pbiR37DZhGFin4kWGI1khrGZD7wuX0pFNPcFnApp0vlJTlgUkSVfA8GdWY5GGo/GNLApIkpGIJZ2CCOaQqRiakEmSOwA46bwv1eWD2pBK+35YVsyqkM0LEK2AEsYWAOkZuk0TUicjQyRpDxjNIDI3jJgQ8clSqkitJFmkPqvpOvNyREu1uUCf3ETUq+WCLEftUvJEHI1UzJJQCKRfyMLiw5Zg0kf3DZVSAmZ66YyrShkvasAKRRBZipKd7BikVKCJNMrkjfJFJww/3rjmS0hRBZRUhAPBCkTKtVqSiqxAVJQozH3vsWBiIcKNlxrjFmskeeNAA+xmYEpHB6lEkipI4METUjiGF2sKtPormPeEL9kNgFh4CGkfQkHYB0fCS343AGFzMNIv6+M0jxpGnAItQVWQggRYOMnD5IYy4zMZ6CahK5MBMzNkOcoRtIow+YOZRMwLkPT0i9WP6g4tCLfhcGUnIRjpVSmJxZ5FJxZn2LGtI1rMKNA/qDo0IRrGdIyHM9lMTizQLFYwFYZXaRP0iGngTFghoW9IiGsXNCUczbkMK+hOTYzM9ckmdJUY2hoF9QzSmdWZwZHfPxukWJQD74fGMTix6NkOkQdmJI+ar9TpFJs06zGhwLgycbMTpHJZhyPgT8JgyZMjKfgP6WJkZFmTXG+MiRaEo5hxkSacMjGpGxAZEYv2BkXVAkPqNmYkZG0Fl+kU+TCgs82ZoZGLZhJzKCWds+4GMqcwgyNx2pdmNmRv3x4MZMyL2kaJmemRHn06cw0yPFkStmMmRj2ZScyUyNezHpI1WRLmYvsxKyK5keNmeWRQ2Ygcx4tSi+HLI3wRBgC5Ma8tUkQZbIixaWMicswAKXnKhpME94wp1KMbU43kFpFmc+saZCoBF+TUhxhcpaXMpc1oaC3KX1OH6wyN49rDvAAByMLfiDMBBeIcivaFa5hT4TtsK4WmEjInpXqVTkZ8LZRsQwtnH63iIWvs4dW9m1Ejthbery4bC8zdYWTyDW6ECXEaFmjNKTh8CwBHrKozE4SI9dVGhcj3jpJP1zkYMdc4WWciGDodyJPEbcLGVBIfNWKo/C3ZBH3sTORCnt5hbhr0YhKNVQeRhFpYRbqPQAYRltKEWwIsUGFWyPWFja0OqsOW0PCzQi3AhCDJFOR6lVEjodyPXkfTvXx6XKNluFHyKvUq1wyw6TP89gRSXRHkabPbWB+cikNgWcLHka0dbzYlXD9hYYMIDkrawv2RX7CuJqdbHldtQA0k6ieQ/5FkANm3r/IxX0wCiGTrbfSAUewAgSRQaBITrjCOavIvDLyqgCjPhRMAJAUbfOFKksxQX2Goi0gUSgo6BRBi8PFa8iwNdkj/HxWgot7ciK+l8HkKdEms/HpUFHf4HJaoniPZwrKJEerkKLHhhlPash8d81IQU1XhCAkZTisVCxXI5zI1IEcxoEtSqO8SgQDGVNkEkZAvknNVkiDhbQ+0mcZcHmirxjJzEmVp+jdpX2GwOwrfp9Mw27A0ZPnYRDwPtIYzVSEmjsGRR+JlAUZY72UwW/tF14S0tsjK/IypeIIollSRiibtLU4Lh2LjvR2G+ZZtkaPnEgKtkjUgRb+VqHguKKpeKwGJ4ylijEli+KN2Mt0jfRRhs5JFEXIycBCNyfEyufILjJdFiFwX9NApG5gIc1Is7w9/izQbxRgHw58pmpDkIJEWDJRZ99glGynEwOKvtVn6bCx8OjEmX5ASLvVvKn8iXsH3sJ9/pKZEqWADZ2qFiixcuFypRaRKkCalFWzVi7g5zddS7SjKaYTSIe4VM/Pc4b3IawR+MNZPoiCSQBnJ9fgR7LU0/sZcNZaEggXzi2nF7BBjOQraqVhrSxZ9F+5n/TUnanS97toZySU+IMvPraGbC0BpwXDawAqtTZRPFwvnQBr1WUbltZYhRBZFlEGDR2xqjtWZRxFw7lHzYCmUVs7biG4yikiEtnGGUczsCZRgK1xT7TKL2WrfpJraw+Y7Woegl4uHstZ80sgjaLg3gOryEso4xBKj1Itp75gkgbxCbTQcvNbLg44DIPL0I+zQJsDSyYyHzQEd5cQK4dcAMVG5TQJUcr1e7hZvMe8FyfW9SFIwtnhTC0PGH8ZiuSI3DEvmn1ZPaxuw2w+uLQFN0RvAblCfVjJJE0pdD6LgIkkGTvRNnuO8AqSayVSL5UqNSqLSERRSpAJfPiMfU8WjyovZS771pFqdKk5UXoXHR+Q3DDGGqqOQvliw9942nkCNiJAlKOEyoiMBzJp6BAUwPEKDHPEJBj0leKBVLGUBOLDIVQ+nAzLj9SLxUaVOEXMgQQJKH0pElzKxEaQ+qAig+FlU2+wjm/XukIz8EtDVvwDUUnIkYarh9CwwYAgBIYIDG0G0qDegZVL1sji7w2YhEZ07/rMryNXk6DTzBoRVdpFskgBAeUQrpeaE1c1FfA1CwUavNpeEWDG16jL3jIZcguN6mWCE1FQg2SwcdIhZenpwrpFUAymIfaA+wG960NiFqAzSwVeQ4UGjaiQ5JB7HxETYVNhaBy88ipKyO4Bp4VKleiK9glLdqPuEU6WbtRs6CdUETqKswaOo64GxZx5ZFcry1XnVA9dRhKDMAYgr1EFukDN5ezKwd4rnaR7Ub6cIShDaiNkHaXwxXh0pdihevCFRGuFV6Bu2g1wqJH0yRHAnALATOon4avC151E2FRwAUuoqghK6ibCq4fSqXgxQhHYQGirZG8r1XUSrkY9R9K8DUE4DBFXkGDSf6PhZAGySrylAcIffEqQO1k+FElUQ0VsRZVefSi2FH3rGGFqXQMJoMz1x5GEaM04jMLKl4gtp/iyTCxwuDuGN2wdD17f5tXDmRKk9JoyWk8d2AjPV6eB0aNxI3D0z7qcaNGYO4dP9oirxWNEbyPkOuq8MhQA7kzhabIJkuEqmdQ65wtxLhvxQ8erJokngmnFe5HQ739Rhk9LI6rLw/HhkaLTkRRopkcseYdNEBYMFMDk9Xo+OFx3/rA8ESevRcPhyTGiWjoE7zo1Gxot+R8oi7jTCaOKfgpg8TR/QtdNFqYj3kUz/Dx4KctD5GfC0SwEjwczRBmj1ngvUXMet1tdx4sA9HhYuaPiwSHsCZ6AJkiYAvHDi0VvdeCGWmZ2NF9M3u+modVZ68LMrPpBaKrkeBcYj61miXjqkmQK0S/UAp6FNUctF3wNbkTE8AQgdGjT5FUvBS0S5DOrRsaDVUxyvHqeiFo5M4ZWjYTJHtyrYJ7/KpR0AippHXPS3oGJrSCMmIsI8hsaxG0b6ItzSoCjhtFqT2JFjgombR4ci0YGNFjgUeWtb0wrH9b9iraMrrO7QiKaK2j4I4mJQgURVzNk2ek1GhEqi3/in0nTaWfyBBk4AhRzwEwo4bRv6AZTqN8DY1ky6RF6TYontHHaIe0dJrUIWrCiVpGMUG6kVjTOHaOwB34HCeEQLH9o/jh2y0wswFSM/cGZIyHRWlRypElSKMyOCTCqRwMNrSjBSIQ7sZ/eXE8kiHSHmfwx0QFkQHRl1MUdFwrEB0bdTZ4mdWZBIqvUzR2hDo+p4wtMHEAoaVB0dDDcyEYWYNJFRsFQeNpItVItkdpViOaVNpsZ6OHRz/0WSAzEWzWOZI6em+tBUdFJpWxhsLownRKUjkdFVAIykUZkP3aOUjoYbck3l0Q1kNIBMujdORGSMl0d5w0fhNUj3OElrzx0Z9TRYsahZAdGPU1tYNDo+5eDWRbSw9qXHpvVCfIyluixBJOZFJJoLo6jh2nBU1hG6L+hvzo5qRnINZdGUFgEzEzo/Q24xZfdEQCM5SHTo8XIBa8ldFdWDvLE5I7l45xZRVisqWY4UAzU3RqZCluFCVjYkWiWMAUaZRN6bi5jT0TWwdr+J2jOv4VjUW8rJSXr+ijx89ETcApaB0IySRQ1CRhr433SamqWPM+LVUoqrnE2r0Tcg9G+ew0Dywt6OKamFdGm+v9xKUE83y2QVmWVs+81V1kFng1oeE/cIfRTRgtz596O1LHBfREaxF069FAXUTesPozMG8+jymrj6MWnnU1Y4aXejNzxt6LoulqEOS67ejMUEsXU30e9PScG+sMQbo96JIvt2dUG6hhDwbqH0PH0XufM/R2I0m9HTnQArE/oxFBua90zqOjWLLNXos867+jJLo8QJb0Zw8L36Uhx3uaxXUMIQzzWk+1+iVUEKjTxIR+DcjcgtZGSGwGOowoBDeJe9l84DE28C6WvEQqJGYtYB2zkqPHASRDHX+Sl9gCYV0N3PhHQggxbKA46Fco28oQ3Qhs+mbMYGHRo3m4f/Q76aeXwM6F63W1+AL/d+8g8k2DE50MLoRNNZQmkv8JprS/2IMafLeX+Am8Dpr1sJboYd8S1GLdDEDhEGNlujaZHq+gWEzbpP+n7of6NfDSB8QmiYcGO82GAcMBhI+9H2bw3QiJljNENUUhjOf7fTW0MTl/JOhKGIKDFXqWUMSXmaQxg7UuiYWGPtBCIYhBh5TdcGHIML5AYIY3QxmqJPDGaGMfZlvQx+ha91caAiGOwYc8qVdhr9Df0Q4SJUJmPddQxw9DT1JmGNnRkoIajmRhjK0aMEyruskY9X+dB89DG6f04JiX8GIxc9CX2a76NsMbLdUIx6RMcjF+GJEMflvPwxVX996EeGLQYXceM9aVoI0GFh0MXRFV/T+hThjkibhGL5BLtwlPRgkjqGE0OiwEYH/Qc4EssUBF54J9/qsTK9AUlCWGHjGPVlvH/FVeeGi1Sou3j10hOVe28y7xETj0qJbyqs2as4P3CVUyBY22MeiIJZScZVYCxF9V5+IFsO/8sZUamyLGOkUufyPgswehpFIIFRoOGcYsJSPeUZeESWTzKk8CNgsMulwzDAIx2MSuVTJgDZNVq55EK7JgJ4ULGupURaQeZlJfszwiWcVxC7UL3w34sDqVZoU8kk51K2KUD0mYWSXwyJjyyoEFgpEDqVG4qp8wDwbJKQcgW4kVsqg5Ul5jJnAqxsSYw4IIelOyo4NjNTsIpHExCvQFdLfHAxMVAsBI6LPxiyq/zEeCJHpRQwEiMKTFiIOeMdh/YxMqZV+ZaLQNRtOCYoUxoSwm9h86WzKqiYrExK5Uqip+Fj2LLIgtkxrGwKBTGFmqUssCbEQVhDDjEnDBeIRCYv/Bq6V0SFIlWkIQFgSkxt4ABKbu6kCUumVR2UpikTiqlbGIwCaYi4qlixmqCfGOOUloA0LR0JCMCr53isIeSY0Wgag0JyrgIklMfWVDbsXOkXTFGAJ16oyY5KmNgC4MxZIPSptFELXSaZU+Eb0QT2UqaYgvekKYVyowmPmBHHHLZSnBlF967vCjKs9ggPhESMDVCjIKD/jovHjkOb8pkGTaKvBOBsQt+SyDXyplmJeULWY3Ym8xim1qgkzC5i1cXOSjclfOaSSVO4BbVIKSWrDSOajoTUknVzQuqg5i2zHRc26ni0IOLmArDup6fsEMko5JFLmc8cCAg2SQhqnOsMvQ3SQvOZYrFR4FQQArmDy8O0glcwtYQSsddulXNxzEHLCPMf5JaU+E5iFpKr+DK5qOYpSSyUlTzExSQmkkrsU8xiUkRpIfVWl+tIMAaS30lx1ipSVveDlJdfMm5jEpLtSRvUlLJZS815jJOatyRRklZvB5e/b4WziMsJS5qPOJCg4FifywPLAd/MBY1tYrZjPpL/mJdqphY1aSULC52ZGpEikqRzRCxZxYYeEQr1nMXW8K5hlK9JzE0wPuYZeYubmPL9LVi3mLwsXaDaix2klyZJDT0pFEDJOZhlK8DijnSXkarxYl8MrxxJeGHmKAsTxYrmqV5jDmFFVT7MVNzeRqMBiZKxMyV25lSVMJgbMkNuaVmIextaBHbmW3hZ1iaWIO5vpYR1B4Yjer4s339wpIdOih0n8iWjeNVyQDsWZcwZMCwVIViGFeMXAuyxcMw6YHjaW2pk7AiCQcNMwfhswIooWLokVipliFtLY6L8seYceGQ+Oiyjz2wOF3qY4dyxZljPabkEGvgV3w+yxWDNnYGfFjLgH7A4yxrYkGDrToDZ0fJ4L2BRMoOuG8PGvgQIIoHgUVieBHDZDVgZPAtC647AyrF31DQqpro9mgb8C1qaWWEbgUeQs4svHZ9YHNWIV0WzfWeBDViOMp5X1IoTZkByx5VioaZLBzSvtRQhrIvLwNnrRWP6sRQdS1oTuierGtaM4obbTcX0ZSNir526NasTlYkqxxlhG4GTWKKsebA0axlVi+DrhwJqsQjfJyg2cDXLGIMB3gQk0Eum7JtWtHtWJKyIxRSuBZ1j4EAuWJtUvHTT+B1ViKrHPYifgVqpeOmxVjT6qZti2sSzfD0q6KMkrEl0wcYLewvrRNt9/kjzcHPEDHg4OAUNiUeCU+VzweCfH3+JfMC9HDOGxmAOpVGx3HBEbGhqMGBDMVJ6s+dxlFj42JSUPByImxvkAEdGoHAPyoRwGHIRzxYMiAlVW3FskepyxLZv0Ad5QpuOLDfjErJw2bEg1nDyGhNJmxGrY5FGkPUyxPTY3wUu8wqbFG8G+bK28e1IErZKbFl5RJscbPEg6COJ+bEdkJyyITceWxekIviBNz2JYBTYomxPDB6kwtiH3weqka7SuThWbE/5UjbDqgNReX8ifGY24HxqOquLBRWSoORjG1BdevjgaqAEfNBRS/6EdsTagjzURjkqUZHTArIaRMCPmQRjh3Ip1G4kHbY64UAfUs6gh2Lpni7Y7+RDIYUkr3fDJtJ7YuraQBhE3BO2OjwNHYq2xGNog9AVakfRsOcdEMWdiixR+2PTsdN/bTIt5USrxNYGDAKXgGGWqdiI3hF2P+/iXYwMwBdjy7EgQmTsQnY+nAtdj88H12NNMDg4T2xD5sW7EagkLsdGACPmFdiG7Hd2Kbsf+OCEwKdiB7EqACHsXPzLuxPu9DQCCHEpGOM0dV6ztjB7Ex2M7sVaYeexjkA2ri/6EnsW3YtexGdjZ7Gb2JzsQvYr2EfdiV7Fp2IPscXY4exc9iT7Hb2PFJOfY6uxMpZ27E+/w3sTZBLexQZo9QolHH7sfvY6ex69ib7HH2MTsb/qR+xU9iZ7HlGGzsUA4qdS8dif7Ga4BfsZHI9rkrwofbFvzCawDOMJBxF9ia7FX2Lrsag4zPyDFsUHHdFmKaEH/JE6gdw4HEDSLORIrLQJIvti8HGKy2Dsbg42BxmDjlpGGWMp3o+cGrmnFV5BE0w3NUmw4w4gUDVMd5X3T1Yar1RgRyrDv6YqXREEUxpcIRTfIQNKvb3EcRAzSChIjjvt7SKPVYb+VcQRMrDY1KcOLB3urvFhxjFUod4fGRDhjfJHhx28wjt5DGUszOVcVHe/6CMd6uWK9jh9VUSqdgiJKoE7wfQSJVbLUJO87HHEaSe3mRglRxQxkdd5uOPp/tTghneYzNdeEcOIdeFLghOSejiIWbscy0cXMzW/6+O8amatoJAZgCZA9BwO9GuDpCLicR6pKXeebNqNJy71WeKI1XEyhhk2vrg7zHKrsZdXeifZsTKMqSSMgJtCRmijVDziDoNH2mwWSEy86CL6rNox6WEQ1bneQLNp0GYaVKpFE4mN+OO8PjKVOOMceY49YyfNVUd6FOI5QIbvSXwCbtnZCh2MHUim8RB+iCiYFEWNRsaqM4+2YN+xjGr8oDPCDQAyaR4f8N1ISi1uSqSdSxqmGcxnGfsORPlJIwYEjHMKaoiiynZgJzEf4q1VmaqP/EXZlc4+uMq7Np2YhAg3ZukRZfarfw+ar1jj3Zj4pDCxtuCJeSsVQlqmBpAJS4tVF/71/F64RqsNoyrziHhoPs1YBH8g4Oqdzi32bG/2fuuUvL9mFzisyyqc0nfrL9QDmaTVWGjEWNfuvopJHAEHMn7pen2g5mqQUR4hLpYd4wc0ypmWImL6v7M0jLw3Ww5kIsFTmxv9A6gQuMZcfYY7k4kLjumafs01uneLVOqxHNSmazVVX/kEsF6eMDNuXGF1SucbLBFcxYrikRaOqJ9Ud3VXHAWTJOlEpoDlcV0yMzaukCI5GkOOqnhPVM3wI0jbOZKhBdFiv9XAxXDCwCwDUzl6r+sBGmEBYpQSmuLrpsn1Q3CHKkk6YrMM16ECsWOmGzDkTRZ02WRAqtOAuNNNIyAcwOG2kdTfrSDGkuIjTgIGpojNGGSFNNb4IiwJdcc7TD7Se5YveZF00sAaSwlsCpGxjXGTMIiVEysMembzDej72rDTcesWSHm+KxJqYsVn+SHeWPNxusDxSSc0zR3pdTNgC7tM0d6IsLfoK6423B+PR7aY860xYTtTXNxbOtcWFysNrcRqWJZIxtM43F2kB0zqW4ntxknwUaZRuKeYQKYeWmrbiGWEZuM5SFm40ixnxVHXFi0xZYTOiBygdrjwYboSSrprEouGmjPNTbgK0yBLKzzH6mZbjpWEqiEzcY249eBTi4j3Gh+w64bu44ggxrjzWFp7VFpgO49+Q0RYk3EmsNeKncQa9xl8DZ3E7pAGplhWfHwedMQNCYsP8HJG4oW6qLCthi1uK+Zj+47tx+014ZCz0wWCMW4l9xV7iVaZ/U1Xcb6kAamXZZ15DK00OCNywvYkvdM/XFKsMPcb1ogsxMdi02qOxWdYUH8bOY+yg/WFLaNErN/fZMI+t8UDjkeKgQRSokAa2+kTqzNXQ8Gs8jXA47V1QAHynXRrPl9WysweoFx4Lbz48SpwKmsa29whrkfy8OG59H4BAVYpEZw0ABATLg5TeS0V0jjyeNCOFDdcOG1H0IDirXSX/uJ4gHY/cF98FlgmERrlQZP6PPNXDjFTz8xnyCBQ433YhPHstUM8Uc8RfBj8MbKr3rTFmtQjSzxplYIDjFMJ55sQjYQ4j10eebaoLUqvsCHzxMnjNPHsXFO5s88CC8opwQvEKePjJvENZXQe8M3PoYAk+tAQjUTxXHjdEZWnRcESecTw0Eni0vGQy1MRkl49LxFiM4vHRDXiOhx4qLx9aQ6Zp0HEU8cZsMWaSWwILxxVj8eDl41TxD0MMvE6eMEGDYNMEYIniWvHpDSAMs14nIsNsMYvG8HH/eFKcCLxKnie/o/zwhsTHYrEEN0IXIBfYIHUkcCElGU3ifRG56OEPhN42ZcDeBDMH3gmEIO6IFyAG/RcbEYED2pqkjRUi51NaaYlIxqvvB4sXqFV9P3ETSxGRi9CKdIgNMPL6FX2jLHtTAyRe2x1abvOPNBJlfU7Is1MLJE900EIFy9LssmXwYabgDQckXIOIm+s/9ZTi5X2q6g+za3QaQDTdJK9UCvvzfYaqXykMKyO73ckSd403SOfUGr75llIwM1fUNGWPi/kanCUO8WL1bq+elBr2rJ9Qevh91BHx4opkPGXeKGvtl4dGePRji+ZXGkBvpQwjaAjPie4ivX3UsVR4xRoTPiWGFV3xevmSovPBjHjg97DkLfhAPg3YEqzow3rdrW9fiAsMRsp+pbIEVVnF8RQ2BDah2EhrguQJp9hm9IEB7vtXSrL4LU5rJfTfB9lYEa63ky+Ae8nZvKVTc91qmLFoRi8Amf2XZMQFpkr2bel/zQ4IGe9mZ6PBHvWkeTeXxuvj/941H29ggbw/XxWWdECq1zwN8TvgqimxycC95//Gd8YPvTdRM/tTyavn1t8S1Aj8+Mfj2oGIAgd8Q02UaBRT8gxZGmMg/hEhMg4QBD5Obl9nkkin4nPxHFMUoGRTUtMXnPaSqs5No/Hu+Ow/p746zGlFNQ/F+bA3fkH4/iqBTYH8GAIgjMc+/YH2Qb0loHA+w9Ma+fWXxsfjuBZ9+IT8c42BXxDiwYqwi+Ovehn46QEEH8lH7BU0EIZkfaKIbwIi/GyYAkRr+9ZI+ZfjvGqcUwCfmn4o6B68kk/F/4P2PvH4wrYRDZD/FggnK2Hv43AhWmww/EwFkIIZn4rSmN/8E0Q+yIv8eQCdfxy0kmwHcPwkbIQQwfxShCOlo1oFUIf02HTauOBNCHwwI0tDagtQh6+dTLAGWMOcYdWCWhP1immYjzFesVUzPmhx1j7ygv3Wf2lfQHe6Wr9xciWUPPEcRwzD0sLMZ0iRxAqsPszfb41HDCGAJ3Xtfktwlyh1L99OGl2mICT/MVfII90CX6RcJMUS3WKDYJWRjaFfUGZ3GcWbLgmn0mAnipG5/q8zJL4wMNnsRy7X/rDNDDwqCX05n6vFmrrCl9KQJvN8a2GD3TYCapkTKhClQUOBAlRzutQEuG4dG1fmY+yPmuKizLgJdpANMS8BMxfjsQRA4cI11ayHQ3OtBjsdWsMXDqST4BLfmHDcY6SSLMnoZ15SO+hK/dwqKSiW6wyv2xKmd9TAJ6BViAloBKsCZhcMQJcxZv1Tv3T8CUYEg+6vcwjiDkFG6+u4EyUgb+QV7okBOskokE9W61EjXaaxBIfutoGYmGkQSX7r40NhIGEEub6TL9zSBBBIyBBQE/wJrn10gnbmNlsT+WNOsRYJ2UgZXWlcU0Iz+sZ3pHfIKuIZknJgWYsLSjKyEtUOKWEAFZE0mkD66z68jK/r0og1xj3C5PrVeF8xhHWdhSapj95rDTE1MRHWb6RupiW6z3AgXKt/NNLM42MeGxp1kUQSiYlYJOwS2TErBKoQdEoDqgZVCUzgRh3DQdvwPpSAZVB7pszxHKnMEg6RmpUmKCA5g3KnGVO+sVCDXglMNHHKmKY99Bnil4zFYYOzns0pW+s+QiUzhymLeCQljA4Jz6CjgnJUzvrC0g1HSY9YklJUmJ+CY2VNsq/9ZJfgohOszMiY64J+NZfZKtnAmKmPWeeSm+g66yBCKTMdmYiDBaITXgmPeHmIWvWRY+lL8t6zFgMJCXf8JgRw2NXGyTbECQY/4gH+ylNAQmeLWBqNtjFEJTITCzg4lXp8Yx/ZiIW1ky2yoPQs8BSQ3sBIoTbyqwQ1JBAjAGUJ22jtv7yhPmsmKEv+s0oSVQmqUPGCUMWePxdKjTdHZZl1CT8sVNS6biW6LeZm2XhLtd9kPOjGmTvvCn3vVIm8me7xkzj4rEB0ZmCed4ZyxtGo8wPzOvJI0sgAsDYJqE6LMquG4m0J6ki0Ma0fHwLCzgGmsOqjpSahhP9BDyQplYRoSBQQGkPSkS8vbNxggDAdEpgkk+KHor3mkLCjsamhJnJpHAos+1UiYV6u03rjALo7uc1HCbVy+hJFkUlJZSRA9cL3Ek6MZ0UGE55ILuidQlHdA50U2EhCkRkiiV4XvE9XgpIwcErygP+GxhJncRv6UnMiYSZ3HuFjrCWGE9eQMzwXtruaT9UPDHTPR2eCK/AUeP9kZWPL1hwcjlwm+sIY8XgY+O+ZSRhyZJ31bzvuTZuwqG9XDFys13CfYjcLwhG95l5O1UI3rO1AcmFCCeswxaUk7KJveAy2rMCxGF3yqoeFpJhwjG8HhbTk0WxsjjZd+79gVxp+zSiprJSXjeR4SxKYxiIYIFNGJ1mQWNUcxr/CpQLJvBcQocksPBwPwaFGyIwIONPwjN7bk1iQfTmP8JGTCAH6mQOiqMZsGCJ94TEJGRbw2+KlTehwDbwMIn6U3Pkk5gSo+tCRLN6OQJosLhvbyBMap4KCQRK4pg/fEe+eUCByY/hL0OMeEk4hd40kazuRxnGswY6cmQSDBIl0YKBsEg/ISJD4TNN5FQMNQapvbiJl4SOxpuTXMprnfOX4xlMFImeb06+B08WSJx6kuTA4RPMQVHjQyJs8lkJqYRLCQchNRf4aET/Fhy4zUibxEpSJVrgFxp8RLAiVwgztAK2DgIn0bE7QJJEy++0D8XyHLk1vviocNimFES8JrOROvJi/fLXGUlMmIk1jVUiYVTKKJX40NIm5UxoiTpEzKmwUSntgGRPIiSREkreEFMnXaM/DMidRE3hBx98rIm4ROfGrJTRb2p1A8H67kW51hyuRBRu+waH6v+0dsqs43FRMritGoUPx6ru4acZx3E1O9Z1uzwUXMYn7R96w/waPrGKcHUDK1I/LYfdrD6NhBumIW44taQZASTRPeOBTaBVsea9h9F6sKK/iEQtER/NiO5CgVnlUdDDE5hw+juLjQwx12ofovIGJXBXCHiqP6KrJSARsuYNLgY9cO52sPooIGktMjjiq0HBbODTB6JPLC28qhcF+OOcaL5svXB21EWoFGiVNE/zBd0NQQROEKP+LNEo44KKQsrjPRM9OGKweFs50SHCoMM3JbAq4DvKuYMFSElcFarJcgjUGc9JDiGQ8HBbFyAOIhM2RCljw02LOI3TeW4h4xbxrZLyNsaTE22hTQSBtEmIFTpvE0BBMCBiAwZWCH2cdN/NwhjekEmg2oIsId/WDmJO3j4xF8XAxHtGI5sRJyAI6HtsJvOBGw4NGYsTU0YSxNNMZuwzMR9lxsxH7iL8uPITbcR50COUzRiN+JqxcLNhwEj7LhNsIyYaxcBWJQsSZYnIEzauF0zXZg9dDRYm1pGVibU1QjQ3YjrYnnGkHEYadMhQ0bC+2EfPEhZuuIljRqrVR2ExKKdNDOI0WJZhIT2FmKPcxKb/P2JbhMzUhJiLqeBhfMOJLsTqME4SKHYdcI8WJM2NzhG7yMqUQR4nxmLUN8WTIJhEkWfmTqGfycJJFrOOG/t4DctamcSqrosw0LiXSPIq6vMSmZ5ZPC2Mo0kdP+fgxtQEhH05aGAtPP+xFthH4dk35GuGfZd+RpYLQFr/E0aHf8NUBzes2z4zvyNYgo/J0BQ0CK6iugJVZohLD0B7cSBN5XfUCeC14BuJhbNW4kOAhJASvE7eax5MtjImLT3+B3Ek2eB0Dd4m0gL4phiNJVR+8SUD5CX1CGt6NR+exS0ihGqGKviVQQmOouc9doHHxP0WrGAipYac9X4mWy2EWuQQxtool974krDXFoMDAmuJ58TctJAJNfnmxTf+JI88j4l0H1bAfIfIQebqjRuzsf2KWItogZa+l8XRYKUNsvuAvLFxo4CLHibhMJeKLEqlITqMF2EXawJPkQkk508p8bxEXaWdBIKjfRRGijc0ZjiJu0rT/WcR6iiBpojKOzYVUZRnYjJ982GAXB0UVLEwrGyijDxGC83R1lQk0WJZCTDUbXsOISQDDKSG6LMn8pYSNiUYhsIfMpp0xtIbcDXoFK8YlmCvRtCbCunJZmLTI7Ye3DJbD3gGV3OM4x9he2sP2GZ82/zPokv9hF6M9Em092g4cBwxosZiTjEngcILeHejb++NiTeomMOIbYVyYwhJdxNXX6No0jYb4YJU+WJIteoSKQFRi7Ew0qdCS4VEMvylifsohJ+iqM5UYH6AxPlwkquGuW848wVIyyfmOjXsEwSTdUbNsP8SeQk4FRPiSRT5+JKBfl2wvyRFINKIYsVkmNMF/MpJCK17UYiXCYSTt8CG4orxuCxPPxDzMRWXu+y4jMonVX3FidfJepJAiSBSbHP1rYUF8Vw4AySwt7pJJCvtbg4iRuyQgX66JN88A7vIHmc39z8wO71fIKYkx/MsySoopX5j0Saskzn8HPjlqwrJOkikskpxJHshNknsvQF8bgk+eamd1B0aQaMIvr0zMmaPckngnzszovlmg56amYDRmbYaXUvsrdYWY100zoGw0HKZkwY5eRrATWDGXJPuCeb1MmaTYDfmZm3Ukvh3dNpmQWIIFK/MzXRph9WFJSs0Hkm4szkMR/Il5J1hj5u5XJPuSbQEBQxuTN12a6aVxSczzH26HySiZowWz1UT8kvGasF1dbrJowLPu6gvu6oIDSL5hWVFmvSkm+6l90mq5xBJdwbknTFmrHMywTsc3OZnyAlQJ87MAFrYmULurkY4qhAD1H2ZNT1juixpNWeulxJ7pLozHif/de6Bj7MUjj/JOpSd2TGGsmt192YT3WJSRKkke6BTN0UmgLCpZvCgR9EAlAEBENAgZZhjLWYxTUTmgkIPW5Zi36AYxDNY7UkAzStSWME/pRJ/Nx2Y6H3IapEYFjmvGlxdGFQBY5nepbnR3cgA0nYaV9GA5HH1Jw01rdFosAdWOqjBZEtooc1iBExN0ftdV2qO00DdEivBPZmbdNNJRHMw7pJpJVqqD44w+RkJfTiQuKxBHysItJeDCpcYc4EhWIGkk1owaSzqq0zT9SXmku/Bxh8K15Y8xQ5uefOZEfLxn2Zcoxj4v6k2lYfd1I9COOgJWGHVL20uDc01hSo0NJiqpVv+G00+14PLynuvBcOvYk6TWUnzpIYvI3VGGafujcCARpKfPhOkkNJV6lfmCjpI45ruk9nGlIhN0m5H0w+E1Ve5m/5wNFSHyL+cRICPp0gLilUkhozKRhi4oDSBrxfgAXs2OmuIZVv0YawAUmqZk7SdS43c+mHwy0njVS8rhrVd9md6Sg6oopOJEI6IDTmnyT2D7NkH/SdCk3d4i6SlOY1iNV8O+k9NGSB8N0m0rAdRibEuUQQ6S+7rvGlrSTek81GUGTK0kZpOLRqlYe9JXzNH0kWlnqqoikiRwb6SsViUmV3PleksTm86NbrRWMFXSWXdV9J8t8YqrjoxoPouk6aalGT3l5CZNIybtVATmI01VygPLwvSbhk2l4Dyw47qoZKwyVJzajmimSHl6i3XNRrO8RdJ1GTJMmKMDUyeCks94jogMZ5KuNAuNqxFhh46wDcRU4hpqChoiKa49V87amZKuxrq4syEy0xVXE4JMNcfHfKNScpwDHGdglp/uA1N0E8fBuHGuWL70IuzXeqAa94EC3b2Ecb4YURx7BYRAnSOMvqr4Ya+qAgjIslyOOM+mFk/7ex4MeAkD9S/4fhCT+qufDaAngPDCcS2cIvKntUeHF8jC8yQFfWlgmFxfMl+SM7QWY4i1S1ugQuZHWM0keFkgb6EgSPCwoNThRq1kwVS/O8mslpZJKvmr/Txx5WS02EXqSwuk3EZXeKyNGLEM7z3LFNGLneXzB89quBPe2PbebPaQ6I6fHUxPWccY1Ac4539BJrrZNqQB7vOZxdylNsku7xGcftkxUJV4INnGF6GsalA40zWlcTSBqgmVVhs7VFSmmf8d2HLk0VhpCYY8JhoDGBqaRJMPkJpHCJvw0HYajaXC8IAAifaU2ljPQkDSByc+EzQxf2TYIlnxOirBlEuNaaf8iolX4wQGq9ksCJV+MVBoeoOeyTwNXbS+qSePgCDX3Cdjkg2Gb986yZfZPKrOACcLweniNJZJNjwCLPJBQaWOT0GFr/xSGhxE8UaxQ0FNobG1s8XGwgcm72TjFBqRM5ydUGT7Jv2SxNiYRKZyYJwnCJyDDsAElPHF9HR9RwaukTocntVnO0pQ4DQaj2Dbsn5mL/nmnE5Y4JADB3bgKJm8bYGIOYGuSeonWpJpiRp8NXJDADCNo0KK1yXmYHXJL4c9cmupObMTLWPFKKpZ0waTbAEAQmvSbYwgDNPrRCSsAZGvR3J64DofFj1lEeiYAsMsY9YBNE87XB0QD/Y9emgD30E7r3DyQD/Z+RhfCU7qndHZ2j+0BIEVxoQ14+5MObCuA9+6aeTkyzQkzvrBWDMoBY9YR1518MpAZnkjfhpF9i8mCkzioG4ZGws4ECIMGQQPLLPiEmCBfJN68kIQMyAZfWGoBHt1K8noQMHLMfWUoBDd0VqhFAPwge+g0J+JeTgeFNrzP4S7kjIBlEDx8msrWbLF7k+iBdeS7clMQKf4VPk4YBdeT3cmVfQbXiIfa1aIa1SME7bTbXpaTQPJ5n0X17d5Iu+q/w6PJA309Sb55JG+jcQyjBcT01JG0YNq+p7ksvJQAic8lHLShId+gq/J+WN30E5sE3XoHo/qghLQOKwjAIjySd9Q9eImDevqgCOPrA99Z/JL4hr14zrx3ycevBPaQBSD144VgjyW+vVemQoSyqagFCUgRUCTApkG8cVHeqJtSf0sLmAA1CB1IdLHFZG3tSuJza0ptKUrTbWv9k/VaHpCvuG/nGS0ndAjLenWlScl0FJa0jaI984PwCZSFOAkIuDOtRda9dUlSECFKlNq88dUhy0DZ5JakMpydraLZIrBTMtKHLX7IUqIkFaF/NF/hKFImuGv8eQpE2lKeHhaWlWlp1JbSe/xblq5PBfWj7VWrGrpDEIm/pA9IQmg2pA3pCANqOPCsKcog454+hSvsljeTcBKoUhZ4dGCcVrQKSTYcXVM+J8G1ctLIrXE2pADcOqXrNDeGT0EXkirQqU2FrN50GCFLMFlEUvCOD8lunFIXFLASBtKKm7BSYbjMFODIc9Q4wp0sk4nFIXH8LPJtdwp0CT0CmQnys2gFbcZxmZCOgSl0BZif9/OFAeZD2jY2oPKKZSyAWwlcS+UlxrDqZupkiPYVP8Wik56m1SbrVboprn18ckGgJC+jqkuNYNt1yUlT7FaZsRzY3YdTNgUmtFKaZo4zY3YnzMFtrL4JZSe0UyNYmLNVil9FMYqrikubUJ90BilQUkyocMUsGkllCxik2kJDuo0UaUavVVKglD3VRpFQE1lJNxTyAkcpMzWA/jEVJGpDGAmCM2g7hoE94pSI1QWbXMx2Keyk+5mu2okgl0c3b2KDdU+6thNb9Gj3UHen19FZmmhNTp5gs2rUgfo2lJhhM1SifFPmKfxdfyhcLMoSnPFLeZhmsF4WsgT52aqoJaKVlSGc6RJTBRr6LT2KdpsKS6Gt0wXGBjWCCecUsVGTf1WAlTiLL+kaktDoU1IHUnmpONSfOpF1Joxj4HG2pI7ZOyUs1JLQSnUmo0h5KWcA05Jo9xudA7BOApkHZNe+MPwtaE3wy8QW58dcgvnwbfjE9VVaqj8ZUpCXVUfhk9Um6mD4wcmAPxpMzJfGYRnD1XzxlYJbWrjh3h+DmE2H4/sQ5vhoUxtfrtKUr4MPxDSmKlOq+Ms/ewxYyTBEYDnA++Nr8fNqoESCThSHFtao0Yy74BfAJWrBlJXeCl8Cl+/pTUfgLfCCMeb8QmRAPwSjG/fDVKYmUwoxqYJKEakJDJ+AmUv/gm30YylnfGSMfqUhGRqZT5NL6lN0povEKn4kMjUylhtUKRjr8GwxeYIOdJJlM9KQ2UiHqdyN7SnY9WjKW6Uz5+vS8dviOOmq6uGU2RBL5N+vgdlLl+D21OMp9XwpfiplNm+r98AyJIXw6ylKlP8+HkYvIhCr94jEpnD8psWUqhBg5T1ylTfF7Kej1FcpO3wVyZVlLJ+J9InMpb116ylA5hFvt9IlMpIt8H2qalP8+GiMdrGh3w0X6UNni+PmU04WxYIedLsRP1KV6Uz8p3xxNyk5lKYOLz8EbqOBxAsYKv3vKVcQmUp8hjQSEQVKXJpvoUCpHy9N9BAVLnJkr8DtqZET6fg/wn5apEcVD4RXwbX4lpA7eAj8dl+yICaynMvyWFgGUrrMrz8DpH4VNh+D5bJpS2FT2ymS/X3KcksNemwP0RNCVtnr0sxUmPMGNjrMn0yUR8SH8Qb+mNjYnTExAz0U2YvqJO2xr2FufS1iTGItSqGxk+Ymb3FPFFLEvs6clTUxHBo3y+hmI2Um2X0FYn3iLc+rrEvdh4lTyxH6IJKqgSpPSpGbDsvq6xPAkepUmiRRTVmVLV0JNidRVRSpyv8cxFAjR1Uu6WNdhalVSknrqLUqiSDU8R4FUyWG8oyDOkDrb8R+4jXuwnsJ0qQ9vfMRicTVhoCqX9zEtdJFhWEiavHVE3bYVd2G4W7lTulqPiL7Os0DOhJZlTRuwISOMqaN2ARJ2iC5hrjmIXEQWdQ4I+EjT2Hz3CbETVVKIGzeY5UYNXgViR6TWqpJ7DukkpVI0SYLzcqpssTfGolVOvEYL9CoGoyS5hq+IImSW5416JKcSVcnTf3Tie5VQDKJcSTPjet3m8bbLboJarinVG14DLiVt4iapmkChJFVXk85HNU1zJWoS2SFaFJAkZyQ6CxEEjv1pE8MFnm6zAUyJS0m56yFJDnhi2JuSEpC6qzlMV3mDwU7zYqzx+CkAxIZNEIU16pa9C1SHI5KeqSzYjdat1TCJF6KN1IS5gpeRRnjZrhiNjiicoUl4ElWM8ni7AkPGD1pEx+IfMd/gDPBRBNDUktBxh8/MYfrVwFhL8YBSh4xuBbY1MSPk6Qz6pGR8qyrAQmwJJ4U9HJb1SYikbUJAkfEU9J+hdFWBZGFKhNEdUjnhEEj0tKuPyhNOlpZ2sTNTeSGRlWfjAKIyeSDs8DyHRkI5qdkUwIp3NTS5LF1msbPTUuwWy6D4zQAgI42jFWDgQVNTzsGgWnNkgkUt1UqFDeclnrThqXBtQZx8mwIalkbQqWgbUueS9lYdamYUJZyYjUpDaIZDz6Fq1OtqaTUsIpFtTOnDLkNbQZ3QpUhEm0fqnRKhVUnrUzuhUmDkilSNhG8aM8cIprdDqngK1PcrGKicqJRRS/j4lFJHVLjPIshMdTZKG1FKA1Gt41F4cdSk6l+2K2qW6khYxhe9XUEbCMMLHwvabBOiNE8n8YP2EY+/JzBRwiLuik5LcwYR/SnJFwjuKBtv0vQTcIjpYgi8I4lpzyLCU2ggjBTdSY96Dt2vftXU+URXwjsCyZZniwZCYi1e6WjxQZthOBEXHvUve7WjITG+0Cm0pWgyJGh2Cx6lnXn3CbMvYIsg9TVsHXwz73vhgrEGBBYjCH4YKfQeKAG0JIWDbgSTvF20l+ozwsXdTGREWhJrqcyvNepldSjhFSkPXQecDaMJmVM3MHtAgZEbnU7FIPWCGMEhQPzqe+oqhGuojFMGCNggPmegzfBm+9lRGhrQfCKTkgdRfhYFF7PCLJ0ZegoBph9SVF4EW2MWrAVLEqOzxm348Zgi0eKDDnoi2DrAYsLGT3t1o8d+hB9H0FMg2OuvlghURR5M094EWykwUeTEBp59TCGn2YM/qZRk8C4b9TsGlAs2fqQZk6OqXDS4MlqXFvqSHrJimjIiN3hsU0YaQkw8C4rQNtrrJLgkaVQ0kRpt6DRdEi8IiKJegnepsBU4GkENL+0uQvcwGF50cOTeiI9EZsAznOTfcFvFcVKrMTo0kzBydTDyq2hDV9tt4gOhsHCdtjI/QWksuYiySH5Z4ZJ+cx7MeGWECwbZjDpqWlgjYJ40yaq1e8xzFMjQn3uXQUrmfFY395zmNeiU6WcgUirB0uYQ1TorOyBcEgOXN/io973y5vOY5sEH5ZHzEhNM1GjcdLsxIrDLSz0wUq5gFJbxpkli52F2lh8aXeYvxpMHx9zH+YN9LK+YiHhdpZzUCfmPSkm19Oisv5jJPg9STyaUBYxDSXFYd5BgWOaknxWHY6UFiGkliVjJvBTAoZp0lZGpK0sP6aYcqPCxblT7GkMWJJBt39DxpWFiCQa4VnWgkRY5csOT8kKCIBEkSXE0tcxKKgmRrqP36kotQrSAzKwm954WOwfomWHuwQ3MqLFnYKVEukwipRF51uLBaWJYYQ/cMSKlUSLT68lPVcbmTeTQJD8WGHfNNUsYdzYSpjDjLgHPM01YVrQMeJ0bMxolGgKtZjY/IVJqWlcYmenzsgW9TY+ajkCZCwTrX1Acs4gEBN81ack7RMBAbwNRcYroCW4mIxOhAaENWGJ0aRk1EqUzFnhFAyGJ+80BZ4qUwEflDkm6JVcSdwmOMDgWjBfacm6bZ2VEZQJpab2fAim4u1qkhnv2+ibGfeSJArYmz6lQIJaRmfTaB6HgvZ5FQKAsnQtTdRgYtPgF/kxsfghfNkRCLSV54dQORab+fYNmFm5WL4pz2ipkWAvqBy1Nj55Ur0ocI0/Hd+ErS5VHesyEPKXPT9+Bnt1FoKtMtafufVsmcrCjz7itMp2gh9UJakUTneIZgKqbPa0hS+7kS95YKP15AW2zLx+IbTKapH1jEvgd7dx+LrSmWletNPQTy09C+pUSFdomzwUpu9E/lRu0ChWmEXw/iSeYI+sObTRWntJG/iRxQFc+98SbWl3xOBgU60rS+dFMfWlWtL9aXdTE+JgbSw2x+P2OgZUEcC+YGjjWZfxIOgXK0/haKl8gKaRP3bnoGLCJa4VMVWn3xK1aYYCZp43bStaAfxOlafvPG/+bTgUgQPJOXJjrPJi+qFMQWwAJOTaQdE1sByhDIxZ5iDaBDjAndpVRT88EygPw9oXQeUBwYiOBAUFI9SdFgqmqDzjd26XONfutO3UuqaxlNVT3OPOce4STmqm7Nl9oEWzecfaWRV46s0vnHIs3xmlRkp7eQHT3l6flmowfsNfNJ1GDtOYlM3faaBk43+L7S4XFDM0faWFddlxlY8UXFNpN3bui4yBmYOlsXFrGQcGPVzMaqb5wN+hwjS9qlokymgZLjiXGZU0MqctPYVx6AoeKpycz23iBY+pm55MnKkoWKBcWwsRlMmGkQAHzaQZMvCsaHebHTG0klMxgNNezIZm9HS5LrB1WIwA9VdlxF29aKyouLB1ti43lxf29KObb4LYWMp0pqqMxSYdbYuLDqjDrG5xzTMpOkGMzo6f+YtTJeakId5fONWKcVpcfYymT0hFcdNk5qyk4rSa08r2kraXJMiekpjpXzj8OnGdJ3SVS8Azp0axb2m6dMTqhykrTpqdVgSld6wBqsxk0LpudULOn+VJtqlOksHWenS/mY+dMAQatk4Q+5mSv27tBNS6WJrUH62ySSZ6OZOq0el0pzmYOl9XEnJLcyf1EtYRU2kql7IqkEGrJg5nYpiBXhHsiN9OOxKS9ByWCgREYYLSwSyoyhpVINgkCdYJUacEgbLBp2DeunjPFQwdpdLYRMojkTjtdLNZi+o0xA+tDYMFU6KeIY1039B89MUwaEiJaeIcQnBWzTwBQbj6K4cb08ZT6u0S7hFMWSqWANEwbpGIgnxoWELYwQsQx8MHrMql6WiLLqTGor9IdGCrMGmoEXqTcI4deo6CqREvdN1Ef10x7pKGCeulmiNa6Z1067pSWDbji6AikpgVgveMTXTqAb2iM/QTlghgGMMg+KZwYOH0U6I0BpoQNIenyNIowXfo8LBb3TgemnoMkaWGvJUROPSp16L/H/qW4Q67BaPT3umUNP6XjAY2BJXes3VF/g3Y/pQXE7JZykMbSDswF0Ogk2npmCSWenYJIDYcfjIFRTVSKNhzQ1fOMNNFMRpYI1gSGbB+hiL0kDY4tE5lGC8202MHgrI2y00v4aXKKVRgDsTwaQ20aqnPrEOUcxI++6wXijlEMlPIWhRcd3MqmwEVFqVJl6aFtO5REvTH9qCXCfUr/zTjhVyi4tiXnA+UcmIra63yjXbSliK/CRRcTsRq7UgVGKJJQoZUkkzJ5LNkNga9JQULBzJlxQWhUVEb7HlFD+vdbx4fTiNgAb31yeH/Hy4oKpI+kg7QJUTH0/nx4pSSumiVIvYRRYU3qUEja/qRfBl6kajJ+mpN9iknubWcCEpUw06n9Ma4GBJKeqllQZo6caMFdgaeTWRu6jUom2fT1Yko3Vb6cWI09hkIYqrGbox62u5DeNhklTHyJV9Nz6fSsQ1BiVj6+kqrEn4DIzavpRuxr+At9XDiabCQzEQaMK+kRGGFvi5U8aMb1iJ+kdbQ7gWWwvdh2rwe+mHsOWqvv0pvp2sShGZOwOvYU1GFeBhfStGbF5jYQAokk3M83wVizJVKtRlzfXypOR13PQEbC36asdRhg1lSnxHwkk36T+I6tScaQ6+k7hlb+sAM6QmTpormqWwAhRlOjXY6IedjYnlsNXOG9sLCRL/S9kYX9Mf6diZdCRKajrrHzsIfvqsdRVw7ST6qmyox3gU2jT46UhxUjpFVO52OQMy1GKsSU1FOy1nRg5Uh+sIeB5+kUJOmBmnpEvpUkN28y4kMjqRp8DiRbB4mozwGKO4evUfgZDDNXwbLJIzovwMqJmhjwbuF+Fx71KIMrmsMHDA2EgDSy7PDueywvlYVzR4FSMTjgNWeh5+VUik+XG5uIQwFwaEEx98p8FNSoGvQ2IEiDAF3hMXCt+NMVM1aRVYzfgqtj0GbvQ4z+lFEJ1qgWmluHYUqpY7gz5bgGFII2KBaZW40hTqqwODP6KhoUpHJU5TYSCuFJ8uDz8flgL2Sw2r8sFs8RoM35IZrlpBqF0S+bL4MkXmqQynkieDNLBIkMlkgrgzd5jxmkJuE4MwoxjOR3/42DPNIHYMxQRRJRPriVDKRyZ38c5ktm8jxRZXFqGanPZoZxOTWRzUtkCGV3/NZ4mbZ5Bpl0INbAYQC2xY3ifGb7nEJ8ggwYMA6ySxtFMFBe/qAgSjxy1YVSlBAH6gLlNbiwvfMO4A4GJooPTDVEU8/ZN2xCDMFoosMoxAr38Y7Gf01pwLb3XT4GeCeXqnDO1vqNUiqgJwyPJqWfBuGRcMnyaMc0W5q18w0+BewW4ZjfNRSwVTUUQAj/VRA0d9V1gu3y9eO8Mx4ZnwymprfDMu0VyWRH+ucB8f4zzQz6eWNHjm10QJHGnqWUFNFVFxmS61n8a6M3RGQ/jTEZim1gslfsxPhBJVRmaKPVDep63URGdI4mYpyloJHFm3WJGRwzKFJBIyVKqrFIs5rRVRkZr3VNHEYcwU5jiMrW6ojjyOYzpDT6kQzfNGuHNKGYwMwTRNRpbTJFHNgd5zpMCbqwzFjSUozaRkXpPFGY31Ev4DXU/eqccxBZuRpedmWnMZGoSZIk5k0jJzpM+AuUGt9U/un8otEZXfxI4ln31vaTeyNXeHKSb2Tsc0TUoETdu6YfUdpq7KWB3kpzZ0Z2fVGZoOjPT6n7deFJ1qk87peExdqu+zB8IKO98RnJ3R6cZqk6O6P5Zf1LJo2U6gtkoe6NaBGnE8zXk5qII0/qdd1Qxlh9SXRkGMnfqHdpRZridQ36nOkoTqK/VExmdAlFGWbdZ0ZEJ0gma3OhVEF3pXfYFYytbo3BF2yT/1QBEVYyx2xaNViZnWM3sIxjTGix3AlYQDCoGY4LCJWWBG3x9/t2MgcZvtwRcAjjObmtN/do4YHUbL5eQDroISWP7+GZCxxlcsHmQeewb9AC4yff7q3DDmiuMnsZdOAJxn6QMzqU2tcNRX+CZZLmNkj3jggn0Bx4ys1GI7AvWr0DNveFsleFo9737IZaAgfejh9W1H57wYQW+MwX+dh8Vaz4H0NZg+M4g+sAtGD5zxOauN3/Jvehh9c2a7rCHIf9WR8ZmhSbZ7XjNFqUOou8Zy6iYJlRH3/GULkrOSP4zumQAC27UeQKOj6D5Cq94+FL3UR7mYMh0R8GVi1Y2dkf3vHwpwGixdjYH3AUv4tDgUjpCkPq8Xg3Wl7I2g0ttTFL6QTInktRM77YRFC756UTMNAZZ5LA+ThS0KF4H0ILEMfWg+6Eyz1FsTN1ZlJM/EMHeVZj60HwhyRfJW8Zt8TlNq4fV/GTDcMJaGkyQFLD7zhyfcfW3YYEy1bisTKpWL7U4yZVB8ij4cTIEPmBQo4+4+J+ngUTJomZwfQSZutZjxkiTKAmXkU/QWre86D6TH1v3jPvCxB/4z6jFe1PIIWeM+ihf6iED5qTNKBvgfUShwLwoMwnDFY/i2zfsBsUyGenslShPooSLu4CQtW2Zt4gmfvnEnBSAh0ggB+9F7bM6sNIA+Uy9xnQINymUVMtcZQcAypmuzQqmcj/clGwDpJghrDN7bOQ6IIAdEp1xl8lPqmawgThITUykVzp8zuxs8Miy+9uioUBGIBcwB1MoaZ6wyARnfyMGmRwUbqZ2zljYBI2Ih/uSjID4o39MkCNICWmTy9PqZEbxARklwCqmXzsWH+3t8R+b2OSuGTXzCDs4UBCpnVTMfbJq9MeacP8J5pntnamvGgWqZR/MoAk/MLwGeLoV6Q5zCWel3eJ7SdiwokBqPx8CzHMO8kQ2sY5hOki0gEIsIivkek024wLCYr5ukxtwBZIhNamOQ4D42SMskYKwiJJEbZpmFDiOLBLaWfzAspNMvggzJv3j5fC1aCZYsZmqSL+mcwaQKRORY9mFAGgWRnJI4TGeMzcpEcZP+YXcTK6SRzCfpmJSJ6vkTMnqRP+9osi0zMA+M0qO8sWMyteroyXL2GcKJ5GiS1SHgfkAL6llIzlhCMzpyppSIZmR6TMGyaq0qpRJFklmTzkD6ZRcMH95ozNNeGdZaIs/0yOZlFSMFYQKTMqRazDpMxJFiqkdtkTA+FYJepGysLiSVbMwVh4EjaYg9lnZwOwWI2ZXMyYmEmnDn6IDMz6KCK1BZkW5GlmWWcQiaPyx2cDcFhVmYKwuJJsszhqn0f1IcTOACfw2hjmfE7tl2cLNIj5pyNj2pkXqAXsodw5tsqcz4HLs+KBaU9M39Ex28z/S/sCVBB50qTWHkM4Ob5zKn4PjIIuZrLwuPYTgAcEfb/O6gWZQlQRP/CcBHJaC1gPPM2AR1GUZgvAwMIRZ90u5mSQycMUYI1uZqUMXQTSKIbmU7IHnmiQC39Z6OG4Ef0A5zp8/ZqqyVjz4uAAMf8IAvM1jIKIhe0G3/GjaN2k2iI2CM/AVjvXdQAUN1QSOKJFjBHmTqs2iiQdT/hHbmU9vT3BGgB+BHZ1RvmW3/U6SnCjhUKlzOeRuIoo0UqyAJ5nXnBfUEylL+ZVO8Z9qxcAnmW+cdeZREB+BFxGVHQo3Mz0EkJkEU5tzM1RGfdGBZw8yvXZH3QgWePM3JO18yHHigLO/ZgCZfrsqYZCwRb3R/mUmIK+Z5O8P5k4DX3FMgsl+ZYPMogTKKKj0CUIufmLUtZtHrgi8miVLKqm6eC6Fny71Y/s5cT8GLCzsuk6IBqEdFrY7RjCzIl5HtwEWTM4i3m3QjhFkcLPqEfws5BJWpkek7snXO0Q1beCAraIYXo6izGEeWtZZ4R3sphFrj1m0a9tMSRBTwdFn/gjrwRvUyVgGhVBfEjDWNnunwtUsTtShT7Z8IsKsQ9AsGENTY8lOlkcWSXwsK6ZtSewbFll5qho9BNeGC96T6arxsKhcCccG/iyLjhqKLsAcbVRQKGJMO+HMgEmBKcTQ1e1iy4Sbk5kPURzzIJZqECLFnNTBnBpcggUmHSshRqfCGXBiWvC44xN0Tn4pr0yWQn1fTMta8tZlDr3xqSbQjPaASyWKywFJsKqEsncGYV0IlnerWvyQUs3tepFZSzTOrTIlJ4s64BrpNkCkWFS3yWWDNJZ9Sy7FlRPVAEWEVa1agBSLjj+/S/LJHIA3ePAzxSp1/ngEdH/ExAfMwaiwlkyTmUtIn3+rhUErD5kw5KeQgavs5a0wIZbLLBwRKU3kEgyiJ2ZO9Pd6ZBzd5BPyj0RnobBt6bU1QjaFvSBekzs3yOBRcPhJ6oIEVFR5hw2q/8Ci4avTzYaJbRxIThtVhYFFw4VHqgi62gb0vVERvT3po5XVN6cGjF5ZgW0wVHjTWJDr5tW3pn/p7en7iJi9r9NS3pqKzYLoorJ18Q/jQyEPIzWpTU4AouPlUwTmQySa7Zm3S32HNtDEhii1KohtbW2UQE/YlZeSCq7poE222rz0plZdoJ5lFKjLd6f8oxYW5w4dBHi9OB9gionV4x3sNem89NMgoowMPpP+dIdIsMOcuC/6WPp+BSDcnu80LoECra7h94IU+kxexVWcV07ap5Y1ZH7y1hz/snfKEp6mSIIl5Awm4YRvPh+u/9cN6CP1tWT2NER+z6xSN4RNP/WDmWQu+zD8glTV33bMZ29FjphFBxH5zalM3mxvU0hfG0274d/x5moXfPh+uACGxo91hAoRlvIzeH5D41mj31DkuNWZre2FiQSnIRPtIVAQu8axm85tR9bwOqVBSNCaCazBFp0cwAfrmsj1JAD9NRGo0jtOFAZSo+qNJCN42iPrWbhvBUhE3Ca1mxrKP/keWTYgJNSm1mWb15qT2sk8aTm8U1kmrMHWRICKf+i99Bqyg+IAfozwjjpED9wAECuIqiQvjKvYmuTiH48TSTwcus0RZgk1WomBEXYAbVElbesx55zjTOIr0SsIlsx1oytyiYrDXZrMKe9pomlt6oJrB45oUQV9p3KTiJy0ZOecfL0lhJi6Tg3HaQgPZt840halHTT2ZPzUo6eB0mXp17Mqqz/rGm6TBkzEET6zLV7vs3vWUh0hMRKATEXHAZLvqjhAzVJZ6yqXHvswVHA79dDZIZC52bDpO36KR0xjpXYiBKrCjLP5KnVbTJXXhc6pzpP/qm1k0fqVd0qNkEWNk0uRs/lx3KSSNmiuPnZoS0IjZbGytamCZMk0jIErjJfU0MNkKMy7SVepM1ssTT32YmtQ6uDxzFlqK2TLbHTfwy6TEKQfkZmTzObggXdEC5k4OatmSC5SEuDMyU5zV0UQggrMmKDO56YvffYJUBxvxpYIKiESxsVHMYZVe34WbJO+KMCTtAYXw2WyiZh9idD8Xchn98pvh2z0M2caUySq7OYzSk8MFDxt/aBLGdWlvNnkINYOHZsk0qSRxrNkgVIBkRagQbM1RhY8YtlNbKgXPBvGVI1fymQgmQmnd8EngD+kv0ibvFXvrpmXBgNmz3NlGxNbKdysBvGU5SmylYGTTKY2CYzZZsS9Th8tldxrmUvkYQRxggAllJ7KTc8JrZY3w7t7GZj88t6VA1m1pAukE3z26zMdYbIh/O8StlKv1i2UoZQrZrZVq57oIDDKoBdBvGwp8vEHXHzS2Zu8GSM/rZptncKXjnuggNEJcWl0gCjbOzZtQZZEJVmzqtmsmINOE1suJSG2z+7QJYzHng3jZrZkWSjDL1bKSMGoZVb6JxibMyDbMFMXVpHaR8FSHNlCGTfKfHY8rZ3jCoPTjZl4ZIUgwLZa+M0QmJbLrQBBND9IkeN61EvGAxzA3kMRBU2yfD7xZLoMkjslbZT2Z4dl1lQ22TDs9h4iMjCKk56H2kc+U/HZfBkAKnhmB2zDccHsqPawpwmZYgOsk1/NXM1OywopEBHL0dlMukEawztHI36E4qS5gVnZnqhGdnzTLOWXCMmZafeCRykZNnnflhcD0xIC0ZynLAkt8RLs2N6FVYJym8Nk/mqBkFN6C+Chvi6bG18cmfFhsauyE5bOKQXwaGUw3xs+CXDgm+IpaUFibMp0viiGxXlMkbGetc3ZIuz+pom7L7wcT8VM6S/jzdn7vx0vqQjRqBlZ9bdlKRJt2ZeTP/4uuzA/G1z0oqbPvJhsqkS7EZ//CF2VoAmo+cuzXfHAgml2R/g7gWMezv8FabEj2fn4rC4Qb1s/HaoD/KXAQuc+6FSQgHjn1oqUDdEc+1pTY9mIXzIqW7sm5JeFMDz6F7NWgf5sPPZegChBbZ7PyWG/443ZH/jk4lkzUPJpJTCpa0uzv/HdNg8SDoQgZsPeyeFlUFS0IQTiFsZ3H992nD7L15izgBOgVCQ1cxL4FpwMck5OZpDjBMzp8wDuJzs4mgy+ykpnJoEbGhOYOORvOBt9kb7IJLAAcHl6B2TFcyH7L2bMW/YqaS+yj9mgjMOAJK9bH+J7ZnsBt827mt69fXJF+zpYi98zP2QHvLfmg/MPXrXTIOmZ+2Mfmk0iL9lr7Kv2ea9a6ZPt9H9kVnnJFkAc7/u1M8P9nqvVn5jvzb2++/N/hlLSLMWYMCVehEE5ZDHNGKd9tFVDA5PG126GK3XwOXT/RYWETiJeJFC0WeDQTBBhLCJ5Ca8/2nkpgc9gxDqN6DncGOwYdQc0+hVt0maHwE2wOZzQzg5dt0eNoYExjoQQpIBhl8ipLEF0LummtJJKR82EPRlWbwyMR3Q7/4OhiBDl2YPMJi3QrHhpRiLDEWumcMdDvOppBjUamZ4sPgJm7/KhYuhyP6FPby0OavQ57h9aQl6GP/AtWPqfEsxl3IDlmIbhl1FKhEYxC+yFqmsMJa5HafAdS0xjSFJilNQOecswys3uDxW66nE3meWkk+ciCyEcEFpMQoGjzX/Bxh9iyCnuANBGC4qU8w1l25k5pM0YkaAYzxmaSLc6nzPM8XXdKlAZnoJ5mJpJSOQvMq0sWRwIQSJHOoxJGk7DKsRybKyhpMLimdIHnmomkqch/6h5wcajI/gCAg6jnNHNZ7mzzKo5h6TqA4i8zCOaBcCI5vRyb2ZSX1LOEkc46aGnlRnLtzKnERfHEPYAvM7pryAgMkk3Mp5JRghajmdVnemutGdNJlVZGZoxAkqOQFWAFJTJxH5kPpJGmsyOWIR2YzLdnsazI4KoIhTJ1pxb5nUEJhmtscpHmjODhprrHOS8UJk5Y5VPMsUnTqExuGUcys+KbkRlH94LLuroCP/UlxyWNJisEgWXyCJdGj4YdShhCP7SUl8dJQ7cyPUY1LFQWZscoO6gJzYFkv4MxBMCYY/gixzXkn53nV0LQsmXU17oXnq7TX/dDCyAfZXQiwkAknIYWU5cJhwlJyZFkjDNQjg6qARZJ4IBsTAQme0WScu1ADJymGFMnKj6eLxUC0Iiz8FHl4IUWbQbJRZV2jjXbGslVNCLqSYRrYZVTQTaJfgGZ2MtuAnQjvbinMDVHIkb7RjDii2ybJH3uDUrBKGUpBNTlqVXP4sPM3U56IFXKm8rXWFl6QYQ4d1B08xZHRjfFqkDOEKFxKDoTonwqmlgfTRPpBwujL6NhYMHmXo6dXIufoenNPmaIdfACfni4MzcPVojhacsYs9pzzyxOnNAQi9zEOagZBUqqECibzPxovU58FUhRhY8w1OcacsyhQZyYzlJnMSnLCsW4WsZzip4NsAe5kac2CIBVTTTnaPRtOQgkp/pDpylbRzDWPcCMo6o6gGZVhryaNbSMWchFBIVB9oatnJzOuvwHyGWZz0zlQPhl5rs9UEA8kFaRZIDjXBBus7BRVIBhzkQKMl/GOc2xJ3ak/wDLVM24Ego7dADeAlznjnMJOkOcg6gS5y2RZ1vnhiAMIuRZjvNCFFAJX5Fka7UhRjmURLyUKPcFA5BXqEeLUmayVnExeuecpqinfhTFm+HMBhq2oq5s4g1CXHErEa8JZWCRoVtYPznCDW7/gq4Vys4b1gLmfnKuXvKcnAa1Qz9gZwVF8rLX/JOsfuULBrwXPlrEyCCga0FzEQbudhthhXUA+s54xBvFOTA3rD+cpKsf5y4ayEXLSrO8Ge2ssFyCBr+eCtrJBcnWGSkSN+IK5KHUWBcnQakK8N+Js5InUZRckwaff8YLnJUDv/inPKvcl2DZhS8LUwueHDF8QE9YALnBDW4uRhclNpKg0CPqoXM1SAAAgi5MlyoqRNNg34j4NDgcGaxZzD6MKqJl4cH/GIzwiAFeKim3jITGy+FOpF1nGXP32a0whv4nesO/joJNMufNvGy5nPTlhG2NPhGa/dfEwSIzTYkeEFRGVc46i4L9N+YnsON9GX5cvhxXoyqLiCOPdGR8ZGtGXWTeXFuXPJGeizaK5N9NmmYRXNn6kfdBtG8TiKf4l1ULGRZ0ny5jFVFNKYuK5mgIzNYyeVzr0nMSSSMn0aOEaxmktEkzo3cZohzU82cu0TRm7txg0s+0qWhqSirnFXWlI6cHVVq5u08oOkePFrUhx0iOJmu8BXHXCMaCTJs/7+N/V8LZbpCzib4zCdYY1yFkGbVODmhEzULO41zJqmtjLcqtNc49Ms1ynLlKDLVKhRYL5sk7Sz7jpFTbymO03e4axV1WkLLSs8tJ/APaZ9xrvF5f0WiTQ8Poq11zbmHALFNQMzYjaJj1yeiQGtmNaUaDfNg71ya2n8LCeufFcYlpjq07rlGZDlEBW9cOmtrZ02mvXLOuTFYzlpNDw09JV5Bhudg8R5sENzr7ivNj4cNCI96JVVwTrmBlQA8XaQE65iDxF3H2fysPro8Am5DWR4AaGoJhid/0Ct63icEYkFtOxufi2M+wyg0CyrXc3Pyom03R4Nbj0dEptMDKs247ameH87qbBAiuphw2ZamKrYy2nrnSwoIskEW5Y/C1iqVtKZuaUVetpcSxcYnk3A+uT6dUdx6yQZ2mWLDepmbYsFpktycYk3XMrKgzmUGJi8whbn9FSxufGVbg+01NR5gEtOskpO0i86qDD6Ym7OBmOPrQaz4DMT2TkZrVtuYM0QMRjtyPJDg6X02T+dEFpnqSmkFKzzkbKxEh4B0IJKsYz/CIbMbUn+aIc9g7m/AOABKVYdFpOoDGIRYtPpSS38AiJGQIU7nGH0Wxhi0zhZTs8P5pryKHEfCA4EEWkTqkiW+LgiSGfUO5O6CIWnGHwoQX7c4w+I2NE0jECzLuSvPUf+1dyyQEVVmLuUwtQasekTaWnP4Js5EQteo+sSCrz7/ghwBHefVKJ4LSI/Ex3JLPtHcsO5qrTFFqR3PZaejUyJ+458x7kAX2uBIuML+JkH807lZLWXucVEw2eWmwyolWtIIFtZEwuer59j7ldnz4bAfc51pHwJd7lnn2MPtK8RNIjeyjgSF/FfiU/c8xaOx8z7lJtIjuW7Mjeeodys7mLtPAhAU/e/xW9yNATkbHXucBfZChK9yywFQ1Jfvvqor+5qIDe2nk2ykBJcfSe5fRoOqzQ+hdEYss+5BP/jeHhntN0ITg8l25jH9hQH82yVCLg8gZsVHhK4kYL0SgRsIjBeNIiY1G81WYaQsQ9WqqWl41Hov1cwamo9NB/DTLTqKjWTQb+g57pMaCW6lpnH4eUSI5E4PDz96l7ENcfke3Rwh2tVfhHUAyYeaPU5LB9DyJ6nvHDRqUPUxUaLqDwtKVoNcKqOghR5v/1f0E6PLAKlqI9rBLtThHmhA3dqXU8NUGFhU6IkwNLuOCT0mM4sRS2sEMnBacUNAonpTjyhME/1IuOOdgk0RdQN1akF1Ig0ZLUzhptS8zHm2iOUebo87dBjZwD0GJLHmwScNQIaBWCG6gr1LSwS54fBpnXT5MFQYI2KshgzKm8PS2TijoIseUqNXURNGD7TjMiMNEfacH1BLGDgThGOM4wY2cOJ57jwql5ElHIXjU8w2GN9SY1EXoKcBFZgpjB148f/iXDTh6c/Au8BAgTzHkBAzaeYO3MohzTzt6kOA3nrJTkzLBtTyEQSIiNt+Jg85kA5h5K+4YGP0wb9ggh5PZxjMEg4KSXnKwgHBoYi3Em5zPIOG5DPgB1/0wlmcLD8SXqWcJqJzysdoEiMUkVGWYo4Gaj/cn9NV8wU4s6A43S94VFQrQuXi88hnaqaD/Swh5P0ktCooupJkkterXPNOBiLtcQB5gNu+HhNXBBkc8mEGv4DilkvCIAgSctUF55eToDgkYM12q88z3RiLzuDgN5Pn4fiI2TMl/C3nnpLKsLGVg4fJTzye8nxNXnUbLpTgs9K8iXnEg2yARSTIMRF/DKIF0vN5JvPww556Ly9nlUrWYgaDJUpZENVYXkv8OPgYy8yqhk4TMHkXA2IljpAmY4XepeqErPMPKgJU7YBccylHjSvJ7bnqs9PpBqzBgS7b3OBGVk1O5zXMenEmqT2BN1zPRxp5w8RkoqQ2mmCZbPqYd1Lnr31TwuvucF7eO00sqDvb0CJma82kZwgiC8EwaRfqvq80Rq1aSzxrqjKBUmq8n+qmlUVpoKVS9eWNYdBqqryDCCnbzgqvefUN5hryCcQbs0Pqt5saVGOjNid51VkDeVsjX15C6MmHEXJIq1JkorXeNuyrRn8NRt2baMmYme7NCrkX1R2mnzNOqqbTisZqlvLJWFY435JRGDzVJrHIaeUn1bV5ghxV2bL1VwvsGMxwRy6MWuYvWITllZ08t5rM1QRGxjItedujCvqXfCe3lkNTSup28okgvAMVMkh4F52NO80WazbyN+oTvKytG/VUd5PAtqNJDvMeEb7I4YZ039tGq6OnWaF5VJZxRwJdsn6NT/Ri89Pd5PDp59nbLL5KSlQPbJn6MLslqKhfRs0U85JLfxovqYpMZGZ8EzJmL7z2Z49FLumtYItFJjdDxuGTM2PEfNwjW6jM1ngmCBKU5m+8oFJn4iMUn3BNPZhB8yFJ2mSMQkMpKLGfPgdYpp6lrBHIpLumhsE6NB5aTrrrHMzvUvlQ4nxgzNq0lvhIA+Rq8uqhHaDq0mLfVZKTLqDvBqyzP6wWpIZNN4c1pRN7ybqwTHFrwUKU/kpnHymBBOHJ8OfzsiMRzyygoKCxORGWiZZnYuEiROnl9OyFpq8jgZwPtVKmq3RiqfCScYWWLCN8x63RE+Z30jWJgCIJKnGVPPWlbEsypV60LKlO3Vk6b/05sRyns2qq4SLp3lhI2TAtsTOxGPBAdiYQcrbpiqNoVmmAwEJnHE/hES7DEVF1VnSqaZwtMR+u9LIaIrIl3mWwylZ1d1dNKUDLXurzvLqpunzBd6mfKturgDAKpavSgvkD9PqqQYXRqpSd1Rd7N5glWTF8gfpnYjIvlASOeWchwpSpWXyB3l7iN56f583RJE0dGpSjP1WqXwMqr5bYDVNlHDMLiWweWTAQSMRoZNfLq+aIffc5dIAztGeKz5FsQo0YRZ5IuqBDTIT7syXVnEkRtlpkCyEzhD4GOjiE3y9JBTfKUEHxOWb5cbcJxYPdmf4NsWFVgN8tVvmo4Ezap7wegkTcSfwiHfzloDXKMXO4o9Z8A7fId1BNnQnKauBzvltS0KUH/wOcZ9EwiJ4j/HPZA98+WQ8ZsDbwG0Gu+SS2F0M0+dhW5ffLODk97RD8P5hM2rTIjuLn7wXLcmbUTriZx3kCNaoTNq1IxofnbaFh+U6hDsgq+capgJzRp1IIBJXu/UR0fk7Qmr7ghYPCMSL16Jb/515aAfjXwU3ydqC5fqBfYOW1NGIxpcsRxoIGN7L4vI5uYXJDv7HdLULrZGR7E3hlNSJ12ySRCKwW9g6JYWyTWBwWfIigC/YK/BvG5IjikMPgQBaidTdorZE52g6sEwWeOYogiMo6EDZ/DdHBeM5Uz95iRpxG5O6nc6ZxKZGO6iWEkkMYQAqkN+dDUoM9U98kcxPIu+sh/ZoCzn+6L+nM7Ac4zQZRLCHKdsawCUQH2wrtyGi28qEWuV35DDAWxYe/LW+Sj4dOkGYtffnbfLyMmuwHS2BkUwOoZaFD+aiPYvw/s0Q/lG+0Q0ksIWP5W9pkQ4S8hj+WB1MLE6lsH+RnfOu6FNoR0W3lRXxjp/LU4LeLbyoVjBSfnOLAhzjBWBK0f1Bw5oJi2DTmr4av5pldi3owYA5yCYs3+K3Xz8xa9fKIUZAcnaWF2tTeAxzDEoHraDcWjcFTzyQ418ZC2LBYIJVRlplBkU1zrwDNNCU/yx/kZi1n+b15TA68qVoxZL/PBMK78rPg7IBuYAYEit+dIILf5woA8Jaj9Ht+fv8l6kRk03SIyEHT+av87f5F/yNVCj/L4nNv83qgiUB5/kP/MP+XJvM3y9/ymAJGTXf+ZvwPfYMVBMFCBJEPTId8gfiNeBbMale2Wme8RGOglLU83SHfNd7I7QSlqGk8zvloUNzfEZNEdcs/ZOfk4EAiSiVNeAk4WR0/kf8DsiIAC0uQLUzugAb8EeYIQCj/5XzJAT7f/JX0B/8g1oB/yjJprCOnStVMpccf3AAEg8xm2+XQCs/5JU1TpLkeHT+SW4eAFp0lOQBzjMwWN16bf5T8yMQJ8nVNCGQC06S22VlpmUBHz6If806SP4RSfn+EUYUAAkEJ0y0y8JDFqAASPmBen5GXspXA6AsukFP8mkkC+AdAXKEQm+cywXqIuk1ndzbfMk8BGMawF3yJlplREiRkLpNT9Ch392+rCMF0ml9c82ABL8uGCkJEepObAeDOmIUGAUQ0DovMN8r32YgKvUSpyh+LH3wRaI6z9HeLbfNtYDFrbf56JVyvB/UGTJCkCr+CQaU/qD8ZCgBbwrALWi+MWvSHRCC+GxwRzAtxQ4VBv/IvlhZ4av5nDBPAWC2jGEGggTTIQTBMgUBMHjUA3821w2/zDLileGu+ZpkKNynQLC4oXUXekWduVya89Ry2SFAtwhPACgdgkVQhpn1TDN4Od8ZWoDPUJg5D4RKmgZTJ6WZ0ite6oApqWB4wGYFhCUyAVMCHYkI0C1Ngm2pt/kDmyMMDsC4AC2/yAOKWPnOBSiPIyapfFYNDjAqpkHxLYf5/fz6oRuJS6TmtLQYRNBtyzzKLO1FmWLOwJR5pxgUWKgzFvASTWg+wyI8iB/Jt7nPAP6gD85PJZUoHzXENM2QSPNt2dErsBiBQGAOEFpiJyGDDfLxcm6LGk58SdQaCM60hBWeQFbxCuMGtDu/JlVLZYIaZ87QbHbs1nUwsMWAEghdsTZK//NIsJibY5AoXAmqBOAsGYFjLULg5/EnAW5ZGJlqFwIYgs3zDuC4grT9gb8rzE6cE8/ligtsBY/IbqWUoKa6T50HraoNbIkFd4A9AUiSnU1oxXNSwiPVyeDcgs8uZXKW855EZIQV6UWPkOS1H2w/YsLOFIB3RLN7EUUFePAFu7olixmNGLAWw+o5pxlscGDlgOwOMUmB0GFD9i0VoE3IYQFOyBZ1aOi3O5C/UdP5KtEQQV/6AmHBgCx1Ut4txEQwLkwOhEcw0Wf9NNs54AuopGGCmpCu8hMDr/0H1NjnoF78eAKk6KlYHGhNuoDMF4UUwwUigrSBUaxLJubyA5RhIygwBVOmPiWYTATyJ4Asw/BmLFw4hg5GwVKiEdFh4VAsUGYKYhgZi2aVAscRsFWAKVtIhMzA6g+HFHkIYi/+oR/OoNNGLYV0Uep/DIfiBylksHZ/5nPyJLhUSzmPGUPc6Zj1ENxZzHlncuVMlgFhotxiQqml3BdxAatWd1Bw/nMAuPBYaLU8Fgog5CAjWmeBSghNoFCKUk3JvIDuoJNhEcFdFR0pbXKzlFBfsZWovYLxq7miAzBXe6X8FXOwK+BWgsCUI6LefuDNlTQUZciAhVolc2AkdQamCeSxRDH/QP0FRKwKlaUzMBBXi1S2gEOsOBRummWmRcBdTWKpSKCB6AtP+tGLJoYAHBSflcJHrFkGHeHcV38H6gEQs8kJKaIVqM2N+xas6EzdHICsCMbotzpQMmDkBYQlW8Wnmx5mD/fJ51EErbq6wOgIAXyYRYhfpCQdQmbUAOC/gvRmA9IOH5hqBoxbgo3uyrRCzTZ6mtc/Txu1UhZmJN0WQRi2HAQAujEFArbTUxzQtIXv0A3FpqqTnUEAK9PJmQpntEEmEH5sihmwXBoj8ZHZCpCCHYLDyhcEEshRKwTyWUJtjmTOQvKtt5CkCFuKNUwW4cAChQuIbbQGYsPaCHf0m+ZxC7dYotp19hRQqAhcUYPn5wVh/MIJQsGsP7NOkkp5Q1Tm5zLlSWmDacBDMllIacCG8ajlCvZaIeSjqxf8N9XmVC13J7yTtYYeLNIvgo4N4meeTByKqk3+JvvNbNUjfC8oUa3SeWs7kpiwYJMu8kgzH7Bpp9fqFQ4N4SaVQsy+n1C3PhwQCNUmdAK12p1CmFa8QC/qyYvOsCfLieoBPd0UdE4kxyARrdKkmXeTYdGErQHyTcEuKGdJMRbosk22he6Q1fhWQT1PpMrR+KXmDGiByzNToXovKOhey8pfJa0L/Vq+CmCCctCk2h4BS2oXsNF1WrKksuklyNAyZfVnPyb/kmGsi08foW1BLdbit9T6FufDn8lrFn3Bp7kiGFE6878nxoKvyQMswGFO30ell1QsbPgScC/JX0LDpJH5PehWv1JGFs0Kfvrb5I1SQd9ISBDMk5+pQwqX0SGTWoJjRQYCnAwv2hWP1aZZD0LWnogFMHulcFE9exAS4vqvQrKCddC0ZZk90hlnGBJA/v0sikmpt0x+qn5NDugzCyWFQ0LQzj4wsMFoTCjCsxMKXoXb5JAeuzWZMmsrzbaztxkqlqx8noJ7HyRawawpYYbug45ZmyzK4kJ31eAY6sth+V/Ma/pp310fkyAx1ZNqyiQFhrPPwR/fYNZKICXVkUiMfZv54/fgPqy+QHerKkfuU3T8JnsLPQRN31hESPMgCJeG8JUmd3zthT5jGNZBj8UQEb30vWk7Cu8aHrzyjFprIWaWnC9CJbSSj2ZqKLLWe/zMiUSE17n7AgPSOMWssAWJXjH75zsL0MbFvbOFj7NZDgAPwzhRbCr8aELx2CEDaSvGs1We4BPsKnRFYYgFESZstB5ycLz76sbSTvhy/QIxlIos4VvSUzhTZEwp+EqTTN55Py6MdVvdJ+QPMS4VEvy2tFhNWeFEWM8JpTwuR5jWshre8mwaQGCRMf5q3Cpp+HwDEt5nMIpSf79BdZ828QZqw2MZIKusrZuqvNPmkuHLm3k0NWYUI+yuJp1RLpFLzsyshaByMCB4tSM2VxmDxsURC1yHuyJ1KlZs7iZv2zFZE0hK+2TlmM9R93wsDh4tXa2e5szBYnmzWtlIIukUj1sytmsZUGDjmyO9KlNs1yZq5TwtlgIoe2a5mHDiMWzhtkX7DB2QKcb8F3Cl0EW+XT8kSpdMLM8gxstmIUPizMioqr4yCYNMzjNnN+MVsyX5Sr8oEUMItW6vWUrjMYTCvylwIqUWM5sxBFepSWtm6Zi6ElaU+hFNBA4lI0Ivz+r+UyhFcTChtkg7JIRaKY9RFmN1ntnjZlYRWmY8LZjCLkTEJOLezIYixIhSc9+EXstWTMBtmThF45SU2Y8ItIRVZs1RFgpjHEVLMzWMTtmMRFwikNtkyIqeMVmcGggVCDjEV6SI8RfgixzMwiKdEV/ZicRRVjd7ZzSMZiEg7N2USuVcHZJyiEtmpbIuUfqUuRFKSKpEXxZkSRfuUxrZcSLSKncIse3A+U2zZ1vy+3h8Io+2PZslzZHjVzszsIqkMuAdZzZXmyx9p1IoarHPtMRBPWyKl4GmISRSiU0EhsSLvintEO6Rclsyl+NmYskWwVMczOki27ZeeNRkVo7NJzEMi330EGNrEak7PQxj0ixE4xmzikWgkKs2W0ihbGJ2zKkW8mKT+A0izxFviLakXDY0W2VsipcpIyK7eAmlRC2Ssi7Eh/O8pwkIJlTiEJUxbA1bVPVCsVMleVHIg1odyKi9EPIreRWFFZ5FOczK9EzLURfuV03Op+X9thFIgg4sAw8sm5WFDgnlgbHHwCcI0FFYMD6MHOQJS2rw8tyB88j26lUiN0eDEI0bpWDwkUViPJLetizcZ5FaiB+Hn/HBEfjMAEREKKFKar1OBRdPU4BYAKKwBrz1Ic/mKI5hYdEj8MFdv2bkSiIp4EzKKsUX8LFJNNj0qhp54i8RF8otcRSY87lF2pTDHn2KU3EZSI6D+EqLmMGmgwZRc6ImsqQqLfHlZnSsugE8/YRPKLzybnA05RSug/JSbKL+REwFRNOndg1epm7UZuldv1LavVgqhpI4jgMEWorORXtg9URObUMnljoPl2teE6jB0H9jUUyovvevaitx5O/0Q+nhPDcwZai5h5Rwi3WotPMDRbmdCp5+SkTxZls2g0UK86s67oiulq78OmbFrrSxeMaKAxHXlWvOmY09OpXPSfzoOwBBLHdDTeSRMAGTFQ6MtWHsqGXSIwTwsZ65UWSFGdNLGRDprrkcXy3WGs3Y25NU8CtJD4lp0hWIeWp8MQ2dItiCVIe2i765i79qp4ymPppljCyGe9aKeuG/FirRYSY4G5UWNy0U1cLfIVTAcOwDXDWyH5oqquAjCtLG5i5Zab6w02xtusTG57gt/AYdoqjOvcsYZ4qxjS0UhPAPRVNcWGFSVw1HRG6RK4PvgqmAmZieuEFfWNWDui765SdBzjAbosDmJromdFGNxFbmtkONuLmY0xw0ckt0je6T/RcApN4s+VxnoWA3AATK62HqFzslP0Wq3LLjJnJGDFlzZLBa5yQgxeflUKYrAsQMUS0xp0ZNjJmMFaL3BYdGhbRZWiubG3Zz2OHukMGxm+i3G54gtRKFKmQ+cLjPa7M84hDNrrnKCFtRio5K9RS6MXMeAzRRtc7npzZVtga51JhRaUvHYRGrBrQYQouUwfaDfYRcx56l4CYobeSmorh5gZVXhEO1gYbL6MPNRrpVFMWFqNuBKKEIZe178IoQL1kJReJiyZefwiixi1qIhRdN089Rw/CWQb6YrJ2EnWelFfIinQx0g3a8LiDZEGfUwiAaUouTej8vZzFFqioV4OYpEfm2ovBGnEw7l6nYJP4SyDVMh+50OQbqiJ9VMwzNVFrqz11E58N9qrUdcUGmctdLlGovwsfkDYas0aKx9nTAzjRSoTJDRUfC4+nCH0rKtGDNYGt51gAk5whw0dbkkSpIw0q9SFL2oebAkfjFjZx4IZCYveOPd9RNRCxD04YSYsbOPDEAFeMmLLSz/Vl8wRBdTAGRPTcPhvAyLUUCsv4GrhD2sXo8IrUcpdEd6mWDGsWGYoaxQTWYnhzXT+LnTYqAerSDdtRVCRO1HJYKDiXcvRbFLc9h1HFFWGeMcvHJ5ZuhiV5FqIKJOSvIBpuYMvNhKAze6VtixEG59TLsWfqKqxUFMkFeB2Kfl4VdLBgUmI7S6mKKsSS1YvbaRGomAqf4MteFpYONuKeM0Hpoo1m1EYlS3SBvWI7BM8svAYKNOLOE5s7usd6jEcVS8O6eSrVWHFJN17sVQ4sqXtQ84V0HoMY1Eg4v3Jp9i8fRdl1ksVzRO0RT9iyIq9qMraxWYLOjLIDLHFLzMEeFvEMtickDZHFiqD8eFlEOpxXoDHrp+9pxsWddKtSKpcrRpszyTKxwaPd3kSVaAWWWKxcWLeLmBiLiuVeX6NOYkS4uw0fLiyuJjO1hbjvFWYWDScBIqhxiRWjz5W1xYsfBoJthx+QmupEXKmwpF64zhUHmpJfG8KnyY53aznwPAkQhNNxQ0VT0qbCknbjnBOAWIu0afKJSwdcXVBLbKqrihIqsRUKmqM4vxsdkpTVqKRVOFJcc03SN8EpRSKqLu8rplSb+t3lZxSRl1u8oSIz0uiDce3FKeLurgRmMTxTlkIN6ceKVbEH/QERXoEwRSLXUBiqCKVP0rzfa4JPTUsCoT6RKUmrE9GG5hVWlJO3DjKtZggmJRRVysGdIojxVCVNvF8y8yioDKTiGULYhk4Lwsm0gQhIbxY3lJkxxik+8V/FQhJuzcb4qPxMjbhtlRCUmri+fFEN0Iipmk3PxnXiv4qF51hmKUlTfOgFgVkqLyKuIATnRoKq+VLfFAhU/sGI+G3xVJWBYIe+LpcW/gyvxbwVIkqd+KcWxdfLrRL0nTv5x5y/b47SwnOqKVdGkT5V9milJwLKlIYS3IF555dq5MHLFIqVF85gnz88oOwJr0YRff2Bk+idbp4nwavCF9RAlgKDH55wErMoZZQ4WBVp1yfoWUH5gdcgqC6geTDhpdT2PrG6dY9m+ISrhrvILHrDudLYaI90C4EYEry+grAo06GeSoZ4d6PgwfgDeAlaGDoek5nWuusegrglAM9tmZ0Eq30a59RglYd5rAkiEsRKYRg3X6J9064FAjQJQQD/MmmJv0EvrggSEuhCUseBF091booEuf0R1QTQlb+jCMFiXRC+owSwAx5gS6CVt/QryXwS5GstBKIsE41nH2CQSj0aVf066m0iKXOkd9YOBFo0UrqLLDhnpyfNQhGN1QJEOEor6V39XwlcM8nLqTbDYJoP9VkJNo0KJGEEsj+jbdE2BAV1xCa2Es0ukESmOBWzUBOGX1giurSUjIEahKZtwT3RiJcldKk+kRLe/pV/RAeqz4wLCSfT2ljFEvJnqcsvWF6riOljedjTRbQVWolP8ZKiVjgMgJcNcLf4urSVj5NqLcDEdUtd+XR8a1GpaTKGr2tBgEN1yFZKYf2LlA9UrNRrDR5alA7Jq0vNUMwW0xK0jIHRNMPkxTbOY8kzaGQgJMpuUDUuyBXXgetIRQJV2gqzRf4exLlWa9xP5aYazauJHLYAOajqLuqI6QjqBZQ17HhxH08EUdUzaBee1a6oWiym0s8SqZ4eCLxFgiIPvibcSj4+UzzeISHH2Oge8Ss24BCMIWjGY2S6TZk/TaxOdY6kKrJmjoe0jcZUJLUmT1FNTqUiStbY7wAAABChgBCzx74CEAIgAdwAkBBUCAEAATwDgAGHAcOB9xl4vFlkMkjMestuL3wlkQC/sD8ErJ4EGpZsgs0H/rKCSphwm5BJbpSI3NZos7SjBgTwZCyLO14JaWzJymsxFtCUIRN6eIzWZklImDqEbDMzcyiyShXpNnADyaykocJVX9B7JkpL+lg6fR4iT1IDIEQK8gons2kL4HIWTB445Mq8K75RpJc9kyoKchZGSW44BDYDcY8a8Qi9G0CEsx1JUJTTpw7JB1SWBDVRCvtQMv6gtURSX9UHlJe+TOhEapKOliQsy9Jc8wBwl911vmbIhQcJZL0u0lmLlIyUKHCVqhsxYHhQpKzSX9CEjJY9sc3+4JIMVChkq5JQXhfUl/SwgyUUsy1JXFQX0lqpKy7BIFiTJaCZIjwqJjyyUykuZJWWSuMl1pRjSAEFijJcmSxEx0zN/In0kr8LO2S5rQMRYvBr4zHNJU0WQIaNFhU3yYmLdJf6SsuwlwAECBCAHmAJHMlw5+ITFTKlmNZeipnQcZ7HzRMCTzHQhquS4i2bUz1XEt5XnJTMcZ3AQ9ctyUuHJ3JcyyO4Zf9YNyXqSAXGZi1SSQVJLDRzkLxc8FHSBwldewfzgD1E94IPk8WG28xHko75OsrMq0T8l76Dl0FsvFfJQD/EIp1HEXBh/krjJYHUFjQImCvBrjNnfoH/kirJ8QijgVh0DApYAjdYY16o/yUHEo8INswP8lO8TfJgoXF9yQvE73OsCzfcnvkteKDQYR8lBniKijcPn3mreS/4lJ3AnZBQEpMfqRSoilj2494ZMUuHmaQUnCl9GALjmEFOlJYCUUUUDhLycxaCIdBNRS4zpngiFWLA8M8qXUsCpiX1BUNlG8AqWDNYD0lx1ShFhaBAEpThSm7o7FKzfBVs1ZqGRS/pYjFKXyWpHP6WLwWG+J00YRlHTLAopdL1HzQDhLGTTPkurqBwgKylZGkHiUIlAcJXpSxClYZBnKWgkuo1EqiVSlzTxPKWALMIKRhSlDQblLCCngUsRDBUIXwl0FLbKWdACgJRI8+AU6aSOlgxUtpIDQYKAlkGDB4kGUsW2FpS3QYSkhlSXmUsypdTgW/I1Xl3gCTkunJTAdTFqlJLGZ5brHmYMgYXj4yiTyVnVTwfDqzivaJkM9zhgOHH8lCdcJql1WRo8wibUhnvVSklSz5wb5LHkEdtM8sU+FkM9HUD66ABWIuzKd0+NJxqVIqWqshHgL5Yw1L/MbNUrlWGZKV6aVMAlqXPLFv+vcsYkOzJK61gN1napTtS9UBlWS7yBbjBLAfjJCqluVliVi0JJQsTldPJw1OwLelnYxIUGm9UlSYVUrxQnKG1WFTVLvUmLk7qWBbQdgDLLEsBVnSknhXSGFWH44xalHVLdQE8VSkNAdS17Yzew1qX9DF5WJQsFdFf1LAdjiglnRenkSlYU6xfelUwAzrgasMPB+0MHqWVBU1watSm6lY1Ld1iY0oGpVVSxHYz5jjqUZ8G+2AjS6qe61KcdjyJPppWDSkYpbVLmaVQ0tvbIajCqltmQj/6OP26pRdS1t6Z1LiaUSrHrepJzdtFqqoJuH3UtepQasKKuj01UaVfUr64ZJzU6SqhgsaRnUsBpXW9JLeaWMGaV27ACSWtSlmlxux2mmw0qBpcHsZ8xytKnUBV7H12DfJT6lLMgq9jOgixpVQwA1YGlCXNr40olpc2sOaGW6xRqW67DlrPVPeToFNKpUJk0oVnAGA5ER+1KLhis0sO4BOSqclM5LmolmcxyLrbSBzJwFA46UlTI3GXPHH/UPRxXsYp0sTpQ9M6opf5BH0z1FJzpTKGQ8l0dLbgD50rNjL7cDOlpdKSplXkrroG5za7Yyfl2VhnUtb5GiwByZMiCIV71wTXgGASO2lCiI66XevE7pYY0UmMtBp3aUI11FaOysQ2lfYVRRRg7Bm5iwiM7wYOwG6X7/KPoPXS3TSK09oKQT0sw0mgTBEoYOxR6Uh4Cbpc8se6GlK9DpAXOg7peTsCFehPJeaA/0m/MUPSuD6SK48aVd0v7pdDSpySu2AGtC30tCqeVcC+lBqkYsVJXDHpZzYYGlm9LKELckMgOiTcZFAVjBT6wCTi7WAXyZel39K2aW7YDbpcSsNLAIlwoGXSQkupf/SiFej9L26WqrFZqjfS1BlyO9KsmGkCVRKvmAcxdvBcGWF6hBUmAynTyhepOLEw2G2KIXqKmqL6hYKWWqR4qht2HqYdDLsGVmICjpHWsLX+lK9+QJZgJPMbXSp+l/lz4GXd0o4wiuYvbscLFtVjUrKgZekSaN6LBYmoYBsLKpT+VaklChwfqSjOzgpcZiqCkSjLv0GtvXpIJwSjgJGjL+yX4hMNJVjSHkgSmCq/4TznDQSk8z3YHHII8nlgMa/HJg32FguxLyBKYP0ZT2mDklkzzq1IGqADJWOKatg6ew1GUA/01tLxAQXYfpAfgkKMptHq4QXgl8awx/48OFFJZ6s+fwAZKkNli7C95roy2ioc6y1k6uLVLYVh9J1c7pAyQQCeLt2EVBH0ltjLzGVdCEjJQG9W0IMZK2P5ZMuCZUsQaZY/i1HggcksSZUHSiJluTLW2EdrG8ZZNsIJlIJJ9qAvMkfhm7SkJln3CHKWqMrVJYYWS/+3jK86nAAOcYhnwdQsCYD66aO2nULFAAgDAmZKGCzjjhFpRb7FMl8zLHGVrSWtJdMymesxTKfODjMtUueUy3+YJwF+6zVMtRMcAyx+QZdhN4a9Mo9WEMysfKoCMjmVyFjTJbHsexlAPDWmXWMsUpWEy8Yp6zL1SXvktHepoyuQsCjLvkBzMuwLPcym0hkJBIGnjsMv/rqgR/KnIijGCDMuZJRHS4ql1SiVyWx83lFL4vXo4+5LkWXhyIGWquS8xUNl85yXosuXJduStFlkGwUWXBI0XJWJscAI/t8fGbHkrJZTiyrFlygZRwEBsOvJYzPSbYOx9cdQ6Ut9yVIjDLYJb5eCUxYs8JupSnfJPLL/1im2XYpR0y4g4ewo2WXyFFvaIKyqil5FKqayzCggio+SlllLns4TkiH0VZYl4EfJBniMtjiUsfJb0yjLYHXhcCVyiMUWoUQJulyFL0aycsqbpVASyPYgrLfyWGUsVZUKymSlmrzQNmfkuSpSR/bTY1rLAyXryVZZcxSuah2kIVKX9LB13nlsBSlDhLIRES9NI0Lkyxx+hmxoHJhsonWUqy5sE8VLDgQJ7H4pX6y4AEDTIRdRBsu/IYRSjSl/j8rWXisuepd9NFNl3FLFtg4XwTZags9KlXhwKNguOyLJUe4ZXpZjRoKSRkqLZUniFY5gZKXWX40TspXmSn4EH3YwuDA8PCfl9KTtlQbLk2WRUtyZcGys1ljbLHZAsUMCpR+vGRlPyAdt49sIppVKkMlSodkaaXzUqAOnbRUOlLUMcZorspapRcgmggPNKd6WYPCf2gLSkelOak1Rwk0ruoKIo+eMU1LaCRnsvx4HNS21YQJkN2WdUtKYE9sWDGUNLT2VwiAYIDOy1xlCjJHprbspOpcDSwlSNbRV2UvqDKuQByhw4CiI/FGlI0XZT2mCGqNBAD2Vu0tuWGbsOakBqlDfrHIzmlhHsO9l17K5Vg2j3g5esjfWlOoyjjIjSlA5bWdP6a8AlYSnbDRw5RzSor6xHLPMga0sfZW0jZtwk7BW3oW9OiIHDS75l3CiCOVyrBU6GVc59lq7LWxyLTQD7OCyp4yakIVaWKMsKSHCyqOlBBTM2oE0lpFlJypOlN7zJOW0hhv2M5AN/MhdKJOUF1Bk5Q5pNTlCnLZOXquMwOsyGRTlSLKwCSXkuF6oyy6dlAWBWGXeqWXZXoULMBG5jf4UCMpKGvBQTBYdnKFAl4tWs0FmAhJQHDBidhDLjOEMDSozSTDQWNAlgPaaYj1TOCmHKYYbHqWchqQynt4hKlJ1zXqgC5WzS3lqJhESwG+codesPS+VYe7KxRaxEF4Zc5ywuiTnK6aW8tW0YJfSmzl/LEv6UzvGkWAwQcLlVwMDVDYcoDmvUwZng6ewkuVf2CTehGpM++0XKgRRUMrJUsb2ZU4bXLCKpFctPpTWpOLl3DYRdQdrCS5RlyzBlZPQPOXpcoQZbHsJjlA3KUuWMIyhmj1y6N6hgMOCAdcr/pYdpZblZR5WuVPvQy5gHNBPosexbRldHEIZc2salZAc0RjBJvXL6k9scrljXK0uUBzTLDicyo4Q72wIbzb0vT2IFy9/skjouuXHqT9qIwy97lVvVhmLmcr65blJTHYVnKhuU0mUc5bwyyKOX41QeWjcvO5S0QC2oIjKjuVQzV+5RN0QXYtozPuV8nFtpdBy17lgCh0eUWSQDmo3UJ6lS3KxRZ+kEoZfDyimal3KpuVuPFvyAw49ZYU7KQtKnLVg5ZYuFUcZ9xAy4ZrHIuR5Dfla+tKnEX4rRu8Kuy/1Fvq1meX9sN/DBSIJnl9PLT4anzI1EYhyuRqlbUFlqx2EH2F61aM5u9x4fQv7Sv8BWVOY2PPKXP4BPWEeBzylsphjZHwxQ0tyGaEsXXlq7KYFINNl6+L+yy/GXcw+eWwcrKob9chyKJNLUvJC8uVWo9S45YUnCKyqEMGtJc7y0XlrvL87w20p0JvQIUrYksJhOXW8uxuSxy5+h/4hsbn60uN5cAsVXlDhx9eXB8uNpdH2TLoCy1ZJSN1hQ+V7yzm89KwujiM8poeLAaA1Y/J8NeUyPCd5agOQAKRoiJeWoDn12P7yhcQFNLU+VM8p3ZdjPRPl6oMI+UPCyx5uzyqGlyT0/DAN8tb5RLoLKoNfKzeU5lFdWnp6atSEJEw+WCiNL5RVCJDC6K1C+Wb4GQlDDAdVa7vL/oSPbAr5enyjBmQikbeXJ8tL6V3QzhYInpl+Ugs3D5Z3y3H8VNz3dSrsrb5dyQOPly/LuFhe8rX5TvhcvlZ9wl+Wl9NH0jbynPlpewwUWiQ0d5QTStEihSRfVoVMAlWPgw/Pl2BkKaWW+Cz5actWvl4h50Zhe8u55Q4cY/lvsiiqXicrVWZsIhEiwVhHEm03WNuB9CMbAiAqKWWTjNUtiXBHvQ4ziIRHwCtQFUQ4o6Z+eC7DgsnJAFWgKz0R7zZt4LavRU5bAK4gV8i5ia5EOPeUpgKygVaArCBVV0p/OvSDSblW4FP5iSHCsegfS1pigwwBDh90tQZRDebJIo8xyHTd0pEFe3ytA4nAq7ez18sIOEy3PN6FEz8QbCBEpWJkMyra5BxX/Ip8s2UjwKmpA89KBGHy8rqTBFytQVNzy8eKHMAEaictB64T3LZBX2SGCOHpuPAQWrFRBWCCpQZd+crLOZUNqQYyCqIwt3y6kGrnKPeXT8pueZRYaYwqjx/5g8CqaYEmIXwVFgrnZxX4hk3M6CDQV09LohWvTVoOOPS1R4EQqFBU2rEprKJwRg4HgrBeUz8ukFRIKqketVLyDj5crSFa4Kw+ZiQriuV90JP5fIKzQVHvLS2Z0iO/QOAyhQmoPNbBV48o95W9dIw4FYAohUoE2ZVMEcYowb3LL8aW0p6FcA7XwVC/KehXBct8FQvsXQ4vAr7BVifzsLIYKq4GrxKngCU8tKpTTyicBjtxa8xJwzQmKEDNYVEXtudBpexZoHicAQAR6gjuA2FRvjLxAF6KPJKkirRQyThi1SSteZ/Ii7yPSUlMKBWTPw2JwN+RqktGGhPmMs45sNayURnA+FQ8KvYVkKwbwSORDeFSgcCRMDwrqVwPL23fGUwruguZKGSoyjyThr3RbleOvIpQSN5mWZSasdYVufQM+C3rNUBsGCoOyIQV+OaQivdmVA0F0loK9QRUOzM3ICysQEVXwqzmU/CvMdoVI/4VWkD+PxHX2OFVpA5ogZwqHBjEio8av9eJOGsIEniHToHuFRiKj5lfpxd7xJw2soMsyv04kYlh3hUdzmZSWcVkVszDoRU61TGoMrDFRUW4wuVi/CqBFeOSwQA0ArXsFfNNh5YPEcv8hZNC1p6iuFdugKy1BuoqzTI1/KpKmaKnuyxorCBU7LMNFe3EfUVRJV7RUQmAd5NQK8P+JZx+TqvTItFVkvK0VXor6WUbXJM5ToVHrsAZx1n4IMsNOEvqZWG1WZzWXwjQlFRLDNagsCzITixitISGGKsp5workxU6UvyKmqKsA4qbKynmCckykaEC1BZjJwWqDGFnHRMqyosVzQkJYYHuE6KjTqbXglYrTuVRjSzFQTxMKlqYr+RVRipWOYmKrkVTcQ8eUgjXbdsyYdMVCYq7FYoiAlhjPRYeZow1qnyynD4ck5Stk4SYr3CS1suBOElOGzgEjkvKXAnDZoOlbJcVflKeTjDezrhv9qJClK4rGxWWUhyFTycPMVEsNGo6KjVTrrWK9Z+tiM/Rq9iv9mQIBEZRm4r28xxitc5YacVcVVcNxBUDipzUJYyUMVGYrBxWcqIHZgZSscVpIqvQzH8FdOMGgKGw/YrRxUipQ5OPc8DMVcygXoSVipq5T0vFC25yQ+EjLiqbOD/0usVc4rFiqPiqbiLdy4FYeohoJUu0FbZU2cCfMBJwIoWWUs3AThK4CV94qMBwu5ifFYBS95YyEqyJVRSgTFcfOd0474rIJWVjENEOs/Z8VkxVCb5xiokZUsK4XqsjKk/48MEGpRSzJMEj+hf2VIRMphlTwA6lcyBLzhyStDpQDk5XBUkrF2VNGzS5VniHYw0dVpiWgAMK8mNS0SOpuDnsSocqAuOFwjqMc1KLjbY4NtOPJK5OYpW1rJXKSsK4W+y9PZ2kqgWaR6GRWWpKmGBoKTH0nySrTKnCNLyuPkqxSWNeM9qOpKyE5FkktJXiSq3kJpK/SVumisqq0XB5cL6i04W4KzBFBIXFtJTcsgKVs7U0pXKSvEMv6sIFRzG4ONHzYqeWZJHQTRBUrcpVPfh4wRsaOyVevQGOX0T1eWcSCIGlZCgkwT2SuKlaigzKVxUqJ0y3KMpBOVKrL6+5wMVDbCNqSGJy7UVLhy8vRXJwCuKEAEaV2nKhpVmsCTFsXgsyeboqlvHHwHGlTN4haVu4c5pURTVbodNKuoRBnLwvBGcuVKoGKiHB54xzOUnICMuCHzHwV4dUtcH7qjrpTSYc94SOTOjTt0snoBvVE6VIjKbziaSuq8Fv2euqweClcj+ctsNu008m2YwrYzZJgkpmKQyvoa3YIvLGtcpvOD9K/3CC8hbDYfSuS5TVpWpAmkqz7CXSuyydLgxGV/dKrpUIsBPODrjYelwsSIaqzAhUFUhceDZTFwOKBJCv3QADK2GV1dUFmmYyrGmGjKgHpD0NUZV3So/SMisrGVcMryZo6COJlV/SreQ7HMQQRxCtLoFrg4KwQDKgoF8ypQdEDKrHpfgyLpU0yuOqTdKzgVvMqW6qTsqzRbrXYB8HljsOXlcwb9Ap/HwlcKlg4jbmMXaiTcRIy8jcV6jmqRckDuQfcQMXNHcjayuz6kXSFeoVqlVVI7UoSaBJVDh8OkleuFkOXtlbqwkFSdgkLhhKyvG5YQ5PvU4JBHhwtvK5+eaQJxFPTiORBnFjNlXCpAJ8EtNQ5WWmXdpF8QQOV8ql566AkF9lQYzBWVcZAGeWeyuTlQ7K2OSDXMT6BHEDX1p1cxvgbNAav7+jMUZs7KiGQVNU3ZUskE/eUE48Uk7srchks0CdlTbK0PlatwdM41yuE8e2CeuV7sqhZFY3WtuGFwDuVVsjqbg9yryGery3Rx1cq+dGi8rW0uXK/gJTM51rgTyp+sW1c7v4NNL7MhwMr96INS/lgM3NthL66F5SJY4mxqqqoDMihvKUdmiVPtRtWTDZWG5EVkibK8fIUZhWnGsqENyMV/ArSzcrB5WX8xNeTbKmsQ56znBqG5A2BGfK0oZXdCj5VfUsusN+Yjxq7vK5mCVZNMojvKnPQQCri5QbyrGsH/K/2VEQz28XyqVyAinTdVJ3cqS5XPysy6ANKhFl6rjZxnQ2NzuJkgPzg+LKXDmYKvOEM2zZxew3A8FVF0pqeNAIIeIEdxvF5aBVIVQQU1FyWCq9uY4KvHcLQq2AV9Cqo7iJ3FnuFf5I2+V5KVhVBVR28KeGNNso+kWEGTcRIxb6QQuqTIIBFU82MwqlBi4z+IYgkVIJRyv0NsIZCUqbN2Y4kYtm4FhtdBRairWV4HaX37hRiu0MRR8OvrbmOX4FA1OU+EIUlFWYaSWmM5/eDZ+R9JFXq5CqqvwqheVOQhCOnnmX3pUV/MlZLCDLGCyKs5FOIq0ucVtyuJWeyokVY4qi/WctKZFXXXJkcK2sGiwrirO0WYaU+ldbkJ3cJiq4MUNoqZbhoqi6gJGKSqiYULcoEEqib8nhTMlV+KuSVQ6zBxV1kly+KF1UKVUl/XmQXaxLFVGZBBpYnJc6oA6LJMrWTMMVaMWUu8LxKChwbyrM7DEq5iQ1uR2lVdrEiVToweewa+KPFV0W0xiUapQJVRSquqXYCxEVW5Y5WVoSqebkfVV6VWuiyISBWlYlWAkD5mKR0+bcD9BTHDcLAqPnaGbamARACtLoeFm7rMqkpVwnj8aSRWOVlQpUU5V6+BF6UHKraVXvLI1SWUwdlX9KpvUusq8fI3SrzzpyypXhsmVEXlZKzmFg77kg5azyi25k+41eXqyrZuVryruhpWw/lUs8uyFb8qnMMFNKz1yK2CzOiNubthLZTRbnJUll5SiqrM6P/Q5VjwqqaYFmdThyDhwtqgWSQzKviq7FVKKrEHgkqo95fDdUFVevK/kk18OAFY3KiFVsKrq1JlUIrKmPhO3l0Kqszp5+AR2FJwus6KdI3qXKriQOMqitGlwwqTVFZnWfYObSkwmHp15HitCoHusSqxvlcnC8VWN8qpVZVdD3l2l8xVVI0taYictBBMCtLmaxpcpP4Q7S0vYefLWVVZd25VUPKxFVo/LM+Xjcq+VeJKzVVdhZIVVaCrVVfGVJVVBozqVVH8tiuq6qiAVDqBAyqv0gzWH3y83a1qr/+WdItK2Gyq7/lx7NLzqT8pK2nKAYLFc/Kp+VpkqFVTqq01mxqrxVWN1iH5dIAlVVnn9l+FAqs9VbyqilVHBErVLEqpY5Z3K9VVwnKABVWqu1VT7yn/lxqrL2D8quf5ZpJCX4b/Lc+LFGQX4aPyytV3qrYOWlqsNucCiX1V83CPVVyrGP5bTDEAAWor0FVHkqdBFdha9Gr5UW/l97nHVVnSogVo6rOGLTqt6OHOqqdVn+yTRVECsnVadhBdV1a0UorzqpXVbaKm95ujwphnhwU3Ve0WJdVE8Fd1X9TPJJRW8PaVmwN0ci30vYoRXyhkuYux+hndQEQeGpXVBlqCLLFgceVvpR+qr3l0DKPeWnyRv5UUKj3lh/8b+X4ytHAmtKG/l1Qrqf7dNWijL20aDVfO0bjgNCqeeBBqmh4LtQzBWRDkjWo+q/9VTar+eB8Cp/Va+qrIVQhxN+VTezvVXxM5nYepUshUwpOz5ZRqxGSAsJJqRbgWfmDbyr1KouAuBXf7Bv5eN5U+sFEzyNWwar0FZJ4VyQgZU31UuCs8+qkWP+mcPLr6GbkF0eCCuH3Amq54moMwm2wpgJNaUQkrlSoiSr3UnWioFlWnSpmX+Y1M2OFpZUVYzL/MakpOYSY8KorGrLibtJGaq1pfoy6bS4IqtaVZPC0VJpqqmAF4SLtaceXPRTai8J410Q5pbWasceB/nd0gdaK4yVUiq7WIBE4ymfmq65V1eKsOF3rekVcKA/7qmavC1R4kcheumqOrh04qEprZqmEVqtABPGOarycINjGd+KIqbaqnfCm0lsMo9gGWqLNXF2RKZTUUlbB7IqliA1FMCGjHmcDFH8j5tJmaqWxtKSoLVg2NWV6VPCq1U1qrklZWryrgQvBNUfNpHkVgNwZDHo1jy0piKotFRYiqFhZaofRc1UbrVK2kERWjY3Y+jpq+UVLtVSbTKqVM1VZq+rVpiNptJ7CvuWNoZaFlYWq1SVY4Ci1btq4gy4Fw4tXlXGi2VM8pLV0awHbRsUylFSE8M3EkjI39aF8Btqrdq7zpiIh8tXN3EvhitpXrVLWlwhnzaUbxCdquYW+Wiyjz1aXxeCtpOrVb2NemURaVB1QfPI7SgOrBsazKMSWB1q2HVvmq96TbMrmxtXJIFmeWqE1jjfGIOBVpB7VxqxV74oUuu1TNquHVgO8XJWHYy5JcdqlrSBmr9tUaiuYAEOq/rR4f81qU+a2NFa9jAvATOqMWUx2MZ1VFbV0VQJ8v+6OipnVRuM1nVlo9mdVoKUF1Qebb0Ve6qMFWi6tPNjOMjW+Yur/RUHONlANXS8ql6C1o6ocSpdqn14hI43VzoxU3orjJWrqvLGuuronqwLKpgGjq19BKYq0Xjg6uzFdxStF4FFLvAaJsrReDE8s8QZ3g0sYakoKeAn0Z3VNuqdxVBUvN1ZKy6S2U4rjdUkUrbFXXmHXVKFLA9XXpISNIN0qsVg2M14lq6o3RVxpV9BvErTNpeDW/VFcoMjFDurFdDU4A3RaCS23VqCygXhJ6sORFbqyY0qWCRxULapsmYO3M3VbyT5RFVtBQuHCgN8J5jyVBWDYwHaaWKwrm5S0AMGRkkq2jXq7LBIz4vdXFGm2wfGK4eZcKBG9UsSpkAEpqr8qKmqSIaB9HklQqOa6V7Kw9hVX3Tq+iq8ZL88krn8jBpkteJVEVN89Ljx+XarAYSDZSidMv4A/3gqcEn1fNi3vME+rlJWbtV7zIvq0/VdPxz9UH6sv1Z59CT5J+rFXhKCvzUvJKp/VDMMX9WhXUE+GiXdSV6QqQoaC7FHilmzI34p7wKxygtNuWFq8Ehln28+NWsJL+0hxyAheMqNR9YQhUgpqAa0948YrzybiarI+N16b5mEwqyPiUAMf1R/q7A1s+r+UADyTQVfTq4b+0Oh13ZUCqEGXTHCg1/Oqb3nIfBdFtQa3T4B8R6DUsCovVQ+w3Gg5BqyBVPozYWZ8IFg1m0zGvlbSv1yJwa0uJlbxr3a8GucmvwaxoMoM1OmFMGrVMgxbRqJYywGWVK6p/KlTg6WViTypBUMrFUNbO89Q10mZLpVdeEGGGR8M48aRljaGCfAK1PRqh+J0hMCtFgyrByRujRpOQMqxnlI8xk+H9KuX+3PNqqVEY0+3tYa8l45Tc3pUXzHCJoHYm2gxTs5BUqGt0NaKGLwVQRq0ZVqGu5IPvqndg4RqieHH6pntGjKjdh0ZywjV3Ss0aMF/EfVcOkx9V7nDwsllcUJCapLkNiptkNbBtq4jYaxVcjXUioo2Mdcm/Vn5xts4Lj1qcGnrYoaL7i3mzAGuIuEguPAqHAg5paWvFS7pIyVioapKfqQVGpwNW1wsa0/Ni8eIl5ijAEkMhKYuZKninucsBIM04dLVrazmWxED2WZdWs+Y10JFq6HeBD1sZ7kEplTxTy+oKf06/INwvQqMcqgKK95kT+OC2Uo1TXDuhRdGtONQMaho1yU1NyD4UiWKjg0XqVmnCCjUbGpR1UEqCjFKxqsOFTgBMCv2SoJUzxr8UJzMruNdLccY13hMTqQExKvVCqK5bUPTwiv5FGsozGm2MqVp7xeICFGu+FbCazAQgigETV/Gs+Em6jbFIYJqHzTdkq8ZTtc3E1TVxA3r75RMmD8akZCzNiv1DaMFPePsalT+MJrYEiAlUuNWR8NcCPsrKjUs0B4JKYWWk1PRqBUiSsu6NdSKsiZBNiJfh1GsDzNAWGtFKsg7XjnSg9Vmm2eKVleYbN5y2NZNZ4aktxzJheTVbiK+NeCavTVhYY/jVHTHy+RyIPxVXU4e0bXGtJNYsah820xVo+wfMopePcal41HeYuIZJDJoeksQQsMdpACbi3GqmjDyaxk1LtYCbGumq+Ou9WG41veYS06pVAeNS6SpuskprLch4ioVNcD46Y1LDLXtVyA25PDhw3HVoZq84hqKqc1Qqa46+hmA3sSaas9NdTYtU1JeZZTUfwGVNWyaq2g3WrczUmvG+ptCano1ugJE4YViBW1UIzCjFWprmXiHLTGNf8apD4ZBggTULGrdRk2a+W4pprIzV1morlZLHV41Xk1/TV2mrLNVYcb01RZqltVImr5NfmasoQnJrxzUOuJTNY6a2JJ8ZqdjWPGtgkR1mcM15ThXjU72Js4Ec4IbVorw+Doxmp+Ne948M1epqpXgLmtTNRMa+Q43NjMzW1oxa4JOa3M1lrxJ+AGsBLNXyav+mXpqPTW8PFaNaya4g19MM16TxSAg4ahDfiAq0r6ZKqMkXkEm8b81wpYaDXquOIBj+ag5Ji3l2YAAWpA4Suc3JAIFrzF4CKB2lV+Va9V1bw94QExMFGA+S2g0UxrxWG8SrhDNzY7bOOlLY4zQtmItbAs21YpRVpRiAUqUNOC2eTcW/Z0DUimt1YW4a9A19xrs1ytssR2Gxa6P0u4rEdhMWpZ8CPMEw1osyI5V8NxuOZRaq64mKVuKWkWviuJ2UEi1KIZubEyWootTAaPWxElrG0aYWumKl8yUUU++q2VoKf1zoKgsn/EL5ri3qSWr4PpuahS1w8yqVgFGtMtcy8YuyXzYVLWCWp16t6QDS1elqcrrKWtsjMqyzT4eFqWfAcaqZNRyaj+Bc4qSVjbGor8CmK9y1etjyLX55l1DFm2UK1VlraHgskEitfvqysG4rCgrXpwwZNfEasy1dn1rJJo1CwpePiFgsOlqBLVkfALhAnK7Xc+PB0jUUkt4VaDfK4oX9gk4al2w+6uwuHalSgx9Mwa6VDhEnDJR2jHUcOKLO0KkfqVAdqReh5G449WfmA1ahUkVcNcnpI31rihcMIVQPTwB2qhYXOSN3yflYx2YTrCTWsGNam1aJsj2QRNBhljELLXbIgs6j0LJIFtT4fGIw841I7UL+4syFGtdhy+XqyIVHpJVWv6+D7ZMs4KmN0eo1WpGteSag6+N1qBrWYQQ6vhdah4VSq1jrWqGDFoQmTTUVkdLBpVkKtbOAJZIl6d/AAbVwWsaLP9ateIlb9s+YPKBYVeH/PCYwNqUOrcvUXiNDaj2hQNrwbX16XOGYja1C1GRquMUp9SSrjzMn1xznVEyhzskKkbYsnG1dOcJYaB+SJvsJ2Mm1l19XdiDfVxtUdfJHxIJQSzlB2UHLEGZTxIeNqDxAeFnO+JBOSUV+Nrhfg+sFwaE1avKFnekeeyfCp66LqsTvSzRgF5As2t8LJ3pWiOYtrkzU3fEJtYruGm14DxSbUzNxJ0Cta0iw1Nq2YJSqRT6oBmWxhlEDMZjq2VksYjzJW1i1sJdoc9FltW84RxMDwqygHc2oxHHbary+hDgiGByivZuebapOkbtqKSZ02upteAqcIsPtqNbW1UE5qkGZBDyGwqtbU9Ek4QnJNK6+QNhHbVyTS12iLaoi0Ior47XK2uKgFHa2m1NtrJM6a2o1UpU9MsSGwrofE52p5XI4w/21GdqA14qKll2HLaom1hahrbWehzG/EuoQ6qiXwzZhXyBE0KeDBu19NqhVDSk0S+J7ajxhlpM2bWu2o8YYzakHYSY49pLl2reyHiycmSrNrgLmF2o+wYWsTGYKjRZLEZ2FTarHETfwR0kB7VzcAVUdjTNr66tqm7U2j1hUlvauUV6NM3vgSKvXtfPXarqS9rJeCQaGjtclQVoCj0ksPHo9Unte0wSDQOPjR7UxYkftXhcB21Q9qWERqgl7tZHavsK6dqbTwWuNdND5JAO129qtaZDOI+VVSSjy8jjwJXh4mpk7I48evoyJrPSXgLGZFZw8Lklbul/OCOUGS2cPMaEUlICaR4DatdNcBdRCJ+Dr+V4KkuwmEUagagvFL5TX0pA8pZQ677sgQ14Yp6apKgm4CU/WuZKbKqparPXLMa/uCZxLMTUGUH2iFA6iM1F9ZrLxsOp7NYSzV94bgJL0AuktodeQvcFq+1AZOafb3gddSK8h1a2r5HUdUF05gEEXN4zIrRqBckvEdRUyl6ck2q0xglMtG7CFSj41UlBqyV8YF0Zbo6yc1viwOHU8rM11cw6x+eqjrKnj0OoyBO0LEh1lxqgaCmOsJNWdQS5JBhzWTXuOpCpdsSG1IzZKKlixmpMqUtqi+Y8JqtUi8CMoQp4tWghvAjuHVN/DodUq6Kk1gIDAhrKOs/kXTqgZa4wBNXRA/VJZSP8EG1oDYsnWBugqBIU6+rO+TqJtjV4GydefAdi8C7IynX4IGqdUU6qp1JTq12SY2rxeOha+9Y8VAdj6mBBwtfuOWVlDfxAKWT3HfJQenFMVOV5QFL2rnYpV/lVQEMik0qWRKLwbPR0Bi1CKQBWV8AhYtTIcHC+BhxYKUeUFWddxaoKliXY4yUzAUqOYl2ft+Bsgbjm0fgQ/oZavClKawmKYRyDZZbLOR+GUrc2WVlXj0RhxXHMVHTqpHXQiroACSkXap3gJhnXGUNgOHc6oilOlCOniQngLZXwom/4bzqZHVOKJ8dSgRJHmVlDl5JbOthoNikFuSrYkKJU8UAUOAenCRlJVBP5JUyDSpQC6yZ1YzqvqAQLLLZQhSe51nzqD068SvxnD7qtF13Tq+wq9OqRdQBYxoEGrK1nWtsvJddtqhXAeErfxyHAiKAHOKre4BCMFcCISpKoMXJOuov+rCkKayTmlts6rhRprL8OhTiphdbApbHCHCAPnWnwt+Ft864J+L79iXXdsr6ddi6kr5vwt0XW5UCHZdmySCl9KQ95KyutkEZ1Qe7SKBwndU6uraJbpamKGA1BRiWGGqWoH38FK1+Lqs2VfOuJdQq6q3kzzrW+R0YI++SWytAmXC8zXXKstG7L1WTl1u4rxKqIusMqHXmXjCaDzGXXGutU7jK6mdoc+YdXXbyXjdfC6xixkQJguVLUA5dcBnRtlS/JAFLBurDIMVait4mRr2nV4FkARqaqDqlljL7GyrCAUdWpy8psujKXGWKLRJrHW6u3gAnioTTw+iMZdo2BRkyTrL6yNzwzYvotFJ5+c80aXtuvlnpoxCpl1XE7tXxVmcZb2QT4+oZZ3GVnVLQBDO66t1wSq/GUTuvaZcqowsRpXtXkjEUsfhmW6mJltjKd3UKOtiZSBIx6lzlKcL6NuuWZZUyrJscOZGyWlMvHdTiuYclA2xDgTHeQKZQ+6/ysRpYDHWZ9nHdWa2CR1qTKyGwCjxPdXk2BuKopLGmWpinLdSIfVF1Q0NV3VvMs40jLLJAs6O9N6GgeoGZcBCQD1FPCI1LqNlArpCy7RlpNSLqUbMoI2hBqWY19hZ9GUuNn7JQR6lt13zwPmWwFnXkm+6lHVXBZp3Ujuv2ZS5ir+eA8ZjmW/uoQ9Wf4Cl1C7qT5jXMp42BB6u5lk2rtxQyy1+ZaW6qj1DpKDWXJ0INVQ4SqD1RHrlmXYFlRdXh6gFl/yQ+PXGDNzJRsYveGrdCeaXnMopdaFMWFl31r4WUkGrafliyyWErH8qWWnnBtFawalqhWLK/crrkoM5SZ69nVlLLCWU2eoXJXDbcXVZnr91X2ess9dgU6z17nrK6XGcqUNRcAmila91EyhsspWqKp6tp6Z0huWWousC9URSymyprLb1XCstE9Z+jYZ1ErKWXU4QgLZZegWVlUp5E2XMss+PrZHc11WXq4mxC+jipWl6vRGnCyuXVJeuZMHBXKV1IrLDMDkV2NZUBSiL1j4swvX9LEtZQl6nNlmHqjgSJeodZeBCBBl0VK47n/Gq7Zb164vVyVKyj6RbDSpZyK5Xpcx4U9X9LH3RiAwnpISkh8qXV4KaAIVSn6197DlhVTQzBGLPmYm197qQZqkSsKkZxbaqsNRIbaBBWR/8G3/b1IIERybV4ezy8e9jCIQYNlj5WXepqmBLDMuE+3qZ+yHSXEwJuQWGaE6om4b2ytUERqGZiVp0pPzhmEjBjq+NPI163rSrJA+rKNcgtcCVE+89NXbesPzNcK++kJ3qOUyHevHWnMysWa93qZbWNsDy8V8kQ6Su0p+yUgzX4lbTEUNABg0QfW7JEqVMk6iDEP3rNvXaMCYuFakXl45Nrs5WPKNNnuBKiv4BcrqfU9JGhOArDPI1q5gaXiVWq+9VhcNH1pBDSyUE4mLFYSKv71HUrZkj5itF9e70j71YPqs0jnAmPFKVIju0ZRq+ZjC6R59Xkaib17PqBfWy+qUzDhK9PoeRqWJj5MFV9WUau+M3EqofW5bULoiBmOH1mmqoTSiuVlOMj6+wZevRTjg4+uWZVCaWqGScNsYo0rGt9fBKm71JTLuVTHioHOGqSJHJ4vqm4bDPWEbFcKjn1Rvq2fV1vE19QYNLLyOIrXvUPQ1+uBWK/31LpLTVTjiolhu/iQ9Ipqp5fVu+qGdKAA5Vwe6cjr7RyqRyfyKJT4dvrghqJ+pDFXv3XMlrdC4RW59G9lUjkuHkW19FfWe/wydeN42cEg8RTyUg7SkiR36pG1a0r2/V2zCJOf36+Byvfr6ZIOeoH9eUIgbEiq1anW8LO79TIkIk5s/rIZiktGn9dUIhf1T3wTLmGerPBLZ6x6ZyEApoYu9JtBN4wU8MFKzqeD7+pU4If6mlZZ3qIwRn+uvQFuKnRFQVZsEEiGFgqboKii48kRhTiufErEOttNmYDsdfDCLAQBWQPAsE4uirn/UshzMQcOXNv+9/qiCzX8DP1M/6m/1ihh/+DP+rIATCcb+KH/rImgn+rhFAh9fc41fkhwRX+vIOheKiIwWAaNpTMnCD/mUa7ANJ/rG7gf+uwoO6cCuqeLAHoaXPRxFZQGlHVowzafXf+pWQJ8sjANvhgA1BLKLYcHWVM6IRVZooxe+tfoM0YYIa3FhuJXxmMnYJ8sg0kVyL7VGfLNr9Qf66H1GnkVfWKGEQDRRcIvgOAbN6DUBvwDbKY2pV83qVFlLet09eA6ism3GZ4yiArX04PqS2zMYGMIJgqipUzKFJZKGajLGxpbNn8mDYGoIxoOZzA1jMuFzG48LLMILLccw1fQ+zEDyA7MXgaDn4ulDezGWSNwNnmZDGUGBoeIU5MSUlgWZ8cwRBtLJUVmB4hN7ETA2qWwXHv5MCFlbhAR9I05m34JEG/f6ib8bA1xpFSzKMy0nGYUiawbGBu6zLE6YINGkx0tVGb31KpFmSvIekiig2hFhBUDiQXLMWJUxCy5BtA4q44VoN2nradXLer09Szs7q6Jk1iWUkllrSAMGrf1S38DA1nggioGrmfoNmk0UWUS6oWqUZvM8EpDI6dkrnMxmOSyuYNRdKFg23gh32cha1YN8urt/WKQF89cPpLvUovxOwhtzMbGikWYNaXLLNMxMWoHGL+S64N6sNJOxkUrYzBMMQzAQZk7g1JCOhZbrfVNlzwa8LVBmXlZc8GloN0KAndUAhpODXokkV4Pwb6kxPfC1Zc8Gjk1a/qnKXPBoNFpcG41l9wanYZzHnNZRWNcVsUIba2VuZhpzDRXQBZj+kHg1ghrqzNpqXH49VNYjluZmHKkCGuE5BIbUQ10UsUhjiG0r4tkdvg0OXVQ+I8Gs4NRecu14Zss8DZ6UFz4TIaLjm5ZlhDeZwfiluWZfg1Uhpn2CKGyENZIbXcwChslZed8DtU8OMwMZ4hpChhWNVNsWIakKUYhvOzKMidUNBl0O3iIPTCpTSGzlRaIbajkUhtJDWpqaTgaONKQ28DnXzAaGhp6SXAsTkMht1De82VI5GobWQ2JUvZDe4KWOGpwbUoa5ZkVDU6GtINQ6JZQ0ZbQfJRKG+HcnelpKXw41FDWaGufMMobPg1GhuzzD6G794eoaZ+UqhsMxlqGsMgAmZa3R9vDZDd6G0m07WNsw3chtIadhWRtAyoa+wZVfCVDWkG0wW9Xw0w3c5nYzLyG0KlyYbcw3zlRZyHZS08aEnwww09THZzKs2V0mJlLvMyVhqOSLm050NpYbzkhehu5DfMtR0m7wborUTr1mqP6Gq2YcsK7Q0EQALdaBAIt1olSH9WdUouaTPqqGlSG93CYX6ocOFuG4RhW+r19UArF0/mvq4B87KxTf6rhu+2IvQi8NR4aRUY7hs6pf1U5/Vq7Lp4JsyH31f0a6nY7HM39WAcuycZ/0u8NHawWf5f6qDpS3hSNG9y53eT5qW0JhEhHRgkaxo2HgGoNAYvQ6A1xMxI1hwRso4FZQE5lHrzkDVwoWTUtoTb3oxtK5uURf2vDYmA5Im+EbKoj0LE/NUcMsg1maZ1knWElvzC56iC15EbdQwQcOzDNRGvg1acT2DUURsoNXHSZf1kxMZDXA0og4fIye+FE0yWI0GcrbxAxGx1MLTqr1WHBpIhs6PW+lNyxXpoaGu7pTJGgVGOhrpI1nQMEtYYajalGJ9TDVQypJWO00ngkAlq696Wo1sNZ/vWBV1VK/pV84LC+WZKL6Vke8DI3LIG8NdpGtmlVODTpVUrAxPlJG1BlglNBPguRpgZU+EmU1O6JlI3kIwVNXi655Y9KDD5HJGs8jap/cfEMgr0BROo00jZ5GrehlhqWNVIEhZ/v5KAWVYBIvNgsfB8jaNy9WVIUbdqWuHDSjQFGtt4un8lI2jcp5PtFGn3B1RM4o1v0oy5jwSDjV2Ub9diLhup5b7ctUCVVKVaYDCujyeCKm7SjVLo8kEGtiUe00qglXUbQlHCpJa8NJK2Wl/C1Go0871zZfvNAeot1LmhqkHO7ySZK0mmBhLhZWfbxEOVZSrqN21D9oZmUvkldV3TTSvUbarU9VkkuDtGka1aLCzCXGsBppbJWDe6o0acH7qqNqCZNG/XQ+yzAtqB5Nx1YnfBalzLL3eX5k2FunMoL6ld0bHpo1Et6lYnfE+szlLuMRnRvxSZ+sXaNBj8Vo2gxr2pbpS7jECrzp9U/RpVpapWJXYpBS8RXlKJajS9Gt6lFa1nQQPRrf5RjG16al9YnNUoxt96fiElyVIu8Oo1UErajTDGjGVnUaIY1M0oOjXuAurBX+TZ9XPKICSWTGk6lzyjeUkXRtR2iDSvGNt1L5eo2Euu8ATStNqFvS0Y1HJBIKPdGj6NB1qYMHOUt+jfL1De6PMgrpBsxu+khtGka1lOwPQRKxrpjRzwgGN8sbU4YiUrCqPko/xVtVKkY2fRtz5LjGw0cr0a4JUubSxjaqqcu+JoJuY23RuNjetGjmNMelUY2DRtOjdrGhmNtVrBRwnXFIjT4zJupUeoY9J7kt4ufeAP2xAy0AtSfgzTpR1TDaYuKBg40x2OCLJP6yyQAcaHYqV7RmGcxGycZ77ITYXhxqUPrzDMONYkampoSRucagxES6Vv3CdCwtCvqlh5/ews0sqzDmlbGzZIXGynhVcaSNV3SsUOSMo8UAqFQatInUjZpc3GsDVFa0tVqz/M65RWtfGShhZduXNDT7WjoWU7l5Sju41fwUoZRWtdppedSnuWEPzmhjPGg+liNMbthIFkE1X9G6eN1cbSYzf3xiFcP4delPbd2OaGFlHjVvGhIV0TLTgjf32b2IYWRCVYD8DCydtGXpdzAe+4O8btiiyVnXjYXQWhlslZx42fCXyzCjVBZq6RFWGVPxvbjeA9Q71iXMHloFxs3jUdGpslk3Kz41VSQATXrGuGadcbTwyBCtUrKlGzvKECbQAagstXjfLAd+NKCahqmU8sCFtQZWnAnE08E0v8CQQeSjQhN4eRl8Z0uGITRZfaDq+CaESzcvWOYZQmsYNtJYyE00lkdYTy9Rm6GdTEGwrsGTBsMWa/crWRy9g8JuxHKY4eq10kKiTDbUzKWWsMwok2nDxE1OenF1E5kbPhIibZE1kGGCkU6hURNiNhbAZ6SJkTW3lSiiSUiFE335Wj9PXsXRNz+Vi6wunEMTTHitjVEibVE3KtnGen9QJiMwBVZHTRSKpyPrITtInCcmszROAQhd1cYxNdUbV1ilWv6iXsdZSV6REHqp+JvkUbXi6G4uYNEKD+JqvJtpdcJNirxgIjLlmfdKBG2JR1KzTEBqTjAGl6EoUaW7o5o1gE0rXmZKCGNSSack2HRsiTaldHdlslYmRpV6kGpfmTDLmtXSJeX5kzS5aBdJ3lIcBKUF1HROUA0m3sGkkQjY34P3G5Zdiv6lFSbYmn+Gi1jZ7E8fR0SbrlGFJrCTWDS7++SSa+k0C71vkYuDejy5tLVKwvVXOtArSitaGF0mk3D/CopI9NOpN2Mb1k3anBASFNG5ZNOF0yk1NRv+XrRWYPUQ0bpk32XV1qAUmzzxR4NqOWJ3x2SKuDS5NVcN+mhrsFnBmUQCPAMekLembJqtjXdMNsGnaEr9B+6S9+siqCq1zyiHfq+pwFjTlIDi6/gN19Xy9SZGkEmnnapLVvY2sxM0iFHGwsm5Eb/Y0TSrIVdmWJONhZNkU1EoGjjT4zVi6KKb8rpsLM0oJxGnMmdEa56Y4ptnANim7z1u0q8439RLy1QgmouN3jTTpVdxoArMSHGuNu9LvGkVxtk+Symp6V8Xy3RoqlO8NUrvfUs9gowhUtS2dBPxWWhl8vd2OadllHjTKmoP6Q8owZWVxvqaQlylqWL1VzqDYyoFTbhWfaInKb9hq6prRlY3Gli6mqbW42diFArIH0EmVv3DTmno7lATfBS7k4Bqa14BHxv2hp2WW7lJMbZU1eat++CgDFWqQBpcGWQJskuJ2WS+NpGA5LoepoQfqFy304v7tH426DQB5VKmq/Eb8b2U1YMT5OHGm81NL2rpjB/xujTZ9FOFid8acLocpttTcDcUppWCbIY1KljgjDAmyVNjKapk0rNOtTbdKy6N45iPyxYJofDXRWIDVIcBwRoWps5sCHADVNrYYgRT5k3dTcY6HTy+ZMkk1pOkYZX2mkS4RaaJGVPRu7TcWmlu+lSac02OptSaYqNadN1ab9U2EJEATbk0kdNv8bZckMAwHTYmm2plkTSFsSxpu3Tb2WV1NeEsMLohpsTvjWmn1Np8aNHE7porYszwJtNDv0T00hwCnTSeAdelXabFU27puu9SdsWqNegaTuaOkq3SbRoQbhkvSeNidbQSIB0amFRmIIgM07o0Q0mWy4KwCRAquHDevpCrpwinFeXownSCfBdvG4G8CE0XI0cmh3L/TcUNNwRxh9sM20bE2PkLwZswzOTevVKcEz9WPINDNSGbbPDFDWdRc5cJk4Bg0DkUDH39PP4sEIalGaytJVGsBSUa8l6GO09aNLgZsC4Zg6y9JMGbMNjggnxiYFw00lTrz47DFDVtJccfeXgbf8iRzjuqlPN8wKTNhwJdTyQqNhHHg2LTFqihihoCZs0yAfQQLhqKDwjl6Zr//i6yzTNOgiKM2uOAmBKToGjNoDym8rkSERTf9/FmeD7okLUzClXAGSmoNAjmbiRTHYDolE5mjFNBBTYTUYy2czcyKNzN/UNlkR0ii8zUwqvDYOcb6o0rwzBpDsfcYkQmb2CZlspnlhQoVfVyqiGz7WoSKhsB9c7SeW0Es3wcMCPoKif9NhHrKA3EZtOKWcfK6gOLg6uG8X34MupsWLNnx8GGaeBDq4evJLHVkaNvyQtuqtoKMQa/+KjKJpp1dzANWlmm5JPWaVBoW1PizRBmpd18Z8Ms0qDQ/OBicgrNxQ1Js3Xn049Af/b8+cL4PoZo8MTebQEczwmnCiLh9owwzZhsMRsNdBmwQEaXXkntm6qs81QUFrDZsKLAyynV636aAcLkAgt3BaWczYJux9akduCeLE5sTxl5NtOrEvZrUdXRmspG3yooanJsDuzc34ULVSqy3bByZtvMBZmxBhwaBxOHXZofkfHwdngzOSOVGZ3NREJDmvMKfU03nCjMEC4a5yBUlhFolHaQ5qLqXfc2ggUaqPs1oAjPsM9mmbYhOT0anvZtdZb1WW7NJHyjFoUuupzbxwnNQyXq1Yj/Zs2XGcCV5BX9AaM3xrEzuaU0B6GuOoqc2HGyaYCBm6kc6WwIoRlI1RpNUGiYEcg4EM3YKhm9ZI4PSgXibz1g+JrOSUyq4lYqcqV/ie5DN5QCqlusuaqvGHWBImsmry8FVndZgBXXdFFVVWgkXlU8q2CVIqr/qhiqgH+aKrT6xy8vGeoRgxXlaG5BVVAUq15dqgv8lWvLK2pY83/rM6qvb6+uaY+W0qvrrPSqoNVndYreVkEoJuFNG33lVN9n0GT8p5VUpgg1VvgrXc2X1mFVao8ONVoeSNVUsqvQpfHy0PNbuaaVUKqrzzUbyh4WcFKDHiqqp3ujlIQPloHyUyg+8stVU/WPlVufKzVWx5obVUaqn4JFqqLGTjcvrrOHmk+RweazeUJ8qKCVmq9dhxea7kk65v7Vdrm/Wl8UAjc298uEJldC7gSg/Lc83UkpbVRHmk1VYuxI1UTRvrzU/yjlVEGDU81j8pjuhXmiVVqar9WWl5ozVT3dTsonfK2CUj5vmZpYuY2lRaqM80lqvbzXXm6vgFarG834hMTze/y0z6dfFXaW1qv1ZVbmu/lGXNO802qo7VfcEn1VKarQPkB5r7VaKNezNR7TEyhjqpXVUZg7dVy6r0HHiGp9jdAWndVH9jbUk0+QQLU/YhQ1Mdi06wkCsXGLAWqBs8Baz1WIFuwLT7G7XIUTECC0Xf3rPKgWrAtMd8AxX0puVzavG1jVVXANUklxuZrHckpgtGGq3oVVSuEFYpIbgtf6q6+VzfXwLSlyrjVxTMwNUy0W00K1CnDgnXL9BWO5o1uoPG2QtX1AaLBIaqfCVIWtDVnGqyNWsFqsFX3mx+enIc+BWSCs9aYG7UjVhPwtaBGFt4Ld7m91BhGr9dgTspNoAt6gwAOgaExqresSZnBTXWsSuQAyXhqLcLYL6r6sJH1PC14fKURSCGUD1TtZpDiYwmcyN8k8PFpfSI0JpLQ8LSdwRtgdyT8jhgM0EYAo6k8RCRbAi2GULA+pDwCE19dYowEG+k01fXWTbNJMJEOU/BN4WgMic91skyqcgfMryLWhmkAVBjr86G/5okdWkWg1YxrJ9qDJFrRIqkWpTGnqrEi0nBPCLe/yjkl9EwN6xlOAqZepmBC5Y2Aai35CptWOUW17VadZHGUlFpLuq2o7TgHDq+i2E1hyLSw6ytw+y8Mi0MOpCzA4caM8XhbEChZMt1PDA63Ytd2rc+IdUt4JdHaUNVjYs4KU2gJmLZwSkCqQex9i3chKgaJAje4tq7qzRml9N88KUWzdRRUI524l5p9rL4W9J1PQbbv4QxgzjWUSoSNEwzfM2wCo1ukLCdCGyFg2iTJxqQLdN/XFl8rwPPU2RhH9SUWVclFcJoS3UprojFFmxXVvtylMyqXIrqt066VqeiMEIxkurkVZDWAwgbLKHEBW1kpLURSjkyJN1kzFpUp5MoPsXBg8zqRboKMsuUPq62WsCgJQIzpusHupJSjfpXLr71Rnw3zWvs65ktlQMRLWcBM69dq8IoVSLMaFpjXCpLQ284lYCpa6S0F+gTzBAYZ51+JaEQRao00tXczHktVPBMvUWtRFLWc6+4JCxlVjrRGvYpdH2YItKpbLS0WYvlrBqWgtlzbVttU6lpLZXxmSBGSmiA3VulpJLeIZIBl2uaLmVuTSFLVWyuVYtJbbS3TerAZni6u5JqbZnXj16qrQfqWk0tPwS41GOuvfQVGsm0tO+TlonOvFlLbbmnjFVrrV3VYiONzLl6hxBkPDCrWVbXhCQG9AMtIbr22q61hDLTvkvMt1ZaFc3XEAajZbipRsVIaHi3iZvJtrKS4fNPLrpczNFrZQXfc7RQa+adM3NuH84IKS1F1s9xd3U3lMt9LO61T66NSOy1+suoRqecJUlU3quy3NIQPdcHPOe5zBQGHU/pubSRqCUFl0mbP0bGkotJf5WMuAxHrIHVs5rtDcIWQI4LbqAwjvurfKf+CCMlrpLsvW9bEUpSqSoeRu7rpy2vltXLfmS8m2IZK8yUcstWVRUy8zNy7rry0o6sW2PV66aMF9YDWiluuPLee6wCtlHyDy2/lpC9V4uNAlbZKgtqZFuLJZOWwX19hZ6vU7pheMeWS9st3wqsK1QVsQpRTwoJ1nCyTy0oVpuBB2S4Is0RzKyU9kpRqc+lVslLuqsQRrWpHJY+WuFoLfqAS04FqxZUoIAONLppTF7rBoIKYiWkgUVnrVTT8VpojUeS+z1PFa6zGksuErcFm2PhMlbvSzIlpQFNwqnz1vtz/PWKLSNLN06or1xRzI6j9Oqq9RpWuZUUXrvqlUNjdZeUZU+etJQ0qVINWCbG1SUCldXqhPXcqEIWaHk0919uEmXXlSh+BGR6kN10Xq5KXz4GEpehSyt1z7BjnVmVoM0ipGAtlXzJ/Ngu9iC9fF6631ObKnyUgfLUEKl6lzBDbre+L0Uqa9b1WCKtXrK2vXpVszZZqI7cUTrK8yWIAiyrfayrgG0VavWX+stbns86/1ofDYtkIlstgxh26yYQsbLR2UVLQmsn5S0osg1ZMkLmhr9ZYcCdRCyLrKq0BzytJVicv1lPLrdK2jequjfO6wytmbLIMG5VpzZV1m4atlbK3XUDuq0rVoaxj1TPo6XVjepA+dHEBN1pbLlenNVqFdYUodytdJKA3VQ9jQedVW611HEt/anxVrwpYvVI2eG0oLWBaBu1Fg4Wkqlwkqlc3bHG4OiVcQhgkpKZwC5CC6Ne9W0sl8ZAPLU/VqayOzsPWxMQIzmVSkF+KoI8LZhLyJkCpZsFUYNJjSjgNRrspWxFo/INla7TIivBAa3w1q6NSDW9Gt7tqCb7tsDSyCNBGo1GkS6cg7HXyuKFK82Z53NdBmW4vJrUDc4lg7aRkZko1suUMOSp8g1Qbc6YWMuZrW4G6TI2zLka2Jti62bkQD8gyLZG6a6kDOFKUVAGtxNbXcik1uCpqDWgmt31bc4TXZCttfzc3mtA6rW/V1TKfwhmwPN+2zC1a2olqXBNHMglw3rDVa0e8FGDaVMuCsmtb12zUKoqDXJW8dsxtakBB61rNrQBgHEtikBZ8DJgwbOczY1BAW1BhMgLBALNWU4AQg6mMo1iE3NdrRmQKUgaBVUc1u1soOuzcYOtAdb7PlSbGOiQPBd2t3xSYrG6UF+IM7W/658C9biCx1quEeMUdGgadaHKXrUyLoBm2SOtJXCVxDdEFDrU9E+uIAhBY62+1u2plc6F04Ah12Dg51t9oLHW6lYoxZxKDaiAbrUHW6FymdaLSDFNyqVdbaYnIrSYgzUt4NTrRaQNutCdbEyBs6m5sYjEjtIsdazmEjopbWGLWxuG1VR/Uix1t9flXkYjgk9bRDobaSvRc6kWOtWMkYrFBCRBIEW2bOtMKKRUxL1o3rSDkDutW2Dq2CRWOQ5EvW7GsddayoBT1trrbuZeutY9a/TUN7iLrR11JutVdaG61d1qxyFVwHnIfdbdZwtiEPnNiwj+tcX9kO4N1vZseh4fjVNdavTXteEXrf6cgU16bII61UbUQxf46THI12wSTUVZALIAfWnk1vNVUMjb1sPra5nNggJ9b98pe1tEIEvWmxhf6KL0g31oJsU/WsqA6mNlKYL1pDrXZ7fa44da6cgEJP5uXA2rag9Zbs8FO1uLLpdaitG8QBqWG58FutVrUzHIVCRarWeuthzXs2IukTKjjoDUsL2JLKcVg5dhBjYCbCVDOCd+EFQ1LDEGS7JA0bTUQG5hufqb7V4rHJYZnKYmYcjbMpDUsJbYOEwpatdORFNbAPiPUJIWg2ZhPqHhW3LFVmYhtK2N0XTrsgJDFQ5b2oUpg30yCIIAOtx2H42uiIUIrNrieNp66KdGkaCBrA7ZnOyvsbdxJaJtkjaeWFhNoCykp8XRt9BAz9m1Wpmdc8AYRtsjaLnVC1sXmU6gSVREGrVG3HyvJkkCw08UqsqhQgUzPFrbRYwJtBszo5U6qMY1YKw0ho05VMm3wzPhrf8mzZhkrC3G17vEszOw26pt77xSSbDKgqbVnVeRtxTbPo0jNvMbaq9NUkAzbpVgyNvljaQDaRtEjaRrWdNuEbTE21pttGQlm0xWuRycY241wf5ipyyqvTAldB8G94fTaRG1VwxKURfwDZtTgp3ZWs9A9VvE265tQZUCoCXNt2bbqw4puqzabZWyUv1YVc2rZtRlLsm0E5HZgAo26ZtNrDqWFqNuHgUY4ixte3r1zHbSWOYU42oFtxzD6m25ICabTuwXMJPzaqpQVWor8IKquFtBNKoPEeqyebRbKgDioqr0m3uyqqQZawr5tBVqG6pzNoctSUNUFsf4gGOWWyuzWNAgEQiasrT7iYtp3lW4ZT2Z7TbXJI4cQ52Ki2xRVxLa6m1YtvxbVTfBlt6+qU6gYttCrMTMUVtCKqzWFtWrpbdCIJ5tJcq2VSiSR5ba5JRVt5PBLm2WNpIxbXDRxtcOQXezwcpZbe+QNaGWzDpMxotuxcKKsZVtzn9AaDs4BLlaYU0jYXtiC5WV1o+YTS206m31Tfm3Of1irW82luVfDjCW3dmuh5c9M5pt/uRuW2bNv4CR/w81tyuiMpIHNspQAOi3gs2LD+G02ZHWkt62lZVXioidgJttl0WapCltkWQhklTNsdyKR2FPIQbb2AlKn1DbVfQJaG0La4chO6BlBPq2lLhOszjW2KKrawKGsQttMWT3pndNpS4WCw4VtisrkkkpttXlShpVttcZB220+VhAVazKvpt/rbkbiprELbS9NTIsFba9bhA7G7bc4mhGlHbaFzDnvD9bUi2iPFXrb1EhottOiVjdCdtkaQgHijtpd/oW2i0kHKlN21ldL8oCW263I4vCPOVDNus0KYE+5hYzaWZBzTOZbfk28EgZ7bk2yxtuIDEq2vNt5zY5VJztt3bS+29dtuLaCcgwqQPbe+24j6vLD3223AzWYS+2oIxs00I220tpklJ3sadtV7aXOmHtqTbcYsPdtyjjC23AdoZmfGxX8g7KlbW22NrjIErgsWZ4rbtzEEdohmY8wvWVsHa2eYdtrSdOG26ttrklqO0oIHVbRC2p8gg0kT223kEhBlq2Ptt2HbEO20du9ICiGM5Y6HaHm3VUDmmfD6nYgsDL69jCdpXld4iNx4z0zgm2wkCmYV025JtPZAnyXzMNJbU8QY0sVrabZW08NDmd7KzEgPUltmErytNCqbsYFhhig7SDpJnLbV4205VZnaeUasdsxIP7sDttdlC8mQetpZIFZ2qKlEnbkDAzgEQ7UOiQalH2x5EkadouGHzsNx4srDTm0dEDCrVOka2xJ1Lt2XHnBtwA2lDGg+3hKkmhtug6lO2sjtIvBEu1F7Gg7bIQOLtKiT022RdsGmim2s/ahMy820BduDTK62xogyvKFG2HNsqIGskYxt13MUu1P2TD5Ql2urtmNxou1p60q7ePy8LtNNLjCBldr87ZcQIrteTJF20VWvRLCMKj9tA3bBW0wwGemVh2xrqyHbXG1DtvJatwKxFtA3biljdConbQHNJA1NnbquVRdvKbZe222R5Fwb23aEFVbfDNLNtTqB1u25dtjbSt2o2wTnaOiCLdrKhnl28sU3PNsu2jdrSbad2kGYS3bCu21lWpbcF21vGQ3bTu028Xq7UDzSNt4bVZCzwdpE6vS2zjtFeN9Mx+Npm7RL8P3l83ar9A54154F02ibt/FAm3g2NtECsA+ekFBXaTG3jEAzxmF25Lt7HVUGIvqoS7aFwfQ1eXaie20QzW7aT2+7IoPb+KDwfEHbUu22ygFvKYe3TiDrQF12qntnBBAu0WNsZbWvjeHtF3bvKDw9sgLU4W5JG9hY0a3rWphukL2hJttHKyyXC9pvtXt9QP6ojbSWZLL3Xtc8UwaiOjBQ1DIEuMOPjSI9QRFwoCVQWDObcVQ2XtuvbMji5MrYQqcwqkpqCNkDAoRDV7VXxSixX7L+FoYAPeTcwTOuNnOFspJUn1gLO2ZG5QFvS18rzNrg+U2SqXtKEQpLpi9uWbeITT3tf5iyOWu9o+tfPdIlVACMDrUjamw5dgWTxgBUkTPESerxrbRY7jYEnr20ghSRHuuDVK2NWhMPbpZ9r3eFuddUl6faFwgm3VPyNCmg8IgW04+0wGs7eLTJHT1MArpQG98GtkDovCp1JcgLa3C1kXJXHarTBi5KW5Ba1tErD29RvtfBUdBh7Bv+/n32vGIOLKG+2j9pUrbtKy7Nfnr/rTVsAs6t19BYgfPFQ1A/bB9zd9eOft1QtKY2kFKlzY9JJdU2zrqLXr9poxhBW+AZrwaWEROSR+jRDmm+1W3TnKU7UxF7Rg+FJluJRFxVB4AX7Wf6ALWF9rsOWLbGxzYY2s/ti/bJzXfXzdyTTqX/tG/b0w2EFO37Z28e7llbL1DABBCOkhnsRMln/ajpIIw0jJfDYJRteuVN+0rmRMpHtJES4lTLvjYNNucJS/2gpt5HJgY1d+TLhosTfaNpzUAfzV9vf7SDzXWcFA6O83MSX5BLR8cAdypLg4i0fBLBMqStm+OA7RSWo32EsakJdsEpRZmB3QDthjXQOimw8A6KJBQEq4HQM2ti4bA6+6ghSWn2EwOuaIqWUF7pCDteYKv4XAdeLBDGGRKWFSWQO7HAEgQZe0oPHZ4IrA6ma5/bFbKNZUIHT/0hPttVYBKWgDvn8IoOmRSc/bjCK8DtgfBKo9Omc30MBwX9q4iIyaa/tsPEBm1j/i1oNOgNHN3g6xY0ADrOFQEm7UlqZxyB3ODuQrZkYfM0UNrMB2O9g8XBn2mwde5RtB2QZuVuj/24IdpixNB14Dqa5kICsFIX6baeVVxlEbVIy2hYmTBL20+NsE2dhTX3tfHaHlqjKVqtVUOwqBFetHrXaBL3mNVAFJt99ESGzIxh2tWLcX+pPMbwaE7NUq5f8m3odwpiyUqPSS6HQ+saFNWnNY+1vUNKHbtgqRpJQ69Th1DvvwT9EQPtUxqyEa+9vFdYVA2bIdjapO2PTTuBEX29Yd8wJ7eBzWrBYVAsZXC0HxO2EILCL7f58tDYyfbrQl6qt9daY2zZhODYuqDR9rosUeTN3t5IUrVUG4L/MVq28oBvvb3mHNNQKHY9a44d1DT5Y37DvHeh9a7YdIyB8lgNDpT7ffcQEdtFj3W0HXT+bS62gJY7ZkXFAb1S4WEukIpIPw6O5jw0AlbUjqT4dOUkZ3ErDr54SvK2qtRKrv3oLysP+pztGod9zbkpIbzD+HYJ2ihsLQ7sh333HSoOb2qy5Ow6EXW3Rr6aWFJSwGtFiXOn9zDmHdkOj3t9w6DSpWcOqHT8aI5InRcxVrRRAAVVoc3Ed8faJpJNqqmHeflckdr5NvJIOypWHTw25cNqJ8YZBNKTlplea4Xm9a8Q/WyowB5vWvXn10wM84i2huC7R+I5lUJo7bjXc0CNsMntSNtbuZ9njRrT6YAJIN3Mtbxz16Y9t3zO4Qws4hPq3R1M7EZMUhiAL5HgD2iHpFWC+QrpcAN4Tag0YhY1bKraO2CR5o749CWjsgGdAFOU49frPIbW6VeIY7aO81uFQ9lBhhtLNXx8FlUItrbjUj41TTYaO8l4jWNo5Ryhs2NTWOk6ATnw9vXVjsbxlcinOW07wH0jOjtC+D8a120hY6EJJ4moxLdaOzU4HZLOIwpjvO5Isaj0qfvLqzhBjpMjEhhL8sGraWx0JrQ9Hbd62OEPlRfR2KNpbHZRqNqSouRe8wDpLyZBaO4sd9vZpFBFjsF9ZjCGKwdCCOW2Sf3NsZT6E8dWaQzx3Bf2nHde6pkS5OxqzhF+v+hBtIdoh/ra1P5oqBvTf2Ook1t5Z9x3djsWNdFUIWCTnwRCJqfzgyRt9YLt/BzGMZ/jt7zFlMQbMNlhkTUITtFMe2Oyg5EWYgJ1DE3YGLWOuCdNBMgszDjoHHb6dfaymE6tXh67TX6jI4ZJ1+4FMeYHjtPHdKZCj4iMSJjWBz1+KJU9PMdiAkP2FLIp6NUg+IbZSY6zRwYTvdXuqa6JRN47G6ZpmpiajhO/xtJTDWx2vjp+NdtnEMdg31c/USn2wnY2OiKEmxrBJ0+4AtJgGa7bsl3wdx0KTr3QvlmJCdfJqFRx3tlvHdO8dSQeYbmNK95mu8EjmKsdvMF8czKTteNdv0YIN2nAzTUOTo6DeOOt1G3ZDTFIAoSQ+JZOmJBsnblT5b1OjMRCa+ns7E7Ux3fCtOrD6OmidlaM1Fq85n0nXeO+uMRk7Yp3TvHinfEOUKdfJqTLxXEKjHSq8P5Ynk6wx0KTq3HbIggBsJzTmXzNfESnVJQQXarZV/W1MUBdvFEQr8dtVTEJ2ktvlddla1KdKjrD14cToUdYIhDKdWY7vuw6mJgrvY69yMKU7XBlzMpKggljCbtUlAopH3r0dhBfWChYCU7/RogVsv5Fx8aydV3YzJ27NqWoLZO0lt01Amp2lTv9gnYG7Sd/sFMQ2LTohiqGGuydIjqCx0Tr0mnSm6+3ssY7Rp33IN+DYNOlf4qaAylJ+Tu2nVEQxTtG07eQnQTpSdTNOpMdEF5EsyJTqBoPlOyKdNqQAZ3NTsCdXYGurIQpqkLy3Tq4dLDW81IfxDCp2tpHH+Ir8Bid1Z9awaOk3h9YmkE1eDo6/H7uEO7Dbz61yAP46J17fTpS+CVO8yddT9fMzqToqZcyaUHMx06/H7AzvdMgXKsmdR7wnJ2TFuJnYL8XjsFjLs0iRhoXHZkkXENqPbw0GhGmSDY5tDJlODo9EHXTtcgJjO1s43wgZL4SzrunUKoh4hwk6WHUCzskZJmOzItLAs+kF4zr6xmIgomdHoSWzj8Ts9aQ2O3GdAZKoPQGjtJnfmAwENBPM8Mgv73dWrNOwlmYrBTQ3cztyBC0GoWdL6RqVpSTvPdQbOgidni1zDDcKVqnfVAAmdbs7XFrsPDEQWhOo9IO07orbWaHPSGHOkFt56R9p0WzunSP7OssdIGQbiGAzswyL6Gj6dHHzPQ2mzqOrB4A6Na3073dE/5LznVbO+9eK07AUhRSMRhQH60udG31o52VzvnHc2O0udqobnZ0w1l0netjN8dR1ZMF6tnCXbTDWHOdns79qAfhKSSU227D5gob1p2kfNlDTnoMKdNFgvyznTp0CYmGhqdNwTvCGXjtGZoGG6yKcQheCXNzqxnZ3WKCdeM66J3Kwy2nZLdG4Nu07JbqIhvQrK6OjtBR87zshduuLOk7DNydkKS4Zk9zo3nXfOnxlw5Vr51IhNBDRRO0xlFzzJ53HeuOZmfO87mqdZTuiIFwfnRAUt2GcE7BSUrmranR1QJid2g7NMgnzvryZKaxOdEeT953DzqAXYYwxKd/Panq2+3MtpPkGgQg7U6P3EqfXp9WVOuwNhfYYF2EIEhDX7UDklNrjpyo4agDJRJjFz4VC6vC03HUTfp3O205mIa6F1ZpAGoBkGoRa4LqCioi0Iu9VqkPJuNYMUPgkwB1Hc9Wo5xzSoeLRfErs1dR9IJYVlA9NX20twbkIscLVSZT3DWmCH81fkKoFm9flZF1unyCWIX5aNYAWrR4CTzETNcFjQpIaRlGDQ7sy0XSI4691PmrkERX3Sn8NSK+zVxi6bF1FGrqxnisRx1Ki6SbggX1SANvMaLV9hjlF0yLvi1b5dXgROi6S9VnFvUXVx4OZlQLxtNA+OsdtNlq3/mPjqtxiY6rUXXPqkM1c2NT9LoXD5FeVqmLVIVQg+TMioi1be0UF1ti6u1ghatT4JP8bxdrK8l7rr1Gq1aZsHx1eThOtUTarMNYGJFHVaLwr/BpLsYHK9qppd1i7j679kvQUuIugxdsxrTNprJG0XaTqubGZS6hFgraucXQxeBRd3wqwdXyLq8XQdqriEbAJJl12LuIMuFpDRdHVxTtWFiGHmEMuzqA6MxeBFf2Bu1YkuzpdqIqntVAs2wtW0uy7VlhA1y7FavWXXI6k8y5Wrll09vxyXVyYC0AfTMTthzLtJSeFpV5dSy72PrVLpyXfVm+pdty7yrj46qelQ0utW4WOqRDBuBm3Najqz+YNy7ol146qLEbsuwxdcKBZlGhLqCXWTq+cUoy6ITXTLobKLMumnVg6rOK0+MzWpeRAOzkViYqFXkQF+FNmyQ2tG4z3LrPLoTdDLqx9yCy6DWQkrvBLQzq3QENK7GV3C6tReKyuhldp1ch+0ZkK5Xb8KAb8zbNqV3crprQM56lONl6rc41ZopV1ZiCR9kOlLjdUDLuTkt2KrLGzS6u/jQMv11R0u9AEcq6y54yrqEFerqs8mgD0vYzV6ra8S65K2SdurpV2wAk0Fc7q/+YOq6JuTDauGGGcgLP42xIvdUe0BmXWuyNl1/urH3aKrtq9cHqkRl5d1tdVNeIrkIoCOVdq5wGtBKyWcFYNjDz4cclv6B+UtyXa36d4Wy4qItWRLuTkvWKlJd/qxAHoUMpyFTUUkxoXfwKOStsqzXaGu1VdV4qyMVprtVXdq6xNdCyRIFKcMqj1Xku1Vd5er5sX3CzVXcMu1T1B4RAKWmbVKYCcLaEif+0a9WfzDjkuGuubGU8le111rvC2CcLQ1dM2rCfj3CxPpdVqwtqBq7crVEYvbXcmuucVQLx510KxyLXURi5tdEZqRlFwoFLZootFtdBlKt11GNtrXcGuxwEZ8lG13drt0yaquhPVJqQK12lrpwtQPq/1YJ67V113rrokDmuvktHerr12OrvdXRXqqNdKa6a9XPzDPktGu3/V+67hVDxrpjXag8yIwC67dxW56tgOG6uv3VOCsdNgvrtgpcIu9gV8YllZ1ICiorShu5EV+kJMK0i9tYYJntG3teNqbhUX/V7EdcK7B1AeLRGF/CreFfP4aJhdWqXFIOUt2Fd8KjX6dG7XhXUirwEOqK0CsZlUuPgU6qN+l/fc7V3f049WI6Gm1QYDQ0lck0QnVhA2E3Rjq6P6dCNcRUlMo6waL8BHVcv1vGGtaoXlvRuljdDKhZQ2Nav1Jm7DJTdNAN7mW0xCXNTQDdg40m6UdWtKVtURJu7Umpm6kXVGkwxSbzawTdmf1H2Vyit0tcUVOwmYIqITWMbtlDcxujitugaY424yAdFRyu5YGkNrTpKUrv3VT5ul0V3or3lIhbvUBUFur5pU/NIt3RLxi3XGkXldOyz4t3dMh0XhFuhLdk/a0LUMFtHuAUpL++euqo8Xyw1D1QHipMl34rYFkzNUM3TBK0rdvRNXg0VbuHmQUpOjdluqULgFKWERovEGMtOW7RfhN6uCav6MysVbuqlFLCrPzFV3q9HaA8lbxUHitK2FVuk04oerndrFbsK3QiTerdhurat2lUnVhjVu0JYrRMlPiTiubFS4pcrdnur0drZNQQlWhKnS5b4r0gwbitPLVH6rbdMpNZt0jbplJs1utR06zqESZXbq7IhRKxJSs27u7z3iuO3duK1KUkZMMQRxipTFS41BxheW6Nt2LbvDVAZShxS3jDqJU1dNE6N+8JbdCpMQd1zbrbxe1KysVbLqMAa4/FnFbuK+YGYXxUJVHbtdKeju3/VPxMPvjI7qCpT8TDL4a27DxV6E3nKtdu4iVJO6XvX3boAsQTuiHdd4qWLovwyOSP+KyMmliK8t2o7oImkPq2Hd0O73t0Kk0MxqDupDdK8NJGYvsv9GRJpTcNX5z5VIFLuWpV+ci9SmOEE8xpOjIajLuzql5CNZeoEGte2FQ1NxdYKxe3nq7phWJruiXdu1LakjK7qhpYKMgjYoKldd0BqSgVabu+dMl28/F2hkLEZf60FrtkawGsngxmNWYfKkBmyUq41hq7spQAhG43Yau6xPYhrLiPsk4jCNDu7+NKswOjejfKivqFu7La7A7wj3dPmiQAkBaalEOgAaTA/1EQ1PBJW+3rqQT3eqGaxqk5yU93MruEPizgCukQENBJrp7vT2KnuriawyBm6RJ7vz3SXu295We6BdCZ7vL3bSmzLdF9MeGWuRvbMbKQDBlnka6rht7t1XWCsZPYr9KB8wmghZwOKwLSN/Y04uUjIRi5WASIzSJDKjI0R1Q4IDQyzoV6fQ7jJQ6ksjV4Kd7YIOpbI0j7oB5XnuxyN5eYB93N7s8jenWWfdPBaO93Lxt8ZgIW17Yk+6j9070qQTXnuiKNwdLfGbOCp4mVtNSOk9GrKLX8aTH3ZtyhssJalAGW+JloNNfu9vd1OwOjL/7uBpc6pPvdwNKiGqf0t65Z7gllS7+74o05upycVPupN603rD92LcVJBhvyKGa4CI/uVwHoHvsIy/w18qxtuV77pLAeAey/dZ2xh9g4HqzAWBs0/do6b3qVkqQYZWjyuukvOw590RCG9UrWpNelxPKX1A0HsyQA0KjhJEjMcGWnBBIPbTsXg9tXL5VhEHqdXUm9H4dLOAM10nMr5pb4zXNdTB6e3iuHH53ckjWzMtybaFSz7UhpaHS8zYWvbb3npl2I2AEk84NbVrtIQtRv0PfI3Cf+bjTuMwM0pqrHNDcw9LNL854JqXUPcr00dqXUAGCDbUo0PRUKs++Lh7tq30CtkEYJmWvl5gycnHk0rXusR8/0gwtLX3m1cNveWc+EuR9ybI1mv5tAtExy62l51Swj2BZiRpan6u4y6tLnxG2jPsPSB87AVtZBMj2d0MC5Wke4RsyewzaVoer2VbVSgENCtLffWT7WlpQDU75qwR7OZglyNqPRwQEI9e1TJ9oBHqSraUelog1NKpakqRqaPRJZVw9aZS491ycvLpc/GTPdLJzuVRV7oUkcarXGQSe6rExzmgmPSXSkY9MTNTwRhZpz3TtohY9swoZj1THtoAPbWlkqAu6CD32inxkhIekuNy/9JEk37rrpVJCZ0E4eBOBUXHsn2kAeyw9u+7H3LD0oUGqPuyJcX9K5NIX7t/pcOI+Geh+7bV3oaUOPQge9DSF+7JD3oaUC5Y3Sg+l9x6B9pgnvsFTcezqQDBA7j1n8nQPd3u5JsNJlBD1fHvflb4zADdXx6tT4YnvlTSQKQlSrB6zBW2wxePbIezEEgJQUT3rxjR5dmKC/dna7K6H/arPvmQe/Rs+J7iD3CVuMqvsegjSCakGT038ltGRgepHlrooco0YnsHjVZWQA9zJ68EVwnrViP4arP+b+65rBKSCobMdyrfY8mr58AqNTyHcg2EeShpKJZqSktVPQuPFf5tZLNT2SMm3ZcOSspBNhlLFypvnQIIae6NqwJkzmVmnozauLbUsloKkk5LqnstPazULU9Fp7OUhkOWERg6eySgbp76kzansdPe2fC/YMXbiCC7hVI6i54enKgZ6nT16nsryY2wRQ9yuqu/J+CDsUeFqnvE7660d5OLvXRGo65M9u2rUz2VPDmdXYuhvE8G71U1CmqpgGeNcLS9Y5Qz19oqTXdNG6U1serl12EP28XS2sLM9Nka7F0rvO7kNLvMZdJ+VwN30LLs1f9cR0OIu9a6K9YyI3gEo0e0qIr6RECAA6UR8yoF4j2xeFEWK0aXW2exYwSiSlzU1FJ7XTdpTboUeqwnXpnsbPWamwNda57Cl1omTm1cue4ZdDi65z0ukrReOWekLuxWrc3TCXlHPW0u8894jAcu4hOuPPUme7Q4fS67Akhmg7Pclqnc9LZ7MV0IAjzPTWeqZdH+hi4Ii7xGlgnJP89F56tz3BapSoiBe0zu3mqfMgPnsHPY9q98900aInVY4GzXQhejslnUA3HhLRtgvcasDLJ8bBtd7b6pJuNhe67eDZ7PN119pS6cKukD2S+BSV1ErtV1lXuwldbK6PtVEKSLkNyu6bSNF7+V2V90ovXReiLSn8Leg2IKVYvbB3Bi9VF6xNZcXsUNVKu4Oen29/3i3ruNXQ6u4rSCertV28dLN1TotFrVuq68sarnqDeK2uufS+i7itKR6itpRik9C45Ap9XVUwFkutDqjoVsgiDL2sUqQFIuuteyT0rsI2VHJvRQeei7WJhFlL2eMou1pmW43Vf67Ad7yXuKFljvPvVeq77V2cdO5SFbq81dU2qVBUborLWKNq4+U6aTy11D7WK0t16pbGOy7Ad6XrtUWEZet9EN8lMl0bLoq0slezPVaZp3L1HrvOHFJeqhkR67h11yXpoMNGen8qcobutUp9W8ZSn1SRBa3pqRWsVmtofihZZlglZFfgzGsavZWq5KGhjLEvimLTwmDky0H4h8q4izxQWx6u6zET40fYSmUVXp2fieQY21Nz96Qi9Xu+rMQWSq9fqrMVqk5ByoFCGt2GJuRNyBlXt/7V0cbpl/kxDN01XuWvZ8Siq9apLKWovUP7JZ5mL++LV7U2q15tCLPeQWn4ZpSOBD3urmvTs/XvINr8Dr0jXpR1Ti1Ka9jzLWMDCbrWvbD8HQtzMjJY61XoZVZqWSq99vKzhW/Xqx0hbmlHS216EhFlwz2vSN8bWVXfVKr2JypNofCQflqAKqUX4eBoHaj8qtwsOkEJ2p3XoavQtaoeVmu0PmXPKJ+vWhBd69GN7vr0ukuV6ppjaa9M7VrtJzXqOvbDexcVGxrar3+ovT0vTegtq8sMtr1LEG16uVet69b3wcVWcqKUEKTe4W9wL9Tr0m5s2vaf6uZl3N7Vr2K/NzJQW1GxhVV6ITW7tQNUfDeknxUN6hdIdkqrvurDOLKzWhNb2Gbouvd+1dRSysMQA54mvzJji87SwsPx0iUY6Q7yCberrd/kwOr1PxuavQ+aCOdpulZr2C3ptvY7e3m9gulbb20FgCZabpHVelV7Tb3HliWvSN8WEUTsNfr2DHvVcf5MUvAqoThzg/tXjvT326vSy0qLSYQdTGle6MFO9beksJDJ3q3pliW9O9qx7uKm53sX9YDazO9hd6Z1VsCpXhqxgL++hqCcLU/SMlDd0yAylIQajYb5hqx0gK/Nu9tPxA4Yg5ObvdkrR0NVRJT5mUtV2vQtSRytBPxvGG0Mhu3WPe+2dWrKu72GbulzJUcylqHPwYoLY9VEQXWVZMUKFxPMxhlXgYLAslu9EqiBYQ6UobvaGGi9gOYqa72i/GJBLqW4gshmN97073p70mfeuDgB97GbiuhrtZYa1X2FuISH70MeuhIdaysQsqYaNy05CrELOPemhmu4qC2p1IOLDYLpFjZxhDQH2dWo++JF8OcVu7UMvhlrWbFWm1cpBE97W2VIPrMnYqQCiVcD6Z50CRBGUbu1aB9Td6wH2hPK/LHaygdq7d9O73/3tNDb32Adq93Kzp0KUpKvQJJMSgEOMKqQmBooiYjjGT0Lgb+oX44y+9ZDjXzMcULuH39YlccKP8iwNsxYnup4YBMDbaIb/Sz1xKg0SPrrxq56XWRR4DEupBjuhoFCayb+kQaZH2UdQYTFsWNlUWp7mH3dZi6OHq1dh9pONPcg4GXx3Gcy2bte3VTH3RSIA4v/aIR9Lgaz1xuBshxvD6/hFle9w2q8vAOzKoA0Lqcj7nH3VBszako+6s6xuMkGiRBo8ffS1TR9AmYcpA6PtPAt2S/wyKj7An2xBvCfXqe7M0TQbByEadWTGCmSunYJj7In2syO6RvDuETqnc7/jIWPtSfU1mS1ownVbUJUms67TvpWJ9xF7frU2pPSBRH84ORPeQ6n0l7tqfTz1WUJJJYU7iNPqLvX4ZBp9y4L6n3UKs7aE0+7p9Hnbg5HtPpafRlurG1xB1M2oQ4zifEeGO4sp7itWq0wHhoLM+k+1ZLVSqR05yWfSjjVZ9Ngq4oUM4wWffsWKjwO+kLFA8p1mfQvau/SjxafIY54wizIPtRxMxz7Ln0CziItMc+8TM0SLRIZxQt4fYMvLWRGmN/WpZ9HSuAG1Awys2Atn0QTFI6pL0f59cz6YDJu6FmfW7AgogTNR6RDPFm5uQF2tZ9mB0pn0i9GBfbQ0Mtqmz68kBhPsOVBoZLaCWz7LFw4GTRfdAi1lQK+ldn11ZgVHEd1aZ9IohqMYU2v6IDjxMrM0QlzT3s2m75ZCdCrMW+12+WQnXFbHzsJseBL6c5YmGS+fe4+wl92hAgX15IH4RVoQAQygr6CX0AINOffW4cV93B8OX2u2v4RZzaxogoy4SX3i2v6IFBoAJ6jPV1casgjnZPK+x59HjVrn3+GXlxuAdZUY/CKodYCvrZmMa+uQg4eM9X2MvsvQCwZLV97dBKX3MvrufQwwO6tjjkHq0revQXQLuj9lJy6Qk1P7Vr5ZMSktSIHLlF3GjKDfeIsDoyC7KEKWlHp+5dsRJqNxISHOWE8AMlRoimyJ3Ro5o1JvtyUbgSCyVcb78kYs0qK5LPtbjlZRlfRrvspjfdHVcsUs+0I328CLXxdG+9jlpCwpLrRPvf1Rpw5XY/r61BUw8uLfc04jpNEPKE30PGS+SXDsUdiTC8qNWddseyPMZa7l+b7lF32CPI5cpK4ihL6rIUYVWr1qrIo6t9s77CkhUcpnfdFTJjljvZ/u2QU1XffxyyCmhKkR33Pk1rfbu+0EyRmlt/j1SpU4UEoo0UcyaIGFsyBjvY/CpTlkFNpOU8ewmPbe+jwo+nKHQ4THs05Xe+w56md7h5hvvq/fc++52aW0q1sA7Hru/koexHlCCaPGUbjVh5f4a9qO2uwbU0pGtiNZ5yzQ1blSXOVPSuGeZ5yrS9TiwE1J+cvFTbzbSfahfZpU3mGpycWTynw1bxkWuUsapw/ftDeLlZhr7DXwUBm5TMSjL563KRuWhLqQ/dlymI1XKa8uWDcv9jjSZBbl7TNXNhFvqrTYczIzSkPLQl0VpsB5dLK49hm+0WP13SvE/aftF3sZhqd2HrcumkGR+xI1IxlLaI/7tgWPQsMrl1MqpP2hPIY/WJ+rwpCn6gNU3M152Nx+m5mHRkVuXRs3YZYTyy+NDzNjP1QzDe5WSZWtSqPK1Wm5sI+5WZypHlPftDFG3zig/ehtBD9l0qknGifr8/Tp+wHlrKaMnE2KLc/QgmhxsOPKnP1tvq3Qety7TcWPKIWbHcoO5XwexL983LpZa9xvdqQp+zuNkX7It60fouZph+rT9bb6CEH0Pq4AXh2gq1JI6TNhMdoiNZTJP0dCn8G6qWSTw9nV+kySJTbuagwg0BbVy2hZqL7bqv3QHA+7bK2u/xvX7ujRr3GohVs2iFSiH0S5WZdoApop2tWVxp04Kwryu6/cwQ26l3NRTqrVSSlnS6QDr9J8wqe3p5QMLD3iOHIbLadmplfoU/hV+pGSjLaf3FtVQuBvT6lT+/vbdIXx3ghcM98QKSvX7hf5HQIVbTh2rkGvX7fMVZpGRBA3K9jtr37nv2Ijs+/b3KsW4DezrW0hkNybE/Ku0tFZV323Gejl2v9+++VcI7VO14pB/4eKKBeVutj2wSVNhE7WYUBZq80lFv1g9Lz8U223VIGI6G8QAKpHWVyDEFtw7aAZIWzvmuFqtF9tKP6VfHvtvBiWKtOn9Tii1KbPNqqYGVJCn9VTB+41Nb1vbTJGb6SHkkDG2IWlyLJt+1RSWWwsf0QKvx7TQcWb97nba23YmUqbDp21n9LUl4f0NtvKGniurzdPsaGmTX4t6OEgKDX9AlaIS3q/uaEDiyvX9wbBs71EFSwfDyVKp1hv7RTRV7p7ehNwVp91yktf2n4s6fV2M+39T+Lzf2m/od/ZXe4zlIi6aFJBGlsVXvmIIs3yAglUA0FbJbVGXU1xX8qCxOyS8VX8LewsPYRnP77Fwp4XSaVDFFoZmmrzvA2VYsPSPtslxDlU/Ym5edzhCVtCUxk/2oCrMVRd4b+Ng0RY/2H3B9/YH+sP9MRZEA2NGtH0mWSyZVQvkf+EB/rGVac0F4x6Yc3W1+RoYLG3+hHRHvaU/2vKrEQmgWSeivcqr2IU8LqILcqlv9qJjFkqa6PH/TEWWpVCOj+kgxFiiaFjkJQsyyjm/09/pX/Wkqwn4C/7ioBxOBEuLHGqLwcX90DhIFiGkEcQN5wQq1y/1jKsgyGv/LCt2/6PLCWrXJCjvKsH4jf726wP/vDxSV+oKqI3IRW0TfrKqhM+S9tW37KsmvhBgNUt+yelKbj0YbGgF4sS1+sADM5j2v1DVLYsQTkeb9D9Lxv10WIQA+82l3+TGSS5WDfoA6YgBir93aw5f17ft86R4ddzt8AHnnEbyvW/eJk+0Owlr6v3wr3hbUQBllk1uQ8AM4WPvvYrKr/9aK8Tv0YAc0camQe1thrYpLrjrAu/bd+3q1E5jEANk/2UyS3K84dyAGW5U+qV7MaL6xo1s9KpAMtiDEZVRzAH9FqxJAPA/ubLMIBweVPw6xAOjyvvrMoBsH9QgGFAODyuOHTgBk6lvKQ4GUF/BXlUOjCSx2P6UR1UAaxbcT+w8x/P67APdTwz9RHi+8x9h1x8gWAYfpRbKmn9ADLm/X8BMMA37SXQD1DL9VyG5EFHbtgR71d1jZ6XOAfYCaE4khdJygBf0SbMWTv221QDxAHuAni/rnZmq9CoZ336c1hy/p1ERBY3wDsATUFW19uqfbAKhJeGv7kaoyMG1/eJWzFNyS9P3DRLxqA6SVR39olZolkUKoTvQho5cAtQGq92grzKAwWNCoD7v7V1V2it6Ay7+tMaWIshgOrqp4VT+dRk41f7vobojRogIH+oRV8I16/15smJGgXCyP9fI1bzCKKqL/aqNPMwv/68/1bCsISOPkNP9TRUv/IbysOA+eA8HmRiqk/17AbHtLBiuP9aRVF/3BDOrFYqXUP9WZY3DK+/qD/YfIyE4iwHQ3hCjTdmJIq60oHF1qhm3tqoqA79QEDNXCHlHhisWAgjoqeV4Yr2A2JtuH/VGNXRVCOjTNhRjWX/NtE5ED9pxZ/1PUwArKzUG/9/f74qqvAYXlR7EDZNBIG8lWb/uKedv+/dUw6aB6j7/ob/W40z4DfwHYJofDV+A4SBpygcECVgMjorq+r0VVDu8MNK2q9FVyyvDDAZVWRV6+DTookEFGNGskE6LsQOmMD1lSeYMMaZbpnW2X/seA4v+jLggW1JgMMgZQjTcNJ4DZSq6/h3AdxAyKg6kDtLaYUUzAdosNKBp1c7YJ8irigfnsFsqoUDVAaqlVWgchOPyB43EVIHf7J9KsNA1aNdkDVSrJRqzAbGVW6rSgAb/7nGp9EquRZ/4akV2q0vglBgZPmORJfj4JqQCK2oopJCTwQZJ1yZVmt3n2ip9QWVQnZF/dgwMxgdbKmGBqPlXySMZn9MqfMvV8KMDmFaKhUs/CzA9udbxhhYGT5gccNzA8GB5DVVcMAMV6aozKpyEzQ4QpqJzpylNBuDDOic65IS23UgErRCTdoOJYeGMrCEmzjCkuBQ1kx7T5OFi1gdjHQREEVFpLUskEIeuLA7OBroNKv6SL17AK2gOPEB257fbXM2NAdLWhuB7Y9hWKQ1CbgfAtUeSl1g98R1wM/Xyt/TeVF+I64HFEj8RoWmZOMi8Dr0zU0WD2SA/W06tUqumanYZ/brfA3+KmHdgZVVH7biuL1T+B21RDW6YVU1ZIlhtlBUJYbzhIQ3R5zQpe2VXLdp26YIPtbqIlbIIiMqd26kTClCsbGJ8G9b1tlaMUWAQcB3ZaVIjeb27vt2fgfVmd5exB4s2aIJWi3NircOKwiD0oj1xW/6uTKozerHdeEHaEGYSt3FQvw87dbLqF+EoQb5LZxByCDVO6KINPbu1dV8q2nd3O6a+EMQY53VzctHd4kHmypc7t4lQPw3nddO6c+HRtq+3TpSysq8kGSINM3L1+H9uxDEivxId1M3KR3YxiG45l508mFQQcqOapB2OGb+QgGV+gYBUqKkGd9sni1D19Hu68QBm5w9oaE1KpyGpyPVCBEw9tfwjD0qogMPUheDz4zkGGaXsXisPR4erzxff0cQ0HUu4qodwAKDLNLisJxcpCg+IcNyDvR6eqUJQdtGW0ejM6hx7mj3r6JP6uLStn6qGbv2XVHrUOHEe5qkNtLWRqykGKPelB1I9LkGZDgZHocgwUcRKDPsLAoOZjIAsZ2NIGl+TUrerlQYavN5B4qD9eimy1lQZVTG9S+e4wUH6j34VUZXnUez2luyDLj1pQc6g770nw9v7K2oO9Hsag3wWrqA176yFWTHsD5k2iXfYCx74qATHuGPW59TY960H5j3LHvWqRtBlUyW0HlcBbgeFMmdB3cZDmldoPnQY9/XSmpvdxB7+4L/Hq3pQfS9i8Hn8zj390sUvJceoA930Hbj1InqCgw8e0ddfnjQT2vHtPpbp48k9nx6/PEvQd+PbacmGD8qaIYOr7rkbmYK/uCoMH96X2CsBg5Ce16DGMGtGywnt8ZpOuuYa1/xD93AwfdUf9Bh/dVDqFZq/QZcdcTBwz9A1AmT0EwdyoCqi4mDUGrvqCQweqjYzBoE9CMG/tIvHoELd92OU9T0HjJyCbKuPXXSrKpAxkqYOgZuQPZwKwZaSp6Nrm6jqOcfZ8uFV9+aGV6tkH+VXr0pwDWvKmYPqwahpf6iwG4No9Nc3ZCuVg7u4atSwt6P6XJOhJpQ7mpixdCITJVi9kXZj/Mm9lJsHIZ5DJrkalMo8eqXubSuVawaLzSWU3ix8qr6GUqwc0ucZGsID4eb0T0P0rbzdPy5WDsmbTVVTytNg1yKBvNUcHKV7tFAz5QbByGeJJAJVWnBMdgyHygODvpF8808VSzg57BmGlDytVBVeE0tWJxaVODasH2p7b5trzcrBmODhqr1eUqqRenM3m2uD1Fi281krMNg13m58xesHIOU6Fstg07BrcCTNLdsA9wbYuZAymr8bqr9+U+AeUIJByv1VxqwFYNz5q/lU3BqPNkAs96URqqTg91PauDbxb7qWvvATVYgqrdYKcGQC2zwY1cYWqmPdjsHx81d8pMvbnB7NVhtKC4Ol9P+Wc1PDVVHarlYMJweX5S7B5guNaq+BHdTwjgyvm1+DIcH54ONwZnMe2qpWDlK9x4Pdquvg/3B4+DKqKVoMEFJZWHgKhpR8K88C0LYB1/e6KiOQJcFr4WQIauwjRer3mKAroEPoIc4Ymgh+bR4cEDRUJaGwQw3uuHSL4GT1nMkt4LXJsNNYbBbn1VraVE6N3Sj9VyGSZBX0IbDWFkKhzY/HNU3yKCqWgwwBsgQvXKJwNDpKg1QgORelnXQ4NUCIexMuFVeVNybFuOlPpuJ5QYWhgD9OVphWuTP45nIhsXY9CHezHcIcLg9YtIdJhn6JC2rUo8vHkKr2DinNKNUMdO/7iIWwFJQ6TxC1uHr4Q3EKroVdnTPd0nQHJ/pIhmUgRgq0yk5rCyFX1ulxDeQqDRmAcySFSATUwDxiGOENBRuYQ3kKv4Wv1U8hXeULRFSYhzz6i6S1EMe8srfZYhmQtOMiHl62IY0LQNwtNY4iGnHpnOLIQy4K8IZ7iHSNUDcKsgzFcXI9etVWaqFIbJMui4kpDkwTC6rxQeWcaRzVnQ9u7oqZiMocGPTlcNm3AHJqXhPBrkVtS2qDN4SGkOdIY2NjUhwOl6Fw52B/T19pTpKxvNHtLS+X3QDS5S7S3gp83D7aVz8vfOOipeI9fTMBYTKyo6g/dADLmRtKlkP9H2s1TZKtYW2yHlJW8djgZQUevAI3AHVkOvfQTWIshgcmccH9NWv5rmQPdSnKD15Mw4MjUvGQ0DYc9ZU0G8AgTUv6QwOTB+V7NL9kOtyvRwB0howQV+ggik/UpKQ+JNF5NfaLnc1HSp+pfchgmVVNUbINAodJlaR0+FD8dV+EYk3BhQ9abbrmYi7Tw2l0D5qiUhldp4CHWFVF7pOQPHSjdONF6iUPIWDLpSIa4lDF0H6Spl7s6GgXuxzmQ5zWHA0XrpQ78ZSlDKgc6Z7CXpXhuIyw6VZcBF6WcnoUlavS4g9WHhB6XCocZrDepAVDuCCRzFmUgd/Fl7JFSS+7sP0C42vpYikfD96EHjd0AnrbZqE4mA95v9O92UryH3UCzBKo8qHHj01aSlQzbVIA9WHhiGVInpFQyaCPGehn7BUOgMrBg30zPlD0xY34ODxqaNkEBgQt7qG5doP0tZTY7cyTm8p6ZT25By1Q9Ke6TVk9VeeDIMullaJm3FeVqGrCm+wcxPYkU/Bl8aHYzaWodEPfVA8hlrqb/pXnrMYPZ9vWNDzDKUD2uSqWrS/SjddmyGFqVQMtZTXgEnRm+x75E4SoeFQ+RJIRlpqSoP2aQjgZTyehBNUaHpGW2Fu0DUUBj19ymqvf0G7tXZaUw80ZWu6HHxzyot3foCfzmLqlDw38bkDUs8QSdDMiUFNI8aW1gy5q4vqo6H1Kbi7pV3fyEtdDi6Hhzp9oYJVSRUzdDavLSUn2OIt3Q0W7+m1u7VVW27qxgqBGt+iW8qnd29rFWLfk47i1g+aJxG4qWcsi4K59DifwUI01CrUcadgdd916GR+oVLvPQ1DNBdDRebaDH7qRV3cRuBbmXaHuL3LaKL3W32JPdh45jf3ymVgw7BapY9We6UMOHgdWg2moFlC8GHsMM0oflMqyhsXsFe7cMMYYYk5QRh9DDXlUCMNPQGfA1lulV5+x6zRw/QaRPfRhsmDMgq3Y34wa0Q0UKIGDaqb6eygwb5XPFGyuGtZANUP09hegySeuRqrFiZD1uGtEw9Se9D9iAlQYOcMsurBrWf0gdGHWMOfQdQZfbGp4AYp6z90L7SRg5phpLeGmHGENbQ0P3eTBrxhT+6qbZaRoP2mw1bVDcjULcGD7vZgxYBDT99+79MNk/2Fg9+qtIDPx6M0M2Ln5g6mho9VbxlUT0v7Q5PQQyvg9UxNSD2cHoi5b/tLvdwJ7h9pMnpEw9QhFg9FJ7SQagFAYPcWhyXlTJ65MOLsPxMnRhz/ao+0MsNSYuQPY5GvDByB6qD0eYc/TR2h+6tUGHlT0GEPwJorBluDU+L9YPXwYJ3YuhzWD9WGDc34yXHxcbm5eD4+Lzc0YXSwiFHmi2DnANe32S8peqm41Qd9LwEcLrakEXQ1Mo9oGbsGcWaZ/W1pbkM5ndPsGiSbJQZKJfaTYZDLgr0T2tKVDg58mudSrtKa5Es/VfzQKq0bD3UHC4OPIct+pnmxBVPQMc817wcmw9nBuS6Y2G84NOSQuw+ohumlgQMzsN1YYsejqqyuDe2GY1V58pVqtth01VE2HusPsquqwzCTNuD4oJWsO95qLg36TP3Nk+YZsOgIfaaU1hz1Vo8GasMTwcPgyDhgAtxkaNsPfwfWw39hj+DJ2Hcyb7YcjVbkDCUUo/TzsMKIjvzVdhyOk1+bUcPXYZHgwEkmnD58G2aWPYavg0rsF7Dd+bgcNhA23zT/ykn6/UHGi2vwc6UkvB1hD2pNF80A4dWw3fylqN4OGUcN1YdE6Gfm9r4BKHw/4RNSgQ4WTfKqE+4miURIwhHIQh2m66uG+9ydAeVw9rh77BCdKh4I64aOg3gh18qWuHDcNEIdadTRhjf6xB6REOuIzu+foW3N6hjZYMZ0Id6g87tIzDTCGlFJGYYUQ87tEmDXBaALFyKXMQ7yPE+YAs4rEM3qMm3QoWsPDSikvMMSIeDw8jBjQtVjZlt3YwafVa/BmZqbBaVEO9bsI1VqtZ3DpGrrFoB4rP3ZO+ojdXuGej1KKX1Q5Sq8ZqBbpNuWSMJKamn7OxDMhN7MMDNVCQ+41RjD99CaDgeNV3jT4h1H9Eg4nEMBIajw9Z+y1ch9xWQSHcvpkZNutJDBUrJt3uYfSQzAWLY8nQqEkPO7XzQx7ylJDvW7CsOT4aI3alh0gmxO188O9cIKUlkKqP9/rQxNU9Irnw8vhkE4WDB8kOSlPUea3jJx9hvwvuqR3T01f5MZjqmj6sdLPUL4fUdekmsDj6b8P8tW4bHd1ejAit7vanytVmNUNmSR9ozZquqf4dEfeQoBnSNVKkiCVPoZ0rrwkJ99sqX70QEYvw5pqi7MuLV38OEPqc+eG1B/DmekM3lREEsfQje8aNreMsx2Cxrfw2I+9LqCGC/8Oy3rII5li6rqosbBH2JPrwI5Yg2AjzN7Rq2MEcF9U7GiJ9g04g9L6xsgI9jTVgjXTQEn3PeIjvSNQsfSJLZGr3bZwyfRwR7291lLLu2ZPu9vdgR8NqzQlU2rs5KYhQ9epQjUBG5cMe0LkoB0+xR4XL1a0AviCr3ZjMFOabSBMbGaEZ6fSXunQjWhHFsDmEdGfWYR1SshhHbf2+gBMI0M+oD9AEhkkYfXoQMuS+8FAWOkQ8VOEBRmCS1L7q+L6sdJ8cycIOswGwVTPw5WrEvrZak/pQ59sJQ2Wp1tVNkLGJSG9PLVrX3vtV1Rdfpe59tPx2WpPPskhpK1A59MvwPuqASPf0lCBInSQRG4X2hEc8zP4RpF9Qr7br1dXC0UTNcNwjY+lOl7Qvsz0qVspwgar7YfgWwdaI+mYKQA41q4iMoPAC4AO1ebZWRHv2qgFEFatKMDEcPRGRDKNEcGIONaqIjRRGJ2otEdKI1URw9qwbUxX2dWooMry+idq14TZX30iAHas1sll9lQq02o1EYKRS/ypB9Nhl2lC4NDWI3a+wuKuUNliNFtWdfRrysQs4RGZzSqQ0z0k0vCYgdIQbjmdtSxfUFIB19melBiNGvvmoAMRpIjCjJbIZfEdK6h4R8618WyfCMZaFL0h6U4IjwfsJ2qnlPhI2s+rAj6xGR9yJtVzKaQZGZ9DN7p9L+tFaArsRo4j5r7ASMztQYMva+/gAlxGLDKizk+I44eqIg9xGHX6m3pWfdi+pYjVYjkSP2SBJ8TeUhfSCJHw9KBSqcIH8+pYjL7VZCBvPv6+Li4059InJsiMskZT2POCmwtCurFc0/nWG5gY+7/D6XV66ZndUMfWJ1Ih9z+Har3PMIxxpgRzt4m2bbH38tTfyqF1RUj2PVxDl14zcfcL8U0je3agCPo9UNI/IRmcdqWUtT1QEYB+JaRoKgUBGkfiVcv4I8aR7zq9pV9SOC6W1IBk+nUjOfdAeq4EcG6u88X0jg3U9SO6Pux6lbwrdqfApZb0xkc8fat+iMjxBGwCPedRl3iwR5a9CZGMyMs0DqtewRphduZGIz08EazSAWR6Cgvj7r3VKDBQI4U+79qxIdxCP5kdZ0N6epxVFt6pUgFPoUI9WR1N1yhHknW0xD7akWR/4tqv7pv6AIANffXpViNg5G8MOB31hAE4RhVA7cA9COjkbsQAOcCwjQfxWI0TkZIw7AKucj1hHJyMVoH6fRbhwt12Nr1OoNEamOBS+i6hhJHfCPOkcWPpyRlEj/bwDDIhEaWI7mM1F96JGbvgFjMKI/4wGIjWfMIgQZIwSI1nzTFFVz6vBVcRGBI20Rk8jr5HjiPZEYfI40QPTw/XwbyOFEalfSeRpIEixGLSOnkdWI4eR3EjcxHvOqmku2I4MQd0jOnVCiN/ke06i11CYgXRHoyOKlJT2LqXZLqtCLKu2WyGIo2XixV94xHsKO9EaLFNMR7CjsxHIKMA0KeI3yRpTqBeKYKP+dTRI4xR8dQZxGoX10UdG6sAZMYjUgr+KPzPuwyicRvDllRAiKMcUauIwiKbojJNCj2p0kaeoU8RrCjLnVhOpUkfwo5kRskj+XUSKNj7WNfdp1Cij0RAzlSS0I0o/uRzwj9FHciPHkaYoygZJkjrFHo8VnkbKI9LdaEjiz7guqkkZMo5LQ7wjBlH8SPBdUJI1U6Ykj3FH6X0/EfJI9p1JRF7xHn+TedVso3SRhUp32r2KNG0KP+NFRl6KZL6kKNw9XmXqhR9Upe7VBKMHEce6hm1Z/IeLIXSlbEYBI+j1VkZ1L7DKMulOSoxCRl0pi31HKNpfCg5rSR6yjLpSoqMBEbh6m8RiIjjVHeiMthFMozj1TV9IJGPIYY9QUMkSRgqjoaLcKM5Ubh6nHq/YjZtCaKOcvpdKU1RxKjm3VQepivtPwyq85FDpxNJel9QfWpXg+v3lAUH+hjy9TDeESQHyD3Vr5M3EkeMPZ8onjNXcrrD0exvmxYRQeKDORHoznhQZGtQYWk6jl1HR5GVCtOoyNahAVXgrZoOnRo8sE71NKDlT1yeAXUZuerdG076mUNbMz1JtslTkKxsaiea+9LQ9p9hcTh6Na6bV/SDlQZ+o8PylqD0a0B5Jt3zGTa9RrZIN1HOQ1WNjYiS5BlPqoArC74nXhOftfy6GjwqrEaEvEfBo69GyA1f1GIj3fP08+n9R8aDxL9H4pJQYFpeWvEmj71HrZ3oHE6PZ0hzGYoyQoBX4rt3eeXS/GjQhrBJol0uFowQKqoDEnKhaMueBFo1o1IWjh4wxDWkFt3eWLRhWjDArToNHQd3agwa+BDue6xaMy0bVoxKZaWjJ8HOUP0Fseg3+qoKhSNGoT3+lg8+F4ogg9NpZmaMOYeT8nbRimj/+6/KGSQ0H3Y2mo0sogriYP4ysELIPMATDuJqATi+fS+ORIe3bl5tHg6MAnt9o90KjE9h6bPaNSCqOPdvS12jhFBLaPmr0ACmKe349yOYmhWn7ogTW+8m2j4p7eHpVdsP3TGUNSdc2ZK0gs4CLo8eWKlqh8jnMOOpsuCVjBh/dYOYgaN97qYxiTNCA9mK0EKpW9UswyK/J3qEdHXZEZCtP3VeKsssBUgiSAtoen4TmpBk9SWZ/oNm0dw+cPRy/d/kxue2n7p8FfYGh49NJ6XqGZ0bz3QPRw6YoMGRMOb0ZePcCena9a9Ge6PXLIxPYGmzpw11ofj0n0fAWj8ew+NQxbKtoSHsPTeqiwujYwqtCxD0fmo4ZWfJcV2roMgjZog5IecX96P4AQM1BkTEvZ/RwbhADG6nhG2GAYw5Y+bSoyRZ0YnAQp0iDq5DNdXD8c3Q6uC/vTkv3oMulqtHzZpVlDFYUBjGDGKNiz5nNRQksPwZNLpKcn+SgqzbRsRBjtWr4GMhssj0h9q+jNf/8K8zzaXPeCxmkNAecR5tJuPA4zbq5Mtmr7KcM14Mfm0mAx+o1bsDeGM4MdQY4Fq94aUmb2XjQ6rYY3RcmIwd2qKtIIsBYzU/OGRjjxJyJBiMeR0h9qqzNkGw09I9atoYztm2nSK2leeClgjN8KsYvRjN0R9M3XeK0Y0MUZnJ5DG1GMdZqoY6lTJRj0+Nug19kYczaoUSvac39CECfg0Qw6ygFxj7htws0NhBKlp4xwSR7jHXGNJvCCYz4xmcjE8NCeBsm18Y9YnMCAz4Hp+0Q4NciihgrrgLObqpDlepDEfjmqoZntQnL1V6m+zXulJy950pvs0eVDQY5xeqXN2ma27R+XtDfI7mjEULDG9GOEQCEbcRsN6ZP2qb+04ZsaYyDqxHN2mbLCHQ6u8sEsQF+Fu5qhwXY5u0zdcjSBjGTGHYZaRDTPT3iEnNpVIamMea0KY2JkLheOTGFDEKbFg8qPU5Jj+10lmMaKi0Y7MxkiQuWqVIwc5vX/rAxiHVPOa//7HMEVeN4MbyYIGa3lBgDQKY8YTVa8p6DrmMCE20OFgxj7VLuZmXgdEREY6FLepjYNIjCFNMdh4jNwihktWrfdZ/MY9UHl0jxcdXDvmMxPAwMIrwSrNxTHym78gjq4XfUH84eODzdpKEze2HU8VZj0ua2QoaPK7dDcxzQIBKLGBJHGu6ZFai+sC6lB8KT5WrqeJCxgqAaXDXeD1aOmYIioKljG0gAWPfGzS4WSxvRjzTHltQ77x+1XUxrLhd1Jh/hoqWBzVVwzFjmzGi6Cv0YuYwAggC9GDG8PrpWzG0q7IPFx7u7ILjisdyzXw3OXJnrqRs04DO3mRKx+scDLHqdYaGiy4ehrRLVIRqO8wzE1zMWNpZd4NWajWNnaq8VE+weFj1uklEnaMbBpCBmRJYltIbGNPFM0Y9KxnrN1/8gA2OsZtuClmgjNNrHSaZCMeYkBZm/1jwGbVNgF+umjQGx89kxiiI2MQMZNY2ORBnNvoLh/h3vXWzTYqKxjfrjts3L/xD0tTrHBjFy5gk1N5mOzaPaRCJ0uoSs0sz2KY8igUhjropxGM3aVNY8RccZsWrG0d4mMeL/g6xkXeinlOOHA1FUY3PTORjbf86JTFMdmwZ+cHrsiESkgilghzYxhevNjg/9M2PBsf2zUYmSnJg7H82OesZF3nnEPtjgbHDzj/3h0EFJm+hjzQ0W2NrseoY/WxozNqoppmMaNpfOBla5VjBrGHoZTscTY1tovwZ5Upx2MqsfOzbLB3tDtC9wMN5UAeqhX7NXl79KklnVQDV5QQg2teH7Hd0NfsceQf/qi/aSSaUKiQRsAXDxA/+wF7KvK2hJqSBZ7BoDjbqAi81/sfxKhQy/2DNaabbVV8q0KYSg/GNqjxak3WlAbgzLvGwqspQG814cZCWcjGrDj2HLdCq/RtUeJUmiDUl2GmRovscDzQhxujjg+aEYahFWo4+ohr36cExK80W4OiWSRx5msGF0ZCzfYcJ2NqcHDjO2HBOPsoIt9kDhjC6qHHmVWMWO/Y+TGi3sXv1oOOB5uY4/sKrvcQKGq9yfJsY43fyrQ9xJU3d3qcZVA8JxhHYfrw1SyqcbuLcDQIUaJnHt+UO/QM4x/B9nBg6i8L3r8to43Bxz1Vdql1CNzA3/yHrhy0VWJad8KdAfc4+bhzzj1lEfONecar3ApAoLjyXhAuM7rmQQ75xk3D90HG90rw0mA39yyPDjJxHI28IftOCwhuaGjJwWEP7DSoKLge4i5bo0aTi2RqrodWK3100ig+Fy24qfAceIToVEGG4TiKlAaFVVx6kaxqTNuUe4chOFxhwrjvRUtEO5cfq43lGtvsWXH0o0uCsFw/CNLRDKXHPgPeIZvUSCNLrjKgzQiqhlg8QyCBxpQgWHJ6F8VkQKEPhvuVWRVR8NeSpOGhPh5xDZTzTI3Fqy2A93wOg9O3GzxWBxiR5ZfjeHD2XGtBVrcdlgnkKlQRqXG9ENrAcN4A6q2VNbhkEuOPFqwYGNxrIVkSHRio74dlGtE2Dj9lq5wRpuzBG4/Fs3oqekbkhVB/Rq493hpJNPXZ9uPH4cm40dxwIVMwrmmlncY95an2m7jpGq/7ppFXe4z1x+7jMSHPQOcFHh4yvhtIqA9GJeJBjQq43Ie2fDWRUNuOxIZW4yoWj7jWRU+8PD4bp40tx9Hj1PGnEMo8fW4+3hlvD9XHSeOD5rcESKxrB+50isIXvbGRlskGxzFgvqycyQhtF40LxybaNoIRK7Uioi2cOG9tapdHcKm6kyndTDOpzAwm7QuDtGo9IPg+wXjtZALziZzt1434Qaq949Y9NXpADC+NCgTTVcpBkg3iYrV41lsk2dcBU9eNSbq0qCUyq3jys7cypXkBWxZr8Tcg6QBJEGS8cd49WUv3jpRA0ZG9aRfIHB8m3SVpA/6blBq7BCjq1ogm2bFvgcztaIHkwxGVyTqmtn4Pod4/EQJb4SqG2Gqv0H4+FnxwigzHA6w3p8ZVINbxsaYKfG7eM/5MS0H7AVzjbml3CQyJBv2BbfU+yEx7a+N1wAaUeVmOvj4TG19gN8dhgPXx2BBzyiJj0N8fDgF5VZvjffGtyNNTXiYzEZb8a8OaK7U9GUQdEvOkO80NwnMDqJvrXu9mxfjS2qDjilMbvGmjmdfjZSNMcyMmnaIRLwR3NmOYfB3zjq5YyA/KfjORbYc13jQ+mBeDTkUdvU2riOTuWQGjmgB+lZA4b1Y6DY0vN8RkNLbQY82r8bn7eL6Z7NlkTQQ0V4Dt6qbytQahNqFDHSGQlEaF8KmQAD8Wwichu3ID49abZmobknTX0E2ILv2skxG/HqDK37WrOBgJjvQJfGHAjACbVKAbxpAd8RByZ2GoKZY9rx6mdM2V+NXvEDCeMQ+4gT7xBlyrEPoGY+8QE3sDtqL+C1EFYE4EHKFjDAnQQ3ZJC80LUQWgTYYboBMUCZinVk5HoySa0qw1iCf2upgJn+9vP5Q+PCyGVnSG3LzQfPGFg1I5lvEGqS08azW6WijWaAtWZCI3mNGgmj23HlgA4HLx9dtfmZhe2VrLj44DmU3jTz8ZqGW8emiQTpPgtjm9vv36fUNSN1vSuFflDayDlpGCDWa2e91UBkPvjaCdH2oYJ81eRKtXkjoIDyYf3LPE1YQnQczqCbF4zdNSLMMNgp1nCbrrofpE5wT396BSVdkDyYQApOXjFFgReOS1ve2HVkRX4Pgmy+NtDuTLLASR3jgb9UEVsNRm5OdmSoThFBAk6YYzKE0oQcITU3sU+PumW8E9XkZ91daA4+M8hJj41D+3nMUbUiSD1CZFjbLWwsgS3wYhP5Ca42ZzG8wT7xAkhMjCY9IHr8AYTOCa+SkaTVyJESctKaFc0O+PqTVimiFNUuaKwn0ppV7rymnFNIKaSLKdhMHCeymuguVaZ2wmcpoxcccalwmxmeYtMrwwjDskTaQQB4T5V6mhg+JxeE+X2hCaBmTD5m00weIaKkVOKnwm7hCC/ABiESYIET4PK8bWJkj/o1Nqt++kIm9WJvED9cUyGbnQ8InMCDo6yF2Lt6sETF2l0RPL9sxEx9pM8aO/bbE0vCe1IGvxy/kTiaiROGw0etbGFKaSOzwWsoYifhYC8J+VIU40B9bwsFREwVqPWGUImERNsiaq+MRG+kTIOrLWWxNqL4AyJyrEJ/aaHJrMCFEy2uOt4kPssCAqCe9fbkff9lEHKIj4+jLrfRoeo7ZxOx533wXHDfQqJqS+ifbldgHsq2dkeyzt9559DkEocqmpWygbIyGkU5qX6iad6ge+/84m771RNKJqclTBy8SVL8sy31aibL2fOy+9lHZ9a32hvqCxG3Qxt9v7K6ZrbctlE86kqrlx7KLknIcpTfaaJh64SSiM31TZp1E9EQGw9KOLs30HUqq8TlK6d9QKG72ZRKM9Ey6CfXd6Ym1Zo29ro5SXMQeSGmI831bvtO5ju+7MTWGJ932Via3dIvtMsTPAKz33Ivhzhf1KsrDMdj5OXI83vfR2JzYTgk1b33wXBffTJiH99U1pgS1aNXffX2J7sTI4mv31jiYc0r2Js+ANwnLcMX01A/Rpkyzlp0qbZbQcqE/R2fXLl64mgsTOcsg/fQLEoTaH7vDXdZq4/cxIcVNAhj+uWY+yiFWvLdrlwsqQ55W0GvE4p+hs+/jyFP1qpqPEw9y8mVNyTruWSfpd2Vlywr9G4np9XsfqePZ9EnHlJn6khbuwds5f3SngWgn7YP0u7PwCN4e3cTZM1oeWecqoPXTNXLlWH6SuN0zX25ReJpg9Ys1tuXmfrJmmtysUWhflT6UYSZI/e+JgGaSX7fxMAzWm5ZRJngWn4myJOQSePE0RJ81GTXKFP1Qapt2VFym8T7uyOJNNyHBPayI5rlWEmps00Pri/UMK30TdEn4v2Vn0Qk2KLAuV2En4jppfp4k9Ce2CgpEmzsK3iaEI8A9crD8KRgHR2Bpktck6uaZYGNtJP/IdtVIOEogaqDFqRW6SY4zCZJxI61YYOg0IMUF9Ta2atN0wm7JOcxtcEyQdeVsag0bJOWSdggQYAp+UUx1XJPGFjySrmSlW4hQnhnB6asck9zetUloUn/JOUAAVsVPUvCWDkm9saB0YskyzQCemeA00JQePTQjDsoxKTXB0UUjBBrMaOFJ/EwR7wn7IePUiISnfDaQRR0U8xD3z7qIekfdINQnITDu3uBLM18KytpD18pOYY13eHfA7KT1kn26x4mtZ/Vx8OLtXUn4pMGANak35ooYhMKaOyVfUy3vtL7LNIh7Bfg29Se0OsSCSEN0owT53jsExDYVJrg6AtgCpOZSZKRPjmXKTpkn2dHzlRWk60iLe+pUmSDp9TCRzPtJisQ1QbYpPhSZjVEPfCaTpD02oVPJtSk6tJtqRh98DRBPSa+1CJ8M9ZKOr57BWBp/aiEJt6TuGNecl3ScnDZzG04dT0nCw0jSa6k0lSDqTfB1tDonSb7eCdDfoQx0meQ11vG2k4kdcB2tC7OpOWWPRk3W8dyTpD0TzrKzvGMiFJ7GT+xxIpNMPXpqR28QmTUx1iZOo7Vuk1wdamTu7UOh2HWISIekojaTS37N3j6SdIel14VDGg0nJ4GweQSkzDJjx6UZZTiYCycngTkhXZICMnZWNsycu+GdJokoR2ZUZOcyakAWWceWTosmLpMyya9SS2cBaTogbqrEVrxZk8Dm/OBVyUOg0YAeCsULJxO+dexB4GwQMujWbJ/h6OHF2ZMWoy6EEZYoIhp6aHJPhjl5zGdJpvk60ny+oEbDBqEe8XGTBKGqgAEAA/AECAQeaUiyU+rX7OUACgc62+JtGV4ZLSejNfraqcV87lmU5xyYqENFJwwNvu1rWUJyeEHWFHWBZlViAF3dfCSpSUiI6kbhZ05PCEAfNXnJi1gJB1RQixyeE8DpS4NgYC6y5OGnIDWvGtYuTwINFxVl0m4pWsicq9AYRMrVo3Nz417CSo5fDgNvqvpiCpQPJrvqkbKnpPUsY7BlF+IGTmxZwb02Vr9OYzWMuGVHhAKUWZCNhtXJ7OTlcnyB1rybCtfPYSgswFZ5WVxQjrk23J+05a69XSZQWyYenTMWMNN1aG5N/6FAEyFW4+TY3zf+1g/ETZVjkXuT9VaijocWFfkz/aSh6i3pO5P8WF3FajEnZ+aVB15No+2GveNW9tD4TMXZoBzRsvpnNWiFgc1DhkQKaP4FnNfTlVSgoFPusJveTAp1BTEc1c/K4BoYTR3Y5OaXLAbL4xtSQUzd/TjFdwmnL6VVTbys8mFRJMZylJANkCoU7VSgAU6IhpFDs4EHCZI9euuvHaL+5LHV/zrIm9tFXcjq+o8KaXY9Q8YWthCgeyD/DAYU9wptvK4CoYrAXyLNkJIp2d5DB0KFM9kAVdMZoomgIURGhaPTVoOhdEA0gUxxKY3VHSBfHaQKRTr3H/oCjJDbyoOyPOIXB1FFNPEH7THXmKUgORhJSBsesNRmDWuhg3xBtyzuHSDELsiBCA7NyYjqumRpICHsMo6Ew6uXQIQC9pAU9T5KninSGb2Khe/KZ2lBCXCnEfCIUG9IA4p2QRwinZE0FdATOXfgWRT4JAzFMaKYbLHEpzEgwukJNERJFFwNHMn9oxmjFkInQGjmV9W4x60ZhmeAzgArosFYyOkdConiC1KdrkdikbzO5SmYrDuHXImDSQJL0xmiPgw+4FZIHkpixTcTVTFM2dxOUupJ9p1r27GNIdktgdcO6ozVMp8Xy1QmmQdQci7j1cKp0HUTVS5noRuqqd3jru570ioIdXOIurVkBxTEZSQjIdS46n6p+ynZHXbKYDJYB9QI9L7QGHWiOtw9fNq8Gge5b856GLs4da+6yzdPDqmy3LKdIoJMWwR1n7rkdUnToAqaxqJc1kjq4mxWsnBdfMp/zwlymXyEzzzOUxRWsFT01AOWWT8h0dRVK5d1rNQDHXewVNZUSUCotGKnvK1XFHMdSiplv4pMUhp02OoPoY5up11X5b0Vy3KehUxcp+hdWynONIROrhoOB6rDdbC7mPqYqZ7TaDOvj1eKnz3VwVjCddk2KZT4OhJlMwOtidb+6kJ1Hfwdj7RNnvdWKp2j1Rmrq+MlFiadflAHJ1Yioq91irhQpMU66z1CqnxxNykXulIqp1VTmqm0YKksrm1Gqp8JUqriuUNUktJUJ8feuMVLqB21urLJdTc60VlpfaiKW5NpbId5e8KgCC1cIPhUGf/mX2WytOzrS3XJyEcrb/setlp4qNnXtsrggz6p01li9VoIMHOvK2LjqTK1Jzqclr56vOdcZWiXpwzq7VPVeop1Eq6yiD2kJMy0vOribCdsXUtW9x42Xfgf0oap63Qe/zrOvXabGzUyC60DZMZaUXW+qcnovs67kdIFCBt1SUAFLZYNDsNZlDUXWWqYGrcK6nihIkGeKBuqZdU7+OHl1Dqn2KXrzLOBAj0fp1ujaRibPbvBdVIRt1Zq676XWysv0BDdu5l15XqFNhsuoLUzAtUNTBLrq2WHbqFdTi6iLYl0Z91NKUsN6Vy69YdnhMLt3dLUDU8Fyj517NTS1OjqeVdemp111Iamq9XaULfWdWpzL1UjaQKGjGmhdb663dTzan/YK9Vjo7O2p0N1/gIu1OmUvYPdlmidTGrreakzbCVdd2ykdTTrq71PuqYtdVupmdTUlBw2WCcJA01gelshQanUNPjqabFTkKm11mi1t1PesqWY8uK0agIamj1NxUEg03my0jT5TzVKRSur/UxBsxCD7yq72PsCoWRBFK/2l1CmD1X+vs0BjCqt2QESaNY0QPBzff1G1xGPrAzk19UsDKr8SMaNC1KMUXjIa2jcIWSI8U1L5o1CrV6oIO+2mm99wIJjySrWjeoK7TTESbNqUiaepjVVJGiuBSa801j3ECAnrGkGlB6rWaP/rOmalSQu2N5yIMmwNUAFjUdWh5ajNtmk1uafr4ZYUA61eFkK+0PawKbXZp4cDE1S/o39xv00w9J8zTaZ0xk17RubBGmdOGlWUtp9WXnSRpQjG+KSr6IbaUVrRajWxBuZDfeV9oYD8ML5TjG3LTDmmfFH6xpV5fHwI5Nd+7eNNnJqHWrJi6LTUtCUlimafVjdPGhrTPO0BDxIQYk06dG67wvP7ONPm9u6MuJprB8t0bJY3NlXqTTQRjJsHmnhhNSac74WTRwbTSWmPrW9aZFRV5GVHa0h6otNnUda0zSi6Rmysb6Y0FlQW037pJXYM2nAtMlabH4WTRtTDwaqaGaeafg/UNp1zT52n5NM8xuO09Jp2zTB2mLNPFJtYw3aVMZNnsbw6WticpZY+GQ0+gYjoowPi3xTZOMr7T2cbXyqA6aJTcuR+XDv2mg41eL3lVEl3K39EOmaU203RB0zDp0fjbYArcP/LUY/eUo/uNTuhZ41BfJ15ZRJpeNCQrqy0i71f2kaInlNXKb9REcfqnje3G6uAlqaNz2XXKg1X3GvG6F5V56UM6Zl/b8wcBlbKbwwPxeknjW3GgHlMjwS41zxpNBHzp7HTtcb/loBRrTTf7hwnTTqb1BUXnF3jYgm3n9bOne01epvRWoGmmLTsa0VdNgxuVWofGoBNMBYZdORprtTWg8J+jX8bOdN7cc/jf/Sva5o6bxdMG8owKMum9+le1ysE2RaYJGI7R1XTe1zF6NK6ZoeHjx8tNSCaNRFYJvHMd7pp3T05jydN0nFnTZdcn2jcbDLrl6RpfTW19GR4WumfjQq+L88oOmj9NqP7+7Rrpu/Db6tbHjD6buXmO6dtTfV+7B4PumOpITgmXTb7p5PTE3Qj003LUHPabp1D1BunX437puVWoem9dNCy0S0qhpqL07Nxm9Nl6bldO+puD05rp2+NiTT0Vp16dT01XpvdNsem2NMykYbLdyhisuJS04U1DosOBHCm/dF5anJ9P+Yxyrfkm1RdzXq+QShFqrRSyA55GpZ660W4gPLYLEWpbGvVYl9PuLvLU4fpsjFags/YOArpc/RSko2DwS78i37syfPU6ssFNQ56H9ObwDaXV2esHNiybpz2X6eoFgJ6lJdbgtK1ornuIvkMmiNdvVZ59OmbRZAZMmprVuZ9Zk21LuYg6aCB+DzurCPWrJrtXYgZ350qIrmplXAO+YH2ejUG8ZdOz3ifL8Mep6/fTZbLD9MboovcuNNIFNeJqkV2Eepn03NjUgzZ8LuwNIrtxAe/Bw7GG+m/k0JyVwYLKy8gzbBmYcren0f03Be+DZehjvi1far/0x1S2VTD2NZdXA+1JXfW6Gi94hnodAMXqkM3qp5u4k5yJDMcKqHOXqiFi9qhnZDM86ujRNRhkS9TFay03u6tlZRmmvddZc9FFrzprSxn/8MwzWWMmNrFpryxt2tD8QtlafV3eVrFTYfM0y9PwJaLx5rrfyG4ZntNzq7rN0ZC1nXbZe8/BnUU9V3+Fu6dDmK1y9/mwHU16rpN1Q/CDy9nniMhYuXpV1aYZnICKVbIr1KNhRDE/QKPVt+DMkOx6vXkmAKVtdqrTeNq2ECypSkuhQho+glJAbov2PpEZwbG//8qjP9rq8M+whsdd3a01EMZapwvkqmpHmS66y2Uhpoy1b1WTdNAFioN0YEO+U5uusDdf7Ml00X6cuPpYZ39dERmf0NG6or1TOzGwzc2Na9WmhzLXS3qtdaCaa+jMrGZw2l8KEy9V66zgQRpszXbMZxTaP66EHnnpsA3SG02D2Ca7hjPojMcQ93qkoZim1P12uCsxBO4ZzoAfPGYl7RbwfbeUsi3lA28Q/VoaOV5QNvXn1tyDAu1/GbeFSvxPZQZW9vjOcaZZVEzPQ5tta8FUb+b09HZqNJ0q+G8iO1ooNf2mpVEOdAJCjtiuQdyna0Q0A1alVMp2ycftHdl9LMdAJng0xqVSTHT8Z0HmZJn/jNMPMjOa9Oo5B0W9Jf1RSdoXn7RoEzLG6chDOjrBM+SK0A6gQq4/gVzuiWTdsOEzK47+TMvjt+AXXO3QqmJnAQEzjt0KriZwEBb465nksmcidUwusIqgJnFTMdkruOL8Z2Uz/ZK8ThTjslM9e6rR5c47RTMN+m/UVV2wUzMm6oCw6md5M8SK4psqnJOTMsXRS7PuOsre/xmbWqgmaYfnAR+EaltKpKlKmacmA+Ox0zDG7vTOU+l1M+6Qe0DIpmO/hymeRGByZrc5XpnY9N3DR47YacHwdzBxQe1xme4Ff5vN+dh3Haqz73CDba6cK6Jnpm1TOCjHABK6ZhjdeZnA6wd/ClM0/VYTeiZnbioCmdVM3iaoUVCIJIzO5mejM2iZuUzV1bfii/APAnQyK2F2vpnBfUarFg2A8kS/DwVV4e3+b1k7RCvKQ1VJndtWNqZ/2MN+seDX/w3PpZjofpR6Zkypdmqx1N2Ify+iZ2vVDEpnQzNdLt8BkBdQn9bS7lzNImZtnbrBsbl0mrLTPlavv9sJvfhtvFjKj4FmbsXeXheIcXZmHUMrNK+M5uQB8xVgJTzO7mN7M1z+tW45HI0M1F/HknVisB6a4w0KzOnmN7M6L+7lesT8tKlLmaSxUSZzFdd5mmD3zfSmXZoKaOUD5mfAPv0tZM1mkbeDHr0ULPJwawswhZuxdVcYcFpufQDPWdPUCz0M7c5IafK1OZs8oqdW6wfB0/7CDbWljbMz1ZnvGo0WfGBPWZigzoINizOZmf8xmhZ4CqvPrzdXRPDws9uep8zMFnZF2k2hU2JBZt89o5mFt5rmaWxvk8TczT+mKal/mbHPdACO9ssX0Vx2ZkPEs+8Z4Zd0m9LzP+Y3OwTeZ1RdPFmDLPGatos8+ZvrVgmD/N4bjv8xspx00zjS71DESeN3M+choMtTZmul0Y8L0RquZvpdcODhvFPTp11chvJH9HVxteHnaUEs3XK0DIqlnjLPVGfi3rPOuFARln6LOo6pI/sFZhvVrFm0VIFntScu5Z6a+MM6t13leKos62kbnAbxnep0u1UssJpZ/Kz9jwJWFmWYmuKk8cKzzVwbLPYWcwQchvXSzPslK/jvmarkvFZr8zCAsYrPLzo6Jam69r6/5mfZKsWeRM0Vcaqztfw650WyXs3mV+5/mAniSzOWLpUxbfcYCzhDgmmxbnKTI+U8YxsHlnwl3TWYTM/lZ8azd2rZzOYrryuI5sBKzVVnQvFTmeasx1WbazGfB25ImP0qs4nJarx9VnCoh1ma0s+BZczerVmDtIKAiGs0aZ98h81mdv3eau0g2U2eSzaG1PnVsWY0Ve7wgGzwm1BrPAWdXvTGZ6pt3ck+rPhzpaVaZZtSzxWrwbOWWYrnVvJETxN1miH01WYS8rhsYyzKiDnLO2meCQXY/S6zbTzCbOiUrxs9bcCpRSNmjz3ucfhs40uqmzr1n3b27WUS8Z9ZqChJNnfrMmIK3eTmZigz4ZnQ5LA2epuFgJzUziMmAua9Msus2V6oC6U5nUNLJbwSDG0u9pQWNmuLNS+Sxs7GZwWzPurc/j0+ul3S9Z3SzuKl0LM6ypkCZrZ1XqFnj6rO9Vuq9XH8aEz0ql3yVeQfvdcipCzxwFnUDL9eIXnWb1Dmz6JkedMNnQrM/b1eazY1n4Gau2b9HQbK+zxuPaL1LLlVFs7bZ4yRgXjLx2y9V54KGcpMdAmlQ7OWWeNsymEyU1pNnzJGAI0qs4HZ2LxQba0F09oZEvU0vA5IfFmxykUPHzYXEIBizrFnV74nzqxpQZ49JaL5me8TObytxvhZ4m9+YC3TN1Y1C8bmGnM9fV7M7MZnurs6QCOcz2bwJrN+PEkXV1uzJI2JnXDPiWY/495qzwzA9mDOR2WZ7s8oCZGzzZ9mDi6AhfM2AZeDeldmhLNaIwXs0fp3t6pdnqtXp/wns0eeoEYSTZEgTqWe3sznZ26Uz7qItUF2Z0bsk6uuzym9B7NH6cMRtmkN8dxuqKrNWsDQMzyvbNIM46b0XLWYwjGfZ4ezDZ0/hgccj547tNG1VwpaTBrjO07g8o45yVNKrRv1aSs75U0OrPEcnG4KjYcr/s4Gq0YdcUrv4NFDvg9NbBjLgRkqkig3ssN/qAA0KENKrJJM3bTPzXd+ltG6OH8HNAOe7VWT/CBzbqrjh2UOa2LS9+ii4Z8hIOV1obClfy5CmlOQnxuVIOZJpQUJhnBNYhrYNcObv9Zg54Mt+4mgtqd8sFHQQ51dlfDmu5Vvnxnfaq8YoyYjmHDjQFRfDVG86RzppjkVlOnF/Qyo5yqVZ6Fwy1kys9HLQ56hzuDnV2UWAYXLcbSxwDr5xhOUKOa0gKIZyPBDt8+4SjStWIiap8bxNjnguObSpTPA45kYZKNrbHPEqO5et5xhQzPlwPOM28wOwjoZleGfJy/uVrEpZweS/XA9BvpcZW5UlvpTMRafVoFoZBUrkHFwRE5kAtOonQLTSYaRhMHg/dUlkaYxgA8pD5qZGl5D121lC0RcsKcyYNdZZm3LcnMAWOh9FxhvrIn5xhC15vUk7HA5swtxKwknMoyptw3E5ymN0PotENRObCldmqbxDYTn6cnNObAZhohxiEMgqJsh5OdjkcTy6KMIMqRfARcvGc1U5tb0gWHzbDYmXJtn3hyPjpW1inNXAyAZudtYKV6Gr3q1tfXyc9KmziM50rniBfcuOc9E5tNIx3H9nNiypG9ewdF7jOgiYnOoMvWcy+cR5zxKxlnOZ+pSc2AzBPDSOTZSjw8emc6gqsZTapVq+w6afOTVmdIqVUbHJEmNgdWjQfhmvh0Lme8ML8IA42NpbI9Y/CxTVVsenjfn6lTTylUVWCIPHBc+Uo++4TIJNo3F4d34fZxnLumWmgQoWSrY6piqx6N8vd0XNXnglpYQ/MLTVpoKXOxKZ2HRR5bFDBhwM+Fp+3ceMcm2M6h27UtI8uZzVRRx/ZN7mnOpXlKI97cC5iJNoCwwXN9Rs248Sq6GN/rHUtN4uDmTYHeYL+OLnGY1iKVi0wS5gpN2J7kyptRvUGnjdarw5SaPKh6SVZ0o5pqI9W2nHo0x6S00zYwM2Nvr6ACXIxo+Tf5ppVzesax31yuf6TVK5gsquLn5YAGFglcw9JlP4eKrAY1GjUFcx9aqImjW6XeztJo6PfudIbVT0aYhWJ+u+TV5Gsfh+Maak2+9M4g0a5olzkzmMpNv6W9Veq58BaOfC8pWnEyqoSdpr1z4ri8YNpnWSlWm1WNzdLnmdrtvuNVfm51HaWbm9IPApvUEUhBuNz1bn4XNsuZtBLqxGX9vrmTAGubCsc2McUTA6KbNcPl3vjjQoZinaQOnabqDudHc2Dp3LF1hBQdO9HDnc0jpmdzewDF3Pa7xmOBuS0lNyOncS2fKtNje5+5lNbClWU12cNjw/x++qW88b/fB6psj2l5+9C42qabcXSYZFTeE1VOu2H6VU3y7Wkkxhe6Nt6u15U3Z033jVayZVNtcbjdpqpvvc8IWYIUWqb6P1OotJ0x1JS7jhqartPAedNTdTNCnaTEmMdPhobA8/7pp8TyHnbU2wJvV2hmhuXTUen1JDd6avpeoKyxcHem6tPq7XV05Fp3Dziumw02YeefTVGm/3D81Rq9Nm6aUUo7aU3Tk2abcUW6Zo84nhoHlWaaHlrnudzTQYWHjzM6biPOMedd0/h50bd4X7PdP14ao3EfQI/5xO1+P3SecUc4ztYTzf7GKdq0pjUnYnplXxCo5tsIYJpBav2YOwt7r6Y8AFUo+0/sG0fTIH7BogU0sjva5+xUQkHKxiNhfvhEKH9byh/hklGWiYc1E5Z5qFVPyq/X02qq1zXLsPG9VmHzRNJKgg48Lut3YG2ReYJ3sts8yn9E7DzHLF0PaXyLfSGKY2Dy8Hon36wauQw55xdD3yGkvNF5v93ZjsFzzWgqPc2Nvv/s/fm6N9rr4JVgofPBMn55wfYRXnvdjDYauvfkjRzzR6qUZrpBiLzVUcP6acfpTOMAavWRtV5xtVi77JdjW3pFVd+yu751Uro81Pso7cDnmxLz2/w8HPVidC8wvho99g3nl+XpeeSIMVkN/NV77DPMjXL7rDxuTEWotZH30l4MIXPpy3DCBwzJaOwCqFLKo8Vbzt0FjaPhM2ZLIgJLbzR3mgnNKHqpin9y27tYX6/1wC8oIk991F3DV0TPOWfksl5WDvPAscPL/TNfjWKWAVxvR0b4meHakqpYk4TyyNlcjVLP0BzXEpWD5jiTpiY+MMMev4k94HF/aw3KqKUv7Tok3yy97zTxlbUIuYZe8+ly5Hz1CFcJPpBGK5bd5tf+yhGXMMjsPS5W95gRqlnKKfM8MNuWCoJ5FWFmaf8bJ8F/1SJ1bt0yeGx+CmhHW5Uv3LQV94sE3U7fP9eL4KrGIp8y+fP3mcvxiQGQig1HH/YOSSk83hxxxABd8ZIMrrcuhDjXWIlcRggpCAHdFNVfCrZsEwxYBGMcEXnNkSQenzdzVKvQq+caUVwMq+Dr4N+JMiQg92GD8E6gNH6C3Tdqtw4AywTnzoIq0SKuon9IDL5j3Y824XiAK+ZN8/NhOjgh8zIcZWMcZ80rQQYTIvgSLlsxR5QJp+soQKazk1wa6GJ2JMPRODbUgNdCafuaxHehlCga1AiSBNiiMYxvxXXzxOwufOUqt180W+nlQc+aNfNAzQdDExx7Pz/ex12NZ+bT839NTM02ary/O7EDMYzr5tPzwOxk/N5+er8/9AVvzTfmjfOVoC5vqX04vzHSmw2PiHjN8x0p30gCeYrfMFsA6UzGxqvc2EQNnrFMqJxR75nx68ZAeGMybgQEEjzXU5mbHRfPphhH808x/cCsnZjHptfiY4ycYUh6Z5Io/Op+e78++yVRjN9Fm/P/QEbtLbsOXzU6BBlOF+bfQ3v5x/zYxVAsJi+cGU7X5wfNU+g1/PeBG2Ne7uCdCr/maPg74Rn84/5sVj7B4w4z8PXiZbIDDigk1AmHoX+eGLcX5/tzwpkjnoRkgYNXCdawk8/Z5DV0FpO81iLFfAeziAFF4Bd9rFrR3bz6zjK8BQr3tmKSdEkWQnxKAsTHuoCyAkVkWWJ12RZ5ESA4eKu/PByRBGDwEBdpFpwF2gLW7mrIALidpIBv54Ewjwhidjg0UxxZfkEQLGXmMYL7qNVbs1B/62OOLwSSOoDVExUp1Y6q9Q68zyIsz83y6LOMT+1XiqrHVa8J5vEVoUGjqgwO+f/2poF/O8iMhlAs7+bklTfQNUTrrHjcwb7jVE9IF1Y63QK5AuCBbpXnogOGMxHKvrnKlo8C5IFuQgHcFnAscayx5pCdRBO+6iXAvpvrmondiiQLzUG+RJn/RmaA1IBDlsDGiXjfSmHmf4FqVjyQWERQL8ce3DUx5ILKMxGTKZTnEC6AkYOjC0n5HNbPDBoy7XFNZWgWOfMT7Ew+HoFv59+QWyIiqBawYLfRhPYQgWrzBKBf72EJwO5qEhg4YyqKPAC02jXoL/exuX2qBZicFb1T/IcNZrCjrMARmrnFd/pE+o/fPA1W9LXcq1IL4wWQNFlBYpMsMF+V4AkhigvG8W1LWE5dygnQWcgt7Bc83q0F9wLUipNfMlBff6fC3IKlxhAsPHmltf4MdsZ2klQXUejoMAD2I0F514zbIA9i88jCCxKURkyLyFugu+BZiCzsFoAZAIX030d7iZXhEEB/zJRlytxFlqFHNMFqwLzwWhfMLBfVLf6AUOIDwXSZATBeSoHIwYrzYIWJS1nBZL8/dYnwL+gXh9OgAAM844xxwtnr7Be2IJTV5ZcDPCDRmrnYNIHHJVY+xv2zoGqt0ONNtQ1Yi5pk+smrb5wgcbw2dwJvUq0pr6QuK2H+WnSFhjV8TVR0TwcbZCw/cOTj3JmL+XExso43E24R4mHHlVzWFsDKqKK01VQuxwIMvasI43JCwMqvWrfBUqhebKhRx5VcDjbmyrQxv6FWzIUrTIoWqJ2IFy5uSruv+2xK0vLFscdubYaFzjjpNZdQs8cetM1w9CzT0bnUBzp5uJudS59XspubJNVKhc9C/itMlTqqq3Qs0PCJ5f7Bnwd7K07Qs/GkPkXqVMqVWnGgwtUhc9VYBZwxstkdhsNHglTC+8pu/lruakwvSOe8qM6FwsLanGQTP1Mf9Cw2qiEzIFA7SokuaKhJuhW0LnfKNJLAPUW80QKjxzVe5j1XXKSegJgW/7Tw/b2wu0jDQLUOVHsLVv7uwsbqsoLeXtZPdA4XaC0CRsnGaOFo9V44WdHj9hfpXdOF28DEq6UdPsCuGWM9xnThYLnkuNB4YrC0w0PIVLXnGwOZce5PDuFr7ziAsRUXU2m85TL2SMLcqrLI0/qrxVaZGqrj04HxEPPheVRSDxmXsGXNJyotcaH+KLc19TcjU6/giouL1f+q0Oz+500uP9NSpkSYhkFK+4WCxU8IYJZq2kE/hriGD+Ew7taFb42sVV9PG2UHoRaW4wXmp8qq3GCwuTrg54yUMx8LRzmDuPjgb4g6hFlDVjYGj8OLfTPC7geo9RXoXjwtXcepUoxF0jVojDaIsPcczVTOpwDDd/TPXNZCuBSGtp7y94wr67UsRfMLeOdStwQSGxIsGQZcFXK4EVFP6nihVlrCZRTM0H/dHeHY92AuZGGpbGKrD4uH/DS1YZZw9v9BrD8OG9IvNYYlJtpF1WDeOGNIuxeauQ5dE0flvWHx9Ey8vtzUDxknFzuaRsNqlkN5buhibDrkXSVVv4yW6eAKpjjzewuk03YZ3LCZF5DjLWHzItrYdlGnbQKPNYN6Hk0peEjgxhdWwEAnHLIvzHJrze1hnzIleb1sNyjEuwy1hjyLNQrnyzZRd7gw9hjKLT2Hp9UWENew7pF73licH2cPxRf5VT9h8aJceaf4NWRcii//BwZNoOGQLhhJpDza0fBHFh/KlONM0v8i26qxrDhkXEcN04aCiyAWkFmJ+iB+UtOYxwxFFkmlC8Hx9ExRdxw58mqqLvOGzIvlReX5eth1KL++aMcOFRdL6aNFr1ePkXtot04byi4PB6NNW0WChJg4fWiyAWyqLK0Xf82vTUMIQThvnD/1wqwv3Rdt5aGqibDoUWxcO+9Lai1PmurDA0XwC1gIdbCzsskr6qCHxcUUCv8c9rRuYGgMWNcNZLwhi6DF0gLqGjx3QYIcLJvDFyGLYMXfwZIxba7Kim1BoyMXWDVV3uSRrV0rIVFCGALpUIcdw7ODd3DruHLSyCRdK46Wmjnd2GqTQSYXUG45wh7S6Hdk4IvQRcZi/whxLjRPphEPsxfqFU4hlmLAF0NuPfOcJi9oWvnDVoIrBXp4bxi9NxgCsp0k8hW54d/OkXhmIRqF0aNVg4bMci/u6iZjMWPwtV4bCui6mZKNdeGGO3kxfe44E06mLMm5ZRoxpBMQ8zxzC6geG/haYXXVizC53C6o+G3BHaXTtDKSDH/Vio0rNTHcc54w7F3cLbPGpYto8fBGt7F3gt3lDaum7hdp47V0o/DVPHaulE8cIJs+WQyUJEXSuFRJsp4ysm7mL8wqx8MAXQwiwHF+CGTPHfYuJxZrg17F2zc0iGbYvRxZnwzDx4kLa4XvE3sCoSNJF59nthBxkPVn1VAFYIK6uLK3Z4XlVutD+gSDGEGoRb5MPbUZ6/RAhAP6/5ixBXs2gvZWWZzSGlklG+UxYoh/U3FzyLBNHNhHfFpR84AKq60w2Gb0GjxfvlMftHuL0BxF4vJ4bRuACDcxig+bALMnSU7dQnmT0Lo8WEWBe7pEagYK3HAH2GeX46CrOwyPFnoVGcHt4s9Csb5evFu+Li6GSQbtCpY5fPF2wVGqrvvMIRar1DSq1vKb0Cx4sL4ah+SZJYAVNJmTJJ/wa7rFyDFVg00XBOM7xdXi/mFzOj/oM7otXxfkFZzh6BL78W783gJevi1Thh+LVcXG+Ur9uAWOXFovNv8XMEuFwcuBhfFyvNQuw6hX/0mOwyTRhBLCUXi+UYvIbg56sCBLocGaEs8ArQ4xQloBLEOHSEuZSUb5b/FwKSuUpTONMJcfi26qphLgUlN4tvFvoS+0cJeD4PKYEsqHqRhMEKleLciXeHj6GoYS5/mqFhSLyp4sghgZ7TglqGlNxxfqPIBe4KkOc0gV+tHDyoCqbrwiQFtgLQ4zKMNeHrjRQRhjGjx3nJxlmJYKErLRg/FTiXtBwWJfhLcP2txLzbnbEtGJZ8S5d5xmepSwj8PlJC6umJkOiLQeHShXHkEPCx/ysLYJ4WEoalLDyw4gLMLYGTmq6EJNhi1iVxz8L9tGZrpPhaWFiYsbyCVwMquNcbA/Cx+q5aS/qtVc1D/ASbC3G63N2oGwbqHhfnoz29cCLL/KYP6/cdrA5Eli0M5QqCWaJhZwFIDx1GjDiwWktPhOWkpwW2PltSXjC2AJb6SyYh2oVXGxA8NtCq42GzFkoVf+CBRDKRZ2420l/JLNcGZkuIfSQi0PR2JLEsWL0D5LBfHDXBu/V2yXSNV36vyWO/67nzlq1URTyao7w3RBy5LgaGttx+0b548oCAg11t1rAlKSuV6SZ8ruVTyWUxNQ6h9uut6jQ9PyWJmYY2nt3XLdI76p3rII0z4HlunGkEyV8nzpsNX/GeS4JFI76fyXlemBKPLPi7UGV1G5jxZ1yhbXZGly0gEmHGC1Yt3W5QG/y0v4O90afVvUuJS+/dLdIFR70kwEpedc+8Ld/tjPAgaVcFwXum8lnVdCgSvksaHoRS8WkUVzP7JIUu0pd2buYEylLNtKRo6afVJS958tLN4tATjZOP3FS9skPFLqamY54d2Qi+Rb/Jha5MbCOTy3SRSzquybNJi14UvSpbhSymJ60CogTRUuQuqpKSylmxduYmUATJhcn+CPdTwM9rbWATLzAMS1QVfCEE+AKvKoPTxpLa6ZVTjqXaESvwsBSFUEN1LChns51jHudS2qE4gOFJdlVML+pgRBUCD1LIaW+Au7HqpJQb6c49WK9hUncWCe5QQpDz+O39rj3O+PWjVnp9ulyqdcY1ZpcZWUfq6dI50USFocbrpdUAzJIVNaA9vpc5DiFTWgDe6tfT56U1pfxSRewcBlFaWjvrEgl3jb/4tml9UB5JNSpcOS4CkbtL8nMy1gIzrzS6qu4W6w6WFY6IxsIYBx+wjkJ90y0tvHs0RvtGxvprXKN5K5pc4k138ImDttYmPM7rrygU3O5CT96FcY20Ml9Xd3OaqFJ7np0vdfTjSxBJ4h1Tc6VxMZhPoLDt/XdLAiKm51E8dk7q2lgSTOa7K0s3KcJPeQTAHlXaXcT03pezaZvEPg9N7JrAniIkAy7Emj26TaXSGVick0+m2lyhly6XM0uvpYrkkgm+qA6OnHV073THSwYXYDLAGXauUgAm6+iBl7DLZy9XPoQZZDnlRu/yhMGXP0tjyunSK+534WId18+mUnu+XhkCBmE5nK0xYm3QPSxKekjLCQJz0vZpYIyyndTjLW6X4/hXpcPS9LxkOsBPhAhXH52fmK6+hg2enm1IsqvP188ZJ+BQQ1wWfOosafjRZWx3zWuk4nzeCH4kxQo4ZNeIEwuVuoHvM6pWXS8rvnbfPXuds3Mz5t3zxSjt9YK+fXY4Q/TxO+5AQ/MRKMPKFQMVXzAjG0Bq2ZfW5SHeYyTMjQ3xNx+aVk8EsOSQnPnWfOH3x7MOb50kV1vzmWCqZczc1qaWUg5mWno2Q8nF8+LpXzL4ag/fOyZb+jb7QBTLyhbchryZdSUd88WoLW8aGJAtvp8y4nfNagQbQk/OVsfqlm5lzHYFQ5RBqOZZg/bn58rLfbgC/Nisdcy324OHYYbGbMstZYr85yY6UYDWWW9hM30Tvl5l4/zEHsNZM1ZcZMp359rLVAwSDoIBZRkyNlwZTkfnpyrdZacyyHNA/zh98KGjEaKW5DaCMjK/imzdJ6nDCy9PMJfzqxj8yZxZbcUzwx7mAIkowRYiWkypvh0T/wPSnR/MYXt1QmtltrLnXQqwCzZd78/VlxbLn1aysvjZcSOtAFoSmT2X4AuN8GNY13G7rgQAW+KZXZei0J/5vrLp2XqDhQBfE1LHDR3sZ/4QcsZSdZEHtl+d4uZj5YDBZcGU7f50NNmtB/Msd+crY81lqgY9qXTZpYiyDMn5uicT5Rh0XgBMdgUagFlvj5LK4TpvPXF9FFux+FleBt+PnvIBeqzlugLzAWOcvTnIxmBdDKnLqJ0uct85e4C+XASYN0aWvb6Mz2g6vj4zXarDpRAtS5cOmOBudPz230XswXal+2PIFgPSffdS6PhPtDDWhi/YQT+0APGr0biMDoF+Vjc9HSeBG5d5zBmucLLpgXeMw/obZUJYF7XLSaVHWC2Bc+MShhM++CKUXsxTG1Vy24FzrMHuXQhMKjjXFSAHTOgZuwm4QY6Q1y/G+6vyGq8Vcsl+eyKICtSPLcOw3Co4vKk6MV5ziSYj1f26B5bd2N4FnF5CAhGTLxpGty7mxJPLclQMyzJOmZ88sBMIBlNwS/M55cqAT7lv6aOIWcXkK5dUUZfKWvLMuWDgsdBu+qBoQAPYiPMrb25ZDo5SvZQvLF3AukaPBY7BiIQZnzFQWOwZ6eWPUhcFsssM/JPguUmJdy6ooroLj/Cm8sp7Cay0oIRfLVChncvXKnTfeiFwr60dANLBwhfty2PlsYLwAp98ts+UPy1vl75+l3g+OU15ZNy8PloELAN7lmQbjWyCy3l8e44OXIdhfBeShjYhV4L/uW2TSLZZuC7lli3LtvxpMu7ePR1jk2veWByh4PFr0gybc94rJtA1Ni/C69orzLyQGArIBXv8NCkCfcfgOmT0/ehwCvDbReHXrTPdx/XZ7W2Z5EquLgV0oWzSaKNIYFYGphBKcUdYj6UCto7whbcO0AUomBXCFB2Nu/JHE2yamTjaUIhHUkwK+VufPtu7xFCAK01W/daE8vqS9M5Ek8xrbCBBqsem5SasIg2haTpjp29grUTaRqZrNtSfXEQeQrkBXu3S8FbFpjIV64gdEgfabo63QA1AVn7xwBXkR0AILUK3MhcfIpsgxCsEGx/lSjVT1xXIRf/1WFZbcWHqOHIZhWwCuTU3hbdANBITkdM0W357H41R4VxRVJGNX3HNRqxbUh4hArKtMYW2wOX1pjQV1WVxV95G1fuJa/Smy8xtqBWEmkZuOMKwSNYeB8BXMCuwFYdlXgx/wrEBX7m1p6RdODAVxADRhX0it4tslwvYVi+WtLbpbLsCeUK0S2hWyFzaCitffsQY24Qaor3ZrGivaFY27ATkKAstzb6istyocsWcQborLJBAn39uJSKwp/eW+CRWRiud0wsK7e26Ryo9MIiu//umK2u4hwrdAHJ3HBFalQgK2lkAmBXhcqcto3teEVw+8JrbQPS4qpcK1i2zorivA2ivDFc7RaKq/or4ZrxGNEFYyK3dDCYr7RWrFWT0w+0hV28PIG1M0d4nfpUJrW4rgrGtjSr7ZFYoVBsB5YrGxW6e0ViDSAYcVneVWlQLivvFZFbaRYBFV5BXjvXd/thK0tLRr9rxWcpWXFeBuWUsnwrJXCIX2nFd45CzcxQr+hXFiuJttuy2EQMErznDOli1uM2KzFYu4qQJW0W22R20Kwp+d2VmHpUHhBuN4A0yV21xzxX/u0VWAg8d1nJtyoew0SvjsGg8UAxUeVe6coR2YlYjxSvA/krWgWp3Em0zRbWgIGOmHJXaW1yleRMogVgnI1RhQ1j8lfxMLNNSUrahAQ6YGFfFK1MazAriVRn8phwO1KyBEMGaYpXXUgfsNOKwc6TtIZpWViv9XzhuBPAi0rMxV1SsylcUVRC8YamARWd5X0LULcVCVxWVCW873FClcBIAGViQsKHiTv0hlaaK16V98gfDk+StuldcktHnCDxlJWr20Qvs4K/C2sLWyOwwysitq/iNdK/kr2ZWEWCnFaTK4qwoum9FpFFUosNYeKSVtcgz3MLvG7FdLK7UVj7xcZWOFMOseSK98V0Tt+JXOCswtuJDvBylDxTHbq961uK5JDuQXsrgHjMqzj5E7Kx5ylUrHCmUyv8leLssyVnQrNsrFw6BlZ5K2WVw8G45XcyBNlfSKyXK1BOklB+Sv7OljcWcV6Z0ROxjXEvFdMOp3sTMrisrjyvYeNWKzvK/crxixnSs7lbncTWV1ySm5X7SstlYEOtKTU8rcZBQ/bq0wV6IABz8rW7ikSsytvPK/QQbcr2xWhCsPlarICBVnErTHbBejylcJK7mQcRjzZX4W1jNxPKw2VtTtgbiUKufVrVWKcV/aM5pBBIqxldjLAZ2ujOLybxCvIGHH0pjzU7xzvEOu12FZChs0VjogbhX/CsMlZ67SRjEkr6hWIu1IePoq9oAkirYRWZ9ix0xM7Y0QD9hGxX+Cs3BZlBKwVx7InRBjJJolfH0taO9crO1KhKs4nwGpthVmqjXN8iCsKVfpaqz50cgNFXw2qIMb6K3PTZ2VQrVRjrSFYi7Yk+1k+y7j3eS5PsqSRaVkTqAHxMCtaqhS7Z8V4XYh5X/u1mVZUSSuVssjg00JKuK0Ru8bOV/ztxxW58wuVY6Qk0KhyrDHK8WqYfGSKzZV7gj4jHQKv/FaZ7X62MPlJlWEeqvDV4hgZVjrt/lXg8waVb5OivqiyrEJWheWD0CiqzJ1EUrQFWoysV43yqzSV2HtRtzmKtgVdUoDGO1MrBNKfiwfjvbK6JVxMox5xuyuqysZxj6OzAr/ZW9aCKFaIK0aV0yg7o7iitXSFqq+d2iSrxbSyobDVarK+VV4YrOeM1x2nFe6zq0QKqrElX9VrW5jGq8VVlyr+tBfqOGlYq7cdQUDxnPavabVVdVVJwQYXmJVWme2LkmyqyhVzGgZFWKytJUHR0vaVxgr+JAmtn6Vb9cfCV+6rZdNf7XyNy2qy+qiyrFdV9DULVc3ZLRDESrEeB0ED+vEjK5eV0rqU0CfIafVbFuZjcCyrDDMAquFVeoIFSMYrt75WOiCaHDPoxJVlGr6/BU7Oj6vvY9SSwtTafpWy1V/32pGwu3cR/6xUEA9lrDJVJSC4Vd9Z02Vd5b/nXSpxsh45aWQHTMinLe4jN7oYU70K301dXLfMppmrq5amK02n03LbeWuVlmmrsCyEeq8ivJ6z5TeWxZrXh/rbLRYocj1l5bx3VOFxArVuW+ik95am6kTMvY8M+WghG+FJFy3xUpZq5wFT8tNjDRqQ1Mt7LcrV791BKm3Vn2ksUpXhWmWrkxbIK3hqd4HPf20itotXF8rG1cFqyw6nvIvKm+auhDvfLRzVj79uDrvK2gyiorX7VtJlhNXRgFB1dA2YHXJslQLKgAHkVq/LQHVvE11FaJem0Vr8LPWy+wi4f7eavFqnjA03sVS5rNXcV3K1oRLeiWw2cvFaCaT85YwKUJGgvkSla38wl1cPKoSy0d6jnr29RW/prq+XVqp16Jam6tzifEjWpWxKtSexFq2ZqY9WL6yrd1kNYDVCRVusrJcyyKtJvChbp6VsmE4LsDeKJrK5KVu0q5LW5WiesE/zXK3wUtDITPewglgCN59iRqasrYPsF5Esamgq1H/yEcKFWpNT3u6h6tfMtR/DFWgzxCxSKq2d1bjWBBFBilVf8fuyZstCkr6sx+r9rKq1nQxwSrdTgqfY+8nSCmtMrKNtC6zPwi9WVUwhusAa4BG8MNwVKN6sWPUWrV9w3ur/TqE9g71kHq16yhkyTTKc2UmP1gayNWoylXdXu1OfrEgRu+mEDTODWSS1L1eNdblJ50tcSNmxU1EqKZcA1vft0hyOSEUafga3YDQ+8dDWT1NPvTXqx825NSUrrQGuhkMjZdr24IthCBMvV7VrnWYfVy6t76n3d05sunWWIhUqtZb0hGsiUuDZcbsH+rjVaPdijKVy9Qo1p6lMpESy3qjpz2P46ahrImKUGtessw0yPV26tgBXE0i5qvmTSKlgfN87HLaXGNdE0y8zU5I1jXsT2YpbqQ7cvWNlAtwmkPTRrppfAtOaNKrm16CJpB0MPNlsI9tj9QY2oAh8a7cm5Nz1CmeL7/dtCawbG4uJLd9EY0Y3AKTaeUgBJtWn7GvRNf1c8Kk1cwIbmUKZE5eQhuTgedzpIINb5Duf6A+x8nJrS7mFljFNYKayjFkos+TXp3NwQ28c5Smv1Lsuq6mskFOKa2u5sXLJCHXT6XOaZTWdU7c+ZyWx42IpfrjUCzI1NvD9wPOWfVuc0Tpk+6GkLZUOAeZRaRJhiVNuMaarRRCq/c4rGgVI7OnCAZtfS3OSDx/HT60azmNQyqma+DQOGipqba3kLb2Ga659Er6nKa5oZbnLtQ0e5m1IEIgOZVWpva+lgmljz9zWa40ifqL+PbpxGNpzXc03vNbg4JNScZN3X0qxSdppWzbDQOfoyUbsPM9QC5SOgmnvTTzXs9M2ErEJJmmtvT7X02PMg/t+ARJh0vTt6X5mvvpo/vXs16oV04trAnmw3Hpai1wi+A/Qg9O5NPy+nnpie6HzWBPP1foua4NyjPTFkktzmh6f705E67FranmbUjInk9TUPppv4LQrI9N6qPRa8MmjFLq1lO2Ut31JZgK1yR0eEs1UtcjkH0+OYm+aCdH69NN/Bj06h6l4z38W1eW0We0uvXF/eq2LnUrr60rK9Tqm/+LDcXX00BXgwOMq9WQRh5Yu4stsPhw/Kka2DA8XQk3kChpVbbpj0sXuaWcMuolnQ8eZpJpRlA54uPCPDTVeYV2lCWH001etdNVWJh1i6TkXzTMbJqda6eG3jj2abe3UuCq44y6mM+L0bW6PXAaoTiwKPYDVnyalWuB5oDa6m10lVlMqik3G0pvQQ10+NraG5LGv2tZ/i35Fm1rReb+0ZDlmAS29JO0sT9E580Rv1KacLhz5N50pHot2teUuoglhOLVCWUwsbJrMlOgl42LTHrS+nptd1aykTOS6GbWYkN+ReD1Dnm7HzuF0zsMyIMZixXBl1rqF19sN7Q0q2uqWOqLxOnvGksJY+iyiM9hLjrX0PXc+eew6W1wPNHqDrU0CJeX5Wu10xAarXETPWpvES1MJG6LTbW1Evg8tdaye1iIt+7Wb4plhaNa3Omv1rH8GVmkQXU0S2GeFrDI7WtEtfWrJC8UB90VriAfHNUlVn2adhToDYHWbFxUpqz3XJQaDr2fNwOtZL0g69FxwprXzTUOuwdYfxX4ljzAASWfyrB/WCSy1hxyq4SXeYvB/UaS/eKjjCdSWDyzEdYF5afK8MswGJrwutcZsBjM1zJLzqaIJxHObq44mWVZLcjVD0MGA2KS2TFsTdL+6mOthA3a47sho36cSX3fr9NZpiy5tETr/SXSOuMI0B43JsYQGgeGRnOydZMQ4W5ln6WQr9EO5k0MQ7dhriEEyWMLoKdY6Swk18MszG5pLngjXZTkslh4zXHXR8MmdbI69LFpJNlHXSNUGjPs62jxypNTnXRIv1/TCS1oKgOLS7xnuNUfMmw5ZGgnjNgNtuOxxdM63MlxfDYQNA8NhxbSbhEhg5pUnX5sL7DTD1EEhizr+nWOENs8aM63BFnvDYQM5kv2xZKBioWvLrgQMiYvZdfY64XFjLr4b4seV/cYd+n2FQVriXXqOsvxsLi8HFoPAQsWYutMuaTi3khoxrMANSgZ/Fv92gG9P4tRW6fC20SGDA8ciu5znRa/MGa1d47C2B84jKayET4dge2zovNIUNe+mfibBFu2LaBWS4pDJahutrdY+xesWncsf6Xxi2Qxic3QWJ0vpuUwdlKiotjVVqZh3tffnxPV2bvyLdUW4zde3W6i1LEBM3abWJotEJNButjdb9JsEWnrrQZM7H6NqvJFexl0+sAxbIybBgLP4vd1tcKRxaJi1hXRj7RD1vRJYoqI+0oXKKmNKKgHrpfTdZRt4uYuij1ggzy3XdLmrdf2FVhymHr8LAazN49dDVWN14QG0xbnChBmYzSwj194tKgN0esvHkJ60Jlt4t1HK/fqagOuLX79X4tM+1knXI/XZ62N1rJrde06FnJBapTS2GOEtStHh+1MvRqjFC1fnrYJbl3O34q/fQL17DrykYq6uL/Vl6ztk03D/PWVett1clXXFx0wIBJbWl0vbqbyiSWxktkZNhVHhlpTFYkpGha1ZbYsEkfUN67Fg3oGrJbbK0eKQ5LZ1MRytLikeS0opBu3S71/us5Zb8d36peNLVC6ipST0kJS1HOrbxUKDB0tKFwzes04qTLQiTL5lqZaFSaX1dD6/710qz0ZbdS3zAzjLTmWv0mCjL4+t+k3cRjH1ykm1pbI+sdYcqxXa6zP6IEGk+uFityoYsFqJEaTTy+vIhenVMu1zqqPuqqzVYSuH8Nj13rj2pNL6vVlprxU6IxvrKO732QsfTlGHtulerfDMet00Azz6371vrDulyPS1V9cH66X1mKGnSlfeHxlvpJh6DC0tbeLh6s59Y1+umoovrGv1sy0xloUBkUDVy1aTSah2IANFLUjzLfri818TAZGf5Jj7WfvrGO7h6te9bNJl31u/r7pMowFAOeJ3dP1oRmePLx+t6OeAdp/1wRzoorqd1/5XEOrr1+ndYabwy28Ss6Up711vr/JNzeuQDfX66bWa3r/JMyy1ADY5+mEtLkw7and+tEA1X6R1W0/rSdZQMi1etgG2B9F/rv2Hj6t39b546ksX7r33WZrpSI2OLQRWtFS/dYKBu0DYnrDj11LYx3W19OIfQuZbN1x0xyX0Ii29vsCkr54gIt/TKZUmgIyYG6DJIFlXxb73X6SSoG00C90gWkkG+us9c2EQmAuQbemwcb2tQm7A0oNvrrHPXaf1/qOzws+6/0GvQNQeuuIznswj1iECNX7lBt/da5Bpeo1otAg3p83TeYQ9YIN3tYr3WRBuTaoEud0ymER7iNhBt2HE1q+4NlC+c+aFRRZbECibbsZYtoa1kEx7FsR6+KI9Qb1PXjnnV2Y34td1uo4ZPWwByuI38Gxvm4wb8oMFBt1hWCODtVftrCHqIUmZDf6ZT3qzxlZg3kjiSDfriEsQekGog39Bv8LFidBvVyHrRhwob3z8uI9eObSx1mMJCi1+HCKG6j15I4BtWMoQEGdcG6YjMM8JxbbrkKMueLZdcgYbm3XRgEoKtnq1IN1650/L9usRDfRWh0NwYb7unGetUVrqyHQN2Hrjq0LBtiDfjA5RRVS5fxbeettHG0gLCW2MGQXGpevodaPJfsN7Etr5UzhtIlrHc9kwA4br5UbhvnDel61WY+4b4vWLhvK9diY6011HT1SxsH7hlsEg7LASBG8A2IRFfMot65sI6AbeLqV4tW9amdTV+lRlCEYtL2KJY3q5yW53rZhIIBtTEFbZQpJV3rcLq4Ru+9dnXbsI44GQfXwRs71kz6yCNiPry/WNEudMpz60oNuPrC/WlBsJgINLSlW/0GqfXWt2H/A3q4SNjQVPQ3yRvzZMuC99u0I0hfXMy2YiIuZbSNmKGmIjKRuV9cmFUBG9/ptfWbnlwesFLaxBs3QLfWwRtVxfb671xwQVnqz2Rsf3vNLVyN/7zgjmGHM5CvpBuiN0V1RhxBH5CMz5dRkcaAbgrrJhWZFO760FSmERiA3tRs3PK3QWAzFEbSEGwSqIANQGxRK60bZ/WkBsZHCv65CN8kRoI2NRuGjeBG7qNiAbWLrJhU0Pp+G1HSF4zLabo6rcac9ON70aSVFO9nGmEuZTKjum3RzGF7l62+lnJjbTTdPNdFY5QuaaYRVR6WTDjqmmWC1DlgFC9NGyMLRaa3d15jdxVb+dVMbS57Kk2rWUJc43WytNObn+sl5NJzc5FUvJpermuck8XWSM8vfFRRBY2btNOac9awFRHO+09aNyzRubejfmN+S6Ebnsxss9Iya/2N5S6gbmUG2MxfbG7RdWsbfqbk01aOYpjcUVOcbyrnQrldYpI4xlpsjjcHxstOqSdKadS5grTXqx0jMGSqM4Z0mqMbAzX9xsflkzGyocncbeJErk0udbSwGdR5MbvpZGY1YSAzG6zGzrT2v17xucxr+QdeNzHaC43N03VuefOJ61zgo42nZxsAZeohhBNuz9A0nQJu8hFOJjvWlcbX43MJsbae/G+TFpcbliDULrSxr4I7GNhCbvmWCJPqlgnG+bG04qkE2c75UsIHG2a5x9NZAhl74QEf/G67Gx8bn42cJvY3F2Gz2ce5432nOwuT/SEVkHGhdVFTWzlK8TbDjfxNkxAYk2o43CTdhi3MDQSb0k2FwvkIHkm0l3GSbliWb3m5g0PVXPTCSb5CApJsqTfPVWwFnGL6C9XoxQeZS0sZdKPIi8akvlLdKYLZs1r1Yqlsa41haWG6aTp0pN7GQQPOeVO0ujc10+lHOn6mOjg3p04lgsybE04qFh+Te0umy1wKbG56uwZYecds06WNC2Fk3JZUZg3502Yc6h4piAAptgP1dzaMm/3TPLLZwZyYe/vl1VXgMgaHQWuHRKk1XJlvX+GYNQ6OIVAtC0tEn3Tm6FMpuKebZC5di5K9T0b+9EOu1U85qN1SL7GnEmYW00WSPlxhR135J98pdTY6oD1NqOtO7gwp2DmP5uR4hLt110FVBljTYMkyykclsfU3+qAjTeM/nNN+qhZtyhps4LpT4g2iiXdQNAj7TpWrcXeDQbabJGKJd1OpAqNYdN7L6AVrDMyZFvaumbYtPWpF8XURZXFlOjDOrc5yLYcNTXusem7NN5wIz7qVKk5GuLjF6OhbepRVkRgwLunGgMVipdR02TjW7Ta1SPtNtWVewruJvtLCA5JTINVTjnQHIQiTYKdQ+AcgIiqn8VBMRs8S0e0+39qYAcnVbCCCIMqpyD4cM3GnUozaGUATNjbzLchcZs9KDcc0Z54D9TLKAgPQspbkEq6nfgDM2W24Pqa/YO/IJV1Z1y6kiVqcrptlzUzDTrrg8u9uIrw7+pqArYyQU12jdjWKtPhmN1fNqZkjLOqyqdLcF1o3qm/3GX1r3wxq69mb2eGH1PMzaVNRrNn3NDgCnkifrE/U816FmbxqG31NZRkq5n2uzqgUJqOZvEuuOKJkVnmbVLA+ZuTrrGnSjWkPDAbqTUypEkGSL6WwzxXFrRD1LUGRbDrN52bibYdZt88fdRk25gsTJrxXtMFibSjaPLe5RASSm0ZtWvLvr70+Ob3VqkmH7hvOJJHN2pIPpqRhuRZgzEWN1iNeJ1xo5tjJqZkQqavOb4tHZBGFhmKTW5TNr6Eajyk2koswGQgCHmNoDDwkkg0fDm7BIiGjo9hHprJBbJo03NhgZxQ3714Exe1eJtRqubn/TzDovUZk/mIk0ebVcNi5vvBfljc4MntGxg3a8tJzbCYJ9GhYVuAzjTDNJtro6wkrK0AsbN5t9iOqTavNpiGrNGLvBLzbFEKzGuebJc2i5sKLWhmzxIwbzZ0wGI2T+ukAFXuzT4fsbB+OWJPHkJRMamb/39GQZywEfmwckwlMLfGn5vMAxFy+sk9+bAC2Phs/nSyjYIWFn+LqYE6Ma1BxPtISCBNVxp7I2FRpNOEgtgHlckbN40dDKCpTwSD2je6Hh1I+0YfC8OpbFrTHW28Sh0ZIW4ZG6R6lUbTxTPps467qGLlrWC2VXgwLYudMdmdr4URrs6P3OeneCgtynS8p8h8Q0tcq8/gt/FrkeHdI0xctYwDpGihbmpYs2F7KkHTfnQ/yNFumZEP+RsXoylxyBb/C3lFutzYcjZmmibj07xYEi/xvsmf5Gjejzb6FTWOjcLy+R84FSz6bdFvhWtvjZothU1Zo2/MwW9LbxBfRtzzFi3e01KLeoW4/G+RbJkbX4350IkywCFKTLbU2mUZ+zRtlT1C6QmAS3xAP6lTSjXwacM1KjMAViOebexJajAq67vIodEro276E0hnmxhEbUjaYYvClOChpyNgS3dAHZLd7lVEtqlYqQbZdEd2s0+B4GnHIPBMDw63Kq7DQYazRlw2QxrXVUpyqOZkSWE2HKhPh15BisdUtmzFjuQDfQ8EykNATkEuTUqlk6wxLalPNZGiJbNmRyyxYA0hyCvJ5AmwKo+/1xSIVNVVhadFHVqGlsAKrTSRujDfoWLbVltkfDnoi1YzJbNWbpyvudsCDhfjY8gxgGECnRLZyW9sta+bGnwbR6rjMyXpYkobRGxYn5vXLYJcHN/J5bKPBFeu8DPQUW8t9ZJ9y2pK2PDbsSXkZ55bSFrGjQWBTw66J/LBUyflIrHJEy32NvSoKksn823hveZbEPB8ak1CK3zxj2RrewqTGCGG0+ra9TI+escP4TEZC49KhE1XsJA0NPSyFbyBN64NH0FJW9XQyqIy9LCVsEMN7pNsUXFb1c3oVsXOkxW5TGtBlMK3UVtRQaIZQSt6JwwBNKhaitBK4EitshlEK2sSHIrZFW7stu14/K3TwA4w1qSfitzmw0NM8Vtf+WVOIxkMpZHakBZUqraJWwH1HTyCq2mVv33oxW2iQjdG4K39VvZ1LUk34txmeM2w9aYinHJpAgxlhj0ZxyaT/0YL9Xat7wg1/8QGNljudW+twykxyk7QlBVcI7y0GZJLLjHDxdYdBqlPIKyEf+mjG3Vs4DUFGFgx8NbDGaBiAHZZZyNGQP+afOkOciTEEsY7at+mdtFg6GOcmJm5GzQQLh4U5hFLeCiCpRlschjKs7NjDM5LMY6mOkG83DGDsuVQPdW+ZsFzLNa2I1uBAGdMe1kDYwKjGMsYyPVnY02xp34oRBQAEKMb8yQp4bfQba263jnZFgEFJmsNb2a22JD8Ma50uzOvXgVa22Z2ZylnW7gtY3LE63f9VFrbTW6IFUdbtjHhFIDre4IJct6fA3jH1n5bOJCY5Ex2XQlVBsAszhecY4ayESaR63cpoHrcQOFbknALo1TQmOHrZ3WSNDZ9bFFDD1lqTYgte+txChNUT7wQHrY/W+et1cLVPLS4vBOegCHzpDIG7q2din8+fi+LcQEDNvq41J2Qbc/eJqxoSdQi0oNvr/hiQSpCGNb4eX9jgMM1OINgA8tbOWyU1tibF9W1bQNSkB/9SNvKmilCARt43LNxZJ1spsdtWxhGTdbGWps9If8eVIPaxnm8sG2nIBvnJw27+U3CEMa2ENsXjqw28Zm12QO3wBVACbZAzLht0zQ9G3uZRG6Uy+FfREHNWUhDpLf2cXW8hsehj1ugW06zseLW0xtw+ZHfJCNtgyEHW8NsfTbYEZC1up1w6DWiMeqwW7HnNl7UDUzdlY5TbaG3G1v3WLGScJt2jYkm2dvg2bZjW0AURsdFm3NjA8NvzoMkjIImSa210JOSGZydtAW74N/AVBoyNFbk8Ft8jNjmXotvp8BC24nV6dbbVJEtshDW2NYN9bIwHvqUMZZhs5+IQQGjNLwbJ51Ne0C4SXsfsNO6JteCQAOz0o8CRrRaW3M52LvlzW5sY8LbEzAymO7msa21COkikZLGmx1CjAP/uxMbGFKW3YttwiFvk3Vt7rbLW2qttMMe41K6G0sQTrxfjVxrYWxFNt64gDLGSKypaPa2+ltiKErRz2WOVbeAFFzwF1bHLGa357FmZYyttz0om0h6WOKCavMMGgJ41M22Rjk2KguLI6TE9cvObjHDRbeA/Bxmgbb1Sy+Fa01k663JAaZtkFNRkgjvKLpEBTf+YU7yeyPfMxNC7ipZ2VnPs6WNm9V+26l+2kZe6dUDVmccpY5qpPvg8bMeX4BjL3lghG9YyruaiuZONrzNhjt78WkEaEWaRhbtPTF2w5mrzaw5U6dvmMjJVQHbYO2QKCgqU0fUDthULdp6yduBi3+2/KpY0jvlNvtvS7tB2544R7eJ764dsA7drzJhTAnbjAJ0tNGca9CybuiFtoJkcdsCEfnJoLtqsj85MSdvy+Tp7d57KqqSg0EUPVhfgaq2Ry5DJoXMdsaae6RBuocXd4u3Wg6ov2z6iU23IOOoX8+rwxt12/wJiHbPO3PVhW9U0K78hpHBxfVadtK7Z4iwrt5d90VBTc0g7YClRmF1DSYBHcinp5qK5vU2iiO+Y23dsIoY9Ks6F0PbKKHb9r2OI121KbFxt4u7GW1SmwbC2b1TnbcbzngCoaQkI0FAge6Xu2spWh1hys14Vz7eDW91dtB7dLoL84lXb+UqeWXec0V27XwUCLGsqS9ttXBQ1SbuxPbZCg2Qs57eKlX7Zi9SrO2DzZm7aJUiJ2i1OiBdxbOc7eJoPKpZ3bAWjRqoM7eklWrg4rJJBH0dWCcaSuKu457Vle269vYxqsqSjtiRMvLHkdvG7aWTaKkfMbH234Y3wxE924/4eqVU+3dRmU7bH2+EWNvbn29h9vW7dHqW5N83bcyaOLPRrCF2ypgojjxqkDG07PEmQ6yCbGNC/xlZUL7djQa/tuIrquqn2NJytVI+Sxq2VWfR5JXE0A52yC5pfbl+25L1dzGgO8pK6vAI+3OdvIHbDlUTty3e4B2KLx47b3hLdvOR98B21W0p7ZBc7ZxuFSme2N2PFTcj28wkkg7cB3yDsSHJp25zthKbKB3CXMAHdAO0PGrA7Xe2K1prTz/2+Uo+VSse3wBoU7fX26FNxQG9jioOT8ubfgK7u+GNQ+Uad55anKUT1cs/bSXziNIMHfQ4zftns936H+dsAXoayaIdqZNt+1zVLv7aO8UvK2XbOXcL0PmkYAvWvKmfbGh2t5UuMXAuKJ0UN5o+2EpuIHYek11k2nb+ZMBmZwHflgOshiA72rmPDsZuL2UiTRALJEu5pss6HdIO/wVlw7PrzzDs/tVYqr3t8pNqzkhYNH7cWvYce+3bU83KPNEHduo0GW5xxs83/MkO2a0jtdI/pxoHoDrVLteHlbQQeO8KQaVzF2Fd1PieYswrpjb2TMBZP+vN7lsw7jdgU8sW4O12+8m4NrKx8v9tWxtqccEd7xtlZam5Vxkd+UWdSwA7AN662uk7bPm6Jxpg7qR2mjueHaSO3+xifbp0aCjsOHYnXna1l1S8saOEGRjLveAU2uR5W+38jv4WP12xU2pEyxu6C9td9QGO7LtlPqmu7M9uz2pflTIRx0mq9UNdu7bbwZlLtzvSDWTajv3rxIOxipEptT3w1DvTNseO8HurCguc6jNKJHanDf1c5w7Iu2F+NxHayQcdygE7jJja32QnfSUif1ME7BXw3jLrHfvXuW1t47n0blEtc0ugGqUO9E7Jl7DjtOfGDGbcdyL4UCrzjvpvxQseXtq5FKrXl9tWxpbPPrsBY7vPxDaVTHdjHQs0hneBjaQwQegjcO3eJ5aeZJ39ykTczUIMUdu7pXK3ljtlnAKJIidwHbpyM9D0wncreXbt3479STLj3WgQia49E52lrLK7G0Knc3Xe0d434a7XKDvVX2fMVydsU7HoJA9sCxuFO219Jvb0KbpsmiIcqOwaVU07vR328yFZKq5g6zHU7Xln+9X2nY9a4Pt2q1Jl0N+ow7eYlcuVdI7t4qkcFOHZibTICij9MJ36cGyAExqxka+9jl9MkxvCntvfMuxrZDAp7132xKLB3pVEeqVXiN/aMDdmCTSl551YILmo4Oy9RibafkHLJaZ233MvQe27j+cCndSdHRZmFncX3bWGhzL4Xnpfr0ubVyRTNGSRzLm6OvdhOhTXmd3YyjCMq+129p4PZYbUM4XZ3wsNfHbbO+iZJM75aaU1KZnYiTWHuwujSh2azvxkymTXvBiQ9n23SaZebFIG+LdTSLKbniESqwevgzfg/SL7ca7sO7ob3g7iOtrDJ2HcR2dYZfuMZOHrDDkWZgHWwZsi0eTJyLDsGEgHu5piFVUhm2D02Gtzv3Yfqkrudp9DBhZ1zvBRbxuiud6Tj6J6bAGbYYr7Q9sRhLcP7saU1wauQ8wVOdrR52TBSlwYAu+XmTKLeN0nzvyCyJutDh2LTCF2iouUxu4AaVF+KSe8Iz4vA4Z7eou1n+DUiwG4NTKMAu41Fgi7f52o2u7ae/Ow6qumlr53uouDzH9ejLhnc7PSGmCIBJIPO1PmnaLQo6/4P7nbPO1AlgC7IF372se9tOiC/BmC7R2H1+XuSVgu7vB/uNGF3tov7xqfOxltD0EM104cPtxrku6dFkC42F22cOZabwu0/msi7ol3ecP9cZIu2oloy7/F2XosxCqou+9FnjTtF3mcPxSQ/O3352XD/0XXPWx0qg66+VQVdMMWv1sSVpcu2h1kllsx7XLt/Ld77e5d/y74fDjcNYdYCu2McIK7Pl32iwUrqxiwZN1StnyrZV2sRbL/Unh1VVS0NPCz4xefjUXhgWLhhZXEP0XaCyiYhkZzH8NAeMmLbXyqHhn0ZWFbOYvlXbCwCoWkq7f/m84uFXfCCELFjqLTZKiYsJ4bLJbZ1vVV35IluPLfq7HJVdkzrIhZx92NCuATQHR87j98bHUOtCufjb7hg7jOhYrC2x9sT+HkKo87+V3/EPUrKKux0l+FzBfwyrso8YGu5XhoB6TZKI8MwuYI9UtxvLr9hY7Ytr/ujw/sCq1VdV30NXTXfmZUTF/q7PGlautDXdhMfPh/9CY12V6OBYWfjWvhm67h9TZruXXZtw1FF3epu4XjruTvGe4+tduLD0kWvwsPXb6FQsKisqjV2HcNg3Yiw9clkitp12KeXvbZoXOb2y5Q6SNLJ2nRrIMFMjbshI1qxWAt9QNffGK/cp1yM9cvQkUbBIVCp/aGphUwSJmLDy2jiarJRSNJdhwsleOD+iiRq0Sj3k2r2mtE+/EAm7BY4evM83brAyaJR0T6N3jCzIy3MU//tCm7gSQP962BZJu2Kd8JTxN2RrUsICORtjd1bd+cgov2U8XN7bPF8blWSjOvygQYRRkg+DXtj6LS6Mc3f63VTd9ZG2AciCzlxZP6n8sRW7dpcp32QnQcZGLawMIEjMbbtVw39iPs8Rrzjt2HvULg2L2FHhb274t2j9K80DBstLd827st2Y2t8jNduwr61oFjJkGGBO3fCAcXsKeuhUjrkZ7rbFFn4xsGy62jAShk2SZy6tBvD1ydj1tG53YBstnd1TlDkUYbIZ3ZLuxPYou7e3nM7t53fPeQXd+74htbDJumctaCqmm5GWT/Tvurp0FemZsWTzl6hxUwTiM02MuiOTeNHiQibts3A7uwGwWhmI8s0LGCHCmRh0hJcOqPxuOjRZe/2rGmnBWyAzCeWpXjGSU/IQj9bGxO03/XFdkAp+//W0Xxp7s3PTpOGPdzPYkuBDeL1JP36sW1c+7SkjQ0BGZckFBGU0YYb4nMbRB3dbuy6h4Kr192WEBnbcB5T3d9zbIFY+P0/3Z4la4yBj9AD2IXhAPcIk/vdgok492t7ui4FORnkjQiTDDBvNsUMzBa+lytMCt4rQcIKZcMzEjOUCDIFZgHsf3ebcCypM+7m8aFrRE3cwe3ScRLWvJlzxGtpqkNOkjGFmypxdJoOhIU/Qg9144GSbjKoOZl7TdQ9wiqOGo8HvHLhsiVw9oh7VsH0Z46ec7Q8B17tDWNWIFvXhrC2kGLfA1KYnW8jcCc/DeN6njNryRe9SHhqS2lPQk8NxRzTUBrSlfDc8lhKJ4prWTW+HzHob+G0C4hj39Hsp7ItC9o9lMTLerr9Vvhp7efoTIx7NuzIwtPvRVSyGutDhIEb+3lG/Gv1U0a/CT8e3vVJu7rFmsntwd4MBqqZoBPfgNUufMUlhq2WJWcGOh6nEajA1von5CYSPd5xY7myi1lj2yNUp3boNVn6bSb2cS7y6qTcxm2MYuiNV6NFJuLVM89TAclcLkcnBI1oOjqQIOF9J70KScnsi9bYNdZ6p00hT3pCSwK1qe4+tr+b3EaCntVPY6e409kgtbT2QNsHBogWx5G8Y+OEiuFs12xGe4668Y+BhrDP2GQgrUjwSF8TPP6RCblRunSSaFtvEuJ7sL3MvG+speJ9Z7hi2ZmuAuwVC1Tg6TDhkJ16F+GqkvhwE/yN1x7akDnPfOPbmhhD6qz3m0u9fD127qGaz95BiUNWkLbg1Vs7CgmSz3ULiu5vZNdWlhttKrwWenlpf5OyXmXhbTx6kjCvPdGe2ygA0LGC3s0uMypjzTgtqdLKP6tXiAvbePaLKuI1Io2SDH7Pa+e1U7FZ74FB3ntovesW889pF71i21ntLuvcjXC6g6a0L3XFuEnvBe2AVuhbyaXgXtFQ1z9LV1uKV+Y2qcFPpf+e7ItpjLjL2FFu+rtpe58xoZ7KezHntZRvT2enm9RbEp7iXvSEmQkwS96QkT6XoL17MZk+CJJnF7+z2mFvQnple23iDNDWkroCbiLdFeyaokObGExkN7zXconTETeDeRr2DJOp0NNe3QsPk1Jr35azyI2te+UV1wlHqs7x1UxXms2pu+17KL714bOSZNYhg0sk8PRrhlj91hQOEFOl17dZmhzyMTpA8Ya1qh4RRiPXuXVidexkY6N7phxGZMdsL4XpPcaYTTo4+F6+vdPHVyZbTesXILJ3O8QbOm699U+Dr21Eaxve1PsQvaCGtxrxmyGvamakVDAEloRwMwn2Ttvcfw8Bj8b1mbFySLyAOHTWuk+3m8I+3uTqLe5SNVwT/k7gAvhTpHHVm9/Te3b3go05uL7eyOOid7v9xhe0yn0vlFadGPtA46pBruWfL7VrJgyiym8c3sKTqZMBQ8At7SU7hyvEb13ewpOkV9JVVN3sCPEHe9gjTd1LhZtnjlvf2oAB+CzNKb3qF2NvaURla9/qbjBYdPGnvdiAvocat7GDqrA0yHARCLe92aY3NmtCbu3s/e+hvEjL/VAJfzvvb0qq4tNP4G721wowOrve6j9ALwni0r3stVTHex866ELxb3phODQaxs4u9oqFl5XbXsvvfmmxQqI4tgb2qVOYfZsRh0OltTye8WOwsjpbU682BxGUKmKPsJvdYnf3BFReD72FHWoF2E3ma94j7KL7uzrPzFcWvutbN78H3PFrtFeve3h98F1ZEQkPunDqBoDjc8Q4NoXvZvyb0Pezq6lg+HH2Wp1SfbURgp9w6CJ1nV3t6qNmekFZujqP03eMK/mcuKYRfMT7aH3JtpTTtp8eXJFt8FRauPs8LBc7Bxyf6dae81Pugzp0+9ICLx1273uzqlMD1UU0MU2sdr2qn3DqvRAP7JwOTlgAvXih/nDgmHJgyAEcmCf4j6dpm8oakiBAP5w4J6soUnTMF0vYvEIESgynzS+xfta1lh3YYrDpfa5DQpOvQqlKwnKz5yfdXA+apeiuX3cdQVfbF7HlWyJ80ZrKvskWuKuUl92r7TX2qyvlJZIfd4cPpjYvZpWWmHB8qNbml5gxzrAjj7Lw1Cvs6seaR6quXXjfdbeyup4b7KayIKX+qblO40NkClp8yuOyhaqVgr6yljsiIbGvsUWua+9jgbb7YVruXyE1lK+46pzegc33CvvU1ijLYMOCjTVHNnS2+UqFdTJjbUtFdRJvs0tr8ZR5hqV1kzKzvtw92NdR99khqVoavqDaHCcG/eS7tTD33YvPThscoFrNkr7bobxnVvXNt2NpSk77NV8L9p91ezZBvWIH7C4ajGv+GX6+9YGyINJ0p+PiZBrMff0jWOGA8U0n2aTuL0ksyop9ik6jBOhBpknYpjExl/GMSx0t8IGvdRjbudF2Y2lvUY1xzW1DdkgxhA9JNtMuoxu3OmINVj6OfyfBv5+1wZDydysNQyy6kAx++VepysITLkiA3Brx+01kcepAel6mXUY0BWsky7FhFdS1BpE/e2yNmyXITjQa6chGyVGoT1e3YgHC7xkIOUGN+6V8DPzXNaDfs4ydW8HzWnX7BMmefsIQBaDcL96jGvbwoB0u/aP0lL9nn7sv29b22/dHID35hxh8v39fv0zN7y2oy3U5mmNWRIW5EsaW6/EoNvdbrx3AQPS1aHWm5+av3Y604zoYeusy+MgUJqWfsxkqX80FJ9ngfNbgwii/HF+9dkXn6scMXfsB/bLhuX9leSc/bi/tw1tvnRz9u37S+Jf+2W/a1bC6EqO9Ivh8tXRzLl+2T99X7Tf3Z5M+BvExpZI9wNUzLPq3FmpSDSqKiv7rN7TmUp5EcQu39sxKtrbZ/ucqJIKF/YdTGW46VPo/MuWOvLe+f7ctaKgOUtWtvYKwtedyOZzSUAChaDTiuRslWMz4g1dGzRmXz9lBCXNbyYJuSb9+wf94cqtf3AFT4PTD+8NpQxh5f3F/u47UqKHutjEyJk1S5q0HQABwM+7xezMw1czdPrxOyXuoAHmk1AAcIIMAhO8t5oAcAOwAfi5ggB/jMUFbyDZviDmzp7DXDWx2EMvG/Q04A5/nXyyuGtJz7xw1kUqCU0gJsH7C+leZ3vKgjzAvpRBdtdAAoYL6UtDV99un7Ds2XjvQhsYBLSGnYQ0obeM4q8cG+8TkVFYSAmuKXC7AQgL9Owr73xAf50kPu+IJGG4QHg/2GjV/Bs0tR52g7bUgPqIi3yZUB0+90gH5cnK0CkCaJDXDWs21mgP88yfVtjnVQ+mpTB233vLkrMrQJGG8wHpq24vtywYySL5Z8+1BIwW7N40FkQaWBhfTpyZqwMYWbEs3FITfQghmUl2CckiRd8WjdFsglHAdpgaEs+mUC8dbgONLM+A4rA0fpkIHUm2swMkGeqfJmB0D1SK7kgeeA/wva0Of2gmXxUgcPpDxJI2CAgzXkAjK5jJLJEDm0FrSt/ov2BwGC7iy1peIHvPx6DMe6DeEBeOvsDLtV8ISW3gQDShG8oHorlEx1jga+1d3LEsDf9BKdXvMkjHakD4iaMPI5TgiGacuxgq31Ov2M1wNAnzSmESEA8DJw2yFX2aokInOcMzJP2MPsa7gfCu/C8ehaMwPLwNzA9WB7MD7YH9JUNgdA42vhf7qvYHuk11DNXerWB1Qqm4HJ4HwFtj6d5HmhYvLdxurIxJ/gdiM7qyW8V/4Hhl2MMC6vgmpmbVWPrQIMOXuGXQED7B70EG6sbFiv+BwBpyEHf9lT7Kvru3+kyiE8VyzrTNoT5jjFbCN34HX5oeJVqXs9qFQ9qSDbwPjOjKQfLk3NjEv16syb2A56rtoISD8spYRnKhvepnIgxlq48U426i1NAvGG9mg9ly9/1wnhAtbrt1fN8JEHiNrzXURLt5BxZB/HgGWq0QdNxCOM2uFAn8JW7+9U8g/TmFKDrHmNeqVJxUQaPXYOFaW1ukGB9V7NwnFRzukVjjD68OqISBYfQwfOdqORYOH15hJh6mEWMx9W/DIepmg+ikQI+0nAnoLhH0KPvpagxZPR9nqkV9KyyczJcD27/SNsmMfUHFmjarLBRslyj7nT1Wg6JkS6Ds19rLcg9HaPsLI06D3HM+j6EDLRNntByaE1Sr3D7yxR7dRzAvj96mZ3BG1Ayk43sfYI+70sUzKV/lGnqoXny+lx9PCL3NVxgocfX6DpoN/j6EeqcULTB8WDmsHQej4n2lkeUJVE+xsHSRB6wdbFlbB/S1BHGIv2+cZGEDPqGk+tGot7VWQZRPuyfXdV5sHWT7407jEH7B+T9l4NsXb8A2LUHKfapRoMHf/2Rn3HUHAB94vNcHeqnmn28tWGfRt5zcHxwO58bdPv3B58ijcHZmYQAe6NB3B2rmVcHZ4OxcsuEf0DSIR4QjA8YKX0idTfeJDjGEjSz7w8YSgqFfT8+s0jXJHtn0SdVVBXVmfZ9JT7ys0xEbh7fx1e8cZWZcLlX6RBmPq+6CHZ+lW9yqQ3Ah+bjOSeFEMXn076QS2u8+14qItAJShOyNAdZ1Vm5gwL7ln2mUD/B3c2YAyNlhvn0Pg5coNZjaF9EPn9cb3WBxfdvK/nGDEPvwfBvd06mZiNkjBr7rcYY9iQhydRFCHG5luiMavvTxlWEfoj0HVtcaoQ+MzP/k7PG2LNWX2V5OEh/0xaYj0HVHn0UQ75fce9nqgLEOuX3R4w0hya+8PGKkOcsy2vvdxjRDxSHdL7/cbWnFZfSZDslqn1Hnn0GQ+DxiJDvl4lr7ncYCQ9xzH3klfSiEP1X3QFPjxjxD9yHmL7k8b53g8YPK+mV9O+4HX1iQ4LxuF+QEjIUPs8a9eHxI0JDkvGT4PPCNKQ/46oBD4V98uMvweaQ8AI5qwRiH3L6jSPvg7ZfVd1UsFK2YLIcYEeKo0y+u7qYUO9JE2Q8HxkacYKHeKVR8Z+Q9vmTeC+3G/LQdnqddegHIbuzzpqA4Vd1QHrX/q1Dr8NJB2q9ydQ8yO1eO4lctuxmNPt0NRc/welL+2OEL2VdQ67lf1DijlQR25oc8csGh2p/aMLR/8HJtokTlC4oylpbWlQo80KHaNiw2q7XrqhzvlMy0uAOw4YvUL63C0GG/asGZdtDwHV4LKr2GsOyWh31Dh6HDhxvAjGGNw3e3sRhJGLZhOVe81t/nfGHVVWpGP6E+heyZbIYtULcTLkjtbbiVCwDDjaHNqqfofuEz5mGbywr51hM0wsccqDLfr/Z5L2unBPjIw8E2LL9GAmc/LfBruE2ehyxpu1SGBNNhUjE0KqfRMG1LtObCgMiPegwysTBQcKVIGlGHdjGPRcgBQzgw5yoTsICTePTD/KkT82tyhg6kZh7zDx9MN4GynujVIFhxxGgt4XMO2I0a9fXCzFmriCt9LpOrKnyNbtMK7XxlrxZYejcrK49qfGQVu5HyT4oRfd3TKjdYcKXKmoPKMNgixrS3mL1jCrEPyw95ggoWi2HsDUGhV/hEtRmjLYnlhsOFYdsFvk6rm9xWHqjWT91DdmAiymQrNh4IFu6WUuaXolohz0ZTJ9vENaEpre/Wp+KN8IsBT5bbtbeh+G4uudB7u7qf9IVHH9yqOHuqMXmRw8ofI8qfCmL1aztCaqw7H/tdx+nsjka/auCfGTh8dxwaq6C344ekg145SZO1jT7exyiYOw/Q1eXDgCxNsOIuXFw4Vh33hw5S4cPqNMfQ9bRi+IW2HPozMT7t4dTh9rD08VscP7MP09hkFfD1u14ecP29hjvsLhxnD3rhwU6U4e5nX8nSx1jlzF+MTqhHOYu6BQTMBcMhbt4dtExpOKHDu1zSsEg4fJxa9h5PDxeHfsO5YeopMDh79xqeHbjDxC2YoK1eLvDxEGBXRakl9w9bh0XF52HVgqn4f+TtMjffDjthIkm81nVE388I9dz5x1hNN4edCtI6OYTNB1SsPj4cfw/1IaVw0gbrPYmo0xjYrKqsuwi9HUbVcVJjenjXNNkXe1mmMEfzsY97Sgj2TT99xJPPFadIOcp50sbRY2DmqPofnY03h03dIRWEhWfLpiTUAVVPauu6Nxu/zDwR0GmrLYhCOgY0y/pIR5dG/6N2u0k3N+aZ2HfIUS7TcmnTl1/33GjT7hh1zYiOMmzpLqs0+5JDxq/SbrNMsI+GTZFpjRHRWXz42qI/LTfRdpRHJMbdtMgrqmTTVSisq0iPQpve0ptxReNnLTBHmwl3FabMR8btXMbF3R4pKEI+3G8rtdXdnCP2Ee/jc209gjjbTq2mxdpnoYVjTh54bsPWnxlUU7T2XcmWYRHzuLwU1OafMR60uuCbFfaTEdTCb0koYjmWNeN09EeLaf3jdojpmNyl2ckdvaf9w5kjnbT8Uk0kfETfiR3ZLMibMQqLEf9ZbPc9JQeNzZOnyEe6yZiFYIju5NmWm+EfPae4RwUjpLpS4GQOuoaJiu7k1jSsQV3ymuyTd/Bv0jkprUlYxkfDI88u5imoZH1TXL8XG4caa0sDiBDkV3FkcTI+8u4sj1gV8V3cYuJXYbjV01iEm8U3nTt2bp5TWe1+a7UHmTkdWocGazNhy5r2Fi/Sadxqua1n1nmVzKbx8VuoaeR9VdoGV9yOYSYRTZuRzCTA5HXKbx8UHI9f2jXi+uj7HmBfrAo5E82912XTTTS4ThvI/Zaxh5mEm6unC01dXYvTRrp8fFMemW2tXXeLvvrp4vrhumGPM0Aw3o0bpggGSWHLdOcA2E8+ij2ejYCajkf+6cRRw2hktNN0WQbt7ufwsUCjutNk1VTkcCeYoOVcjmlrhbDmd0MtZrTRtduh7srX4UdEecr08X1oYVOLWiSbz4YJa/71lejcnnnSY0o9PTc+WHZH1abKUGKo5bviyjuVHbablSZEo8ha3ijhPTjLXWlKio5Za1PiojzynGHkf8o71R2n8fFr2qOlrssydIOVlg/3TxX7OuvyMpQpeG5xd1KjKRdazutcXTUgD4tmHramZNuoWZWkZcGocFLmH7N60lUyk84ooHM7u3VRUxw4gY6o2ObxLGMSjuubdTIx2WCk7qfUf7eFndaZNsN9s7rfGU0uMDvU6jvB18aPN3X6VsOZs0yxJpxaPd3Vf1e/mD8y3SlEVKvUf39pZySMUDq9mTKk0fzBS7daWj++YjP2X3Vxo93HCJ6/1HQixHmUXuvASVN5/91UCTQvO+EtQdXV50UlHKjpF25o6LRx+SlwbbHrttXuo+DAyPAMtHy6O1RuEGtSDTsyqZ5XRwhavUpbYptX2fD1rWbm0e1o/D/b2j3hYstWvCl1LFZ+6vDRJ1FN56PWoeqEWIHexD1HhQrmVQsrSY2mjtdHwHrlWhPo4U9ZY6n8lLpKZPUoUujR4rV+L1tjsKi0rZtCXSejwT1A2qD0di1ezR4LVGLz4piwWUbo4hNc3G8HVLqPAvu0w4m2BuSn1gRnrCWUiocru9KAjclEyCRK0de1mDSMjkxpuTrcMd11bo9msGijHXYz8MckY4rq0BTOjHcV2HoOJM3Urc+TUyt2tmWarRivXqzBj0QKRlbFnWeOG4x1B6kTHMVbwdUT1uEa5mp9im/DWb6u/xArZQqy8heLmnCvXWqYrJaV6slhy5MUvschJIpU/WiN1XlanKZd5e4IPfVncJRAPdKXZkqh+2/VzCJq9bhGsVo9kxzVWiF185NfK1Net7JZvAEBrJNm2nD4Nccx78ZQNl/lKYWn3ee8pcmzGRwSDXQSV4NqQa5aSgLHhlLJMeSREWrXOp34y4DWzKVU1gR9iupkhraTGaBLkNels8DktzH1DXkGt61UgfYQUzCJ9oxdq0nqagzhpjwSlWmOOGseY6PBLBS5Kl3kTAQzUNbddb/EfLHhbLvInXwUTJVWzWAL+zq1q3zk0UxwNsVzHUu5Tq34EdDadfV3mp4mPSq0utLMx/FS0lpl+QEq3Bsvsx4NjzDTCmPlGvVYM6xwA18H90u2L+tTY9y0sBW4rHU2Do8ruY9Gx/tjhrHd2D0sdEaYEaxxEozHBlBuseHvt7ZQNsDrHe0dVq2FoYHJmI3UylXmn+TKRY8DJXRgsLHmbKpsHfY6KraENapmI1a5sekxOwaytjh7H9rLFsf/ls2rRo15cmJb4+2XbY5Nshlj71lpWOw6AisZQ8VL2qZE5tNOREtypFK/kVstxOS2JSuEPwxxyNV4Ir8FiOblcDMjK7zvF0DVZXtKvUpdOVVlV0UrROOwf2TlaZx73K3HH5FWPRhxkC82shVvLNibb2cd7eKxbdFGIumDERBcc+Q6EK7zj8XIQ7jWAwitvhlaJJB6mgAH8IRdlelpv+99gJY1rJqZojtlx5kWX2mqpXRZsMFYxx/uvStxkZAwf1m2s4K0v0IqxWpWVaZoju5x8lAFO7BbVVxm0eLbonRgBAHmek/GOTRPzva7jjM0+hGDKRO45ZesMErkAXuPHcdzCCJet4xt3HrTXHa2Mz3lgLPW4G5few/dJV1o9A6q503SOwg2Uh1zaFvX3J5PHyYDsb1R45K4EZcZ5RmJpE20F9pBTc6kCdFbNLfpPC2z4cDHjrPaLqRy8e02sNHLnW4vHAPK/dIP2HryLyMm1+mVQT0j4ovjfm3jxVIKeP6SNKzEvSD5tfaGAKb0JRRsBNBD+1OSQWViZ92Z6XN7nakV0kD3NS8etUClJOd2zPSGmX42BG/t00rnjgeCNmQ5obPKKzxwPjyraO+P/Uiy6KV2BvjvTWHmQ6aWF46GyB5kKS68+PFjBA8HaaT+1HutwXCS8eV46ysccOofHN4Iz8fT6r90tyPaGGYUbv8d146cyM6CRvHF6Qt8ej467x83jyfHTsa/63I0yXx+XfVDIMBO58cJ7HzNGvjpG+j24TKQj45c2pHjw/HgBPXppYE8ZSIag8UE8sAiByy6PPx0gTvnI3ic4RpwE4DSI/IgCxUBOGMg0E+x6uAT1NtlBPckggE8/x5TG//H/ePel6a3qzx+85729SeP+Am0cu5I76mObhWlDuSNoyjYyKMOtAa9PB5chUtu5IxZWzLIoNhKCdfMjLx0oTtPqF+PV8f92iCvgQJU/HhFw/L4+2UZSFdtZzqBhO2UjXkC/tToTp9IfBPsb0SXFKGecOm/HMCr10ucE9HgOOwdjmseOyhBzcLsJ6z0JpgbGQCYt0E5MoDbYL+1KPhoCeI2AEuFa57wnq+Qc8dME/OLEFfWvHl6Q1CdV8fe24tRhItIwqGoP60osjBSIDajVOGIVE7UY8gyqsH1gWfLDqPb9MjifdRti78Mq2ZB/Ue1pWCu9qDpRP/tUlE8qJ7UThaD+tKHrgqJY5o/uo0lJLNGbVWLaqRo5lBp5em+rgaMNqq61Q7yymj/KrBidg0YuQ9SvPonHUH7TXrVYagyxysCpuNH6ifZE7Ro1DS+LNcdGCj0eQgni0ke8xz+Qq+oMw0dWOuhseGjPOHsBkxJfCPZPywvVL/LuMyM0c4GfbRwTMsHKUtW6UdaJ3LwzYnT53VifckBTu2tB4Ek2R7Rj2d4K+JwoZj4nKsJ0AsqmWGPRsTxWjfT2alELHpBJyYl5a5BuGQQweJbqe+CT0K7A7AXEtcTWBJ0iTiWjbGPYuNKHrow+uaC2jKV2aoy1xazo93SgkYNxOgD3nOedo4xhsonFxPQD1NRj5o97R7xD+vG3BWD7v4QziT8Ojc9LS9gsk7LO9HhhknfvmCT2n1le2fBQZOjNUYTifx0b4FcSThhgYp6jMPVwC2Sw7R2+lF8rGSe+Yb7hAXR4+jh3K0BAXaivow0KgWJQvneSd8M1pJzIe0yNcpOeSfg3b4Zn7RgrDf3LFdlx0c5PbyWg+jNuHVSc9nJUw2857XluWG4eWimG7o0lhxfpEwqxT0Mwa1RtKT92jv3GGfil0dJJ1UTwzDMgqMcX0npNm3oFqw9rdG6gvWk6hg7BInjDtmG8cWb7sEw1wYlogdGGPHaUxvtJ6oF2XDjqOTUvfzBDurmTySWsKWCydc2dRS11Gksnfj8vjBCUy0w/mkT30YA10nnb3OoRxTktf+uqWJ31pHauSLi5qnb2580UvRs3Wh5iliKVnhkO80UpD2Td9ZsVRVbm/SUSsKaWj6FpnbFKW+XN9MxHJ5WAoVzA5OHH7yuYKOxvPLqN1R2rWkdk+BZnt9BlLc5PBMEAJMXJ3DtrOel0Z4WkycbeSFOTz0Lxj8LxuXk76SIWN4+LF9ZhrRNRvtM5rPbsngtVaf4tk9wNbftLVLOyG7Wsfk8+3iCdh+5U5Piwtp9XZS4q8XazCM7LYDLvvAp3U/IZ6tJL36Up3b9navqShwXLNXUt0h3dS6u7TFkYXGqnWRpbQp36lsNLyFOqnX4U6wpweDqCGRFPcOvYU4wp2tHdAHMRk00uBfoJi12l/nT1CHkUknub/wJjGsdLrFOV0soZcnljbGydL2Mr3Fv1QAQ83mbd9Ly9ghoGR4a7S26hsSnRGWs2a8xa7S1h5/inSaXF43e4b7S/zp9PDyGW9P1eSrUp4F++WLgKQi0v8mSEBIWl7L9AqyBKcbNeMFdOkZSTWbMRnM7fyJ48Q7RWNjGX3P2mU43SyF+n0ZtFOEjWhCI3S+pTpaFV7nBaoaU7spxF+zbjVlOvuUykpfS1Rlpv2L6WieVmCuGZj1GqSn3lPR0tYZejZtdxrtL1n7Ev24ZdXS/MZEL6ZGWmF4addLnU4a+yZTFA60tZs1p4y5T7T9kSG8qfW6chaTOlrGOeU3nYuUZfqm8s4mWDtgP72Nqar0ddTpmEV6nikLi/DgCs0sLTZDhXRVF3fauWgYousYt7VOxl0DxJap7oupdDSFxez3Oaoc1RXodzVoNLbClniEsXf+zJymPVPjNUOaqlPL+exFB7VPaz2gktZLeuevqneWBPz3s4vDqlsu+4n5dUoorhLpy1WANePTT+mZ34zZGUs4NTjY2yS6StVuAlasRkukzVTtVfl01atyDt4unhG31PdtVdE7TPdpwF8zZ2LfnWvU5gM+pqxYiY9mj1LeFOakE5Z6Gn9UC7z2jE+rqpNTtrVrFLRqcl6ua1UNTw6nv1P90BOLq21Wkx3anpWlgdW407mXShEgZDUiG1l3vU+W4HZq85d3hSUafN3DOLdXVPbjcF7Gae5FMhXdsul6nU561bjrLoNQ/J4O5d/2rpyZ7nr21X9Tr5dVOqRadE0+01TeEz6nxOqnarznqBXXJSjSVxWqwV0Fodhp9hi6IzT5w7z3y07pp4iuv5dfjLqacwiqh1VjT2Rd+NPuqdQzcmB/gqhpr1aoiFVMoatp9IZ2prPLYhV21NdtpwoZryAk5ymsdxTKl1Q7T9QzbtOvadaGat9mKuzGbjd2QtL26vIXvlHI3VGurwtLk6Ua9Y4ZrNmfa6Y6fPY48verTpXIWq6zyZ7k9SFQYZx51hrmc9WJGaSpvyDnOn276L+vW6qSxzTpSDdLq7F0dqmszXSYZtnb3q7LL0K06jp8Zj4Zd92PB1P5rsedcnTmYzFiNoqbGjdjXVwvYTwFxmVsWQU3FB/SgvcnpgqVVIuPZ5qpEK7YzRcXvmaPrt2JOXTiowA1bUjOR07zo9WutheSl6lsaL/DDp9KD0rh3zMEr3X2bJMhIyzK9akTm6d8uiSx23Trenx0DN6fgKZpm3YD2fTFh7Kum7T0KQyDNDz+etKUxP4OiNO1Uhz60oTjakOgRs+tLrSxpD4KXSgku1VaQ5BfPaJHSGLD00dPWuB/Tz4G1eqsUPFHPghgHS9ASRM0Oo1TIdWM8JplBnfyyhaVbQUtE1xCuWlsDPHjOyI601WlMJIzpBz5aVCpbZFEipDqDcHMPqVVQc7diChnpDMKzF6WP09apQDyjZDXsLTaUtHPNpWWCQtrW6wLD3I0MK5h/T5+l3VLfD0X1rVuFNBqt0VnTMoPu+2hQ8NB+TmpaGCoO0q3PWeMTqRnctLKGdXUpVUgUeklWjDP6GeCM9Bpd8lwTzrDOH4R00t+pSrS4727DO9idXwhajbMhslLuNL29XooZPhHbSyRnGNLqFPnUudExw2mBnnyHDGfT6p4ZzYevhnUzwkidhIjtpY/T3TTOVnZqWrCysR9VPWmj8nNHEcRM5UPfGMrxn/jPg7p6nbsZyzw26eE2rTw1AZa0ZxYesTT3AyaYdqbKL3bxzElDFCIhL0c6vyZ7jQdlDUaWSKe1YFZQwUzxO41TOymcu07qZ1sD2dYpTOmmebI/YxzXSt0nZcz+UNyo+8dMABgQteqJRUP9M4YqkWh1LDcYJ8GV/m285XGCW2DT2bTxNGlOVQ9Fh5N259KQsMhzyHxEsz3jD6Iyn4P8zdBWdMzkmDYzP3zFInuLdjWh8mDAzObUOgHoLDkKhhmDXTOXUNjT0FPfkKLNDzJ67mfLTwiQhKeuXd/qGQ0M8bD9BEsz8ujhxmkPMP0uuPWlgfZnxzO7lNkrDOZ+AqZhllzORfGVoZGuyE/IIDSaGr1q+wZBEljy+FneaGn0vdQTCqiPRkJ+nFjRmdgs46uGye4FnlsGhmdidbLQ76umVZCawMWcxGfrQy9d7p0XzOlXuB9GbQwFh7DLdLO25VT0s65dSzo07UZOKWf6VTOZ6Szy2DxzOAWcLJD540DcGJtcBMq5LCs6jm8QgsVna08L2AJNqlZxxkxXtIKleHhNIdV7fIqznOUZw9uzSdubuLRJOArfNVpWeB9sN7RwUjQrLeOWge29A5HT6MhWSYY7rQn3UvF9Etah3tA1n3ju2s8aPuH21ub4CUve1iE4lZ5AVgvtQrPICu3MxdZyH2vmqvFZsh3rId5Wy8OnUTFsl4SupdACVQ4iJgru13ynhsFYB612tAWNOfabaoPhOz7Uaz+LScbPve2dkLL7c6zj8JDw6Euop3bWpT0oOKZipR++0u07XCR32nnVRbPncd3WSrZ9gqvHQ8qBKmdjrBLZxP2hi9X/ReV1XkvH4+LJBIiUA6n+2F1SkooAO0e0XK3Qnh7HG4Hbv28UhU6Ue2dsbEpjbOMjXi3A6vPstaXV0BKo0/tKXNaAnGDpM6p7KiiwXg75+19s8xC4/2kOkO7OB5YFNvXZ/susCQe7P6biFc37Z2cK1pMSKlL2dyirHZ5tq3dnZw7WB2DaWkHbqR35nToJ5B3AfSNOxZNOiwIg6Org/s++gDcoDJZM7PX2dld1bWKDYUDn8f3lCmQc6gNIvsTrrXpkEm0oOcY2hU2k4YgmyEOcjWoWHbdcKQDck0qaphWVEbU0O6Z4MhWJh2eyr7rOUmp3BdVUOsq3RsGHcptRHN05VqOfdyTYK+Rz964jAGbQTEc8o2kRGKxtBHOW4ylDoWHeGQunt5YQVzE2nt17bXDc6zsjaHnUFaQkaAnNyEdN8lJOfdWpnY0yZhyykBXJ8eKc/ubaMO9Dnuvbnaq/2f8NDkFsKOZPq7aCosYgC29Z9d5wLH+occzsgk/z5jaHFwrzOci+Y3BvQG1c4JnPUpgp+v057L5vHaQUqIjlK+aDBwF43RjlBNgfXz9Q/g2GDgwa2nOGfPs6PB9d2z09rWY66ZogVjeLZfh4zn3ar09RFVns592qkzmyQ1nOeW+Z5DcF41+7JOHuweXeoXBlfB9szn9PvOe6c4Mk7wY2oLzvmGZ1SXG90mVzled24mc0WBbk59W0monFIXPYVFRmLq54L6ue0xrGkYS8+v3OJsWZHjXXOVyDUMc6598KxBh//nBucR+rjOPt1gLnVMq3Ga9c6G54GbYYtk3PW56lc9G55+cW82nqrMwdBDMNjCSWmzk1frhlgb+e3BSj6qmKmfmb7DO+sO541zpRIr2qrKzXbYACz76iG8O/nHOc9MdW59/5kP1HNSluftlgj9dNz1rnK3PfnSyAxOkwn6s6K2pb7ucbc/FOFoKpDOHzn5Gbphf/Mz5cF5Gffm3x23mmAC0VCGSzAO0Oufbc5Yzas8G1jU/KIudzc4R6wFzlO7n2JUOIzSpMeIRjpbxxvMtrytAeaEeGRGjczuPzgQoPkH9RTz0nnVPOdeaU84J55g+c7CSyPYBV5ekeAEFeef1IhrLKBjPtadfexwyEeZZLqzV/EV6fVUORG6C5ZA1zMcRBmidSXndZzT6ygQP4c6FIEhGerxw4bpEKJxXgUd29VdpSMktsJ/9deCeVjgQ4AA2gXASIWfVEANAKz9BQp/VtvB9DPzyaDHzuywBprticx3c6IvOkA1C85DIqeGIFREFlkrpO86UDaxQMLziAaeekFwkd54oGgvBAfP5MMiKqkDZVz/jcMf7PlkFbY1oqoq73n6QXMIFHsCJlT2UQmsKPgOhVUyp6pIPsdCSZ1nP0bFZnkw8k4KmVA8EQrpYZGC8b6MTPz8Yl+hB88Z1sq6zvdObZGtWe0WOuscj1Dn8gfal+kjfEwPn+Y3e0/ZBaYhfHbe6E14XKj9rO7Nv9UfdqFhYpTb/VG0VDSjtbDBgVo2h4bP6OhaOTqo7QVgrovzG4eqJzDuYV5t9UpP7RaLHd8HB23JNeptKERmhI2lNVZ+DJSNjbZG90KksOP57LQkTte/OftBaUfboKdGzqqoLHguoKFbX54N1BQrX8sb+eGs9H5wqU+vn65jyFBN848YMPAmcU616+rqmFcPonS9yCalhWEXBc2rR0JEV3RQ9mi5JqhFdAF/UxnfngRWFqcJCeGo8CVwWA5AnNbWeFaiitfQSajrhWj4GX8fgF44Vp9N5u0lBhMdvk3HPzvWhsRXwyLmNrh6n5BRIrb/OXSn/8/HgUvz7nQuhW9WPY9R1BCgBxvnX/PCiv78+YFyUV8ZOLpSwZwNkCvY+wJx/nNsrxBcYID4Fw0V2fMfpHm+ctFfkF1/zi2VNbFuBPsC6+/UAG/Hq3/PCjXC32r55S256AIgvoANKwLb5/mdKYrhAv+WrQC7mKxYLwXShwolismC/wF2sVwwX6Au0W2hIT0F76RPYrWgvHBfglZsDicV00pFsrPpUx5o0Fzjj97NwQufW1X9P0F40agBBIguXiscCEhvlToEVtcQuZ7WUzJ8FwSFl0pelEVW2kC+WvR4LgEr6lF9rrIC5f/eHl9UpK/O4QMvQnx6oZybcxHFhvJglUeRK0kLqd9YQvE21ebab5xkLmKxTQvIqNMduYiMDY4gXXSruzAbSG8F2SVvVj+PUWhdjLePgdgLxRVUp5obiKoGQVQWxx74k10bv3x6b1tVKkTkrjdMIUaRC7UTe0p00p0wuE2PaC+mFzhthUpwwvUa1f3YaF91cTG+Lgua212bbbI6IL5ttrPnBBc647yFwfznQXPmRxbvHC5yyHgx24X4pXbstGC8dyLYCYNAsgv3ZXxHX9eOkL4ErAIv4FvdC9tK2aV/oXqVwBeC2C/NsYoq7f6T/SxhfxlaVYxd1bCd0ZXfBcOlKjZ3GQLS201ruBfuyuxF4xVOq1WZW83Y4i9RF18QKcEGwvERfekCHRKsLnIXSIumheQi6vbXqx4oX4ZWgQs7C5tlQhKPLw+wvgStp5hOvmZKNFtPIu1/4FC+w7dsLoEX/IviRdE31pF42V1/pjVH4W2kz02tXYLtjtCG3ihc9ldwF1VRswXA5XVRf49QYF62VpUX7wvWyv0i82F3OVmYXDwuS5W4fBb6msLgUXXcq1heVRD2Ri8LuO82QvFBfaKZFF/4LgnI9HdHprGw05K9ZeTI6hIuzysWK10uEKLoMgginRReKKpOdCwdSkXuZBI2MMi4COraLhIXisqC+R59Vz6PCVi0g7AykqPIla9F4TzQ0X7srkvwr3fDF/GQVnz7QvIivZi83tQqL3Mg9wuoxfUqG9F5KLtTt13jgxeuSSCNMu8BUpQjh3O0Ea3bBANZbztp+Q84joUabF48QXfSskMxaGsVcgF7/qqYXMlWe8iNaOHF/521XyIFx+xeUVYsF/hR7sXNVGlYEwi9P522DmyNhqMSdCCVfotWuLksXI+wFdLMC90q3YoJfMmYvGKuri6ipXD1ecXThBfYD+i94uiRVwEoCul0KPf84DmrPmdrqjovuOoOQ206rfzyKHiNJMCc7XVMqxhMeIktYuZOpMi5qF21akTqo+Z6BebVb/F9QpyIXkPzb7t7i5kq5LgMcXuIueu1qC4TddBLz3IXPAm+dXC+G6vkwA/nWOYUu2YLCEjABL1rq7eZiKOqZniq36LmKG04vPxdABrco7pVlCXVouqxfDFnxzbuU2EXx1Wl2OtpADF0j25iXREuxKAu5nVKcMLqnGpkMZRc1VapyKkpsEXplAe8zz85aq50LwfHoE0WZCM43ZeP1R7UXjONJJcui86q1vzuvMxwvBJduCq0l85Y6M50EvAhdjdrUl1dVt14pguHxedbT7F0hLjogksIruR6i7XxiRLmIXjlW1rH49RKFztQbt0DIv7JeES7OF0z2myXDvLwxetEDNzB5LwhgQkufRd3VZWFw91XCoxMwmtlvi/p0I1+zgg3bouRcDdtZLd+RqyXSVAmAFk323F8lL99qKQvQauT85O6qxLoKgj4YvJf+S4/0BhLjyXkCZHO3L8857WEwSyXL4u3Ik75lDOyVarNFYi7LHUbe27s5LTh+Ew1OuqfcPwGp31TyVZLdnWaedS8xXWqAtqXrVPxqfOc0RXXou+jaC2IMfVzU92MwI5odFqLqGxuN2YvCQFWJxdRS7VjOpjZXp50Zt8b256+pdxjdEs0dT0aX0axTqdXGZ1p8OQmibGWrb8GwTewxYNLuMET1OEtUzs203Bfp/aXaE3tpfK9OWl9ue36na0v/qfYpM+zQVoypdHLLdxvg0749d4MM89I2qcNo3S+d1ai6y6Xelmo6tgTcBB0DL3sbGNODavHe1bPZtTiJ+Uy6Tac9S9JpzjLr5dZNPuH5jLp5pxkLLZdtNPFNqIrqe1Q8su89lMvIZfs07Jl51WJ6nxMvv2bznsO1bxtM9CLWld4W7S8yB2LTn6XXy6Opcy4OBp3Uu5d1wMvEdWlurBl5/p6IzcHN2afK05w2iON0WXprKEZew6vhl8jLtFd0G6DpeU055lxxNzDHamzxDNiTckM9uiGnydtPSFZhbv7Zt45kPBRPObMmi6vNl9bTpQzgk3vaevuhNl6i8cQzdsvHgduc3zpzhJlOn9BNH2aPqtn09ZsSs+gmr1V2msrsm+HT4oW1sLT11l07XUyQ6AK9KXiiZoeTfMs0xWlhAedO1y3ey563UXT4r1U0YLL2p0+9l+6uquncBmP+vKrtLddFNhunba6iDNH7rIxRqy4OXW9O49VwGa7pyBfD6XPZrTjP909hmoPTnVlZuhYN1T062bgiDjuXYs0Z6dx1vwk8sZpuXp3q9111y6mzQHL9en5WxjJtb04G4fhJ3enIBmOmsOsx2M3/zMuXa66YCGnrrg3fXL9QtLRmYCEhTeqMy/zNc1jcuuCH7y4v0/sfDOXkG7F5c8bDbl82Kp9dFS1D/g3buvl1E9qOU6xmnwnxn1+c9Vq/Y+Q8vj5f2VknlyXq1aX38ut5dyX1uc90ZpLN88u6fNf8b6mlQkIPzAWWDOdYYjK8KkFiXzR7NeEq8+Yr9veZ07mgvmWiDIK+wk+okLfzqd2nfOwzRf86ndwLLWzcj/NWZeoYyDNcvzWvndGNkK+v8xQrmYEp4pqFcpZdhAfQrhLLfIDh/MEK+gVw3ia3zEWWj2aLJjKPfAriVJLvmoFcVLTRRggJ8wNv8lyHvJZbAVxfL/vsPKBnMuUK4gV+H5qSTr2XTuaBCjBo9IOMRXIxbE/OE8rKy1Qro3zdCijGMBVnIVy14YFjOivoRPQdXACwYr6hX8hQpWMmK/xC+uxixXRgga/N9ZcYV+f5obLFKSkOC6K+XU2cCTw07fmPsuqMfsV82CHvzpXP/FcPZesV7n6OAL2/n05fe72Hk8GETNj9YJPvnHZf0V8Irph6c/naNJv5DjkJP52JXWCvKjARK7gZ7RIfYLUpAw2MgzWIV8YppRX3iuXFed+ZsV5jly1bRCv5fP/QCf897L/BXRSngAufWg/8/9AL/zehjV/O1yL/86XL1K0/2W/U50EJO4CYFrv7xrGywSQBaqVzax/Tx4Su8ct+K7oV0YId4nNOXWASAk4lMuQF575rAXcntycoWVwWHRgLyyu8AsK4DhJ2CTjZXbCyUarbK+ueoeXZ3kvAXG2cC5bOV/VnC5XXlUSRZbK/RJ+srnTl9yucronK4nE3SLV5Xjyu6nvjAa9fV7lgJ+BDRXAtiBYCftvIPwLbuW5GxuuNBV9LLPBsmyIOgvRPqeY7/4pdghFBOtPen2S/NoF5XYugWAmeR/LNywRzOQIJgWNAsoq+apBYFjLzKgWtbq52X7u+i3LR+v9lIQsY/YZMXWMwYLkuXYldmqE8C3LsAILSSJmgumKODy0mM0YLZuwrGM1pfpV7kkLVjfKu/AtILkoVzCr0/arTRivWH3hVsDcjDPLYSJ6guc7FlV4Ic9Mwh+Xk8thM7yC2bsMuEkG1wVDCq4P1QSrgFXwQWR8taq4c8C0FrxU7yWQISwq8cHWKlkFXgIWCQtJjKaKKCFjYLNaBuVdQhdFV5KpE1XyCJijnsoVuYHvlz1XoCEVxAIzWhC1Ez9VXkOwD7Xyc31Vz6r1YW+qvvFsMgF8Ww1TkS9nDlIfvxmfMM4GoLeGjwiJBbqJAKoHq1slY0mZM1dTobqqqtZMhU7cWVEvF2a9XGa1r2j+mrR2LdxYoSwChlNXCbXM6NnY1rV8PtCeL2aK2KAFtaz5Q7AeH0yiG01cMWZIUJD95+LPauSQj/qu0Sx2rrmkybWoaMtq4iYKgOMrti1K0pgOqrm7dZZ9PIGhb0zN5YxllsnhpBLxurWeRrq5SJ3fZ3NXPR3xtUJq5467qTjdXP1Au1ccJayxqur6eLyowa1e7q49/kAzoFVhcG8EtDotsyOAW7BL2+mEuD9taVJ4WeuakSQ3t1dBGMHVw3xetX4dYY/RwJc9OaZej3wnbXK6etqgPfGiRT9XxmI6opokWHVxmrviQj+M1SfcWcbVz/jehYURnN1fI8YUS+erqJEyPHm1dv5HA16Rx3Sj9mqHaVZIfoS7Oi3tXvgrKNeniiOEvqF9tX5dnLegr+ZrqE+rt6oOGu5BUNq5vV3wlhfTnmRAeuU8PMswerm9r4pOqsadq4kS/bRqjX/6up+Uk0dnRXxr59rnGvDJShEH416DNWpdXKrl+Utxaqxv49BItiGv71faa/0S+bT5YHTDcLd7GJbKKWk6Mme9iWyUOHImM1/4lxO4RmushL4CqA28LD7Oly4WShJLK51cYxe9xCNiWWUMua9ngsiT/qeD7ZfNdfK76e0HT1TVp4Ll6Dwaq+OePVVzla6uTScauOkhFoKhzYqTO31UJa/no1Fr/4CAEXyp4H6ssEKVx+dX28Hbm6UxYk1xOQV77hSWzp4jGHKS+0TleDI8wCvu24qPMy4QTIoOWuXDV7T3y5dVr1dmze6Utdn0e6nm3ShLXJxOmtelNGA1bFrvaewgR48MW8tbpfFr7iLgG62tcURbcFe1PGrlTHHP1cwKlrFf+hMZL7U8ytc1CunV+1PMsOKfn1kvbwcDnPYh6bXtVAlHZTa5cM2Fr0rzhRji4O3OeTw5MluLXUxUcouoa9dgzdr5gt7RmGyzpa/MFXVVE7XS6uPSdnTwT6Mnh3tL92vhTiSHKZ2K3S6LXyPHMtdSauKFdoI8q4xGBMxQTeeZVI8ln3r/tWuosQfZEa8hsQItK6PXNu6Mry+Yay52457qj0euE29nEjrqR+FGau3V5ZsXIdtID6bJOvhKErRccoITr3fsFTLcddYEzv6o5QTD1GWpH3sZo/opKjrsl7p80Bgd9fbrU8nyzZTknr/fBQqZp1z5Fkqg85bKzj4qYfR+jr891HBy8tjdgYQSS26onX4aDBGUEadbaPotZXXSjZoAjoqcTR64TZPlUlAWclBKm51/0hEZlIuvulpUDY8vFCpqdHXOvyF1RVtPyN0yxS8OrLBdecfbGlZBsQItG+6QKH88qdSIqy8aLTqQPWXPRf3mgimeWr2Ouvvra68d6Y/yn3XWTZNdcgVtRFBap2nXS31JdcG645JQuQU+aruu30ca0pN1+xeM3XMD1HlNR1dt1xUyicgdaml+XOze3dU/NbFTNuug9cfKct13hsZob/cEc9eV8sfnrVQEtTeuUGHU15gpdY7r7WXOBamnVsqlY/vU6pDUpnrpkeCVqadS+S9CGnevMYtkzZdNK14HVTc/IA6fwk6KawpWigVRqn+5TT6+C11sjumbN9WjKzXOp4x3RpPjHvfW2VMWzZ3195Wg8LJ33JPWH64fUwSDWk96dOGrwasokaIbNiutuf9LV0NXnFU+FelN1mansmxnqc0x9rPd77UVaVGIRuv31+u6pVdm6mzgQn66ddc/V5OhSrqcq1+1A9dQIEmeeTMXwXXlY9z/rOu6V1Xx7e0RiupJs1QKbDT3mOvKxWqa+4WLDSdT5anqNTEutyx+vrstTCNTrui4G8wa+FWK1TcWO0DfIuupdcV6iKYK6mp1PszyY0yS6pBob+vCDeaNAo0wepkytnBuT1Ov65Ddeeppg35DXG1NfHuMvSySmaHoBvXXV9zykg5Rpoee/l68KXcHrGrTAbkx1OF9HTUNqdxs3wblA3fNnqDd0uq/U1ie7V1kbrss2kG5g03k2C2bIOouZ6mG66szgbjV1Q7LpHJWqcw09obp119hv6DdMuuu2G8pkenS1BgASsG/4N2Rpjg3LVbY3VIG+NGwYb76aXhvNDcqG9zi0Rp5jTv7rguUvGdBlHdKYSELOHYjfhpVz/shzCxQIimyGy6obZOFrwORsD6CZVhpG6Lof5BiM4WRu0PUZG9GGkUbt+hkqbypR5G9boX5Fyxc3sokPWPcZRbiQtMWqjaSZJJ2IZOlSqB+TchBhTNIcqLLSeCFJFnzvG1Sx7Dl2RG6qT5NjvYf5CsnIZcQHIew89Ru8OZcOnF1KTUvyLqRv5jfKNiPpTuAygI2GXbI4SdJB2JCgT9GDLi+jdLyN8ZRBk11okzOnQWDG6VdGrqVzaGF1zARjhGbSaMbtCC0xur0aXVSWN0Hct9HBEC5jcvG5KN5Ub5Y3SqHl2tfG5eN/TNecV+BF1y3DxvnFXzbJeRTgSVxVkiGk1XsCO43rtA8eC3G46NwkGbNLfqHNRqdG91KJ+jFrD3PkuXT8VyGqr+3bE3u1tVjferDKNzXbCo37xupL4lG8SNzS9gQJcZniTdVOy9+s8bvcThOTW0m6KC0U63shI3ZJuyZpjNIZN/hJyY38xops09G+DON8+ImaQO9gzhtGEiUHAZ+k3nockjewzUlN0UQH14cBmXqrDw0rPgKb24q50gXdkQm8YlesbvcTsEnFRpom/Qk3xJl4qccRW9nPYZEivCb43ZLOGvdLM+nNN2DhzsodbljTfFRdqN1m4X0Tp3GOTcAzTpw38bvcThxvJhpAm5Tl/5zUo3VRuK/gqgY9N34YoMaE8py5JdGIew7ab1okLoJ4cM2JgBpBEYsHDepuiZoLMogyV+oC43EGJxcPXG7rxAmb1qLLJuHjfaamKi9ybkeZD2Gizf083Q5vcbzBXo2bBTc3G9yTlcb8434pvKqyKm56GkizmTWcnS8TfYZfAoDhdJM3XsK7jfEKmthSCblEqRpvizf+pu7N7+iE037Zuj2YH7tuKpfhR9mKZuszPdcHQk27rtlxSJukjNTm5RKv7FVYzKZvBTgxHOml58brPSVpvCNqkm48mCsz7XXZwGwzerm4tN66bmL2LpvomlyNhb14jx75rTpvunSXVSjNyebr03kJv89TcPzrN60b6aXKpv1zfy8E2l72boc3z5u+Kyjm4s5rKmsC3S5uRl6GMlll+ybxgM2aWA9e1Us2KrNgFjVh5ubouupXTN8eQdC3rdNszfzuw+i3mb7CT0sREzdXm6gt4Ubqo395u4TgEW/wZxqbrM3b6lG4IbJowtw2b/PXZxu5TeoW+YtwwDSoyOxvjvZ3G8QjIyzgSxO4CFzf4M8MBiCNW83AT8pyr1cdEt1yrxE3fZuw1exm5XNwOl3E3HQ50JMhrGxMpqbmC3YSI9jczm6SRHcbtM3DZvUyCIm8iDG+pESxEZw+TdRM8xN1ebvhRuRvljeGkHwtxWb1YW+tCkIGGW/st6AakS3tJu8vnViskt18LSM3j5vwzd0cLZA8eb3+6DRuuJDQm6eR9MyOhgfAIGXGsW/uFjRb+s3SskBze0W51XQTy71YpluJeS4m88t//8RY3V5v3LdcrBSt9il2y3Tlvk5KSpsYt0rJBy3M4CULf3C3Et4ab8K3LQIkDUfm4PNyTrli6r5vIFJ7m/PN3Sl6hT/pvljfuW6zM1qbq+6XJvtjd3Sqk3M00pU3vDjzLfHG4+Xfxbks4YpvQXUxW4Kt77Xcy3UxumD1VMggt66bqpkdOGizcesiXxx1boaBakJNrfBm7NrjUbny3Pr6ATf0jTBN1fdJK3lpvQ0NZ9HLN3CbhBNV1vVLdhW4Gt68b1peXRu3AyKW56t/tbks3E5ubF2gGpTu5mtHlmhw2apRW/ueG1JCKHT3MOx3MPDLE2IWTGEt/jJOgPQ27zNgDb/63ChniSpg26pKnDb9YyzhH72OKnHIGyMNhEDCCN+uuZG5WGx91gm3jA2cbdsnBYG0KaosVsg3q+owzvyKkUNmEAS3WUAa9rGEG36cKgbzNvKzhODbeyPe6lm3eNvyeu6m+/Dae1491Y1VUhszDeyqiENi4t8Kx1Bu4OgK0lPlQfY2g2iXHYGbu67yK/Dz9g2+5v8dJCG6PLSFYqQ2ibeTW6pt9rbjlhKtuNbdUQLKG33N3sxZpb+Bt2LvQ+i31om3HK9Uhu+DYeXqKIvyE2HrNzFk9ZO69/+2Az53XURUvIgW6wH1NpdtH0YevxDf45g7b5wb5WqgjTbDbSG1isMqt1A2Lbf+Pw/g9bbzne+Q2HBvyZJ5t8kNotYxtuA7c5rGGG+vNrEVKb8N80i2/5qhzb0Ib3/7fwMo9adt1asMJ1nQ3MV1XMLF2Dj14+lww2CesJySYORvmknr3U8c7fr8voMzgsxobcg2Vp7l2/mG1AyxYbFBn1aEgFrztybg7UtnNuz7Mj29raxMD3JnMdjNiq3DbHqjB144bSM3J0Cz24eG1kvfKAc9u2ecM6oXt/+a2zXRiX1eub25S6TB1/e35QHViJ88/bq3Fx2Fx1alCS0DVo1WIqNkMbAIrOmXAjZZWH6N2CVQqLSS0MSsUuiyWmyN9vXTnGz1YRG4fMks46I2jFuCm4gG/qNrlYGfXeQiVHO9WImWvEbEZxzQab9a16UWWkkbY1Vo+v59YNvO6WhfrGqwaRtgut7MdfZqdGcq634eLBeQdxcsfxa1/XAN2RKRb62aNtNYNo2f10H6ONJ37qwh3CeY3et5rsYd7/1x9ddDu+4Rlrqnh6AN1tdFDvaHPyjYuWLb1yAbDJV0Rv328U5it1oAbptueMXEO6bh/uomR3Dxn6HdXy9kd3wzWh340ujRsJrvbunwzLunwFHpRte6tTh0zbqUUSju+JnV26NdeJk9ueCEZ2HfPy/DGwvTnR379u912aO77hGbq9EpX9uBHfKO77hAnq6uH1ju0ftmrfw63y6EFzo/9h9EJSlzYx5/QwhcLnZU3kFCzO+E76/i+rHkXMZg3Gh9brRnDt8vMXMqRsymzK5sOLETuDNNlRbWsiWdmtzS0TKxsBw7CTTYjzbjhTutk1RvTydxpp7ZNDybsnd3Zbii7OFblzsF1aelLJoFc8PokESJmWw4tSHHqlZU7wJ3MrmPXOhO8Jc3Z1jp32h2youtO4sawnj8q6oMb/XO/nSCd8Mm7E9wSAuxtlO9/Ojc15e+Y76kpuiI5Zc9qcNEYl2n2nfz05kR9s76NdvZ31ncPJpGd9ITy6qgzv+sshRbMpNq558sfjv4mt+RbOd02m4qLfwwMmvaU8ad75p3J3tkXKJsJucGTZa5gpezqbEDiDjcjc4s74mNLSbWotrbszc89hjJ3frmeouk2jDm1lTvp3G2nC3NWTfLcyW55drmzurY3hnqQtzC7/5NSb7OosdaEoXTYlpaJlrnomxB/QejHY2rtzTxCbnd0xsNSQZriBDpUABkfAQ1XA3imzoDdLvxkcaVhZd1Mjp5XLhzsl70u8n+oy7lprlyvgN65Os3c1SVFl3/LuxgMr6/w63dThlHA5voqD8ptp036vZfr0u90uNqOag87M02V3UH6b3MKu7vc9l8wteMzWbJtHrycNas1jteC1P3keuYb9XpUFMj9z7n4iEAeZ1d+a765HhzWrV6ZIZbPQeWVoHqrvlXdQdlcmw79D3QNOm+1q5ryPwilNnC6KruBPNvsb9XhOm7Kbl1VKKLyatBa7hWSN3Mp7+EdGKSDd5dGjcxVq9FXchwFlGuq7vWNISCvV7NSFTTVyj3V3/nLJUc9r3o88Kj+IhzLXMWvmu55RxhdMawnKOV02uu7ZR/sNOt3SbvwRrVu+Ja8m7713raaBqxB/Rz0NPSodNZoGVhcUeZNR4+vLlrnbvmmlA2MH0227okVorXO9NWr0bxIAoMVrLrvKGCStaZGnVkGVrl+mvV4pyAo8wq1oR7pWHp7dxq4F3Sji0X6xCpCKDC8a2syLSU5AXETDe2Hu5fvM/xkuz1oFr3eb8a0OIj4FekZaz7N68A0aPJWs/Rl9BwgUybEHsWvd+e931BktEZ3u9OQEbx5zegawyj3GGXw3qIBFMYfJAJrNvu4MEMffarxY7IN3AIe+i3sBEJc2MHutrNefmdgByQXD7Z15iEAge+5s2e7ztJvWzlN5Ee/z42DAgZ1L1FaiDxWaw91+QWPjJn3aHhCCFqIPkW6a8VCBqPfufZ5mBy8bXjXb3ljzIe7IIGG1aI4XEhZSA58aA+yHSbGwOHvLXs9QUCoBh7hFBnHvyPfVy9Y98kAd4nzfGtwL5kCW3rvsC2+qnu23BN8eQtdl9NT3LDC2+N9rn09/3x2BBWnuELA98c55wSpbT3fxPNPfiVOs9w5pFT3dnvzPetNc7ZwCpAvgcH254R0UaM3g9mmxGqfVggsiLU8ZY/eFU0layl+PI1gV6q5vNHMYXvgvd3jRf4wqSmUatjRn+PH8YEeBHYA6j7nuMEZ/6HwYGfxlBGUUpoOCJe4Y98vXOia1ypQtUwfl0DnhE5Pe/z42OBn3wC92o6ir3OLQuImwCZT+otoVL3IZs1HXxe5xUAA/W2bef1wvcVbzwtVF7zIwhUTVLmjsva9+hNBGGql0mvfCe6segz5h9KmXv0Jpk5u8OIaqD3jkE4FSUlLjK8DAJ/ETgnvovdpbIY9557hfj2znU+ckUH69x6QRQGXXvNvfemF0uUN7vLb/Hul96H/RQUOEQPmzhJ4VtT3EFg91sMJ6juAnMPeg4it6uuaCTx1g6sODhEHt2Bg8XhKofH2Q4FHB290Hx9z7oPuaBNZb0XVss4UMgrr2bGq/e5YE+JZyDNVRHWiAm9hIOFYhcj3aAmbEag4Qm9zjxPazxAJXvc6zpzOp/RQn3wPubEZO1HgoI6l8T7L3vKfeECag+0JwYJgT3v3vcxPjpICoJ+wTLVUyIXAe5ThSXZ4jAs2BdBMVWc598R7oIT/sEj3f1wsas60mf93Xgn73uzPTKPTYJxmDD2FPBPOCZU+wO5MtZs/wruwZwjzhQJZ+Q6fHunMAse9feD1osX33m9efe30eF92x9vn3gkTP3cvqH3ZFOsiqzMvuK4UJlRF9/+7+n9P9xDHVO+6Z/X1UwtUBxA9fcUCrIyekAXsz7RXcWB+EH996lSe+t5hBvfdm3mk91fx6rxgvvyPfGb0ZUy/eBggQwnVhrqjmI9zm20KDKfvyPcO++0++B7yervGFrfczCYms2vSd938wnot7a+8j901s6P3jBYmPcF+62syqU4e0HAn5bM6Enw9yMQAmzMfvRhOReIz91IQdMtNFUqPcZCZOs3X77D3XZAWPcMTOr910J38z9Fo2Pd9+6Cs/r7l7QXfvxffZeB199UJ0I4JzogvQ9EAJsyv78T3LAmsbNl+9D4ysOwmDErAuPcV+4ZMxQqKhAKgngMN9MwnIE/xsDDmau8tI38B6cbYui/3tTs/BcTocnVx9pSPqzjjW1d+uM2LFXR8/3diiXjjuMwf9wwk9/3mXNHxDMJPk0cPKwAPY2k50VeKN/99rvDtJ+6Gpk3iaLMcZAH0mmah0Udt+Lowvb5og2VhauWpZaZjMcU7ugc9+7IQKAfbdHV/VLf/3xGlnLImZegD2H1bhExZ7VNzg7cTUpe6KZNQKZveMh7tf9ycBezRgu7kNeoB/5Y9f77gPgkUNFTvE7SbhbvUmmagg77Fp7vmXV7vK3eO0HJA/99293uIH0vd79IpA9iB97C+wFjbsWM9RA+b8y8qsIH/C2w0tensXrfYC81QDQPf4QtA81jIdeiIHvQPpT3YvvK0aUD3IH6QPqGGAtd1KJUD9RT+O+k2uu9YglmDJw9r6bSHgeZSeZUz27DCjC+lk56Czhd7v1Q2p09IIrJ7hZuTnvfDPUx+c7RLsxtJDSGkEzQyr1jCQeu90KKH3md/75A9kepkg8MPYXoy9r4ArVSM3A/o6wRRoUHh7YfKxPSdDa6rY/AHtjDfWuTWM+B+ro4Re3Bm/tGUGWEXsBUHb1QIPdijNOICk7Bg5U8Laux8CmSfXmrsURkH/GD43k5tXb6Dpe7EHgM4UAecg8qYYaD4AESWDXgf30wQ5olJ2NrpRJbiQZ6PNB5F3vb590gEh7ZtftRrwD+fRvPozbGhRj+0adXQ+N1zw1Am76NfXM2D50Hx+jetO/whL8/Xo4dr2LuyZx/aOdrvrPd/IasbW+68g8MqHIEzMHo4PSih5g//a+lptx0DujNKOwg8YNDLO28Hpc9awfHkslurPhvc8Wd10I2EQ+LutRxUmRVxa9bqK6xoh5uLY4yw/4L03Y0f2lov1l26sxlfjwI0fEh8gFCBW/EPvaw0kYJo7PR9MDQ3XGIfEoaBFvA/RKW2iwi7r4MeJQ3pD2u6/YnMHqdMedMuRD5EytZepjBVy0Vo4drAky9dHooeYK2Xo7KJHLrj91px08LbhoLbR1a8CNHiofZ+MgY9pD9SHytl+uuFJ6KUvj1+ozVctwHrpgaBFqkcbPV7UPb5KyRsDen8ALB6i5l/IeUPX48NY9eKHvlUqGPMdeKgydtxR62FeFJyxau0h9Ae9J6+nX3/SYht7o6sZm1Iaj1zofOBkAY4OZRPWU0PpPD8Bn2h6lG4aH/plXHr8Bnc68BZU4NjUP0GOTQ/kh5E9VB6wYk13Wm6lfMu9D62SyvXvpJmhvJh8aG2UkXdHyGPfaxdDYXR+V62usi4G86v/f0RLW3mPDHBqmomnO48bD0T6GllQkbWw8N1ZbDyCSGjHJkbEt3OXZZjHnUZjHjhr22cSu5n7bfrmF7X5KqBt8sca9fxj2erKC2Z6vaqWmM3F6rMPlhnWQkN9b9BNfVnur10UHMdTh5i2Mtjg8P+Wt1WWQIzgrBpjs/XQ1KN1Ozo/pUrV6hcPK4eT6Dzh8yx/LWDcPLFKj4avh+lLduHz+r7iM9w+DY7gN+nErrHJNmqVIaY4FLQysBdTbDXx8T6G6omwRMhv0EA6SPpLh90pZrVhCPFDXQ95McgwaxcyhIYsWPL6t+ih6rWqWh9lfJbplgYR6coEjjtBr54f3Me5Y9KW0w1qtZRWqWq3QR6GpeLNiCP7lrKsegR6lSDVjzqtqEfMkN1sv7rB+H+73OV1KscMaeAjwdjlSZsIFdsc0LRoj7tjn2sZEfqGuyNb4j0jj/RrrEemXUqNY9zOBH9bHkEfFq2uPwZWGS6pfKDkzkHeBkpUmbpH87HJKlYI+RkuCLZhH4/ggrOWpfLutlgO1LjllYLval08y8hd8ZqvqXjkfzNUtursjx5qq4BSzu9V2rS/+d+EuqaX1AtpTUeR6UbIYKtFDEMuE5YDU9/l5c7rwHGMuPgG/S8i1VvC36XzkemxX+Lve1Z9aE6nD1OZTf36eZnmi7mJd2Uedne3S6oMwFh0FdR0unndvU76l4M796XU2bpncRrvnLZS7q+zqMuKo/aWdU9aVHkGXrUvJjTgy/hp76J9mn/WrvK05R/G1TLTzKPF1PZtVAC3Sj5jT5Hm6MvvpeOR4fZw5HqKPmQPOZfVR+buATL8aPmK6mZdpR5pp0dL3yP+y67pd9R86B21m/KPX2qms1FR6B1eVHiGgR57WZcdn0eXcDqiaa4WrsZfhR7mXfzLxqPSK6o6stR/ll71Ho6Pg2NJZceJHup59H05zT+nOo+DR77PQNH6yPBtPho/LR+Np91LhKPudWBaPVFPEMwYQD2nqhm4Y/Vs/EM94nOldieIaIj2y4pBOjHlQzShmUY/Vs6tl7jHuQzcXoRw+uy5jPUxWxN35hmOWUru+jp7XTrdJxDuaY/yo0Tp4M6xt3zuqdWUtu6NXTHL8Y+MZaQ6dxNm7d8qy7mPbR8Tw8Z040eya7nwzFqx4j7ER8g15LLqmPQer6Y8mZP9XaihhmPR67cM0c4jrXdXLqu0tcuvqfqx77pySAqu0LcuKXWl2nbl8rH/84XcujY9p2wolTUU1mP/oBb13h6rOBBm7yqPRrzVY8iZsj64nqno+xkfG6dlsqld12u+/jiezVw8l6tozczHhYzy5aJODV6oOM24fbkHVjua7b36/vl7G85HVjcvqP5AM1ux2+u22PQEhzY+hx6/ONbH4vNRryEr3+x+dj97H+i+ucfxpf7nASvY/cz2PU66cL5mx6fl8uW2d3t0veqyYej7pxVRyOP/IPLjOcx/Dj6tLtmPY67Fs2ZIf1e7NHkmNUl14LyNjY8/v3HiJNPeGh/OEuZHj0eCRxrBLvnfOuNezpjpGrSonjWUncCNRzc9pT0ePBSaYhFyf0+dyZ1oePD0mgmuP42BTca58wxlR5dkihueV/fWHh9h4v3IdP2n26pJfHgV3VDC+w/w6d0+BfH+dzS9vwvvXx55d9afN+PJTWX4+tMK8JxO5x+P98ev4/YxYnD9wwyy1RWWWf5KeGF01IalWHEz22Dv2Rv+myZNnSN8CfdkfVaaF5hTpqFHz8PE4CWo+Vt9qfMt3Ipul6KlTblESq8bOYeHnaEFuMK+R9+1peiByOUE9eMOF00ydjthdabKo2gJ6489JwphP5gJ5T5IJ8ujfB2bU+CXKSk0tLYtKCItglH2p9qo3MJ7e2z47i4B8OvaY8c666zYlGbqbzuvzgSC27weO/c5fN1OvCPVA2BemyLjs8t+lBidfI65TuBGjinXd9zB3XEPBUzVBruKgvof/wSG65DD+g81nXqMvS9yyJ/ZD9U563XlevZgQ8h4Gddu6mRPLU6pH7uJ+I+xWj+RPEuucL7umXxUxbUtRPGTKbLcKZt/DONNvd1uiePpvq689SY/mk6dZ6PnE8SOpl1+YnjklWDLrGy2J5ancB6qxPOC6nE+W+Gt15J6ruTlofwZuWx5JVQakB2PAZK3ddSX2ALZ7rz4+ksJci1EW4I2j0bIadiFuNXlcqo+Uwknz4Idn2pQ+EWkMT0ReR8tyaqDUj+J/keGUn/8EKeupRvZJ46oA3r6DdeSevHX2J8KT0t9XJPa6E5p1RVs6T5MWkz565a2k+PKfq9Vbm7PXfHq6k8sOqmTwkcU84BBn7df6x4HzQhTpp15xpu9fN9uhSX3rzl3ZCqVVNmQkdlzDNhp71Bax9ewKzJy1qpp5Pg4fqiU3J8MhM8nhoETTqoXZn28162aptfXjNaj9ccsvEMtvr0LlW6Sx5dhqbej42u1xPorKufVlqcvD6fLHmbL+vNDg367izdIW2Nl5qnUL4oWjipeJzqbNO8uGrw6srUlURp1NTLuzH1XhUFRddCn+cPXBuQ0bizadpWcco+XJVB6U9Ep5Tda2phlLahueU94p5o0xgb7FPPrreDeNPeBdXPp5eX3Lq55dIp+XM/GffZrb6nyDf3TRrU7Qb4o5MMhcvUqp6mzcxqhVPFKeuU/1UOn0w3LwVPhBuSeBv65yrcan7w32BvKU8WUAENyGjfOXiBu+0bf9avUz0fR+XTrq4DdmiawN07Hs5L/Lq5j7wp53U2Bm/preqf/Kw/YzVm5bH1+XeuuNWXVGHQN1QbjbEHVbV1Pmo1pT+y6/yslqflptzy5Cm/K6gvZMqfmCMJy3g0zy6sVP8hvLDfCp+tda4brxXAqeMNODVg/0Dwb+w30afNq1Fp/dPr9HnQ3lhuEMjdqdwKh7HwBXKn2/z4+p4ss1hcJV10ifW09BG6NE/ob3Q3B00F1ORG+clbdjwN1wCv2U/+wRwvmqnt2bQ2OlU+Gza6zbmnt9Tk1bUU/D6s664qgMZNKlwoJcjQVqtfmw9QnggwBY2xbMsF8vmnspb1r8hRLWq2xh1fIN40KbKXQnX0g+FX2vdPGIu4k9CnY4aSIL7pNt6f437eDHljZenlEXFKq4DBnp/Ma74YIVb3OhNqPrpPVKcmqsE45477xdjJofs/vjndPtt31ptm0PqTTg6D0Eck1kM9CLSRvuen95NiBxAtpKDCni6fZYW196fTG3v/TvT0sn0M4JGfP08mJ5PFYRn6VVh63cM85q5GtRkDTDPgGeYcwcE6/Ty+n83nmEv30/Z1I4l/Bng7dzhCFBd/p8U+AoL4At5NqW7XKRHKTQpmH8sAm7qk0b9HozyenuOGbl9nkzNJsCGFensjPYtqfecp6RK+h9aqTP/VHS81nWXEzwxn/jPowujM/5ioEz8wLzajxwa2M9UZ4ASFZVvWhZNHTpK+9Pp0BDRuZ4skuFM+uZ/3x970HmNjmft08q5qbhnZn0MKrMarM9BUo3T66di/e0ImcOfApuHGoPjxTX/ybos/qYcao/Um+LP/VHfGti2r7XuvzkJr1ystxcKZ62iMWLszE7yaa4LMZ9YsFY2woh/VHn0+G2q/tdpngpthWe3vjsZ/hFT3a0zPGwr+KumlLGTQN4qcXdWfc+g+jttx66wtWyRL12ECQxGdxyhEIAwK+zy+Y9Z/YF/oR/rPvWefaEP6Em4BNnhG1xRo3r5L2IDuG0zzEnEePbQi/xqOJEjfBYImaawRhCPCOkhAm8h0o+PkuuD3ZTcUTfbbPh3rPDTl2sX1ZPd3BdyFGUWv+GlwJ6WQV+NfjxvpJ4yVvjS9nze1f4QRFsPZ8HxyNyH5rFKQ/L7XkmPu9FbA6+KqPTkZXXzBz4dnzAnQOeV3i7Z+WvcBEfFrm2e7qGQ59KK4x1FHPUNy9qEHZ7Fx0j8FHP13iTSOz0aRshjsGSKvqaq8Sg54NTw96iHPsznfvhWsKAdYQgZ9NeuCOr5PZ9jTYTnzC4NMlB00s5/5autnkvTDOfwuqjNeDu9na47PjqayO1nZ6k6wAkVVbIg7DvUgJBEuEdJC3TeZXfQM23w1vsCw52hiuf9hMkKZ1virnjYTxhHWE2rCdwUyjYh2+Suf1b50Ju76Ggp2O9+ufVc9a5/6YMbn3BTkO0yFPYtSLytUpxnLGFTUegO58oYIQds44qib8/mbWt2JLImz3PH3Vvc9vRNOc6BVd3PiibUbQS2pYjCHn0QQFpYlJGqJpbPH3UJH49qMztCqZGHcLK/f0azPoKbh3++5fiLxEG48dI9n6iUb0TRpoL3Pqee+lPuYj0FwnnteA9Uzqhci3xlaLzQYB0MwXuX5SpWlWziDVsX39oiXAukHIdJXn4PPeia9mOd58fbZCYE/D27u3X2thYF7RLlg93BTxefXq8dS1e4Sb4V4vHHnVT55MEwz1vRj4+eucUtzKx2GUDnNZi/x/JSlnonzzIxshZe+nU+O5aW6uhoJhkngDGMisEe96eFKw03jEHuKGOW8dfSIoxySIW+fy+M5oJtKyh7qHpHVWZPexoKNKxJ7ulFKRWz8+j1NPz/x7knp4+e9CcEoqyYux7uXJJlYI+NHdbSeCuO+j3QbGGN6dCaMJ//t9sz++eCUXP54AL4vU74rv+fyWNvjrDxoN0tAvrvGaWO3Vcd49XLvp4P9maXd7eZU98XTCz3XCznceGe/Dque8ygvm5Hb49aNU091QXuyqrBe2sAme820fYRrRqlBfOC8ue4vpml7h1FI3RpBOz8cXR94Mf/j1XuZukiF98iS2McZjSaUZ+NCUhEY/xwUQvRXuSHVygl4D0fxtDNSHcIc1Ze46eNOVy/jk/HmnhSpE4D/fxoNjMeY+5DP8b347Vqihkx7ulC+uavvsN/xqQvtWrISy7e5QHdHVEwvBAmmqBTPPghnHn1++iPTiQ7CCcXvmGNocF+GYz764MGML6XOEMAkFBfX7zaRULxN75oOrHSFC/SCaUQY86jQvxY25qtRU0u6uMHrfIUzyDC/bB73cgDqr8KWTbEfcA6s6CMQH3IvQB34eDw7cyL3tg12i6lAK/dJY84+CIzOuPvKKZC8Z8bwLyOzkgTG2DsVgtF9Xdlai+ovtPvz2dX7a7BNwJ6gyW3SAWMP8/GL6lq+aSvwevvenMfrNIYXqn3qWlsi8xB4kExvtxo8h/HP6CeauSL0bQd7b7PvuqdL57Ux+JcPb1/Pv5qcLc4lzOsIi4vpgnCrYaCal94ecIKR1gnK4UyXCjB6r7q0RhYPXN5BA3onkwuozeBojsud3jWh5R88HFMCmWbi8nF7es5cXwFFAagdBPmEDuwecaDslUQm5ckZmmnz3EJg82Ifq7NmpavKkykJr4vA9B0hPBUDYwRcX0KESWO2sZy8YoJ/uEx4vv2wk/cfPFeL1P7yNFHxelCD5Ftr4DgXtoTQbHGeAfMuZ7R1WLeQMBfKS86xJdJWz2wQaduNlyDHF6RL9kJpNT+6AgC+T1Z8gd7xphzV1OBliQF7391xcGAvEjnUoH/maP96I09LnmPuLNVdYzmZaj79YR1JfMaA+oPW55mQfEv9sq4ddch+M5lIn7tarIfX3vTS6xD0zr0oztpfGRpuR4clBkyjRPS8v5Q9I666zSqiPRPyOvCyQgVtdL1Ir3WkpieQ9ezm4sT1O6uJsNofHKBs65DwY+9+xPfs1HE9LS4tD5e9qKtx5Ahde34KtL94n+ct0KNpdfro8bN4EnsQhAcRiPsJJ8DNxEngOFbMVok97ut9L/EnlAzgZe9ddiEMG2PVQnC+EZfTdeqeqbL/FQBMv9Zff7iDOuoe0Un05PLLqUy9O693NynryXXcHMTk/R67ibGLgg5P3Sfjc/NJ+DL1gs3RlLSe/DE5h4aT9PJSsvXjq2vXdl7j142XzqmIyfoy9O6/GT62Xw5PUiuOy816749RuXrZPhcuMw/gusk9XsqUvXknqsy/B66cT9OXlf49FvhZd75UnL1kn4uyF03U9c4bXTLxcn6z11TL0IZ/J4Ar8qppp1MAph9f/l77D+8nihEWMemmsyVrAr1BXpDmOLLQK/Xx5cD+06glPa90RoIb66FwbIz//Xv+v5Oa6R7wr/wiFNTUVbtSDEuvRTzZ8yA3L+vU0A4p8+PvGL2dPt+uA/abY5JT7IzllP7+veOYbqepTzhXu8PhFfeOb/6/Z2GWy0ivZam2vWCV4fUzlWzCvxIPiNOfzREr+Sp3fxvsfpqA+Pw9d3mnrrN1FeRU8MadkwAgbkdPvHNWK9aG6X5OgbtSvHPQrVPzVoe2Lgb2DT4leH1PdsrMr0hppXxZLqa0/0cxzd+CpmDaKcf60/2G4vUAwb1SP7FfmDfs1OdWG/riyvscfBU+mV78r9NQF1l3lfvDf6V4lj1an9Q3rleOEBV8/8NLkJqMg6XVuRt1hrRvYLpBI0vcnw73cvzkI4de2q9ZydRBPJV/rz5YJhW9CVfmCPNTDxvfy/AXjtQb8q9R8ZuvWKd1296VeRb60AyZvawRlK5mN6kCMPPZO23lXir4qA14b0K3wtUVlX5a9nr9StsdV7lOJkJwqv2PVCLhR8dWrK18cavT+WS8jo9V8Nublmrc7pAsDCaYzqr3KcAqv4d7bcdOJHjvYMGxO9LQi5TjkY/71yuRravi/q6cvl82Or/tXi2X3FS9q+YemdoXtXt7IPyeXDm+6AXGPsB+vS51f7q8gp+lh64R+dtagOv73DntdJtkYRr1QXxh72dfaBr+rDa+9w8yrvhGw3Br+RUkCD+z0T72pWZP9bhwVBZuSM773auRSr1S27ATF/X5NuN3srqCFn50bfYqEH1/3ryxBKohmEtXrQa+0hoBrw3T0rJSAnca83fAsc4GO5cVfIw571v8nTSbAi3JBvWwF72xMB7KmjX7l+ArL9lKJsoa2VcE3r71NfGkG/V6auUUpA+98r2PCHr3pdfppj/mvyNfvANbGPNdQfoRMDHNekeYH6Do3YrQLGvUteLx3UKCHF0NiH+9tNfea+Z8cAfXjXyYTIU0pxVM18JDZTXiF+g/Wmx23Y7ZrwtO4NEmD6OTuGhuSGANWwWvjoaqH0i33LrG8GyWv4te/a873p1r8Q+31lGtel504Pth+IrXwb64DWVa8414jDtG/S8PsXwya/B14tr4g+g2vmc7aa9Y335E+fehWvolK4a/cUsBOFcEr+9itiVyrb3ohr9heiqdwtfX6DoINBiALXhZ7jiCea/Jv3KQfASL2bYxgZ51G14q+IetQOv5de0gPEPs/JbCHs0vG8lEQ+fyVKT4RggdLCieGQ8z+wnr7OX/W6eIe93VMySJD8jrlhEpIel6/qZ6HdUo2a7YEjqx3WLCwMeF/knY+fGe4KVRl4Prz8EqOrWCpJ3VOJ83rz2X2dHQ9fVy1SP3vQuWj+ctXs1JQ/Dl6fr3Wj2SvWKrIyWEeoXrwqH+evOW59Fpto94rzeWhJPl9fNQ+yV93r9WjhSvo9fFlgcsuPr2B60t1Z9fIPWDOpAb1aHil199e10dnyVHr8My2F11Seb0efHxeROWHi2p8V5D0cz19fr6ejr+v6+acPV0HLXr7g3uJsIDfi42QN6TD2jrvH28Yfvy+AIntD1knhBvvHrWpd0N6eZfA36hvuYft3UgaHAxyRX5RPvDfTWVEN7gx1HV/BvynqEw/D3SdD6w3m+v7eufY0bkvgsv2H33kdyeZ9fVEqxZdocTsPjQZDZdjufwx6o3our7bIl9cGB6HGfZ6nRvpGOTG/jh/aZ0yyzjHSzqh6taOvMmw3T+8PkQJhnUGY8nfu430DHAc2RD7g6sdkDuHiilzEk5Me3652HkeH1J1uqfN8lJY5QOBeHvxvuzn9WViY8wOHeHjxvVZc+MfPh/Gt0int8PmuqfG8cUtOdfKngSl0pKgm8OY7gN4/8BA3nDWF34MR9QN4/4LzHrqffHzQNc/kp6ngrHzjYN41P1Z5dc03+1lCNTK2hwNfF/ScLUNPhlKGXV1p/tZVQb60CKWPum8Lvw3U2k38pvGmPcscWukCN/Q1zKmXmdaI8lY+ib+5j4pvZSpmI+bOpEQqeLj/tfWlsm90Dsedbs3511rfwEGV88f0NIX7wo4pkmn21dnLdM6c3973G+EhrhzpAEs+fV5MDDzf1N4d/VMk3L75QC3wqYsioe/Ob4kdXIDB73fm+C2MEbfJ9t8dCP79yYHOv7JfJgGj3uB8mpPIduLe+2Z+X9rzeFtLPusRb8RvbxEJTLdiy/mdgQnU9JX9BVSQ/Vgt5d9283jyThvC3vzhSa3SGc38ViXB0et5b3DVJCHNxTjBVqplFMEVn1SnUFn+1nG6v1xzbZb39IfGSufFkpUQyDsW1RUT/9FGWJeKAAZsi8qFn+VoreOOPj5DvOygTOADy8GqJ1SC+MjfK3morzV3yf6yt+Bw5fjX6NEEhPYf0t7ebP1xplvX36rkO58Uejbd+2NGnLf1UVavGKc+Ga9E9W257ON4iEC2oQTQADu2GsOM/yqdbxq3x3IAN3VW/Of2tb5pxkwK/hMfW8ofILoSf4DT+VCTJW8kYtYQ5a8HVv23l7I2Rt6Uu2Ik1L2LIHuLtqXJXlamqq8dB7gdlvWt85b4Th9CdKy25W+ZBtvbTNFt1vsy3uW+sceBuR+Gn1vsbfy5vlt4fS563qpVBJ9Q29iJqTm3m3mrhjLf+ONxAdrVUND41v7be1P5pt/2iVQkqTjTdaWo1METajSTkJ1GMbeBEVpPeKNM2wJN4l38geBPzcnb6TNgt487fZ2+sw5nbweQadv7QHpj0rt43b00zyz4S7fN29Sw7TuBAt0GwZNqSOGsJIcIIruS3IaV2IGwnt5GI36jLxkMzdDWwkJPvb1fIYFswiTTZj8cJ5PvaIzhCLHD2kmWKFe4Ke33cdIoo79wAd5bHWziCPgP7eioYkM22BTRwzVG57eKQM/wYQjCEuSltwp86IYIkbTbBmI/DQD7e/P7WExRSGPaoL+1CneS14d/C/pGje4wY35EVuxoyg7wvIRThIqNTUC22vS/iujJvQ19r6O84d4kypv4ajvsHesHxeKquxZuOtDvrFRaknHt4fb6hwlsdLa5rrm3MwxLeP4QuVTLUlhMQWom/td/Egpl389v48w5Jm6o2zphsnejv54U9lQHJ3x7+7QGv4ihpZ07y0NK+PLjRdO9i5bpKFSSga0qcV9Rd1nsaSC0OyhTfAo6WsmXVUTcRgUz65nfl1SAKhbwoP8FDQhSmHtim5vk+qbAF0gBCpXPpiEh8TrmQZkggXexTLVKe87zHmksz3dtcyD8Oh1uiR01okjCnTPouVmqU1o2YIJuHxW886i81tH6kDLo55BQrpfUAJUu4m9nAVnf4KrovBrz8vMvz6ZsG8u9rwwNSA2GSUgaTojvrEGgEUxU6dO5YRZZE1UMnfuncztPPAXetikOd+SU1vS76NfXe5FMh6jYXUN3jJTipqvHWTcWGU1hYUFm0WfAFBg1oXuufiew88ZB41gRfWy0AYp1qcgmzFLxvTH6IJ1rNJaTXeRKOf+DWa113n3A5+lMB1o6DO0FnsZLvafteaATEB3urtKWd0ElHggm75+Z4IRR57vXboAaR3d6a+ohS0XAV3f/KEud7NfVPaapINne1iCatWs77xQESje3fx7k8hzNfZzoZW67l0xvDBEft2LXE+o0LpB9t3VJDUrNUp5SuHeaHu+QoG+IGeNH3XIC4niAYggNSDyrJHv+KSTu+Qvrh7wI6trvkPfWV5cpBB7yE+hVYx81Ge+dGUI6Uw/CHvqhAUyvgzZ27/S1bnvSF4WYRzg4NhDT3wWIEQh/DIfnDW+ut3+lq5PFntotQ8JhxksSIxzKnlF2ZszRh4fq24tV46RQtMGwIJqRYOpDc6GZDnxO+ERZQcxsnFZ8I29K97fJ9UTLGHebNo2Hww+/1VLPBL+uY2LrsSMP3RAZK5uRehzryesuMBh3Mh8oZlv9/lN7k5fEfBeeGNjveC6HvQ6LZvdDs3vVveCCby9/mMtUTaLle5PIJFfQ7mTQAigmHvveEMfBGIvJ0WIguhoMPBaoEfPd3HeT8bhufEHe+hxOZeDb3zymtJ9Foe4GvyOKr335DOffy+//k4z7xgTY6HhmO+49R9+bsLmJxnzUFOl0P1E1gp89ju1L5Bfw/5sw5eDqp3lLdUnsn5sSw4qWJzDsuKg/elO+XJxQzuN/YfvJi9p+8snO0mBP38v85sdUK+iVJnhwcZblvsCOhf7IiOgTxTFjmoskar4dwfvCZ+fD4I1CmG3GF2oak2c3Dw+HHMqru01w6tsKJTqtrlsO4NU9LG37zHDg4yICPCNNML2E02cOFSnT0k3Yf/9+9pdAn72H6xlqVln99cpyJirOHen6Nbj7970/XftieHgX6pCNwD8C/YKOiAf2n60B+s1Dk/dIcshP4+6yTKMJ6Ui3Yh/5mxWG93dMoyu7gZM1lQ6G2JaClWWHUvxti5jBwFnlgXEmQ22T0cFd5xJ+Nt1cJt9cEDGKgMUMtjV0Sr5jP6tzrNrIre1ju4PeYGjk95kqIf2B/FGot9WySSQfRa3ufW2khL4H//DCVtpIKWSQ5tOFcIP/OVGa3P1nOWjoBpptmjNH3q6Fs9rfy2xt63UMHa2//6RiUlwREEVtbZDH5B84LetW50tMGOtA/7B/3ZvIUIwP06gtm2q65U8MC4vtmyPw6wrDB/FSHqNRZYqAGybA0eZMdEfFTZikmgMa3ifTE8IvDKut2B89Wvk6wKbcsY7YPky6KrRzB8q+qdDHoP9f+Jg/7AaRD/0HzoPqFeIQ/Y91996W8UPrhpMN62PDl9TkfTOwqRzX1gfL1v+mA1PK+tkHaZQ+naQ1D4cS1/Nqof5Q+mh96YE6H7pRB9bZjfaDW9D9BhN0P7y4LQ/hh+frcDpxSFxmeTxThfVsMskH3bsBgfbbxYqCZMIsitlr2vU8w/Vh8qrDSdPYP1Gk4g+Nd07D86qn4P5N4+G2UyFwirAJKoPv5jFYq2JnkbZTIbMP3lYa9hPjXuD5GhxLOejbNxSjh/I+2Y2+QTcLXD7xU62RrAsH7qA5Yfy0Mzh/rD4OHwfqmgfII/vCAqDUstiFyovUja3oR/7D9rWxgA/7XCUavOiacOUH7asAQfo1Ich8t71EH5Bsf4fhepZB+dlGkHxCPqC5wxsoPqSfkhUVDZA31AalLNtdynCH2gy71uAcMgh/wrbBEkyPo4fKIYbh9yaRv9ecP+mcAcM9h9gEkUH6xqCn12u7nB9cQRd8CKPxEfb/g1h/CCgTW/A68Ef+QpeR+YbAMH3CGTkf0zICh/n7pzW/UaoQfAI/fh/IbHxHz28IofozHXfXA0sHCqexskfT1Kk6CtsD5H64Plkfhm2uR/0j7MYcqQLsR7w+Xh/WwD82657nbYFWx4JVlElu29pmzM0t6jNxJtbfL5FBybIGvo/MNgiWlRxbeUWLbhdQYh8K9Tu29L7OL34dZMtG4LRyH4BEy73Xo/kR9mEkzORmPnUGsRBytspj/BH0piarb20nEx/kegMpbgxm0fvpJU+rNGp4Uq176rMEW36KQg/ipD6fF1LbT81B/PQAiFGFCP5DUoY+utsC5NpFZkP3sfRi16R++pz2ODNm6BcsoMQFyEMYdeukFitUozALmMysDZXi2Pw1jxmQTOcdj8S21sajIfhYZog8zcL9oMiF8+kSHwt1KTB/OJOKcTrN744EeHBXlPH1v+IOsRW3Os0oqk54Wciy73TxT8Hb48My248PxcKiOC4x91cKMMJLuqMfBLG2BBh1koRLVon6kIDGg6wpe5dW3Nl/HhN4+LocRe2DJM9lV5jR8CZx+oCqa21BSBcft6jkyBbbYW4YaIF2sVGiUyHvj6ZxThPp8flY+OAQYT/FzVcPqsfN/BLx+4HqLH/LnsRPpX7s5tuNctWhm6ZSVWSb0Qb0T4eE3NJNifYGW0ZLseASTRAjVH9qh88dtpJriWOpKZJ3lb6doG1ac88fZsWrTYKyTNhPaYGTUjJe7TJV2OFeOaajfc1+y7TVGr2jgQ0dDc73FgO3T0a9VVYK/200pPusKf0am1VMT4i06NJMyf2mWVrtKkk6d6C5r4byWnmnebCNTzcK56/xPtu1k2HO7Un3WdjyfzkkFNN2uYUnxFKxyfx36qtP+9tFOlcm/k9LwiQmvPJoSptnNx1z4KH9JKK8tin9FPiIbdyb77hRT3+TU3yH/haU/8Xe8xZeEcNpqsIzTUBrTQpuGUTvF0ubxU/frdYYaZd0cAk4T1TXv4+Rgwqn2K795SFU+OXeaN6PJbvsyqftN02p9iu9qnzuVTqfqyP9Gn7d2F68vr2xvP5UH3qHSv3c4IMOV3cHnuE5uu8F09NP3ZHblTmCqHudA88jdYVNtruGktfSv1dyUA/D9RrvQkv6jZ7PfvG2KZv7m12tHkxtdzlh1EdaCflp+WV+ddzvcK6fp7nBdOX8gun3B5pLVnk27muENPSm2yOiZ7ju87LsmlqKy6NJZ6fvmXIY1Hkwj027p7Cmn7n0E9cbGsp+DPvRYiLW4UeLT7ha4QnrjYBaa/rq9cavjYL+yEbAbuHlruWhL0yCjhxYuqPHmvKAPo8/jPg6XhzBiUflALRR3D+mxbPCOQgGUz4VHfjoEhPvV1DHckz5Bn25qhZr6Cf8lhi6Zr08wVLBNynH2Z91pvckldPtN3ekk34Q/Nc700DPgRPPqz5FjCJ5Za6aXtsta9IplMTKdNDjCaxB1cqJFlMu1apSJTV4/R3D9SN3EPFRdX2FJj7LIC9Z+yJ+9q0KmrwtJymc/E7KfOUyRzKFTTFaRkKZFvxZ/JzS4O9euz9DjupfUBw63h1cj8U48Pl9vwQT4GnvTynz00AqdyMwtCZFTehnjUngqZ5dSbPlqdxs/bVA4Lq/LWjoVJPas+g5+Cp9Irf7PrhdMMu3P1WfbwrbpX7MvpFbXZ/EqZdqypXvqdX5bbZ9Uqe9q4bPllTdNW5Z9CqbpqxHPlklrKnvK1ZoQyZWyKPj1Wc/g9dFz/S/TE6+/AgnMGVPCqcARKKplrFtDeUJCSqf7n2vdGuff5fdHQnQcmbH8n3/MfqWmnXd8eJm+PPhCvAVZJ9eno0Xn3PPkgps8+4ENAJ+Gn+pQtfXC7cm09qY/+Af06ziv1BCsK8Hwp+B3Gp8gE0wPpnWT1YgxBiDhFPoqT0ktI68lqZObgiPAA2c4XizZ4r9C8Mb7N8/g9SxqYmddwr7NTTqn+UlYV67L/6ny/XHBm0utvqYYr+U3fNT/Ff65cdp/XL2Av/tTeBCYd0fOvsN7pB8dP9cvBvWMwbrL92nsQhHafYNO/z+OdbRpq/TGlf1Ddd6ksg46jiRPO9KLS8b1gPa0jrgiZq8W7S+qXLvazB92cvyHw5df+l7DzH4D/zsdC/I2uOUCRD6fFv0veTLu2t06/YX+O1gD7zOuM2uRl46G9Iv0w4og2JF+OUELD6IvpMv64ex4smOoDevQv0XXPQ3WF8bUHFD7ov2svM9YpUgvTdCTxKpJngSuu8mU6ggjRzEn8FSvSfTF8Z1g3dYYvlFeTHqGy+bL2Q9S2pqgbci+2y8b1cUX52XvkPdHqtptER/cX+akGhfFSf9F+7tZqT9qWrdrTs/9dcqpDdn+wvgxfwFVHGXNop+U1KHtvEvSexy/9HTo9YMntxfhuuk9cILbCX7GHrxfh5eK6x/uttOQov7JftpyFGUxteWT2ov5y2Vn21F9ML6qXxvVuJfM5f2Q890vqTxWHqnQX5fYw/0L7HnyBSDaYy8/jdgaN4OV9USkp1kXKkK9CRqhXG2Hm5Pwy/rk8Gqc2oA9Xh5Psy/Fl/gV8fTA7Fdfvsfx0K+IMvPn54oy1SMKfFnUzvGIr4cvwXP/334vVbcrIrxcy2Lreaee6uZdfBdVOH99M6qeb6u91aYr2pjj1YrFf0U856k/11mH5rrjbLCK81qT4x3AvkLlCC+EwGnL69Tww11BfWlUV6xgr4NdUQDGFf31AEGuPyD8N96yy5lPBuNI9+0h8r5Q116wERuKn616gIjzhp4966BvZGt+df3n+iv7zr9rqrawedfJU1GAqlfJjrgi00dZMdaUDElf3jvSB/lUpeRI2Nyuqec3Vg/eofZXxEmmSfGqxrGsyT8A5pPHySfJ7NTWvSse4A4hpTJNISajqoST6STU4XMzTinS5J9Cc1+qmm5kxb5KwAXeTIcXVvG5qjVwVUtJ/dvojt0dp9t93/6F5s9Jv0qqj+NRHP7TS5uIO8PMXKv3xDMc2e26Sr77myTGvTpuk+h403tLcn5Yj+6l2q+HMvmuY1XzeNu1zqq/ytMzT0COMFPniBCq+HpPXJqYyZFP7yfp5jatP3Jt7MRcWu5N3q/Vhs53yp4ymk/ePdk+M1/Yu73CwhzPKfDb787dku4GTXGvs6jCKaSh9ucdnsXMjnoDN8eD7cVr4GnyFxnyWjeAkbfswHfj2pAraVwrva1+/gxbX6y74CGKyuO18rZ+IQ58NxiVVB6WdNK25DG701p4VKM+7p8ydcitddP5Kq6M/6FnLlnotZM1213KJU9XdWu/YtYtbnafgpwwZ9mu55OBs1q13GVqdmurr9stWM1mYDirv6pY9cYvXwLpmTrp6+h40zcZzLYh5l1DJ1uUPMum9Td27pxU45Cflrd7T6l0y0bhFHmVuaZ8oo4bgRR5ltr3RpqPNYo4PAYTPzDZtLqhEfQb63GLm7iDf1FqbdN1m45n0BvlGfnCORl7wz7hR8OvsafjKOdwFYJpLd7Ov3t3BknGJV8z5fN59Pg8xK4qeE/Tu85jgC1iWfK4qpZ9D6YHr+Jm7J4DKmf1VUl7IdcTV5zWGjr5uOa6uim4RfINF+GC8w601erJUTABmrHrMxN+LuvfLc7Qe7wbC70K19PF3dS+WhTfPNWHdWvWFCHYCpo9uQy7hauT57npYTwljf+acfQ/i1ZieN3eC8tzs/dNHyj0zDytg+I6ptWXdVrmw0dYg6mTfOyn5N+rnF3dfmSuzfRtXyatrm2BU7BWzjByS7QK0h6oEAkf20TfFJ6HavqauRVBw6pZT0WChl2fY9XPSAkNCt1KmdnhFGsIrQNq0sVuFa4yUub8wrWHVsfP17r7Cxhb5C3+H+tzfqW/UTGnPCtsC8Yw/+zWDyK22b+V0OINrOrUzyMt9KN/zq1tK7JgxjfrTbKqY3JfskkgpG5Lmt8GN9ydd1v2m6+GOOt+dr8oxykbYcTihUtpWDb4HX/OJjjH8mPvGDd1YopU3oCerYmOA4/4UqK0stv/erE1OyXXb1YBgSliU+ZrjezpXz1en65iwFdTC9WYYHXGfPzXGS0E++zqtt+sXBBB4HkxwpDRnB8lrQOgk2aH7HVj4YL6tJY+qMDuHwIaLDn3nW6UqyeG9vpBrXJKAd/ZVvu39mpw919lwa1MQR8aMKU3jzHGZoQI9eDRkjNU3i7fKabFKUMFIW3yNW40Ry2/NKVcLyx3586yegWkfRm8RFKwjx9vtYzgzf5t9vptyZeQbg6nJEf/t/eGeB4dM37AgVEfHCnXpogHSoUunfAlLkd+/DjOx7Dvinf0VLad9Vpq4j3xTYHf9rK+bPU7+53wxpsUvGmO3UeM78Wb1NgmXfEke/Cns7/Yj1QUqRD3O/Fsc8OcUj9VgxHfuEe5sezb9BxxI89HflbK5d9yV7zJWzvziPfWOCinzGa2rTmhlHf0neXDkQILlkMfsmBBxMAs+hV7od37SEJrAdHjHd+DZ9E6A0ET3fvQHJ/DjTOA2yjYuAH3sCfaFD+FnAHNniPfXS13d/JwCA/aZ3tbPnAVxdQl80WPKvAuhYye+XpxhX3kRhnvykU61jX5DM+lGCNna08tc7vZZxeXzP8E4mnVRA70TyPNGHDSp28FN+/5HISCpprIItNal3YWbhaQhV76z5rQ0Y8dpe+JbWW0gs74XvoB17OxRE0ghX9tUPvnPfzaoSPkbJEkTe+8V2We2Xs99t5U9ZSnpU/8kKAjuhE5+X3+Xn3eqrYuOiLhpW77UFfEKh1SnzARl7/rNPCb81KuGfUfx+d5mSGw/ZCj0fshZvEiF730i+ncgX8N+b5j74X3+dzxjqL+/sh0oBL2oQjaEPtQR3iQiI94eUF41HHPDPRDmAs+Gy71nzUTQG+/FbRI3wK6HjYduBzpopOorNGW72EP8blmeQjaTDwJJoKgf1FYieeMoLrHUYBGnny9AE19598smpVSqQ9Yg/asq8oUbJBvCJKQHDiRe/0Fzl5+RGHvv5ucHimMvsGkaQPxEIVxorOfYD9QdD+kGckE8jkB/YSC0H9pzyAftb9RPvq9+16FEP6Qfk8juehEitlGze+NVOxLvuB/4c+mfECUygfuTqwKIylNqH9Yo3NLQpTSh/1qF/Psf39Af5WhJtw28orVD2zx/vig/bl8+9+ud6EP9V1ZZEiPfeD9MH9fpGUp1g/apHEJjVKdcP9IfpeI5mRGD/83333yyaurk1XVt9+gH41gQC52ifNZCShMbCsQvbA51DdSvf7Hh3s5yXcyXtkVKynXxkJlXOFcOWn0htqiPN2YUMDftkf+TadG6gtU42cwa2xu5mzbtrwtXVfpc3bIu+gDtjCtl0n7Rs3Yiur/9Ioq7z2NH4FFW0uuo/3IqnqfVH703ZTZp7HZIqHbix8xU3V2sUxxdIrdtW0DVDhjDquJBum75N3HWUM3TRHnpBgINCRWN95sQRZu0GH1NxyscCboaP8h2hzdtR+RVKyWNWh8EgpjdSveC2fj4F83cWz8u9gW7q2cnH9C3TOMq4/sW6aL2acruP4wq3/Q3OrmC9bc3Lvelu324tx+Pj8kx4FZrdZksV+IOpaqViqVXUtpTbdzdOBjdfgZ+B+hZI2GaoPHMUYQYBB1EfO7d5IOYoZZyQQg4/3wOppVmm4ipy9H4LxBmEHsJ++xVE7sCmcb1rsV3q7wT/qzPdhyWzQnd4nHS5KVjTlB6dpTSD5K/wbjQ7vT1XhtDGvp9kMr3HPH0g7ifkAbtEHA6nPz+63YXTydc5kGI4e/kPkg2if7uS0O6kT/CbTQs9SDq3V7DZVbuQn6eyfSDi+SuO74T8XyUpP5KfyY+7WMOt2an9J3cKf1G4lJ/I9XKn6PeIxB1G4vnw8d2lyUgE+afvZ4xkHv+/in85P/nL9W48kHZu4JusdP0KfsoQ5se10Gq3fQ0x0fUHMTO6nBYMTQBP8ZWuUHqNwVT8iQYueJSf70/j8ktT98QZ1P5Tu50/pclmIPEn5WORc8FU/l6mLnhmn623S8Z5TZ1IXmdu5ivGwwyFvM/n7Hapuy+yLPwp9yZZ9u7OQvhLJNsjyF3nbAGj+sMdsILP3M8pVVWZYSz/0ceLP6jqYBzzYWThXh5tt2zYVdX0hXnjzMQaKxDwRro3bSRUiLsahd6KtBdg0LJw0zsO9n7KeRnBrs/hZ+2z9ln+zP0pxl4DnVNVVUk7ZnP66FtjV8I052tL7Y+OERdjML36i6ovHn4sKs3B1KbY5U0OO1Vm5OHL54BzsYWbCrpl7Lw/Xa1wqSiW59sogcgc2mS7kaTkWcwsx5tcKkvBg8/gbE32sPn48eW+f6PbJ5/HouO7Z+Gr+13azZwGnz+tQk3Qind6VBw4XMNEGqfwLfoH4Pf6k368DzhcHC8hfscLGF+nNf54IwXihf4YDvDFWnsDD6+aeP2nC/CgePkEUFoIv3UP/p7MaX0F6lWC3C38go8E++HoItIoJgTzww75B3F/wKHcPLQj7R12qbiCVZUM3hd3P7cgljrhC2ATMcda6p6cQ18Lsl/LkEWu+qS5Um3rgQnXfwvfsdE64BFmEzEnWBL9Ou5NYkyNT4IcnW0IuKX8Dwzpw7lBvsfuItcX70v9Yh7ybGrAluPwc0eQRhFgvN0pU8ItTjcvgIRFmiLlyC6eCFxaI1bWvTrWTsWHjNcX/srxNd58s7F/wktCkr8v7p17Us9DhbuPiX7CvxxF7X6LF+3YsvcY+A1SUNa7WZZDL8mIaHp9pfoJD5Y2dg7HJdr24hx+mLwmrv2PRddSmzZYMq7/EXv2O2YZxkQJfjd3ScW18VKoL4v/YY5xZzV/+IuPJZcLalpMufIdYZ37dX+RSf4WpEr7hbFUVp/CGv/EWssbEM6axgDsYwKA9N1w+c9NKz0doKrZiNfpItw1/o59dFs5XtnTFbVWRaOS9RgFyLTPdoNjW6khp1STPUK026u+S0tNIV2VFqDYzaPUYt110btK6xu1zaENM1QvRbFUXdX+OZlWzF6/dzM7H5+uJ43+NLx6r9Rb7QHvFdGLYNLs6/FRag++bB9FUzfRugP0cZ1c0/X52vysW7otG1/Mi2bFrfc2Q6w4txWnl7APFqBv31f6PJFmqGAwZMuQuXQHzrW6If4b+GzimU3K0JLHJN+Di1F97Bv0269a/DKhQ0cKtO6vwhTtG3wyBmMcXaz0759ohpRkJaxNYYzZanw8njclLN/m6tbSvB0G1voW/C2BUHoc382X/zdMMvHhebXPdqeJLT+cNkU/TryS3Veti0sM66ktTFMokuqluNEYrfpktJWOABhsloAc2Fex+f7qCvBpLRRXU8dcPim6fRAy3FN5gNJGp8UtDDHbt/0lt0vZAvuUtRWlfSKKlpQCbPt+FP8t/AGNVJcOCeQvbpLKVaxAk+6tq0mrf3NlYV7vb9PY+c6Rupo0tCtOrb8Vlpjt7x0wI3VpauF5U6Ao0/t26HVqyW/S0h37R0FK6r0tCt+GuvGuvzv4Axj+NUpad61xF/0NxnfuIvZJbNXWMazDv2bb1W/ipbp63V36Vv1Hf2LSB9OfGV0YPjv9s6uEPnDGkV9Cuuv787f/ZLndYq2a237FLcC3t/W9+v66ym3/aS9a63u/8OqXb+d38tv0gvzRBK+f4U9E+bCvX7frMtOxejphz39eNwwxqe/hZaGGMIG5E2Tsx4e/tubQhpp35aravfvy9Wd+l78A6rvv3mjvu/2K+oWbJjd46ban+/v82k9tCbVs/v4xrBdTg9+K7/dOvnvy3fyytgaNnb/nz5vv3EXrxv6ZbYtKbb9Uk4A/7tTR9+/78gaaQf3lpB1PpZadi/BAX0xzKw3jp14fLVnFaVO5S8Z3gGfWl3r+0KUWM4Nf7Dd38TSH/3/xMyz15WPD0EWAL3/6rnw59flP9c3WI49zX61450pRa/q1/CUe7QKWv+xur4BCN+9NXfNO2v5gn3MluZMGS8HX5MBqa06giYoqyV6pU1JUIKKj2tl1/KBhPEJYn7df/Tdu+Cvr//daofzw/90mb1+9H9HI49Zo9f4AbM4GkXP6bv0d3Yo5JdrSkLNWKP9e1TY/1LVsj+rN3kP6kf1Kjxf4sN/DustzyEf7t1vcLPZ6ijXI/Rxv+3Pli6h2xUtVY34Cf44/xaNfv0snhOP9WaflP3p4FN/QgbDJkedQk/41N5ybqb9iip5Z82xvC9vpYHr88P6Qv/hjgW/EHW2FmFP6G308pXJ1wt/vsFyB55v6Mvrl39U+2b/YdfP1qrhme3dT+Kn8otXKf5vPjEng6+JgPyc9n2/Am4Ab1VnYH8MSsU070/03rUYA3b9FqeW65EXlJ0zO6N89uoHt6+oXAbVxId9XUp9a7v4XfwlHkuuCH9N9Zc/Zvf2ddPxNZn9lJc+65EXre/4+LAnju34TFcM/1hjoz+h9MMMczLa0pSrVs9+aumH9bSY2c/0cVhFfQ78Zirfn7g/qcVc/WCdVtdfv6w1q/u/kZM1f5J34H67AZzZ/KO6nn+P+5fvxz9CilZt/iJXMV+Qfw9uyF/CD+9etgv51v0C/0Elmt/Xn/aqLrvx8/2FPID/IyZ8n8Y1h3f3Mmo9+Hn8s/Rnv8c/1lPil6x5eBA1Of2AvwIGl9/F78vYZ3vzv13Rtfl6zOvN/SUg2/rLy1p2HMH8prtzJrJTLF/3f1uX+N38Ma+Efvc4GNoqi0jai29YpJxAB7vVNedCzVxKYwWZ91TM1VLNg0l4XWq/kXzLt4ffVKv6P/p/ngGacZDQC9UzQIAf/nj4BsACzX+ZBJqWma/qV/YObjFD1c6FIdMqCE1JEmKlpI9xYzXq/t1ZiPOPX9xalmpy6/j3Y2HxnfU28N1rMj990g23rpX/e5zJ9Va/sGHRBfWfXRkPtY+Vzki4qACdCTVc9XE0nWBirgXOLf7/rDNfxmaJJlbpmZnsx6+zf//SwWlavr0n72v7a51yQljTZr/wT+h67653ky9N/1gy93Vlv6+58LUpt/Mfqi39ibEx52mCYr1br+2/7q1K44bMaqysmoCA3/BeK3okTi3tWF3P1alPFJXHT5WyBGamkHuftv7w+m96vJxsJSq391v6DKw36mZlxr+emzZ1eHKxtz+PXOr/6A3UmReh8QVj31R7+UYeYF9JqfWyh+25frpb9Y64Uqxu/iPXFFWzfWNv6DK7jztAQqGZi8Gp4KWXwQUki4nYZaeeKGnfTAcJ3jsn0Z/38gf6A/xt5tXYn7/swxwKfox9Y5iD/hbwTLnAf7/f8+BgXnaZVPJl6ciQDWvijalYfOVY+YTJD/R/6i8J0KYvjDP+tKPRtSqPnNdtuFhDUrj52M9lj6BTGemNWFNo/xn+lH1n9BTxm3TdVf5HoM8PBf6redqO+8GIFRwXnmEyMP8UrKw/5BHt3nTrzWP/r/qUDf0kD3MfvOC8Ht4iMj0Hz/c4cn/sP94BumkPSsbIvqvOB6Q40qVdJrzuLam7Kh9ySOdoyy+HgbwuW0QSicf/w/4XzlQEQ1LhQN0yomnlZ/qgNVMqN0RATIvoD0xlcgje9B/11OaBSJx/0f9RVZTP8klpZFqsp9r1bn/kYh+DKcnaJM8+wDn+EwEJDCv9ZZYdD/Cn/QoT7L14/zZ/x20Rn/gv+tTdZX3nlMmwap72wfweMac4WRgLn2hXcv9Ng/nB8EVnubhoPgS/Y0GqsC5RybnlX+Cwf5f8MCCZ4x0HTj76v+4tTjB2MywwI6PXCSySksMCO4wzr/ZzLDAhaUMdB/X6/r/epHcwf6ksMCEN1C/Ya5nxv8MGS9B3+Vu91OYOj0nBFecGYUR6r/KLMeKM484Hz5JlofPUw+5GXqZuwIbJvoNHysuDv/csvDn6ieCBdYiN3k7M1cOU3RhNfPl9ZUZeOVQem9iqZufKqG99NN1Nkr6Vv15lgc/jv8DbFPr47qmB1Pm+r4RwoSzJap622/ilKht2bGac3xd/jgUu7qQ5/2xgk9YHP3oVStboY9HtKxZbXu6StAzp2h8o/+s9ZQgZjHlVYew8Y/5a36dzfH/A4nBb+6OkGnwYHkLXNFP7G9nsygjwfPga0i2/QF/m75W37Qrk3fd2+UF9W7+u37+iO+fyTe+QRyzZO3znCgiP/P+Qzdcup5/w3iLerP8/7dSBVqDqfTQI+r1lYWqyn1e3dUDod7fkSuHt8qss+Prn6fNTZTfNUSQ74wNzL/2zH85alf8hY4P089vv7f/lY9f8iUsVTxr/hzHVBuVUTLY5t/+9N9RrhO/7QQVN5X01IaVr1FcvfY9DepQXwLvv1l+cKff/xUp5deb/+HHn80rf+DY6HZbb/w6tFT8BwRMNfQX0HP6HH7lf3LpeY/ZqdpqdSPgf/RjNBsvzhUz/lszl8/Wf9nVoaMen/vMlLrKU/+g47Ur4n/3CPWhuiYBjp+ux9H/xZvpf/v0DLY/mraH/xSlnpe/EMiUsmrYb/tdPEr/+omm8t8naB63MGcs5pypOA5Y3RIYXLLsQPc15M2ljA34Dmd3yRpGTtBA79XsOihcDLG6m9A5jqH/3uvELceylYgderwX/zkDhjdcaIeypuA9+IS8Qzf/aqDPjHH/42IWuK+sDO5ZSrCUmObA2vntDRJBYeynVA8yWXiYzfQ3YHqSoBmOaB35fh//CgaOgeXIPbNqOBk+dc//fudKcDU4hIZjcYHYEzcFQff/Ke3HpHIL7CBDR/QVcERmJDGYRYHbqfHMmeAAs0yKG3N39B8DJG3MrAB4HZSxE9bJuIWG3TAAq+IQsmHAA/YHV4/JZZf9OLAA1G3IgA8inA9vAZ7OLjCQ6L8DQdTNwhToPJUHBMVfgNQxhXSDR13NAPUCDW5/C84DZjFhITK1R13Gf/cEHKB3CvQNHLK0/c13WT4E8VPktYQAqNbdRIZZ/fgAuE/K8LN1eJPECVRP0/RNeSPqIkHUcVRgA4iDGK9bdeB0JUCDHfrSBOd8DVU/Gd3WQ6NgAnQAk2yIU/H4HFN3HNFGU/MPrYkEAQA7PVWfrIQNUMNbU/BV3EQAjiaL2bFN3DtJFiDfHdRumNcVVndNwAm0EGPVStRKMxMUHLCVA30Y3LE0/dGJQwAzE/C/rKteIIAvU/dGJHrnPkHMsVGbkF4hFwAli6aIA3nMICDWteWhgTUHWwA0z/POGCZ/QhwPnSfIAy5Bd2YE7dDU/KoAqLndIAtJpczgJTLEyDE/rd0yPXSK60RIA8oAiiaPdTVq/fpwFCVOCDbJeCIAyQAo1eD/eeHdb5/TIAgM/d2HRteNIA2WAW7HJIAg7dd0/andCYAr0/bV1EYAmIAlDTQYArXSVndEoA/oA5gAroAxndDYAtoAlz4UHdWteZkcSndRYAtFBM4A5iVeM/U4A+wAibdKoAl//Ak/U4Ahrbc0/QVncfTXtYG5YXbVRM9IfaZ+bKZdTM9IalVIHf4A7VYQEAjc9aN6UoHMlYIQkEa2HHYJ//bfTd9dc/dLXjOuzPM9AxkOKPcu3KHURKPRc9YGlQoHGc9RBlTewN89a20DiQNt4ZobLddNZISXBCdQJ/TVR+SXBJNgV/TGfaHuwHvdJWnFz9Y/dLezBt5XqlbnXCLVcu3T4A9c9SPYdGlMIHK+zW5YD4AriRSpdA89QpbI89dAzVPMWp2KGnfXYTyNKkAuGnSUA77YQW3e89H4AlRUe/TDWsZsBUu3ZNZGygTEA7GnZddZEAwX1Sgzf89XlYJnrGgzWUA+alPobPUAi89W1YegzKWvFcPMkAuC9Is9b7YQ0ApC9AtdA0A1C9GsQRx0OUArpdAi9MHYPwHTqADEA34AqGPJxjDMhMi9bMhc4HXi9dJUIWHBi/KldZcLeRkMzJIMA2I0b2nAS9G0hdi9bldZtYeMAui9FMAnnVBMA9MAugApi/AVmQK9Y3YMtdSS9MGHMM/WS9ONYROnNy9UsAlOnALqP3dGS9G6qLAmFQAwOXXA9e9CfS9YezX1ZPDTfuzX1ZGEHWunfV/fwzdS9LAmMCDRy9Vr3Q4faOXZnkDUhRmPT1dFMhWIzZC9N4faOXBRYFGHSU/EK9cs9b5lQunG2PMQmdSDOrGOK9FMhXenBBGII0Sb1CrVByOOgmdk/e+XP3dOtdIQ4DWlNcApxaA+rIddDcAp8fAq9A9dCbhEEHLddK/wMf+OSLIBXO8yCbhDjVCyPIWXUI9Gs1KtFDllS81NLGHmXdrwFuzPqXICAxuzO6Xf8AuaXJRsYE1byPHt1I81IxdSt1GQwMxdYchUW9bzVJanWU9FuzVaXNx1VbVQHNUCA7c9eKPdJzRKPHY+CCA56ne5TH8AojFQj1GY1IaPZmeQ01XKPR91fh1AqPUj1YR1arVVKPW01F6XR/Xbr0e2PTjSH6nectV01TMhXlTOc1VGnaDdViA53VKOrS01eOXWT1eiA6GXUt1GiA/qPUSAhs1RGXVT1aCAprVVGXYiAjaXc+hPGnCGPAiA/GXdSA0mnZytYY1P7VECA9pLC7VI6XSiAraPCiAls1LC9DKPDs1BNYemXIU9K5dd6nLP+M6PAWnMhsDiAxaPdCA0WnHVlXiAw2neA3QWXAaPYSAmgzCSAtc1YqPSWXayAtWnQZ1GSA16PAGpOCAp6PRT1IyA41nfmXYiA26PLSAhrfGGPM2XZNHG2XfuUEZfCi/C2nM2XeYcR2nMqUW+bDGPe0UT5PW4AK2XPKAoqAinUAFPIvAcQzcqAn4/YOnd2XSK1CmPRvXcN1a9JWWPb5USsAplTOmPUOXMhsLqAsWPQ9SBIzDmPYbYLmPd2XAiQJOXdOrXuiO1dDVlYDfUWPB3XRmfdRnbqAyDYB0/NqAq+BaOnAozQ9SLmPGokNlTIvrcZdQHNSy1TiAi49I9dHWPWy1Ytddj1MF1cuXWVlUaAvmPMenUk9YstUenPuXDRjRddANdQVlOtdI2PWK1ftdZtlYR3KNpdqA9unYS+JDfY+XYdTT0bJOPDXXJ3rFwzDYzTDYLuXaj+S6A5vVCOPDvkDaAsGBDvkdkHGyZA6A9uncihAuPR+5Y6AleXWQ3NPrOddMtlKGAi/TAGAsB3TGAkChFqA6ozD6A4B3OozMDTPmnF0/BB5evoROPNOPTdfI/TRYzfI1b1dMGAx6GaCkR5LXaUeSVEr6H26TmA5SVbCUUQdBbearzALREL6LTmSA7SlJSguBJNILvb6NE4YGePOFpWZPWoNGtBAWAgagIWA7JTaWAidHQBjfU6dhdeMbZ5JelIMpbBTpTAdeMKAyVFRURrvY+UelzN8mA1IRpbKLVP5raV0dLTY2AyZPAtHEnVc7vKbzQHeeW6XmAhYvTWAt2AwBjc1zOLxY/bBZ3Nz6ObzSzpJZrG2AlYvGxrc1IS2A5zpZmNUjuelzfsaVWNQ2A57VexrcvWJqNFhtPT7SVodSVQgUfFJUWApA7Q53WT7LrzJFzSOA9WA26/NK7Qy8DTTIPAVWNKOA+7eUOAmvXZd9Wt6bPXauAu1zdi8WpbCVfcwJSZWdlzHWA/L6IWA0MZIGgcbzE53WVJT2Av6NFy3QWAiZ3HqNTOAv1zYeAykEd3kEF3PNPX00abLLKnfuCBWA2SsAeA5WAs6jbSnJeAjbTEzrLWAjrTKePTqgMpbVa1YIJOOA/B6XlJcuAi3qDe6K2/ZpNcl3Tz7NpbFR6Q+Ah2A3eA1rvOpwFR6fOA7uAmkjHLvZeAr5re+AitzXGNYuyWbTG6qC+Az6NCFNB7mCC8S2AnfHOb6I+AxbTd+6feAkGTJfHbeA6I7H+AjN1ACbL53VeAumNdePHV1RzzRe9QmNEeAwvLBtzDeA+3SSZ3aBA83tTwVaWbArza69XFrU2Awr6HvDQBAqmjGFzOGgS+A/yYEhAu9HVWhMuA52A5ujWNlPuA2VqWGNVhA431MJrG5YDI7Ro9bL6YrITzMWq3ahAlebHJSC2AyhAkFKQ+ZBuAnebCJLXj7bzzf6RPqdRDHPzMQRA67YUY7XhAxBA4xbQtrNRAlF+SuLduA2q1M+wXGNDBAvp6aTZM+PFqhAv4VtfClCGtfFAAqZYUxAntfF5Pa5QGqfWD/YoEXvjKtfUZaUz3DZHBxAup1OAHBqfP+saxArqfLefVbPORlEL8aV3De6Ab8DV3eV3eKgCnzG9fCDTQTHeafeW6EJAkzLQ5rSe4DeKInTSKhIhtErjTafBZ1UHzBVNNZrU8IFZrM13JK8PAfZ9zSygLIIZJAzT6J/CC6fBJAiNWVV3eW6SpA+afc5rMpAz13I76CI0W5rLprD51YLHATzR5rcJA55rJDLalQdKbRGNGpAy6NYLBARfYpA35rD26NsIcWfPBPfFcEFrNmfRQ4N7zQ7Ld+6fpAw++Pb6HpA7PTTtSddPP23QFaeKvfHPRM/C3cW/DKVXET4bqvPSjNe+A5AyDQJPjLPSXZAmkAjVeTZAp6hc6RSavVijWERfnSWanAzqKqvZ29P1YN1+VavHz5dPScO9e8XPX4camRW9J0KdqvTdHOHqS6hY5AqT5G/jVavCQUSQTIavJaKJwNUavcqjAqvW5AuFAqPjWavcqjEavaqvCe3IY7Sq9T6KKPjDavctfbipXdsC6vIl6NqfAlA/QjfFA96vN6+LswZYMfQjIlAm6vQlAk4TMlAhQzenQJMYCUkVPmAu9elA7MA+L7bFqERRH6vA+9H51HedPvHKmvAQ3buvfCjdY/aGvb0jW1RUVA7CjTWvbQBAuvDVPZJSAWvLlA1UxFCQZWvBVA9ATLGvWVAgr4WB9Rg3VOvP+9axRV4NUmvFY5bYIa2vLllEmhE2vDuvBzQPpSPWvBQXZu/dfjNVA3o/ee9dWvQdPDhSZVA8O/OVA5GvBQ3FU4YWvBRRUWvHlAzV1N+9He9WyvD1Ak+9LA9K5FJGvSiXNA9I+9JVA5VlRyISENe1A1ijcu/G1A1mvANAg44fLHI9QRm9GB9IB9L1Am/jM1A91A7VAxmhF1ApOvA1Ax1A7NbDqtEvmAB9DB9WgnWjTW0NCOvMKjc3jAh9MKjE2vEGvZtPTkNRtA9bHIMyUOvYNAwrbeu9cNAvAHctA/CjMMte2vEtAjtAgtAzSXJNAwmvPNA/1lDVAsOgfYXNEJSwiIYXHXjPKtGTPMpSEGQZu9VDnTkNL8YWqlKO1HGvU50GwHa+ne9jHqHTw9XCbfdAm6AwzTI9Alj1bXvcPvbMUa3vDZuH+ne+CFIxbkLJRsBpBSaHV4CMatE9Ay3vYOpS1GN9A0KYc9A1aHc+hSqNJkEZ0TYTwG6HabVbo3TwxLPvN1UWZ7PNcMlLeFEVQ5c6HEPmTwxK6HVk5NLlLVCRlLdR5GgmEULMt1SPvC9AzpwN6HaGNW80DL+BDAgHaX6HFPvYRsNPvPGHWO/TPvalzblULNhHaHMalOWpZImf9AqqlQjAuGHG5Tbo9LN3HfCZ5LbDA517C9As2qC/GN9AnjA6ThSDA/O5bAjNDA55LE0hEmHC1Lc4ERehCmHeO8cVuXvvXd3UapMfvQi0OfvGfvcVuUfvSfvJ8UFfvY1WeKARfvK9AbTAq+PFTA7MUHTAoAUKYxRTAqjDOqAkBPQ2LblUd/vd2HCCRQePTfvefAKhJY/vJKtRlvJzAiCRDE+fWHJo3atvEOHN49JG/NxhNiTU5mN2HQU9ALAhWHXE9XzA3mCTV7flFG/vHPscE9CT+b+HGLA2uDEAfa49V1vVzAy9/J1GDzA0I9MTvW/vYiTaejXAfJdLG+jbWHAbdN+hOOHciLExsfwmUuHUTLfLArOHFcTIiRRASJLA0iRezAoTvRASarAoVvJeHXk9A1UCuHErAn3me2HWuHJD1L/vEbdTehRBPD/vCuRYAmNNHQDLRrAixhQhlKHnXOHIbAmrAweHWDLSrAhs/aVNcRsceHLLAgCRP5DB/vaZ7dDwMrAnWHE6VZImFLA9stVVGdLA9GpRehVbA9GpX2HP7/F43EDVShPZKNaH0HCRBBHEGpc7AimLPk5VdhezAx6jW9jUoAUkLGAA2EZMR7GLNPIbSdnE3XUCMZrdRhrac1UCReEVPobMM8SxhYhgAcdQZDDt4R2UU8dZYbTjdLPXSiMZW9NekC4VDKEWRhYg8DI/HfNJUVOvXYvvINVDxhAgzJgiA1RYHAytGTuVcmSUD1AS5b94KVCIKdL/NDxhJ23Y4tfj4LauWY1BnAkT4JlXWaXdrzfxhe6wd0gWNVN4TRHXBL+SRBOHArjArW9EnAuN7SRBEXA+omA1RQXAtk1bC5QxhKXAtxhMHAno1QOVeEVbnXM4cHjdWPXfydYTdDnoX//J0cDL4Z1YDmdHXAqnAv3XDXA5INKKqMN7Wa9anA9U1JXA0YIRXA6wbcnAm3A26sAnAoKdKW9K9nXHA1JhQzdJnAgE1cW9R6SfHXVJhXTdAnUd29X9cXRhMnXMOJbaOT4NIMxSM1K3A8PA6uhKm9PXA591J0cTXA1miAPAwlVSUTLnAtk1azzEUTb3XMR4d3ApvXEvMUO9O3AtKdTOPa3AgvAy9RAQdASdHlefbPESdPLzS1RZobZJ8E3A8FQdnA5e6JpSVpMJ8dJhSagdOXA5L3ZINKXAzZTUHAovA197NUZfPA197B3A0vAjIEH9WAdnTPAoJ8KRhPbgB6bJ7LagdZvAl0vQlxZAdQvXamsLI/dXA6I4WY/JHAvB4eWGdvAyygBXA2RPHvAjyqAD7EvAqhkCR1ZFede1JfAgNTWphYPAs5fI/AjY0bRPHvAufAj0vG+1BRPF5eDVRcvXcH7bPAn3A5fA6lRHhfGfAuVgUNQIhnD51b3NXfAlqdcFVYAgwsvSXAjfA6NQWxhH/TUagbxhLXAoz7cBEIphK/ApagNXAr/lZdPOAg13AxmDRm9C3A5x1ZeRAfA4j7KYbfAgkqgFfAj3XDtTOBdU3AvqdMgEEXtNAgltTSOzb6+ExfBfAp4TN6zapCKRhVXXYA3P3AhE0NZPPAgi2KUvXDIbf/A6xfcHFZftZggxAgtQaB/A2T7XxtIgg9SpeJhPnA81IDgguaLVGgQ4/eQg7L6b3AuXXOD4DHApSCcNBBgbVodNggiL6DAg8/AtQg2OGY/AvPXR1hATdPJfW3AgTdMZPLutCwgsJfMP9ZXAxPXVFDdJhZPlNJ7asAIOQOfvEJQJ+bFwg0iIJN4TwglxQJTvdwgq+PEzoPwg/CIbwgyG1XsZczAkiGB3NUFhNl1cocTdCST4W7laBPYTVEKSIK1GyhSKSZIg4/DduBdSDE+HVlRcI3bWHcjdbqSWr1JWCDL4LCkDi1dQTT4NUwISb1M4cOjddzodtTQog794SzsHC1JWCW1RdYmAylJk+XOTVlHI2HIjVJIgki1RJKRWyVPIbog3stPogii1RG9AaSHMVRogo2GSjOPS1FF3PCxDrQHdGKYg994fZiNOHTZSUFhY0bJWCRm9ebbHi1TdqPCxdw3cOCCQgvPITL7FbsIogtenbOcNfjdog/fvOgg9ogrOHSOzQYgsy1d3FKM4QI4TK1NN7XH4AJGSo5Y4guwdH7gIq1PyaaOZN1hAqZLEtBcJBAHL4gm1QMvmCmAAEgv4gqAHf2lFcJKzGWQIG4ecgAn1hUEgyqZXFNIUIf4ghEg6gMSEgiEgkzvW3PDAHV4VHPff7YaMsVkgXnvDLqNw6PEg4ffMnDdcsaOZOrvS1RMm7GpTQXvcnA4w6T6tE3ga71X9YcxTXU5TLvRSKY4sB05GLvVkgwOZB6dNvfRkg5NtXodY8dQ+8WkgvbsfvfUNOMWZLEggE4Ekg6FhcUg5AdHEgtJtLF8ZPfH+Nc9teUg1/fNogPkgs/QFffPZeIWZalQR7vDZIGf/cutF0IUA/aosQmZdoEA/fUWgPZhBWDaYwbvtJkgjjCC/fK0gtUgg9uXQ/M0g65hYUg1zvI0gsLtaUgpKSPUgotsTnvEKSODJJetAIgbKSJcgXlhIMxH14dwdDaQWjIZUglk1dQIMLtSMg8VhDGCMWtG8SRgXd6TPOtbTwHffXmHYMg9UgqA/AeBbTGTMgwQ/VtUI5hYMITLvIRKd4seMgDPoNWVBe1VP7NjAS0grltKP7LJyAGkIADWsgh0gh01eMmY0g00DI2VNJWMUgjkKUw/fMg85hD0g6uBDXqUQ6AMg4eBfi0dGtJsg8VhZMg6NXLElbb/NOzGLNfCNFDGNlba8NEr3SqXeR7Ao4efLWaHdR7C3nEKrU94Sk1BPML5kZlUCx7ZVrPqrDcNftDFW5ax7ddDU8g094Gx7VdcQHXY8g3dDLWbS8gx9je8gx8NXdDVEqT/VXOLf2DbGKX/VedMCs/FuMbwmCCNHhqQaIB7mUNMCrzWgDKA1JSLFhqUCg6/VTLUDznBNxXrNFA1GLXdImbCNQuDT8goqGfCNSOoFw1ZJ7NXlLWbNJ7OiNQhqPzXap7d9hUEnbKAshVAigsDhKEnUSRUc5ExJVmHViNahCKigjw5XCg2weILXYigvzNbiNCNifCgmigvCgpigzC/CC1VigsigwxJVigokoIig4DbSn/at4QV7C2ce2jacPZ6sWt4OI1C9fPI8VjXWgfX7jan7SSGOZ7F/dF2ubQ1SB3eKNeTcKOjO57CLlDyoGYnRw1I5zPSg4flGT4FjrLSgtwVA57WyNNSgyoVcV7Xc6RPJLV4MSgrVxWyGEV7cSgkTXZygozocyghygoY8Kd9Nyg54mPR7WSghUceSglSgszDE0HAw1D8Ld2TJI1JKNZSLX2cbyglF7XrlFRMPujBF7FLlbOYCw1bi/AeoDCg0Z7L2HMirBSgpKg+wvdF7cQtcZsTOjX57GQtN0HZuHSKg2vDEqgjZ7Cl7B/aQqgsSgpTwLFbWqgi2TScg7wAWNXXdA8R7UXuFuVPHPMj4Z2QHorYpZJAkWUlN5sCV9U94bqg7s1QagqhlFrtZ5wWVbJNKPpVHyrZl4F6cVDlS3IXqgrauAnHA0rKerHJbUag8XYE5bXXHOrlZNvNsrQvUY0lc3RFpbZ1YDZbckrb/GE50HNvPBjAF7d3UfNvU8CcblWOMLpbXagpAkfAMPhwMMsPqgtagikmV6g3uVCRMSNGHAUPpbHUrMOJMPoe6gk3HXlYC2rBErC/GM6guIDBnHSVbbHsA1tQirGrNfrsRb9GErMGg8FQA5bGnHIA1QslXZVW3+Jagz6gqY1VLNaUQcYXWGgvR7YagvnHMJbYA9OHIE6rOGg6GglLhByxN8gvGg1ySKLabcNVmic4XK/pQ1YUXHNcrYGlNa1SXHCpbdqgweVOG5HCg5TvG44CDhTcyAWg1mHHUEEFbIQZFxoYWg8gAvmMbjgOb+IdEMWgqWg32sQFbcWgpWg9lAtprI3ML+IVhlRThcyNFKKG2gOQDayNGiccvPSkDRk+D9EDFbdrwVVGIHmOFiCs1bQmBgLYaSC0HauhBf4fzlWaGWSNIIxWhlSaJfwmG8vbVbS6Feyg9NkQpTC7wZ2g+jyKjvO2gxhbTUiAVbM/hexbCFbM2gldGRTWU2goS1LObEWoaVbBvhStGU8UAlbYEDF1DXIfY1bE5jLRbILgY1bLepNKNA2gppVOzPcOg41bI+paxbYpAy0Da2gn2g/aJDCsGT4L+TbamKD4XKNSHzJDyayNGhCF3PWepcw5MQkXtoHVbT/pMJXIEUGVbCL+SmgElbBeTfugrxcGvPS4hbugkOg6VbGQSAhhaOg8vPWy4aomGeg0YsEPJVZ7QblQAnHpbEegmKxN6Zcl7LVwAPPfabQxbYSlIzIXeg6qlDtUA+gvKFEyg3BlVeg8wmD2g8G5XJbK+gnrhPmTLOgwYMUA/Keg9ugzQIFlbMeg72gtGUebvIegyNGbCURhlPugn+gtUgCboLug72g7ESJL+Nugu14E2g2egzPeLOg/OgsZbc2gnWgpL+P55DzFTWg90yYAmX+gvk4JzIZssKnBeOvA+grBg2BIGFbVBgi/GVQ+Blba1nS+gzz/bVbDeTBpYTrrZuNbrrUm3QMldQbZu3TupHesb7rJhguwGYQbUosL7rHifUi+WDGNYtam3NJaX53bHnHgbPwsCR3Im3aPeHesdwbXfBCu3BsDdR/R23IWrZR/A3zQu3V9YYotVNfJRgg+saobEKBW7rcobEKBbItVW3eXZQy7RhvIKZCgbO2HDote0PXbFBwbQ+pPQbXRg8UARYzRW3VExKN9K7rC9HexguobQzfGxg+YtMWrMx/KmEcsPMxg0+bBsDYxgwRzZu3GwBMnreu3bD+JxgqO3D79EJ/GHrcW3WAqcIbQW3LhYbG3YJg+RYS+reYbdKBU8ZRQbTJ/VqEPwHbCmbnraAA4xAocPDe3RqfSXrHe3KWgqllDEtFrfOXrYpg+qfcpgkK7GeEfe3SxAym6NXrd4bfrfA1TWpgvxArp/BK7DGvTh3HC1axgu+3WSDC5/Rx3FSDMZ/OGsQMbMrkcRgn0bVeGIR3az0WG7bZ/B0bZZ1LBvQAbcmAuZgu5zQmA2AsCB3MfrcZg3EbEEHEQsAkbKkbQZg1YLZB3XLfc0PfZg6vrcUbXkbHp/ZwLYK9TwsBkbRNlPf9X3rU5gnF/fB3UrdO/KTkbAZg5W3ZwLXkbZF/GfrbD+HurSfrdkxN5fH0tYUHPeYf0tDEbC+pOUbb7dBF/BCMGK9NxGRNRfZg9l/dUbFSDJlPdR3PylMeYU0bY0bMeYb0bZZg2VPRR3HUbWFg02EBZgnFgix3dtTMeYRAbeDfbD+fgzdx3QClZFgmktSAbEBYZ/ralgoFfHh3IHdFS3FBmIAbUgbdGnJc9TLTU1AbWArBHQmnDC9YTTDURGVzazTTlg9SVYaNL3lOrgcrTOTTJnTChHQ+4GanFTTRTTfFaDd3DC9OTTdanZifIQjRlVFanRh/F87HlgnRHKqSLVgqmfEvlVmNbsbVxGNlg2SsdySSVglmTCbTbB4H53AhnB+4T53JVgrmnRLLD3tMGnP6NdySIGnXzLazTZVgiLTAwsD1g7TLc+NV1gkmNei7J1gntuXbTSGnMQ7aJnG1g08bcJnS1g0p3SNgs1ggmNHjTNlgoNg+KSIVg6w7YGpI0RFsbJmlflgr8baeNXVglWNQ1GcXleBApbTY1gubTdFaJNzabTa6nKCbD3tKV3RJHHYdENg4WTF1gvmnFCbPG6P1g4JHGg4b1gxbTDi7NtgsfHduNZtg57TJ1gtgjHjTWtgu5NGIVKtg0NNMnTctg2ibeeNWNgmPSYdgo+Bc3tMpHfVgtibblgoi9HnaDnhX63K2nMxAgsqBofdqfUp/XvtddgmxAnR4Pdg5qfGp/MhVScqOONJtfWm6B2nB+POpgv0GS9g/dgg/FPdg3xAzp/KbfQXtS+nJ9fVxGeunCzLFulLbTY5HGIVM+nB8bY6fP9gpV3QXTeJVWDzWlzGA3CdfNbTGYgtp3RlzXQVSxHGDg3dfODzCunes9LNrSsqX5HeeND9gonTE/dL5VV9fbtg6mLX9fMfhL9fXn9EunWFHStzeUeVvTQTzSsqUjzH1zLOLDGfbzTEenNeNduNfP1QfTfGfONzZjzLVaZ64FPTVDzNM6UlHa1zMFHSLTV9gjDfLbTYTzWGfDjghlHET9KLTf3TYVHCTg21NHmfb9g+1HetgwSLQWfaZqPkOaW1UWfRrwcWfDcxBfhRjfZTjJqgxb1acgn7AgLbUYnWklEoXS71atpI+QRV/UNFA8mL+dKmaLCzZuwTV/ZonfTLYNnTP1IpdaymJznEipfyJN71EGnM1mOmYMo1bwGIrSHzg/71UvVXVnQLgh5RXIpLrnAGnTZDD8XJ71Q9DJC4ecXS71byJZcXeLgqCJRazHuXb1pL2kDLnP6XJ1DDnaIn1IWXYzg/LnPzg48JEoXVn1dXvHiJfBddPZZNpYfnYXBS6nOCncLgqm/YwpPI1W0nacmevnIFRfanYLgsX1e7HevnQvnbqBR0XZPneKPX84Et/G6/ergpX1f6/ALglmgHy4WnfTrg6psD1mNrgwP1KtmfI2aH1TRbWLgmLnFotJo2RHnJPvInJdLgjIZOrgi1DD5lBZTaiJPnoMHnPrdVzg+d/Ma/KDOJd/eG/Ubghv1LJ4S7g1LA3Ulf/nMIZQclcj4DbnJaPDFmG7nL6nHbgid/d7glNnEd/ZyAjY2NbgqmnG44K31V3vWLgzt/W6nR0XN9/IRZOoQXoRGd2KnnJhZVK3NoRcd2BnnH56AtkWnnGYUXgGcD/Tg2KHgzaVTg2ZLODHgxoMKr0TaVKE6A9OD6vHf1YJzJvQJLHUl9SXnHkOGylLiMRXpPA8Ra3Gk4PANYNHDvJRXnKT/fRxJ/1UC4KeVcRYaj/ebadYlZDkD/1bbQSnJLGyZj/RKlDp4T9oM1ID30LheFWNH6ba9AM4lPh4Z/1bAVM14BT/cngx51SngtANTraQQaNXgj/1R0QfTLLXglgNJh1NH2NQNd0/OsnVq6LWTY5PKXgq5BCXgm44HylOklEXg0zgClxJ7NUN/KSiAt9OWcUrxW04D1mFngvSVaURLxdPANWbuM1mRngyXnfxgfcJT3gpQNMlZcxYfelJQNKqhR9HIzwSPgorSMTwZgNFl2MPgrB1O0Mb3nTXg23gngNJVzf3gtMEWaXdANA3gm2AHPg93gwh1dPgwQNVzOAt9IteFjNa3gsXg01JfwAUgbMyUYx/Qx/WX9VilLG/aqSLwaUh/HufbOmekVaqSRh/FsDdvZNJjVh/TgbTzfL3mLXjPZ5Rx4fh/CEGQfghvg31OPR1Om/eMDeIxAm/NE1TYRcHVGJ/Rg4QIaZfg+QVQJ/M7CfBLIzfWJRbJ/YkGdx/Qq1OJYfw0KKmK6/aj1bf6Rx4D/2EobakkUJ/UOfFfg2LVSfgsjVKtjTvgufg26/ZkVBSSdTVC/glJYUSJCzLOh/LfgpTfMfg4I4WzfaoiBsDbKVNimDx/K3TPctTTTfD1UKVMAaNfg9nlc/g9OfLnlWx/VR/CobW8tX6/S/g5OXJFzV/g/zZLheUh/L/gx/g3IbFCtbR/FAQzzfD/g8kRd/g5AQ8kROMlOx/YQsYYzUKbQm/SIbIJ1SAQgFlAvgVilMAQ9IbA2rbx/SYVaTfMfg/5aaslFJ/A3TFClZvgwTIAbVXG/SG5dTVWAQwWtJy9fgQqMLfBHCJ1V5pOjBCQQjAQnfg8QbRyVaMbPJ/XFAqsxbiNep/BHTdp/ap/ZigmgVLQQ1p/Xo4QwQxGbdxA6R4UhgI/WLxeOQPJp/T7Tdp/BpRBSSNjWGwQmmbNWgwQVEJvOUELpg6WaAu/aZ/Rg4EilYV/Rg4el/H4HJQbPf4dF/J55WZ/BjrA+LJHVY2/JyfVZ/JBQJCDNgeZe/O+/JQbJHVKTUJHmJQbfZ/TZg/9pajpRe/f0Gel/MeXf0GXwQsBfWg4JLHGvMHMVcg4e5/Xe/cjVcNgcQvQoQuNIX5/PIQuTeBIQjiDWoQxZ/P5/HoVAF/VyQJFgvTeQBjDoQuiDa5+M+/FNdOI4cHVXO/dbdGpJNIvNZ/ZI4WF/BY1f3DKoQ55/WW/JuNPoQq5jBk/ZkGMl/QIQvV/Py9VYQ7zHQZ/IHdBoQgHVPp/QQVObHF5/AkRCXfQ4Q8kRMl/aF/DI4Ge/RIQzwMLIvQF/eUGel/HoQrgQpl/K4Q1SPYrSJoQ6rBOF/J0bd4QqYQgkRA4QuYQlAQiR5EIQiw4AIQjUbN1HPwQi4Q1Z/bwQjI4FYQwSVFqHWJ0Gd9TQ9e1vSebFjTBNfNkkOGlP+aXJJe7kOjTQF3ZObOjTUf+QubFMTL5RC+bAkQ2C6bV4Gw9GkjfEQ/o9LePSyfZ8ROObakkAMTd2LMokPUTII9G3MUvlU1UARJZKfVk5OxbAvgMjA7yfLubCo9YmRTtGExnZkQmebNbAkePJEQmkQ3JJLlfKIZeyND/QFDA4vDKdGIUQ953PkQoVLBynWVGGI9WLAvKGQvlT31ThJQu3Fo9EJJA7rdo9QdvOkQxdleM0Ak+akQhk0Ry7eTAr+bbhA7eMe+bNhha6DHdg+YZW+bFY9eig50Qls0QBbJNKW0Qv+bZmHVpnMwQr/MIBbF0QjqGUBbSLNcIg0SgqdfOTSblvVV7GeeV/4XKNa49ZPAtZbGBPGE9XVGSF7QkQ7Kgl2eLzA2Kg2k9D5ZIhbatLbOYbWgiaAv49fMQ3E9PXvaxbTV7CJFaxbY49VMQ9JfZNLeMQ2MQ849Mk9JOg8MQ0PA5B7EV7EgUAk+FMQ2hFAw1F8TPRFZF7DSgwlTbz+Mqgl9ApBNHSgkOeDBFRsQmxbXP+KhbZ3vdd1D8NbF7UJCWpJLKUVlnecQvCNMF1HOefwmUF7dMQmklPK1OMQ5OJbcQ849EcDKZ7KdLPBFAw1MDVQd/YAmRcQuRsAwtVCgvsQ7ueHCRPF7etLGRbJ57SbA48QpxbK6pHWAkcQwsREnvUxbWDLQhbasQ8E9WhbRV7Fl7ZcQgBgv/rAytCc7KV7JjLACQk57FyAqcQvKNfOecomQV7KysCVGaCQouhRehbRbNrAjPvPRbL7lefAO8QqmAgGpK7Av8Q6E9R8QjV7dtLF8Qj8Q5OhazYbUHX0MXm7W7LSfSHkAhipCPRTOxKk7dArCsNfSOeJFSCsKAyBKfGGreSRb1IG9PVGgpzAIhnBiQojSVHMMmjBGrYSQ840D61Ve+cqRTwMb9PfYrXHRWIHX8pDiQhSQvvQJFbISaeWNYK4ZHYTHMbpNRXHbxrXLMGDPLqreHGMZNRA4aSQtiQ0ipO0rTsNdDPeCrdnMBD0S27Amg6yQ/DPD0rHiQg8uYjPfiQ65yA61YyQoFYLSQj61RyQ+SQgUA9zbDq1b8afSQqyQwKQ3dPUq+GsNKcDGMpSpJLyQgptE8qWE9PSQsLPNSrQyQhKQrPqIrMYpNDFhbh4CXMcpNHDebKRQgobzPOyQ08aJLPOSQuAyaUA3m1amg9nMC0IdyQ/KQiSQgptbKQgsENSQ28VYKQ5SQyKsQoNeiQgc4Jt4dnMCKQnQFa6VaKQzUHPBjOAyCqQ8jPG6g8lZX4vV6NP2aci4AqQgWNMaQu84EfSapNUb0FRJTKQzW7E6gnLMAcuU6NOXPYkNVqQ0fUSfMU8aTLPAyQ9AyHaQt2BeggCaQq2NO8gcaQw/4KLPJaQzsNHaQ8yQo6Q85IJAUDKSTiQpa1IO1DKQ2CgCptQCrcqQsmjN6QnqQvO1UNYeqQqI/e6Q5SQ9AkGUEEKQjDnC6Q36Qz7qcnYP/7dcgVOIVcJSt4AayJp9KGQ4khYORBGQuGQrcHViNFGQ4vRNGQ5Y0Jp9TGQlaZOcJGbPMStJ9g8+3bhNdOGX+NJjPL7MPsFC7PBbSaKRHvER2jWoGQaaFTMCBNbINU7IFTMRejZrGJrMFnpN6VL0VcqRaTMAt3LdhaaQ0VIZ7PM3aYzMbq6d7PIWQsLMAq6be7RSdPSRL+A6W1PINTyQwUUGlrNmQ4WQlCLChxMyRYV/dzbPqrS4nRtNFAodKRdK0VtNMmQ8zZdWQ0+yA0rW4nR2jMA4H6QmmQ/h7PepATMPWQoO7YAGAxNBWQsh7Qo4ZEyU2Q/h7O/JV2QoXPR1eLWQmlrZr6VyRW2Q28VTeg8WQi7AzUHXegy4nYRPIz6fhNEWQ9h7dMHIOQxTggbMBMsBmQs2Q52kQR7Lv/GjIRggZINNq4PMHPfHKTbbaoUnGWfHacqHBWSINJr4QX4QuQsx9NGsG07XOQtINDubSZJPUlbrMUr/YsEA8tAf5O0pDPWN7MauQqTbV9MS6RKTdC84IuQ7UpC0EWslbZ9RX4TOQ8R9cHrcrJSuQpZ9cpFb0lcF9LMpJUlIVqH0pTDcIx9MPjDTbPMHeb/GuQjMlbGRI7re74PsWWZ9Ab/P74f0HGQsO+9SeQ3lqOPjbuQ/0A5cDFnZVygEYNYORTwgsCdS6vPwyC+QwCEU6vMPAe+Qm+QhAHAOaS+Q4IySG1di/V+Q6+Qr+Qq8HWGQ3+Q0MQoYsGFFUENIgHH4seWGOMNeneBSXQkNUBQ5iIQkNEh9H4sW1RNu9KnGOfjaVlaGgZrdIUNceZaGgWu9GNlKuQx29AZEcENDigRu9cdlE4scH/OENfUNDvHQmFOHHKBQ2kNVPoYzHYYsE2vYhQ4YsWtAmwuZUNT70LgHeUNXiXU0NbgHHLMN7A7CsRTHYYsYGvf4NWnAr4NfkNbDve9eeBQ/L+CdeCRQ8WrERQ4XYOKFOjdDBQ+kNYjvCdeHdMcUNZRQ7CsXyteRQpedNVlY59eB9aRmfENSRQ4NaaENMRQoxQ7ENYRQpMNDRNCGXJ74KhQ3hQp74eOvE4scrfdsNSylARQwkNbAHJhQz/jSgHExQ24NJ4NQxQ7xQs4NWlFV0mSgHLbAy+TNxQ9RQpxQ60NMJQxmsXtlLRQy+TWhQ4zMAJQ4NaFL7C59H+9cdlZ4sUaLAwHaMHUDNDJQ54sS+GPxQ70NYHgoVApZ9Sh9LIIJZ9U5A7hQ2Z9OHdEisShfVOQ8saP9UcEfC7oMroPXzI3If1/UBCVBAdblCXII/+KwkJBXZTIOQ9NsJQRgdpQgyGOuHNHUeLLDpQjUhfggaXzZpQsGHFiUbw9bqmL44CbhMqkYPzEbIBHYFToGS2VXzYUfSkpVZQxpRbUfH1lTZQ0CXYV4UDZXeUc3zHb1VTYB7CG3zUZQjt/DLKdpQ+71QThbV8TnzY5Q0nNMkQTnzfiVOLUZgiBXzbZQ341RpQtZQxwfD5Q0ngCPzK4VVRlBiQN/adp8XeaBxEY0wJPzbkfcXNXZQnwTcUfDZQ3kTSX5a5QyFQlkTDLzO4fWFQ84LM/QVgfFZQuFQnmQAofVFQ0ITLY8axXKHsTZQ3YgfEfXFQlvzCFQzFQ6ETT6tbkfUlQ4xTf5QmlQqUgRYfUpaSzQDpTY8VE5Qs+UNxTTgfC5QwMkNxTY0fB5Qw05ZLrcUfObUPrgZpTTn4ZEffzcca4JbLVlQrY1NnyDpTRYfKd/LLEWbLf5QxFQgJXHcA6E4eZQolQoyqYMFTcAhVQm/zO4faVQpDgR/zNP1G0hYZQx/zbP1ZbUYVQ01QwpXTA4R5QupXI1Q6ZUS5Q3VQq4ffykdlQm/zM4fJlQgCxKlQ8IfXFQ+ZXIgtcVuLALTEWHzQSCuCofR0QlALX1Q/WUEYfLpRMNQjVgBZxP4nfbwCfAKSJP9bCUyVykXTA1TECYfXm/CTlZNQoNQiNQn+RXBDcNQtNQ49gjNQ3NQ3mHRNQ3A6MNQ4tQ2ofb7A4hDcM7FRMf7XOWGDyiUQLcPMco3etQjLzbPoYo3XMIV3LWlgcLXX+hdqIaN9R+4Yo5bJWRnQJ/aPVjI91dCCam7DIfJmpeyiMdQ7LXBZTJDgFt9Pa8WjSLo4IJIJ/aY/1ED5HnyGKGfwyfkfHCQtpgA3YRnkS8Q1lQZlQzHYHB4YKtbRIJw9OXYLbkECRRCgW+jLPaWtQyn4HtQuHYbZQ5RsZtQn/SPwfR9Qg9QvnYNsKH6pM7ycVXZucRbXKjA2MUb3YeQfblUGhMbPLDSGECRDRcFVXBDbQ6pSdQuXYegZMT1J9Q/poGFQ754DyiP6aA8UftQ/dQwELXaiOcRE9Qg1XdLkCU9JDQt9QnmQK8fV9Qm1XJOoA+hQSodQLRRob0fFxsUdQyHYcQNMDQhTwURPdL/WDeYMTGHWeUTY/gdSVPoWYlXEFzTk+ZUTXNjTUTdjQo7VMYtfdlLjTCiRVoyPZNUdCM9lVaQZJ3bJDSHYSFDBUZcd9YJNcEDBTQrHecIZaLzA9lWJRJjlct9ZtjeUTed9MWmb0TbMTUmmD7zN0TeXuIMTVt9Hs9a7lMMTAc9F8RE0TcJ4NQmYrzDDlczQqrlA99aWmFWaAzQuzQpd9dKfTvvZTQlu+XMTALtTNfJTQqRRCJrBHoUsTPAMIrLCsTat9O+NLjlT0TFw7OsTULQh9NQTlc99PWNYc6d4nJTlb++e99NLQv4nJ99KqAfsTBKWQcTWnuTsTNnWPLQv3uHLQ6nWSW/DJIeBFXDfMTDZD9UJA0NGcCTO6VY5pfu7FincSxarQwi9LxpTCFYVNYtSAh7E8TNJA4JnOL9Jw1I3HTe7cynP/3UiTB8TOsbXD9EViHZrTrQlT9MiTFWmFNSL8TdqNFoyebQ6VjKw9PL9ZtjJLlQSnWJRXj9AL9KDzII7OrQh8bRx+Pj9HlNQZ4XT9GuNY7QwiTU6fQRqeB7ApAs8nXlqdmDdQrezDPbQ2Q7dXYaCTPx/Gk7bbQ3ZHQUdIVqY5HZ1SWT9Y9fHAfK7Qo6ffHzMvyIgfNP4EgfVqgsngpJUOdg5I7H0+A1gs8nfyVApNaHBE1LGVHTjhDyVPWNCETehzYF3AeLL3g3QVKUEIszCvg52cDXtPHQ0ANJlzYZNIjjV84UGNQCzBn1L1zInQoFRBVLVBbMY7E8+AtgySVMvsDbTCk7eHQumNEg7GHQzeA9aHcKVMJHdHQvn1HmNVxxb57bxtIXQt8+Ja1b7zEvg4tzDpxREEM6jGXeUqVYFNbkzQqVRmNRXQ+XQ/5NVo7Bn1euCIJZSnQz5ZQGNG8nGXQiY7KS6cnQ1I7II7JO2NujB6VTSED61RXQ3HnKaVICYBpRdaVW3Q8D/e8Aa+FYaVB3Q3xzNO9BqaJaVEdzWgAkNQ3hZNO9DVTGbxG3QvCWMrQht/ETLAtzY6VdZVQ71KYgqWVR2jFG9PP1F7Q+XqB6VCPQgwBRxbEPmdD9EFNULaT6VMIVJmNNmlX6VV+NSlxMpzVdLSSaGZzUbQ7PQiZzCbQ+nQ3mLWYEXBbFPQ+mVenQht9Qi0RBbSHDCeRGlrKPQxiEAhbTD6EPQxvQlHjEPmRvQpsBTvQmPQqePBvQgfQ2J3WYEHhPVG/YIaUGVGB7HoggwafmVXxMXdqO1LR1Hbr8ecqUKfQfAmnMFfQlklbnCEETOhgzfQg0qKhkR97Nu0G0EQPoCGdOWSKr4X/OafA+wvV44asiV7/CabVjnOhgvbsRRhO/QzVeZXAu2fB+TEn1A0QsadfHMXuUNpfRDGc/MblTDDPUM4N2xLgg0rPM6+LXXTTPP2GXRgzqgJqdArUeOfGHQA0qdfQ6agX4NeAwwDTPWGQ23BBJfj4EDuZFTLfjNx0ZZPcBg7kVHMPXPeJv1EW3RoENfQxRg2y+dAw9/Q5Aw0/Qnxg3Agg/QkXtRhg+LPcAwom3AXvQ3A+gwuJWVqRLO3IFrTmZUqQvobV6ber4fIUflTE1bbkVEbIFsLK0Qo9pWGbUiIEqA+CqfFQceQECvEmbb6+SZfBGbGQwv1LQmbCQw+ZfEzQFL0MmbdQwqqA1giJSIKNMEng+gAsFPOG5S1RJV1SoHOUeRlPDu0MPAyAbGlvWUNe9CYl1LmbRaSOww4cqWd6cVPQWbBptQ2bIwwvGSJ5fDww0sgV5fVww//fUKvYcqeK8Zg3ewwlFQW1PembPsVMwwlxvLRUQwg6cQsaddLbR4IfOTaBAkT4Hjkaw3MDGW0ISb1b7sGnMdIwub1Tb/HxbfTgsM7CYDZ1DEnDbW3aUvA23PobI1ed7rPv/Jf3DbrEowie/EItCm3J04XhgyItVQA2RrRbrIqdYkqERgvv/IwpXobN4VXrwF7ragw2dRd33WRg8R/KHtYLnUgw6JZZRgkW3CYwtRgz1fWpZKotLRg21BHRglO3DBebnrbnXGJeSowiAAy77b7rNDRbG3Q23NDRSxg5YwwQiYYtdO3Ly/MnrDgwwlBIJgwW3CS/b23V23Py/SxgtobP//bG3O23cpZTowhjdXVtfHrQ0AsIqMnrZu3L4wsW3N//Ku/Zxgt0aHYyQRLT4wiRoJ4tNU0GszSAaAhqOQbCRefowqW3Q7jdMtMJg3sjM+QmSBe+Qq4bYYDQvBcn/bigrl3NEw0pgk1BRaMLEwwi/HZZTwg9EwrJeEkwvEwqWgu44KEtDAAtyMfQwnMAlZBHuzBCMVYAwhQg3rMZg6UqIEbGAbHFFE3rDMVB4ONhgtkw3rgDesO3rU+ZRDjR3rFpwAB3QUFEm3cmAgEhPUbAV/WBQrEbaCDRDjGB3EEHRDjeB3W5/LkwzyGU3rChQuFghMVFkwmvrNUwxkwgUbGrpZX1UoLZB3DBeSkbU0ww8YGesMh3QYwz7dcaMY0bGJeGh3LCVYJQmsPQgbfDjRUbKUw9RQxUnNAbZ0wylYa+3e8VBJQ8lggCVQxQ/pgnUwv9RJ+3XhQwMw1q/Bh/TpgkCVW1BGpeU0w81vbUw0cVU+jPkwqh3ApZFFgtCVTDhFR3J0w1tRV0w2heFAbUx3R8/Asw0CQmwqG0BP0wu0zCnFOx3QYw6zxCFgjMVGuRbkwhMVNU+X/rMAbII9Lx3XEhd7bOpQw84XU8cIQO5Q2H1SqmXycJpQ85QrDwJ0gTJRHTMBZrT4IcniAZQs71UNpOJTK5Qq8fX+IctgJpQpjIc8mM/ifiTVnkbzguOyH/LTkOerXM1pU2yL5Qncw/GJH/LTsw7QpTcwt8TYFQzZDEAUX7YDCYPswiC4eIuTTLa5QjSVNGUOcwqD9XjsQEMXswyHwb6nHYQJ5Q/ZQ3IOD4gN5QkwfOZAQ5iOzLJZQh5DICwv5Q2n1ClmMwiFt9c8wniJKCw8FQ8IfXcwn/LaFQ5OqU8wg3YIcwg2sCbLZFQq4fe6AKuQRkyB2lOvvUUKS/LAwfHCw02yP6afx6RV4Q8w77LavIbLXEiwn/LOxQBCwjCwyaTVVQmUvQiwwbLdPIFFDViw2VQrCfNZDMRuFlQ6QfW8wu8IDlQ70fR8wy3LTP7eQfPAICwgM05Y0fJCJHISISwoEPBVwWcwyVQ/iwvjFX/VBlQ7iw1cwxVQiCwxCwqiwlNXZ8JTiw11Q7t0ecmLMgTHLO4fBcwuogQ1Qp3zJ12RSwskgtrLTm3JFQS1QqVjCSwr8w21QyywjItUSwh8kbCwudgQSwgywrVQniw3HLT1QtVQ2iwlKA9gLZBRDrWR+Q0tQwNQtjWd8FH99TSbKJmc95UKwtpjb9/Ku7QMoSfuaKwg7RJfvO8gW+Q5bRTNQqKwnava56Q7RAU2A6ve5PQtQgqwpPbMu7WKw6AoOkw8XLUzlI9QvqVXK8BtQ4SwtR0eqwltQt14FupZqwjdQm0fAi2R2YeN9PtQkYvG9QdEyUFkcSwrBXQ3LJ6aDIfKnAG9AKdQstmKwJS3LPxFcSw0m0BOtZdQ/iw7f6IISNUTfkfJx4WMAWwLVqwoQ2DCQRXLWqw3zfXK8It9DZQPqw4YiFt9GxiB1FZMgNvLSXYbZQ1Bpdqw3wfGCfG6w3HLd9QxwfLqw5utTnYSDQ6jBE6wgDQ8UfAi2Q/uL6wnBpNj0EYyJjofiwqaMGRXGDQrSw7SLR6whDQ6p5PXKOSQFDQrzbNqwyGwo9EcFdB6w+PYRYUakfKnAOdQfILDANYzfCaw/vYZQfKnAfNcNELUywpUkL70BGaPr8GbpJsXEvzE+8ZFFXygRkyVDQkYvSG8U/LefkQvbG24EtoBGaeGwoQ2X7URYyHLBBKVIiATfLUywiGw1GwrpgB2Obaw26wpGwlmwvmwgPYOjQzmw+fQbUHBn4XuVBIhGsNWN7Ir+MJbCKJXuVfK1ffSZWwjXEdKRLbFDm5UhpayQ3qQQuVUXaWtZeagqGTKEdNjMLWwzD0LqRF1dXuVMWTFbMc5+aErWUvOqQ3CpRNtO2w9nMAT7AdFY2wm2Pd8gDTyF3RF2w1fIC3RB2wtttZGTe2wrLOCVtJ0EeDlTtAFXHQBgMa1cdZbNtEOw7zZM3HMi0VyReWw9QDHssNWw4UrEMJSwEGKxN2wuOwvv9IIhSGQoqYFegGGQvs8Dn9eGQouw5oQJGQiuwsuw1GQotgJxgHgvE/ZOuww4QV+Q55GHUQKuw8o2Suw58DcPHPPKTTMXfHfcnAwNOPHIRNVVzXuw7AnTY7QTMPuw1ixcew0ewmTjQTMPPHKpVM1SMTMIvHKNvXKSS4nFvCUYsUaaMOQi8CeGGc7YMINAAnY/lXHMbNEdTIfpVCPRbTPdvHGew0+w7vHN6SDMNIw/IkrfUEEew/AnedrTTMYgnD4oIvYFTMZDuE+g7mQyNA3FITaRYSQoTWCLIDzIHqSVewsvHQ1BNqlRewy/HH+wv7MGLYTfHTBg7qQirvdPHGdrKewh+w4nTWew6Bw3azbzMeVIJewlNvIOQ0QQBfHasLZWQ/BgLgnX07IOQgKtS+w2eDZQ9cInFVbY84UwNYInREzIOQt5ifwnaazHLMP+wzLIOazDGVAew9wnA+ghew+aSPew7Cxa+wuQ/QQnBewgtXB+witNe+w0wnMY7RBwsRw7XQwTMOwYUoZOtrS4nR/HDYsC2QgnzIVIQk7BbmTrrAohb5VWpNTawDc7SlBLxPC/adX6PRwyL7U5BbRwqFVKYbLf/E87asbCow887CwtStRes/Z87YsbaVBW87UXlJq/HXNZPAsTjVxwslVBV3NC7RUaQxw9omLMsExwrQVQ3Nef/IODF5BYSodlVMxwqoA1drcq/dfNJPNNy/dTPbrzAnNCS/NKLUJwo/Nc3lU5BDJPT87DK/cxrfKLOFBaVVQQtYoqeZPVK7bEaMzsfC7bDjGJwovlWJpAJPETjbLzKxwoHDLRwvzPARqXRwrtVOi7FtebJwmWiFzrXxw0fNLxws/NLf/StrNUZcxw9HDIJw2pw84tUJwtpPNeDU3NIq/GNVVfNU4hFBLB5BJJwjaLIZwmZPeS7DssDJwvvzSK/Fi7OS6JZwjS7dVYQpwq/lMjjEpwvS7FS/cpwjnA04qKpwwzjWM7YZw/brGpw/ZPOfNRxbAohStrE+RFN3VS7IxA5H/HZZK5PFXDTJ7UN3WBDSnOKwPLDHac4d5wui/Gi/AaJGAtei/P5wpSsYFPEi/LJeCFw4gtX5w4OaR13EgVKcLTmJAFwmFw1QPESg7v/BLrW3DdHFZxvNeLJQDQIhfTDLcQ8fRHTDAlw6/RaJLB4aJdPYDVdX6AtPQuDTi/BHpOZLbcLO/Rfa7elwrmJFQtGlwu/RfmLSlw7Fw6TrU4qBlPaYVfDVcfROOXVVVOkaclwrcCSpNVdPFwVWlxMVw27XKfRFybDhDCK/flw6ZLDlwvuQeJDQK/BHpGq/FVwu/RWzrAxwjFwlQZGN3bVwwK/XNeIZLMuSHxwvVwyFOD4DCFPTzrC4aSVwo2LDfRb5rLSNF1mQ6JLVPZHjE0LZGJNVw01w7uPdDArmvIoxdDAiuvKvvZXpC7pAZbN9A/1w/8da9A6eSfl7MaHVxrKFRDL+Z9A6dJd2DWvvfCTC3vC9A9UAjXvFVLUUAkL+ebVb2XJDAmjAsgzJT5S1cSjAwoJBwxRvvIAWCDA4jA3+nS6HCjjWGaTNw26HOAzSqNKPvEGaaNhWtwr89O9AkPvSLnfDA8tw2J0IjA2DAps9auhQTAriTEGHSjAmc9AuhYDA30TVlvdNw30TPuPEvvbU3Qz+RNwjc9X1womaSz9ONw4EBOXaXGHMlLPcNH3vdDAjJORRzdvvDMTDdwuV4fcCbvvRdw6mHL7AvphdTA7dEa+FJmHCYxb3Q69gu+PVfvI7ETTAk1JcMAsFwr/MUWHU9w5TAsY9AvAIzAkHECefa9w41Wd9wwBQjfvSzAv7AwAfZNLJxaeRhADwr53dAfb8TRzAnbA84nVhJI7A803OBPY2HVvZL/vNE/VvZazAwU9QDwkLA5tLdeXGuHfrA+DwjrAmzA6FJdzA6LAhSTLyNRLA849a6AjWHcjwzLg6AfKjwqkaaBPQrA09GeuHHoAoAWAgfKsVb2XYrAuSLb2XcAfF+HBQWbjwxDwuAzDjw6Z7QwbaeHHbArrxGuHb2HIbxCBHAEHWuFE7A/jw8sTEbA4OQjpXHeHYU/JTwg+HKk/WuFc7A7uHZHmWTwhjwyTwruHXE9MTwhWHTV7YTwuLA6E9COXDBPeM/Ljw9+HTrA41dSNGcrAzmXddLeeHCU9Ezw2rA849Qzw1zwiCTPhyQ7A3CDGTwngmezwjTwhTwi4A1TwkvMUBHN7lLDEO7A4jwrQxTNnObAwk9dS9ArAgzwpZmUgbefwTvA+v/eOrZLw2I/WZTTvKHftezfOfbEjdC4VI4xcgwjZTTwsFfAmjdCoGCjdYMDZF/QY/UYBAizCIwpXvIG6crwjb9POvLjdB96JAgslTLjYLWGWzdbgBcTdd5TPJLbrwpY/PRYLWGT7VaGfOTdSd3EIBSSlPo/erwqrw6oBdTdOrw1EdLTdCY/KRYXnA37VRfedWGOY/bD+G8/a4VSFdTEdM2GHrw0RYdfAzrwyLvF3Atrwubw1/A/Y/X4ddzdI4/DQQhjHc4/SfvPsZAu9C4/HsPZ4/bQwqMPa0VLKwwK7e7w27wty7Au9b4/Cpg77wlLdAONJ7wmxvfxA2nlUO3NQaP7dUWlSMVSLwo/9UE/b7dKSxdWZQIQ55hJkHBHwtzeNkHUoQ4CIXiDWoA/BGVE/e/XLHwsHwqk/GIsO7dADTSRGWUNJ4A4rw6E/SLwggsa1A6bdJeYSk/QIQ/rBD4HeFgprBBwAshGA1RbIAihsTbdF8AposaHdInwm+YfSDC4A9nwgHdb0/DeYSSDESDDeYVuGQdTBXhN0/MFg+B/bEHRlg78veIFLpg3CNUIAmM/GeYLiDd3rAbQ/E/W0/QRsA0/AYQ0XhfrdVFguZhXbdJFg45pZh7OCDDeYTbdS9TRhsfSDU8VFBsVuGOnw5u+JU/XEdMSDV9TYodFU/THwmxfBoA35g+0bHk/IwBcpBWYAjqtY87YSDVddXEdUM/QSDaneBYA2SDD5A7QA0JYBHeTUHCXwsrw2Xw35grX+ASVRXwtUbS8VQlgs1QIU/G4AqBYeSDajTCveCU/HHwpg5f4Hd3wyOFZnwtDYO3w45vdRw4l3URtQ36SE4NYdcVnOvwmVnB36OjEOXtZvwzw4eVnA8sFDCFXtY9YfUsU4+DXtdVncFDCYwpTnRzjF+0A3tJJNLLyO/nNNnApZDodGGSF6qLvw63tIQnCwqS4dFK6AEaFXHavtcjfLJIJrmRfwy4aV1nDC6avw3XtAvtRvwwPtDVBXViP1nB4aGz6QNnWJpFJmENnWpNZDVPNnHUTMIqG4dEj4WJpBk+AUdRzjR5IPd4DVBTIZfPtdjjP/SWixN1nR/w7Nnbfwu/wygrELqJC/e4bbvtfBDJPwN7w5e3e4bCtnPAA6AI53HDVYUtnKkqUfITAYJAItAIltnIkqOAIwgUOJjCYDQuiV9nXtnIEw4uMAdnbDEU9QqIqdgdI9QQlKCDRDK0SdnMdnQdRUAda9nWisLKYYHNL/tf1NM2gtdnYAUTpNB6YLdnIgI3CsEAOPdnO/tfgIkgFV/tY9nDZBP8cM9nfp0QYwg4CF3A+dnEJZDJjHftagIpJZWgI8GSWATG0wxgI9wvCDRCQI+5pBAdEJZJAdR3AymNUUAX3WcmSFagowI7AddkIACsBxAfwdN9nVS3G3iYgdfcjNJpJWpcIdOklbgI4baagdU8IMjjP+2YQdEgdRwIpQoPsVAgdWwIjtwSDnW2bbs/QgIngdFjjPwIgRtbwvfHdLwI5QdbbPBD6M0wtwdXqqDZNFgIpwdNQvBgImDnd8sdZVN4gs61QdRF5jRWBCwdC44JEudNgEwdQIIpiUe3tHS8SwIobLAOBamaaJZfQI0oIp4hAgIt4g6/jQYwh00KAdTroeqncHQ3GLUdlQodAn6YPyaYdQRtB2qSodJn9SYaYYIsn+ekaevwpodekaFkdHftWpNTFKc3tJjnasVXkkAB1FBzFEqVwTEYdPoIvkhEXtUYdUjfcYdIRzdCVFDnLjZfCVEITEUVZDmTrTZYdOYIqVYURtcYI4i1LYdOFvRpePYdEYIyYqU4dfu1cNfEahPd4c4dRiVZfwn4dXYI6NnCr9Js4JUdYGSbEaI6tF4dHYIuzTLfw2pNLnJb4dSpNHoI3XtT4I2EIkXtY4db1YJfoQ1As43A9CS1RbTjeYI4wsXkdJ8BWsOJT4TkdbU4c4IjTnNYDYScLZtZKSaYI4wDakdHp5ZbcSrmH4It7TYkdSEIzaaU5VAkdD4qVIoLUdGEIq4IuArcy3UkIrUdTB4KvnVZnXuVQYXF0pLWwwyXah4IKyYnHRAXWWhCUIyMXIFA6EQDm5EmIEkXbk8BZVKvpDqjS5VQRTLsXfXHQoiD7qS/kY3HRBjOqjG4dA7ISsXXBsYNtPUIxqjF4I73IMMXXGDH2w1AXVNqK/Oa3Ibt3IB1ZQUGXHLUIpvnW9obcxcng1A/Odlbn9XoXT0I6t7M3ILoXMymQ3IHAZYUIzUIwAXNsjS2w2KxUjPABdHbIZ4XW0pPv9S8XG3HK7wqjxN7oJxgdBJC+1VMIpKwmG1FMIxkQFlAjuw+TATMIj2hPsKDMIvrPJuwyUQQbPIsInMIt6+PMI0fgKqw1XgVwjNuOB+wjgSIm+R9kDhw/pVeIkdCjfhwsRNBEXKMAaew4/gGA/M/0B+wxdneN+eyRU/HDLacJTLiIGwnaPHGXmf8jNew4G5ffqYGSLew8Hyc0XSd4HhwpEkBvHA8INgnMcI9QnFsIs+wocI+8jVtUM+wvsIu6hBsI9PHPu7ZCjPuwmcoDdA0ZSdAnYTsMB7SVRZAnGYiMMXH4PV7IU+LbcI3i5f+w5YA/HPHBw2/HT8I6Q/ScIu/HccIkcIp9IbxOPLwaQ/Puw8JEDe9HsIh+w6oAm0jfOkUcIlz2aHPOLscBw3pQfsI78Ixegss5LPmAhw5wnY8tOfHHcIy+w4oUeQ/d8IlhwhCI3B9LX5egnUv0X7Pe+wciIiCI2CjZdA4iIiQ0ELPPCI5vHYExfHPLCI6GGdvqLHmCcIpewpwAz7POCIywnSniPW1KCIyRwsm7D8jXgncBmZzqICI/gJPcIv8I7iIoW7JUjDOiBfHBj/N8IqXcIVIJSIm1+FcIuInOSI/CjTsIlwnVYXE8I/gJJSQU7gO3fMhVYFhboKWClGPfXaUf+yJsXUBxdexSyI09bayIvBxLQwKwJUFwkhxe3fTOxEBxeuaPbJaBxFyI+hxV+xdyIkexQcLPOxQvQRuxOhxP+xQ+xfcDFOkQKIgBxSXCHyIsKI6+xI+xd+xGi/FZsTDob+xWKIsBxYKI0exHJAXuxCexVuxUKI9KIgKIpKI9twjyIvKI/+xBKIiBxJuxfQkbyI35w1yIkyI6KI8qIrKI7/oYqI9c4GqIggpN+xeqIgdSHLIYTQVKI6qI3yI9BTOqIkKIjqI+dOJqI4hxXqI9VxNqIgaI8BBN7fYaI1exOKIuuxfqIzKIjqIxyuaaIy+xWaIjuxeaIwKIpOxHKImBxZqI0aI+3fS+AeQqN5XD0UMyItZXMZYFqI2AVK9FKyI0wPRc4C6IirwcyI3+xXIwmNXfIwpqXAXdYDDRV4LPoJlWEXdZSVVllDqtE3dLqNb6IjdgaXdElzTloLyOdUZBXdTwRNzQZq5LXdXIodYKT6Igt9TdyZE/bRHSeYEGI/dDAt9GMfHcaV6IiA1CMSCK9RGInpYFKgU9DdcnVPzGy9ReqaSVEpWGNdO3dBJNJTMexAVXqeJ3bD2FY5EgPCyVKR9AatF9DIJ7fenXDUGgPT9DB5mKogLrJZklWHbYoQQdDf9XYFmI0gZnzDGI83vCYkWGIzGI+QgfmjAMA+PdKlDOHMbNQ3xmG+uNofGQPRWI4NQzaDJlDKZxCtQua5Op/OWIktQuWjWWI7b6fNQ/QQ9ZxVlDP/AVWIoEnbg1A2IzWItsTE2IjWI7ZxJlDT7zQ2I4Sg4BPCfjKtDQUcRiITwPGI1ej0DXlaujUJdUVuDyGX0nbGVUFkbIgMs7UvDeeYF+CYmDDZrcJ9RytCYPRRYcj0dXQW4PBZrNdyeOI8TDDafKOIw0nCZnFZdOXQHhQJ0nKD9IOI7uZQknT2I2q0VMnYVDN2IicAcoPEmVAeoGIgGmDCnTFzwd2I3wPUJddriWSjH2IzwRFicf2jEmDGOoRcKYuIhmDB+JcOI/GDenTdeCaOI7/dIgfAeIw0nLzDHuI7OIguIuD9ag4PylTMnCnOAqkZYPYI1HByMMncmDZYyLVcauIwOI8hqT+ZfGDTuNYZiNmIvuInmVBWeWytHYPQhlWBYNW8QujESTU+IiiVR4PNHlP/ATuI00ndz9XeIpmIgVDOpiLeI2eI1eI7ilN+IpsUKmI3IPXOIkfOSo5PPdEdfU4oAFg6+ItkRCKYKuImQ9C+I55KGeIhUnV4oLXoZmDA+InS8dNJQfdHeImbKYBI0A9P7oMWI+uI9pmWxgK+nEhRZqgp6Iwt1RqnEpDOxQVdmR+nBZ/ADmMhI7HeH5DZFLKhIj2lNuLCXkbpDG+gcFLM2SJFDXviU0TchItbSKpDKpkbpDBmlUh1D6qLo9FpdMnzFxnWN9bBPaqeK4nNMYZWVdFDTloBZDI4ndRYGRI8xnCRIz2VVZDOyQFcxI5DDjDHRmYhI2hIzRIsUbczVeqVbsxd+SVZDG9ZYbVBRIgVHKxnYf4dm3XBnGRnVJkO5Df6jSgRNd3OqldTQoxIoRnaSVfRIu9XXhI+TcN7Qs7GFQ9JJYOhnXhI8ZsDVnHzVDTTfxIyxIyJnaYyV5DTELBFDM9cVhIwFDTgRamadBnRhYMBqPBnUhYXFDHpDU4yUTlJMIwF4IlDYinSmeN2nbJIq9wyqAEQ1BXAcpnRaObzXXJI73Q17GapnCryfJIovASpI1gqNBSfJnKpI1pg59g8qlclnJxoWelVLDBJkIVDT1DNpFI8zbpIjEZAVDQYmKeDGVDbzlQkWI1DBRQNJAgRguuDFVDBZrBABdVDZZnHx1EZzPGeDZrSZI9czf5dUeSPVDO1DQZI6ixaWVEbrbZIy6VHpIjZIinTD7sC5nTuNS5FCFeWGDbCYD1DHZImVfCcxVlNA+PFCxANDS63GFzBaeWqnVhoLbQvGeFBI0VfW1DGuI7dLCcxTQ1UDDP5nYI1Tk+b5IjeIlVfDlnDwoIIDWMncNoX2DGukYeI2K6JelOw1TNnfhlT2I9BlEuIiAtG2+MjxR3fZ2hL3feGQGAInO9UAHSLufO9T9KIqYAPHTO2dkIYPHAlIvfMAPHaNyaZkIl6L3fclI6lImjxClIzDoQlI9Eg3fACPHWmAYkghmiKPPdjZcffddia61QwyHPfF5gCW+DWBAvfYSgBMXBGTEvfXmGCW1Mw/ew8CwI90XMIfWvfbucaa1HH7eE3XUjc0XSpFNvfAADBVIn4TGptHrbbkjTDvdRtAocIB1TlIoVIt3Eb29DkTb3A/lIl+9EcSAE4QdkPoXEkjVRNAnsHVI4XKR1NDy8UYXc4yPHvaAICkXRVIw0gso8eHxYzcU0gxQcLm1VVIy0g51IlPSXHUW0g8NI4UjHcVR0g4NIh29Q1I4eBYTEdLqU1I1/fK+kRjqVNIkUdMMXfQEfvfRP4VI6M6NAA/e1IjhgG1I6fffvyCVIwVI7sg9tgVnPUVIvpTNGoI4XOVoRPPQUcMMXWVIjg/LwnPbPX1IopIDGKZ9qDs/TQ/BIMVA/YxQBw/NtI5a9HNI10g1QGVAnZkTbsg+HwQQjS1IleoEO7O+NCzvMtIk1I2NI5sg41wANIl+MFw/AeYflqUNIyltMlQcQnXhNbmoCsg+9qCQ/Or9J0mbkjV1IvMg6+mYX4T1Ihg/MRCYdIyrcNMgsdIt74Y1zU0g2YSO9I3UYMNIvtIgArErDQfPUQw4fPE7mD9IVRjFt8K31aowNBjFzsZ1/LkwXRjBj8BrgtQAnd7Qx/a9AXLnbI4FbVWXg6hjIDI6v1TD0SrnNFIAd/dDI6n3N5CZIaJ0EFDI0QQ+hzQqFAqpekVdWPDDIrG/K+RLVjVDIljNCe9ST3JDIqlAUrnKDI4bgtqQcFvf/gnCuUYAxDI51/YuYe97NgQrr1AjI/LWHz/T7yAFvXDIzjhbjI1H6Tfg93pMMxe5BUjIxMoFDIijIymInezaQQnpsWBjel1WbnOJOBFBdG/P7nXp2cM6e1cG5zYRweDeEx/H5zcIBEjIvX1I9Edyzd6/VuhB//PYac7gvTKVYaXWNCHgvxjW05UaVJXOfuCA4TWO0Rc5LPBRzI1zIt3Q4SoZapL9w/FRXzI1c5A4TMfCDzI5YZK9bILIv9w0e4c4EIZjYCqbV1dr1fXnWTxQClWbxaQdYCqFMVPYEKzIuGgNLIsWwe97QEQ084EQA4CqDEHBctDZjeCqZZ1fV5QDIj4QjqVds5ajebu/L3g8l0cr1RS8WddPLIp5jRS8EEHPYEBDI+3XHMVdLIoxjdi8LLIqdFfDeE4QhL1BLIkoQ7ilaLI0DIwO/X7fJDNKVjHrInSlLEEBz7AbIrEEdrI4bIni4coFX3YRS8GMtZy4PwA8GbRrIgpOeDeGrIqmVVdFDTxb4Q/bIzbI6hAnC1JVZZrI3LIn1gGpjTLImbI5iIKjIsEQybIxyDXiVPL0QwA2LIs7IiOYIKzP0EdtTXa2IbI8YQ8CEV7In6dKcVR7I0M5O+/PL0YjI81IY0bBbI67Iq+/VdbWy4C7I1oQuCuYrIwHI5sVOjNcrItZ/XTg+wtAhIpcNe9jH6RUKQ2Awle9M3vFSQyRJXHI3m7I7Gb9qLGHJX4V7PHXvCeAsgwVDPdZVFXtCuqEvHK9EDXtMDPJH4CnIlDPNcXdnIryg8zqCdwuMVN61BjA/4/MAwrHSYDAgjPNy+NP9foAxDPNlqCcbCjPaX4PULUXIjq+BPvOPwpZbeV+eWNG5sf0XeXvU5GHu1DXIjnI2QRFXIl9PbabAnIq6HV6ZId4QIjB1zLFsKcXHtwmU7JzPcXI0ipTjPYXIpNzc3Ije9AXI1MEBQgDgnXnI16ZYDPLnIwU6HMjCnI2WZQXSX3I7CBXq9H9AgzPdfHZ3It31N61LNwvG1IXIw34S1zVTPZzqS3IxTPBXIlPvIKyZXIxXI8PIr+1WPvMTPdfHDXI4TPLwjRmNP3I9u9QGNYLPElqaWNZ5UQgnP6HSqQu3IjIjaXInjPLHSLPvXSaNqrWn4EXInzPDdAsPI2zPQgnd3I4vIoPI/PI8LPMm+VKYc6Qtug9HqDXI5LPBq1RxDBX1QfIuvI2PIvfMKCXfvIuLPCtJaX4UmHJrPOnIvMLATdLXImmwOxtGrPP69QnIzfI23HAl6KbPBVACLdHUEfQjPfIoL4ClIkGIJ4ZQ6vGG1Q/I4lATGxNLdWbPBlAu/IkbPRO9E/IhbPSLIwYEB/HDbPfl9dojHzw9Z+fNImeHUMVUfHf/IlAoWm1dOHSmQk59C9qNPQgHPE6+IkfLPQn7PffHSBHa71D7Pczqe7Anb4PWmYYjFTwwJIRvItNqHhPKAo+N+I7A05Gb21VzA8HPEAolWQqHPXB9fAouHPPAjSU/OMVG94F+9YCLXCVaXPIgo4suJG+f/IhMrcDmLAjLHPTqgjgopOQ+Mgi9qLHPVnzYuLRi/XhtOxvAqVHNdHZTJ7/VqXDGIk7/IN1MGbQPJUElDRHKUlJR1S9DUvJQgQullR7/M2rGgEea/N7/MR1Vy1JHhAWrKQon7/PR1f11PQo0itWhDLWTQMlDllEPdDP/VBvWQo5WfDGIiT1Tp1YGbdUldeSKMAVwgBCnLFlbJAJpgnguT+bLH/W0ufzIsbfWhEHwo8xvGStTwo1FlOCvUwQy/I3LFez1Ep/OUJaz1Ep/SbfImQkQohivEejGVlSVXGlHF7fNNTPfdR7ffzYLIooClRPxdIooClax+DOI5cPWRnPn/afrAP2Y7fcoohA9Eoo/hEE+/G+fZ/dKX/WWpV+lbIomp+NenfurTIotoo7StVYWUddJTHAefSddKAlMSveZIgSlax+TE9DnfPhvW1dcKlBSvdZnSYo/wEFlnBqtDA3VujYYos/xE2bQLHZ/xToomhrLW6Dr1BGpZooqLHCl1RYovpvWVlOYozUPDVlbVDeylPYotkna/tfysVE9dylXqsaooxpvS/xIYovzHaFXOPDMYo8RvJPDGYo6xsaKIKv/VA3Wg9R7HV1PFIop4oylXKtde4otYojJvDYoqt0LYow4EMg9M4oll1AEoxLHNIo/NDFaNQ4o06PGNPVLHLVXdGDK7HEl1XknG4ogSveZInhrXEop2bC3fWYolYo03fZYoi2bbSPMNXDr1LyvEkouNlK4ox1DZUlRyvT49BkowBSIeIiygGHHSKaCpvHRrWkuHNlFyvI/dDHIlqgkuLWUjRJmWp5OSyDmJE26Fkieu0IRKTT6TOWf8cd2+bIlH1qWUo/C5fyhCUonabHUTKglKQYPMgjpmQOoJ1MFT+cvNJAqAaoQ1sPUorjWAq1DpmTSlRUo1ubGolH02E0oohzdUo0LCCVsIWNFUozVtYW6GUokagqkpF0ow81TKhR0o3NFBe6EUosL+EeQtfNZSYfjhLUo/UojJbYMo40ou6GHFLM0olorGwlKMoq4rXFwy+sUiuKkrTPtBUo0eVceYXglEiQNUIY3EQIdM5cZ1tRfw0gpE6QfpVEvtFMo/PHU3tYsohrIXQdW28BAnPQow+gF3PceYBCnF5VVewTvtCKgRsov1LBsojLwTvte5bcfAZVTLF6LRwJso/k6CGQbsohYRdsoqp1Nsogcot/I6AJOk2ILQaWxfFJHdwdGUZ5wNwJJBEX4oYFsc5rFc0dFKDT+CO6K8OPxVZKSRO6YdOXVvTFmfc0ZhTJhoXGNHSGeIcHBoXlJOIXalsHxsNZrbfgb+yXVvTGNX64aBQBag4WFZoOCjFbconbwNcoiFsYgJHgYQ2grWpHstWgSBOghjzI6FQ+gZz+XXhOItGVQQm5ISTDtBcCogagpDLVcopcoiJ5X5maCoilscUESe6dUCNIQdlJNWgX2goAqZwJCzkGCo+zDS26D8oxR5BIEd8o+Co/i3EW6F8olaJf3NLt0AIiVtFYwJTCo6s1c8oqKKalsbE/XgdVZ4G2AQm5HRIjtBMSoWP9Rio7UQPxVAiTSW6JCo0sqRVJcw0H8o0b9VO6OcooioqFmHDcS0g6t/FusSjiR1sXGpOkpeL0U8opSovmFRv8UA/OSowe6NYQZiogPrJFmS7oNJVDcoxIMapTYSolYJHEYe65P/NVyYN6kH7ERWNE8ojg/FiouDnb9Irb/X9Inb/Z1BVITVf/EOsNI/Dyo4pmSRBMf/DtBPX4JMDd+dSiDXwHE09C+/I94byo/yovRBNwHSW6PX4Y//eEJOeQxIHeQlf7ZHkApTBcsDFKowoop0pdKo33JQzGS//StlF8aW//bhgwTtR//Us9RZYLsDF6bARocKo5yQ/+vIqon//Iz7NgDAAA8wo/jDLJBTkPEhBLKoio/cAA0+Q3pHNp+aQAI4HL7+WGQ5AAv0QqCGHqol0VDz1W4HVsok4TYgAkco2GQnH/P1LZUJK4HKaoweIB9wzFlSG1RYHWIo76IJaoqOTKkleiLPQAxUtKbdItTTklN2GDBfDWLJkHF3wwe6UhQ/a0Y51RbgxeIBA3f69fwAllJEvAsndIu/DhbZEHLktLjVdEHA2/JYg+iVXW/MMlYM/O5mGHwxIwicDSwAtMtO7dc+fZ9VMk/QI3McQ/XwijTdjfSIAzytbqXXCVSr1dbAmQAyoosPdGgolB/eGok4AnxlCM/OB/T7dX6o4PNdndQdTf+sGSDVu/Bh/BXw2Mwu+sUU/GtTNBbVW7U6oy/JdndCB/THdfaomxFA4A2mo/G/IwAzL1ZsQ5iVMU/eQlP3wwgffVleRSSQAu+sCCaPLdF/NaM/by9YyImp9Z39BPYEuwqmbPFIkuAacJNEg4vRKWozXPH3QufGG5YeLQIEgwwABWo4jKeAoVWotEsNcJOEgjGQjbzREg7GQ42olEgucJA6Yc2o9lAhPfHuwhgLbEg/lIoOQuIQe2otw6dzSaffZa1W4sdzSag/Ckg74sXGDOd3QUgwnRBrvOVI3kgqnMOD4Fkgm51Q0JXj/NVI8Oo5mQuSpHkghbSInYRsaXpyGkgwnRMskEUg3/UVyRO2oiUglo5dcsBLMLlI2Ugm2QuqYBUgm1zDzlV2op1IwvuBOo48gR7vTPIZtxIOQvugL1IySIdpTeRwosgt0gg+wobhU0g6WMR0JSOoj9I1Ug6HGJvXXtInuouiQxxDR0gjuo4zMVOo0dIw9nbkNLeAWRNa1QgxNTOoprmPSkHdIYXMXNI470dKRcT4QtI4uoxa4Uuo6eolYEaqRWqgVRNZEYcxTXOo7eo2r2QQov9I2DeUfPUVdXZQk93RYWKWkUxXA3ZNIo2+ookge+o4o5ID3TXzZfPOK3IpoT4vTF1AnQWQvQj1dzobV8H93YAEV+oj3jVpvUPPTXzET3CQEMD3ZqDK/PPgEU5Q9/PX4WH+ol/PEEWXj3P3zR/PU0ZE1Q4vjcd1LD3bSJJuXWWcHVQn3jT9aS+ouFQo7ZJMZBZQoPjPhsPBosUTd4gF1lbBox3jWjldBo1PkZj3SjNBqRQUTahoqN1ZxgT5Q7j3T+aJD3VBop7ZQEuG1Qgho3AWDgPVILAvjJRsHhox3jBr/CAEFmkRb3Fwo1kGIvgZT3XT3TnWeWIiHZcP2YNQ6pIriaFT3KhnZRoygvHlsR2IokwuTlVgvXRojqJTT3LRovRoiMAgxo0z3UxojqJTRoqz3MxoytQ1p1D0fcsaIQvXtdMMfbz3Gwol2cNrbH/jT7NE4CXsfLxoyp4Y5XRLbanMKKmAJojcaAXFULVU9uZMfLQvINjG73RX3FoIq+6P/UX7YZxohd+fDQEEvJHQMHNAn3GyJMJozHNAtxAylIJo2Z1WSuJ7YZwvRZXBsfcdZVLVEJo0PjbcoO+6A73UJopFcWF1En3Cb3ChkF+orkcJ14AATOJsDJo8IvSLYQHNHJomRo5ho3jwDCfLb3dJo0HETJRH7GLpo+H3eKJdwvLdLcPECYTRponVdTz3NwTZWIbhoyAUQJozOJQl1PRJL+7UporBosZotwvMn3VgEOCfP73I+SZpoq++On3G5dLBcBTLN73OxIu5WAe+c5o8pdBJokBo0XfGJo/ZowqmC73Wn3HZo1ZXQJowi4DkvcpogQTYJoqVYWrRVogRgTbwEMCfUovFpdW5ojgTPimcKWb+wWH3KZ5UvtfMfWovM9aYZvFpoj5o7LNdpo+Iga20EIEPZo00gf73JNkNbbGQTVZojxokreBQTOe6ev/fJgJn3IlomGEYZo45ozt+V7bR5okpaaH3CYTHZo//4VxopFozYWJZojcaPb3eFotZoiYTLH3Kv4alo4Fo34WbeyDpo8ZKOOSGCQdEySovLdLfFo75o/John3D3jAGdXZorTMNn3JX3QEOOFQzwQ/BnedcMK1CEvNIzM6KOFQ4X3WTAMhou8adMtXVoq+ouFvB2fQ5QzX3dysK33dFgN4vX+SAP3WX3RVo/CrQdQnNZcjYbX3P3ze4vejmUOUZnzG4vY72IogVILHVo433dVonreQ1o4ho54vQNot+oie/K9aARo533fNLB9gERooYw4H2cmUCRo2/TGf3Znzf5vX83HUgXnzFNoiH/RhosP3SjNAf3HBo++sWWXCxUYgvEqsLVo0Now3hJVo0No+UvQYOfBogNo3No1JRRow3AWZ1ouhoqEow2MGNoyto+1o9QLJUvLufA2CUogWSvZLoHP3Nton33Wn3IdlGX3aBol79B2fPVorntYfxEto4PzA1okdos++PoTHFXf0wa4LJI/ejmPtologFdo+TmFweW+jBdonXxFMwB1ozggJXxLiQdv3B4os28Xhoh33ONo15Qrf3D2fd1oj3jStov1ojpo+p+Yy0XzwHtolDaKv3YOjNhzfFZUioHBoodladaKhozGgFkBTn3TXzaow3jadUcIDonB/U0OQtopoTPuFREMA1Qof3HNot9ouoTY1oixnelEKDo7LNe9ouf3PhsJNo4PzFJ+RtoxVrYm9WuTTTVJKbMOtCmnJ0sYCpMkrFanYfRJpeJzIekVXMGMODA+glbVDSbfq4eTscR/QDw1rIWY1DSbbm4ToXWaXRjokq4BVwPUzDuzLo1Kn2TaJdvFO6Gfx/YIbLo1Zjo4oqMa4L6JEjoxfRU+tZdgqdeEGJb1gr1eKODejo1zdMFDE/9Wdg2deOcmCzIdjovbadZILjo04qDTo5vHBVgwJ3ZW4ITo41w+4EN7EXf/KEjAeTNUzM5Da65FanXNeHG9OzomszZZDQTom1NY13XzxCs1ckVOpPQabBTo8IA9Y1ALo/5BEGJK9UckVBzo6E1NwojJI/5wzO9YFsEgA34gj3QvWo1AA2Lo/cQBAxDsQJwQy1BB4ZOLookqLLo1Lo7AA34gvLovAAyKQYPQ/lwtAqWw3G+3EtGBT+JWIUjo5HbKro03rKV+OrojMVDNGKrosAba4Q/K4PDce3rHKvcWxUMsZZ/LXQaW4Zw3Y1rPro+W4EI3TqLZu/G41KB3Nro4S1V4wbk4Zros8onMVUJ3ZmxZgA3++Qm5Jbort/FOVOQ3X04YeFPMgmA3XNeMUbRrohMVFl+Fk1ZwVA1w2+tfA3dgAsFlS3IU3rA++HBoZUwqeFcbok/rQ7onY1DjVXNeZ6hLgDRIAgavHw/XVdcf/VWxDYA8wwG01HsoYozbdeYRGFOoZK9EVjN6NLK4JUkYclNAaQaJSHoqn1aHo/vKQFvHfIebrJ5ISseSUlWSsTbNKZtb4VTg7FvFRHooeNNAqJINA29PHogmJVHo6kVBGNaW4e6SPTVbHo6Yqf/6XMlKeNQEqCno+xYKnokoJXHopnogoJfOkQvgVETGMZbPPXn1M6/T64EnorNIXnojIqSlvcg7SEqHno1d7I4gYo0NUlLMbL4qT1SDUgTTTeYqcAkBETdbrEG4Pz0Q9IUQPK64PsGd29eXoqa4MFsd0gaXolVsZLGdi4OemDHognopq4TbQ+W4U3ouXornoq9tSOQWVjGHWcno9dQPE1e3o0XorHo1NAPWxS3o8kTS93CTIE+dNnWQm4RHMK3orueC/KKXo8SjIPo0nonUI/m4WXo8kTaIZVMGIpPCHVOfFYXosHSDHoyXo0nowqjePFKXombWFkgf3ooUTdlqL64F0laK9ffKCLEFHVfPoqOtTXoh3YNB/aFsXXok0gPLSPAqQ3omYgHQvV1sD3ovRjE3ox3os3ogqmHcgWvo1ETCrFK3FHnorvo+q4S3ozvolbFTHo0no/jxLo1BnohETXvohIJdno/xYIJ4dm4Mfol4TCfoxkXHvowfomnopkzJx4QRYUPonKgNfo7FsWHooa4Jx4ATYc5sN8dBFFPnolvouXosi2RZIRvojx4Zvo23ow+RLfog1sLPo68eGAEDfoqvos/o9G4FnoksTAZIe/okgeRNsMoNLWTL/oj2bPINH6bS/ojmtbINcw4WhpGaJTw0D5lejBR/oiAY17VW/o6VbHWQ+2TGS4IbqJ/ol4TLgxXm+BPog4zb3o3/ozAY/no5Ew4oDEL7KoAIOTWZAOlDAAUB7AVWgz4bX3o6M1fRUKcVJaWawtWLveIgk1jOgYrGZFMVWgY5lOdetHSlKNxaMIvfdTnouJ/F0gAbIoRJB81dgY4kHGHWK4g/gYjiqbHAIQY4eZXv5bmxXIo2rScs1JfkHMVWrSe5lItsEEHUO/ffKSguSo5CrSWLvFNdLQYgAUPktNQYqOtfaIfV1JQYgs1CfVWytOQYoc1Z7XAylaQYv01MQY5L+NjtQTVVkTcItZgYjgYkiqTc1Q4QpwYteGVsrMeXPLSdmxWQYlUpaFsOguG45YrSZW4DQYpHmAh/eQYxkMD4gmpQ9A5OEQsPbOVvcUQ4FDLJbGyfTZDJHDSiRAw9CZDE+bTEQ6uqS/mCkQ4qVPVvc0Qtc2XObHN9RMnU9Q9ObMWAzWDcoYvmAo2jJiGf19JMfaubUe+JqNSseML5BubAyVQQbXAZDkQoJ4LkQz1fdZ4boYt1fI9uARJBebO9pFoY4yfJAefwmRIYwduWkQtifT+zXfMB1fbq5LxJIYY79pE+bfoYwwbNebG5Dd6WHUQzoYjYYrebXUQ6jBN9vVHrCOJI0QgYwhTBM0Q6YY8dvaLo1phG0Q2y2O0QwS2DLoh9hK4YgU2EBbJCnNefJLoi7hT0Q64Y70QzbRDaowSNf+bKU2J4YmJjb4Y5wQz4bEV7Qs2fMQ/nTEAQ6kTEEY6AQhMQ69faEYvcQtGVJi+dF7O1DNi+dBbTMQ5UvOJbffrITBAebe8Q/hpbEYqqgwjQeeguaA1KBMRbLN1ewVHFDGVGKMQlKVT2HQV7H2gQkYvKNcS4YcQmkYkDw+EYu6VZkY4dSADzaeeUKgvAfWYzAw1O7QlYzOsQhEYsLrEEY66AgUY1kYsI9SSg1EvEVGEqNA82comL57Nc2SqNQcQjjfMHQwUo4zzJllahfM2uWhfYymdpQR97fxor1EHHXW9/Sd+Z/A2cvR/4ThfWxla5xSVTfRPGgEIhnARfepvXpPLhfF9+E/Amevefwa3XNr1RP4axPXlTN0YuxPKRvCapJRfVF1EtkHsvY+fXbuVMvOB1dbTFqdOzHf1oPxPL11PUYwT7KUPE0Yhggs9Hc0YksvS11a0Y/2CTN1T/uLhdP+ozClTAw2RoryMVxfWF1QTTTJPSwo0MY4j7JxPZ0YgD7ST1f0Yzd1Ci3F5dYsYkZPIMYgcvLwaRCoL8vH1HEmiScvetHDxqeJfBMYiMYv/QhJPd/4LpPC2pE6kAx1TJfLdLF5gYwg4cvMsYncvT0Y+2A8ZPKcYm1ILJPCcY8pfPj1SsY88vCV1HzTAFTQZ1PsYoAwkilbsYh8vXZ1frTZ8vTnXVJkJ23DPXVilJsY5vXVhvesY4KwkxAgD9QQOQCvXJ1TBYOWoqgqEp1al4SZfTCnW8YhCvVineZfN7OQdgD8YiihNZfcGOUxvJ2I7efRh+bZfR9HLCvcdHFqkFxvN5/SDzaH7YTHKbjI/XEileCY0/XcHVH7jcVPGTHAHjEVPEJvb0sJ5fLCY86nZ/XHKlRvTMqdFCYrnTKlPUDHLrwbivfF/IV4QFfDc9DJYEwwxJ1eUbZBfKvgxj9W9TM4lBiYwdPV+YTmbDKlE6NHFfCXfcHjFA3N1HRbjZFfKbBQSY49TBKlQiY/DTE3g7iYiKvRbHNtjFw3arBKHjetPObHJ7jUlfC+JMqnClfZYlQr9aagDClRj9ZQ3OjBM7jOlfC3gj3TEOba8NYhJLFbEyYya6Zcgox7WB/FfVA8NbFDD/7HgfDcgx/g/cg28grHeRPJOI1Gx7HQrTfVFcg5RRLcg58g1yY90dA8g1hHPveB8gwlzYKYvyY+hHDCggCNWh/dzlTLNQ8oXifQ0mIA1eJ3efwJfHYCg5lzNyY7cg19DaXeI8gh94DmIxGmOqrHHYQPdRGmMZGbVMWyfH8da8QjyY0ecCKg0x7edxW9hXJg2iNElNBB2cigrJ7BxJLig/Ro+qY8/WO0rESNMTWTqY6igqlDJIIfCgilNfqY1qY8xonig9tffqdfigvqYxqYq2In4YlqYiaYz8GYU0aaYoEYwZ7KdfdHWWFYS6g69fcBEctXCUYj7SIGrQ8Q7GVVvkQI1aUYtnWOvpOUYw0gf2gvafanWVcoLeg/rQw/tLegvV3M6YgVGLw1SZrAvkYJbBdfNnWSC4cl7ekYrfYFRLEEYzaYvwwNKNAsQpRJGKYq57NGVIGtUTgKI1VlNUdMZcgpGyKN3L+KT05Gug2GYj9xRjQroI6YfE/VK5FXDhNGY+cdPuPC/VaNaPEQ2yY9ohOeHE8NUipaCLA8gl9PITmTCgq5FQmYm/VSmY48NamYgoHDrzCmYnpJRVbSgBDjPD8NHGY9zbf8Nd8g/MVUVfb8g/LgE8VVtGf8g6EHaCNELDEoIuLwjKY2xdBCVHgmUJ7bcVBt9V7YJgPfmYrCNQ41CJgX/IhcQumY05GRKNNWY2enHqAPmg5qiaSKJxISiNRwPJ6vJ+bTzYR16I2Yv+bQ2YibfQaowSRPZUU2Y/WYyg1Q2Yu2YhWg8OsW2Y8pItr5WQPKlGD0Qyp7PZJIpgxg1KDsB3efCgEro5I1Fn4LNrGF7YOYnSNQqNFn4KQ1PaYkkJahPaKNdohChPYRbL/1HWvEl7Il2OAwaBbKaHHspdOYlpwWyQ0hPaskONkPjbd2gyEbeOYumlIOY38pOObFyNMOYgubcKNG7XT2vXdwiOYsTbKcQwV1WyQik7exbQ4PTL4OxbQyNWm7cAfal7BIHD8Nb6yPyRDcxdl7Q7Xa3QWCQ9IkVm7RlrGyg0ipQd3UuY9uY+1vCuYxsEOkY4HXK2vIhg3XrceYujafkoxbzT7As+PM+oxh+XMnNt5YIJPeY9K5T5LPeYxwDP8nZM+TKhIFLH+nCwDUgEcaHaBzCe6KFLU0TI+YrlIDsnd71PprF+Y/dtVFLFNw8H9dlRLFLS5vW8nKaNcLwmlLSVLPQxElLWW/OqsRDpO+JE8nTmXUYdRIEctwv+Y9C+XDAwwTNcnV+nOhzVmgZ5LWUbLlLd+oc1GcSozQ4ExnBZ+ECnQVLCfTEBzWWgH0LOmaYW6QlLCWlMhYk26IcnWjA9dtH+Y50TfBYl8nZx7VADM+YuAzEkpPeYsnBQi+dVLPwxeKhQ1LP2FAVLFnQ5XpEjtCCna2oDMTYRYmCnSmHThY0+PV5w9j5HCnRdEFCnMY9epnKWgxCnfZuMW/P+sORY+0EPTvVCneRYwinYNLMW0O4YlqhMNLe6aCNLSinfRYkrooqnGCTWtLWKxXiTWhFZina49S6nCygdDLBxYxdIexYo+jASnaZ7V4nL6gWdLYiTSkHe9IdL9ORsSCpJOdBrlBCTKxYobQgGad9LcKnSC+FCJLxY6xYkjwzObMynY49BxY0qnFDLMWaalZTSnTzwjPHdynKjwxWSZJY649ArgwOdGiTf2JdW6XinFfBZbjASnU8QqaXQtLNiTZFUE26PDLSc3EO6ASOMLwmwxGW6TdLWc3YW6XynTmXCcRHb+FcTdbFBjLF7Qrv0MpmfpYxnBM9LLynAjEIYpMTzKuFBe6WjLcM3T2sRWNRpYpFncgoTAdOpY2uFNJYqtLVlnWZYtZrbxY6BYv/NEpYs+FdKnQpY4SqN4A+hncm5aDJXRnDQ9M6meUHR+nRmsVGIEOlBR7PQqH2lX+UaeSc6JFrgSGeJhI5stfOVd+gV5Y+s/WYEaAseUHD+nT+gUNdW5Yv1Pe5Y5xIk0Q1+geNJBxI50TOraXRYMZDABYwYZOTgSGeUJI/7EIhoACAmI9TOmJTJJRneFY57LKrGZI9aFYpuSDRncFY49JM5Yv1w+a1eaAiw9AFYl5YxalNEQvgpT5YnFYkxnOLaIjJTFYp61ZUgMxI2mPHyoc7XJFYrKgR0OJ5DOFY5lYu9XSqlAWPZM1SHXDxnLXnQdJahIv1PbHNa9JBJnCc1aMgF+nDQ9GVYruVQJIy0TBVYxFYrUQ+oFb1JGJneEQoU0WlYrxIrVYkY0BGQVVYolLFCeMLgIdFTRLHgWfZ4ZzVCw9c5+W0UAtnfJnec+YKWAHGVQze1YpbedRomcxbq2Sp7RTZQpI51YoIom95beDWrED1YwpnCYEANYhpnVQzbbndT3epIwpIsNYnwotFwmK4clnRT/fzMDhlFcTJxkA1YzrXC57Bg+ZWDfpneZRZNJTk9BctG5YzrXQ57NaTIjJBVDdCTSHgenbbNDZtJQgrPelXE9SywOiQPVDEHjNrIstYrZnS43XTJQ5IsF7E0HKZI45nLNYjtYtNYuzMZWDXZnZNYyP3D5IoF7WcNCQWO49Uu0QFYv5I657U6dI8zOFnfHZRjJMaeIl7aRpL8gBFIkOeSJBDVYsaeTV7A/1S/jBaeP6VGnEHTYDhlDl7adYjhlaV7WCBHwDUZnNdYllYtk9eohZdYq9Y2UUZsgYlnCV7PQMTRtTrXE9Y8pja9JDVDV5RTjJN+DRdY9whS2DWGDMraWtYlu3etYr50SlYvGeNiTEDYrj3IdY1F7M3aKZI/tYxSdXlnNNYxl8TtJQFIiCTCIwWjJM5nGwhIlYqDY4iTKHZddYo4ovtGafpJZI8fdLPEQjY1pMfF7dWTSaeBlnKS+a5GU2DLzDXaadDY+ZIg6aVjJN+DTdY+DYvelY49JEvZ9YhaeJV7CDYoZIqlnXjY49Y7l7GDYxNYvl7NjY1NYqdYpDYvjYxDYp9JHNYzDY0P3HlDXk9XDYy9Yo0ndPZUjYlEopFnO2dcWqQUnLPEX5YvelVjYmjYqtY+57B/ePYvGIY8rQkWIlSQvneDhHLKgEdDRmNazYsw9R/waFNKi+D/3ZU7dotSGIjhHGDw5dDWzY1dDEAPWq1JzYnzYxjPJdDHdDWyQ3jrfzYwW7ELY36IsLPAFI4mI1aQjhbbAPCeA/JY+xxW9DKiDHLJOaWfMVd9Dd6bC07LzQ8lSbhEU3w9XvAPdCJrBLY2NSIvI2LYvgPA7dUDDLgPMLYpc7C4YpDDaaoyPfQJmWGQlpgyIonbRdPdePQOvdQMwGQPHGyUk6FrY73AQ6DKkAKgA7QPWexHrYv4nOlDVrY1DDdAA8covTDR2jTJJLvdeujabYj2Ix1NbtGdeIsxFC/vfGDHAozbTQfdCPTCwDGOIsZJKrQ8tY/9PSs7cZInOYqTDTmQll+MMnLKbGJJQEPBbYu/dTMnBkJPGDZBI/FrFreeA9cMne74BjDeujbdGdYPRmQ/x+JbYxm7Dg9AmDa3QHjDbFrBvbJGDWFI8eY3bQiOjIbo5qDW2jUdGSeI1MEL8nAU9XtoV6ZYU9M2jN5+IqdcPAVmQ0DzMujeqbQZJRE9b5nQJIToIlUY4Qoq7NQs0ISmG2BKgfC9IKporDbf+jRYfVhoeYfGPtcFdCgEUEfAh6EFo7gfAljZGyBZIzEfLY1ACwsRRXEffI1G0fBnYyUfbwnJpolzbco1cSwhHoE4fXVlPgfC10C4fCXpa6w/1oMZwcwfAofX3kLIfCnUYiw9GQIwfGXYrnY7FYUtbWjYfEfN5IytbYo1UXYhzbKIfYUfGnY5wfJBcTqwv3ofXYgLYBCw4DobXY3jYPwfQGYdXY+3Y+6wxCoVkfODYG3YnRuTdbXnY8LXJXYzUfTDYE3Yy0SVTbN8ob6wwPYxBZY5ImiwjxqP3YiIaTXY8TbBXYuZQpxoIofXHnYGoctadXIXWIq5bBZHVPYxaYy9bX4Y/t0M2I5ofd4Y1D2fofbEwkiglZHTPYzphSK7XPYovYtqYlw5f96K9AJaKeWIitjOvYlKKOxoi7NKaGSeyWtQwcY1sfEPjNJjaAIBsfHzYDV0PgEMMffvYtM9DxqQcfF2uH3Y0fYrvYl+0Eh1Tt3WrRPnpTXYwSoGNba/OeZvM94fTRbmUYSw53DfMfefYmgfR/4DFo8tlDQubwEUHCbTNfxMXUY+SQF84dzYAfYyw5PvYnTOGgfIeSMfYm8mGhItrEDgaQHVNdTTvY2LbXDdHvYuLsLvYrGMMAaPCyUcfbSEccfSd+IPoazNNrLYxQNxIIXNCCfS1LJ3gF1bECfJf4V8fF1bPPSB5dXsfDV/MawyfY5cfQGscJ4WfY1Y1ff5SYPc9+aA4lMhM8fSf4KCfJ4pQg4i5xLjRH2HbCwj7mRrRFaserXO/Y9cfdIiIjQt/Y9sw0zY+DbUywp+WZgfIZ0CWIwEfW+rMaw9g4gY1BtKAIRZjSMnYtaw9oKMnY5kfJJYE4fI4pQyw6YyRUfMGkUyws9cG4fOQ47CwlYofKgT41QxQKsnCrIV4fEZte6wtm4PIfFMhNawiQedjbAzAGiwww4rHmFIaXywvg4tEfACwvg4ibNanYyw47ZUbiw0Q4uEfTlQuX+VEfGxUfGwq4FLQfIJUa6wxIKO4AEf+YiwxPIYjbAPpACwmClBNbKucEWwpnOUUfJqIHcwpw4ui5NUkcJ4UI43tbG4YQKwwI4r45V0UcQ4hQ4sfgB2Ge+kbJmWgoB45HDiBCwgm4KPYm5tKGwPNmQkfKDse6wvg4jeYlyomcgraonuPJuAkCnDFsEFzZBA7EJMJ3Wyneo4tNjdo4wxgBJNUuAw1GDW6eJ3RXWb9LeePZJ3Fo4jigQlzKnjCNBAePFCovqYQ8NWmmVGNEunEdjRGNdDwUp3deA5Y4ryfD1zWWsfJ3byfU26WY49eHd95TKY9nuYwJfZ3ctNLlJIVzPY400teVzLp3M6onp3De6Jo4iJNVY4yeiIZ3aY4lEokzLDo9fq/HNzXBAsY4q53fgteZ3DY4vpzKHQsd9eQtQcbb2AtY4lB+CY40Tg3Z3OpmY445Nfe6NHdwDJrQE4pdiXzLDY4u44h6TexrFE44ZNXBAxE4oVrWGNOE4/bTFeA+iYCNzeY4/KPGNzY8o36PFB+WeA9fcFSfVGNf445e+FeAkA8NibLBAr44qF3Ji7RQJZMLD+A9aNdE41HaRF3fktZF3BBA0E4/0sQF3UO6MObLBAxooMObWJ3WWsIl3KhAmY4otfZE4nuPGa1IDrI9writL3Q0AJEV6bdg11Y/PJB+PWIoiiWVQPFqhVU4gprKosIV3H2Y9U41U4rxAyZsd99NxAwmQ0FPJllUFkXDfEE3A/JSafPb6UBPadfUylJ04wh+eW6C6GUJAhJAyFTFdfM6fY+sddfP9zUPJQ13PJA4hPU13d9zeQlA9fAM4vRlMw1W13F/NcpA6QlCy/S9feUovS/SJA1d1YOPAc9QwdRqNF6fFpA6PJB5rHqNDhPIrLTGNDRdCKnKGfO7/EhPQs4vyvbVg/aNNFTZFHczTUs4kDfZ0o8KvBjg79LZWOZjgx04pyvWDfI76G047GfLFHe045DfcUoijfDXTQPJAtNZvYXs42lHB2NK2PMTgpDLVhPejfIc4+Tgs76D04zN3d04ic4hDfGfJHKQAt3AVHWaNQfTYVHcglHt3GvTImNLBPSz9WM44lrKVrfM4+d3YQlCy/W9NTs4xSvG1HP/NTM4xLLdmNRGkM1HQd3Os49lrZ84iBPZhbEd3PVRFs4jFrDFLJFTOd3TvTY+sA1Hfy5Tc4jFrE84pqID84+xIl847HLLibeDnSEA/KVH9jUKPYu3eieJxdXD4e7pJzjUKPIl/QduBM9ZvmbERAs9QUUEO/UcuDKzX6UPjfRfoaizVNw19BCKPLklBzvMCA9TVAokc2zNjeLFjZE8YzVEvrKnARGnVh5c1Fd0/JLGcC9GljJi453VKh5GGoArSZ89BKVfZid+SIS4/jBDoQtW4ci4mS4PbQGAzTUvAt0QTXQIaFw4FuzFi4pS4laXLklUy+cyzfEAyJ5cN8KZ4MLefepbxdMqtLC436Xb4bNJ4dGXB23Fp4XAzWgzBTBc6XMF/ciVGJdMF/HB0e6nKy4l4vB6Xb3gh1gJkAky42kYwWXQy41S47c9Bu/Xy4uIHDgQjS46ozdS4nS4kUHPR1VI0T/TVu3IQ2aWXaZg4zfTWnC5AkLBc6XJC4iy4t89ExRV9BdGXBu/ai4jCzeMxFLfaQtLgzaK4lvbLGXOK48awyxdRjvP9HOy4yyA9K4yTBF0AnC42hpWq4zC4yq4+UhRS40RgM+zNtDD54BC4gtnBprUhgfWXey4I2XYo2QmPPq4l2nKXVHq47GPAa44a4plDCqgQa4iC4Ero/mPAtDD3TIWPG3fe7jcwzEilPNLcwzJ7fHSYqwzZp4AvTWpdMx/MyBeZ1eOnWw2FEHT+zcmnbnjNLGUHAqU2H9dWWPE5AHsAjUpcOqB8Arzwjp4UUwMIzY8+fdAMcA17fYR3Wzwm3fSPsdmPWzfFqnX7fRenCanVOXFcAk8w5iY2K9FwpMZgl2PIXfG4YYozPcAqZ5b0wK5QCozWnfAR3TLEAopFG4hR3KU2e4zBuPSegcUHaanFvTT+XVbffG4wbGK6BBXTG4zch/XXTfYzYx3QQpO+XMGAjWndtTIGA0G4geXEm4tSYhYzDa4oddNnfTa4/ozGGBZa4nGAiiwuHjZg4pjQ3eYwRYyXdSCo0CnSXdBusb8nVdlKFNQbvYW4jFee6NS+YsUGLmNMFLKnhWs4h+Y4nhCW49snFXdOXBYVJbhYpdle6NS+Xfg+bCog5ITaHJoYARYnHQyXBNjA7WgAMLFUpTAdPhYmFYNJYwhY7kAy243BYiVVU24ghY7lLKlYEL6XMnTT4IWNb247W4wlmXcnYiZA+YvlLZ3MVWNR24xgfEc4u24qqNTtLChYwA+YTTXFLKPNdOGM/tR8natSOfoVWNA24oyPawJXW4jD4JDzMW43alHqNbO4194KuYkhYmNVURJY11b24khfHxrC1LMd4ahYiEOO5qIu4rlbRIEM0LNBHZBYr8NaJnXIETaHXrQ/MBDkLVlPa6sXW4hTYDe6fu4hRHce5V8nc3pMxrOnQ2XXM24vFLeFrK24olLAhrfmdMBYzwmKQjLS+EjjL6Ue+YvlLSqAgRYrBYvLYL242W47SEX24ve4ge4/FJQO4/P+YO42buCLYAJHZueVe453Tc8nPGHApRb9LWO451THqNGhYnXXSO4yHQte6XvYvo4jO4wTYLO4w+4w1grVRc+4rMRGO47lLXBUfaNPeYrpHABJXDA/z1BcnExnCB4tBY4kQjnhSW4g9A/MnQ+47FUIsnVB4zy5CZmfu40MsH26BW4wsRUW45W4r5TXlLCsAU0TNB47aNPeY8jAphaUTArFhZ+YjjA4C47+40mpHcnQZ0H+ndW/HkBSLYcFLTjAsc+UsbPDA1z6Qh4t+hXe4ysnAGpZ6NBh4ujA+HvQ+4iDUF26E+48m2LS+QPdaH0C26E1IDmI6R4oS+fdw8m2FB4nx0MzYLKYGlLTXQn6pFibBBYuUQgibeB485Y1V+LJabe49kEBCnDRYzWQBRYsHUYpnH2NORYrMAhZYCx4h0Q9U4oxYyx43RY7RY+x45x4vRYwXYExYn1LaPUcxY3jLD6HUJYl2HchaOxY/2HH+DdJY1BlPdLeDLFDLUd6c5rXZYj6HKKnUJHXrlLCIF9LESnfV/UJYq2Hb49PtLcRDFJ4vxYyJYhJ4ztLBSnOBHVRAop4sGHMk+XJYsJ4q5DCJ48JlCdLMiTDV/FKnQSnWLNM/tRdLSOHa3pMynHJ41HDAKnBOHTp4jpYuuHTGNVjLI/+IIlAJ441QkZYk9zJQmbgtIHlQtZFjLCZY9bhTtLaZYsf+dqVSjLf+HCWDPtLdzDejLGJYsJY4ZaWpYuKnS/+TDLeDEIQ9JNneDIVKne1jaDLD9LENZR5ZJZ4reHGPdUJ4iCTFbdFpYi+HMPdG54yJ47zY6p40+aGwlbPpLSNdHvQtLD8LV7dQtLWzDes7RyowW46Z+ZjQc6Q3IIoFA1BAldSN3PKFcMW1Zq1dahE/0Fs4UVIXDPOO8bq1IAuJyVfZpBJtU19LSjLewR61GYLVijT8SOa1YHxBQXfF49JhfY1ZrqDbIZa1AXPcKUO4IsF45ftKvtV3uVA/DnoT6Nel4/mhPhuI9nJiHSWhKQ2U61Fa1L0XVvw8u1Hl4x61L4LVijTl4qYXL+1YWfNl4zF423HMprAv4V6vWGQ6V4hlAsprIdENipVhNKG1fQjVcAOG1fipWrY/ReJrY7ipNV41G1BVABV4uJeW8HbG1DTEHW1Pm1ScpeW1Ym1aKqUbJam1VayWm1ZpUG1407PGEXGIwQO1Gc1G74LyUTDdH32N14rYYSO1SnxLm1In0WO1NkUNy+Nq0O/cenQYW1cTARO1IOye21LvObYFGW1Ge1QQFFW1ea+XkXZxiFW1W14tW1cN42u1J6Q/IXIIxMe1LO1IB1YN41IANO1aa1FVEMijJO1BoyMGyHm1Ut490sbWZPu1Qt4om+d14vG1A50F7qZqoU1464rYUItu1P21CW+et4sEVcu1MhZH+1dtxNL4f14j+1PN7P14lK2bIHJfkLy+fN49Jhd21VMpOJQATgYGKHt4/0FWu1Dt4sgXdN4iPgEnQfO1aN46W1X0ibO1eN41O1HAUWm1ReZQu1QgUMt48d0a+1OO1E94wbzZe1fd4ot4tuiNOGCzcPN400DJu1TN4liXEFQDW1Zd4qipW944d4Mu1A6+MpII8MB4VVm1U94kFEOu1Ed4xmEB+1cd4iW1Xd4gRtad4nMpVryaW1b941NqVd4gRtGbvB1+e14t9427PM8Xdt46yKdQnLt43bQInPXt40wwwB1PspUd4kl4t61RD4m+1HHxQD48VQV+1PbPX945e1T+1f0XcgoSFuC+1A94x94/e1Zssa14tD4uDxHMpO6Mfu1Py+Wj48+1eK8Bd4/IgKj46e1Ad4yJcTO1UT4r142D4na1cAomD40W1Xj4pN42d4na1Lj470pHN40dCPD4xd4td416rOt42NbGN4+j46TPZ5GW21aj43IdFg4vKGFQ9Lc5boYrlfCz4jVnc4kOGlEjeDEQiXIDMzedrdIYzyDZsjNxpKoY7rxBVGIkQ0OlSSvX/pKz48TpMoY80Q6V1Sqgqz4uCzPcRO23UX6D8NRoY1bIl0jFkQqaNFN7RNGVNfeT7boYjgw5L4xEQkYtEqDQ0jQUQ82lS+4EYYh1feKgKL4+ifeKgKYY0L475HQebVqDc8zXxJZ1fQaeZYY1PNAA3LJJHoY+5BBJJJL4pr4mVGVoY8M6NdrGubKqlBqcE+bCL4syhU4Y0r4hZpPmg4MQre4G4Y+bxIPfavYkigh4YwEBf4YzSAZHAT2Ylk5Ub4z4Y8apTH/MYxAMQ1bxWb45apTH/GNY1E+QV7QBAsEYp7lJC8QePPb4rC3RSNGBPTLI2SNUZ7AXvGVGDcQyizYHzHgkMDVH6dDEYjF7MOA/MQweNfb4zAZHV7J748cQjNDFCqeyNSkY+CqZyNUkYyM5TvdOK1R74ii3XsQtSNPhdKhJK74huZSdGWH4sB/aOYyizFU3B74pIVEqCZBbTEYwmDMqNW6ArH46yNC6Y9H49BbE74/XrECQqWDVdAtk1K74khfFkYn/YHDTUsQ3eNTqgbuYqqgk11QuYicQ3z44Ogln4zNApl7Rn4hQ3Wn4yhlPtPQxbP6VUDTLM1GDfPqpXCQklg2s5SRbBdfUagNCQqdfBFfKOgmX4maHXl7fw1Jn46ubdCQnkzbtA0+o1yo1TVOC4x7NH/g7qlP8tHh/DpDIl/RBhL4A8oojvQE34xRaSPQPC4/m3Xw+MU1PX41T1IGxPfTBUA2tPXX44LGSmPQx/NalKOrBjgei4/CDI15Bfggy9EpPNi4ky4xT/Vyzbi488+CTIvSzQ4EL34s+zMS4pY+V9DSAzKGpCtiSS415giYEec9a89DV5QBIcwzJRPF34/34unNd34hi46I5HJdQqfVqXUUIbplGvVectM349c9MqtGnEYy4qrNE6NfxdB23a9AdKPZy4j30e/TWAzYP4v6PYxPH2fbDFZv4yTsekAhv4kv4t6nIP4pBwby4nl1JhwX6XM23Y349c9aq4jbIwWXJC4sluJkArS4uu5Vy46K4vYEWK4lf4s2PXKPT34gTIsddN34x2fH+XVGXXXTfxdCf4iv4nK4uK4q4+Wq4lf4sf43UA3K47ytCDLTIHRf42T/D0A2M9T7NNZYrgzC34oJ/FrSI34jf4yyAoP4qP4grSdq4nCuM2nUQwyMAus0fwo0qA1QzJkqMtnM2XRLo17GcQzSAEqWg12nQNUXq4+fACqAmAE02XOs0O4Ynb4o5xd2XFiYBenL64/h4nEHEKA5kHO8+cSLEOXEIzHTMYwzO64+M0DEHQ648bg5sA8HFN6pO+XE6458RK643wzXrAiEHOLwzehB64oVFNkQl645/BV5zFa47d1AQEvSzDVlal+GcAoiAh5/DdFa+zBJzJWPUQEsBfdcAy91W4QkkHHl1PNvRuXHWPclzG4zIenZ8Re4zI2PNo1PNda6AorA+m4rWYtbAvp/TIzDt1SEQ7unTw9SE/I/g/2pawE7enEjA/IzBWPUP1KOkYIHF1lUgE8+nKQ3OwE4S+CgE/6AtKtP4Q4m4uiAqIQ6OPV2pGm4qm4pD1KOPc+XTehOGA/Y+MQEkOPJGA4QEoDdbo9MeXR8A46tRe/Lm4tD1CoQ18AkD5Tl/LIElgEx6A24zS9/FmAzjNRgE/QE9tpKHnOmA+IEirrbDFGIEv7Ihm4mkQooE6j+DQE6UjFGY3b/Mdog82I0PXY/D54ZD1bXtLwaAhLSJlPPVYJfRbYKLfCGdNEoii4kqozJvLFjT6iIqdH67QbpYJfQwsKi49RfT7hPLfcxfFD1BYEzeLdQsC3VT9rSnwh3VJpfCxgnTfdYE9K7CPVTJgzJtGbpQ+LW/KCUvDsfYMPF4Q0I0MMPSI/A82AxgqRlLoE+0PKnfPoE1YE1ilZGWCTVAkI7S4jd1FBsaUlORfJ3wqtmf4E6jndZ4LobRYI9Z4V0PNjnWNBSBLZYEObHHdFaT1ANA+K48j1SEE5jBQxPGwBKzfSpfGwBFq4spfAEErheV4EtDYaUlPEEqBYIK4lxfKBYUK4xxfGeYWi4oRfVxGa1PVi4pEEzYQuEEwPxc7lKEE4sPXlArFjGtrGPw9jtE1FUEE7DZNFjPobZgqA3VE9rLjYdLfMeLdmfA3VA4ExafPR1BkE0JLfTMGbpQUExD6cx5Q0AoLYfBpXYEuD4TRpXeLffxLEEnJgmRYgllKlDGIo/Rpc/uPQQ4vYggpZuNRwQgONEzBQ0Eyb440E1DrbQQkK7c/uAxY/dVa0EowQkllEzBTAE52I/ONHuzdu/LpgtsIYoQpYQgsZEZ/F5gv1pMEQ6P9KZ/Xpgn6/fW/LCDLLfPLSWZgtx3PLSbiDGMEvbI+ZlZIQ7EbZx3RS9A5/eZlYIQ7IQhx3d5/R5gz6oy3eWHw56o+7VNHwj0E8bI8jVXcjCRjaXwjqXbME2rdUMZG5/IsEnbdKeZa5glM6HZ/aCDNepVZ/RIQpqDcB/YPwpsElF/aUxMIQ0ME3aBIMEmMZEu/CsErJ4QEQpeYIYQ/wE4BpH0E0u/EKBSYQ2IQ3KBMWnV4QqcVDeYUcEhHIjeYTF/JQEsRg/QvTcE9O6XjpAYQ7sE6O/ZcEjsEr+/G9THPwyIvPIQ5a6Gl/aXwlI4WsE7ilO4EJl/TIEoYERYQnIEoUde7SGHI35g9JQyA2B1PG/BHYvGcEhBYJl/UwEwjYVO/JYQy8EqB/RnwtbaMCE0rdHAlAl/CveO7BdwQgatEBYGe/P8EkBYMl/b+/akxM4Qg3w37girSQvwseVBhjVrdaCEwsEu8E64aS5/Yq9ahg+WTDxhaJqRKTHftLQ9ORSevw5b9XGTaXtXPaHlhDvwne4Nltbvw8q7Jqsfvw8VnLnaRkdUPtBiE1jKXf9SmTE3tH/hUmTWfwoVaNiEhfw4hHQGTWj4FRHNWGF4dF3tN8PLfwj3tQqTa0JJvDW6TcbmH/hciEh5QcvDa/nDPtYnaUqTRWBL8LT6TbKSHUTZTzQEI6HrReYDmTQyE7l5RqTPSEznaCWTaD4W5meDzF4Iv3tESE6SE4vtDU6Ge0P4IqSEjRUUAImvtYAE/dVA8gFAIlDrCtAYxQK39IKErAI2m6CKEyAIpG3VxAGKEop/PrY3AI2KE1GAJKEqKElKEhtncV3KftdgVTlkA/tIQIsXab+jOUVMgI5vlHKEugI6gI3s6DQI+gIg06DQIuQIk06fIIyDQKQIsXaU1KEoIsQIxqEm/tU61OGaMXaWlKdJhPKE+XacBwNl4wlojXFNUoMuGZdnWLTA+ogdnGqEsaEl3A+9nKqEyDnNQI8qEsII6IIjxHdGEPdnJb3fKE+oI6nArC7eQYcwI+K8QSEkOkdAdAADE+YbOCV/tAII1xGEcRewIuaE+XaXjiZIdFwIyyE/M6dwIm6EwaEtBMZQdHwIrhHNjYfwIlr3PDdZBwdoI0MMQ6EyVoA/tGZo43afgdDaEq0bMm/YQdeIIlJYHP5RcVFIdIDzP6E76ExA0K/9NcSd6E+cFGAsC0oM+IAIdHYdVGE39ne37L9IoF4xUsXd7DYI4X6YAUAYIj/hfkmMYIpvDZWwnDnDJqCmEmYdUTzSN7ZAdf4I0N7KEVHYI/eHFYIgn6CT7AmEj4acD7EYdZVHQxoO4IhmEomEzjnJkaYD7eYdJn9APFCmEj4daxSamEp4Iu1HO4IySTNndd5NMEdTP6D2w14IoUaMd7RZhLDmLmEgTnJxpHj7W4dMjjVscPNnZmEh8wUEInmE25YCEIvWEjz7a0JSpNfGEzt4DeqNzdGvwr36HN7S1RLrDP0IkEKDVnc5SHAXKYI/GElxQXMTBxSFEI85tIUmSdqOCxEppT5HGVtRJRbFGKhfbfgjM0eWfSOE4W4uZTUElXcnPKdIHfV6DQi+TWfb6VdITMVcYUE8Fzaj7S7pYW4jygaUlJqVMQ3BLfAegKFTJTfFlLMadFq47snMadFbBMSVScvCAQ6KVf3XGOEyVLR5TWnfU8MX2fCzVCiwUAw6uE51zcuE8heOqVMOfObg3OEnV1fOEweEyjTVc9PuEhFTNGnbuE7adZqnWcnEx1ZHfVuElN1aslUUwfFTRgQ+uEieE351GuEwufYkEyuEoeEtbVFlLPx1FClKOEqufJeE2OE4CqZHfbyCDlTP9HZeEv/QtzfI+EjufcmnfNzPZrBHfMcnBJ1XuEvMwLt1YefAtDcFzfpfSr2ZefZuwWQwmd2BfXX+E5QwqjHRpg0prXJ1Y+AD8YyBE+efcd2cxY0CY5ZxAdPY4vJPQxyhEilcWVaH7b8lNBEs5ff8lZBEhZ1DenPEib1TN5/TPQiRAz5/X4yV+fQ7fQGVbZ1QhEjblaF1E4E+cmW7ff+fHrHZ51IBfNtmYivMTHWvQsqdCilZmVKBfR7gpiTD51RildhE4tTUGnTSYsyhQrHHmbOzHdmVQtPTYQyfQt9TAUteXJN/XWREqiodA3YpvA6VfefBgpHBExiYzKmTBE5NPHunE3/er4penKzlPXXdDHMTzMNPYunOpHetPOLHVhwfFfQnfShwDdTTFg27JNg3NklOKncFfFKJJxEsyhIqJcynDlPFClG3vHFfWRExb0NiPGQ3C7HVivRrHS3wHg3CXfPewYlPXGzX+IMhfUXfdfALww1zHJiTIKvDkvLhE+SvJ1mTa4588fzg4RE1n4xhE8VPYHHJJ4hyvb1pNJ40tPApEshfXJEhrlDw3BHHfZ4wVPPbHTiTFJEwJEt/XYJEs543SYp1mbtLAyYsCnOz9atPSJExREmg3Nu/FREqJAxrHdRE/w3Z8meDTPklXRE8Q3TFpXA3ObHXpE/JE09BLpE5yvatpcSTDN1HcJFpEnV1abHSJY9SYsCJcynao4xU43GEk/mEpDdfSAxmPFDG5IuVYv9pQpNbxnMWAoVfb+neRpL5I/+nHOpAJ3aqebpQXmw9FxLhIlnpOBlZ5E05EgRIn7VPmqN5DBSNXOSTKDTi9SZDKRIxymVFYuZDIFEhfTZyfYuyFZDDhnZ2/dVfI5DR0pDRI1JI4bFLi43hIl5EtuVI5DcCgUjpVZDPO5YxI5yfIn0RRnWRIiFjGxI0JIrTWGxI8RI3FEsKqN5DLFE0FYmRpO5Es5ErOAqNfXVYhFDVWAlY+EpDJlEiQWUJnVhjQlE/LTMkZSBnCJI8/PLNffxnSzVTDSKRIjBtKBqJJIi7SFJI3hIzUZBbzAKEjBVIlDavAQNY2rSSzXI1OUbfRVxEzBHU431Yk2I+VE2pnJlDGaohAEk2I3VE5pnKlDA1EhIoq04gVmVpIlVEbpnDpI3M9B1DT1DYPUU5nYVDVM9WuqAVDebpPjYu9zD4RSleQ7Y8EE1alctY3duYNDMeI9y6NZnDZrAM7dvVBoo81FaxVFu3O1DF1EvZItGVR1EotDFeIu1E52ldBI61EnwDbuIi1E65nMjY5nTHfbdFnYVDLNEgDmZ5nZ2/YY7F5IqN3KuIdlnd5nH7Vd5IjVDdu/YADJNDVW/etDC5I/C40tE9ZnHrVMRlfDYj7VFtE8a7D7VYNDduI0748izK1DOUEYADFeIjC8VtYdBInfdKFnbuI6FA7NEqFIypPOtYvAfadE11DV/vCdE9a4GBI0dEndmStEodEp1ExjY4l/atErDzHtE8ODfnTBtEuZIxFnMK9Qd3KBlaynesjZlnN0nTi9YNDDpI3dEjhlaWVftErpI+9EvhlAVDFdEqZI967WME+5nF67EIYhFnC+IudE2aeWeNRdE2jYndE3JpFdYo2/SiQ9RwwM3Cq46MefbFZDHGfo1zdPZUAi4xYE5JNB3VYJfUC6CzVbMeYR/I1ZNkEp23KbpQnpQ1kaUVFrpGbpKYEsybYNHWeLIMzTs3AbVQkE3DE5hpboEzbpP4EpDEroQ3kEt4VRd5IA7SzcQKLWMYthLKTo40Y3ZMaUVICTb/PJpfQ7pOepfiwex/CpJGRjS4Eil3WMYm4Ep7rFjEgJ5MpfWjo+OEhjEqA3J4E5jEud1LoEtYwmoJcLSKTEmro9kPKAYmTdJkbPK4+pfXF3AUEq4w21/PWnHjEz04DTE8EEwjooN/NM9DDE9jEuzHDNrXbozYE1DEul3ZzWPv/a/gJJ5THrbxgNUE9kEr1eetHczE304eGVHTfATEoLEnfPYTEsK6HxJTh5QxPbgAup5SpfYdeXoEkkE4deZTEpf/C8YqjEwreTTExLEuF7PWnLTE3aLYUEqhLRfRAPVcLEzqLMTHKUE3LEgLfaEEwLEw8YoJ4HDE9LEkEE9Toi8YjNrJC/LQQqhkVj+Jwhd7WLKAo0EkoDEwQjZfYGLGPuQZffLo+TufrEkV3OwQwCYy0EkoDCwQjrWZ7w0C6RwQ0bEhi/LAEg4mdzEAO/CZ/UDpd+/aMVUcGJHVWwAwKzOO/Bl/ZuFbHVAbIh7FHO/Zl/FVovCExNlOqbJbEl8Es7EvIvPr1XaJSYQu+/A7E6oQ84QpKbAoQrB/IK6YTHfsaNbEhYQzO/YfrT7EyCEsK1S6JUrVVtPMJNGe/AQNTF3A0YyA2dk/fv/OCEiZ/HreMV/UcVBro4/uBiVYd5HsEwJ3VcEqIQ5GJN8Ev7I9HEqSmQgUc11a/RVl/U7E5F+QiEsPreHEqsEmbo511UnElp3KHE45/CHY52/R8Ev8GMl/C7EoHY7oQgV/GnE1bE9sVLrohe/ecElp3GIQh1PBbojW/KoEwJ3Jl/LnEwlw1cEl7EhHpDHE1ZLX+zTeEsf+Sz9LnQ5V/cNE9nQlGHNypRXErnXVSVYKVEChWgzDHQ50TQw5AXQ2jAkhIpisOKVaFLfXE/HQi+EwTYe3BAuEuuHWqVP+49i42nQrFLCxIl84VHQwzYZnQl+Y1xIvLxF3E8T5N3ElVLFRI5hzd+4gytTXE3XE8aaSnYKyVAnQteeJT5MXQy0TWAYdhzC3ExOrZlZF+YoPEuVtGI+eEQ6RqHySI3Qhw9APrVXQysRC5AjXQ2R44JIqXpUx4gjSRqVDB4q2FVqVG6A6maU3QmCQ8XBC3QzhnZPEyxzarY1lAG3Q4SEUaVMwUQEYhzNBvEoJUGaVJ/kYLIycTbJIpy4ZaVeikLvEjGEQNLLv1KZfCIoyYfYCY0WGKZEwVlcPQ0ZY75UC5zE9LUphOPQ+fE3sRG6VFcTGasdhzV6VWVDL6UDPQ7rQomHCGVBDLSqAmZzMJYg/EopzahEx3pEzrUfQ+jVLfEjz/XSnQzYBGVGiTabrcOGWvQuLYOmlKvQqdLZHo0rxCREkYmLyLf8EQU9SsKKbaTBE9aAt7Qwi0VfEuyfcm2WqnczYMmVFTzZZTTNmEObOIY6YVdInAnNUkQsFkZInE1RaObPMKcAtWJJCXIFW3RmnRdGEmgAx3SOJJR7MyfO5zCcRDz4uR3Rx7SebO5zMmnPIY/dRMmnbz4qILRVGXwbHwLAzVQ+bBKgaTFFehdr45sfbTVDfMEhQTEPMV7bkQxc8bNRU3NZUQ8U3XonZypMa4IZIbIGdgk/tEdzKLEkdehCgk7/pCObZAk+EkWOJaQkuQ9R6XbL4o3YU6XSPMdPIIstfjLNubXQiRMPHgmbebb6ADkPIwk0IbZsfPQkrr4q4GLQksokWzIHwLf3vIgk7/pLibOvEwSRbhAkQZFzXO0Q9wkjzXdVE+qY+/QHvUSL4Jp7Z+be2YBcMci/TrE/vvZgGLwkz5w7+bfgZAIk0Fw+mGCIk/wk2wPf4YmIkpIkibYhBbBGQdknXPNQiQsBmCBSUUYzIkkxbGF7fIkhUYlK1TIkkgkjcQgx3Ty/VH4kBySiMYy/IqggTgZHAkgme8QjZdJqMFehQyNbfpXy/b8Q4qASiMXCQ8N1HIk6X43okmiSBA7ARbaok1badehcokk3rK9hQqNTIk5njQokh0bf/GcYk3Fgn57WKgkx3RfDOokh0nchGSH48byX0whwglOY2RocaMUX4qMiMBmU1wkGYvQVOUneIANhbDIk80tNkLWYk+V4M3bRKg8VQeV4eYkt51Istb5qPR7SvrQkLH57GRWdOYOMnegraqlH68JgZKy6B+g2xGFNRP2XLl7eBgCMncqbaE6PM0PQLf/GFyNEEku4kuEkq4khT7cV7TQk0OXMEk/2gDUwlV7Wl1FNRMWPPeg24ic5g7V7Kc9LSNEUYNDhC8QnwLXEk4YkzxdKdGLF7M51ZsfNHVFkYlNRM5IAW46b+dANVYZX+bGbxFYZFV6F4Y11Y1kkrkktRYlmGEgY7kkq2Y49GUEASHGLPBVbTKf5Y2YitAF4Yu5bSUktlIiBbH28cvPHjSAgmGkKNPPFcIzubF28BdIlIwkE1UZlMpTUlQYAmAD+LNweMgS/aYCfbiFB05QTZatZVRNRhGK9hTUk1zvUdCPLhMMvZhTG7/M41VCoM4QTo6OBzK2BHg/N6hdhzdo7ebvZ0kgTbckg6o6BCqHDNXnvSg6WeYEMk1RNKGtKbadqsNUktCPMbbZoSebvdUk8/Yso8Hg/aXHVjhfTrN0ktMk2zhR0kwEgJMkgNbcboHcgbUk+Cfe+8abvdxVVtZK0k8MiQg7S0k8XUHDGe1vBdDfrvZwhNk1eskyHvTlwO7bP+oFsk8IsUy5X1wQojCIIMKVAnsZbvK7LFnBVykIrvPWSbTzUz45Q9eEQtHQAESZYnDQ9KcksBgTInUTaVeAFUQSNZRz40FZcDQQ4nQzQEYzOCONCjbQ9HxnBf3WUgARnE8ARoHGcks1XZLoehtXckvVLAkaRbgRonS8kpck7FYx4nR1dS9MWsgMRnd5xUyjS4nVkQtP4QegGmjLUQ4fwackn2FcC7Tt+M/2Q4ncxnEAEL8kwmjZI9V8klogDRnLscdAxE8k1lLW5KM++ShIs8k6onHQ9TkuPiEcCkkxnIDkaF0Qu+ECkh8IPq8aI9PGHJvYbIgXo9JFYoik3tJd8kgBYvCkwiADonRjArCk8jgJKDXw9FkuUlgG8kjlLK8ksqAIQPby7BOOX7Gb4nFrkEGQfGQGQPPy7U0OW5KVvjYY9Lik/ik4bY43DMSkg0oCjDSSk+vY8SkqWg7jMGEnSvY+SkgbYwSk5Sk6Skk1Ez6vCXLPFnNQgN8k7TY1oBUlgSbYiCTKlIfCkrBIh+ESRwMs7IFnfck77YkJ+F4gUP3e7Yt49AmtVEQeBI1lnBOKPSktknfCvAxidUnSDLJyk3Jo7UnVFWOyk0EPDEokJ+fxMH49Y49EykwiABeIiCTLTmJlEebY/NLOI0PykqjY2RnLyOTknZ57WZ6WGIbykkOeCI6erQNzDdtLP9xa8kvUnJbAlseZyk/ujbCQ4qkxKk967Gz5NfkHOI1lZRcKLvdfpndKkrDJWeI9ivY8kn+IgJ+GdkX33ONYmKkyoQIyk7NLCx6OuI5qkxhGMCktqkoNXdNwe+I0TLGDxDKklOI08TVFXHKkwqky8TYSgXuI/oPVykrCgCeIhyk4iTWak8ik0FnGmyN2jO49BwrTnQOKk8evN1gMMnXZnfqk2uZbeI8tLIW6WCk/eIlaknskG45bbYsNXIWIsMnYKkrW6J8khOI7CTM6k72Ir4osLw29MTBZMujJV7fakpBIn1EwQ5YOIsKk5NLTak/s7ZtLRaknhQCWomgVfsZTn5GcZMzMacZE3PI8leGk4lgHReeGk+cZNXPWTZJGkhGk7cZccZQAgOYZeF4XGk9Gku7wrtyK95A/wLnpDEggwhL89VKoZZGTETMJNXkQLpTCewMaLKT/KlQtnQYKbaIZWWcQETRZ3GqlUsXTnvbS6UjJOTtPEiJFQ0J3PF9EfcOHEvXoSkjRnNUHE4EmJwge+KS9eb8vemk3kTYdeWeYHwjOrvFToh6aRyjKwA+XWGqjadUVwAo5MP01Aw4BCFTWkpIZe28VvPFp3TtBfmkhmk7xgGQYkWko/MeDnSyPPsArZdNqnFMhLqXMWnTnYxuzPqnT2k1RdQaXSY1YaXVtRZUksaXQj/eJlPyPNR3C/zWaXPWlOv+WZzUKPTqPGd4CKPcsBBC42PVXWrBC4ziAn2ko/Tb2kuq7FKPGZlckHE6XB6nJcAqiAh+rBK4m0BLnPBJdP2ktxlT/Td7VWvUOWnd6neNMQWXeKPeOk36XX6nRuk9c9MaPOukwGXBBGGrrcrVJGnJplDqPZ5lbqPMKPT3YEP4mWnAukrAzTPXXOklGXcu3LOki/TZukz6Aa/4iGPdOkjmXMZQ3SAkZlJDjAyAtWrCekg6PND6cTjMyArJlM8kI5dfOk0uk8dnKukiuk7mnWukrukv7VJaPdukpek71SG6PBek0lIPmXKgbMfdarVEeki+kyKA3ukiWXL5lI+kj6PM+re7dey4v5lHekonVUQbIOk4yAjqXf2k8GPD2kuekq8Y31Y2XVJQ0eGPGvdd8YqAEt+kH8Yv2nYGgx8YnbAUXVOBkjKA9UMWbEx9wjBkoxLSwRfKAxfEFBk8gY3QzSL/YRE+VdBBGaWIbXVWWPZ+bDqAlpfT64haAtvMFOnPqAlKNPgEuIzMAkYaAjAQ714KOPfOnElYVOXfAEmFYVgE1hkyPeP3VXOXbSNGunNgEiRk1aA+wE714OGAxq/QKNRGA5ukuafEvVBuklRkswEoveH64mbVLQEzhk8OPZWPHhkpuPDuXGlML2bC2PLcPTBzG4zPB3G5YWQEzj/MG4xIEsveXG4qMBcvMeuPHktJaKZcAjG4kD4CEHbDwwKNCIEgoEuRk1uPRxky7AAvVP7FdRk1m4tz/dG4+xaaj4GkHCOPPxkikHMIEgxkq6AuJkuOfGy9SIEpFYNxkiJkpxk0DdGyZPnBfIEpiZcxk7DFRvZURkq+XVG4+A+FZTIPVLxkgFYB1PDozPT/XuXBuPTT4AeXApkgpjYeXYJkihk3tpOhkn6AySPFm4uoE+alAeXcx3QUUIwExJk25damA6Jk6hk5M/UOPQpkym4qpsbJk1HHT4g5qZMaZVaZbD4OZk7Gkpb+UaZaaZSqZWZkxfGCb4/1hb+RNaZRqZIOANaZOaZXXPZYTBZk1Zk5tsdZkg5kpZkoQom2ogSSM1yIQ0KxTM/sa7IfGmDSwO5kqLtYFBXUoAUgcHlM7IFB4VzvLF8ZEyKZEW5kqkg3lhNENfrvJTrEInWYwLIgZHvP2wKGieWkhzwTHIBj/KDoAyjEdtC84J3gWirPFwIjSK+gJqgW7vZiSPmZeBAbHkBFk+FhbAgHyyBDGeLtTr4Gsk+Cybh4G5k0lkuMjdfMeTAVAYSF9TXEc5hHFkteAf4yUPYdFk1sOH/SKLtJFk+w8dlk3LtOFkvAQZlk8TtRumKFk5/SfjtD0qMFkyUjNqlUFk8NKAkyOttOQNV7vJ+aYlk++wVokPFk7bIPRLLl0UirPmZQ1BA8WdVktFk+TsH14ZVk7FhV0kZdUIlkrLtIFkkSjF6Aclk01k/ogCvMYnIQ1k0MHS4GT5kwv2X7vZ6YcTtTVkz7vWoUHlkzFoOVk4BrVk+WREX/ICCjUo9crICSQfogelkjNsUVkqVktirPnjX3kS33TznIPkT93ad5QX1KNk573cr/E84a5lSD3Yr/Ji4VNks06LrnTNkyN8IbnLLNWQlYcHcOGfNk4qefL/BWOQD3VznFNk2cvHK8KznJlgoC6RuSfzgEVjXYgRmNMSQs37bM9fudPqQiMg5dg3n4eUmYVk3m7NAopn7ADjIDPIGQys4JVnC1AUBw7SiFnIpaQgTMei1ALY66QmdksLYntkhPYVmNb7SbKRFKcc3tQ/4WaaXCjPKQsqQ3QySaQ/iQuxQUaQ1GghCAB1zHyQuQHaWNDdk5NtXvnF9PJSrOGtdVgwJIeUmJtk0KQ8yQ6QHWSQ61knAHc9ksKQ4gHM3I0GQg9k5pNOo0eaQgasA07IaQgqHc6nQbJKyrFPYYF3OHxNylHcXU6NDxIcdkrtkj3I2T+Xtkg7dRKQ5Dk/MVCeBGDk1W7YKQtdk/4/G9krdk26NcCgTdkwDk46QoqQ137CcbZpUfjtQI4T6NQjky9khtg8m1SCsF9khqQ08GR9k227CeBFjklDk9qQxjkpuGE3I74gUvIi6Q49k6jk4Dksjkw9kg6Q6jGZmnT07NqrfDkumZWiQpn7YF3dMrORQpdkmLYq65Nn7HvItSradkx841qRUTk9jkhX1A6Q9TkhVgpq1STk4jk26QoTkj7YNk4/sabqQzAXOfIudkzC9P6Ql2Qp+aaFNTN4kv7BDkxzkvdbT6taGQn4gxPoTJedRotzkxGQqzGUuKLzk4UkutsKAgiKyWAHZV4rGQvVTAQ6W8qQAHZLdAmQsfE4HwzEg+enFu7f/Qnf7aro9zbGvqao6T7Y65GFLkz7YnfeBHIfNE1Aox2ZBXoE7YmtJaLIHVOWAoqWQ1P7J+jNrGX5k3UeXtNarklGgMGtb7PCrkhlQ/7PErknMg1IVArkkdtF5EWmQjWZBHIbrkk7PLLk8utbWQqmQsWtcDg05GWgoytALHPdiYNLIfrkz2QmpZDLkpOQ62QybkpOQv55Zbk/h7SveIbkn2Q6Bg8utH2jReFNZhGzSTtNVHomrkmjg+h7FlkrVQdnPFuTfGtRLkn07B9k/LkhvIpVtF2jZZ4DMg+ujMSULkgvOjB71TGZUdCT/IwOQ6o6DejCOQ2sg0Q3B71HWZL/VEmfRwNAsgk7k32QiGZKVCEnPR1eeMgQNNJ7k9GtZA3dWZcBg2Otejg3SaW7kienfMVAmdX+zIzg09NICw0zg9rGBh4EawpzxLe+Y7oCXghzgjFrE+cEwaCnk4ZNXegF/LEnkjKTVnuaLg8pBTXXBH1PIEM+NPcw6jEQL4O5xRbLYZYtbMDW8Xnk3Hkh/HTnkkGaCCaOyQXiwk1/QnksZ0E6wJLgjKTIxiBLnUNFA5RN8wyXkvaTV3cDLg1leXzLUJKHLg0Lgo9NZMUOo5SIaQuKcIQYrgyRBfskqXpDXkp6NOCw43ZOe+AXkz84K2gBqTG3kjqVaAyHRHUiwq20Iv7B3kgFZQzGHnkjz/dnkqfVTCw84ERm9X3kjz/G6/YXk3nktaRL3ksbgiG/e5RXCwpHJErgkPk5t/QzGcXk3HLJmpeaTaXk1HnVxFJ2NJ8w22eNe+DAcZyw+fAbPkjY0eywpDUMwaYg8enkq6opM4VdbJG/MB+Yywqbgj6Td3khk0a3kp1iL7nXJQ1nkh7g0X4cvk57g7xhMA40vkmrVNtNWSwpD1Rm9HPk3hgYv1Tvk2+ue31b7VP3SO8wsIZBYTXfsJPkyPkuPkvAY2AA9nnOHg7OmPKw7y4KRZeXuIqw9NQpfkoRZBf4DhZZfk+umdBku1ACyaHzWVfk2PBby2QDKJHgzg2A/k7nnTg2fAhS/kwS2YCgYvBKE6Gfohu7T39Xf1XoXMYQlU2UXnUj/C7SZmQAj/RXg3/k5qw2Xg+AQ/4uVngnAQ6WWXXLTng5p4TevYnko4sSnJfCrVdbOAU89jBUwS3LdWPaAU/WEW3Lfo5cAUqQ2bj/YNHS/3YnQ+ngjWAnawilZH/k+y9A6wxEEevg735RXpHXgxa3C9QIAUqvEs1mMw3S6wy15DkvDA9NPLf84JPgoRJe3QWPgpimBAUsgNKPgsHWF5IEvguj8Au/XICPwZDXg/cJfAU6PnZd+ay8egUty42QUpPkwvgvlE9J0d3pZCUXhjLmw93pUtmF2A6kcTQU9AUlAUjPghTwYJNY0YDgNfRYUzVXGw3PgtimeRUenkhgUnoPTeIawU1AVfcJPgU0PgpLHEC7Xnkv+mRrSJ28HGEloEtVeMR/NQQ6JnR13TMbfjTPzEmVzYTTR13AVgrKLLnTFNgibTTAxAKfAhnbdeQsbOVgot3WVgo24lN3LY4halAEhaFzcJnDIUxsbd2DMIU4zTf1NE/4zRHXKLSIUqzTCIUvf451giN3bf4p6NT5Nb/4p6NSTjBAQuoUnC6Xv4t53aIUgf45RHS6qYf4t1glrDK/4z1gzZwnh/Ss4xoA0Off1g4qLNoUoxHMHDZoU0Ng8XDOyndyfLIU2oUoeNSVNCG+ANffwU9t3MaNDqNAIUqrTZ7DQoUgYUkcGLYUrtg46LfoU3JHQ1GdYUzeA6Q9GIUsJHEGleIUwXQ0atbN3SU41oUhoUogjDZNCYUutgjoUxOfECbCUmToUrJHIP6HoUlrTOnDb4U2ObRnDD4U4pHVqLUYU/tgpC3J4Uodgm6LaYU0dg913egQmpHWmLRYU3HQ1Vgr1ecoU0EU1QAuv4vWNNYU3YUrpHJC/JXIb7TDZ5RONNU4wLkwV3SONO9gpZZEkUo9go2I1DRDxsP7TfEUpfvftfIkUtoDAkU0043l3LONK9gppIxIo/DrdwEh8bAc3LyYYXTL9gps/eybSVNV5zTDgm6LYUU504iswqpLJ7Q6NNcY1LM42oIxAKXuNJ5HSiAuDgiUmJoEiDghpZL5HLNraJZNDg2mLXkUmKbQFHEJZAhPFtrLkU2jg0JNT5zcN3PisbX1PKbKGfXQqLHY/+4pJZCFrOQnIoIgjfdX6VQEpLQyaqV0U09NfYaVUU5HQ9UU8DfSz9XQqHFHEt3Q01CvTF0Uv4QvHknC6HwE09NRzjego+FrAUU7PTKjjbzrBqbYdNXAEhDfKRlKXE33E5VJZ3Er+YhXEjhY3lNFXE3JOWRzR3E79mKKVDMU1Y5YPE8240FZX3BYyVU0TBIYDBzU3EssU7hzQ+4ov4qXpF+Y2sUpyVXnQkefLPEz3EgMTQDEt3E55LfIUPyVPeYk7eaXBIsU1J+XGVaXEzFnOBzeuE/Cvc3EkPEop+Y15KN5Qd9DvxKcUw+44i4pXQvRnMEyDPEo1XWRzaPEmtAXMTMraeEQju3KXpbR4nPxK3E/PEovwkvEsNXQ3Q3cUoFfHXQxlLPZAjT/QB4nn5dJImVEyaVCCvZ3QvvEhNER3Q8RWDvEihEFvE/PBe3Q/hEJvEn8UnzIphWX8U3JOErokPmZCTEnqcJzGfE3GDUrxAAkz/0F/ExCUmL2RPQuCUoTQ322Q8TDPomfQnfE2C3HPQvxEy8TOufCfQ1KnH4OYvQ+tY37qBZzcvQ2WXGGVG/EnyeJpzGiTFEZNpzFJY8nqQtbLhExTaIWVQSnJkZabDIfQ4yk5OLHiUvqkxvNapzSbA53ZKmVSpEkJ+V5ZChE/lZUVfaH0TV7cPokL/ffEkaCOfE1FnQSUyfEgKk76SR6VCU9JJ/B5zIZY/SIZFZFCU73oULaJPQjIWJMEVSUk+EfqVfYvM7rH9FZVo/0o1QLBZQi93SkbMEIayUy93PmMCdo9+orgfeiiF93aHFSniUmQD93LJlD2gABorhooEGRyU8Bo9xk8d0XZQiBo29REUQN9QmBo30kOBozBo2HBbyU2+jNBosokeNopBolNRcCod9omyUxKGcZQiRonjFaZQx3jWnrbNhcKUvhooqUoNoiJk4mdP9oxAvfAZHKUphohnzLNGCVQ2Avf4LLpQodo+frZUYU3LQKU6TFVKU9AvOHFPnyLAvNkkI9ozUgSrFekQb+QeBon0fThopbZenFc2xeRolwk2BRFT3W0BZRozT3eaUlvYtsTOaUkHJNPYjRo3T3JaUrPY9gLRaU+EIBaU0z3JGENRohkUlgvA6UtaU6xozaUs6U7b4zX4ifjA4vY7rVyUt5ffu0eEMM4vYYtF8MTXzYX3XktI1oxEwiVIayUwEvXFg01ox1og+sS5aS1onNZUoGUUwB1Q1QTKstDw6fdouX3DEtLqU3X3KotOwpdqUvwTOAbZtwNpQn2FWRrR6U1BALiJDx+D6UoNo3NZb6U0Noy77J3QCNooqo7okkmU/NomqMOGUjRzXbaJLgJGUjNomiSYOQIP3QGU0MMBqU6mUlW3a4oPNonRgxKIbw9SNou6Uo1ox3hECI6yU+UvDKESDoqP3GesMtaJDgRP3JDozGECdoztomWUmS2TYgLYwrtIINoomU5WUkKUh33UktDyUq9o+WsNrAbtokv3WQGGSMbV8d0fQQvJV0HqU1xosQvGsPbsuCZgLiJOQvVEPc2UjIdOsfdLkZZoi/QqAGT8fGL3awvJ0MeA4mL3JL3ewGfA4owvOHFePsRJo02UnUGFhyVJohZIBnzTVUJbbXfjHobfwGHFowezYnhKbcQpoh2U1HFROUrxRN4sI4tBgLd5oyb3O5qTOUmpokB0VnFCjkRFo8IIyXdQuUo5o6II+8fDxpSeFTpo0sffWQXJor9IKotWIJfpo+uUiOU3keBIQY++Ub3TEPXlo1porJfUPEaZo3r3c4ke2UhZooEGCqUGpohr3Xgkru7fnjPyUxDaTaQVATNH3AeU3xo65ozEPW7bH93Y73fqUheUwdnVnFd7gNlo2ROXcNXoXW1wGlo29RJeocj3AaE/HhQ1UZGYvBIvTgmo4gzgmM9Cw9EVKU5Y45EljTIANS5Y+hnUcXPDJcVY0DZZoSB5Y+hIrSkQ7WV5Y8VfLKkYeCL5Yo3E5EXP5Y+hnR4cX+U9+Ug49P8cKlEr49a6xJK4MRnNtjGFYyRnWtjBFYiJnLUQ8UoNDJa5DPGHDBUjFYiS7GZsbXgPVdImjdI3dl4YbVVCk7tjLDYx+nYhPN+Uh+U7ChQaccbVMhU9EXJyPZI9M9jVTXVPNPTbAzyYFEslLMzbWVYuxnbhU87XK4ndhU9dYhBUyMI+9Yj5EmIUWfMUKPCw9cBUlrgAFDWJnPzlHuwPZDA9A/HNRVY9lEouhZRUw1YyhY9CXIRU3lEtbA6YUDMgTVYjMTUqGQdYuxnSn4QVcU1YlR7JQQEL0RRUkD5OBU21YwpIg9HB1YnJI9DUb/DH1Y2VEwpI6dATq0YpIouhFxU0pI5xUzxU7VEpQzDxUxxU11Yv1Y5nUHxU3e3Z4UX4AYJU9kU01E4OnONYr3SPwQETYiU9KxXFNY5FI7NLYRjEovNJUrHXCMfJJUiLYO8fN9Ew57dGQZ96D1E3Z7LxMPZjHdYpbA+TcbTyQzYyDLKpUrjYyzDPDYdl4U2DUOI+7NYpUiNEt/E+oVahUu49RPSbtY849DJUvtY6Z7FJUwdYjlnO8hW1wUdYg5nUFkCBUlDY7NLJ5cVJUhUnSw9HvKPelZ57MvSKfnUDE9DSF6ESjYiLDOTSZy0HwDBZnWZU4ZUlTYrsRAnGQTY3k9Q+HbdYnNYrAfPDY5k9FZUm9Y65UnPsItYnpnI5TapUl9YyCQlELGRUydYiCTcJKe+U+E9G08OZUu5U5CFSQAbUHctuOfIrzmPSrWodH1ZD7ZKQFOkVUPYeVqBObSDEqnMZ64BObYcYyFU/qgjHqH6QmmgURtf1HY59SWrMEVMyRRooAWNMw3aqRKBtBWEt9ZWZ9QcUW/Q0FUxlEUxtexfWZ9L+kI1IrFU6SFCEdCWfYU6UEdUlUsFU0RtQRqdlUt27cVLFlUsW1JwJRlU6rPLprP/7MQ4KcIP+QgcIJp9EVU9Z+ZYNbsIJp9Z+QjtfTnZZ+QobY8gAutAf+yaVU1VUo14iZ9BI2F1423TH3jSu1bX4gTMLVUpu1WNE9nMZ14o1U2T5aQyNu1Vs3Reo2bETDdY15dAydm1QqRK+4ZCaCt41CaV0JbAgQW1V1U+SRUUwCN4qMEQnRC1AZ/kQqRU+4XVUhN4hGfYNU1O1WNEg1UzT4tLPEM6TbZHN419EpLZJmwAk4ddEtINOUrTkKZzPaTSZ1UgN4/CDBvGKZKSoHZNUnNU0O1TrPIyRBhmU14mUEk1Uy1U1PXAtU5m1QPoF3RYYMH140K5TNUoe1fHQYKRVNU7IHZtUv1U2aYEN4txnIgyX9uF+1GtU6qRb1UjN4ytUv33H1UzkEkbZANUotU1yREiMENUrN3TATXO1dNUw3RUGwM944i49vGS948+1fNUuarJj4+NU2PjUtUmNUw1UvG1dHeBvGHj4knQWHYJrZE21eEVINUpdUoD49tUx0JGC0I94sB/TrZZN4vd4htU/1UmN4/tUprMQdUtd46sY4HMZt4tD42t5C1U321a4UnbZCdUptArgyT9UgRtf6NWNUl+1bn4qDUud4lVAkrZeT4kTQatYYDUvT4+j9cYvIz4yr4ntU4T42SxPDjM9Uv94lipWtUz94061ZDU/dUm+1GNSHdUtD4sDZTdU9e1SDUqE2Oj4kr5ZjfXEBOYUfGrM3/AfWLwtLjfMZnJ6/cmrOfBSmrQTfWc3fstEctMWXNjUoD1ADo4TUuClb2rTByLwtdmrUETTmrU7/fq1XJlEOfPZwdTfQOfUrwGRvMzfNxXeCtbAsJjUyWrQ8tK4BRiCUzfJ5TX0MEDHQFTELxGzfFghUOEZUlNP/eTUoNlA3/MTU0MlVGXWWADzfWyPKvyACtDQo7uFIBvBMvfTUxMlBMvCa1TEo0itfcqIadSLfPfBXItd2rV7NDnpfmrKOfeTUuslC8vZjUqslBMvKLUxMEi8vX1MEitKOrcT4GOrBzU3/UNLwzufAnBQOrJaDbhXHTUgcldX/f7KFXxWrfEeFeTU9wo15PJ/I6urGStV/I5RYgz1DKE2Io9WWZ3HYz1WrUsIosj0AsIvYBez1T3HUn/Q+0WsIz4bPL1Ne6cQyObfWVlWcEUB/ST1OUYIerZ4+aJA/llRbND7HTn/H0+NktHn/PR2f1TIX/YQxSooo34p00EX/SiY66PcX/Mtok1IPerIOpHoLWX/L+XSzHDIo78TN1lLoojs+Xr7AbU78TO+rU3/YtPSbHCYE1S+HNlU1PGbHfX/Q5TKQ4OTHV1PPl0SNTLX/e6aVhrVA3EngJHfUt1IbU0HHbA3UbUuCPOY+NpA9pvZctaHUy4o5OPD7HUYEm1PYnfYr1IHU3CPKg3DrETXfRVPTQ4SrHBGpTbU8iPHNPO2iRZvV7UorHVnfCeXbLHYHhb7UxHHbnfflPIjkLZvSDZEjJC7UtboqbNR7Uw5vCbU8V/HZEtOQtUrP8xfK1R9U5w7VgMcqbZCaBQrbcsMDU6U7WzoeRtOXGJ1nHtJXsNPI7EyEytYxe+C79IQIeXUuuWV6NdzoYVQdnMcx2SgrBiyIUgb8aBfnU9YjqQxltdgrOJtLSQm1nXguOljTHMXfnBBpCX7N0RO4gycNYzMODknkdO3U92wy/nK3UmXUqw7CEIqJtKAyBQrQcJOAyfnUrQSN3Uw1nVFaQ6QuUrVTnfZ4VdUmQ7VWBG0LSXUkAXXnU8tUiAXfVI3XUmAXc7ne3UqXbFxQQQrdnMDXbSPUhITanMHAXJ0mUOwzPbZpAI3bC3UlAXEXUjPUhAXZZjDqQigXPUHHXUmGrW9tYo8CXUzZaEAXCvU8++ZEdUvUoXUngXZd4XHMEPUrZtPPUyNU2nbBJoHgrObZEorBPUzUrCorXIhLgyF7PGorQg+LYsbvU1c1eM1ayQ579TpjS4sbnUvco25tdvUmorCteHtU/vUnMCHOolfUiGQW3GbI7KrotVaC1U8VvTyTSvUyIrEqg1iQv3bCGQY/U2KQ01sdoAcqQ4ErHfUtFaHPU3ltdWTGsNTPU206E4rFvU5z+MWTA/U/vUuGTaMsdfU7s1e+gofUjorAmZAbZQirBsgGAQAXRTwMRIXTDJD/U+FtT4QBtYV/UzIXUA01A0niom3RO/Un4rP/Ug3U+A0zfUjXUpMXDcGXFVRe+WoXBA0vvU4H9IyTR/U2krEOwn9U547eGGcRNXK+RoXWOw7A0ucI2A0q47KZEGPROo0fGg+htL3UsH9ZMgmXUoo7KbhM3U1mRUfUjLhNqRMA0w3Iabk0XU/vUwtY61UwHbK/HaTtDA03VIGvqYA0ztIfK1H9UgvUzjY56RMQ0lLhVFaPnUrwDRWTObZaYXXOw2fU+a4UPRPfU1kvAxNRvUnG4MOBNQ05CgStMMGaZQ0vFsJDkpg0hw0/irYvUneVIKRFqQgvUhgWZ6Qjg0nnMXyQzPUnkkcSQxKlf0rXIhFNUhQ0sEYWnROA08I0/Wwzw0tEXaQ06g090rCQ05w0vlULqRVg0vZscDk2I0rEXCA0rfUkuVeOQ9MNNI0inRagyYErKz6Vh4BI0skXEo07g0ujtCI05I02o0gQ0jPU2UXBOwk3U63ISuokuoqQ4SIrRkUcYsWvUjUXRWwnNUwFtdo077ZCPU6y1TIsew00yIlnRMw0oGZMyRPfU8o0w8GH/UiMXCMJKY0sGeaKRKY0rAuTyQvfUumUBOo3Q07wYpSQsI0/DtJ2wuoNWXbLGZAKQmo0jhTL2wjg0lY0ifU440rTmFnRHI07RTJ0mI40zXU4Wkx407zZNMXQ40ig0m2VLDMF2Qs403MgfQ0ug0qCrMWQ1o07RTEepJo0rFtd+pZ2wy409WTfqQ4ErPBonsxbgyAirJI0hE05sXA2Tc2wqyGTirXIhXHMTy+GcXabk1iQ2nbaIgUY6Pg0icXTDJOAyd3U1ojVSQ9E0nsXJwcU3YBNZW6lSUjIGQm3UxkjRw0640v3bFPYdqQ+w0ugHYrtDk01YMHE+ZE0qk0w40pLZETtTA6Jt4H9U/E0r/U6MNSfU5CXAA+d2wnTtL7Qqhw8YkFrtXx9KKQ340kH5V+w9GrWyrEk0nNUiCXVkGeaQlfUuU0+mQsw03lqQk0w008U0rfUoukFzlJoVPaQxyrXU6XiGUg0kCXKMsFPUzPbdEsQ6rWiJRU0m00+kNbE07PGOpiYPMIk0qU0zpjLG6ZQ0l59aHtUo0hbtVE0w6Q1g0oM0oXlQM02HRF7mQM0+6TRgHCM0uCoc7tYE0nSgTWQzo0rbtY7neGaE/U+SXTM0vSRGw01M0qhwvU0pM0h3MDk0+M0mQ0uiXfZaf/U800s2w4PU6U7c6rboVDk0rNY70NQ007xOYM0os0qQBR9Uj07R6gTg6ISadfVCHZHo02XbOtAF00lU01s0qM0lU0ps0rE0wc05NYhM0/Y06yXaU0uLeGA1VogQk09U0y6gVFaTQ0untHbZfQ1Rs00xEWiGFM0zc0xl9CM09KTMrMcc0js0+o0wqXdWTUOwjXbC1Urk0+40+GrTE04w0mSrcqTYfVLHI6LNJlGWtwwY4r1w/sUxqqWdwzdoq9A9DAkVE4Nw4aHflZU2HenIjevd8Q5nI7AhTeYU3vdDAvxglaHbVLWWY3nIzoEP9A0dwloEStwodw5u6Dn+MDAsTLI6HUhYgJNGDA1e4t0ZJePTCk41fGgmZtw/R3ETAy8k2WY2tw2C0gRqXDAtMZIi0zhnISfH3vWDAhfRQLCUhYlifV3+SjAji03PvABY1i0gvvZ0TJi0laHFVLei0hdw1VLC0k6i04+HN9A844hvvXC0uyfU9A+rONvvWfI3p4T+3YomQ42GTA1v4OTA7ZEhTAk9wvgEV9wpB6HwkmvYxTAtNQO9wtXkD9wxldPS02hEQkwkaYmvY59wwTmEy0gzaQOY+zA2tk0zwqVLL9gxAfaKkgM4iDwykoo/vHbA3u4y/vKdLCczB+HS6k+V3M2HFakkE3QBcd57Zy0mydKGkkK0huHIp+EOYnfvAdLIjwgjwuVET2HfbAklPSjwi9LcZVdy0rjLb6paBPago4sZazw/8LToEYrAiTwxIUm/aa49EZgldGODw0v4WTwgq0j/uBTwlDwwEuZTwtvVM+SYVHFuHYjLexInK0rdLFBzbq0zt+GC40z4opXGpjMsEfHkqmaKLnTVEAcwvLxLX2bhXEcwhH1AgLaeFScw8JYiznM9mG0gIKVaa0/jU8ywsa09hXOPsNnk44xb4BEXkz2sORXfoyQXkhE0WTaY6023kvvoK5ZJyQXnk7SLX+SG5YCXksWaca0gZnbywsrxYxXbwYTPk1601TaSEweHQS71J605JOIfk4J7SrnAxXEkgTH1BDIka0vXk5HmTYxOBZZMUWN/YzIyquMecCi4EQvTmXbWuIMfFL4GZXc60jN/DUxWjSVUEtwUx/jAZXa602X1NMqEZXHG0pZRVhUEBYkXkuY2dysEm0sbg0UIf/zKWXCm03fsNDojG0qmVZPgK4BAm0iPk24xTVo9m0wP1OG0+m03nkszMaxXe602fkyKwYr1XaUF60gc2LTYd601AUiG8RJXPXYAG0nCQ2W07+wQvk+fAK7nFa0xSw0WeeFXeOsCvk4RyZM3avkqzAoJXF9pfm0zm0qRXbm0hk0KTI8n1CXgpXycMvSusbW0k7KAZXIdkMHnTgCeuXJW009/ec4UuXYGEH7gu203jacBce31FvETsUwNQtPkif/d5ZRFyGPk2rnPm06Bk9VxYk5XG0U/k3RZXk5PpNWHg0/1QNUGO0ltGf90ALEcD/NW2ZO0qO02W2TfkgtQ9nnGk5aO0yRZUsIxiEXBk4OaRBheV2CrmYvBDO01/k3aVVD/YuMH2PKDcRXpKh8fOPOlCb/k2lXf5POQUmBiZi+YAUZgUoLE4r1M80SAU69AY3nFWPbgU+3nfXnQe00GwlI+Me02NDVAUsedb0+RumBawmu2c3nXw+XWgJ5ZTu0gY+OBoEgUtu0iiwOQUpu0qS+Bu015IeXmfRXbe0xQUpqIElY/e0oFRL/cORsY+0xXpS+0057P/kpQNeIseVGaogDT/WQ4VbNdqkYXpU+0iVYuNgAz/KUUX+SKF2JPk4XRFtPFu06qsMvIcd1XATZgUmYiNBjGZ7POMBz/QcJeVGX6w3PneFXeGVUmwxB0vu0i+WH60/ctShXWgJNmw3FuKB06I2XfLT9GDwBOUTHx6K9GOm06+0kB03+0kpach0wvnPExFl2DawoLaWJXfB0+SUmooP1PcQoHB0vLIoJXJdUjB0jh03AWZB0+nkxckElYtFQHCU9jgH2POvID/EpWYBXZbu0oKsGbkIG0/+0iR4DswpDoh5IZAvKNCQizBMrd29ETqR6zVHbUcwkI1eCzAMrXTLD9hYQ4D0rGPjZMhcWdCudYHtVreNEYb3jZVqdTeSU04Cwug4Wx01XzSKzTAjSHGFj3Yt4uXjH7tRreVUjTnzHSzGfbTnzTR080jPx0oqzLx9VO7Hx01sjBXzNX3e54a91Fx038zPlUXwTbHtfjeBo7bLLNoEoAEcrnFf5N8zH0rarnbbteDeBx0yrLaGzZx0qjZQA4Wx0gvzZazNx0mD9KMtUgEcfPTJvA8zUJ9FvYRLxUp0wbLCmUov4Sp01SPCp0r5vfz5fzeTAjT6tAmzep02bLLRGSKsEKTBF/Gf4TTVMGtZTeZ5UWY1eMgaGzMJ0kOae7JBlRf8zEZ00I4Ix0qqTQZ0ldkoo6AzAHTxSx0jx6f4dM4aHJ0mpTe+zHsjR/zarxDZ0x/zN+zbI7T/zNWzWXUzZ0oapfzeQQ7T/zOp0qsjM50/x0mSzaOZEp03x0upXa6zLx0m/zCqzep0n1QnN4HVceKw5gLG38QcTcapMu7X50lMIn99a5XDk8G/Ybp9QF0v4naF0yF06c5YF02gvaF03jxEc5Zapau0tC1atQi+WZf3WlST3LfIgJt7ZL8M/1OX5IjYUVCQl04qfA5BTxVeN9V947AlThaSITEyQZDeQ6udR08qUE6zbxEBPgjdQ5l0lz2bUvOl08FvTjQToTMTwETxUuAn6bBzzLLeSOkQKjIl07TeEoEUl0rF0/F0nF0vFQ74DQlvGV0s3YNngwZaUT/SE6JT/LB5Ql00nY/TeAl003jWjfHqDdagWl07jUHezBl00faWYlHTxeEIBRQP6aUUVajebV01GwgzNFKpDV0nyNcYaCV0jPgEObFxHThGT1SZsgVGkW7rMxoV4gC5jYItH10z105vrKD7XUKMFjOD7W+kaBjEGhEg4JLLFDNOJHEG6TigFBjE9TTfA34gJjYETxapxZsgTe41jI4+yO0QY5jHj3dhUWLbPqlEG6aN0mbNXhaMpUeloYt0g+sQpQUIgEHNAt0n0SUqgGNbN11AGsG4gYzNU8ZAN09HNJhGEN0vDYXoGAWcECgM9SReaRu+Hwgeo1RxlSt0ikgQd0rJlOJ8QwSeo1AN6LO8N2tTt0jesUt0mFgFpjL97XboAxjd+xF33VFYL6KGjNKMBed0szNWN0kv8Gd0n9ZF+scd0w+gJPY7xeKdXGy+IMhcjcEu08bxTFIyJ1Z7wiMQy90jrUwC1QXoB90l5bbPBW90x90rmGZ901c5O90m90x6bIHwgowmLNPC06TjC4kQbhaMwwYcW4gYKNGRgtvsW7US8gqMBPvJQN0u64oBqZN00UpLJlf5KbN0/Q4mesE6oVCkGbhBMBbfoU0SHD01S5ajiYugGbhfxaFrwMt0+8A1D0oLgfRU2J4lH7DrCLE1EJNF/aZYfYKNSp3ekLbD0gakFj6ND0z/pa0CU8ZeD0wLhXbFXj0mjNAN6Tj0tQfRxlLD090QSABTD00ZGS2gCT02QGGk4PV8GjNUT0tTUBd05bUYS5SgfXNbfxaJDQ4vAN85Dxgoj0iXgsl0k1iW7UHjbEj6LOuBnNCCmMXsP5UGtjHMDYfaCz042UsDbSO8Ot7OPsFyQDpjJWzF4ib4QNHJUL3MVcE9cBnNSJUVr3diyJz04o1Od05pCfz0zllHLxdKSJp6Ne4njIrAkE+gP/+eHNeECTNwGL0uD7WIQfuZGrmSL0hEoHpje9ZYr3NQEezRco1KH3KoUb4Qeo1Dz01z0uUAWw48tkikYepjeKkMJ1PA4TLbEHNFljLjsI/ibABfuUvz0h5jU+bEN7H6IJp6ZLUUL0qL0z5jC7ofL3Jr2AY1FWwSL0oF8L0LDr0zL0nokG7gYt0573WhTZr0gb01H6Kb0yvMXKhbjeauNZSghb0/H3Rz0kj5L5jPt07LwDXlYCfZ73HXoHx6b5lbb3JEiLZE7eY66U+O+ZFDbbfSSTG6jbqnLQ9cw9bDXKU2PQ9XajBWnD9oqCk3InbwpZ2qaKDG/3CxzOo9c4YLqVOw9Po9cqVSzMYILFw9UepQH0lik0epAx0hik9jXX1Et4yAI9UtBDKDWxI34RZ1SHKDFZjIqDbGlc1FS70+I9E1FZ1SYo9FlFQ49dWlV/3ANEnJxdQ9cH0h70/7019BfI9UNCAn0gzDH2FImjYjBLqDYnDGbpSaaAik4KEaDpAfdZH0w4Ytn0hH0hTBSaDYZDU54KY1bmjeqlEYvM7Q56jEH0y0QrS0ka5FOlCseH2YtWI4CgKX0qy0vBkyyqSX0lI2BlDCQPKxMOX03rYtT3fMeaX09WjWX05X0jX0+T4UlDerYtX0vX0tIkv4PbS4GGDBroYkY049QoPKWvGbYlYPGWVCj9DBlLEYyMnY1DfhpVDzdak/jBR5rZak4qVEGlEOjTyIIEveGDOIPE4vck9DNdDLE930qE9cqVR94RTDbGDcqVWBNNOjb7XD54cHzG30y/TCUnYHXeieEA9ENDbS42L9GQ9N9EbS4iOqXqk054XCbM30rzfN7Q4v0moJO30rwPcv04mDEwibdBIg9XjDfhpR7zIeIjLEsUbVlg2sNNdFMVg0NaOTYqvIDqncFaK3aA+gzvgtMqGm5Cjo2G5FmtczgVDHOdYgzorToq3TM4hXTogFlPzyGaJQzoivlcIBFetBfgzNaK2bCzova5fW5Czo/5aGf/aGGDv0zULLsNNTohsDfpbErhYf0u0qLZsajo/plQ5bTXRHv0n8DUf0qf0n8DIFsTTIfD1VZbYG5QKPMe4GeTEzo1f0+AkYWxM/01/06zoosDU0mYG5OQQpWpFVsbf0sARGo1Cq/eOrJXIGo1cWVGg4LxZJ5IMLokVFQqFWP9Tvgxt2VQZDf0oTgu6bVsMEVFNSRSLomvgmaUto4X5gb3yVNFHZwe0E7clYgM9TwLxeUIKc8DdoDNAE65SGoDQro14Yto4RgMh0Q95SSgMleoEro1+4LEqPPyLpg/ciSabZenVDVRENCGQb7dYkEaFsM7o2rdRarc/KIw3cFacIqCGQDEHElaPi1Hro53rQadVUo7iDVQMlk1JHk6+4JQMoCiUyDSladrokP0QyDKQMlk1C/XKULRbo0QM9r7O8olSDfgM9bo0wMgdgAmJa/XOkbT6EAQMvtdPUqe41CQM5vlYFBEmxDwM1ULC4NS7olSDYNbV1sNm4TK1CjVUGbbdCVIQmYifro94ghLPAfhVG5IA3H8DC01KSDDFFAK1eh1HUbd+wKIMrQMj/0ko1SsYZcVCMqE5sXw3OiDEv5S1sLOLYfhVG5VIMxlVNSHEYrbiDHWkfa4aJsQlg2C5J5IcropuNIoM/oqGQM3ULfIMtenDFFbIM1wM9IM4bowQM5IM/7ogIVZkkgnYm+nUw4fVPKJEFD7IzfKu0JWfC7/RjRXvMILUvLaDWfexGRYMjI/DOEkHU2QohvRW9JWQo4h1GOPTabXeEwHNP4YEuEwnUk6bEFTQbU4iPXAgkzUvl0TpfJ5TK2geJfNstXQEecvKYM6+3NuElt1KfpWpfQ7NAFdHuEnmPJwozqgZctE4Ms2fUC4C2fCitT+geOfbjUhoHZFTUitN4M+JPUctBJHReEmEM2FdEx1Z6PexHZdPKFPUJHLeE3lTcgZEufWqPNxdA+E01lD0tDufPCtFs8MKdOufLdJVLY1GgLf4hEM0J1V7NfEMrx1Rk3bufPLUrbNR4MsmPGdDD+EjAQ6YMusPbUE2clJp1VygZefc4EABEpAEmBElV2RefHkMqp1P5PeAE5gMsqmMUMupIyZsEfXC0EubEt0EtCvNfXGFFK1TF/XFCoa+fApPSVPZhE5xPDfXWWpNUMoMvMtosY4ghE7bU4nNBb7coosSIJl1EhEpDNZ77RZ1WbIyNTWhEnCuehEoOpeqEJhEpNTZy4VhEwZ1TJ4MivDVlZ0MtCYrP4i5gvRE6I5JmbfX4iw3HKtH0MvNPHxPMIOEVPV1PdmsPlPIZPX2bR1PNY+cG7TxEmL1YtDDF1KGpYEojRE6HNDNPQg3ZpzANPM8tDMMxg3RiERBEqg3DywSNPb0M6ZI6WbRVPeNvHFfBGpHQibw3HMMqjY5xE6HNUYotxEqGpeMM2tTFMMyQ9FtTIZPEk9D51Lkot0M4l1ew3T0MstTSatCuYISY02pRsMlZEi+5R4o9hdI8tF4o2FfI2pCsM4j7IcMpMMiSYz1JGk9cpEz+aPUM9ZEl+RSVPEhfPDNTiYqDNAoov6cL+5Gk9F4zSa/fKVVDEyL4d4EkUEqoAhLEq8MrCEuRff5BYYEu//fWgRDEqbgGm3a8M351dQxTh/SPktzE3ow0GPDzWTYw5YEqf/EzhLFjA4EjBeTYEgTE73vPp5LUzUG/V3VPUzP8MoAYznrRYtVrpM4E28/H6/cTEiswmd+HLEgpZOS4uTEmCM9oEgCMxcEqjEsCMtTE8Lor8AzjBHkPAEaejE1DEnvSQEEpDEs1FOrE4R/UxFX4RHDE8fQ6LBZobGc/QbpATEtmoxEE+x/DiMh/omTdViMqiM4kVJiM+4E8kVeiM3EExiMjGXeUYt4VIOjfjBOTE+ChDLE8kE/8/CK4qkEiswzqPWkE+x/bOhHNBaCMyiM3duLiM5SMqzE8R/BSM5iMtkDHGnRzElcVAUE0EwsKPOSM7szfPQ8jBN//F5kSUErYE4k4DgQ8d0BszUepOUExiVPPVATEgdDBTBKf/AKMoiMzqoxfk90VZm/aUMyf6fm/UfErfk8KMrzjCHVDAAz7ROUMhX0uGqaKMsAEsp5U0EpG3aKMhpRZG3DrWErom0UpbEwCE8jjacElswpUtX7EjCMurpMEQ0UADMEyEQ0UAMIQjEHIheX5/NHEi2/AHVYXEjBeS4QgV/Q2/Y+/BUw+2/N/WZUwp2/W8EsPrVh4vy9Wl/ZW/L2/U3rH2/QaMjZBH1HEsEpJZcu/PMEuswl1AhaMxswtu/YYQw8VWO/MK9O7E8TZdQvJQEsIqDcEh4Qvs/UXEzqMlHwr5/ZsVO44OcE2QA4u/OIvVddO44CcEoqMgEwrYQwYwwy4qqM7aM9YQiaMpaMx6Mx8/JCEkl/R+9LIQ2l/UhqOxjBl/GI7BYvY5/De/E7EwsVU+/Z8E+/XQ8/bHE3aM1B/QiFLAbSGM6HVP8E2Ew4hjScEgEaDcE2qMgGMs1mKqM36M8B/U3rGvExS9LGMvrNYl/HC1VwqJCEm6M3+/NB/OYAqmM98E79RSl/aGM4B/BsEiGMgPrKaMn4aDMEwTVUgbILVAC9Gb9cPvFWmWX6aqSGVzGSfFhYIWMv6fENw0KbUVfLJgmePQS01xYahHFifZUxFsbFa7bI/MB+MWM4PIlS0xJgtVfL8LQnVPSfWPtMbVGJrAoBLULUNNDSfNbwnWMq1VDrVEk4olVKrVEyfZIBQnIm1fWTYRWM3f9K2Mx1fRH9Ubwl1fNG6YjAlyfNJLKcnK44mD+aNgkS7Z3vBxHD6fcMLQ448JqY7VXuPH/hZWM8ZNN7Q639TNfc1zQWM0GNFEQ5gqctzKKfeg+evIn5NI0xRfIgFNF2MzOM9hcTH9FfI/+ApD+QFgItfITmeOM1nQlsTV8Uk9gqprc9gsxeWVQexA7V4zQQ2preVU9osKuMgy0k9g3V4/U49osXV4x9g4qwmgVLuMvqfa5SBprekUy04rSkkafUHdN9grkGd7dNUU3IVGafFzaf0GY5rLAsJndM9fcn9FQAkpA8F5ZCNJ9zAM4pIQ7afM13CERXdfMM4vo4a7Q46fC6o/9gw+4ICDJeM7ifUAfLppIqSHWHFM4leLa5HODzbIA8eM+79XM49uNJbdAs4hIVAk/N1NXn9c0/d+M3LTRiDbYUpF5Kjg3IsH+MkRPJF5PvTLjgx6o2nkqn9ciLJNNCEGLiLUmffIQ+GfO1rOeM9KbAwsNXVABMtA4YTgmIVMeMveNevDN+MuZA/b9FWQnmQTr9PDg2dNM/3LXdSR7DfqU3dCbxGzYmR7HjNYILBzY9JnXmtNY7FkM4WPdqVILYyl7LUZahM5hM+BqbhMzb6FGIv1PEqnUrYqqPUJxRGIiaaURMihMxJ7U9DZhYvLrY1SRFzMrxG9DW+Yy2MB9DVLY/CTD3dA44/x7LUZX3dbx7HLJHmIws+XFBQFSXDAijw4RM1vZWiqahMlYzDikip7HDDImPZWIjT0NrY+95P4neqfJIWaxM6FJXrYprEIjDLP0NxMmxMsbYsxY03029Ypn0sykjgU5jDKdY4X0jDYlhJaP0lpUm57E6k4DYtsnB6kyOPA7Y3dYnPQA7Y3Z7T+gck9DOI4Z7HmDJNY8JMy7Y9/40JM5k9aUvVtIZqksNwmHY+VGP/dfJMj1rQ6kqraEzDSJMjHYhpU+C4fzDEHY0pMh7Qtk9ZOYkpMkNGDP00ZnU2xLLDTpnWHpX7YYtYzVPKLDXdYz1wmejWMnM8TCIPS5nV2vUEPXZnemvSpM+6aFoyO49dOvYHYjxY0RI9ak8WPChPb306jYzzDUl7REdEUnNV7HY7eakmSTFZM76kpFnRZM1M7JV7LpMmejBZnGZMjE9RJY5I7OJMsZM+R00z4vO4jueV5LIvE92DZ5M/OeTKhbB4j3Eg5IeRM+ZiLlLWsnZZTNypFAEbh46j9Wh4lMTK9UN+Yuh4tCNdsnFVLRhBIJ+Ce49kEHFLF+4jV5BcU2e4yhY7WqLOeBeE4w+dcNMQEVe45a4dW6F246HNf3Epu4xlLeFM5OeF+Yx4yQFLcR4sJAqR4p2/A8nRUQ4vEq+4/kQ304u24hPpWu44BYt6pWu4isU0mpAR4rFLZpwcwJER4+lMzW4iFMmdwwx4u5Y4W6fu4z8DSkBNlMzK4d24l+Y7GJRRzc1LeEQxVMmS+QZkFHNS/Tcx40xYnCuKx4+V2f8UlqhDRYniAHx4rTAy9w46U4UpbRYrEEXVMl40LRYsY9I1MiinXx43P+fx4oZYxuVIJY449AvDJ549o9NinGiTBynV544RsOJ4+iTCxDHSnU8Qm67ASnfzA4yNcSnd57F1M9p45tLENMjKnPI9Qp42JYn6pGJuBJY5NLYwVCp4iCTaqnQFIFJYzq/XudZ1MgnqdNM5E3NctFxY849AymPD5E9LaKOEz4j7A3TzF800DbJlGOAkwC3dL4zotXjaQ43NAkvrWRTaKYYzEQj5nU83XAkqHoVFWAo3Ugk2RnIH4ptMtdLYoYpQkl5LLlbAdM5q0wn4zbrOOSHU3WoYmy2H5xcYYg7rSBScK0jgkyIEdkQngkpNkdL4rO3e4Wd83YQkuK3QYY/QUuIEPL49Ak34WQr44dMiXkEr46rIFxomUQ1QknVdKc3BUQzgMR1dI4Y+IbJWSDI3NUQgwkzoEZr46nrHNdZr4k7rdNdfYY3KyZq3I4Yxgk2AEAb469M/q0r2NQgM6oaNwkxqUcYATwkuDMsBE11YoIk5r5LVE10Qvwkg9kZ3HaIkxDM2WgpNKVDM6uM5DMhIk6AuZIk6pWAjMmJUkeM0T+REkjkog74r9gGBEY749KNflZAJMm4kiEoy74kokwdMm742kkh2fcOY54kh2fbH494kh2fSMQ53vDZdKP2IsQ5zyXjMvH4ssOdEokkYgYklgOCkY0kY3801Y3ZI1flZamaJTMnPxRkYhjMgdLdsQtjMuVOKKNES1enY9RJeImOKNejmcNEqqNUv5NTM8eHKYkpMZWZ7SzM8dLCgmL4kqGVL5EVtGezMrdLUNhV8Q+4WJodEiQzsCebkNBgo11OOSZ+fLCQmHkWzMtomVX4pWSO1rFEknVdDzMqjM1VLeBgsZ1SBSXOY8LMpMZBn4+DfKVLX2tR5LFhzPwU1GNMhzTBHWp42sbDdjRJ43LMnSrRtLQx3KIUoWNdLMh8bZ6NT6xANfGaNHhzZIU6rMgRzehHaZ4grMru4nb+GVzQzTDu4/IU2NlHhgCnQzDLBhzDKTLmNMrMioU2VJSrMxEUibTP2dK1girMo7jGRHCbM+DEA53UbMxpY9oUobMtCbULTfFJAxzXoUvpY9cbG+4+qALcbBLTTftebMsYUkC4RKnJp3B7TZDLb2MpEU71LIp3cJneqAUHUBxHTLM5GXfbMvClLLM4YU3bMrmXbYU0qndcbOB49rM/xHZmNR7Mltgo54pibOvQqxY67MqJHd54hNNCtg+6NYvTatg/haEDLRCbEHM56XN4UxNLJbM37MpudHxHS+4lrMrNghNMrRzIEUh7M5CbVpHQmNaHMypHTinT53LlNMbMy7TYnM4bMppHFdLf7M3HMsJrH7M1jDT7MxrTKDMiuMwStFAtDdg3AtGkUjTvDAtUkU22sTnMikUsIk4Q+NnMmtfOAtTSbIeMnuM+vtX1Q/uMx1JTnM7uM75XBUMxgtHlNO04vQtMkYnHTDgtH9g/dLYVDQpAoZzcUU4pme+MnqNf442UUvb6VTjIaBZlNIE45nTY3MzZzSxHA3MuJvKUUul1RXMz9g85rW3MkUUvGDL6sF+M79LIZzfDg/KFSFHfZMv1BMs4tXMo+XDBMsD5IjzWs483Mk0UjVJcBMnqNeePVs4hco51PP6NKio1+XJs4ul1M0UjGHSwtVBM5Soh0UyGNXu6LDfe8o+eXL+M3WLb3MijzKlrRZzcjgjFLSk40NNbP0v6sYGfDlrUj5Xc4yvMv6sBlrMvM+pzG84qZY8lHGADN2sMlrfopGVwlmTKVrPXM3zLQ84w3MtHQmjLSkEOjfbc4kvM8MU29LQvMzN3PVJKnPJvTfJmKfMoVrS3M9QtSdNJvMrDVblrSFJNeKUvMtJYtY403TZ841tvVMUxionprWlrOdBUXPAC44UUs847+6PnPMqbDEpbPMwt3fktfFHct3dWsIC44fMzlw6/M6kpP0UyfMkKbT0UjWaCyUobqYRsI4vSRo+M0N0zGfPNDQ8OzZ+omb1YAsxUpcVuYizIzeLDNbEzbfPcaaO6mPfPYAvITA8UvUf44edQRoiQEKnICE1M3jKGpJ6dAgvDV5TbySLeZKUt7NKJ0wgs2+hGPjW/PQD5KyzXAvQA3U2dNAskwE8UvAT3f/Mo/PeGAwLyXf3NwEuOdd4gW/TUgs7eU+ho1k5azgxPjVIE1MzchorcMyGzbqUm7NJttPqU1ZzfslKgs95YkOdXAs7o3ZAvEgsv0dBRo1RYp3fLsgVO02gvTRo13fOyqTRovx4LgvdQs6gvH2UWgvExorQshz3XT3OtbPAI/d3YOU4lMrovHNZHz3P1QyQvZOU47AnfjIpoh8ERQvSL3Vws1QvWL3XcM0L8Q/jMwvDVM73sGIPJJoh0Mh4PIIssHI0wvNJojVMhDkK0gLJo3cMlukO/jF2U+wspwvRwsxIs4r0yeUsJPDYkFIvbOUz1JDIs3yJfOU5sM1pQEreGZozO5Aosgb3fL1deoSwvEb3Q5TcUmNjSZuUjVMmBOYgvOb3aH0Js8Rb3DuUu8tOFjdCaH9BdGpdjgUPjIospFM5wsxkMYQshciVQvMeU9kEbostb3K8tJRILzQTYgIQI6I5WdnMFo9JPVTEcQTTjvd5YxP5EovVPjNB5S+kC4PdloonNcosuUvAFowi0WwveYs6HNeoso4snFM5osqFogL1SYshovbYsrosoIvZlojV5IYsib3Tr2EpaHfcJYsk+U0Ysu4s/dnEXNK4s5oEkYM8M7W6UjRjO4vA+fP6oaEvDVonjYX2cOXjHVo1hdRX3A1o6EsiwTSjNCU6J4vYzebJsOwTRVonvSWY1CGU2uhPfMSITOX3ZP+KJ011o9I3ZAvT1okEswITdyvEks0ITANouEsxkgc8hIY8efPKMtAjSHAvXmU4SERks2No32eAovJDosTSXwTemU7ZUhPjbksjYCMgsjks4ZGSAvCmU3jYKUvUmUx6GIEsstoiEsqXjStom2BNwTep+IUs0ITLQnUFTWks97YDdou/XJgsuX/HOBZZlSdo0+eWepKoTcDovEs7YPHdowksuJ0wUsw+zTJRdUs/UUF3jE0s4bYMx07kvUUswUvFJ+aUsptordTbBdCYTep+OUs0ogR/XCg+d7A7wUjAHM/wc6QlMrT6tVFUk6QtVtUireWNbvoFlk9IiOFUuyQ1kgfstSq1Ta4dTk+TU76QjKQzlIuXtMa1XYgHFUxyIV5YLMsglUsXHOGtZLU73AzGZTtoPYI4MssxTalUoaQwf7QooI1I4krOv7E61LGxcdtYCIVlUuG5OGtFMs0NQR2ZQPuURtMqQowHSMsrSOTlhAQPQVU+CrP/7a+Qp/CdcHEzob+QgLdG/Ih5FUcsw145VU9e3UiIXp9QxIV+Qhcs0+yK+Qqcsi/IuLk8Z9EDGJ+cF14wV4/hFFdCcNUxX5Re4OQgNu1YXPNINcsUB145m5C8sxHwU14k3HZ006tU/t45V9I7sPNU4d4ySHQe1V7gLsjV0JRAoD1UiFheSRPjAUdU5txd8sljgLd4p8sg8si14lPI8qRcECPVUimtS4sACsodUg+1QJFXEoPtUwj4pCs9CoAt4lUpMyRcW2NNUz8OQ3RPnmJtUgnmAEsIYqetUrYqG8sru1CsjIyRS8sl14xCs/hFRu1Bt4h3RK4oR8s8Aoq0FGt4+z7ZV9PpgAis3HmR0JbCsttU6mmbiszegLtU8N7ZV9ejEOd473oF3ReCsr9U7YrbzMCSstLPFXRaNHN9U1Cs8Csyu1TCsw0JTkie9UrDxFbMZBUa9UwiszSshLQK94p97E19A21Cis1yRXcsp940B1JCs01U+isjnRMUcO945is203fSsgDxZV9DZkKj41oBQnRNSsh+1Vys/isw8ssW1Rysg8sqW1QkVOysmu1SSsvWmczZGSs73A6IschFNT43wQVSsgSsgt4kwrOqQnis9Jhfa5HsHDisz8sv7SDnYFisvt4numJCs8isqa1ZmQqiskB1bhdWiszD4zqgh8sgB1O65fhFF8suUVRembx9WO1DDxcYsRKsy1RWQsC/YRNU6vA8Ss5CsuDUjL2ReosKsizqFA0nqs2+CfhNeSsuD46Ks/KsrJyFW1eKspCspvoMD41umdKRLSskT4masgX7SJMAT4/d7CysoysvKsm8syys8KsmPRUys/e1LSRGysr94rqspys89UlVQdqs5ysnDU5qs9ys7gdbwLZV9bystqs6qRIasna1CqsyX5RDUoPAcTLahguR5fAQ9MDPHfZvgy+AdAUl34vIM5p4NjI+TTLheF28FsDasLKZNC+gDsDa0hDh/PfTE/hbh/f6sxGzeXuNAMrqzTgQx8LUR/Pf4vFVSR/bf4sFzEp4WAQ+x5agQnNVBkvE/g99gkAbcx/ADHe8nSc9DP4zdgvf4Uh/Z0zLHeBGswaHF/giTVRXQjR/cms76sigQrbTJAQrv4zFVDfgkJ1KLTUfg7GsocqffgjGsocqFh/EoU/c6eGspLfCXQ2QQqitaWsk1jKWs48zAc9cP4inaRilWAQ8snGWs+OrGk4cm/D/4+XaOGzY6/aT1JsnCWM3fg+DzXJ/H/gtdgpDrG0E95SPfIqbVcKEi2sp0E9osEwjG2ssdza2sy2s9osF2sowQ11YrnaTKMtKEu0ErgMwiMz0EhCE52LGCEpm5AoQwIQ8TVN6MlSDS4lMcEyA1ImMhQMyfDI2/WZghJDE8E93rJOs5zpAYQ+Os7qM0yDGOsh2/EIMqOs7IQ8OskiE0rdYIZcaMyOsjuXHHVUoQ/2s2aMgAlCcEvIQ7aowus2rdecDQ8E9bdOustOsucVK/hNbVOmMzdg/aM1Fg5t9PcEtust6opusnUbRbgyA2biDYes2LSYPwgesgOspuNXushHEoHdWuVcqMt/hDusotTE/hDbE2SDRusqes8jVG9Reus0JYOrjbessFzDMEg6MkAle4Q1FgwrjPus1iDdjfQeskc6dzgkes93rXesxF/Wjzbfg+CEpuNU+s2es16EluJIME2otXF/Ius3x/V+svFVIV/P4Qz8A2vVYGmOzVOFE+dFNTfYVYsRYWuTFuzShsKBsxuze5NGzILqXJOSYBssaXPP4NZETyzZEBdYoWanWdFJjoncVUKPexgz9wZwHbm4P9UXUAvlUSAM149ManIBswkSTRdOJ/KkrUpdJTos7/Fezd54YPgbGnDHoyMMvOkpBskUJIaPDhsl7/HdmXiQgZIN2kIezHMDAhs9c9JBs4hs0/4mBshVwWq4mBssRssC9fBsyRsigzNiaDzotSuY3dSIE3Ikby4jetGRs2HVYHozRsxQzULooP+IHVaRs7a8AgMpnM1hVYA5S3ISzaOIKO2nZCQFVE/TVDhoGi9YexcxsxO4BxswD9F2nZxs7X0p2XLvtFxs0hkp4HR4Ev6QAsA65/WLwHEHRutBT+c3fezVYW4DhPLWlQm4cZsHEHCaJB9cBwzIHmAy1a0lFwzL+IKIMrYzJyPaIZOooTOXVu3Q1sW642JsyX/PVdC1RQ1sAaA/hBHBoDy9YJs0pslOnGyzIpsvgE3xs0JCXUtUzaYHoiJsrLGDJsz3/PSzU7ok3ffizbwMk3/N4HcS1fJs8wzdm4A0+Gy9eIQnabJJDZOkmaJIT9DLVXW4Cps9unIURFOoDWPdOtJysPunfgzO1sfIE+0qYOxduXJSDUuVUIEzZsiuofpktZsrFTBenLtwz7o+YzLNdcQMjps5oQ0ADc5smiYwJsppkw9aPxsiMbd6s+GeHIbL6s8TNJEwxB4CCEywbL6sj5snowr6suHdEmEVgbCjVJowp//STVdQbem3aYEpswlItPMDD5ec23SsDSswnbrZW5ApkwIbUW5ADNY7rYsPXjffjXEW3ScqZRg84wpcqTRgjL4kmsxFsqxgrMwnotebTDYwmsDLJQz5s2FsictAobTvhA4wn/TBfhdQbE4whfhM4wmIbXmqEIbTFsgMwpobfD1bOs4YwyM6HkjPyELobCFsmFs0YBfuWD4w2Ws9TU55sj79UVs84tVQbC+sj23eSSM1sXhghJg4vaJJgiEwrB4R1iM7nTFs5mojfNeEw/KE7JgjkM6WIwKE0EtdxsicLbaMeX0iJGNvE4+3B2s41s81smONKLjKpgq2s5pgpDMs1MpR4e1sq1s65SS1s51s4eM7dzF9g55fcswxFVHpgilgimGCktalg+J0kx3eUbNm5CEbMR3Nm5CZghQMkXbTIksUw7MDIl/Xktd3raDNEm3ZZg+NswILFsEy3wDZgkIMvmYbZgovrBMDYkbaiDLMPckbarwDB3Qts6DA4ELHMtHPhUCPQ0wzlVVZg3kbLkANkbSPrNM6TWrMtsz51GUtCuswnfF0tQUbSaMo1Gc11XfhYUbXl/YlzBvrR/rTvhCR3CNs/ts2sw4kHK/haFg77dK6MjUw0usvtZOstdRwsXBGbrIbrVJ/A0PTwtGrpSpPZ5s1J/ePXbYtA9s8m3fLgXssdgbPhgz1rbdsmItdPbX86T1ZI9sqJNVm3TdsxmLY23XB0IK6K9si4tIK6WMPGYtFi6As3Ue3VYbH9s9hfCYbIK6T1ZMe3IK6aEbOW3KKbERrRW3EjE9QbYwbYDs74wzdXbS6ZnXHds1Vrc9sxItADsq9s0eWfsgcK6Au3ODspbpEUPe9sj53V4wr8gDSbW23Z9XcaJfxaQIbGro2kPNxg9SgQTEqnrXtXYfREDstyfMnEmjs/FsrFw/XXIHrE/RZDsusKbDsxjEz5sw6JEUPFDswZNOYbXjssaLIobODs3aJNO3RdXXaJTO3cjXWTsqobf9sqTsgu3E7rTqLK9s3WUGrotnXKRgoMzNYQyFspKAXNeQsPe4tMNeQzszdsgzs4YbD9s3aLY23anrFi6AHpDFsvjXFTo/u3ECgeLElYbazsvzE1IbV9stzssO3dDsprEoxLZxMXC/EVU2KGfSbUXMuGLPe3P2YoFwoCgWEtUIksbE90VALs5ILT5w/v/KEtKLs6y0zFNWLs6t3XC/CLsuiMJLs+xojkUnQqfZEq+3VeYr7FQNs+zRZJNDkwsZ1SDsmswkMtSDs75sw3rIK6cN6IUwvNrWobUCMfMUVVrIB3HlwFrs0B3MrXB2LVZgqrXB2LJUwqHWB2LVUw0poJDs+UtFK1crs1B3C0tSDs5yUrts0rRW9s7B3K11VtIKbpPPrCbs4Kbc0w+LXYbpUh3Ikkl2LMRGRFg0IqYTw7MwxrRJKbIFg7Ubf4qQRklNsvNrDhkglg/TRQ7ssdsgrsxZ3Ylg6LXdybTwbdKNSDsjxgyrswWk0R3B7s386Ma/Jkw+euKybc0GZbszbpR7FAHsy6Jdtss51TqLDOzXtsrFw4MBSfrK8GRZFO0wvPoW6JAsw+N1MnE4MBV0bezE70beDfKHsp7skMbE/RMz0t7swZNKNstbswZNCZgz7ssJNWlgzHs3bpYMbWxGbTEiR3ZHs3aJCR3JuYynsiMPffrWHsyt9c5g3HmJaJGB3ZrXJaJf7s+LXbuPHqrK5IQEk0i037bF/4XM/C3sUHbe/4FZ7WVCHz48h0KJtcwVVqDAW4CX+MiIEqqONIZ0LGwmBA1FAERx7XOhBCNbWgH57ICyOalXXstl7XncSCNTXs3c/KvcDA7EFMtXsglpRdlaVRaAmHWkGXsvtRRz+IMrdLeFZ7a3s4LeLwmIqGLBKbr4z+zNk1aXsnTxXP0CX+brOK5IWsmIqGAW6HL47OzH3vDqrOEzPXsmwrJt7bjxYb0/Xswx0m3NC17fjeEPs9uhRXbIv4Gg5XKrNEzHx7FPsyM5UfSAuhG0rKSpaF7ITcS9tBbeO4kwVUEqDAbFPAXLcCT7bLc5Evs4YrRUzfZ7P3s0M5fIWVS024rdr6JKpCLiWyDa9PeF7FvstSqKYbEmHLHbCC8MV7E17Nn6R5nBPs7Ps8GbEnbbvsoFDRGDT5jMfskaDR3s13+RPbDyCSEk8XsiKDSFnG9s2fszqeLIk/vs+5BYqbH/GYfs0/tYwmRfsvFvKehKMOOfsoW6Nl7S/s3fsqggyg5IPbeKgWoki7wQ8NfccZEk/fst/smGwfX+PvbC/AmvshAccSVKg8Afbdg8UHbTh4btvEAcwP6EQmN3s3c6B5BSL+G1VPeyeF7BBIEmlczzeAmFsrCphM3siYeflVdPAyPsk3bc7sGPsgXs87sUfsxvs4+GZypffsoQcdehUgczWQYXs42lW29GgmfAczombAcnVVRvAo3+S+UA1YdTLW6gs/sjvA26gxAct5qE+RWAcszzALzDsLM3lGgc4AcqGlTWQDAmDvs5yLSfsiQctxw8QckAc42VEQc4FVFaHDA7XXNNomY3s+WsTzzLbcfgrehPIYkjfstLzetwqfstJwhQxHfs5Cg/QciQchlVU3vCQc1tVBQcz1VXgcqAchy7CgmL3sovzcombgc/brFAcoPbInArPslgcjfNAvNfcCHAcifNWvsu/NfQxRgmZflTKNUgcm/NXQc9MLGtwogcoa9Ik1MPskHnKr+KPshTVO9ArwcmJDcAfDgcn/GcAfFwcmHXUnAjiraTjOjrQQclHDdLzcQ8EAcytVWQc3RLL1VARqEocv1mMoc8RzRvNYoc8oc7Lzc3sis/PzowC0i1nPyEGPvMUyWW3aoc6n+G1VfTohgmXIcnwLEGeeXs+0GPeDCIc9/pQ1vUgcgNdKgc29RIocuIczuUyBhLArACfRocg17GTAwt4KIclIc1EQhYcigre8fWYc2Ps/dRDv9MHcSdDfezFAcrHbYqGe1vdIc1CpVS0tSsJleUYcrIcqSGblvRwcnwLDNvJ9/fdRE7DeocwxzByLd4c0oLfIcuwc20kEbmSoc0XdCYcogc9oY2gcz7bLAGYtvRYcw+UstvPYcl8fP1ve94n8fCEc1AcrAGbIxAwc+PswdwxXbGT4JomJEc08UYwxIvs3UMJBhcXbHgkfQcxIcokczDA/AcmlJYYc8FSDociQchvEfDAkActEc8Qc37bSi1WpJUgclEMIjAiQc15nBIxIgcz5naubOYcgFYcr+EkcxLYeU+Uvsog+NIYo/s4bDIQhB/shtVHkcz/pW/sp24lEcpMrNiZIjApEcplnc17Ugc7mDdBbe3swjlFVFOT+d/bOukYUc53s01SJdwuUcjtYajA5N/eu4gRFRkc42lUs7Ui0kAc8IIA0ciQc0/A4PvJkcqJ43VGKs0X9DV2HFfsydDT0cyQ5A6HBDvE0crGkOtvAwc+0csRJdIcm0cmTcRPbI4pML5bXsqEpUYcuCYAw9b3dG8g4wckEpeejZMc1TYQePLUclGHGpLGWiCrteikMIxRvsuDTFKY/fs59YENvQ0clXpFVgRqXQhIiBbVMHQPNQqpfmBVYcxXQhSdHJCd3zZaHA3nHPNBaHdsHTc/W3+TscqdXJdwmscwfNctrHr7JsLOq09wcjh5NxhUccyvMwog7MLIL9CxhSdDcGs/ydeErBC/HgmcMcJ/NQqpfpsBZw6NhPSg7flVtGHsctS5WpJXcc1Y7DdGLcchfDD8NdcckHncyqdRw5H2JgDfYIk4YC/UwtDH8bEVvFvMnMbGVtSADTssCADMCAatraADer9ItNEorMFtbxpQorSlBSD4FADUb9doGXQrECcolvcr9WpNBJhBeVegDRMsYciAOVe8c9xpXirIADACscBEeag0gDe8sagDRCckssGFtWCcs7BE79ZgDfCckVteqo61NcaYHOVJkdZisTgDFc0fgDCsbBVvcYIiCc4NvDi6ICc8QDFzrBicsr+CUmZic7s1REdUCctag3FwnicwUI58sNic0ow0ppYH9bQDBbBQIDQ7DddgRkrCicxwGYwDbwDOCc9H9CwDexpKwDckIrBUWwDVBYp8bIn9DSclrxW9tHH9HVrRXoyn9eNNcViErIbiczicvwDL36MycgoDDdNWXou6xWUadsac+VLIDD0sFr9euvHVrChkEIZJFrEsseFtYX9Zv6SV0VIDMM44P6dH9aX9NR/ZJcZH9YOE/ic2H9f+YX63JBoboDYCGULNcgqEcLecJS39Y/FecJBoDYpgkPHSXAddzRKcjPmZKEkRwIwjEKEnZwLV44LsuYGOKc0YDR1s13HDKc1pre9jHLdN4DeYDAPDGqcqwsT9YN4DSv9EvDCl0u6GAfDCWMAErW4DKPDVRVUTo2FSGZqSEDLP9IlVAasTP9U4DZ3aStEC4DeEwdpqP1CQv9AscWPDL7UUv9IVaXRQJqczgsJacuYDQjpOqcoJVMsQMVaRqclkDaf9KPDaz/OL+Dv9GZqA6cmHIZSEsTIPv9DPuLAsVRHIf9ef9fLdTP9f4DZpqNSEAQNJEDPqckUWA0DAz8OacpUDPEDTrdRIQXacs6c36c0kDDfDe4DRJaTvDJNIaA0uV05vlHac70DBRYH3Dev9DLaBZqRySa6gn0DRPDdpwGrhPjmSbdAac0/9avDBDkUeVPF0zrdOuUHZbKBwWPDJc2d9FUUDXrdTEDGUDfxqXgueOtXkDJfDNUDfuNVac70DdDYOfDL6c+uOOJYN6c3MohRYDq/cPvcz08IJHmcyDjYfNJkLXYpfmcoL9fo4is/LWs1io+9A3tYXkLFtBKaHdFVEN3WvMmlVZ84y3va0LD26RC080LfyhMPI+ULOlrSPIhjXDvNG3Ikc/NIJQ2Mw2c1D5c6HZULd/tNPI7Wcw/MkPvDWc4ionmc6JxJdBeMLbfMqtw+TjcwJS2cxhqYwJM2cvXQtOsIGHdXQsFJUi7IWNXWc3scsfM0dwj2c6qFH9AgRqKkpFWc+0LaabJS0x+DQOcnmc38/NrbEW6XTjJOcrWgA2cgDXW9LOOcq+DKkpbOc0ciKiosDAoqEAVJIuMsfzElrKPvesLF8U8X0rH/JA8Tm/ELdZDrdU462ssK7BZYRuchDrP1LOuc5xzEgpducvJIl1swgpdGLQW/fOCcxY/zwiLXRBvDi/Ns47OHJSnX3JCTrMwlSeM0rjeM4leMhrXZW6GAojJLD3DQglGS/ELYiApWrjPBbS+sfjrdWHCDBH8LTWAuDwnvsbr6FLA7rjeUo72HHi/C2NQ+clLjS+sUy/LbQm+cnpLB844q07RDcc48+cubDIxlJiLYIJK+c0xDCDBBVwztLHjwqbXZRlNVw0lmFAoj67P+cw2LeC8TAdTfvGy/QUlfWLd/NHWHXNw+c46TwmTcYBc/jw/vDaUolTw0HjNZrEBcpG7QfJCOLTNM33JI/DchA0Ao7nzW848BcjAWOClcec3rhYilffDQqnIecn/GBs4oLw4njT+cnrAyOLZhc3Dw+hc/s4hjw9fDZUo5jwurrc84rTwqrrK84rhcmG7ETBDbjIhclhc52LI5Y1OFA4ybC4lK4ntzQ34rwaHtzV5Y1zHLOE+5E58mJh/MRIoxEwFMu34351DFzMi45P4qEyDCAizHVRcj34vR1DtzVanLklclzZi4oxEpuE7izUclWxctF4CzVKxcvi4qsmd+EwS41mM692DmdUzaPBEqBYlxcoVmKeExxc1LVTXSBS40OnQeEnP4uenExc/P4oSnWezRK4hDHXqVCozaUlLVzbc9Qy4pJco/TTy4jNzC/Tcy4rOnPOk5y46KmGy4y0lBxc4OvPNmWK43Jc8NzCWXFbBPjMDy40clLBYhvVULHMJcvS47Pvbxdaq49YyT6nORcgJct/TPWnMpc4qPQq43AEsukuMlVtzOFdB/4vJc+/TNpcunQ6ozDgQjJc4m4xJc0+EooHfpc0RYgq4uZc8FzB9nHpcknQ8oHdTVAZcmoHDgQ+UUt/48NmRC9IDNaheF+EzVnUclQpkf/49i4xpcg1slEwsQzWprY0AXq45fvJBkrJkaa4m5cia4spI7Bks2uIqA4cYaa46wgWa4/OnVhofxsjhkyYlQgE7cY7ps164/jzYIzIwEK9zWwzH5orzlbS9P2XM14Y64hgE6l4JgEhFc8jzHwzWFc1eYDgEu64l9HTK1G9FHClXSnda4uPgihk3OXb9HFhknKlPFcvSzRJ1XhEkkHM4lMpEqlckMYqtNHIzA3gnm4qG4hClKAk1PVO8lSqnDPVBYzVSYmlcs9dSnJUFc4IHNSlBK9ah1VlcubGI7guZYUHozQADElLElTQAEoAPfAFAAFAAYwAMwAfElRwABkAUAAKpREAAAAAYXBQEuAGQAHQAChwF6Tl0pUCzjDADAAHmAHkWT+gCIHiYAGQ7E2XHeAEBwAAAC8tgADABwKABQBpBBhhF1ABZVyUCAIABVVyQAB5gAhAA2AAwAB3AAGQAQABYcB3gB5FkAeF8WRFSgbVyCAB7Vz3wRUcA1pJXVze4A8gAhABWIB3AAUAAhgAogBwcAqgA8YBZ+YErBuMA8ABogBBAAUAB5QB5QAbAAbgA38UzABiABY91ntIfVy/VyA1zDAAg1yQAAQ1ywXp5CVy1oI1yXAAo1yHVzd2w41y+vloRkE1yk1yzgAU1y01zvsAwABM1zGlhLpk6edc1z81zmABC1zi1ywABS1y4+RJVzBABvsAhABfsAoABHojmABq1z/VyrABYcB1QB1VydVzUAAxAASQswXoppkvIljVzTVywXorVyxoAL1zI1zo1ypyQ66AwiCu/lUwB3VyBgAvVyN1za1z8EjdXZj1ySjhr1yO1zFyVncByzwPEBYABE1zWIACBiiBj1UADgBF1z8SVlQBANy+1yrAAQNywvtmABvsAQCA7Vyf1y71yHRDp1yS1yhhEM8AK1zD8AvsAfsBiABV1ypyD11zfVzN1z0QBt1yCwB1VyAAAlRMI5gAXVcg9cg1chaeZmkU9cs1cxGcS1cw2cBiAZDcwwAJ1c6L7OBwd/FKwIJ9cz1csklV9cwNc4Nc/MWfqeGUMaKADjcqckWfALtch9c7MAaDc5Nc1Nc9Nc4dcrNcsdc+AgUpAPNcy4AdDc2dczDc6kAbDcqtc4jct9cpoAetcxtchkAMTcp2kEOuNtcm9c2PkaTcmRgf9cuTcoDc/tcxTcodckdcgfmfXMdTcydckAALTcudcnDsBdchDcvDcv7AQjc71cgzcrdc2/ISjc2XmQQAWjc/Vc0Ncmole6UQSAE1c5jci1cpDsNjc79czjcvMgZ1cnjcv4ZbgAfjcl9cgzc4Tchtc0TcsmNFKkAO4STc6zc1eETJeTLclwABzcqwAAdcpTclzcr/ZNzcieADTcgtcotcjDc74FLDcogAStcruGITcutckTc3V2TvKMHUYrc9tc98EGzc8rc0DsawAKrc9EAGrc5zclTcz2+NTcxrcjzcrzcoYRXzckAAJdcldctdcoLcmtckLcndczuGTVcgdVSLckklA1c27Rb1SJjc89cljcpLc61cyzch1crjc1pMOzcvgAbLcwTc3Lcnrc/Lcvrco7cvqg9jcobcqckWNc2zc7tcgDcibcvoAJzcjNcmbcpvmHNc9zczTclrc7Tctrc3TcjrcyzSbrc7wAYzc0Tc17ctsId7cqzcnkWL7c0bc8QqOoAP7cj4AAHc5Tc0dc2bc9OAUHc5rcmdc7zcss8Zbc1bc/Dc9bc19crbc8jcnbcijcz+RfbcqtM0zczERJlcBg1cHAM9chkAc1c0FcK1cw20OoAD7cpoAa7cl1cn7ct1cjPAZ9ch7cmtcvLckzcqV5ScLGiGUt4ErcnkWEbchiAEvEeTcxzcwdcwHcvHc4HcwQAQncqdc8HckncwBKctc6Hc/Tc8Xcp7cyXczReZPdMH4MkWOXcqfmGTc3jc37cmDcybcnHcurc116DXc5gALXczzcnXcpbc3Dc5dcincwLcqnc0jc0Lc2ncihAPdcvVcg7c0Nc+kaT0VF4YtnchLcrnc5Lcy7c1LcgaEQXcrv5bxAe7c7wAUAAWHcozc3rcg1cks4P2NF4Yy3c7Pma3cwRAezcu3c/7c1Xc3Hc1zc+UsV3cxbcyHcjEAPTcrrcx7cuHcjPc0Pcke7Dv1FLcqTcsrcxXc78EXtchTckvcx3c7NczXc+bcsHc4ncj3ciDcr3cgLc99cjbckjc5gAMjc0oAdVcjVcnJnEAABncw9c0zc8m2Q303NsdncwwATnc6egbnc0xeOXcgXcjLcraWYXc6kAUXclPc8fcwzcgwAeHcvrc5fc0keCTcvnc1Hctvc8s8Dqacbcovc7Hc7vcoHc/9AEHc/vconc1rcivBdrczrcmPANPcs/chvcptcy/cjY2AZAXPctHc9vcqeaSrcp/cqbctXcsvc2fnPvc4KAJrc7Xcwfc74FMnc/zcgjcsfc33cyfc/3clrYEAAAAAEQwQCD3Lo3NDXJjkgTuFX3IS3L+UHNXIxwB33PIICYAG8BggPOiwGT3KaAFT3Lr3PT3Oe3Po3JCXkAkCWDVj3JwgHCyPvXJt3ML3K73Nq3Nf3OxyIQPNsgCQPLd3JQPO/3Kh3N/3PVAH/3PP3Po3Jw1HQaBRZTl3KsblXhFWWCV3Kx3JgPNL3Pq3KFKInXIH3K/3KFOSzynkPMAPNM3NIPNLbGv3JR3LUPOfbFu3KbAC0PId3JEPNfNIr3Pd3NQPM93LW3J93OC3L93O23NwPIo3IWWRo3P3XKi3KbXMk1XJXAXVUj3NO3MS3K33OR3Ku3LS3O43MWOASQCYPKMABP3Il3NE3OCPPEYi0D1z3IV3NsPKgPKEPOm3PV3Lf3LEPK1AAkPMr3OkPOr3IN3Nr3KN3Pr3PYPNDXNSPIgC3SPJv3Kt3O+3Nk3M73JV3OEPLyPM22GcPKkPKMPLQPJH3IwPMvlJP3Op3On3Np3KGcQi3ICPJD3KbXIi1Q+GPIPPCPOj3Iu3N53JR3N33LiPI73Ky3JF3IE3OP3JMPKqPPGPJ4YFuGJb3NK3KggHR3INemUQGV3Oq3IcPLaPKj+A6PMMPLLXJr3L/3NYPIAPI2PLMPN2TUmPOsAHqPLz3MaPN43NPbCOPPt3Jf3NOPIa3MQPIW3JcPIrwW6PPcPMwPM8POwPO8PKsADwPO6RwX3INXJk+D0zlZ3Pi3OmPM34G53MyXhoPIMFGQ0QGTmWPMP3NWPOYPKSPON3NE3JhPKT9mDUIyPLngHz3NAwHumUf3JyPNgPN0PM66Cj1H0PM/3Ih3JKPP13NkPILAHWPJN3NEkXobnqQEQUSJPLkABJPMgPMx3OgPJOPLgPIeKDngFpPOQPIuPPnXLcPO93OBPM23K8PJp3NwPNn3OKH38POD3MZ3KmqQ1yhO3I53LO3MiPJ2PMdXJiPJu3O7XKT3JWPJy3IqPLYPNZPKKezcwGqazAPLv3L1PMOPPsPK+PMFPPf3N+PIMPPpPKMPJ/3Jh3JuPIUPNDXPlWAPYHNPOePPAPPjXLsPP5PNtPKpPPHXPOPKdPM8VkBPMlPL6PKwPPrXLBPPRADp3O4ACIPMCPNM3Ntvld6Di3LX3O8ACTAFKFEtXNtCCiPMMAGNuCYAD3hFsPISPJYPKNPNuPJNPMS+BWsk9EK1PIJdOdXIGQE0PIDPNaPLtPL+ABDPN13Iq8kZPNdPJLPPdPKbXOTPK4iGNFVUPMTtOi+1rPPMsg+POL3IbPKDPIJ3I/3NFPNDPPFPOH3KBPMjPJBPOjPNlPKsAC1XPp3NGPOVPKMvm15DVPPX3I1PJj3LmPOiPPj3L33NH5gP3IxACP3OxPJZPIK3K8zx1zi1PM7XNePIL3OaPOOPMDPKd3Lf3PHPIdPLpPJbPIchDbPMN3P9XOSPL63JbfFMtJ4PNj5F9PKtPMEPJaPNyPLtPOfPPEPL+PM6PLDPIlPNH3LnPOlPNBPMXPNjPItgATPLGPNM3Ji3IGtk3PPTPO3PNmPKePPmPJ1PIT3N43KPPI9XMNPK/PNxPJ/PO8Yx1TP/PPl3MtPK7+WAvPvPNHPMfPPaPInPMkPLFPMLFlKPKZPNKADPPL63JbyhTUJGWAyPJovMIvLvPM+PIYvN73Jd3OYvOKPK6PJgvN6PMxyKI3PgvIXPMGPNwPJQvLXPPzBS49CbRDCPI53JXR3O3L8gFz3NQ3I0PKWPKLPJxPLH3NDXPeQFvcKovLRZT/XKAvKEvOYADg3MuAHAQHA3L83KQ3Kx3JsvIg3KQ3OePN0vPeAAkvMuPLKPIJwCkvMp3PnPKn3LVXJ23LwPOV/ShPNDXK153Ren3bHhPPVPOy8CzPLq2N3PNS3PrsHoPL9PIMvK4vINXMItB9MhzPN4PL8Y34PNvPP9PIpPJ0PMYvKcPPEvP+POdPJkPPbPNIvMqPLLPPSvIhMFghj7POyvIdENyvOyPJAvMpPMKvNrTObPKW3OZPLdPNMPNigD5dC4MCrPL4PIavKWPKavPovNAvKDPMpJXavNcPJnPIjPJkvP6PJlPIUvKsACUvMX3LygF6A0XvkwvKaAAvXNY3KMQB0vPUPMLPINPLF3IqvL6PLCvK931WvLMvN/XOrjLrPOA3IDk0IGPg3LA3IKABcvKg3KcvKuvNA3MQ3Kg3LcvJ2vNfPJ03PYvJw3KmvNgvJmvKjPICvLvYRAAAAAHEAAAqMG8xa8g1cqWxd0Q8y4NM89a8/zwCzWJDsZJOAiOKi8qzA5GSJgAVJEe2cAQ8u7cva8sfc8nc36894Af68nA8qwACjcwqACG8+RZCsaM8EAO4dS8rc8iI8nc83C8vc8u/YAi8zLclK8rq8u48rWog8OJlAzK83Y8nk8rk6Ya84S80a81q88vc4q8qC8o85D888o8g680s8/MWDCJSm8rm86i8vY8hg8nH+Pk8/K8nvc1Tcgo8ncAIo8kq86C8n686S8gm8/y8om89EAPA8+0AMm8ptc/E82g0Na8gwATncxE8o/KLU8+76dLcjHAdE8lm8js87q8rN4BZfbdVK88kfcAS8yCAB/c4c85/ckS81Tcvy7EU8li8qc8ti8sW8648p28tm8l288UMIbE+m84bc4k8m880k8ui8/m8lq87NcgO8ia8gE83y8jw8uS8gG8yjc30DEY8pU8pa8nR4fl6XLQmG8qPczfcum8lE8xm8g88zUWDE8488rE8xI81K86o8ou8v3SUA8548zI87tc728m08v282bctW8uoADW8kW8kO8q48uQ81m8ss82AsJONSw8n9ctu8rv5Du8+s8gW80S8wO8zy86c8vzcno8vy8rO8/W8yfc0ggY28hkAHPGAmkjuGWG8i28iQwS1c7q6LU8zFI/e3eI8nG80884e8qW85ksGhVd28uy4PKcxq8pW8/tcgq8tO80q8r68z880/czs8re86+8vOaW+851c2CGB+88k8p+8x3cl+8sM8zq88O8k08/5o2nAXs8n08v+8hW8vH+Ky8juGYB84W81i80ncsB8iW8z+8rWornIQhVX+86L7f+8oa8x+86rc5+85B84O80ncjO8qU8ifc+S8wK8uU8/N1PO84g8ptc50sfLQku86Y8su8nC8iu89LcxY8lMyR289B85288hAJPXEqWfIOGO8z7cz28oc8zu82e81Tc8C8wo8yC8lB8vXcwe8tB8j+8nh8oJAPh8mPSce8mNc4R8jHcwB8ka85O88R8ps84h8t88skAcM8/G8wQAQm8mM85gAXw8yE81c8gu8l+AU0AK1UVM8ig8ueADM87Kc+K87wAKaMJgALnIZK88+8+u8y+8vrcu3YUtUfq8uQAWcTN48608me8rR8z2+HewNXwee8zW80W82R8zi8rx8tK85UJRiEPx81x8oxAAB8n287Q8lW80J80BEXhAEB8xe8lbc9A8le8ih87O82nc8x8/O8g1c9WsEI8ldVam8rC82m81h8m/chY83a8zE8ki8+R8iO8z+sYcQIOCOo8lHcho8/Y84BKVJ8gU8sc8nu86wAPu86R81s86J84s87h85p8hbYVp8jvidp8ie8tR8+xyHp8h88ue87J8nzcsh8uC8gp8te8kAATe8gmAKRADgoWx889czS8q9c0689y8yy8mu84i8/a80/ck0843VTqZOcswR82PkXqACy8xPcoJ8y680L7Wy8paAey83J8xy8p/c5y8hy8168jp81hNfg8he8ge87y8gx8nW8ox8vW8kx8zVcugATZ8tvtGpg6uMyp89a87C8nncm587U8/c8jh8rk6Lh8pp8ss8jW6SJmauMi08+W8n4FBB8tJ8xw8mFICR89W8qR8kh8mR8oF8uR87880p8ii80CMHB8nm8xW8jR8pO8gq87Nckl83u8sl8vR8yyEFZ8v68sF8xC85gADVcngAKF80fZbU0TJeOF8i28hF87fc2p8/C8qu8//ZIi8k88zx88B8lI81OaT40el8+O8w88gl83p8wW8+A8sS8l88yc8zl8l089+86l86Lcs/kVU0ZE8mB8vF8458vm8kc8sR8/HcnR83V8oO8zl84F8/J89wAAY8qh8ha82h8xM82KAdSQPiAfdYMV8ja8rS8928o58po8k58+V80Z88580TcqSEelAfdYXPcu58868kR8z58p68m68uy8u68758+YAH28r58958n58lDc968vV8z680O8p18zO8tZ88F8km84p8uh8hkAKqZGHIc2881ctbQTa86DCJF8oHmZ1crp8+B8kN8uu8sN8o18o9cxW/fSofq8qE6b3QlJ80R8kJ84Hcu18iC8x08/V8sq8w18si83pOKkgtmGag8m/c6gMZ1ckZYPt84J8ll81Tcod8yR8kd8ofcpe82c8nl81e88F8gAAKQAAAU59zQryj1z090Vmwq3yzztYryGFkaDyrggYth6nza7zGnz23zy3zT3yJDBu3zV4Q4Hy/b503yRgBjAAUAA8ABE8AVFlGQBCnVC6thQAIXpCBAQPy3TBkrArVyVediIBJ3haQphQArVzhcBLc587oLTwL1zXwZ1DyIqouGArVzz6BEUAdr9oIhMPzLMRV4RT5A+4h1rzAPyG2cLbzCnV4PyMPyyuRf2A66AL1z4kphGBMPz2whiIArVyDIVHmAUPzfyhztzTQhhXYyPy8dpLc5udy0a16PySlFB1BudzwPya8BYQBhPzYPyAEot9z2QByPzC6sACAInz+7z9XY37zxbyMXz8xZKDp+2xZbzXEB4MyhdyEHyqgAv3yf3y/3y/gU+k5xPyE/xdTIewgmPyYPyTPyeRYEPzVeA+PzUkxpPySAULGgrVzOPzQPzM1ZEUBmPyx+BHmAqPzn4haPyLAh7Py5AAKPy/PzV4QpGAvPziNAf4YiPyeRYsPzoPzME9oIhYD8LGgeNIJ9dgPyePzVeAkPzVZBBPz4mALPzkrAwPyJPyFFlCBBmPzV4RcvyZPzKFVEvyqQApPy5PylnzSHztbznXzXXzAbzQbzwbyPXzULyY/4SZs0Nwq3zWdA5RB/PyCOlFRQnHymgAK6o1XgknyhGAMHRaLzsbyGnzAty8byQXzZLyi3y+XyQAAKNyOcAhXzsYEC1BGwBz3yT1sHHzWecaDy39A3HztPyW3yH3yJ3zotzNZB7ehEnzsAAAnyLrzmrzl3yMnzSnR+nzYABBnzyXzhnzKXyYnzFXyfzzdvyrAh9vzDvz43zlbyiXyoIAwnysnzdHyN3zcnzl7zC3yXXy5ry3Xz0QBd3yRDD59yLHzSnz4aTN9Aq3yTLp/PzvkAtTzkl5lkR8XzNvyznzH3y749NRhA3yytzEfyrXzEHy8YByvyKXyOLy23ztvyTbzrHz9Rh9vy499u1zE7zc2wkHz7XyAXzFPz83yqXzCfy0LyIfzRriuvyfABK3gyfzBvy8rygHycfyvvyq9y6fzbvyxnzMXzgDlIfyUbykWV2fzBLzOfzCHyqfzh3yPrzefyRnzDLzjTyCtyAhBqDB0fy9jzMfyCHzJtyiHzqfzInzAXzZDzuXzdbyd3zJvyKNy3id6vzlLyghYdjARV1+Dy/XyJXzZby6nzjnz0XyUfzPIAtjyLfyHRD+LyLXyHnyKfzfbybXzndz5Pyhnz3zy5fyG7zxjzdk1nfzVlhXfyGXzm3ysfzCXzvjyhbytfyFPzwmQC3zyHz/vyELz5rzYzy8kBZvzM/o+tiI9yoryabyZjzEXy2HzYjz3Hzhvy1jzYnzQ9zU452+MWfzOnz33ye1yJfzmXz0nzvfzcfzrvz8fz5fzJbzuLzaUiy/ykXyK/y/TyI/zNXzFnyefz07zKvy/vzqvz1VzDbzfZFj3zTNyy6NyCRFvz+FAkTybfzIl40Tz99yhvz73zkfyGfzC91WE1TVIVHypNy47ym3zZIAPfzI/y7TzU7ze/zX7y+fyCfzKryEdzguTwo0W7zfnyo9Qw/zt/yNXyFnz/byaTz6/yy8B4/zVnzE/zKHzAbyjfyQfzR/yV/yIBQRlgrfzqnzc/ypXyUXy73zTnyi/y7vzDtyz/zZhR1/zuby1Xy5nz+3yTvy6/yD/yvLzG/yA/yx/yIAKnUJZbyO/yNvyu/y7/zu7ydXzpfzc3zJrzN3zprz9fyJvzk/zmAAAAAJBU80H8kp8+RZO6yMDqDHAP183ZMS1c3ZMLU8iedbAAGiwRH8+38p7cwQATElC58vfIuQgG28yt4JRY8X8rH8jN85N8y4AF68tN8x68558+68tN8qV897AYQCmn8vH8768ogCwx88b81/8wp8uU8qvjE38yx8s38hMAirSSf8lh8gACvC8oACu38jx84/8hX8vrcpFdMQPEzBU9YXF86/8qv87ACru84Hctl8gZ8jl8vN8/384v8wP8uuwpi9GPoVV8rf8xwC9X8618gd8p881d80l89d8wgCn78rd8kgCjQC9Z8gV8kK8sH80Nci7MYAHJh86K8nP8yV8kwCyu81F8616LgCk/8vrcu/DRYNDACrEtBwCnf87v87R8878y780d8pT8sO8gX80TckFNQoC/wCyv80oCnAClwCsIC9l8iICvv81QCsb82a8pP8wH8/l88LcxU8st8rWopQ85gFXZ8jncxGUWK8y5CFn8g+88QAe+8/S88wCpv8jB815FW3mUYC/q85WUBbARd8178qP83gGCoC9wC2X8m78iwC5v83pORnGaEFQWANYCgCADYC/B8pl84IC+ACt/ctoCtwCjoCyS8/v8hP8wf8nbctP8j+BG9EMYC9fc/Z8keAFX8nK8+YCwv8i+8ks8ss8j4C7dEWq85482N87IC8P8oICkAAMQC158lN8zN8qQChN8mQC1N87a8mw8mX8hk8we8vX80F8g38sgCzVc3CANP8o7cnpYQwCmH8mp8zIC9h84AC0N8xYChR8qSTDWOC/8n9cwC84N8pwCr380IC3YCx4CpAC8q8lT8l7cshRHj2KAC2/ct38rG86v8m4C2v81kCvACtd8jECp4CroCqr8gH8mr8sG8kG82b8i54G2IGgIfkkW6QXe8s1cttLUbWc1c5aUGd8qw8lLqd3gArUfYKDb8hI87EC9QC14C3A8vA8sigHQCg1cw+pbfFP/8yg8zSIQQCxK8q8OSkC1t86kC8Z8uctCfyekCmIAAa8vS89R8+Z85wC/9Aca8xACqJ8g4Ct0Cke8s6ZYM1L0CrK8uO830C2ACpd8kUC0Q8sUC8ICiUC0B8/n8rkC60CzSgZtgcllOq8mMCrI8mEC3f8sa8+4Ci78vYCzoCqIC4gCnEC0gCvoC/A8w7ANP8/IqW0CrP8qp8+0CuK8+t82g87AAJK8o0ChYClACtoDZNoEP+DT8n0CvMC64Cz38kICxMCn38q78v380MCrsCkxAAWcT0CvsC+q82MC7p8uAChMCoq8mP8338/R8+n8vICzPc0TAIHgbMC2d8/sCrAC/MCsoCz2+IMClcCscC/R8k0CnoCt/8of81n3K0C6o86G3RvjVIC7P8q282lgQQC1E8nT4Zm8zsCrwCpnc3GPNv8rk82Z8xl8/0ClkCuAgff8k8CqoCo/8sMClI8wuiDGYHPc1u8zf8poC2/8gMCoCCh/84MC5Z854Cl/8s0C4m8580wYCz18vWIwK8Ci9B8Cqp89ICmf80wC4N83ICywC8AC1f8tz6PkCzACpkCg8CloC/I8pMC9oClMCkMC5ACz8C7/83m8KMC6ACgIC23crYCu08tkCpiClCCqUCgf8mUCyjcyF8m8C8Y8zS8rcCEkCza84wChm8ikCjsCwEChV82oCqwCiSCjzDIoCye8wUC5kC4cCs485CC2n8zwCsACkg8lSCq3zd289SCo78zR824Cpi8kCC7780b86UC3oCwG8jVc+XNMSCsw8s/87aVfCC+F8//8jIC2SC/P8+SCxf80ACpSC+jc5yCvmYIoCxkCjSC2iChCCmigVwC4sC9kC5iCzkCh38mOlEE2Fb8818hwC7iC478pcC4l8osCyoCqyCvJ8oSC2yC3dcxyCmy4Uz3RIEKt8n4Cra8t689ECkiCj8C4ECiN82z3cNAd28yECgcC9N8xN8l581iAN58yQChqClECxECtEC/587X83SCoF888C4x8yb8w28hICmgCptc8f8yDcSf8p8C6EMFn82287jc+28+f8pH83yC9MC0Nc0aCk1ib0VX8CgUCr28sk8gCCrSCmFIYCC/ACh18jwCicC1iCnCC10cDiC+Xc2CC+/czaCxcCt786k84U8x/8s8C1CC7d8ysCwG8tP805GH18oqCzO9A588v8v58wa8zh8iqCiW8ss816ClcABbAGN81eEKECj986QC668pqCs4AFqCyDcpECp58yGC2QCzqCtDc7qC5QCsAgPqC3l8vEC3w8oaCoYC5vaVf8mWiKSC87cmSCuPcrICl0Crb8jcC6o8h785L7NSCv8ChPkTSC8yC7SCyyC/YCliC/SCoI8ymC8Q8U6C6iCkKCwcCgsCrV8+HSO6Crl8h6CmIC9CC9EADVcthAF6C/gCs4C1yCi28iYCpDsdnYWW8mYC9PoAv8nyCoECvyCpIChZ9XcFPsC9YC/dYTYClKC66C2BBUcC0CCvSC1WCrs8iRVDWC84C51c7WCq4CraC+mCmFIdKCksCyUCssCtQCi8CzQCpc8s0AF6C4Lk0zklr86mAc1cqYCpF8hWCuYC9V8+aClWCxaCrs8ujXM2CkX8rWCzv80KCwCCmigO2CqKCnX8mKC5f8uvmfs8z2CiOCi4Cy2CwOCumC1KCm9YOOC/iCir8wSCl4C4SCoY8kf8xICkaC4LkkPqNAVP/8wiCl8CkmC7yCkAC4OC2KClEnZV4/LjIhxUP8mAChcC+MCvWCubcxmCzECw6ClmC1AC5V4kGYC3c1u8mmC8GCzuC7YCvmCnSCuP89GC3ECqsC3w8+M8vKC7y4b3HaUeL4CxsC+x8juaKi8lx8g78or8938hf8+uCxSCkOC0zc0d6dRZByEPs8/x85J8q2Cq6CieCj78viCggC3uC5mC42CpfchtIr9uJ78i+CzOC6OC7aC978zJ82+C/aCyIC6yC7KCy8CnbcjVc438rCChr8kxAdEtEXAAmCzU8zeC6V8sGCpDsR9cv6Cw+CqKMoSNbNUIKC0eCqO+IUCocCm2Cm9YCKCjKCpmCxOC8mC+h89EtI56RoCi6C5oCsKCtKCn+CpQCiu4Z/8x6C2IC4t8wYgQkCwXVJ6vVeCtyClyCZb8vkCreC9b8jn80iCo4CpaCjpIJMYbS83cC8+CvyACrcj+C7BCiX8QDEBiCh4CvOC1GC5T8xuClsgPrYpYZFn8v9sZ78iEZLOCvWCm+C6RCyKC2RCmhCmeCp6C9Vc3d8o28xeC45AWMsT9QVhC8V8zMCpDsDigWW82vUBdYGqZQJ8uV810CycCkYFXMwOt83Pch6oTQzXeCzBClq8/mCg18+RCpOC0xCuQwzhVd28zxCn2YnWCyX87n8nuCro89cCsiC4y8sprEJC068sJCno4CJCjX8qX88UCu+CmJCtMChRCiJ4bF6DmCphVLxCxxCgl8zX8vaC6hCp/82JCvhCptcpx4PJCooC5JCqOC7mCkpCjJC3+CgE8ipCpYC45AGGQGpC0JCuQAQpC1JCyn8qJC0pClGCmhC1pCmkCp84TpCpJC7pC8JCy+C6A8xpC5MCzJC1MCw4CtpCsfAFYNRJCr6CupCy18/MCmZCxiCuZC+dc4ZC90C6KmMZC1ZCiZClJCqZC5NczZCmRC7ZCnzc3ZCss8gcWA5C9v8gpCyZC9+ChpC9JC2ZC5pCrJChZCkZC2ksA44fJCtZC7xCiP8s5CnRCi5C1B87JCwJC7AFYJCwngLpC/M8h5Cg48nf8/5CvBClpC4FCwhC0zc4cYeF6b5Co5C+pC1J82FC+2C+ZC8CC3V2bs8lZCu5Cn5CopCnxCzFC+OCoFC95C8Z82hA25CjxCtFC9ZCp5C/pCppCspCtcChFCuJCsF6ZICkfQdxC548wlC3pC7H8qGChlCwZC8pC5lCypChkAXPHKlCzlCmlC35CjZC55CrZC15C7FClxCkqaB78r5C2pC8VColCv5CqVC85CmVCnZCwVCxZClqWFFCpVCyFC45Cx5CjFCtVCgFCjVCy5CrVCkZChUgUVC358rlCk5Crn83lCl5CxlC4w8o6CoyaAGIG8Kfq897AF982lCo1C+lCh1C/lCplC8lCqq8kbkN1CkX8j1C6587lC3xCqeCvRCwWCisC+hCyb8jVclc84aCsf8nkC1xMqWCjfc0kComC5x82BC0mCpf8xFCnsTLzjKFRNBC9aCl783WCieC+08gZC2P8hv8ghCllCpNC/NCxj40hC/cC7mCw8C1oCqhCv1CgWCguCtCCouC3A86HAAAASQIPPeApDkw4AtTQqZwMvfNOgpi2EhQtMXnfAoUgoDQtE3KN/QlmD7AsnOUUWUgOTagoRgu0QrhQsP/KxAujQtNAs7QqsACMQoXgtAQtN/I7803MisbirfJZdyTAE+xhRvJ6z1QtMr/IQQqnQpxQshvOGDR5ej4vN3AtlkHXIHqgq0PJJQt0QvHAofgqQQvvsUW8jCwHNgtmAoXfOLQsiQvtQulQsdQqHvP7guuejHYE0OD7AtnwGcQAbQu9QtAwvVQvAwquQoR3MXc3Jaj5Asg63gwpogrpQqQwpNQvAwv0QtjQrxAq1XJLgsTQtAXknExZhymPLSAqMAo8guJgrkgu8Qt4Qu1Qt08QZh3rQolQsbQrogrgIFwQqxQuigvHfNzQsBTxWAsht1OvOCgvDQqbQtFAoNgsygt+/MLgpygoD3NIwpxgoPxVqQEYfKowuz/JowqIgtrgvKgtvQrlQthuTHvOpgqLQr9Aqvgt4gtXQu4woTgt4wurQsPKgUwqJQAs3K+gpMguAwpr/K7gpbQorQqf/MIwuFgv5fI3YDT/ImPPLREivL3vLTQukgtowszQuIgvF/MYwppArWpSb2KEQt+fOEwrG3Otguzgu1fPEwvwQpMwqFQuKKRcgk/9FYwpEAvEQqiwuDPMjQscws3QudgvWfN3fNkwuwguqgIogrQzLVAvPXOh/M2vLueiRfPh/N5eh4QsQQoUQqtWGWqUWOCRgtmgvUQslQp9QrAwtbQv8QpqAp/QpjpTTfCKwrPgox/PJ/OKQuNQrXQo5Ariwu1QoMvXqwvdQv6wo5/NVQtawuQwvawrHfICQr4wqLwAzNAmwpF/O5PObArEQtwwvswtXApDXKNgq6wtuAAVcFWwq+gtQ3Kawt5vJawrwwuGwp4wta2Ccwu3QpFguxgvywvVWXg6wchCrgpUwprgvowt43M5LECwvdApD5iFhGZBHsAvbguHQEugvHgrAvNzgsBQrkQs6woUQp+wqmfOSwo2gvIQpjgsoQsMwtJQungqywv6guIwtEIDT/OU80UwuKwuowvTQt8wv53KzQu7XM+wpqwpBQpfcyjjSoguKAoBwpv/J8QtEws4wtBwtNQp6gu/QoUQsxwv4fPyQvCwt5PPYwooQpwQrpwoIwpRwoxgqrAtrAoeGRPXNTQuKgtCwuzfLKgsFAt4QrLPIKIWdQCKArqgoQwohgtA3PEAsRgoVwpuvNagtKgq6gocwqbRHzfJuwukwsUvJMQuLpQogphkHegsvXN+AsOfJzfI+wpvQuVgoPgvW3JIPOaa31UVqgtBgrIQp0/Magv6fJhgo+fPhguevNhgqRgtWWEdQo6wtoQqFgtuwv6AsJAvfwCgQigQvLvMAArUwolwuJwqWwoe0R8YhH3BhwpswuFAq7gq4wqRwsrQtGwppApO5R43HJwrZwrjAp4grHPJTws/QvugvbQroQucwvwPKPzH1wqusOBJHIjFLeDtAsRPIdApgQqdAvJZUnQqtwunQpe3IfGOg/1uVxzAvWwvnApPOQ5wvhwr0PL8QoWwohwpJwt/hXKhA08mHgqsPL3AumwtSwr1guPAvLQp2wogwsfguuekpyzaJGrwp1AodXOsPP+Auawr7ws/guM835gv9wpjQtLwrcwsoQHTQAsQv9fM+gruQqDfItwqcQrJgsOvO8Aq2QCNwtOvLlwqnvKBwo9wqTfPhAokAq9wpVws/wtcvN+fKvwt9wqHwoPwq3Qt1wqXPOvAv3Qt0AoLKnXXAAbhdehewtxwtUwvewodvOjwtMwsXCyQ636h2mfNUfN0wrumThwt3wvSwuiQpGwsWwuQIoPxXJMKOenVen+woCAunvLzwt5grLQr5Qs1wrbQsdgu6AtRwrngrigFrAo4oMgQqHQvcgvgIq8gvUwpbwrvQtD3I4oN4hB0wqSguwIokQsngrwIquwuHwpjwtSumx4kEIspwpumUiwrswsRwsLwroIv/gqkwsAQrlPOjAAxwoRkP/QjhPK8wut/Lewq4Iqjwo0wudQqUeC0Iu0HE7wsSgtkIuSgrMgrSwuoIt9QtoIr9wtQwu4vNMIsQSlbgosIq4guEIpsIoLwrBwqjQuLwoDwpAItjPMJgDT/K2zLQ5DDwrJAs8gt1PK7+SJwqMIsgws5KVGDA5Qsv/PQQooIpLQoMwpiwvvgqrQviwtiIopLnJwuswvZwvkItLQu2wtPAuUIqygtUIpdgvRAFm/ONcSCwGNws2vNFwvfBCvwrPvOiIv+gvzFgqItnQAdwvPWDfQuRApXQtuvJ/woevI6Is9wt/wrFwo1wp2wr9wp1wrUIvBPLrwEJAr2em1yEW/KbAvXwoSvNRwHbAuqwoaIv2wtE/QpmBerxF/LnArV/J3wpEIrnwpoIqGIsAIscIsO3PbwpxwBCH36vI2IoGwupwo4wuXAvnwsKIsXwuWIroBx/mzdvPWItzAvOIo0Qongp2IrsIoXwpGItKIuYAAPfM//NLgqTPIXLOBYTPwovfNlgpVqOvfImQonQvQhC+woBgsBIsmqJUQo/BGvQo9/N0/NcAH0/KathiZBI/Jc/PshExIvy/JE/PZAEg/LM/JxIuy/Pg/JeIGS/LyEwE/Ic/LGgHi/K4/IY/JjAiiQDlbm4/I3u1C/LZNHC/Ly/JzgrxIsK/KkYDw/Oo/OqIro/PZItc/PM/Oi/NY/Ni/JNwqVbgK/KS/NnwFs/OQ/LS/IFIsbUEy/NBAGM/LlIpK/KA/Nj5FxwqbwAKIsNgr7gqXwv3piNzxxfN3AvshERIp0/L0/N/fLRIqccjE/Iy/NE/JtuCE/PNIvs/Os/IlIpS/OEYGFIs2vOc/K4YAtR1kAnc/PpIpC/Jo/LC/IkGA5IpdItF/NI/M9IoI/N5IsS/Mi/LffI8/Ps/OQYEpItFIr9IttIvy/P4/Ps/Kg/MJIss/Ky/OTIo/BDFIvWwvTIp8woTIqzIrK/IywqLwvoIpsgtGIpFguVvgrwvQvL/xlCIozQvxwv8wtyvOhIqVfMCyPLIqEwvQQvePP0wvzwu5wvmwuqAtuIoUQqJjVzpULQocAubIuBwtbIvVIokwuiAsPwsDwvxAoTQrkwoW2Ay7Iy0KUwoIgtewpgQurIqhIqQIoyIs/rAy7Jy7lZwvQQqsItswtLQq8IvpwvBws7IpJwtr+DJwt7IssIo8IuTwrbItoIqAIuywvBfNn3InIoewpsBnJXArIrxwuRfMjwvqIp4Is0wvaBmfghPIvcIvggv7wuiwsHwo7IoOItD3Mmz3YwO/IoNIouIs5wv/IrzIqKIskwo7Qv8Iv5fIdUWoAsnIphJmHhCfIs4IoiIoCwuXIu1Qqa3RsjAawrcIrggogor/ItwIuuIo1IsZwpJwrCBjHwt1IrCwvQQrPIp3IovIs+It5wtngrsgvoAAxwuOr1xYLQov0Iowoubwv3gtbwutAp4lFQosbIswIv/ApbIqoIt3IoAIsAovNQvdArqOEoorwouooqEot7wryIpBwqHIr/guKIrgoqLItMfMoIFrAoEQoSllCPIbArcgurgoXItfIrmgtrIr63MuxQfwGcD1OvJyIqwIt/IpwIu7gpIooOgrIoskIrMoqS7m/w1kopmfPkoqpwteIpSIv3wq+IvWfL7QtLIojAtceNnIv0oomgrNfJMAouArfAoBAvfIuMIsB+K9PJd/JggvWwoCAv7IsoIpTvKQgrEIuMwoIIpXIp0MP7KKCoruQqv/NkIuSouSIrHPN2gt2IpuIt8ouLfLywrAQrZPJNwA4osMooQIqXIqWIoUQvxPJ3xxkIp/IsIotsouUorSIvTwvdAuaoqvVFaovAoq8or6fMUIu8Isywt8ItHIvgoo2fIrwpMvIcTOCou4/JFIpqItvXPNwprIuXIuuQvOGRmoruQufwpVQphArhAuagoRAtagu/wsRgvVwuRgvsIsAIvKosN/KPfP+Ip6H2oVXXwFqoqmgoJwu4Ip4ot4IpNvIjAvQAuMgs3Itoou8ougoocIskorLPMNWBZsH6ovaIpSotVvOGor3Ip8IoLIoAQu+Iqm/PuwqqounwGXgpxtXYATtAvXgscfJbArW/J3gqJQpMouhPKR3KZQMJPOEQqSfNEQttQusIs0Qu/gpBovEorAgs0wuQXkpvJxosnwpEQvRQpEotn5i0QtSIodgpUIrUoshot3fOhooPQuBsnS7ih/JWAvc/NlvMqwtJejfIseos0ws5oua1iKApOwsBortQs6ovXQs1IuWIpFosnv1J/I2wsTwp5QqlovwIokIsIItuAD7X3iosnwvewDF/NMgrSQtmwvwwvbIrJopiopFop/aj7AsSoolopAwpVovEIoPIskItNot+W0vwqmwq5gsQwutooyop8vMYooMQtp3L23MuosLvLxgrYItmou8wsJgufItt/IeoqpAs0wusYLafLeoo8orkIrpouBosZotVottovVos7/WkIqjoqEIpsopEIrsotKosdfLOouIwp2egrwpu5UHiDrfNgIp8wvQoqZvIaouiopiIrlFj9jS/XMEorTovaoozorEoqNor2woUQoLovbiDsAvwostou3IqUopJotbQqvIsYIuegorwtBAuN2SqIoDfLNwvFwuWosaosC3NDXKHopt2VaIvufK2osHAp2ouhgr2oq/wt6ItVwq9wqOop9wqbot6go9oqIwqrArwPO9orIwsjvKhxF0ot0Ir90GkgrCor3PIiotOwpo1gxoo9POAOWhSU19OMgvOgvbvNfwqKoqoIpKoo+IsKIu+ot4ovvopkrQN9EZ5GfosSosr/KSIsJotLQs/orawsvIpzoqrAp7QotArT/Pm/ki+0W/OpaHNXKvfJv3LHQtmAshIohGTvoqJ/Ka/JsXHnQudXOFOSXQoOop7opOoo7IugYrsguQvP1woFIBlvNuopbAsXIqwYqwooUfI4CxoYtrotkIo+osHIpIYr2Iokot/opPfLp5wrvTuQpzwuEooHItEovoorKot3otLwoIPNLfPvIoXPUuB0z/LPoqn/OtvIXIuvos4AsYYvdAvs1XtmG+iGjfISopoovTopsIogYrmwtIYuNosrovABMFOk0YqAYp0Yvror0YrSovsopUotgopLwrHIoFfMPosnIuCqyGmVFfL0oulgu9grlgq1PP9grwfIYYsnopjwpOAv2GUvou9AsjgpeIpnwtLQtEYtIovSIsWQssMiCYs1gvTgs2IsUorHPMiYuHIvLAuAIvUoqm/MIIHgYvifNRpFoYrz/K4ouMotUYt+ovifPXUwBotfovYYqoItdooZwuiYppAqdHDjpGyIsSIrforAYs+ovSovzgvBopKIvWfOm/L3QqQovvItaUixwuLoqDotLoplfLoNmwYtM3L6YoswvyQqsotewCaYq7oqGovjoptoqAovofMvQrnpgaYujotAYtmYsqYs4YrEYrGovSYshooo3OLwCCItXc3lyTyYojwvqor8Yoroq1IrG30cyOOYssoosYsGos2YvmYrdosToqyov63JeDg8mjbgoCAoqYp7/NaYuRwp2YuvIsN/N/ABegtVOPt0UW/JrfPO3PiIuiPMv2FPIr3grDopiopj0gKKEwwuR4I5h3lwuEYuzXJSYtiwsyou1QvhYoSYBUPL1IseAF7fKVop5grRYqqYt+YvaYpZos6YoXDXzorP/NAjB0ItLvLgIs4orLot+gv8YqTouWgtyhAnwvcorrovuYu+YpsYq6osxYozwupYtngHZYuG3Peot0YoUIseYraYuZovsYomov2Yr+IqPoqY+XijP9ouxwuUwvpYrqooMIsQIuZYpeYuCIoB9kmYsaYq+YrjooAoqMYsuYoW2Ahtw7iLKYpfwr1YtwAvFYtJYslYr8IoyYqN/KkYphopJBwLdhOYvJArVYqioqFopNoq2POdYtuYujosKouaYrmYoNYubopJwodgGD/iaZw+Ysr/L9Yo2Yu5YqzotSYqdgv7opn3LUADcwogAtfQvYIoMoruovoYsYPKKYtE3IY3O3RF9grIIoGovCYu7oqtYrTwr5YrUYogAuiiDAos7oqTwroopJYrBoptYvGortYu0AvAIvo3MRLBRUGmIqRooSgrwvNRosHPKZYouYtlopuOD2/LWwrxoqrYqwQrSwoZosDYplotqwoHYse/KHYu3gvxor0wtRYrHXPHYugor7or5wsBvMNvNlYuQost5j6HGmIrrwubApoPMbwuigAnor7Yshwss9RlfFOIueIrYwqSYt5gveIsgYq4YsNYuWIqaLLoFURYrOIqvYtjoqPAvRYvhQp4YqX3NlENynAvYu7wtposXYo/YtrYtGorJYqlYoyYoPfKNoArwq4iBOGRHmncYvNXLOVxQYtOguwlHHQvAotGYuZ6iRZVUbVOgs0/LARL1ousvKNIoM/Lo1gxIr9IqxIpI4qTIog/OlIvI4prwGJIsLaDjIrs/Lg/MdIufbHQ/L5ItDIrpItw/MDIve/ODIuI/P9Is5It9IpY4vw/K0vK44oZIsY/LKwvDIoY4opIqdIuY4vE4tjIsJgvjIvE4sTIsJgtxIuK/OkgqU4sk/OVIp5FlVItzIp+YpLYrVopeYpg4un5mw4oRIpHYuRIu/fONItPOSwhDNIrQglTIoU4oVIotIpk4slItS/Ik4o4/Kk4tj5FY4vdIpi/LU1G8/O9IodIqRZQC/MS/PWwuC/M84qZIsI/J9Iv5IrDIo9Iqc4qpIpc/Jk4vtIoTIoJIolelU4py/MS4pA/Mo/P9IszIqDouzIoy4q04p5YqZotUovA4r2YvYpIrwvcwq2bhdYvCIsZYuhQphYucQs9YqRYpBmlTooKosefPfoujYq/oqiYu6orLPJDYpJOTq4qSooa4v9YoeYp8ovEYrHIoIPIuorlYpzUKJ4MYRjJFlrwv8/PrwruosPYoIovQ4onE2mjgLZHMIsnwtfYpSwq2IrSwtvYoMYvvYqDYskItHwttLnuzll3N3ApW4s2wuvYtn5g24sNosvIsWYrH/InU0CKLNK3/YqWooiwvfYqb5jO4suwoEgrA4ttYshoq0opJmyFwoDopFwr+Ap+gszYo1Yqlwo6QqBgvyQs2orw4thApdwukQrdwp6Irfwu6IrkAr/wvNwtJoo3Qr+YvjYp23Nq/PlAorwv/+D0zirfPhvOqdCTACRvPE+lUPOBcHBJPYAvrWExvPVYqtwvIYpn3MtAubYttwtsDxZ3Mrgvg4r0ItVYoKYt7Yo9YuMYuankcDzQ3CW4oZApFYssYvPIpA4q1wu24qTou3gy54rmh1cIrkos5YsLYo4YuLYtA4vrYt2Ys6Yrq/gCou7xKaZwGYugQvTYqMovOYvZ4qNYsQyOMwM64oIoq5Yv1Yq+ov2Ip+ovPPP7PNTFH14sSYse4vogtl4vzIvl4v+YrxAoAAFUqAKv/yTEBd2wV59U0KMWx/PyveKqzzKAyvbRs0KFoKmcLODybSFoHzfnz8WKI2LuuL0QAUABoBVBeLdsLJ2LyKL9a0Q+L8kLw+LAOLWIBo+LI6VY+LnmLtULBX9YjRQ+Kf1yU+KvUKsdz0+LpyVM+LLuLJ/ozpkk+KigKC+K32Kn9zi+KLsKjMKyUKnqKxmL7f1K+L3bzq+KF6Kfby6+LS+LTeLTKKra1W+LTrz2+LuUKu+KtmLHXyy+LJJs33SwaQ8+L3wRB+KCaKo+KY+KR+KOrye+LM9y5aCwwCp+KpyQZ+LDUKi+L5+LbeKnUKOeKwk1wlQqgg2+KIqLU+KzgBh+Kd+Ks+KaQL+/8D+K1+LY+QN+KKuLMEKz+L98Kx+LyEB339V+Lk+Lj+LC+La+Lt+Kn+Kl+LbwLT3TJ+L3+L0tyT+KrABH+KV2Ln+KgkBiFV++KvoK7+LZXyEHzQBLtOKBULv2LuwLjVZWpkB+KP+KcMLO+Lv+KwBLf+L6HzK3BOJFSXpc9yYBLaYKYQL4BKcuLZUKYqKmz8FTlnyKdgLuNyR2LSBKY2LUDzwBLaF5jVZGigj+KgBKUWK0+KsBKEBL/UKm+LkBL41DcZDoBL0BLnaKt+KM+KF+LGBKcBKxmK8BL5XYCBLnjyiBKx4LOBLRBLz+KmBLKBKFbRqBLTPdcOKlaL6BLmuLF+KkBKTEApBLP3Cq+KhBLweKtBK72KbiLlBL9BKs/RDBL2BKMBKRBKS+KxBKv2LeBKUCLFDRp2QrBLaBLP+KFBK7BKlBKJBK+BKSTlXBLstCOBLT+KuBKyBLNULdBLDllqC0gMQ/BKNBKF2KPBL6+LU8LEBLHBKwhKpcz6qw2BK3BKbBKv+LFBKf+LQhKgkALBLjOZIhKC2LBwKTBLNuKzBLvBK9BLwhLhLQ8hK6BKghKGBKHBKPyKchKo/YUhL/BK0hKYhLu+KshLmBLoHoZBKw+KjBLNBKqhLtBLxBLWhKVBKF2QKhKAhKQBKehLTBLR+KShLEhLjVYhQBBBLrBLhBL0hLPBLMhKEhLshKyhLSP4GhKohLc8LAhKMhLsBLWhLJypr+LABLUhKO+LbBLYhKlCKL+L3QKBhLlXEhhKmhLNhKFhLthKlhLH14HQ5VoLZBKuhLN+L5hLjhKRqKeBKPyLX+Lt31ycK5BLAgKChLRhKihLxhL+hKZgLvhLLhLDhLXhKWhK7hL9+LvQ5HhLOhLZhKh+KARLzuKF8LlBKV+LQRK1hKI+KPfzChKkRLihL+hKVUQYRKfhLnhL7+KsfysRKXuLG+KPyK++K8lyCRL4RLZ+Kp1zERLSRK4/zlBKW+LKRKwRKERKthLuBLd+KdeLkfoHhKqRKDhLWRKbhL2RLThKR7zopy3+KWRKaRLPNy6RKG+KGRKJhKgkAv3S0RK0BLqRKXhLmhL7BK3kKoRLE+LmRL0RLgBK5+K2RLghKzUL+hLR9M5RKZhLeRKxRKSRLJRKhkLpRKo8VuRLRRLFRLrhK3hLQaL4hLw6Ks+h8RKrRKiRKSBKJRK4hKPhKYqLGdpLRKNRL3BKbRLIRLw6LhRKDRK7kLfhLI2LaRLtRLqhKVRLw6LJcAnRKfRKa+KlRKvBKdhLUpgYxL5RKjRLrRKRhLwxLehKahLPRLDsKePZYRL8+LCRLYBKH+K3RKThKmBKvRLc+L9hLGhLwRL4xLFhLw6Lg+L1RKUxLKxK+RLbRKUMLzRLMREl+9iplDRLGxLuhKMxKxhKdBK7hK2xLhRYBBLgxKCxLiBL/hKexLARK+xLw6L0t0hG5YxK5hLqxLbhKpxL5+9HV1nRKO4L5xKBRLSxLpxKhkQVxLRxLMBLxxLsRKgRL+xLNxKOSjZxLjBLixL3hKORKmnyeAKpKLraznLg/uKe8L5BKzgAl6KrABoeK4YLHxLIeKOoLnjyoyK/IAWxLyUKrxKR7yFyyJgQ7xLjOL3xKlcLUQLiGKPxLfnyvxKPLze6LdkK/xLRNyfiZurYgJLhhLgvsQJKP8LlcK16K4eLc9yoJKSxLJKK4JLTKKQKLbxKx6Kt8KNhLYNzUJLdqLMJLwJK1cLIJKCPzoJKLuLcJLmABeAL4JKtCLCJLjsL7uLohK3xL2oLQJKOoLKJKN6LqJL3vzaJLkRL6JKQABGJLTKLkY8SoKEeLx6KlaKnxL0QAXxLl0K+iKs3z3wRsJLzxLThK8JLrQKbxKAnzvcLgJLOJK0JKwJKMJLDqK+JLTcLlJLYJKGJKpKKAJKpxNHaLJJL2JLSJLtJLyJL0JLYeL9JKf1ylJK7RKPRLw7zVJKS/yzZcNJLN6KtJLOiKuJL9qK9JLUQLPxKaJKcJLfxKTJKpcKCJLPJKJJLiJLVxKOJKfJKdJLuJL/JKIJLHJKgpKjJKhJKRJLM9zmJKIpKBiL/uLopLrJLYpLbJLdJL7JKApKDJKjEAfxK3QK3JL6HzYY9xJKspL7xKY6KEpLfJLV6LCpLEpLFJLkpLnJKLxK8tzypKmdybxLfIAkJKrhLcpLFcK4pK/JLGpKqJKkpL+JLgpKypLQpKUjyzJLupKiJLspKdxLwJL6pL3cKYpL5JL4eKRpLDJLWpKVJKJpLTKKi7zfRMepK5xKlpL38L8pL4pKhpLeJLVpKSpKYJLUpKzhKCJLppLWJLLJKSJKUJKbJLl6KKJKEpLhpLmpLRpKUpKQpLhJKzhLmJLrpKLJKopK5pK6pKBpKGpL9pLMJLApK3pL1pLjJLPpKpcLnZcqpLaiK2JK7pLrLyyJLHpK7JLgZKHJLXpK1pLSpL5Dy0pL3JKjHQtGKUdyFGAknyapKtyK+kLmxLzpK9RLa0LgYKb9yIoS129kJLiZL/RLWbyOpKJwt9pYFqLY+Q6iKpJLEZLnxKV6LFpK+pL16L+iK0ZKzpK6JKPpKsZLWYKzZdsMLfpLZpKHxLuZKkMLZJKeJLeZKpyQnJKMZL6ZLNpLM9ztpK+QRdpLweLpJKXdzOZKYeKUZKipLTpLvxLSZLxpLIZL4JKCJLRZLNJKaZKIeKHpKOZKnpLjpLZZLY+R5ZKDZL1jyGZKTEBmJLTZKvJLzZKNZLNzhrZKdZKmpK5ZKWpKFZLXJKlZK+CKRZKYZLFqLbpKcpL7pK8pKkZKCpLvZKXpLfZKwZL/ZKxnynZKD8UbxKFyA1ZK2ZLLZKZJKtZLXxLJZLUZK45L0ZKHZLFZKjZKW/yzZdU5KZpLCZKkSL2ZLM5KvZKc5LdZK+ZL9ZKBZLDZKhZKxmKVZLS5KbpK/pKJZKI5L+pLDpLBpKY5KTpK65KBJKcRLG5LLpKS5KQ5KWZK4ZLw5KEZKM5LNZLq5LO5KeZKFJK85L+ZLBJLBZKvpKR5LmZKeRZWZKrJLZ5KpZKs5K5JK55KVpL+5KxpLHZLA5KKpLV5K05LN5LJ5LI5KrZLkZKa5KfZK7ZK/ZKC5KOeKBxK/CjtxKO5KwxL+RKdRKyRLC5Km5LGZLVEQz5L4ZKLZLL5Kq5Lr5Kt5Lc5K75L45KH5LE5Lj5KmdyzJL5viy5LvJKu5Ko5KjpLe5LbZKeRZ7ZKG5Kj5Ki5LlZKzZdYFK25LxZLapLGpKFpLtZKb5LY5KwFL85L0FKv5Lh5L83Q15Kes925L8FLvZLCFLs5KQFLa5KF5L65Kl5Kh5KpcLmJKcFKxZLy5LncKp5LPZLgFKL5LlpKsJL75LyFKA5LMFKg5KqFK/5KJ5KAFKEFKr5Lo5LiFK+5KWFKB5KDxLFxKDMDb3yGxL1hLpFKTRL3RK2pKScKn5LxFYX5K6FL0xL35KIxLyBLH5LHRKRRKTxLjRKzxLwZLWxKjxK0BYrFLz5LxRK9xL6RKzRKdhL7FLSbRHFL/5LtFLD5LPRKPFKhxLCBKRxLX5LnFKTFLMxLIxK/FKlxKVpovFKtFKbFKE5LliL9FKKQQ1BLfhKiZKQlKSZLRFKdeKElKqj5olL/pK1xKP5KpRL3FLIlKbLBslLglKfFL3pLDxLIlLWBKNFL8hLdxLQlLexK+hLylKDMCHaLAlKFRLvFLYlKIFL4lL7FKcNRilKjFKtRLalKJxL6lKHRL/+KXBLulLQxLUlK6ZLH5LOlKAlKnhKWlKYlKXFLTRL7RKKBL9RKABLDFLRlLSlL1pKqeKgELCuLaeLxILk91mfylWK5yKVWKNeKzmK0Xys2LTKLGpyBKKvoLBGKFKLreLacLY+Kf6K7hLTzEZKKE8Lt8KTuLygLlRKtbyUeK12KE2K7yLHWKZ3d+mKmeKOCKGWLhmKn9kb8Kc0Kk6K/lK8U1s8LdWLRWKa2L3lKFmLzRKIVL1yLK2LymKYVKi2K+uLPlKmKLcoLtlLy3yhfzijwR6KL8KzZLQ6KquLKoKP1zcVK8pyQYK2iL3ZLK5Lp5KBFKZFK95LCVLWpLhiL+uLpWLxiL86LMGTjAxnPcA6KrtRD7zkaLVvzz4Ke2KTlKNWLtULTxoE7xjPdZ2K1EKzsK1uKiaKzvy4VKnmKmBK18ZRVL7PckXzVEK34LJVLXlLTvypELz+KNlLzQLqNyemLHWKy6MueKvr8tA8q4LQqKiILlGLCcLLcLteK7iK7NcRe4afIXXo1oKHAL1mLq2K9/zrGLTFL4VLWhKDVKNA9ntdVxBLKKX6LzWLUVLiqLXVKwlKPlK3uKG2K9mK7gBDmLZetCkK1eLw8LXWLWeLBVKT2LDyLaXzCkLw2KreKgOKEAL2RL7lLw6LljhU6VLeKwmKpVL8iLZVKJWK8uL3uKKWLumLXeKi8Au4z/zhSuK6MK3WLA4K5uLlsKauLBt9U1LfRKeuKmuK6lLeWLdOKxsKHjys7Y81K4xLGuKjeKBRLtVLibyXeKfaK3hx/lL5GL5yKjlK61Lq7yG1KrBxG19LMK8qLoVL+eLC1Kd+Ks1KYqKzhxtMK+1LeNynVLR2KxWL0VLQ1KFeLi3y3YLleKenYa1K/MLNeKE1KrVKuyKyuR2nZt1LjuKblKGYK8lKdOLBRKzeK33DT4KR4Lo6KLWKM1Ln1K5eKS1Kw1K4gLRoB3YLUYBFXjU2Kp1K6GLL1KeSw51KLqFhs8oVLo6KUlKiWK3lK11KTeLWhKUVBIYgNyL4NLv1KxMKD1L7eLUeKu0Kr3EXoLBdVeUgz8KZgKHHzToKT7zNFKE+RoNKg75thAcHy6Xp+1KraKi1L9yKmBKaNKj7zBKL6NKqxLJaKmNK3FK7hKxQcThlC0KONLw0KP0KylLNMK+NLmhA6NKA4KXRKtsLuNK/1K7GLS1LwXy0/z58A3oLhcKPoK1pKGVLBaLYWKSVK0rzPCCTryvoKweL05LAFKaVL5FKmFLb5L15LEeLt6LdfzmVLG2Ly1Kx1K34UmUNW5L9lK2EKO2LOELegNuELMKKhVKM8LtKK4GNX4L52K1VLH1KkQBl2LM1KUNK7hKFVKOtZzaLh2L81L1VKm+ZAtLf1K7eL/1Kj1LDfy+pE9VKD0Kt7gHLSwNLDlKINLjlKcgLTlLSnzb1K0tKrMK7mLpeLeuLjeLuGK7hL2LxjnQfZiW1Lp8KC1KWmLYtKYKKRyKEtLMYKkoAXoK4AjLLBz1KqyLINK2wBqNLPDQGgKfWKSgKA1LitKgtLStLRNKgGZetKCtKv1KBtL21L+lLSwLcNKvlLadyEoBI1L9OQ1LyAVK02LMtKZ1LstKPNL3QLCtzfUtxtL+tKV1LatK3VK5VLWxKc1KdtKl1KJtL9tKA2KV2Lh1L0QByAKoOLsVLT7E5vjnsL4OKmALEbzDWRWALegNB0LFiLE1LKjyk5KknRMHxcZLojyFAKmmcH1KAZLu5KgZKFFKUFLWI1FAKLNKVALD1KHeK54K7tLktKICKEIxHfIvYKnWBJgLBtyUdy8zzZgLU/BDCLvtKk6KUdKSfAdwLJ8KWTk0aLweLENLZtzP2LpaLHKKCdKVsKHuBcWKSdL8WKBVLpFKKdLB3zM+LrtLmAAAABlYogIIihqgGH+VNC82GS1cz9YY+8ruwGf2U9YDTS4lSyBS8RSptckNBfnS+EioJSnpS2mSqHineSmWS+eSriAIc5ByEJHi+Pin7SqBSx1JCX5f3wfb8rsSpxSj2S6WS56SxRS9XShdCptEOJS9qS3XSj+PQsFA3S2dio3S/+Sk3SlXSs3SlBSsDrTXS9pSm3S6XSo+CsgqIH+Q3SyjS4JSl3SmeSwRS+lSvUighi5RS2NihgiubSnw857aCvCupi2Q1drSl8irLSkZinLSj08+J8mxEs1indSmZi51Sy7SobSh9ipqijPSk18+9ShO8ybSwdSurS1dizFS2ncz3+CtS2GiocozUQhGigFS9hCjeCu6i7tijESyri2/Cl5iu3YOvBQt4KmijfCpFlCVSwsSw3ijVS8J8idimnSl5i/UUOU6Xi5Tk83GiudizUS3PS3mCmLSw7S4tSuTSgDSm8i7WYivCkftGcixzS8V8wFSlni8riqDStPSoI8m5PDXeZFS3qSqNipDSsfSmpiqSi5vtZR8s/SvaSttSy/Sq7SqzSyGigV80dS4bi38cD5AX/8lbS8DS/Jig/S5t86DS5jCr/S55SqTSqLS7DSkrSgvSw8i75AYAy1hirrirDS25SmTSuLS1fSxrSueCoDS09SsWHLlSvfS6dS+NSjbS/HSzVivLSyWHM7SvbS4fSn9S5fS5jS80S8rSwWHEvSl5S/zS6P8ivSjnSzVc3dbCvClEqCdSulikuioFSuBCy1SzTSzkSk040/SkAylnSmnC8KCqnShOi5QSvU4mMcfgynJSgdS2189nSl/SuICiNS0sio5igJ8mNSsIi2tSnAygAyo/Spnc5V8+lDCQykU5C7SkRiu5S4LSzTC7silfcgRipsiyPihfS1l84QynJ82bSqvS80Cn+eWvSl8jewIM/CulDFBivkC7SiyD4APihuCknCobPKYIb5Cghi5nS6EC6TS5DS4bSuFinrPCCQPwy6L7RdSoTSobC+ZSpAyhrS+HS9/8gqANzC1LQuRitgywZijgypWC69S4Ni34DH8Cz9Svsi8wyvdS1dSq/S1ri7Niy+AZvcvrS+ri+Ayp9Ssgyuti+LShIy6niobi5Ci25Bcp8+A5H/SjLSv/S4FSvjcjQylkU5BCIfLe1Sjui82S1nS8Ay/PS4Xil5i5oy5vCdAioR8zDSsvS6QyxAy+rStJi+oyoBC4xspHS0p8i8DSA2JPSkOi9Gi7oyhoECi8vLSHQyv4SsAyhAy4IyyAyyQirF8yfuJ9CyXiyoymYy5tCuYyyvSz2i6h8xoy3pi93ivYy9LS9gy/fSzoy/U8zbSsKSgF0l4yy5SswyqoyhHC44y0Yy7Pik7S4bRfYy0ZSoYyo4ynDSuoyvDS8E8xYVTHitai5D4Xdiybi/diqV8mbizIy7gyx9iuCocqEUDS+Eio7isUSyEyq4imoyr9C6/Sqq87Eyx9MQzi/EytMSi/S4Di24ypgS+6aHvSlNSw7iy9izjSx/S2kyrVS2Qy8F88gCx4ymGiwwIXQjBbARgC8LI/Hit7Sqi8tgCz7S9zSvAy+tc37SvkysDqAHS1LcoHS8XSh7i0HSxBSnuSiHStXS7U8hUyyPSjFi92ijFS+4y918+7S+OAJKaXQslTS+aiqRS9QywHipoiw4TdlIWXCx3C1tSkzShhS3eSkGSyKS46irbinei3Uyvei5iimzSj/Sssi1WS14y9Iy94yuBCz4yyUymkCuPtXR0ahSinCuAy64y4YyurS9dSjni4wysEC8EygoywkywEy6Ey5AyxYynVSpxi3pizk5e8CzAyhRi58CpRiu28lRir4y+CSnzIKCCimSy/8v1S1biw4ymigfRi/cShyi0ky+CSkcmcoyqzCysykHSoGi2bc2sy1xS2TS+Iy2EykWCmMANzC2CgNMApSgDYy+6iiUyrIyu2i1uw5MA4cy2Ayg3iorSywygwykIyjni6wCzq0bsBfYygEyrnCmQy90y0vCqjcn5SjmiqtS6prZQyysi5PS9bS80y4MytRir1imvkagy0Ay2gyxZsYoy0titrintSzDYK8yofSucy8vS4kyuIyhYy3sy/l8qQAIIi8Qw7fSw8y4Oi0cyiXSzvSpjC8QwpFS/YyhDSwQylMyiAy4EymkCjCGSFS+/S8nSqCyjcy24yhgykm8zdi+8io9QFIC3My3/S05ik8y2UAajSkwPbCyogythiqMyiyCmMywwyuFigAYMbSkiyz5isiy6oy4NS6wymEymPS4m8ksig0y0ICBVUEcyjNi2+i7Yyjiy5a2HVitZinPSwoyg7Sxiyo7S1oShPS1MUVZix1SoSy5Myugy98y+YyuNiliysoi6DiibE3TSnfS8/CtTSt2SolSzvSgGC1SymqCp/C20y8/S0PS7eSkPSulSp0y6qSrUyztSu4yj0y9Vc6HAdEld/S5CipWCLfwLiyzrSgiy3iy568AkUoQIcxi87Skgyt/czsy2IyuPi8fS7VC87sP2NA/wbyy4gy18yjsyoNSjtS3LitMyr8y6sC9mi3QC6AHAgrL2Ckr860k7xi0EADwyuuCzEyxuC5KyrhSjxC/wy9vS4lCmIynRS2Myo1i6AHfHwUJCwqy+fS5Wi1Cyzkyyb8xTS62swqCk0y6ois0y1DsSXCiN8pqy/SyvTSwyyh/S+0ywGSrmSkzSkhSszS8XCrXSyzSrcygbivOi9iyop7TGCBaYhgClbS01Sl8C81SyIirgyyXS5Yi0288ocAyGcKy2Qi3dS2Sym6CqwysSyu4Sjay499GfSisy4Bip3CvQy1Ki26C5/Siayiai2b89lIGXC/FSzSy50ynhSoOC63Cqeio9c46vb7ijai3qy9WS6lS/hS4zS4yy0BSkaywYi7+i06i+qy3OizMyx1iqnBCbgODANoyt4y7Ay//SkFSjvSsFSrvS8T4WngRCy0vSy6yp/SkYy7XSgnS9Gy62tTGy3Iim8y4ii+Sy6yy0vC2fcxHShwy0+YC5S9Sy5nixGyzoy0FSwPivRS0Ey9iimcytNS9sym4yoEyvGyl5i8i7Wmy/NijmyqQyrmy1MynsypSy0x8pgy6aypm5Vgy5h89oyvCytQy5Gyt6yxMS2GQt2aZ8ywHC9cy28ymCynmy7Ci4ao7XeKSynaymSy5CyjWyodSiGy/nC/XC8tAUvmJ6y0eSkGyvBSoMy8cyu/ChkAc2ykl6OeiuN86kyoGy5XS0yyjN84aymhSl0ysGyshik2y9di3cyiAivhZSeYZEy2K82YizNC9EyswC4syi/c6NQhUWWcClkykTCy4itq8zWyoKymkCwi0aDkAcWO7isOSwIy6sy5Oy9cS80Sl+WFtc8sy/vSqky68y9NSwMCg6ylfS0Wy2wypc81P8zfS8mxMEyv0y9XitbS+Wyqv86DSs0Gc4yxMy9Wy0my0Sy6pikoy7i80rCxuyv4y31ipMyw2ynuymKykNSmwyvUy2M88vCyWy028gjSFyylPS9qy9yy6qlOkUPWytqi3yy8iy+Sysqy9ayh+iwoZLPSpCypOyuSy3uy61i5iymuykWC4IgWb82zMceIYEirAyluypGyroy6Oy44CsxLerJImy/+Svay8ey6bS6nShsy3V2a+yiKyDDSqXimrSmXikWyz8ysWyqb8sWC/XC7e80u9Rey/Cytuy9yy1BTTm81Wy3Qyzeyhiyiey91SpYSzggVYizHSjliq4y7Gyy1ikByxSy8+y5gAAg8hyy+8i3bRLBMLay9gimYix0C+Yi50C84i6DSjDC+V2Pikg7i5bihOypUyzmyiuyhcyk4ylli0JCIAUIgocOy9XS0uyoRijhykcCmsSmKioRAJDUShyvEythymgy8uy0Rym6yuHS+KyjVc4xCyWyokCjtfACyoZizgypmyrwynbi5NCpaWABy6FivBy4WylOyn+yw7cnkC8ZNN+ygQyo+yqCi42y26yjJi5RyxTSu8CpgMjRyjIyi1S7Ry96yyQiy/cn6RSxytWy+iy6Cy3Gy1Oy77Cu8Ct5UfYy3aysey2witBy17iqeymyyoY8oIis6ZI6SGBy1uy9xy1oSxLsb0KNyi4VinyyyKy0gyk+yl9SpgSyGdP1QdJy1vczJyoBywbS+gy/2yrFSlYy+RZHKrRtfTzCs1c37iuBS7Kytaym3CsF6apyyoigyyylSoyysyy13C13Sm2S9Uy72yreiwxi5HixRysBy4BCqmy2zSo5BWmylxygMyosys8yqXCiYXfmygYy6rS3OylCy7mywJyqXCydcXCitcyvxylZyghy6PSohy/A8lii/Oi6bRYzfY0VCbisOymhyug8uhyr7Su2yl5ixhyr9uBnSkuymRyvzSuRyokynJykky/uyw4i83inFDSkyp5y4RyoWyzhyuky80SiRyqnAG/i1n8oRy65Sl5yvOyspyuxyvZi+IAK+ysxLI39UFilh8iFi1LcqFitqiudSv+y2pwRFint8oDCpxSj+yxuiwZyrWyphihFyuKw7t8/Fi3Fy9+y8Jyyuy0+yuKysByqjc0hy35SzBkqmRVoyydS2WyuNSh+y1aykCyy/izBkgQi0givIywxylByn48iiyxcyzkSzBk8fzfoyhIi6Yyoxym3i3ZywsivZi3AgbJipDrOmaRJyh+yqIi2ZyvE8kpi3ZNJByjBCwVy4+yyJyvuy+8yjVypVyrY87VysJy6xy0Qi6Fy4Zy/Zy/Zir0y5CipeYNv8qZyhmywMyhCAduy+MKXIyyVy/Iy7uyzOit5yoXiolyqSihP5d1ynByyMy6Vyreyn1yhSyvZy6ey8Wynkyg9CtDROMIdti9r83lSqV8tvSzwyjxy8FSlG1ATdHzSkdij+ypfSsNyneyhRC3QqVGbcVS1VSqxyyCixgsTVS2VyiGizpiwKgF6Cqfmajo2+ysFiq1clFyzNCtFytDileyzt4IYQB5y70CnFyrNyqlyrhy2Cy90C9ty1FgbFy8lynty81yglyhiimFyvyihlyg9CzuxUIov18hcwRBMHlSl4eOH8lmUv4QUMpClyw/Sp+y6eim+xRrFduilHcgWSX0idfGaIyg2irsy31ytZymdChxsiZeLU8g9yhcQDdynOy99Ckqyk4ShgyxTSvvE5qyn7i1TSq2y/pylNyw4Cqq819y7qyn6yjpyvqyt2yroi2lSz2y83S62ygZy10y8ayq1yyNyg5y21yshy5yC5PYxBRE1S9NC4JivzC5ay6/ClGy5mynbi5yCpo4iXiie81syrGy3Vy/ayvtyv1yss85aC1a3NAVB1S/Wyr1y/yynRS8myscitP86ai9wZS2y8MyjeS+/ijqyvrc5jy1KYZ2y51yiuSvhS03S3py/eS0OS0Gylri67C8pyoBC4Y8yWynNitwMFVyzoyzly1GysbC5yCspUHxy4JS/Fy8dy32y7hyl5imTy01iiCyr1yjTy7OiiTyuwyyqig9C+WAcgIZwy+Ui9Kyqi89wy+/I7SyxTymkCszyt7QKqyyIygIy5By87C0jy89y/ICxdzFnwZzyohvGqyiNC2xymDymJyvXC6Ty2xee3Clqy0ei3BSmqStVym5ytrisLyx/CnqywDy2HC3hSwzSgGypBStUy4TyseS0aymHStGCozypc8kzyoOy8zgcapb/S1lyhGy++yj4yl1yleykPmYryruy7Zymxy4VyrTy7VC69AZapC4y3nikey/Ty6ly2oy2ly/Zy8oiymmNpy99y00yhpyuzy7Dy+2yxcAPryloi9py+eiv6ygTynpy5BSvpy76CyDyzTyoZy6JyimykMAcWCqcsstsR1y8ryuBCmLynKy7wyuaon+89mylFSkNyoQyjzy0xypICuaohPPUJyg2ysdygzyqPSuVyuIC5rShQyycTaNQOTyvjyrDynRypOi0MyipnUwy9ryuryz+yusy7Uy19S8i8gTCmpnYeyz1y/7yiJyr+yyeys+y2Dy2sCyZ876yv18+pyqLy79ypv89Zy0UkmuixLyqbygzS2RSoBSwGyrpy5hSrLy0Ty+sy3Lyydym8i5gi0si6k0AlwN7y1HyowyqnyiOxVTyxXS4Sy4Bykxyj5y6Lc+nyrRwODSwBy5Zy+rysmy59y/XCy582b+VjytqyuByi0y3V2QXy+7+G0ypLysUS4PS0Dy98Sr2yhbyyyy7+y0nyoLyiRiyliyWy6klB1yhay1Dys1Swsy+hyley9ktOcEOUyjf886yyLSkmyxeOTry95yw1ykHy1rwQNy2O803ypZy83yujyp9yvLyg285aDSByl+y64gVKyy98twyzKy2zyvHSm5ymJil+y/KyzlC6qyu0ypXS1Zy87ysF6TFyv8AXzy4Sofzy4TS9ZS13y0x8+wy8Zy9AyIF0KRyumypb8lvSlGi/lS2bileykVSxldPvS70Cmmis3yyFyr+CmVSyPytnykaCiKE2Bo9gBPrCufSsvykRyw4AHNy/Vymly6uy2Dy5RyjCyxlyzxs1Xi+Gy/0yp1yjEyppy8iizXmYxoWryk7y/xyhry/tyoHi6mAFOocfy4jygHy09y8Nyh7y8F82Bi6dyiAii7WJ2y9gi5BipnA69y+5CzBiq9SvbyyQizfy6fmV98yIywWym+Su8ynUy1Xysci3w89fy6E8h+i2vgGnyxpyrlynqix/yjvQA+ywli8Jys7y6vyo+Cx/yvhyT/yvFy7/yuqysnyxLSxKy8H8399J5cnCytlysrixmyj7y1Ny/Ay8LI8fvCoyuiyifyvVy6Hy9ByowywPoN8YwAK55y5vyoVyvny5Py/A87vyg9C0288xRRni+RixaygsymaCrxWBTykbytGyw04lp8Fhygjyh3y7PS2jy6KyjAKw6yzTCsgKv/0U6ylgK5dShfyi3yzcym/yiaiuBi+PS+mgf2Y5sClDyi+i3XymgKtxy+AK8SyiQKvWYlCvX1S1gK5LytAKkjyuYyvNyknCmT4C2YwqA1QKgQKrJyvyyjgKwHymbS2Hy4Ly/Uyypyo9c1/ixHy+Di5Hy7hS2nym48k089Gkx6yybyl2y53S/6ywTyubyzLyiDypXyhOi/nyyWygayZTSgby1qyobygPyo/y0byjaAAVIYIKgDy7Hy43SzwK2byjLyhlSsay2HSlby2/ywV80siiG3Wripuy2NS2AKnbyugKz7yzVirIKjhXU1ym7y0ty71ytvy3JyigyrIKmDC0oKr1y4QKtIKiai4BCqGyjmiiAC7MFRxUrbyjoyrRyhQKh5SiAC0UIfxU8HygVyowKqEy1ny63y/yC1f87rNAYK37y7ny83yu7y2xijvyiwKg28jQiqlisLkn2Y6QKwmCtDyqsijDyiniwPy/li5V4+9bNSCwjy4my8vyzQKqvysYKpaC8uCj1Lbay8gisoKoiioQKkAKkQKu1iqayqwKpfcvfDFrkPh8GvCpvS5zSmf85NyqOy9Vy7x8ltdfHg4vy3g80vyhjSmky6LS4mis4KrtStOy+PgoEK+vy2fSwfS+9yk4Ksty0fShRyxoKjJi94Cv3oJy0M/C+wK9TS91iiIKma86eirEKmp0KXyuIKsuyghSgayohSoay8Dyr9ypQiplS0AKtHCwOyml8ytfKQK/vy5uyroK2gK5JysrSlnLcQyo7y/1SjQKxfygKy7QK04yzWigR8gWy47ywQKuYKswK7ryzvyxhCorivuM/e3ToKuWyh+y22ygkKsbCtAAsJjQYK4NyyUKy3ys9yqPy+48ou0m84efy4YK07yh4K9EK8NS+/y6LciG3MGkZ/ylayrkKowyrIKjsYuoKyHyn/y84KmXS60Kqzy3bSmjyl0Ks0K8wK7cy1oAF6C/JrM16AXSq88DHS+WCxFISFC3HSnYKtUKhzy/JrIdOTWCpnSkBi24K2yi3UKwKy/UK30AfJrIBbNYCxMKi6ywQK1MKhjyllS8AKv+i+G8IrCpUK9ly+Ty+0KjdSh+imy5XAKktyu4K10K6EKt/y0llftTWsKyQytky7JyyoK7sy0By/Zy4BCpkKkg8qtSu/gW0KrYyrdy8Y8jUKhk0Y0Kkpy+cyrQKyiypcy1uwziyvkK1ky8EK6MywgKhkKqsCrVc+Dyx1ijeYcbRIcK7iimMK/1yunndYyhcKtsy/5ykYKgJy9MK2JGCk5bcKo8K9hyk8K00Kjky1cK9/89HCzfSrm4SMIeNypdylzS34K4bywoK7CiwdzEp/BvyxEKtTysey1vyzgKg1yxsKoUSk4TCryf8K4tytsKpcK0CAYCK0wK2KyhYKimyg5i9Ay2fvHIKlQyi9Spey0Xy/4K0p8i88tCKrUKoqynUKhsK4Hy3LSgTC5lDa8K12y5ny/Qy30KmUKxYK5gAcoiq0y4mgYXysIK49i2Lyy0ypKaJiKtwK97yzBC2Xy/HysDylBS2kK88S+kKx4K1/SpIyori5yCtH/aAKsryjkKl/y+zysti1f87J4Axyjeyk0Kyfy7eymcKnXinTy7AKvTyyHyqUKxCK7sK2DyijcpT3Zgyhuyw8KqSKgfy7bymZy3YKs4Sl7S0yK2iy2cyycKt8y3Ny9SK5YipwhctaFNir0K1AKwQKhoKv0KhxikgKwry/NC/dvLPy1bSmSKu0KnoK8miuG3AjSLny70KgUKqHyhCKkQyguyiKKlTy67yjry7yK2iK7cy/TAeBil1MXvmRUnCp8tkK3IK1QyjlyysKjni9JfbKK3KESYyziC6pS83y4iKpgSkqK9VyPKGCyijyKyqK5EKioKkCK9vy/SKuiKkAAAAARUtCpNvKumVZICrfIfQqTAFSnKRfPICx6QvLoqsit+or8eBOGSX9XWIsmCHciqA8tqsqhCpIirCvN8436iqovK3AuB0oJMsT8ut0p0CqmirxpMpMrmioJYrxcu2it7orQspRwEJAvLYvebBUpLLCryCscCo54uWgp6Dnk4G1csgsrHcuqivNEoeiow/BUpKq0oWivxctSiqQirHIt3fOjcogIoS7J56ipvKZ4uMXiTADc0rl3KEHDtAED0sUgHbsqjMH2GR6OB0vIuApvoohctOQsfcqEiucivzcp60uG+UDfNRiov8v1orSUrYUs+EsCyOhoHxisbfMJioj8rEcr34p6NjxisOfIJiqb8q40oTEqhEpCyMXxmRircvMZisd8umQsxitsUv6EsjzXpiuOwq5iqrMofcpPcoCsuWivofLdmkFisvwuFiuPCsY0pZiuFoq0MvJioZispiqZivlippio0iqIb2lipRitViu5ioxirFivo8qYEu3g2hBS7KJViui+zRiuIURdosBctaEq/VyRiopivNiqpisWio1iviUrpivZivtiqm4pFip5ioNit8UqXMtxirdirNio9irliqJivGUoyUrZiuViqFit1is9iv1iuJisHkoDErJitNiojiodirViuDiutiv7Eqliv9isTisDipvCvVioXEsWUvjisq0s5isjiqDiupitzir34q1iozipliqLiuzipTioViooErwivDisriqTir1iuZiudivzcrDgorip1iqbiqjipbitLioyUvAVHV+VsQsXJSMEOLiqdit7itloq5AAHir38t6gGHiuripLisC8vNCs6YsQoocMuK4qpWB3CvxCuH8rtoovMoBWG1cohMuACqWiqNisfMtXipQCsIipUivQCriiqYsrSioBipaCqSspzEoX0jPwtPQvPQpUQuWYs9KE5CrCiuMIpuYQvBzROgAwvmivUCpmwpjirE8rAitU/I7oMMI1Bcq/dJ/iqI8vc8tTirlQtFbX2GRD/N3Argwugis8osgStriuMYpgSrXbBF/IQSt80umYphQt5ip5wofCvVXPIAr8irSvIkgsS7G5or8Y2FMoEWTl3LFMtIssVsvYUojfJISunMruos1MuTiuA8odMtV0p8Cqh0qaZxSCpV8oXipvIqS0tr0rU/J7iFvsuCiuVCs6Mt28o3ivVosEStGskZ8rNcvKCt0iviiqyEqkSpbBWSip0ivzCoYMrwPIK8rSvPEWRGgjhsrPouocobwtocqbwvXitf8rJMq4kUn7kN9GkcoA4vD8qoitO4tTCuFCqTovTso2WVEzizstoUt3ivNcue4vFivpMsFtBmlgIQxcSptstHsvcSrUSqICsMirGco/0oLcuLvLMivZCtESvyCqKis5EvTcpVsuPitzCtPiqNsqn8rI8vgko8cxWYtbCqQSocivwcrRCp8iqaCtCSq3Yoiir8AvQiqPMs2MujCokSon0oiiqLCJUSpiivkSswCpiouAPJlwRkSuTCoboqCSvwStp3LAIpeCsEmkwZNha2Q8q+CoTcs7YuiPM/CrHMr3CvI8q80tilPhCupooi0ubivbCv/QHgiqX8vsStuctr8smSr4CpL8pmSu7irmSrgishCorco6YoU0qoYr2iu9c2YipR8tkivoCucCsOSrxUq4ivgUoOkpVMvB0upCoEisV8rpCvBso6SrlPPd8uk8ogAobSI6Cryiowio60qwioKCoQCqU8omCrFdEcVPFCs6cvU8rsSuxiuDYrQApNZyW3lBSp+ivCcvqSqicvySrtYqEXUgctbYoc0r9fMzPNBIojlD9gojCpx0otisfspwivJvNbYtHLgTCouAtc8qZ8vxcohSpFcv2wsITTAHUM4tJ0opSpeivKCvaSpEirkModYpS0tXc3ummEStwsvLCu4ivbsq0MtPlkZ8rcSrkSupSsa8rgspNfKaxGFSoCStFSr+ivaitLwoPfJ6iq3vIRcqPyPYIsQ4t38pgQpvfKHEuAsrkiogfIRcoPiDP8q0/M6cpM4tRIvM4vRIrS4rI4olektSutIvk4vi4ptSu44pi4rJIr5IsjIrQ/IS/O44tY4pw/KFIqC4tQ3JC4vJIoC4tS4tJAt44u9Sp5It8/PE4rc4s9SudStQ/Oc4rdSu4/Ps4ti4ttSq9RxU4uy/Ms4tlIotIqVIp3go04pzIveACv8oliuVSuz5jOFENSrhipSUpNSrM4ovlNNIvlIvtSoLFni4ts4ptIpJIrtIqdSsS/JdSujSq4/NdIrc/IjSpDIoE4p8/PC/L44v84qC/L9IsZIp9SqE4tbSqi/JY/IjIqjSqi4pjIrrSro4otPEo4oS4uTSrTIuS4rTIoDSvy/OXSoy4uU4qy4uzSrySsviulYsvsvj0pKYrF/JuioKirESv+SvEsv3Svj8sSSolCuSSotcrUippSsL0qVcpB1CySp1cqvSpaivPiqRSu3SoyYsNvI3CoPQv/OB99DeTyocr3YoEcu1PMjsoYwqq8sHInldjSsMsSvHkqRCvwCoHwtGCsASpjstzUJkkPjsqsSrBCosMrHXI8SsNioLssziVUEtASqnwsXCrQyvZMt2SvJYvBfMNvI5SogIshOnG+NDstBIsAyuGeEucqMSq14rGSoR3KtFWiOGQyqgystipJsowyqeStvSpHwuYyu27z8Spqku7ss4ypE0piotAxkD5jXks3wrwUsEytZSt4SvOoqISqOvK84wo/Dg4r0Su+CsEApGStYisYyoBCoUys+JnC0sb8tQypsSqXYp2SrgytzSq9fK0yuIDkzcusSuzcsMyvniuRSo+4oF8u2fJ7bAi8oJUq0suHCrwMoufPsyuOGwpUrJCpfMsXooSCo9svl8ppCseSqxir9speSuJvP7MpWCugIqonjXirZ4o0yvIgoiyo3TnXsqaipgypSSpvSvFSvdAs9UpED2jzkfSuZSvrCpoiv+iqaCt8AAxwrdvjMwMiSvyiswitgctVCsqSu1suR4Ln8ooivJCtvCtUiqciu4yskIuUeCAaAnCp58sFCvo8oYMq1XMKSvvItS0vx9Ciyo48oN8rwitUwNqyu8yvaytiisWSshStOMugMv6ytGyugyvqyp2cq3SryyvscqtgHh8uKf290MPSrKyqScrfitpivogCvCoIisdivBSreiv5iqQCt+MumCpoSqIityyvlSocYtzvMlsqUG2lspxwukiuiStfitoSvDosP2Tv0tqSsuyv3itbEsP2XAsrmyuySvGysRSqrsuuytECpr0rT8raCqMQHWCun/KWsr18tCiteypEyogApgdEOCrUCogSpySuB3Od8qCytSyvI8r6CsQZJbMpRyuOCqSyqFPOkypsys6YrW8syCvzQvZJKCit5StuivkCvhyrjMqyCqQcEfStkSpyyu+ypScqyCokaCZytaSpsIrlSsIcrh8qoYrp0qOSscyuesosstOSsKCucCoFysuSqx8vcCukUt4ivS8vuSvm8v/wpy8vE8pCypnsp6yuhsqyirqirlRAGys3cqJSpNvI1ytIzLzEoycpmCuaiuOyqOsv1yoh5AEsuNysJypfSqX8oLCoyYvR4qY8rpQzxahx4qvDldhFBIqOME+/iJ4ofMEHUA5iyJ+VGSrrvLQsuWMocMrKfIiSqpypgCqPSpiSp2yp14pDyubvM5yvqCunCqayqTopDyt1srjyp9CvvCrZSuLfNrxNUcvxj1hfIGSvfCp+Crz8ssipiyv4QtDWOufKgiqwSvRioWyskQtRCrPCt/8sEmlr8qxzXMytmStgipb8qsystcpkyqa0uviuOAs+QtShPUsqxSp9guwctzPLxSoLPNFyoBSqYYs+QvrBjJSprPMSyqryv1gpzSvAEuoTSnCFwysZSpnyq2Stjgp5yojco6io1XMD3OfCoUivmis2yt+SvKysq8pHCs6krwCzOyrhSsTstlSoTyqxypSPNQQv2yvOyu1CufSqByrait5yq3yvhMuk8u9wAlqG1ytPMomiuzYqkOC2kHDMquUrc8rRyuXCsaypvyqsAtz9AAKraytmCuJyvfStf0swgu6SpQIuUjEfbG+SrKSqAspfQHbssZ5xzhEKcoAvMK0pAKtPCtSSs88rUkvrIrpfP+yqIYuaiufyq68uWytf0prAuYMt+ytAjFPorSMqiSr5SqLysqysv4tWslwooXVQvytniv0ytmMtZyqhErauE4KpXVW4KtkcutysoKq7CtfyoVSrVytICuwvx/xm5otEgF5opXctRPIFovGiuLypNvOwvy4PD+4oJSoQ0pOisJcqIKo9PNkKunI3l0qdovJ0t0Kqg8vPCo0+FkKp9uBDQpMKsJYrMKqW8rSSu8fNkKt+YAVou0KpwSu9isxyun8rxPNkKs8UpmkrcKsGwo8KsZUueSozyoGgqzysQKoPxQe/JbECoyqoPIucrbAqucvCCrYKuvEttrWcSqeIpQyvhSsCStNyo/IrCwBnAv4ytHctLcqEyr5irTiu1zwPS1YyuzssAioyKquyskKocYtZUo18pyYsVYoPyuPMtbsvESpMSoK3JyYtQQs+yqfyrFSq8KpB8s2gk7cqmMukspSisqKs3yopss0ovlCqpQywkG/yt0Mug0uXMvBjmgKooKq6KscKvo3LnCuZZEAyuvPMfyvwKrvCqIyvy4vIoHeAHsADcAHWADcAH1XOMAAIAGMABzgCDXIAABV6AB4AAAABBdAgTnS+AATnSn1chAgMAAeAAeUAF188y4BAgAgAQHAYkleiKwQAKoAH98lAgdgASwKg4qs4AKHYZDsGgAcEqgY4TAAPJATAADKK2Vc1AAX98g7c1AASyAJxyfEC2mGDTQdkACF8nJnUkICF8u7Sh7yIzc2fctMhbO0M/c2fcpLpO/kYUACF82mGNSoTVcsAilwwGkqnJnLkOCkq0Zy2oAVmOJkqkBCvmQGkqskqncIGkq2mGZmcAkqsLKgyAPYoTVcqTy/2ifkqu7Sr4oYUqtMhCMYYUqpLpBZQYUq3kq6CIRgyhU89NOEkqhxjSVkJkqnfK2aATEq7fKokqs3gRgyskqjkq7fK9EqiUqrVc5Uq5SQKVgfEClkqtZQCF82oAGOgGkq2oAdcSYUqh0qgaQRgy20qmvATVctMhU52JkqpLpQgQXbc2oAPUq+NC2oAUqIfECvdC+0IfEC5Uqs0AbUqqayqRofECu7S+/8Ekqvw8gEgKMq8oaAZyBMqokqnHQC0q2fckQwyMqpkqw5y+mQbUqwg8kfgbUq2gq7YAR2gGkqkQwghAYsq8oaTpiAkq86K/M8mJQYUqvdC7e2Jkq0Yq7YAO0q+yClMqt8QYUq21hNKOAkq1bK/M8tMgbUqp8KrgAR5gRgy6sq30q7fK21hbUOJkqtMgB0qgpgTMqtiyzBQD0quMqoUqrVckQwx/AD0q6sq7kqkjCoMq9sqhbS/M8q2AbUqlCK8QAQ7AI8qnsqgMqjIK8QANxgTVcuPSgyAE9gTMq3dKgyAKoQG8qvEqxUqgV8isqxaIG8q8oaNyQB8q9Eq8NwG8q21hfcoXbcvdCr2wXbchU8+bQTMqqA6aIQCF8psq+LwXbc7EqvPQSCqpLpERyEkqwFUhdYeFQG8q3Uq0cqgV8skqrcQPlQKb8g0qzEqkm82oAWDoKb821hLhgKb8vw868qrGC2oAcbwSiqtMhM7gKb8tCq3OAO0qqjcnJnKVwJiquMqoiqh1Re9WJiqnsqwcqikqo38psq30oKb8rZSpTWQSqkBCsBIUSq5Cq5KwKb8kUqjcqkJKh0q79wOSqkQwlYAIiqoyKk8qssqrpilkqsioKGi5UqrmYKGiqUqhfAKGiskq0cq6b83kq+eEfCq6b8kiqiiq+eCoMqhSqqay/ggIiqn8yg8q5yq88qrSq5YK8QAcKoJiqz0qqZwUSqhU8y0OCSquMqpWwUSq3kqxewOSqpsqgbQOSq8oaJGQOSqmSqrSqtUqtSqwSq4cqppuZKq21hMlgC0q/ZikiqsyqlRywiAZyq4Kq2yq2eyjQgbiqvdCtG8M/cqjczsq4RgJiqpLpQ8qiSqhkqzSQUSqkQwxhQUSqqcqnRkOSqgKquCqwyKtMhIUqwyK40qhSqzUqqqq6b88oaNqqm1yq0qzvwKyqisq/lETJihkqrvQTJiu7S60qmVilkq3CAIiqrJioK4Iiqy8qzkAdaqs0qsyqx8qpSxcqqsnK8QAWaqijchVygUAL2gTKq+QyibsFaq3yq90q/Zi5Cq8KITJiv8q1iqtAyu8qwaqyhiwUq9aqlMq56QAiqz0qqSq46q9Kqoiqk9Sqq8DCqkm8/Sq4yqkm8hkqkaq0m8/M8hSqpIAFkq4zgTKq1FK8QAeMwcByokqqRgcByiyq6iqlYAFkq97wMIocBypLpajQcBynsq8KqunciMqwaq6tygUALgQTKq5Uq08qzKqnJnZvgTKqvEqtQAYGqjfS8QAEVQC0q/yizVQTEqsQK8QAQuwYgKh0qzGwfA8mSqrmqv8qjcqw28gKq90qw28maq4yqwaC2iqvUq4f82oAe6qw28qcq2Kqgg8psq1jwA5yvEqhsqgg8kQwipMCkqyRinSqssqgg840q6WqsAi5Gqi0ChCqinAdmq8cqrmq3Uqw2qnsqywwMvC0qq4tQMvCvEqrtQMvCisq3mq0jKh0qt2qw282mGKOQA5y/Sq68qwbipaqu0qgg86sqpcqgg8tMhOIIA5y21hE2q0Mqk2quMq30qi0CkQwv9gdmqsSqiQYasCz0q0iqi0C3Cq0Oqu8GJDodmq5UqsrgC0q53ilkq2+gC0qlkqzEquGqquq06qmuq7YAOuq08qikq/0qvUq2iqssq2iqiiq20qtuqoMAOuq58q2oAKaqkiqruqmmAOuqs3OM/csuqjuqnyAYequiquGqluqgUAdioSaigyAaUqlkqnLQeeq0M2FeqhEwNeq8eqgyAGMqh0q80AOuqoFuIzcneqzeqjrsA+q/M81WQeeqmk0Juq/M8gmqpSqu0q72qqqqh0qvkQC0q6HADe8q+qzEq5+qiGqnGqxkAINc+yyuGqh1oLqKgKqsmQC0q7nS6YgFkq6PgC0q3d8xOqvUq4H8hWqiiqtmikiqqqq3LC20q//AfCq3d83kqpmqikq3dCoMqy2qlBq7Eq82QcBqlRyuuYG1coHAAgAMwACwARO9Og8hQCsaANQAJgAYjQTcyWfWJ7EESkFyAOy4TxC3CAfM87WwBbuArWPfAAgAE1crE80AAeM8uHc8tgVUWDVc+AAYRwEIAeAABiQUcgWdc/ElGoAd4ATrc0eqwQAdg83EhOHcnYwS4ACjckRq40wcRq6UQdAgKRqyAgdg8o2gOHcoqAVRq9RqmGATRq62AbRq4wAaRq9g84B6ZRqmgAIYAS4AYRq0Rq0xqyRqixq3Rq94AWmsZRq80AIxqxxqiRq8xqyxq94AD9eARqy8qqb84xqsRqnxqnRqmRqwQAJqGGxquxqwQABxqjRqsJqlxqiJq5gAQosOHc9Ela4qgAANSCas50oAAHlziqMzyjaB3gBzzoPGrumK1GrvGqtGrwmr2DyCQLimqvGr4mrymrEmrKmq5GqQABiCAAABRPA8y4AFpqvA8kJqpxq3xq1xqwQAHZ6OHc3CAIgAVvadJq+xqrpqhJqvxqvpq/RqozchyC0x88RqmDgeAAeCoHpqpJqkAAA3eQJq7gAIRqsZqupqiZq5gAArKgxqksq4Jqspqsxqipq2RqgJqk+q+iK2RqqJqozctJqzJq7pinJqvJqm3HWRqlJqs5qjZ894ADKKmxqmpqkxq8Zq3pq5gAQFUuHcjpq9pq1pqzZqo5q+pq15qpRqozclRqwQAUpq2pq4Fq7ZqkAAG3HOHcvA84ggAAAdT0oE50soAumIAAAA0AABpRQgS4ARFqlFqkIANFq4ogbFq3Fq15q6xqozcwZq0Zqw5q5xq2FqliigZq32RdElKclWYAf2TOYARRq05qs/ciFq2Zq6lqpZqxRqy5q+Rq85qwQABpYAZq9Zqqlq6Fqmlq75quFqopq6ZqngADZq7lq45qwQAGsCuHcy4APRqxpqgrKyFqkRquRgeAAfwKHlq94AMigelqy4ARlqn1cogAFlqqAAPRq9xqgkqvEAIgAERqiQANAAaYgB4qlAAKAgbTchVqrxwciAPRq9lquFqzxq9VquVqkFqhVqvlqkAActgD5q0JqrZqiVqiR4P5q1pqgFqzpq71q2Fq86KtZqwNq7pq+Vq5gAfsy4Vq2VqsVqnVqwQAIZxPZq7gAMwAUVqz5q4Nq5Zq+XNGxqjZqghAFoABZq4tgNNqxNq8lq/lql5q9Nq81qjlq2xqnNqoNqmFqiVqqvjVJqjJqrJq3Jq/Jqqxqp5qs/c65q9tq+5qgpq9NqqVqs/c/5qwQADpqoFq8Vq5Zq1bK2Nqr1q1NqhNqkAAXdbapqmdq3NqptqydqsFqs/cylq2Jq8dq8tq+dqqZqqtq9g89HCsNqtpq0dqwFqqNqiVq1P8pVqhRqtxq91qzlqg5q2dqn1q5gAX0DQtq0Zq4tq0tquKAbdqmvgp9qzdql9qxZqudqmb86dqrlqu9q2Fq2cq/VqngCplq41q/Dc9g87WY5Nqhtq+Nq+9qkAAZW+EDqhiSsDqk1qyDq3dqzVcy1qkRqmgANAAXCAeAAbJqiAACAAeAAZpq54q1UWSWCGoQAkC/xqytquFq+tqzdq09q5Zqur+OHcjVcjDq6YgW1qmgAeAAdAgRTc44quYAfd84gAS4AUjqhCwcjqwQABbStZqlNq5dqidqyDq7tqj1qkpqrdqudqrJi6DqmjqwDqiVqwV8hjqpjqm1qu1qznSh1qoHAJ1q5gASEsV1q94AZ7aaJqmDqr5q5Zqy+ygZqq2AETqxtqsTqvTqtDq5VqvTqyjqmzqyJq2tqqjqmJq/l86TquDq/VBVtqm5qy4AO5qztqvTqv1q+zq5gABVyuTqlzq2jq9g82XmRdqgDq0Tq7dqt2C0zqkVq+TqyLqudqsWC4VqoHAONqozq9g85rSi9qgVq5JqtDq3tq25qjtqh5qwQAIRdYTqwzqvNqtLq91qiQAZzqzVc1zq2FqpyAOtc3agczq2Dq6rqiTqjdq4LqhTq5ZqwFimLq+rq1Lqwpq/hq8Fqz1qiLqizq7dquFyw9qiNqqrqiVq6ty/9q29q+LquDq+agOtc/zqkAAPKlYVqlLqkrqwpqxzqinypDqo1qlDqwpq91qxjqogAK1q5jqtTqjTqrTqkAAHTqi0Adg8qsAOtcm9qqFqqbq2FqtGAC7q6jqlrq67qsbqodq+eq6tqnZqzxq4bq49qyNq1rqypq/gAOtcoqAbNquLqgbqudqjXQOtckdq5gAMdqkLq2Rqk5ST9qlzq79qstq4HqqEsJLqpbqldqn7q69qvrqybqoHquDq+xAP7q/Zqq7qzHq2FqtiQWrq5X9UpqzVq7VqhHq57qgNqpdq/HqiVqqYgWrq7gAZLqqnqhrqmnqo288LqjHqpnq5Zq2koInq2Lqh7q6nqjnqxYVRDq4SS5DqiDq2Rq1Zqq5qttq3Lq/tqhpqtHqqTqyHqvpqn8yjzqvtqnzquXqiTqubqghALnqzrq5bqvpq35qozcwxqxnqrrqrXqtdqkAAa4qvA89ElO4qpHwTElQQATqK6HAfd8pMAM0AOZq7Dq1jq7jq4wAKoAPIAcYAPAAX982Rq+Fqilqszq4rqlHqz3qyjqurq33qyzqrXqxzq1Xq8YigXqw1q5lq4XqrXqv1qsHqppqk9q77qz3qiTq3Xq/rq9nqypqwg81nqvHqtPq2RqxVqilqhnq1Pq/XqnZq1n3TNq5Hq4Pqovqw3q/7qoPq7dqomgOtc/Fq1Fq9FqiQAElq4ggPFq5Fq+vq4lqnFq5vqnPquzqy9qyZq1bqhlqoXq1lqnPq91qlPqtnqwvqlZq5aDd5qvXqzXqovq5Pq3Hq0bqjnqxNikvq9VquHqt9q4HqpNqozc43q5pqgAAOX4AHOKvOKsd4vbhk36p36poAD36oP6uAelkaozaopavp6tL6ur6oLaopav76o26uj6p2as0oqC6sq6tl6uf6sc6sEaqr6rX6uH6rn6vf6pWapbaqv6o16r96r6aqSMqK6sB6uz6tAGue6s50slqo1XOQ7AkAGhwHOKqBvK86uyasjqqeAAxauskC36sqaqnaulapl6sT6r6aoXaqAGu/6qx6uGBlf6riase6o56sD3LIGvn6uwGso6py6pQGsl6tkavzdQy6te6pWasfaopaoq6vIGt56uwGok6rj6oh6vwGp2ar/aqIGogGrH6oYkAu6vR6qz6tEGqg6qAGuGauIGoJ6oQ6vBarn3MkGun6pWasCIqR6qn6pAGp2au1XJYGsqaojUrh3NFSk50Bm6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list* +%AMRoundRect* +0 Rectangle with rounded corners* +0 $1 Rounding radius* +0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners* +0 Add a 4 corners polygon primitive as box body* +4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0* +0 Add four circle primitives for the rounded corners* +1,1,$1+$1,$2,$3* +1,1,$1+$1,$4,$5* +1,1,$1+$1,$6,$7* +1,1,$1+$1,$8,$9* +0 Add four rect primitives between the rounded corners* +20,1,$1+$1,$2,$3,$4,$5,0* +20,1,$1+$1,$4,$5,$6,$7,0* +20,1,$1+$1,$6,$7,$8,$9,0* +20,1,$1+$1,$8,$9,$2,$3,0*% +%AMFreePoly0* +4,1,19,0.500000,-0.750000,0.000000,-0.750000,0.000000,-0.744911,-0.071157,-0.744911,-0.207708,-0.704816,-0.327430,-0.627875,-0.420627,-0.520320,-0.479746,-0.390866,-0.500000,-0.250000,-0.500000,0.250000,-0.479746,0.390866,-0.420627,0.520320,-0.327430,0.627875,-0.207708,0.704816,-0.071157,0.744911,0.000000,0.744911,0.000000,0.750000,0.500000,0.750000,0.500000,-0.750000,0.500000,-0.750000, +$1*% +%AMFreePoly1* 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+%TD*% +%TA.AperFunction,Conductor*% +%ADD64C,0.300000*% +%TD*% +G04 APERTURE END LIST* +D10* +%TO.P,C64,1*% +%TO.N,/NTC/V_out_7*% +X140075000Y-108450000D03* +%TO.P,C64,2*% +%TO.N,GND*% +X138525000Y-108450000D03* +%TD*% +D11* +%TO.P,R23,1*% +%TO.N,/Cell 11{slash}10*% +X161600000Y-122725000D03* +%TO.P,R23,2*% +%TO.N,/FilterBalancingNetwork2/CA*% +X161600000Y-121075000D03* +%TD*% +D12* +%TO.P,R79,1*% +%TO.N,/NTC/NTC3*% +X138475000Y-119450000D03* +%TO.P,R79,2*% +%TO.N,/NTC/V_out_3*% +X140125000Y-119450000D03* +%TD*% +D13* +%TO.P,C8,1*% +%TO.N,/S9P*% +X177900000Y-122275000D03* +%TO.P,C8,2*% +%TO.N,/S8P*% +X177900000Y-120725000D03* +%TD*% +D11* +%TO.P,R9,1*% +%TO.N,/Cell 15{slash}14*% +X144200000Y-128424999D03* +%TO.P,R9,2*% +%TO.N,/FilterBalancingNetwork/CA*% +X144200000Y-126774999D03* +%TD*% +D14* +%TO.P,R53,1*% +%TO.N,/Cell 4{slash}3*% +X159687500Y-93800000D03* +%TO.P,R53,2*% +%TO.N,Net-(D28-A)*% +X158037500Y-93800000D03* +%TD*% +D15* +%TO.P,C2,1*% +%TO.N,/S15P*% 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STYLED_ITEM('color',(#181729),#18329); +#181729 = PRESENTATION_STYLE_ASSIGNMENT((#181730)); +#181730 = SURFACE_STYLE_USAGE(.BOTH.,#181731); +#181731 = SURFACE_SIDE_STYLE('',(#181732)); +#181732 = SURFACE_STYLE_FILL_AREA(#181733); +#181733 = FILL_AREA_STYLE('',(#181734)); +#181734 = FILL_AREA_STYLE_COLOUR('',#181013); +#181735 = STYLED_ITEM('color',(#181736),#18353); +#181736 = PRESENTATION_STYLE_ASSIGNMENT((#181737)); +#181737 = SURFACE_STYLE_USAGE(.BOTH.,#181738); +#181738 = SURFACE_SIDE_STYLE('',(#181739)); +#181739 = SURFACE_STYLE_FILL_AREA(#181740); +#181740 = FILL_AREA_STYLE('',(#181741)); +#181741 = FILL_AREA_STYLE_COLOUR('',#181013); +#181742 = STYLED_ITEM('color',(#181743),#18377); +#181743 = PRESENTATION_STYLE_ASSIGNMENT((#181744)); +#181744 = SURFACE_STYLE_USAGE(.BOTH.,#181745); +#181745 = SURFACE_SIDE_STYLE('',(#181746)); +#181746 = SURFACE_STYLE_FILL_AREA(#181747); +#181747 = FILL_AREA_STYLE('',(#181748)); +#181748 = FILL_AREA_STYLE_COLOUR('',#181013); +#181749 = STYLED_ITEM('color',(#181750),#18402); +#181750 = PRESENTATION_STYLE_ASSIGNMENT((#181751)); +#181751 = SURFACE_STYLE_USAGE(.BOTH.,#181752); +#181752 = SURFACE_SIDE_STYLE('',(#181753)); +#181753 = SURFACE_STYLE_FILL_AREA(#181754); +#181754 = FILL_AREA_STYLE('',(#181755)); +#181755 = FILL_AREA_STYLE_COLOUR('',#181013); +#181756 = STYLED_ITEM('color',(#181757),#18427); +#181757 = PRESENTATION_STYLE_ASSIGNMENT((#181758)); +#181758 = SURFACE_STYLE_USAGE(.BOTH.,#181759); +#181759 = SURFACE_SIDE_STYLE('',(#181760)); +#181760 = SURFACE_STYLE_FILL_AREA(#181761); +#181761 = FILL_AREA_STYLE('',(#181762)); +#181762 = FILL_AREA_STYLE_COLOUR('',#181013); +#181763 = STYLED_ITEM('color',(#181764),#18444); +#181764 = PRESENTATION_STYLE_ASSIGNMENT((#181765)); +#181765 = SURFACE_STYLE_USAGE(.BOTH.,#181766); +#181766 = SURFACE_SIDE_STYLE('',(#181767)); +#181767 = SURFACE_STYLE_FILL_AREA(#181768); +#181768 = FILL_AREA_STYLE('',(#181769)); +#181769 = FILL_AREA_STYLE_COLOUR('',#181013); +#181770 = MECHANICAL_DESIGN_GEOMETRIC_PRESENTATION_REPRESENTATION('',( + #181771),#8033); +#181771 = STYLED_ITEM('color',(#181772),#7283); +#181772 = PRESENTATION_STYLE_ASSIGNMENT((#181773,#181779)); +#181773 = SURFACE_STYLE_USAGE(.BOTH.,#181774); +#181774 = SURFACE_SIDE_STYLE('',(#181775)); +#181775 = SURFACE_STYLE_FILL_AREA(#181776); +#181776 = FILL_AREA_STYLE('',(#181777)); +#181777 = FILL_AREA_STYLE_COLOUR('',#181778); +#181778 = COLOUR_RGB('',0.300000011149,0.300000011149,0.300000011149); +#181779 = CURVE_STYLE('',#181780,POSITIVE_LENGTH_MEASURE(0.1),#181778); +#181780 = DRAUGHTING_PRE_DEFINED_CURVE_FONT('continuous'); +#181781 = MECHANICAL_DESIGN_GEOMETRIC_PRESENTATION_REPRESENTATION('',( + #181782,#181790,#181797,#181804,#181811,#181818,#181826,#181833, + #181840,#181847,#181854,#181861,#181868,#181875,#181882,#181889, + #181896,#181903,#181910,#181917,#181924,#181931,#181938,#181945, + #181952,#181959,#181966,#181973,#181980,#181987,#181994,#182001, + 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#189065,#189072,#189079,#189086,#189093,#189100,#189107,#189114, + #189121,#189128,#189135,#189142,#189149,#189156,#189163,#189170, + #189177,#189184,#189191,#189198,#189205,#189212,#189219,#189226, + #189233,#189240,#189247,#189254,#189261,#189268,#189275,#189282, + #189289,#189296,#189303,#189310,#189317,#189324,#189331,#189338, + #189345,#189352,#189359,#189366,#189373,#189380,#189387,#189394, + #189401,#189408,#189415,#189422,#189429,#189436,#189443,#189450, + #189457,#189464,#189471,#189478,#189485,#189492,#189499,#189506, + #189513,#189520,#189527,#189534,#189541,#189548,#189555,#189562, + #189569,#189576,#189583,#189590,#189597,#189604,#189611,#189618, + #189625,#189632,#189639,#189646,#189653,#189660,#189667,#189674, + #189681,#189688,#189695,#189702,#189709,#189716,#189723,#189730, + #189737,#189744,#189751,#189758,#189765,#189772,#189779,#189786, + #189793,#189800,#189807,#189814,#189821,#189828,#189835,#189842, + #189849,#189856,#189863,#189870,#189877,#189884,#189891,#189898, + #189905,#189912,#189919,#189926,#189933,#189940,#189947,#189954, + #189961,#189968,#189975,#189982,#189989,#189996,#190003,#190010, + #190017,#190024,#190031,#190038,#190045,#190052,#190059,#190066, + #190073,#190080,#190087,#190094,#190101,#190108,#190115,#190122, + #190129,#190136,#190143,#190150,#190157,#190164,#190171,#190178, + #190185,#190192,#190199,#190206,#190213,#190220,#190227,#190234, + #190241,#190248,#190255,#190262,#190269,#190276,#190283,#190290, + #190297,#190304,#190311,#190318,#190325,#190332,#190339,#190346, + #190353,#190360,#190367,#190374,#190381,#190388,#190395,#190402, + #190409,#190416,#190423,#190430,#190437,#190444,#190451,#190458, + #190465,#190472,#190479,#190486),#136948); +#181782 = STYLED_ITEM('color',(#181783),#95752); +#181783 = PRESENTATION_STYLE_ASSIGNMENT((#181784)); +#181784 = SURFACE_STYLE_USAGE(.BOTH.,#181785); +#181785 = SURFACE_SIDE_STYLE('',(#181786)); +#181786 = 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STYLED_ITEM('color',(#190864),#136517); +#190862 = FILL_AREA_STYLE_COLOUR('',#190526); +#190863 = OVER_RIDING_STYLED_ITEM('overriding color',(#190864),#139001, + #190494); #190864 = PRESENTATION_STYLE_ASSIGNMENT((#190865)); #190865 = SURFACE_STYLE_USAGE(.BOTH.,#190866); #190866 = SURFACE_SIDE_STYLE('',(#190867)); #190867 = SURFACE_STYLE_FILL_AREA(#190868); #190868 = FILL_AREA_STYLE('',(#190869)); -#190869 = FILL_AREA_STYLE_COLOUR('',#181226); -#190870 = STYLED_ITEM('color',(#190871),#136534); +#190869 = FILL_AREA_STYLE_COLOUR('',#190526); +#190870 = OVER_RIDING_STYLED_ITEM('overriding color',(#190871),#139025, + #190494); #190871 = PRESENTATION_STYLE_ASSIGNMENT((#190872)); #190872 = SURFACE_STYLE_USAGE(.BOTH.,#190873); #190873 = SURFACE_SIDE_STYLE('',(#190874)); #190874 = SURFACE_STYLE_FILL_AREA(#190875); #190875 = FILL_AREA_STYLE('',(#190876)); -#190876 = FILL_AREA_STYLE_COLOUR('',#181226); -#190877 = STYLED_ITEM('color',(#190878),#136546); +#190876 = FILL_AREA_STYLE_COLOUR('',#190526); +#190877 = OVER_RIDING_STYLED_ITEM('overriding color',(#190878),#139049, + #190494); #190878 = PRESENTATION_STYLE_ASSIGNMENT((#190879)); #190879 = SURFACE_STYLE_USAGE(.BOTH.,#190880); #190880 = SURFACE_SIDE_STYLE('',(#190881)); #190881 = SURFACE_STYLE_FILL_AREA(#190882); #190882 = FILL_AREA_STYLE('',(#190883)); -#190883 = FILL_AREA_STYLE_COLOUR('',#181226); -#190884 = STYLED_ITEM('color',(#190885),#136563); +#190883 = FILL_AREA_STYLE_COLOUR('',#190526); +#190884 = OVER_RIDING_STYLED_ITEM('overriding color',(#190885),#139073, + #190494); #190885 = PRESENTATION_STYLE_ASSIGNMENT((#190886)); #190886 = SURFACE_STYLE_USAGE(.BOTH.,#190887); #190887 = SURFACE_SIDE_STYLE('',(#190888)); #190888 = SURFACE_STYLE_FILL_AREA(#190889); #190889 = FILL_AREA_STYLE('',(#190890)); -#190890 = FILL_AREA_STYLE_COLOUR('',#181226); -#190891 = STYLED_ITEM('color',(#190892),#136580); +#190890 = FILL_AREA_STYLE_COLOUR('',#190526); +#190891 = OVER_RIDING_STYLED_ITEM('overriding color',(#190892),#139097, + #190494); #190892 = PRESENTATION_STYLE_ASSIGNMENT((#190893)); #190893 = SURFACE_STYLE_USAGE(.BOTH.,#190894); #190894 = SURFACE_SIDE_STYLE('',(#190895)); #190895 = SURFACE_STYLE_FILL_AREA(#190896); #190896 = FILL_AREA_STYLE('',(#190897)); -#190897 = FILL_AREA_STYLE_COLOUR('',#181226); -#190898 = STYLED_ITEM('color',(#190899),#136597); +#190897 = FILL_AREA_STYLE_COLOUR('',#190526); +#190898 = OVER_RIDING_STYLED_ITEM('overriding color',(#190899),#139121, + #190494); #190899 = PRESENTATION_STYLE_ASSIGNMENT((#190900)); #190900 = SURFACE_STYLE_USAGE(.BOTH.,#190901); #190901 = SURFACE_SIDE_STYLE('',(#190902)); #190902 = SURFACE_STYLE_FILL_AREA(#190903); #190903 = FILL_AREA_STYLE('',(#190904)); -#190904 = FILL_AREA_STYLE_COLOUR('',#181226); -#190905 = STYLED_ITEM('color',(#190906),#136614); +#190904 = FILL_AREA_STYLE_COLOUR('',#190526); +#190905 = OVER_RIDING_STYLED_ITEM('overriding color',(#190906),#139145, + #190494); #190906 = 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SURFACE_SIDE_STYLE('',(#191942)); -#191942 = SURFACE_STYLE_FILL_AREA(#191943); -#191943 = FILL_AREA_STYLE('',(#191944)); -#191944 = FILL_AREA_STYLE_COLOUR('',#191293); -#191945 = OVER_RIDING_STYLED_ITEM('overriding color',(#191946),#140603, - #191261); -#191946 = PRESENTATION_STYLE_ASSIGNMENT((#191947)); -#191947 = SURFACE_STYLE_USAGE(.BOTH.,#191948); -#191948 = SURFACE_SIDE_STYLE('',(#191949)); -#191949 = SURFACE_STYLE_FILL_AREA(#191950); -#191950 = FILL_AREA_STYLE('',(#191951)); -#191951 = FILL_AREA_STYLE_COLOUR('',#191293); -#191952 = OVER_RIDING_STYLED_ITEM('overriding color',(#191953),#140634, - #191261); -#191953 = PRESENTATION_STYLE_ASSIGNMENT((#191954)); -#191954 = SURFACE_STYLE_USAGE(.BOTH.,#191955); -#191955 = SURFACE_SIDE_STYLE('',(#191956)); -#191956 = SURFACE_STYLE_FILL_AREA(#191957); -#191957 = FILL_AREA_STYLE('',(#191958)); -#191958 = FILL_AREA_STYLE_COLOUR('',#191293); -#191959 = OVER_RIDING_STYLED_ITEM('overriding color',(#191960),#140666, - #191261); -#191960 = PRESENTATION_STYLE_ASSIGNMENT((#191961)); -#191961 = SURFACE_STYLE_USAGE(.BOTH.,#191962); -#191962 = SURFACE_SIDE_STYLE('',(#191963)); -#191963 = SURFACE_STYLE_FILL_AREA(#191964); -#191964 = FILL_AREA_STYLE('',(#191965)); -#191965 = FILL_AREA_STYLE_COLOUR('',#191278); -#191966 = OVER_RIDING_STYLED_ITEM('overriding color',(#191967),#140683, - #191261); -#191967 = PRESENTATION_STYLE_ASSIGNMENT((#191968)); -#191968 = SURFACE_STYLE_USAGE(.BOTH.,#191969); -#191969 = SURFACE_SIDE_STYLE('',(#191970)); -#191970 = SURFACE_STYLE_FILL_AREA(#191971); -#191971 = FILL_AREA_STYLE('',(#191972)); -#191972 = FILL_AREA_STYLE_COLOUR('',#191278); -#191973 = OVER_RIDING_STYLED_ITEM('overriding color',(#191974),#140714, - #191261); -#191974 = PRESENTATION_STYLE_ASSIGNMENT((#191975)); -#191975 = SURFACE_STYLE_USAGE(.BOTH.,#191976); -#191976 = SURFACE_SIDE_STYLE('',(#191977)); -#191977 = SURFACE_STYLE_FILL_AREA(#191978); -#191978 = FILL_AREA_STYLE('',(#191979)); -#191979 = FILL_AREA_STYLE_COLOUR('',#191293); -#191980 = OVER_RIDING_STYLED_ITEM('overriding color',(#191981),#140746, - #191261); -#191981 = PRESENTATION_STYLE_ASSIGNMENT((#191982)); -#191982 = SURFACE_STYLE_USAGE(.BOTH.,#191983); -#191983 = SURFACE_SIDE_STYLE('',(#191984)); -#191984 = SURFACE_STYLE_FILL_AREA(#191985); -#191985 = FILL_AREA_STYLE('',(#191986)); -#191986 = FILL_AREA_STYLE_COLOUR('',#191278); -#191987 = OVER_RIDING_STYLED_ITEM('overriding color',(#191988),#140765, - #191261); -#191988 = PRESENTATION_STYLE_ASSIGNMENT((#191989)); -#191989 = SURFACE_STYLE_USAGE(.BOTH.,#191990); -#191990 = SURFACE_SIDE_STYLE('',(#191991)); -#191991 = SURFACE_STYLE_FILL_AREA(#191992); -#191992 = FILL_AREA_STYLE('',(#191993)); -#191993 = FILL_AREA_STYLE_COLOUR('',#191278); -#191994 = OVER_RIDING_STYLED_ITEM('overriding color',(#191995),#140798, - #191261); -#191995 = PRESENTATION_STYLE_ASSIGNMENT((#191996)); -#191996 = SURFACE_STYLE_USAGE(.BOTH.,#191997); -#191997 = SURFACE_SIDE_STYLE('',(#191998)); -#191998 = SURFACE_STYLE_FILL_AREA(#191999); -#191999 = FILL_AREA_STYLE('',(#192000)); -#192000 = FILL_AREA_STYLE_COLOUR('',#191293); -#192001 = OVER_RIDING_STYLED_ITEM('overriding color',(#192002),#140863, - #191261); -#192002 = PRESENTATION_STYLE_ASSIGNMENT((#192003)); -#192003 = SURFACE_STYLE_USAGE(.BOTH.,#192004); -#192004 = SURFACE_SIDE_STYLE('',(#192005)); -#192005 = SURFACE_STYLE_FILL_AREA(#192006); -#192006 = FILL_AREA_STYLE('',(#192007)); -#192007 = FILL_AREA_STYLE_COLOUR('',#191293); -#192008 = OVER_RIDING_STYLED_ITEM('overriding color',(#192009),#140887, - #191261); -#192009 = PRESENTATION_STYLE_ASSIGNMENT((#192010)); -#192010 = SURFACE_STYLE_USAGE(.BOTH.,#192011); -#192011 = SURFACE_SIDE_STYLE('',(#192012)); -#192012 = SURFACE_STYLE_FILL_AREA(#192013); -#192013 = FILL_AREA_STYLE('',(#192014)); -#192014 = FILL_AREA_STYLE_COLOUR('',#191293); -#192015 = OVER_RIDING_STYLED_ITEM('overriding color',(#192016),#140945, - #191261); -#192016 = PRESENTATION_STYLE_ASSIGNMENT((#192017)); -#192017 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SURFACE_STYLE_FILL_AREA(#191589); +#191589 = FILL_AREA_STYLE('',(#191590)); +#191590 = FILL_AREA_STYLE_COLOUR('',#190526); +#191591 = OVER_RIDING_STYLED_ITEM('overriding color',(#191592),#142401, + #190494); +#191592 = PRESENTATION_STYLE_ASSIGNMENT((#191593)); +#191593 = SURFACE_STYLE_USAGE(.BOTH.,#191594); +#191594 = SURFACE_SIDE_STYLE('',(#191595)); +#191595 = SURFACE_STYLE_FILL_AREA(#191596); +#191596 = FILL_AREA_STYLE('',(#191597)); +#191597 = FILL_AREA_STYLE_COLOUR('',#190526); +#191598 = OVER_RIDING_STYLED_ITEM('overriding color',(#191599),#142434, + #190494); +#191599 = PRESENTATION_STYLE_ASSIGNMENT((#191600)); +#191600 = SURFACE_STYLE_USAGE(.BOTH.,#191601); +#191601 = SURFACE_SIDE_STYLE('',(#191602)); +#191602 = SURFACE_STYLE_FILL_AREA(#191603); +#191603 = FILL_AREA_STYLE('',(#191604)); +#191604 = FILL_AREA_STYLE_COLOUR('',#190511); +#191605 = OVER_RIDING_STYLED_ITEM('overriding color',(#191606),#142471, + #190494); +#191606 = PRESENTATION_STYLE_ASSIGNMENT((#191607)); +#191607 = SURFACE_STYLE_USAGE(.BOTH.,#191608); +#191608 = SURFACE_SIDE_STYLE('',(#191609)); +#191609 = SURFACE_STYLE_FILL_AREA(#191610); +#191610 = FILL_AREA_STYLE('',(#191611)); +#191611 = FILL_AREA_STYLE_COLOUR('',#190511); +#191612 = OVER_RIDING_STYLED_ITEM('overriding color',(#191613),#142508, + #190494); +#191613 = PRESENTATION_STYLE_ASSIGNMENT((#191614)); +#191614 = SURFACE_STYLE_USAGE(.BOTH.,#191615); +#191615 = SURFACE_SIDE_STYLE('',(#191616)); +#191616 = SURFACE_STYLE_FILL_AREA(#191617); +#191617 = FILL_AREA_STYLE('',(#191618)); +#191618 = FILL_AREA_STYLE_COLOUR('',#190511); +#191619 = OVER_RIDING_STYLED_ITEM('overriding color',(#191620),#142567, + #190494); +#191620 = PRESENTATION_STYLE_ASSIGNMENT((#191621)); +#191621 = SURFACE_STYLE_USAGE(.BOTH.,#191622); +#191622 = SURFACE_SIDE_STYLE('',(#191623)); +#191623 = SURFACE_STYLE_FILL_AREA(#191624); +#191624 = FILL_AREA_STYLE('',(#191625)); +#191625 = FILL_AREA_STYLE_COLOUR('',#190511); +#191626 = OVER_RIDING_STYLED_ITEM('overriding color',(#191627),#142604, + #190494); +#191627 = PRESENTATION_STYLE_ASSIGNMENT((#191628)); +#191628 = SURFACE_STYLE_USAGE(.BOTH.,#191629); +#191629 = SURFACE_SIDE_STYLE('',(#191630)); +#191630 = SURFACE_STYLE_FILL_AREA(#191631); +#191631 = FILL_AREA_STYLE('',(#191632)); +#191632 = FILL_AREA_STYLE_COLOUR('',#190526); +#191633 = OVER_RIDING_STYLED_ITEM('overriding color',(#191634),#142637, + #190494); +#191634 = PRESENTATION_STYLE_ASSIGNMENT((#191635)); +#191635 = SURFACE_STYLE_USAGE(.BOTH.,#191636); +#191636 = SURFACE_SIDE_STYLE('',(#191637)); +#191637 = SURFACE_STYLE_FILL_AREA(#191638); +#191638 = FILL_AREA_STYLE('',(#191639)); +#191639 = FILL_AREA_STYLE_COLOUR('',#190526); +#191640 = OVER_RIDING_STYLED_ITEM('overriding color',(#191641),#142654, + #190494); +#191641 = PRESENTATION_STYLE_ASSIGNMENT((#191642)); +#191642 = SURFACE_STYLE_USAGE(.BOTH.,#191643); +#191643 = SURFACE_SIDE_STYLE('',(#191644)); +#191644 = SURFACE_STYLE_FILL_AREA(#191645); +#191645 = FILL_AREA_STYLE('',(#191646)); +#191646 = FILL_AREA_STYLE_COLOUR('',#190526); +#191647 = OVER_RIDING_STYLED_ITEM('overriding color',(#191648),#142687, + #190494); +#191648 = PRESENTATION_STYLE_ASSIGNMENT((#191649)); +#191649 = SURFACE_STYLE_USAGE(.BOTH.,#191650); +#191650 = SURFACE_SIDE_STYLE('',(#191651)); +#191651 = SURFACE_STYLE_FILL_AREA(#191652); +#191652 = FILL_AREA_STYLE('',(#191653)); +#191653 = FILL_AREA_STYLE_COLOUR('',#190526); +#191654 = OVER_RIDING_STYLED_ITEM('overriding color',(#191655),#142720, + #190494); +#191655 = PRESENTATION_STYLE_ASSIGNMENT((#191656)); +#191656 = SURFACE_STYLE_USAGE(.BOTH.,#191657); +#191657 = SURFACE_SIDE_STYLE('',(#191658)); +#191658 = SURFACE_STYLE_FILL_AREA(#191659); +#191659 = FILL_AREA_STYLE('',(#191660)); +#191660 = FILL_AREA_STYLE_COLOUR('',#190526); +#191661 = OVER_RIDING_STYLED_ITEM('overriding color',(#191662),#142737, + #190494); +#191662 = PRESENTATION_STYLE_ASSIGNMENT((#191663)); +#191663 = SURFACE_STYLE_USAGE(.BOTH.,#191664); +#191664 = SURFACE_SIDE_STYLE('',(#191665)); +#191665 = SURFACE_STYLE_FILL_AREA(#191666); +#191666 = FILL_AREA_STYLE('',(#191667)); +#191667 = FILL_AREA_STYLE_COLOUR('',#190526); +#191668 = OVER_RIDING_STYLED_ITEM('overriding color',(#191669),#142770, + #190494); +#191669 = PRESENTATION_STYLE_ASSIGNMENT((#191670)); +#191670 = SURFACE_STYLE_USAGE(.BOTH.,#191671); +#191671 = SURFACE_SIDE_STYLE('',(#191672)); +#191672 = SURFACE_STYLE_FILL_AREA(#191673); +#191673 = FILL_AREA_STYLE('',(#191674)); +#191674 = FILL_AREA_STYLE_COLOUR('',#190511); +#191675 = OVER_RIDING_STYLED_ITEM('overriding color',(#191676),#142821, + #190494); +#191676 = PRESENTATION_STYLE_ASSIGNMENT((#191677)); +#191677 = SURFACE_STYLE_USAGE(.BOTH.,#191678); +#191678 = SURFACE_SIDE_STYLE('',(#191679)); +#191679 = SURFACE_STYLE_FILL_AREA(#191680); +#191680 = FILL_AREA_STYLE('',(#191681)); +#191681 = FILL_AREA_STYLE_COLOUR('',#190526); +#191682 = OVER_RIDING_STYLED_ITEM('overriding color',(#191683),#142849, + #190494); +#191683 = PRESENTATION_STYLE_ASSIGNMENT((#191684)); +#191684 = SURFACE_STYLE_USAGE(.BOTH.,#191685); +#191685 = SURFACE_SIDE_STYLE('',(#191686)); +#191686 = SURFACE_STYLE_FILL_AREA(#191687); +#191687 = FILL_AREA_STYLE('',(#191688)); +#191688 = FILL_AREA_STYLE_COLOUR('',#190526); +#191689 = OVER_RIDING_STYLED_ITEM('overriding color',(#191690),#142874, + #190494); +#191690 = PRESENTATION_STYLE_ASSIGNMENT((#191691)); +#191691 = SURFACE_STYLE_USAGE(.BOTH.,#191692); +#191692 = SURFACE_SIDE_STYLE('',(#191693)); +#191693 = SURFACE_STYLE_FILL_AREA(#191694); +#191694 = FILL_AREA_STYLE('',(#191695)); +#191695 = FILL_AREA_STYLE_COLOUR('',#190526); +#191696 = OVER_RIDING_STYLED_ITEM('overriding color',(#191697),#142891, + #190494); +#191697 = PRESENTATION_STYLE_ASSIGNMENT((#191698)); +#191698 = SURFACE_STYLE_USAGE(.BOTH.,#191699); +#191699 = SURFACE_SIDE_STYLE('',(#191700)); +#191700 = SURFACE_STYLE_FILL_AREA(#191701); +#191701 = FILL_AREA_STYLE('',(#191702)); +#191702 = FILL_AREA_STYLE_COLOUR('',#190526); +#191703 = OVER_RIDING_STYLED_ITEM('overriding color',(#191704),#142903, + #190494); +#191704 = PRESENTATION_STYLE_ASSIGNMENT((#191705)); +#191705 = SURFACE_STYLE_USAGE(.BOTH.,#191706); +#191706 = SURFACE_SIDE_STYLE('',(#191707)); +#191707 = SURFACE_STYLE_FILL_AREA(#191708); +#191708 = FILL_AREA_STYLE('',(#191709)); +#191709 = FILL_AREA_STYLE_COLOUR('',#190526); +#191710 = OVER_RIDING_STYLED_ITEM('overriding color',(#191711),#142928, + #190494); +#191711 = PRESENTATION_STYLE_ASSIGNMENT((#191712)); +#191712 = SURFACE_STYLE_USAGE(.BOTH.,#191713); +#191713 = SURFACE_SIDE_STYLE('',(#191714)); +#191714 = SURFACE_STYLE_FILL_AREA(#191715); +#191715 = FILL_AREA_STYLE('',(#191716)); +#191716 = FILL_AREA_STYLE_COLOUR('',#190526); +#191717 = OVER_RIDING_STYLED_ITEM('overriding color',(#191718),#142945, + #190494); +#191718 = PRESENTATION_STYLE_ASSIGNMENT((#191719)); +#191719 = SURFACE_STYLE_USAGE(.BOTH.,#191720); +#191720 = SURFACE_SIDE_STYLE('',(#191721)); +#191721 = SURFACE_STYLE_FILL_AREA(#191722); +#191722 = FILL_AREA_STYLE('',(#191723)); +#191723 = FILL_AREA_STYLE_COLOUR('',#190526); +#191724 = OVER_RIDING_STYLED_ITEM('overriding color',(#191725),#142957, + #190494); +#191725 = PRESENTATION_STYLE_ASSIGNMENT((#191726)); +#191726 = SURFACE_STYLE_USAGE(.BOTH.,#191727); +#191727 = SURFACE_SIDE_STYLE('',(#191728)); +#191728 = SURFACE_STYLE_FILL_AREA(#191729); +#191729 = FILL_AREA_STYLE('',(#191730)); +#191730 = FILL_AREA_STYLE_COLOUR('',#190526); +#191731 = OVER_RIDING_STYLED_ITEM('overriding color',(#191732),#142988, + #190494); +#191732 = PRESENTATION_STYLE_ASSIGNMENT((#191733)); +#191733 = SURFACE_STYLE_USAGE(.BOTH.,#191734); +#191734 = SURFACE_SIDE_STYLE('',(#191735)); +#191735 = SURFACE_STYLE_FILL_AREA(#191736); +#191736 = FILL_AREA_STYLE('',(#191737)); +#191737 = FILL_AREA_STYLE_COLOUR('',#190526); +#191738 = OVER_RIDING_STYLED_ITEM('overriding color',(#191739),#143019, + #190494); +#191739 = PRESENTATION_STYLE_ASSIGNMENT((#191740)); +#191740 = SURFACE_STYLE_USAGE(.BOTH.,#191741); +#191741 = SURFACE_SIDE_STYLE('',(#191742)); +#191742 = SURFACE_STYLE_FILL_AREA(#191743); +#191743 = FILL_AREA_STYLE('',(#191744)); +#191744 = FILL_AREA_STYLE_COLOUR('',#190526); +#191745 = OVER_RIDING_STYLED_ITEM('overriding color',(#191746),#143050, + #190494); +#191746 = PRESENTATION_STYLE_ASSIGNMENT((#191747)); +#191747 = SURFACE_STYLE_USAGE(.BOTH.,#191748); +#191748 = SURFACE_SIDE_STYLE('',(#191749)); +#191749 = SURFACE_STYLE_FILL_AREA(#191750); +#191750 = FILL_AREA_STYLE('',(#191751)); +#191751 = FILL_AREA_STYLE_COLOUR('',#190526); +#191752 = OVER_RIDING_STYLED_ITEM('overriding color',(#191753),#143081, + #190494); +#191753 = PRESENTATION_STYLE_ASSIGNMENT((#191754)); +#191754 = SURFACE_STYLE_USAGE(.BOTH.,#191755); +#191755 = SURFACE_SIDE_STYLE('',(#191756)); +#191756 = SURFACE_STYLE_FILL_AREA(#191757); +#191757 = FILL_AREA_STYLE('',(#191758)); +#191758 = FILL_AREA_STYLE_COLOUR('',#190511); +#191759 = OVER_RIDING_STYLED_ITEM('overriding color',(#191760),#143112, + #190494); +#191760 = PRESENTATION_STYLE_ASSIGNMENT((#191761)); +#191761 = SURFACE_STYLE_USAGE(.BOTH.,#191762); +#191762 = SURFACE_SIDE_STYLE('',(#191763)); +#191763 = SURFACE_STYLE_FILL_AREA(#191764); +#191764 = FILL_AREA_STYLE('',(#191765)); +#191765 = FILL_AREA_STYLE_COLOUR('',#190526); +#191766 = OVER_RIDING_STYLED_ITEM('overriding color',(#191767),#143128, + #190494); +#191767 = PRESENTATION_STYLE_ASSIGNMENT((#191768)); +#191768 = SURFACE_STYLE_USAGE(.BOTH.,#191769); +#191769 = SURFACE_SIDE_STYLE('',(#191770)); +#191770 = SURFACE_STYLE_FILL_AREA(#191771); +#191771 = FILL_AREA_STYLE('',(#191772)); +#191772 = FILL_AREA_STYLE_COLOUR('',#190511); +#191773 = OVER_RIDING_STYLED_ITEM('overriding color',(#191774),#143147, + #190494); +#191774 = PRESENTATION_STYLE_ASSIGNMENT((#191775)); +#191775 = SURFACE_STYLE_USAGE(.BOTH.,#191776); +#191776 = SURFACE_SIDE_STYLE('',(#191777)); +#191777 = SURFACE_STYLE_FILL_AREA(#191778); +#191778 = FILL_AREA_STYLE('',(#191779)); +#191779 = FILL_AREA_STYLE_COLOUR('',#190511); +#191780 = OVER_RIDING_STYLED_ITEM('overriding color',(#191781),#143196, + #190494); +#191781 = PRESENTATION_STYLE_ASSIGNMENT((#191782)); +#191782 = SURFACE_STYLE_USAGE(.BOTH.,#191783); +#191783 = SURFACE_SIDE_STYLE('',(#191784)); +#191784 = SURFACE_STYLE_FILL_AREA(#191785); +#191785 = FILL_AREA_STYLE('',(#191786)); +#191786 = FILL_AREA_STYLE_COLOUR('',#190526); +#191787 = OVER_RIDING_STYLED_ITEM('overriding color',(#191788),#143207, + #190494); +#191788 = PRESENTATION_STYLE_ASSIGNMENT((#191789)); +#191789 = SURFACE_STYLE_USAGE(.BOTH.,#191790); +#191790 = SURFACE_SIDE_STYLE('',(#191791)); +#191791 = SURFACE_STYLE_FILL_AREA(#191792); +#191792 = FILL_AREA_STYLE('',(#191793)); +#191793 = FILL_AREA_STYLE_COLOUR('',#190526); +#191794 = OVER_RIDING_STYLED_ITEM('overriding color',(#191795),#143238, + #190494); +#191795 = PRESENTATION_STYLE_ASSIGNMENT((#191796)); +#191796 = SURFACE_STYLE_USAGE(.BOTH.,#191797); +#191797 = SURFACE_SIDE_STYLE('',(#191798)); +#191798 = SURFACE_STYLE_FILL_AREA(#191799); +#191799 = FILL_AREA_STYLE('',(#191800)); +#191800 = FILL_AREA_STYLE_COLOUR('',#190526); +#191801 = OVER_RIDING_STYLED_ITEM('overriding color',(#191802),#143269, + #190494); +#191802 = PRESENTATION_STYLE_ASSIGNMENT((#191803)); +#191803 = SURFACE_STYLE_USAGE(.BOTH.,#191804); +#191804 = SURFACE_SIDE_STYLE('',(#191805)); +#191805 = SURFACE_STYLE_FILL_AREA(#191806); +#191806 = FILL_AREA_STYLE('',(#191807)); +#191807 = FILL_AREA_STYLE_COLOUR('',#190526); +#191808 = OVER_RIDING_STYLED_ITEM('overriding color',(#191809),#143300, + #190494); +#191809 = PRESENTATION_STYLE_ASSIGNMENT((#191810)); +#191810 = SURFACE_STYLE_USAGE(.BOTH.,#191811); +#191811 = SURFACE_SIDE_STYLE('',(#191812)); +#191812 = SURFACE_STYLE_FILL_AREA(#191813); +#191813 = FILL_AREA_STYLE('',(#191814)); +#191814 = FILL_AREA_STYLE_COLOUR('',#190526); +#191815 = OVER_RIDING_STYLED_ITEM('overriding color',(#191816),#143331, + #190494); +#191816 = PRESENTATION_STYLE_ASSIGNMENT((#191817)); +#191817 = SURFACE_STYLE_USAGE(.BOTH.,#191818); +#191818 = SURFACE_SIDE_STYLE('',(#191819)); +#191819 = SURFACE_STYLE_FILL_AREA(#191820); +#191820 = FILL_AREA_STYLE('',(#191821)); +#191821 = FILL_AREA_STYLE_COLOUR('',#190511); +#191822 = OVER_RIDING_STYLED_ITEM('overriding color',(#191823),#143363, + #190494); +#191823 = PRESENTATION_STYLE_ASSIGNMENT((#191824)); +#191824 = SURFACE_STYLE_USAGE(.BOTH.,#191825); +#191825 = SURFACE_SIDE_STYLE('',(#191826)); +#191826 = SURFACE_STYLE_FILL_AREA(#191827); +#191827 = FILL_AREA_STYLE('',(#191828)); +#191828 = FILL_AREA_STYLE_COLOUR('',#190526); +#191829 = OVER_RIDING_STYLED_ITEM('overriding color',(#191830),#143380, + #190494); +#191830 = PRESENTATION_STYLE_ASSIGNMENT((#191831)); +#191831 = SURFACE_STYLE_USAGE(.BOTH.,#191832); +#191832 = SURFACE_SIDE_STYLE('',(#191833)); +#191833 = SURFACE_STYLE_FILL_AREA(#191834); +#191834 = FILL_AREA_STYLE('',(#191835)); +#191835 = FILL_AREA_STYLE_COLOUR('',#190526); +#191836 = OVER_RIDING_STYLED_ITEM('overriding color',(#191837),#143397, + #190494); +#191837 = PRESENTATION_STYLE_ASSIGNMENT((#191838)); +#191838 = SURFACE_STYLE_USAGE(.BOTH.,#191839); +#191839 = SURFACE_SIDE_STYLE('',(#191840)); +#191840 = SURFACE_STYLE_FILL_AREA(#191841); +#191841 = FILL_AREA_STYLE('',(#191842)); +#191842 = FILL_AREA_STYLE_COLOUR('',#190526); +#191843 = OVER_RIDING_STYLED_ITEM('overriding color',(#191844),#143430, + #190494); +#191844 = PRESENTATION_STYLE_ASSIGNMENT((#191845)); +#191845 = SURFACE_STYLE_USAGE(.BOTH.,#191846); +#191846 = SURFACE_SIDE_STYLE('',(#191847)); +#191847 = SURFACE_STYLE_FILL_AREA(#191848); +#191848 = FILL_AREA_STYLE('',(#191849)); +#191849 = FILL_AREA_STYLE_COLOUR('',#190526); +#191850 = OVER_RIDING_STYLED_ITEM('overriding color',(#191851),#143463, + #190494); +#191851 = PRESENTATION_STYLE_ASSIGNMENT((#191852)); +#191852 = SURFACE_STYLE_USAGE(.BOTH.,#191853); +#191853 = SURFACE_SIDE_STYLE('',(#191854)); +#191854 = SURFACE_STYLE_FILL_AREA(#191855); +#191855 = FILL_AREA_STYLE('',(#191856)); +#191856 = FILL_AREA_STYLE_COLOUR('',#190526); +#191857 = OVER_RIDING_STYLED_ITEM('overriding color',(#191858),#143496, + #190494); +#191858 = PRESENTATION_STYLE_ASSIGNMENT((#191859)); +#191859 = SURFACE_STYLE_USAGE(.BOTH.,#191860); +#191860 = SURFACE_SIDE_STYLE('',(#191861)); +#191861 = SURFACE_STYLE_FILL_AREA(#191862); +#191862 = FILL_AREA_STYLE('',(#191863)); +#191863 = FILL_AREA_STYLE_COLOUR('',#190526); +#191864 = OVER_RIDING_STYLED_ITEM('overriding color',(#191865),#143529, + #190494); +#191865 = PRESENTATION_STYLE_ASSIGNMENT((#191866)); +#191866 = SURFACE_STYLE_USAGE(.BOTH.,#191867); +#191867 = SURFACE_SIDE_STYLE('',(#191868)); +#191868 = SURFACE_STYLE_FILL_AREA(#191869); +#191869 = FILL_AREA_STYLE('',(#191870)); +#191870 = FILL_AREA_STYLE_COLOUR('',#190511); +#191871 = OVER_RIDING_STYLED_ITEM('overriding color',(#191872),#143546, + #190494); +#191872 = PRESENTATION_STYLE_ASSIGNMENT((#191873)); +#191873 = SURFACE_STYLE_USAGE(.BOTH.,#191874); +#191874 = SURFACE_SIDE_STYLE('',(#191875)); +#191875 = SURFACE_STYLE_FILL_AREA(#191876); +#191876 = FILL_AREA_STYLE('',(#191877)); +#191877 = FILL_AREA_STYLE_COLOUR('',#190511); +#191878 = OVER_RIDING_STYLED_ITEM('overriding color',(#191879),#143563, + #190494); +#191879 = PRESENTATION_STYLE_ASSIGNMENT((#191880)); +#191880 = SURFACE_STYLE_USAGE(.BOTH.,#191881); +#191881 = SURFACE_SIDE_STYLE('',(#191882)); +#191882 = SURFACE_STYLE_FILL_AREA(#191883); +#191883 = FILL_AREA_STYLE('',(#191884)); +#191884 = FILL_AREA_STYLE_COLOUR('',#190526); +#191885 = OVER_RIDING_STYLED_ITEM('overriding color',(#191886),#143575, + #190494); +#191886 = PRESENTATION_STYLE_ASSIGNMENT((#191887)); +#191887 = SURFACE_STYLE_USAGE(.BOTH.,#191888); +#191888 = SURFACE_SIDE_STYLE('',(#191889)); +#191889 = SURFACE_STYLE_FILL_AREA(#191890); +#191890 = FILL_AREA_STYLE('',(#191891)); +#191891 = FILL_AREA_STYLE_COLOUR('',#190526); +#191892 = OVER_RIDING_STYLED_ITEM('overriding color',(#191893),#143608, + #190494); +#191893 = PRESENTATION_STYLE_ASSIGNMENT((#191894)); +#191894 = SURFACE_STYLE_USAGE(.BOTH.,#191895); +#191895 = SURFACE_SIDE_STYLE('',(#191896)); +#191896 = SURFACE_STYLE_FILL_AREA(#191897); +#191897 = FILL_AREA_STYLE('',(#191898)); +#191898 = FILL_AREA_STYLE_COLOUR('',#190526); +#191899 = OVER_RIDING_STYLED_ITEM('overriding color',(#191900),#143641, + #190494); +#191900 = PRESENTATION_STYLE_ASSIGNMENT((#191901)); +#191901 = SURFACE_STYLE_USAGE(.BOTH.,#191902); +#191902 = SURFACE_SIDE_STYLE('',(#191903)); +#191903 = SURFACE_STYLE_FILL_AREA(#191904); +#191904 = FILL_AREA_STYLE('',(#191905)); +#191905 = FILL_AREA_STYLE_COLOUR('',#190526); +#191906 = OVER_RIDING_STYLED_ITEM('overriding color',(#191907),#143674, + #190494); +#191907 = PRESENTATION_STYLE_ASSIGNMENT((#191908)); +#191908 = SURFACE_STYLE_USAGE(.BOTH.,#191909); +#191909 = SURFACE_SIDE_STYLE('',(#191910)); +#191910 = SURFACE_STYLE_FILL_AREA(#191911); +#191911 = FILL_AREA_STYLE('',(#191912)); +#191912 = FILL_AREA_STYLE_COLOUR('',#190526); +#191913 = OVER_RIDING_STYLED_ITEM('overriding color',(#191914),#143707, + #190494); +#191914 = PRESENTATION_STYLE_ASSIGNMENT((#191915)); +#191915 = SURFACE_STYLE_USAGE(.BOTH.,#191916); +#191916 = SURFACE_SIDE_STYLE('',(#191917)); +#191917 = SURFACE_STYLE_FILL_AREA(#191918); +#191918 = FILL_AREA_STYLE('',(#191919)); +#191919 = FILL_AREA_STYLE_COLOUR('',#190511); +#191920 = OVER_RIDING_STYLED_ITEM('overriding color',(#191921),#143733, + #190494); +#191921 = PRESENTATION_STYLE_ASSIGNMENT((#191922)); +#191922 = SURFACE_STYLE_USAGE(.BOTH.,#191923); +#191923 = SURFACE_SIDE_STYLE('',(#191924)); +#191924 = SURFACE_STYLE_FILL_AREA(#191925); +#191925 = FILL_AREA_STYLE('',(#191926)); +#191926 = FILL_AREA_STYLE_COLOUR('',#190511); +#191927 = OVER_RIDING_STYLED_ITEM('overriding color',(#191928),#143759, + #190494); +#191928 = PRESENTATION_STYLE_ASSIGNMENT((#191929)); +#191929 = SURFACE_STYLE_USAGE(.BOTH.,#191930); +#191930 = SURFACE_SIDE_STYLE('',(#191931)); +#191931 = SURFACE_STYLE_FILL_AREA(#191932); +#191932 = FILL_AREA_STYLE('',(#191933)); +#191933 = FILL_AREA_STYLE_COLOUR('',#190526); +#191934 = OVER_RIDING_STYLED_ITEM('overriding color',(#191935),#143776, + #190494); +#191935 = PRESENTATION_STYLE_ASSIGNMENT((#191936)); +#191936 = SURFACE_STYLE_USAGE(.BOTH.,#191937); +#191937 = SURFACE_SIDE_STYLE('',(#191938)); +#191938 = SURFACE_STYLE_FILL_AREA(#191939); +#191939 = FILL_AREA_STYLE('',(#191940)); +#191940 = FILL_AREA_STYLE_COLOUR('',#190526); +#191941 = OVER_RIDING_STYLED_ITEM('overriding color',(#191942),#143793, + #190494); +#191942 = PRESENTATION_STYLE_ASSIGNMENT((#191943)); +#191943 = SURFACE_STYLE_USAGE(.BOTH.,#191944); +#191944 = SURFACE_SIDE_STYLE('',(#191945)); +#191945 = SURFACE_STYLE_FILL_AREA(#191946); +#191946 = FILL_AREA_STYLE('',(#191947)); +#191947 = FILL_AREA_STYLE_COLOUR('',#190526); +#191948 = OVER_RIDING_STYLED_ITEM('overriding color',(#191949),#143810, + #190494); +#191949 = PRESENTATION_STYLE_ASSIGNMENT((#191950)); +#191950 = SURFACE_STYLE_USAGE(.BOTH.,#191951); +#191951 = SURFACE_SIDE_STYLE('',(#191952)); +#191952 = SURFACE_STYLE_FILL_AREA(#191953); +#191953 = FILL_AREA_STYLE('',(#191954)); +#191954 = FILL_AREA_STYLE_COLOUR('',#190526); +#191955 = OVER_RIDING_STYLED_ITEM('overriding color',(#191956),#143827, + #190494); +#191956 = PRESENTATION_STYLE_ASSIGNMENT((#191957)); +#191957 = SURFACE_STYLE_USAGE(.BOTH.,#191958); +#191958 = SURFACE_SIDE_STYLE('',(#191959)); +#191959 = SURFACE_STYLE_FILL_AREA(#191960); +#191960 = FILL_AREA_STYLE('',(#191961)); +#191961 = FILL_AREA_STYLE_COLOUR('',#190526); +#191962 = OVER_RIDING_STYLED_ITEM('overriding color',(#191963),#143844, + #190494); +#191963 = PRESENTATION_STYLE_ASSIGNMENT((#191964)); +#191964 = SURFACE_STYLE_USAGE(.BOTH.,#191965); +#191965 = SURFACE_SIDE_STYLE('',(#191966)); +#191966 = SURFACE_STYLE_FILL_AREA(#191967); +#191967 = FILL_AREA_STYLE('',(#191968)); +#191968 = FILL_AREA_STYLE_COLOUR('',#190526); +#191969 = OVER_RIDING_STYLED_ITEM('overriding color',(#191970),#143861, + #190494); +#191970 = PRESENTATION_STYLE_ASSIGNMENT((#191971)); +#191971 = SURFACE_STYLE_USAGE(.BOTH.,#191972); +#191972 = SURFACE_SIDE_STYLE('',(#191973)); +#191973 = SURFACE_STYLE_FILL_AREA(#191974); +#191974 = FILL_AREA_STYLE('',(#191975)); +#191975 = FILL_AREA_STYLE_COLOUR('',#190526); +#191976 = OVER_RIDING_STYLED_ITEM('overriding color',(#191977),#143878, + #190494); +#191977 = PRESENTATION_STYLE_ASSIGNMENT((#191978)); +#191978 = SURFACE_STYLE_USAGE(.BOTH.,#191979); +#191979 = SURFACE_SIDE_STYLE('',(#191980)); +#191980 = SURFACE_STYLE_FILL_AREA(#191981); +#191981 = FILL_AREA_STYLE('',(#191982)); +#191982 = FILL_AREA_STYLE_COLOUR('',#190526); +#191983 = OVER_RIDING_STYLED_ITEM('overriding color',(#191984),#143895, + #190494); +#191984 = PRESENTATION_STYLE_ASSIGNMENT((#191985)); +#191985 = SURFACE_STYLE_USAGE(.BOTH.,#191986); +#191986 = SURFACE_SIDE_STYLE('',(#191987)); +#191987 = SURFACE_STYLE_FILL_AREA(#191988); +#191988 = FILL_AREA_STYLE('',(#191989)); +#191989 = FILL_AREA_STYLE_COLOUR('',#190526); +#191990 = OVER_RIDING_STYLED_ITEM('overriding color',(#191991),#143934, + #190494); +#191991 = PRESENTATION_STYLE_ASSIGNMENT((#191992)); +#191992 = SURFACE_STYLE_USAGE(.BOTH.,#191993); +#191993 = SURFACE_SIDE_STYLE('',(#191994)); +#191994 = SURFACE_STYLE_FILL_AREA(#191995); +#191995 = FILL_AREA_STYLE('',(#191996)); +#191996 = FILL_AREA_STYLE_COLOUR('',#190526); +#191997 = OVER_RIDING_STYLED_ITEM('overriding color',(#191998),#143973, + #190494); +#191998 = PRESENTATION_STYLE_ASSIGNMENT((#191999)); +#191999 = SURFACE_STYLE_USAGE(.BOTH.,#192000); +#192000 = SURFACE_SIDE_STYLE('',(#192001)); +#192001 = SURFACE_STYLE_FILL_AREA(#192002); +#192002 = FILL_AREA_STYLE('',(#192003)); +#192003 = FILL_AREA_STYLE_COLOUR('',#190526); +#192004 = OVER_RIDING_STYLED_ITEM('overriding color',(#192005),#144012, + #190494); +#192005 = PRESENTATION_STYLE_ASSIGNMENT((#192006)); +#192006 = SURFACE_STYLE_USAGE(.BOTH.,#192007); +#192007 = SURFACE_SIDE_STYLE('',(#192008)); +#192008 = SURFACE_STYLE_FILL_AREA(#192009); +#192009 = FILL_AREA_STYLE('',(#192010)); +#192010 = FILL_AREA_STYLE_COLOUR('',#190526); +#192011 = OVER_RIDING_STYLED_ITEM('overriding color',(#192012),#144051, + #190494); +#192012 = PRESENTATION_STYLE_ASSIGNMENT((#192013)); +#192013 = SURFACE_STYLE_USAGE(.BOTH.,#192014); +#192014 = SURFACE_SIDE_STYLE('',(#192015)); +#192015 = SURFACE_STYLE_FILL_AREA(#192016); +#192016 = FILL_AREA_STYLE('',(#192017)); +#192017 = FILL_AREA_STYLE_COLOUR('',#190526); +#192018 = OVER_RIDING_STYLED_ITEM('overriding color',(#192019),#144075, + #190494); +#192019 = PRESENTATION_STYLE_ASSIGNMENT((#192020)); +#192020 = SURFACE_STYLE_USAGE(.BOTH.,#192021); +#192021 = SURFACE_SIDE_STYLE('',(#192022)); +#192022 = SURFACE_STYLE_FILL_AREA(#192023); +#192023 = FILL_AREA_STYLE('',(#192024)); +#192024 = FILL_AREA_STYLE_COLOUR('',#190526); +#192025 = OVER_RIDING_STYLED_ITEM('overriding color',(#192026),#144099, + #190494); +#192026 = PRESENTATION_STYLE_ASSIGNMENT((#192027)); +#192027 = SURFACE_STYLE_USAGE(.BOTH.,#192028); +#192028 = SURFACE_SIDE_STYLE('',(#192029)); +#192029 = SURFACE_STYLE_FILL_AREA(#192030); +#192030 = FILL_AREA_STYLE('',(#192031)); +#192031 = FILL_AREA_STYLE_COLOUR('',#190526); +#192032 = OVER_RIDING_STYLED_ITEM('overriding color',(#192033),#144116, + #190494); +#192033 = PRESENTATION_STYLE_ASSIGNMENT((#192034)); +#192034 = SURFACE_STYLE_USAGE(.BOTH.,#192035); +#192035 = SURFACE_SIDE_STYLE('',(#192036)); +#192036 = SURFACE_STYLE_FILL_AREA(#192037); +#192037 = FILL_AREA_STYLE('',(#192038)); +#192038 = FILL_AREA_STYLE_COLOUR('',#190526); +#192039 = OVER_RIDING_STYLED_ITEM('overriding color',(#192040),#144140, + #190494); +#192040 = PRESENTATION_STYLE_ASSIGNMENT((#192041)); +#192041 = SURFACE_STYLE_USAGE(.BOTH.,#192042); +#192042 = SURFACE_SIDE_STYLE('',(#192043)); +#192043 = SURFACE_STYLE_FILL_AREA(#192044); +#192044 = FILL_AREA_STYLE('',(#192045)); +#192045 = FILL_AREA_STYLE_COLOUR('',#190526); +#192046 = OVER_RIDING_STYLED_ITEM('overriding color',(#192047),#144164, + #190494); +#192047 = PRESENTATION_STYLE_ASSIGNMENT((#192048)); +#192048 = SURFACE_STYLE_USAGE(.BOTH.,#192049); +#192049 = SURFACE_SIDE_STYLE('',(#192050)); +#192050 = SURFACE_STYLE_FILL_AREA(#192051); +#192051 = FILL_AREA_STYLE('',(#192052)); +#192052 = FILL_AREA_STYLE_COLOUR('',#190526); +#192053 = OVER_RIDING_STYLED_ITEM('overriding color',(#192054),#144181, + #190494); +#192054 = PRESENTATION_STYLE_ASSIGNMENT((#192055)); +#192055 = SURFACE_STYLE_USAGE(.BOTH.,#192056); +#192056 = SURFACE_SIDE_STYLE('',(#192057)); +#192057 = SURFACE_STYLE_FILL_AREA(#192058); +#192058 = FILL_AREA_STYLE('',(#192059)); +#192059 = FILL_AREA_STYLE_COLOUR('',#190526); +#192060 = OVER_RIDING_STYLED_ITEM('overriding color',(#192061),#144205, + #190494); +#192061 = PRESENTATION_STYLE_ASSIGNMENT((#192062)); +#192062 = SURFACE_STYLE_USAGE(.BOTH.,#192063); +#192063 = SURFACE_SIDE_STYLE('',(#192064)); +#192064 = SURFACE_STYLE_FILL_AREA(#192065); +#192065 = FILL_AREA_STYLE('',(#192066)); +#192066 = FILL_AREA_STYLE_COLOUR('',#190526); +#192067 = OVER_RIDING_STYLED_ITEM('overriding color',(#192068),#144229, + #190494); +#192068 = PRESENTATION_STYLE_ASSIGNMENT((#192069)); +#192069 = SURFACE_STYLE_USAGE(.BOTH.,#192070); +#192070 = SURFACE_SIDE_STYLE('',(#192071)); +#192071 = SURFACE_STYLE_FILL_AREA(#192072); +#192072 = FILL_AREA_STYLE('',(#192073)); +#192073 = FILL_AREA_STYLE_COLOUR('',#190526); +#192074 = OVER_RIDING_STYLED_ITEM('overriding color',(#192075),#144246, + #190494); +#192075 = PRESENTATION_STYLE_ASSIGNMENT((#192076)); +#192076 = SURFACE_STYLE_USAGE(.BOTH.,#192077); +#192077 = SURFACE_SIDE_STYLE('',(#192078)); +#192078 = SURFACE_STYLE_FILL_AREA(#192079); +#192079 = FILL_AREA_STYLE('',(#192080)); +#192080 = FILL_AREA_STYLE_COLOUR('',#190526); +#192081 = OVER_RIDING_STYLED_ITEM('overriding color',(#192082),#144270, + #190494); +#192082 = PRESENTATION_STYLE_ASSIGNMENT((#192083)); +#192083 = SURFACE_STYLE_USAGE(.BOTH.,#192084); +#192084 = SURFACE_SIDE_STYLE('',(#192085)); +#192085 = SURFACE_STYLE_FILL_AREA(#192086); +#192086 = FILL_AREA_STYLE('',(#192087)); +#192087 = FILL_AREA_STYLE_COLOUR('',#190526); +#192088 = OVER_RIDING_STYLED_ITEM('overriding color',(#192089),#144294, + #190494); +#192089 = PRESENTATION_STYLE_ASSIGNMENT((#192090)); +#192090 = SURFACE_STYLE_USAGE(.BOTH.,#192091); +#192091 = SURFACE_SIDE_STYLE('',(#192092)); +#192092 = SURFACE_STYLE_FILL_AREA(#192093); +#192093 = FILL_AREA_STYLE('',(#192094)); +#192094 = FILL_AREA_STYLE_COLOUR('',#190526); +#192095 = OVER_RIDING_STYLED_ITEM('overriding color',(#192096),#144311, + #190494); +#192096 = PRESENTATION_STYLE_ASSIGNMENT((#192097)); +#192097 = SURFACE_STYLE_USAGE(.BOTH.,#192098); +#192098 = SURFACE_SIDE_STYLE('',(#192099)); +#192099 = SURFACE_STYLE_FILL_AREA(#192100); +#192100 = FILL_AREA_STYLE('',(#192101)); +#192101 = FILL_AREA_STYLE_COLOUR('',#190526); +#192102 = OVER_RIDING_STYLED_ITEM('overriding color',(#192103),#144331, + #190494); +#192103 = PRESENTATION_STYLE_ASSIGNMENT((#192104)); +#192104 = SURFACE_STYLE_USAGE(.BOTH.,#192105); +#192105 = SURFACE_SIDE_STYLE('',(#192106)); +#192106 = SURFACE_STYLE_FILL_AREA(#192107); +#192107 = FILL_AREA_STYLE('',(#192108)); +#192108 = FILL_AREA_STYLE_COLOUR('',#190526); +#192109 = OVER_RIDING_STYLED_ITEM('overriding color',(#192110),#144351, + #190494); +#192110 = PRESENTATION_STYLE_ASSIGNMENT((#192111)); +#192111 = SURFACE_STYLE_USAGE(.BOTH.,#192112); +#192112 = SURFACE_SIDE_STYLE('',(#192113)); +#192113 = SURFACE_STYLE_FILL_AREA(#192114); +#192114 = FILL_AREA_STYLE('',(#192115)); +#192115 = FILL_AREA_STYLE_COLOUR('',#190526); +#192116 = OVER_RIDING_STYLED_ITEM('overriding color',(#192117),#144371, + #190494); +#192117 = PRESENTATION_STYLE_ASSIGNMENT((#192118)); +#192118 = SURFACE_STYLE_USAGE(.BOTH.,#192119); +#192119 = SURFACE_SIDE_STYLE('',(#192120)); +#192120 = SURFACE_STYLE_FILL_AREA(#192121); +#192121 = FILL_AREA_STYLE('',(#192122)); +#192122 = FILL_AREA_STYLE_COLOUR('',#190526); +#192123 = MECHANICAL_DESIGN_GEOMETRIC_PRESENTATION_REPRESENTATION('',( + #192124,#192131,#192138,#192145,#192152,#192159,#192166,#192173, + #192180,#192187,#192194,#192201,#192208,#192215,#192222,#192229, + #192236,#192243,#192250,#192257,#192264,#192271,#192278,#192285, + #192292,#192299),#2658); +#192124 = STYLED_ITEM('color',(#192125),#1870); +#192125 = PRESENTATION_STYLE_ASSIGNMENT((#192126)); +#192126 = SURFACE_STYLE_USAGE(.BOTH.,#192127); +#192127 = SURFACE_SIDE_STYLE('',(#192128)); +#192128 = SURFACE_STYLE_FILL_AREA(#192129); +#192129 = FILL_AREA_STYLE('',(#192130)); +#192130 = FILL_AREA_STYLE_COLOUR('',#181013); +#192131 = STYLED_ITEM('color',(#192132),#1910); +#192132 = PRESENTATION_STYLE_ASSIGNMENT((#192133)); +#192133 = SURFACE_STYLE_USAGE(.BOTH.,#192134); +#192134 = SURFACE_SIDE_STYLE('',(#192135)); +#192135 = SURFACE_STYLE_FILL_AREA(#192136); +#192136 = FILL_AREA_STYLE('',(#192137)); +#192137 = FILL_AREA_STYLE_COLOUR('',#181013); +#192138 = STYLED_ITEM('color',(#192139),#1993); +#192139 = PRESENTATION_STYLE_ASSIGNMENT((#192140)); +#192140 = SURFACE_STYLE_USAGE(.BOTH.,#192141); +#192141 = SURFACE_SIDE_STYLE('',(#192142)); +#192142 = SURFACE_STYLE_FILL_AREA(#192143); +#192143 = FILL_AREA_STYLE('',(#192144)); +#192144 = FILL_AREA_STYLE_COLOUR('',#181013); +#192145 = STYLED_ITEM('color',(#192146),#2018); +#192146 = PRESENTATION_STYLE_ASSIGNMENT((#192147)); +#192147 = SURFACE_STYLE_USAGE(.BOTH.,#192148); +#192148 = SURFACE_SIDE_STYLE('',(#192149)); +#192149 = SURFACE_STYLE_FILL_AREA(#192150); +#192150 = FILL_AREA_STYLE('',(#192151)); +#192151 = FILL_AREA_STYLE_COLOUR('',#181013); +#192152 = STYLED_ITEM('color',(#192153),#2043); +#192153 = PRESENTATION_STYLE_ASSIGNMENT((#192154)); +#192154 = SURFACE_STYLE_USAGE(.BOTH.,#192155); +#192155 = SURFACE_SIDE_STYLE('',(#192156)); +#192156 = SURFACE_STYLE_FILL_AREA(#192157); +#192157 = FILL_AREA_STYLE('',(#192158)); +#192158 = FILL_AREA_STYLE_COLOUR('',#181013); +#192159 = STYLED_ITEM('color',(#192160),#2110); +#192160 = PRESENTATION_STYLE_ASSIGNMENT((#192161)); +#192161 = SURFACE_STYLE_USAGE(.BOTH.,#192162); +#192162 = SURFACE_SIDE_STYLE('',(#192163)); +#192163 = SURFACE_STYLE_FILL_AREA(#192164); +#192164 = FILL_AREA_STYLE('',(#192165)); +#192165 = FILL_AREA_STYLE_COLOUR('',#181013); +#192166 = STYLED_ITEM('color',(#192167),#2127); +#192167 = PRESENTATION_STYLE_ASSIGNMENT((#192168)); +#192168 = SURFACE_STYLE_USAGE(.BOTH.,#192169); +#192169 = SURFACE_SIDE_STYLE('',(#192170)); +#192170 = SURFACE_STYLE_FILL_AREA(#192171); +#192171 = FILL_AREA_STYLE('',(#192172)); +#192172 = FILL_AREA_STYLE_COLOUR('',#181013); +#192173 = STYLED_ITEM('color',(#192174),#2144); +#192174 = PRESENTATION_STYLE_ASSIGNMENT((#192175)); +#192175 = SURFACE_STYLE_USAGE(.BOTH.,#192176); +#192176 = SURFACE_SIDE_STYLE('',(#192177)); +#192177 = SURFACE_STYLE_FILL_AREA(#192178); +#192178 = FILL_AREA_STYLE('',(#192179)); +#192179 = FILL_AREA_STYLE_COLOUR('',#181063); +#192180 = STYLED_ITEM('color',(#192181),#2193); +#192181 = PRESENTATION_STYLE_ASSIGNMENT((#192182)); +#192182 = SURFACE_STYLE_USAGE(.BOTH.,#192183); +#192183 = SURFACE_SIDE_STYLE('',(#192184)); +#192184 = SURFACE_STYLE_FILL_AREA(#192185); +#192185 = FILL_AREA_STYLE('',(#192186)); +#192186 = FILL_AREA_STYLE_COLOUR('',#181013); +#192187 = STYLED_ITEM('color',(#192188),#2210); +#192188 = PRESENTATION_STYLE_ASSIGNMENT((#192189)); +#192189 = SURFACE_STYLE_USAGE(.BOTH.,#192190); +#192190 = SURFACE_SIDE_STYLE('',(#192191)); +#192191 = SURFACE_STYLE_FILL_AREA(#192192); +#192192 = FILL_AREA_STYLE('',(#192193)); +#192193 = FILL_AREA_STYLE_COLOUR('',#181013); +#192194 = STYLED_ITEM('color',(#192195),#2227); +#192195 = PRESENTATION_STYLE_ASSIGNMENT((#192196)); +#192196 = SURFACE_STYLE_USAGE(.BOTH.,#192197); +#192197 = SURFACE_SIDE_STYLE('',(#192198)); +#192198 = SURFACE_STYLE_FILL_AREA(#192199); +#192199 = FILL_AREA_STYLE('',(#192200)); +#192200 = FILL_AREA_STYLE_COLOUR('',#181063); +#192201 = STYLED_ITEM('color',(#192202),#2276); +#192202 = PRESENTATION_STYLE_ASSIGNMENT((#192203)); +#192203 = SURFACE_STYLE_USAGE(.BOTH.,#192204); +#192204 = SURFACE_SIDE_STYLE('',(#192205)); +#192205 = SURFACE_STYLE_FILL_AREA(#192206); +#192206 = FILL_AREA_STYLE('',(#192207)); +#192207 = FILL_AREA_STYLE_COLOUR('',#181063); +#192208 = STYLED_ITEM('color',(#192209),#2293); +#192209 = PRESENTATION_STYLE_ASSIGNMENT((#192210)); +#192210 = SURFACE_STYLE_USAGE(.BOTH.,#192211); +#192211 = SURFACE_SIDE_STYLE('',(#192212)); +#192212 = SURFACE_STYLE_FILL_AREA(#192213); +#192213 = FILL_AREA_STYLE('',(#192214)); +#192214 = FILL_AREA_STYLE_COLOUR('',#181013); +#192215 = STYLED_ITEM('color',(#192216),#2362); +#192216 = PRESENTATION_STYLE_ASSIGNMENT((#192217)); +#192217 = SURFACE_STYLE_USAGE(.BOTH.,#192218); +#192218 = SURFACE_SIDE_STYLE('',(#192219)); +#192219 = SURFACE_STYLE_FILL_AREA(#192220); +#192220 = 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SURFACE_STYLE_USAGE(.BOTH.,#193767); +#193767 = SURFACE_SIDE_STYLE('',(#193768)); +#193768 = SURFACE_STYLE_FILL_AREA(#193769); +#193769 = FILL_AREA_STYLE('',(#193770)); +#193770 = FILL_AREA_STYLE_COLOUR('',#193721); +#193771 = STYLED_ITEM('color',(#193772),#147108); +#193772 = PRESENTATION_STYLE_ASSIGNMENT((#193773)); +#193773 = SURFACE_STYLE_USAGE(.BOTH.,#193774); +#193774 = SURFACE_SIDE_STYLE('',(#193775)); +#193775 = SURFACE_STYLE_FILL_AREA(#193776); +#193776 = FILL_AREA_STYLE('',(#193777)); +#193777 = FILL_AREA_STYLE_COLOUR('',#193721); +#193778 = STYLED_ITEM('color',(#193779),#147141); +#193779 = PRESENTATION_STYLE_ASSIGNMENT((#193780)); +#193780 = SURFACE_STYLE_USAGE(.BOTH.,#193781); +#193781 = SURFACE_SIDE_STYLE('',(#193782)); +#193782 = SURFACE_STYLE_FILL_AREA(#193783); +#193783 = FILL_AREA_STYLE('',(#193784)); +#193784 = FILL_AREA_STYLE_COLOUR('',#193721); +#193785 = STYLED_ITEM('color',(#193786),#147177); +#193786 = PRESENTATION_STYLE_ASSIGNMENT((#193787)); +#193787 = SURFACE_STYLE_USAGE(.BOTH.,#193788); +#193788 = SURFACE_SIDE_STYLE('',(#193789)); +#193789 = SURFACE_STYLE_FILL_AREA(#193790); +#193790 = FILL_AREA_STYLE('',(#193791)); +#193791 = FILL_AREA_STYLE_COLOUR('',#193721); +#193792 = STYLED_ITEM('color',(#193793),#147213); #193793 = PRESENTATION_STYLE_ASSIGNMENT((#193794)); #193794 = SURFACE_STYLE_USAGE(.BOTH.,#193795); #193795 = SURFACE_SIDE_STYLE('',(#193796)); #193796 = SURFACE_STYLE_FILL_AREA(#193797); #193797 = FILL_AREA_STYLE('',(#193798)); -#193798 = FILL_AREA_STYLE_COLOUR('',#193791); -#193799 = STYLED_ITEM('color',(#193800),#6098); +#193798 = FILL_AREA_STYLE_COLOUR('',#193721); +#193799 = STYLED_ITEM('color',(#193800),#147235); #193800 = PRESENTATION_STYLE_ASSIGNMENT((#193801)); #193801 = SURFACE_STYLE_USAGE(.BOTH.,#193802); #193802 = SURFACE_SIDE_STYLE('',(#193803)); #193803 = SURFACE_STYLE_FILL_AREA(#193804); #193804 = FILL_AREA_STYLE('',(#193805)); -#193805 = FILL_AREA_STYLE_COLOUR('',#193791); -#193806 = STYLED_ITEM('color',(#193807),#6115); +#193805 = FILL_AREA_STYLE_COLOUR('',#193721); +#193806 = STYLED_ITEM('color',(#193807),#147247); #193807 = PRESENTATION_STYLE_ASSIGNMENT((#193808)); #193808 = SURFACE_STYLE_USAGE(.BOTH.,#193809); #193809 = SURFACE_SIDE_STYLE('',(#193810)); #193810 = SURFACE_STYLE_FILL_AREA(#193811); #193811 = FILL_AREA_STYLE('',(#193812)); -#193812 = FILL_AREA_STYLE_COLOUR('',#193594); -#193813 = STYLED_ITEM('color',(#193814),#6143); +#193812 = FILL_AREA_STYLE_COLOUR('',#193721); +#193813 = STYLED_ITEM('color',(#193814),#147259); #193814 = PRESENTATION_STYLE_ASSIGNMENT((#193815)); #193815 = SURFACE_STYLE_USAGE(.BOTH.,#193816); #193816 = SURFACE_SIDE_STYLE('',(#193817)); #193817 = SURFACE_STYLE_FILL_AREA(#193818); #193818 = FILL_AREA_STYLE('',(#193819)); -#193819 = FILL_AREA_STYLE_COLOUR('',#193594); -#193820 = STYLED_ITEM('color',(#193821),#6168); +#193819 = FILL_AREA_STYLE_COLOUR('',#193721); +#193820 = STYLED_ITEM('color',(#193821),#147271); #193821 = PRESENTATION_STYLE_ASSIGNMENT((#193822)); #193822 = SURFACE_STYLE_USAGE(.BOTH.,#193823); #193823 = SURFACE_SIDE_STYLE('',(#193824)); #193824 = SURFACE_STYLE_FILL_AREA(#193825); #193825 = FILL_AREA_STYLE('',(#193826)); -#193826 = FILL_AREA_STYLE_COLOUR('',#193594); -#193827 = STYLED_ITEM('color',(#193828),#6192); +#193826 = FILL_AREA_STYLE_COLOUR('',#193721); +#193827 = STYLED_ITEM('color',(#193828),#147285); #193828 = PRESENTATION_STYLE_ASSIGNMENT((#193829)); #193829 = SURFACE_STYLE_USAGE(.BOTH.,#193830); #193830 = SURFACE_SIDE_STYLE('',(#193831)); #193831 = SURFACE_STYLE_FILL_AREA(#193832); #193832 = FILL_AREA_STYLE('',(#193833)); -#193833 = FILL_AREA_STYLE_COLOUR('',#193594); -#193834 = STYLED_ITEM('color',(#193835),#6217); -#193835 = PRESENTATION_STYLE_ASSIGNMENT((#193836)); -#193836 = SURFACE_STYLE_USAGE(.BOTH.,#193837); -#193837 = SURFACE_SIDE_STYLE('',(#193838)); -#193838 = SURFACE_STYLE_FILL_AREA(#193839); -#193839 = FILL_AREA_STYLE('',(#193840)); -#193840 = FILL_AREA_STYLE_COLOUR('',#193594); -#193841 = STYLED_ITEM('color',(#193842),#6264); -#193842 = PRESENTATION_STYLE_ASSIGNMENT((#193843)); -#193843 = SURFACE_STYLE_USAGE(.BOTH.,#193844); -#193844 = SURFACE_SIDE_STYLE('',(#193845)); -#193845 = SURFACE_STYLE_FILL_AREA(#193846); -#193846 = FILL_AREA_STYLE('',(#193847)); -#193847 = FILL_AREA_STYLE_COLOUR('',#193594); -#193848 = STYLED_ITEM('color',(#193849),#6281); -#193849 = PRESENTATION_STYLE_ASSIGNMENT((#193850)); -#193850 = SURFACE_STYLE_USAGE(.BOTH.,#193851); -#193851 = SURFACE_SIDE_STYLE('',(#193852)); -#193852 = SURFACE_STYLE_FILL_AREA(#193853); -#193853 = FILL_AREA_STYLE('',(#193854)); -#193854 = FILL_AREA_STYLE_COLOUR('',#193594); -#193855 = STYLED_ITEM('color',(#193856),#6293); -#193856 = PRESENTATION_STYLE_ASSIGNMENT((#193857)); -#193857 = SURFACE_STYLE_USAGE(.BOTH.,#193858); -#193858 = SURFACE_SIDE_STYLE('',(#193859)); -#193859 = SURFACE_STYLE_FILL_AREA(#193860); -#193860 = FILL_AREA_STYLE('',(#193861)); -#193861 = FILL_AREA_STYLE_COLOUR('',#193594); -#193862 = STYLED_ITEM('color',(#193863),#6315); -#193863 = PRESENTATION_STYLE_ASSIGNMENT((#193864)); -#193864 = SURFACE_STYLE_USAGE(.BOTH.,#193865); -#193865 = SURFACE_SIDE_STYLE('',(#193866)); -#193866 = SURFACE_STYLE_FILL_AREA(#193867); -#193867 = FILL_AREA_STYLE('',(#193868)); -#193868 = FILL_AREA_STYLE_COLOUR('',#193594); -#193869 = STYLED_ITEM('color',(#193870),#6327); -#193870 = PRESENTATION_STYLE_ASSIGNMENT((#193871)); -#193871 = SURFACE_STYLE_USAGE(.BOTH.,#193872); -#193872 = SURFACE_SIDE_STYLE('',(#193873)); -#193873 = SURFACE_STYLE_FILL_AREA(#193874); -#193874 = FILL_AREA_STYLE('',(#193875)); -#193875 = FILL_AREA_STYLE_COLOUR('',#193594); -#193876 = STYLED_ITEM('color',(#193877),#6345); -#193877 = PRESENTATION_STYLE_ASSIGNMENT((#193878)); -#193878 = SURFACE_STYLE_USAGE(.BOTH.,#193879); -#193879 = SURFACE_SIDE_STYLE('',(#193880)); -#193880 = SURFACE_STYLE_FILL_AREA(#193881); -#193881 = FILL_AREA_STYLE('',(#193882)); -#193882 = FILL_AREA_STYLE_COLOUR('',#193594); -#193883 = STYLED_ITEM('color',(#193884),#6363); -#193884 = PRESENTATION_STYLE_ASSIGNMENT((#193885)); -#193885 = SURFACE_STYLE_USAGE(.BOTH.,#193886); -#193886 = SURFACE_SIDE_STYLE('',(#193887)); -#193887 = SURFACE_STYLE_FILL_AREA(#193888); -#193888 = FILL_AREA_STYLE('',(#193889)); -#193889 = FILL_AREA_STYLE_COLOUR('',#193791); -#193890 = MECHANICAL_DESIGN_GEOMETRIC_PRESENTATION_REPRESENTATION('',( - #193891,#193898,#193905,#193912,#193919,#193926,#193933,#193940, - #193947,#193954,#193961,#193968,#193975,#193982,#193989,#193996, - #194003,#194010,#194017,#194024,#194031,#194038,#194045,#194052, - #194059,#194066),#9717); -#193891 = STYLED_ITEM('color',(#193892),#8929); +#193833 = FILL_AREA_STYLE_COLOUR('',#193834); +#193834 = COLOUR_RGB('',0.72499999117,0.72499999117,0.72499999117); +#193835 = STYLED_ITEM('color',(#193836),#147325); +#193836 = PRESENTATION_STYLE_ASSIGNMENT((#193837)); +#193837 = SURFACE_STYLE_USAGE(.BOTH.,#193838); +#193838 = SURFACE_SIDE_STYLE('',(#193839)); +#193839 = SURFACE_STYLE_FILL_AREA(#193840); +#193840 = FILL_AREA_STYLE('',(#193841)); +#193841 = FILL_AREA_STYLE_COLOUR('',#193834); +#193842 = STYLED_ITEM('color',(#193843),#147365); +#193843 = PRESENTATION_STYLE_ASSIGNMENT((#193844)); +#193844 = SURFACE_STYLE_USAGE(.BOTH.,#193845); +#193845 = SURFACE_SIDE_STYLE('',(#193846)); +#193846 = SURFACE_STYLE_FILL_AREA(#193847); +#193847 = FILL_AREA_STYLE('',(#193848)); +#193848 = FILL_AREA_STYLE_COLOUR('',#193834); +#193849 = STYLED_ITEM('color',(#193850),#147396); +#193850 = PRESENTATION_STYLE_ASSIGNMENT((#193851)); +#193851 = SURFACE_STYLE_USAGE(.BOTH.,#193852); +#193852 = SURFACE_SIDE_STYLE('',(#193853)); +#193853 = SURFACE_STYLE_FILL_AREA(#193854); +#193854 = FILL_AREA_STYLE('',(#193855)); +#193855 = FILL_AREA_STYLE_COLOUR('',#193834); +#193856 = STYLED_ITEM('color',(#193857),#147427); +#193857 = PRESENTATION_STYLE_ASSIGNMENT((#193858)); +#193858 = SURFACE_STYLE_USAGE(.BOTH.,#193859); +#193859 = SURFACE_SIDE_STYLE('',(#193860)); +#193860 = SURFACE_STYLE_FILL_AREA(#193861); +#193861 = FILL_AREA_STYLE('',(#193862)); +#193862 = FILL_AREA_STYLE_COLOUR('',#193834); +#193863 = STYLED_ITEM('color',(#193864),#147458); +#193864 = PRESENTATION_STYLE_ASSIGNMENT((#193865)); +#193865 = SURFACE_STYLE_USAGE(.BOTH.,#193866); +#193866 = SURFACE_SIDE_STYLE('',(#193867)); +#193867 = SURFACE_STYLE_FILL_AREA(#193868); +#193868 = FILL_AREA_STYLE('',(#193869)); +#193869 = FILL_AREA_STYLE_COLOUR('',#193834); +#193870 = STYLED_ITEM('color',(#193871),#147489); +#193871 = PRESENTATION_STYLE_ASSIGNMENT((#193872)); +#193872 = SURFACE_STYLE_USAGE(.BOTH.,#193873); +#193873 = SURFACE_SIDE_STYLE('',(#193874)); +#193874 = SURFACE_STYLE_FILL_AREA(#193875); +#193875 = FILL_AREA_STYLE('',(#193876)); +#193876 = FILL_AREA_STYLE_COLOUR('',#193834); +#193877 = STYLED_ITEM('color',(#193878),#147511); +#193878 = PRESENTATION_STYLE_ASSIGNMENT((#193879)); +#193879 = SURFACE_STYLE_USAGE(.BOTH.,#193880); +#193880 = SURFACE_SIDE_STYLE('',(#193881)); +#193881 = SURFACE_STYLE_FILL_AREA(#193882); +#193882 = FILL_AREA_STYLE('',(#193883)); +#193883 = FILL_AREA_STYLE_COLOUR('',#193834); +#193884 = STYLED_ITEM('color',(#193885),#147533); +#193885 = PRESENTATION_STYLE_ASSIGNMENT((#193886)); +#193886 = SURFACE_STYLE_USAGE(.BOTH.,#193887); +#193887 = SURFACE_SIDE_STYLE('',(#193888)); +#193888 = SURFACE_STYLE_FILL_AREA(#193889); +#193889 = FILL_AREA_STYLE('',(#193890)); +#193890 = FILL_AREA_STYLE_COLOUR('',#193834); +#193891 = STYLED_ITEM('color',(#193892),#147549); #193892 = PRESENTATION_STYLE_ASSIGNMENT((#193893)); #193893 = SURFACE_STYLE_USAGE(.BOTH.,#193894); #193894 = SURFACE_SIDE_STYLE('',(#193895)); #193895 = SURFACE_STYLE_FILL_AREA(#193896); #193896 = FILL_AREA_STYLE('',(#193897)); -#193897 = FILL_AREA_STYLE_COLOUR('',#181655); -#193898 = STYLED_ITEM('color',(#193899),#8969); +#193897 = FILL_AREA_STYLE_COLOUR('',#193834); +#193898 = STYLED_ITEM('color',(#193899),#147567); #193899 = PRESENTATION_STYLE_ASSIGNMENT((#193900)); #193900 = SURFACE_STYLE_USAGE(.BOTH.,#193901); #193901 = SURFACE_SIDE_STYLE('',(#193902)); #193902 = SURFACE_STYLE_FILL_AREA(#193903); #193903 = FILL_AREA_STYLE('',(#193904)); -#193904 = FILL_AREA_STYLE_COLOUR('',#181655); -#193905 = STYLED_ITEM('color',(#193906),#9052); +#193904 = FILL_AREA_STYLE_COLOUR('',#193834); +#193905 = STYLED_ITEM('color',(#193906),#147607); #193906 = PRESENTATION_STYLE_ASSIGNMENT((#193907)); #193907 = SURFACE_STYLE_USAGE(.BOTH.,#193908); #193908 = SURFACE_SIDE_STYLE('',(#193909)); #193909 = SURFACE_STYLE_FILL_AREA(#193910); #193910 = FILL_AREA_STYLE('',(#193911)); -#193911 = FILL_AREA_STYLE_COLOUR('',#181655); -#193912 = STYLED_ITEM('color',(#193913),#9077); +#193911 = FILL_AREA_STYLE_COLOUR('',#193834); +#193912 = STYLED_ITEM('color',(#193913),#147647); #193913 = PRESENTATION_STYLE_ASSIGNMENT((#193914)); #193914 = SURFACE_STYLE_USAGE(.BOTH.,#193915); #193915 = SURFACE_SIDE_STYLE('',(#193916)); #193916 = SURFACE_STYLE_FILL_AREA(#193917); #193917 = FILL_AREA_STYLE('',(#193918)); -#193918 = FILL_AREA_STYLE_COLOUR('',#181655); -#193919 = STYLED_ITEM('color',(#193920),#9102); +#193918 = FILL_AREA_STYLE_COLOUR('',#193834); +#193919 = STYLED_ITEM('color',(#193920),#147678); #193920 = PRESENTATION_STYLE_ASSIGNMENT((#193921)); #193921 = SURFACE_STYLE_USAGE(.BOTH.,#193922); #193922 = SURFACE_SIDE_STYLE('',(#193923)); #193923 = SURFACE_STYLE_FILL_AREA(#193924); #193924 = FILL_AREA_STYLE('',(#193925)); -#193925 = FILL_AREA_STYLE_COLOUR('',#181655); -#193926 = STYLED_ITEM('color',(#193927),#9169); +#193925 = FILL_AREA_STYLE_COLOUR('',#193834); +#193926 = STYLED_ITEM('color',(#193927),#147709); #193927 = PRESENTATION_STYLE_ASSIGNMENT((#193928)); #193928 = SURFACE_STYLE_USAGE(.BOTH.,#193929); #193929 = SURFACE_SIDE_STYLE('',(#193930)); #193930 = SURFACE_STYLE_FILL_AREA(#193931); #193931 = FILL_AREA_STYLE('',(#193932)); -#193932 = FILL_AREA_STYLE_COLOUR('',#181655); -#193933 = STYLED_ITEM('color',(#193934),#9186); +#193932 = FILL_AREA_STYLE_COLOUR('',#193834); +#193933 = STYLED_ITEM('color',(#193934),#147740); #193934 = PRESENTATION_STYLE_ASSIGNMENT((#193935)); #193935 = SURFACE_STYLE_USAGE(.BOTH.,#193936); #193936 = SURFACE_SIDE_STYLE('',(#193937)); #193937 = SURFACE_STYLE_FILL_AREA(#193938); #193938 = FILL_AREA_STYLE('',(#193939)); -#193939 = FILL_AREA_STYLE_COLOUR('',#181655); -#193940 = STYLED_ITEM('color',(#193941),#9203); +#193939 = FILL_AREA_STYLE_COLOUR('',#193834); +#193940 = STYLED_ITEM('color',(#193941),#147771); #193941 = PRESENTATION_STYLE_ASSIGNMENT((#193942)); #193942 = SURFACE_STYLE_USAGE(.BOTH.,#193943); #193943 = SURFACE_SIDE_STYLE('',(#193944)); #193944 = SURFACE_STYLE_FILL_AREA(#193945); #193945 = FILL_AREA_STYLE('',(#193946)); -#193946 = FILL_AREA_STYLE_COLOUR('',#193034); -#193947 = STYLED_ITEM('color',(#193948),#9252); +#193946 = FILL_AREA_STYLE_COLOUR('',#193834); +#193947 = STYLED_ITEM('color',(#193948),#147793); #193948 = PRESENTATION_STYLE_ASSIGNMENT((#193949)); #193949 = SURFACE_STYLE_USAGE(.BOTH.,#193950); #193950 = SURFACE_SIDE_STYLE('',(#193951)); #193951 = SURFACE_STYLE_FILL_AREA(#193952); #193952 = FILL_AREA_STYLE('',(#193953)); -#193953 = FILL_AREA_STYLE_COLOUR('',#181655); -#193954 = STYLED_ITEM('color',(#193955),#9269); +#193953 = FILL_AREA_STYLE_COLOUR('',#193834); +#193954 = STYLED_ITEM('color',(#193955),#147815); #193955 = PRESENTATION_STYLE_ASSIGNMENT((#193956)); #193956 = SURFACE_STYLE_USAGE(.BOTH.,#193957); #193957 = SURFACE_SIDE_STYLE('',(#193958)); #193958 = SURFACE_STYLE_FILL_AREA(#193959); #193959 = FILL_AREA_STYLE('',(#193960)); -#193960 = FILL_AREA_STYLE_COLOUR('',#181655); -#193961 = STYLED_ITEM('color',(#193962),#9286); +#193960 = FILL_AREA_STYLE_COLOUR('',#193834); +#193961 = STYLED_ITEM('color',(#193962),#147831); #193962 = PRESENTATION_STYLE_ASSIGNMENT((#193963)); #193963 = SURFACE_STYLE_USAGE(.BOTH.,#193964); #193964 = SURFACE_SIDE_STYLE('',(#193965)); #193965 = SURFACE_STYLE_FILL_AREA(#193966); #193966 = FILL_AREA_STYLE('',(#193967)); -#193967 = FILL_AREA_STYLE_COLOUR('',#193034); -#193968 = STYLED_ITEM('color',(#193969),#9335); -#193969 = PRESENTATION_STYLE_ASSIGNMENT((#193970)); -#193970 = SURFACE_STYLE_USAGE(.BOTH.,#193971); -#193971 = SURFACE_SIDE_STYLE('',(#193972)); -#193972 = SURFACE_STYLE_FILL_AREA(#193973); -#193973 = FILL_AREA_STYLE('',(#193974)); -#193974 = FILL_AREA_STYLE_COLOUR('',#193034); -#193975 = STYLED_ITEM('color',(#193976),#9352); -#193976 = PRESENTATION_STYLE_ASSIGNMENT((#193977)); -#193977 = SURFACE_STYLE_USAGE(.BOTH.,#193978); -#193978 = SURFACE_SIDE_STYLE('',(#193979)); -#193979 = SURFACE_STYLE_FILL_AREA(#193980); -#193980 = FILL_AREA_STYLE('',(#193981)); -#193981 = FILL_AREA_STYLE_COLOUR('',#181655); -#193982 = STYLED_ITEM('color',(#193983),#9421); -#193983 = PRESENTATION_STYLE_ASSIGNMENT((#193984)); -#193984 = SURFACE_STYLE_USAGE(.BOTH.,#193985); -#193985 = SURFACE_SIDE_STYLE('',(#193986)); -#193986 = 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(stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "e4166865-327c-4ad6-80f4-9d6c8cfaabcc") + ) + (fp_line + (start -1.48 0.73) + (end -1.48 -0.73) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "70d2c921-d6a9-4ebc-91cb-960aa98a8399") + ) + (fp_line + (start 1.48 -0.73) + (end 1.48 0.73) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "dabf89f6-2161-4c87-972d-c3f9585d64d5") + ) + (fp_line + (start 1.48 0.73) + (end -1.48 0.73) + (stroke + (width 0.05) + (type solid) + ) + (layer "F.CrtYd") + (uuid "c5f493dc-3401-420b-b83a-cae601762d42") + ) + (fp_line + (start -0.8 -0.4) + (end 0.8 -0.4) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.Fab") + (uuid "f72b5149-af04-4ed0-81dd-214d2f62704c") + ) + (fp_line + (start -0.8 0.4) + (end -0.8 -0.4) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.Fab") + (uuid "8a56ba71-a68c-4e60-9aac-5981a1fecfbe") + ) + (fp_line + (start 0.8 -0.4) + (end 0.8 0.4) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.Fab") + (uuid "7f4529cd-e2b7-4b0d-8bc7-ba7a1920a0b0") + ) + (fp_line + (start 0.8 0.4) + (end -0.8 0.4) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.Fab") + (uuid "da32d341-3b43-4438-863e-58ed20d0e0ac") + ) + (fp_text user "${REFERENCE}" + (at 0 0 0) + (layer "F.Fab") + (uuid "751916c2-154d-43f5-bec3-d81f571ea126") + (effects + (font + (size 0.4 0.4) + (thickness 0.06) + ) + ) + ) + (pad "1" smd roundrect + (at -0.7875 0) + (size 0.875 0.95) + (layers "F.Cu" "F.Paste" "F.Mask") + (roundrect_rratio 0.25) + (net 21 "Net-(F14-Pad1)") + (pintype "passive") + (uuid "610f0445-3029-4d66-b103-4ae8cead4e53") + ) + (pad "2" smd roundrect + (at 0.7875 0) + (size 0.875 0.95) + (layers "F.Cu" "F.Paste" "F.Mask") + (roundrect_rratio 0.25) + (net 14 "/V14") + (pintype "passive") + (uuid "9511286e-b6ae-4344-8879-062992732ac6") + ) + (model "${KICAD8_3DMODEL_DIR}/Fuse.3dshapes/Fuse_0603_1608Metric.wrl" + (offset + (xyz 0 0 0) + ) + (scale + (xyz 1 1 1) + ) + (rotate + (xyz 0 0 0) + ) + ) + ) + (footprint "Fuse:Fuse_0603_1608Metric" + (layer "F.Cu") + (uuid "861642a8-5d41-4e09-8c43-7a68f56723a1") + (at 198 138) (descr "Fuse SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: http://www.tortai-tech.com/upload/download/2011102023233369053.pdf), generated with kicad-footprint-generator") (tags "fuse") (property "Reference" "F12" @@ -4339,6 +3533,10 @@ ) ) ) + (property ki_fp_filters "*Fuse*") + (path "/77ae649e-6d12-4106-819d-907dc36af5f6") + (sheetname "Stammblatt") + (sheetfile "FT25_AMS_VSENS.kicad_sch") (attr smd) (fp_line (start -0.162779 -0.51) @@ -4483,87 +3681,8 @@ ) (footprint "VTSENS:Baby_ST_Bond_Pad" (layer "F.Cu") - (uuid "eb3e84d7-0b62-4267-b833-3c9fc609e0ac") - (at 199.960111 164.264657 90) - (property "Reference" "J7" - (at 0 -0.5 90) - (unlocked yes) - (layer "F.SilkS") - (hide yes) - (uuid "93c9926e-48ff-4a76-bda7-4e433092a236") - (effects - (font - (size 1 1) - (thickness 0.15) - ) - ) - ) - (property "Value" "Conn_01x01_Pin" - (at 0 1 90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "18b7e3cf-87f5-4790-8204-88c59b4032e3") - (effects - (font - (size 1 1) - (thickness 0.15) - ) - ) - ) - (property "Footprint" "VTSENS:Baby_ST_Bond_Pad" - (at 0 0 90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "16e52dea-0138-4e9e-812d-fd4babe742ae") - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Datasheet" "" - (at 0 0 90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "f413398c-f001-432c-8d7b-cc8c42bed8a2") - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (property "Description" "Generic connector, single row, 01x01, script generated" - (at 0 0 90) - (unlocked yes) - (layer "F.Fab") - (hide yes) - (uuid "5817b39d-3653-4279-b14c-196f7559c57f") - (effects - (font - (size 1.27 1.27) - ) - ) - ) - (attr smd) - (pad "1" smd roundrect - (at 0 0 90) - (size 2.286 1.524) - (layers "F.Cu" "F.Mask") - (roundrect_rratio 0.25) - (net 11 "/V11") - (pinfunction "Pin_1") - (pintype "passive") - (thermal_bridge_angle 45) - (uuid "deb6e501-1ca2-4a7a-aaa0-4f72423ca33a") - ) - ) - (footprint "VTSENS:Baby_ST_Bond_Pad" - (layer "F.Cu") - (uuid "ee64be63-a3df-4efa-9ebf-115495bae14f") - (at 199.933326 141.457356 90) + (uuid "9a1f667d-eece-4aa5-a935-b6f8659b7316") + (at 199.75 141.6 90) (property "Reference" "J6" (at 0 -0.5 90) (unlocked yes) @@ -4626,6 +3745,10 @@ ) ) ) + (property ki_fp_filters "Connector*:*_1x??_*") + (path "/6250052e-8d3b-464c-9629-bd6396c85a02") + (sheetname "Stammblatt") + (sheetfile "FT25_AMS_VSENS.kicad_sch") (attr smd) (pad "1" smd roundrect (at 0 0 90) @@ -4639,17 +3762,266 @@ (uuid "58e90865-74c8-486d-85c5-588966f73d3e") ) ) - (footprint "Fuse:Fuse_0603_1608Metric" + (footprint "VTSENS:Baby_ST_Bond_Pad" (layer "F.Cu") - (uuid "ff427f95-bc11-4ce3-bdf8-d502e8f98503") - (at 198.083326 103.157356 180) - (descr "Fuse SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size 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"F.Fab") + (hide yes) + (uuid "01e1f5c1-f322-4017-a99e-32b6a0b6ab84") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "Generic connector, single row, 01x01, script generated" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "29ce6c10-c797-43c2-9aa5-723b384bab7c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property ki_fp_filters "Connector*:*_1x??_*") + (path "/f31f0eaf-96e0-450c-9599-e4ad70e9766d") + (sheetname "Stammblatt") + (sheetfile "FT25_AMS_VSENS.kicad_sch") + (attr smd) + (pad "1" smd roundrect + (at 0 0 270) + (size 2.286 1.524) + (layers "F.Cu" "F.Mask") + (roundrect_rratio 0.25) + (net 4 "/V4") + (pinfunction "Pin_1") + (pintype "passive") + (thermal_bridge_angle 45) + (uuid "0ed3fcd2-05a7-45b2-ae88-dc1315eebc58") + ) + ) + (footprint "VTSENS:Baby_ST_Bond_Pad" + (layer "F.Cu") + (uuid "d214553a-e463-4a22-bcc7-cbca210ea18d") + (at 199.75 233.6 -90) + (property "Reference" "J10" + (at 0 -0.5 -90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "f4e738e6-5584-46a0-8396-ed8b3de0cd52") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property "Value" "Conn_01x01_Pin" + (at 0 1 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "daa949b6-18b8-4bdd-af13-9f3861a1a0ea") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property "Footprint" "VTSENS:Baby_ST_Bond_Pad" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "fffe0d95-106d-4753-9736-1683dfb6177c") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "95c3d0c1-ef89-40f4-80c3-c42e7c83207e") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "Generic connector, single row, 01x01, script generated" + (at 0 0 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "0e5e911d-2c4f-466c-95b1-57f050b2c70b") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property ki_fp_filters "Connector*:*_1x??_*") + (path "/e5956222-9224-43bb-9819-3b57c3bde55e") + (sheetname "Stammblatt") + (sheetfile "FT25_AMS_VSENS.kicad_sch") + (attr smd) + (pad "1" smd roundrect + (at 0 0 270) + (size 2.286 1.524) + (layers "F.Cu" "F.Mask") + (roundrect_rratio 0.25) + (net 8 "/V8") + (pinfunction "Pin_1") + (pintype "passive") + (thermal_bridge_angle 45) + (uuid "4052581b-22d4-4482-b409-fc44065bc6ff") + ) + ) + (footprint "VTSENS:Baby_ST_Bond_Pad" + (layer "F.Cu") + (uuid "d273937e-ab86-401f-b9c1-73008e450728") + (at 199.75 175.85 -90) + (property "Reference" "J13" + (at 0 -0.5 -90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "4084d7d8-a74a-4d42-a977-291be09213dd") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property "Value" "Conn_01x01_Pin" + (at 0 1 -90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "3ed7b535-c076-474d-8283-c4125747bfb0") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property 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(thermal_bridge_angle 45) + (uuid "5949cba4-680c-48e5-88af-506701d6967a") + ) + ) + (footprint "Fuse:Fuse_0603_1608Metric" + (layer "F.Cu") + (uuid "d37672f8-1a52-403a-9540-5a5429799a1f") + (at 198 126.7 180) + (descr "Fuse SMD 0603 (1608 Metric), square (rectangular) end terminal, IPC_7351 nominal, (Body size source: http://www.tortai-tech.com/upload/download/2011102023233369053.pdf), generated with kicad-footprint-generator") + (tags "fuse") + (property "Reference" "F3" + (at 0.0175 1.62 180) + (layer "F.SilkS") + (hide yes) + (uuid "5a50e951-4f1a-4307-b275-5f659cfc8b4a") (effects (font (size 1 1) @@ -4658,10 +4030,10 @@ ) ) (property "Value" "Fuse" - (at -1.62 3.72 180) + (at 0 1.43 180) (layer "F.Fab") (hide yes) - (uuid "b5852ec7-9451-4090-a2e8-2428a27478c4") + (uuid "0c6dfa7c-08cb-4902-a336-e1eaa8c103f5") (effects (font (size 1 1) @@ -4674,7 +4046,7 @@ (unlocked yes) (layer "F.Fab") (hide yes) - (uuid "cf2a46ea-c5ee-456a-994f-b966282b9f1e") + (uuid 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"a337b523-91c0-4683-8af9-9fb91299ba9a") + ) + (fp_line + (start 0.8 -0.4) + (end 0.8 0.4) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.Fab") + (uuid "7f76d576-6bf9-42c5-a2e5-183bb0d55ff7") + ) + (fp_line + (start 0.8 0.4) + (end -0.8 0.4) + (stroke + (width 0.1) + (type solid) + ) + (layer "F.Fab") + (uuid "d104ce6a-3d97-44d3-aa79-d790f0080999") + ) + (fp_text user "${REFERENCE}" + (at 0 0 0) + (layer "F.Fab") + (uuid "13a34035-06df-410d-aa14-87b0dacf9c45") + (effects + (font + (size 0.4 0.4) + (thickness 0.06) + ) + ) + ) + (pad "1" smd roundrect + (at -0.7875 0) + (size 0.875 0.95) + (layers "F.Cu" "F.Paste" "F.Mask") + (roundrect_rratio 0.25) + (net 26 "Net-(F7-Pad1)") + (pintype "passive") + (uuid "8789305a-c264-4e9b-9fba-f32b33f5911a") + ) + (pad "2" smd roundrect + (at 0.7875 0) + (size 0.875 0.95) + (layers "F.Cu" "F.Paste" "F.Mask") + (roundrect_rratio 0.25) + (net 7 "/V7") + (pintype "passive") + (uuid "23b17f55-0a9a-49a6-93b0-9fb1913c3210") + ) + (model "${KICAD8_3DMODEL_DIR}/Fuse.3dshapes/Fuse_0603_1608Metric.wrl" + (offset + (xyz 0 0 0) + ) + (scale + (xyz 1 1 1) + ) + (rotate + (xyz 0 0 0) + ) + ) + ) + (footprint "VTSENS:Baby_ST_Bond_Pad" + (layer "F.Cu") + (uuid "f7ab3242-73b9-4a29-aa60-763f8273b510") + (at 200 78.1 90) + (property "Reference" "J3" + (at 0 -0.5 90) + (unlocked yes) + (layer "F.SilkS") + (hide yes) + (uuid "75163b80-aea4-49da-943a-e96aeda43301") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property "Value" "Conn_01x01_Pin" + (at 0 1 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "914aef41-5ab2-4d2e-a7c4-5868c1a57119") + (effects + (font + (size 1 1) + (thickness 0.15) + ) + ) + ) + (property "Footprint" "VTSENS:Baby_ST_Bond_Pad" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "92344c10-584f-4124-b457-0845667b1656") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Datasheet" "" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "bc46bcde-8c20-42fe-a732-35a34e387354") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property "Description" "Generic connector, single row, 01x01, script generated" + (at 0 0 90) + (unlocked yes) + (layer "F.Fab") + (hide yes) + (uuid "b9e8e192-280f-4674-9468-e9e5a9e0d2e1") + (effects + (font + (size 1.27 1.27) + ) + ) + ) + (property ki_fp_filters "Connector*:*_1x??_*") + (path "/f12f7c29-8478-495f-a4c4-8854c3c417e6") + (sheetname "Stammblatt") + (sheetfile "FT25_AMS_VSENS.kicad_sch") + (attr smd) + (pad "1" smd roundrect + (at 0 0 90) + (size 2.286 1.524) + (layers "F.Cu" "F.Mask") + (roundrect_rratio 0.25) + (net 15 "/V15") + (pinfunction "Pin_1") + (pintype "passive") + (thermal_bridge_angle 45) + (uuid "9fcc5e64-1477-4b88-85f9-4ad84231fce9") + ) + ) (footprint "FPC:526102072" (layer "B.Cu") - (uuid "cba70f93-0b4e-4be0-bf81-5c922fb362a3") - (at 217.033326 44.157356 180) + (uuid "7069dc95-1dff-4ae9-9730-c0b03ced53ff") + (at 216.85 44.3 180) (descr "52610-2072") (tags "Connector") (property "Reference" "J19" (at 0 0.775 180) (layer "B.SilkS") - (uuid "95cad450-c4b6-45cd-b42e-7eab3f8fa9e4") + (uuid "f6501b67-22b0-48a4-95ab-151e1cd92969") (effects (font (size 1.27 1.27) @@ -4869,7 +5001,7 @@ (at 0 0.775 180) (layer "B.SilkS") (hide yes) - (uuid "5fcda78e-a2bf-4f2f-8b01-aac744609bcd") + (uuid "22557b51-a5be-42d1-aaab-c6f483c4bfcb") (effects (font (size 1.27 1.27) @@ -4878,12 +5010,12 @@ (justify mirror) ) ) - (property "Footprint" "FPC:526102072" + (property "Footprint" "526102072" (at 0 0 0) (unlocked yes) (layer "B.Fab") (hide yes) - (uuid "eb5cdd25-2b6e-4861-b908-8f2d8e392084") + (uuid "f1060f85-6fb9-4b54-a7fe-0997c135ca46") (effects (font (size 1.27 1.27) @@ -4896,7 +5028,7 @@ (unlocked yes) (layer "B.Fab") (hide yes) - (uuid "682db386-8236-4aac-9c03-4538ef222ac7") + (uuid "a1ce1b26-83c3-47fd-a44c-d6de998be26b") (effects (font (size 1.27 1.27) @@ -4909,7 +5041,7 @@ (unlocked yes) (layer "B.Fab") (hide yes) - (uuid "52a753a7-2c59-4c67-a941-26e831d373c1") + (uuid "abd3660c-9d34-4593-8e7b-193cbf0f73ca") (effects (font (size 1.27 1.27) @@ -4987,6 +5119,9 @@ (justify mirror) ) ) + (path "/3a01b4f3-53ab-46f6-b728-fc93b93dce10") + (sheetname "Stammblatt") + (sheetfile "FT25_AMS_VSENS.kicad_sch") (attr smd) (fp_line (start -9.4 -2) @@ -4996,7 +5131,7 @@ (type solid) ) (layer "B.SilkS") - (uuid "f2fe3932-c6ba-421d-a3d1-21313cae1901") + (uuid "011d25a0-4bad-4cb9-ba49-843a9beb9a23") ) (fp_line (start -9.6 -2) @@ -5006,7 +5141,7 @@ (type solid) ) (layer "B.SilkS") - (uuid "3e7b6d57-278a-45b4-936d-784f45d83b80") + (uuid "47d39a8d-2c9c-431a-90f6-f49f1cadc0c1") ) (fp_arc (start -9.4 -2) @@ -5017,7 +5152,7 @@ (type solid) ) (layer "B.SilkS") - (uuid "d9551a5e-d0b3-4d2f-8890-407341e002dd") + (uuid "51cc2d1f-6a94-478e-b493-30553f8856dc") ) (fp_arc (start -9.6 -2) @@ -5028,7 +5163,7 @@ (type solid) ) (layer "B.SilkS") - (uuid "9b23f32c-82e4-422f-abd8-413d5476a0e6") + (uuid "f7fdcd56-f37b-47a4-828a-9ed1ab80ae2f") ) (fp_line (start 10.4 4.65) @@ -5038,7 +5173,7 @@ (type solid) ) (layer "B.CrtYd") - (uuid "46b9f1e8-1287-49fc-af30-a190f3973ddc") + (uuid "ecf4c498-9a56-4af0-a30c-6d57b265742f") ) (fp_line (start 10.4 -2.6875) @@ -5048,7 +5183,7 @@ (type solid) ) (layer "B.CrtYd") - (uuid "26ffd26a-e7a4-440f-8c6d-6d8aea059ad3") + (uuid "8a16e2c4-adc4-486b-9d0e-8fb679f540b1") ) (fp_line (start -10.3 4.65) @@ -5058,7 +5193,7 @@ (type solid) ) (layer "B.CrtYd") - (uuid "cc557042-8e3f-4ebd-8723-bbdbea16e019") + (uuid "0d7283c7-99be-4968-957c-5895d2086670") ) (fp_line (start -10.3 -2.7125) @@ -5068,12 +5203,12 @@ (type solid) ) (layer "B.CrtYd") - (uuid "d665cc2c-2253-4c29-8889-24db7595826b") + (uuid "43f71d70-ff74-41c4-8520-f05b15619a84") ) (fp_text user "${REFERENCE}" (at 0 0.775 180) (layer "B.Fab") - (uuid "b2df9ba2-a895-4b42-b328-05048bea734d") + (uuid "6d90ed23-8516-487f-bb39-77da6ccdb6b9") (effects (font (size 1.27 1.27) @@ -5089,7 +5224,7 @@ (net 18 "GND") (pinfunction "1") (pintype "passive") - (uuid "3d9b612a-b2df-4aa8-bdee-85cd7ecc1ecd") + (uuid "d0324af1-dc0d-4082-b80c-4830913f8819") ) (pad "2" smd rect (at -9.5 2.975 180) @@ -5098,7 +5233,7 @@ (net 18 "GND") (pinfunction "2") (pintype "passive") - (uuid "328d9dad-072e-43bf-9afa-59b4ae9df6a5") + (uuid "221f422b-fac0-4822-8898-f312566941e1") ) (pad "3" smd rect (at -8.5 -0.825 180) @@ -5107,7 +5242,7 @@ (net 18 "GND") (pinfunction "3") (pintype "passive") - (uuid "5bd70736-2dbe-4ee2-aa27-a2cd87010ad6") + (uuid "5aff8573-be54-4549-a9ef-fc6417788161") ) (pad "4" smd rect (at -8.5 2.975 180) @@ -5116,7 +5251,7 @@ (net 18 "GND") (pinfunction "4") (pintype "passive") - (uuid "44476622-b24c-4c1f-afd2-9c8130b37a96") + (uuid "a0b0e675-8d45-43d2-8ef6-8e939c33ffb7") ) (pad "5" smd rect (at -7.5 -0.825 180) @@ -5125,7 +5260,7 @@ (net 18 "GND") (pinfunction "5") (pintype "passive") - (uuid "15477396-7956-4fd5-a265-f56c227bbd57") + (uuid "6100ce98-fa83-4c50-ae08-e9522a8e5df4") ) (pad "6" smd rect (at -7.5 2.975 180) @@ -5134,7 +5269,7 @@ (net 18 "GND") (pinfunction "6") (pintype "passive") - (uuid "6780889d-036a-43e5-92b0-2a9f1b29ec6d") + (uuid "91143dbb-3b54-4f11-8b28-da757d02768b") ) (pad "7" smd rect (at -6.5 -0.825 180) @@ -5143,7 +5278,7 @@ (net 31 "Net-(F1-Pad1)") (pinfunction "7") (pintype "passive") - (uuid "4197b284-9b36-4b56-9101-e63968f347de") + (uuid "3f3f9e8e-0c37-4322-a86b-4284776c681f") ) (pad "8" smd rect (at -6.5 2.975 180) @@ -5152,7 +5287,7 @@ (net 31 "Net-(F1-Pad1)") (pinfunction "8") (pintype "passive") - (uuid "09e1b4c8-087d-407f-8cfc-363e792d90df") + (uuid "a9b32bda-a8a4-48cb-8322-fd9067974fd7") ) (pad "9" smd rect (at -5.5 -0.825 180) @@ -5161,7 +5296,7 @@ (net 32 "Net-(F2-Pad1)") (pinfunction "9") (pintype "passive") - (uuid "65f01b96-ed46-4764-9bc5-cb7b9791a7d1") + (uuid "912a0078-749a-450c-b48d-ec5cad1f3e80") ) (pad "10" smd rect (at -5.5 2.975 180) @@ -5170,7 +5305,7 @@ (net 32 "Net-(F2-Pad1)") (pinfunction "10") (pintype "passive") - (uuid "c611708f-3e72-4128-b45a-6de91a9289c6") + (uuid "d50cd85f-93fe-4a6b-9e6f-e06c8da4d356") ) (pad "11" smd rect (at -4.5 -0.825 180) @@ -5179,7 +5314,7 @@ (net 33 "Net-(F3-Pad1)") (pinfunction "11") (pintype "passive") - (uuid "86b7f05d-914e-4bf6-8a96-acc547c23040") + (uuid "e40c614c-9039-40af-9766-55aa0cc98912") ) (pad "12" smd rect (at -4.5 2.975 180) @@ -5188,7 +5323,7 @@ (net 33 "Net-(F3-Pad1)") (pinfunction "12") (pintype "passive") - (uuid "2c5a2d1a-0ca7-451f-b709-724a6bb51cc4") + (uuid "f47d3798-4d29-461d-81cc-97933a9a4831") ) (pad "13" smd rect (at -3.5 -0.825 180) @@ -5197,7 +5332,7 @@ (net 23 "Net-(F4-Pad1)") (pinfunction "13") (pintype "passive") - (uuid "b6ce1dfb-9d31-4e5d-aae4-7e3ee91e6b78") + (uuid "64ab6f4c-16e2-4d0d-a136-5689052d8c70") ) (pad "14" smd rect (at -3.5 2.975 180) @@ -5206,7 +5341,7 @@ (net 23 "Net-(F4-Pad1)") (pinfunction "14") (pintype "passive") - (uuid "fde36221-eddc-4f6d-a807-62e31d748962") + (uuid "b951db33-5823-4a6e-8f83-2175c0624430") ) (pad "15" smd rect (at -2.5 -0.825 180) @@ -5215,7 +5350,7 @@ (net 24 "Net-(F5-Pad1)") (pinfunction "15") (pintype "passive") - (uuid "142d623d-48b6-425c-b660-4cd0878c2944") + (uuid "e6dd3d05-bf49-4887-8047-eff7e6653954") ) (pad "16" smd rect (at -2.5 2.975 180) @@ -5224,7 +5359,7 @@ (net 24 "Net-(F5-Pad1)") (pinfunction "16") (pintype "passive") - (uuid "321f0337-e8e3-42b5-a314-0f33212a43c7") + (uuid "9794b75e-1ff8-4f8f-85aa-bb2d70c8ce72") ) (pad "17" smd rect (at -1.5 -0.825 180) @@ -5233,7 +5368,7 @@ (net 25 "Net-(F6-Pad1)") (pinfunction "17") (pintype "passive") - (uuid "dde34172-a37d-481c-a16b-33a32712cec0") + (uuid "137d5888-06f2-40aa-91b4-c986c8f7ae6b") ) (pad "18" smd rect (at -1.5 2.975 180) @@ -5242,7 +5377,7 @@ (net 25 "Net-(F6-Pad1)") (pinfunction "18") (pintype "passive") - (uuid "f9c27884-7c59-4dc8-a96d-543d465e4b75") + (uuid "6f0c7be8-741a-49d6-a157-2d7235e7643e") ) (pad "19" smd rect (at -0.5 -0.825 180) @@ -5251,7 +5386,7 @@ (net 26 "Net-(F7-Pad1)") (pinfunction "19") (pintype "passive") - (uuid "e099dd24-39a5-4f75-b85c-085cb288eaab") + (uuid "3ff89805-6dd5-4a42-b357-a9693a2d9134") ) (pad "20" smd rect (at -0.5 2.925 180) @@ -5260,7 +5395,7 @@ (net 26 "Net-(F7-Pad1)") (pinfunction "20") (pintype "passive") - (uuid "eb15b09e-9af1-4787-88fd-47bb03281735") + (uuid "f666dbbf-b2e4-42f2-9d47-b5bb3a7f6fff") ) (pad "21" smd rect (at 0.5 -0.825 180) @@ -5269,7 +5404,7 @@ (net 27 "Net-(F8-Pad1)") (pinfunction "21") (pintype "passive") - (uuid "72c29886-2835-4d7a-9af9-68acfb980c1b") + (uuid "c1a78bd6-1473-4ddf-bbb0-2c5aa3e8e2e7") ) (pad "22" smd rect (at 0.5 2.925 180) @@ -5278,7 +5413,7 @@ (net 27 "Net-(F8-Pad1)") (pinfunction "22") (pintype "passive") - (uuid "6e92803b-f215-4c1f-8c78-bacdfe31e649") + (uuid "557d4f41-a006-41ca-9932-95f7c3950f2b") ) (pad "23" smd rect (at 1.5 -0.825 180) @@ -5287,7 +5422,7 @@ (net 28 "Net-(F9-Pad1)") (pinfunction "23") (pintype "passive") - (uuid "d485ea2a-7a86-4607-a518-f3b28d7f28c0") + (uuid "dfa8e1e4-eb4f-43f5-8480-7756708e785b") ) (pad "24" smd rect (at 1.5 2.925 180) @@ -5296,7 +5431,7 @@ (net 28 "Net-(F9-Pad1)") (pinfunction "24") (pintype "passive") - (uuid "d9769b9e-aa97-4c62-bec4-b51803acdb7a") + (uuid "89dc79cb-a6f9-4e5e-b7c6-21d9b1b0e538") ) (pad "25" smd rect (at 2.5 -0.825 180) @@ -5305,7 +5440,7 @@ (net 29 "Net-(F10-Pad1)") (pinfunction "25") (pintype "passive") - (uuid "10ed3a5c-a875-4057-bca9-ccf0a616fd92") + (uuid "bf760dec-e5b7-406b-b605-3dede7ec7d67") ) (pad "26" smd rect (at 2.5 2.925 180) @@ -5314,7 +5449,7 @@ (net 29 "Net-(F10-Pad1)") (pinfunction "26") (pintype "passive") - (uuid "39092646-84f4-4ae3-92f8-58d3ae3426af") + (uuid "ae7c27bc-1eb5-4c7c-b5d0-55f07b886f58") ) (pad "27" smd rect (at 3.5 -0.825 180) @@ -5323,7 +5458,7 @@ (net 30 "Net-(F11-Pad1)") (pinfunction "27") (pintype "passive") - (uuid "34d0817c-89ab-45b4-8d52-1240a47647ee") + (uuid "40684e4d-ee81-472f-8122-03c690d73ea6") ) (pad "28" smd rect (at 3.5 2.925 180) @@ -5332,7 +5467,7 @@ (net 30 "Net-(F11-Pad1)") (pinfunction "28") (pintype "passive") - (uuid "7de75d56-8d34-4904-b377-c1d73844474c") + (uuid "8b27294d-8d15-4d04-b4ac-ec5cede941bb") ) (pad "29" smd rect (at 4.5 -0.825 180) @@ -5341,7 +5476,7 @@ (net 19 "Net-(F12-Pad1)") (pinfunction "29") (pintype "passive") - (uuid "85546bf8-9cb5-4169-a61a-ecdb907aa553") + (uuid "6c1d5493-df9f-489a-829c-5f8324501d24") ) (pad "30" smd rect (at 4.5 2.925 180) @@ -5350,7 +5485,7 @@ (net 19 "Net-(F12-Pad1)") (pinfunction "30") (pintype "passive") - (uuid "c2d582f4-493d-4040-bbc6-74a586557c68") + (uuid "67a603d8-0fc5-4223-abfa-57f1be473138") ) (pad "31" smd rect (at 5.5 -0.825 180) @@ -5359,7 +5494,7 @@ (net 20 "Net-(F13-Pad1)") (pinfunction "31") (pintype "passive") - (uuid "0ba7df4e-04a7-42e0-b0bf-4afac32bcd7f") + (uuid "8156d238-3269-4cc3-ab18-947d49c46223") ) (pad "32" smd rect (at 5.5 2.925 180) @@ -5368,7 +5503,7 @@ (net 20 "Net-(F13-Pad1)") (pinfunction "32") (pintype "passive") - (uuid "04389b62-72d7-485b-acb9-dbbdbccd2f28") + (uuid "f340ce56-0668-4871-b60a-a1dca57b4ca2") ) (pad "33" 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a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-B_Paste.gbr +++ b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-B_Paste.gbr @@ -1,15 +1,99 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*% -%TF.CreationDate,2024-12-10T12:08:48+01:00*% +%TF.CreationDate,2025-02-02T12:39:54+01:00*% %TF.ProjectId,FT25_AMS_VSENS,46543235-5f41-44d5-935f-5653454e532e,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Paste,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.2) date 2024-12-10 12:08:48* +G04 Created by KiCad (PCBNEW 8.0.2) date 2025-02-02 12:39:54* %MOMM*% %LPD*% G01* G04 APERTURE LIST* +%ADD10R,0.600000X1.650000*% +%ADD11R,0.600000X1.850000*% G04 APERTURE END LIST* +D10* +%TO.C,J19*% +X226350000Y-45125000D03* +D11* +X226350000Y-41325000D03* +D10* +X225350000Y-45125000D03* +D11* +X225350000Y-41325000D03* +D10* +X224350000Y-45125000D03* +D11* +X224350000Y-41325000D03* +D10* +X223350000Y-45125000D03* +D11* +X223350000Y-41325000D03* +D10* +X222350000Y-45125000D03* +D11* +X222350000Y-41325000D03* +D10* +X221350000Y-45125000D03* +D11* +X221350000Y-41325000D03* +D10* +X220350000Y-45125000D03* +D11* +X220350000Y-41325000D03* +D10* +X219350000Y-45125000D03* +D11* +X219350000Y-41325000D03* +D10* +X218350000Y-45125000D03* +D11* +X218350000Y-41325000D03* +D10* +X217350000Y-45125000D03* +D11* +X217350000Y-41375000D03* +D10* +X216350000Y-45125000D03* +D11* +X216350000Y-41375000D03* +D10* +X215350000Y-45125000D03* +D11* +X215350000Y-41375000D03* +D10* +X214350000Y-45125000D03* +D11* +X214350000Y-41375000D03* +D10* +X213350000Y-45125000D03* +D11* +X213350000Y-41375000D03* +D10* +X212350000Y-45125000D03* +D11* +X212350000Y-41375000D03* +D10* +X211350000Y-45125000D03* +D11* +X211350000Y-41375000D03* +D10* +X210350000Y-45125000D03* +D11* +X210350000Y-41375000D03* +D10* +X209350000Y-45125000D03* +D11* +X209350000Y-41375000D03* +D10* +X208350000Y-45125000D03* +D11* +X208350000Y-41375000D03* +D10* +X207350000Y-45125000D03* +D11* +X207350000Y-41375000D03* +%TD*% M02* diff --git a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-B_Silkscreen.gbr b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-B_Silkscreen.gbr index 266ef33..0525eb1 100644 --- a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-B_Silkscreen.gbr +++ b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-B_Silkscreen.gbr @@ -1,125 +1,119 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*% -%TF.CreationDate,2024-12-10T12:08:48+01:00*% +%TF.CreationDate,2025-02-02T12:39:54+01:00*% %TF.ProjectId,FT25_AMS_VSENS,46543235-5f41-44d5-935f-5653454e532e,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Legend,Bot*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.2) date 2024-12-10 12:08:48* +G04 Created by KiCad (PCBNEW 8.0.2) date 2025-02-02 12:39:54* %MOMM*% %LPD*% G01* G04 APERTURE LIST* -%ADD10C,0.254000*% -%ADD11C,0.100000*% +%ADD10C,0.200000*% +%ADD11R,0.600000X1.650000*% +%ADD12R,0.600000X1.850000*% G04 APERTURE END LIST* D10* -X215818094Y-51964318D02* -X215818094Y-52871461D01* -X215818094Y-52871461D02* -X215878571Y-53052889D01* -X215878571Y-53052889D02* -X215999523Y-53173842D01* -X215999523Y-53173842D02* -X216180952Y-53234318D01* -X216180952Y-53234318D02* -X216301904Y-53234318D01* -X214548094Y-53234318D02* -X215273809Y-53234318D01* -X214910952Y-53234318D02* -X214910952Y-51964318D01* -X214910952Y-51964318D02* -X215031904Y-52145746D01* -X215031904Y-52145746D02* -X215152856Y-52266699D01* -X215152856Y-52266699D02* -X215273809Y-52327175D01* -X213822380Y-52508603D02* -X213943332Y-52448127D01* -X213943332Y-52448127D02* -X214003809Y-52387651D01* -X214003809Y-52387651D02* -X214064285Y-52266699D01* -X214064285Y-52266699D02* -X214064285Y-52206222D01* -X214064285Y-52206222D02* -X214003809Y-52085270D01* -X214003809Y-52085270D02* -X213943332Y-52024794D01* -X213943332Y-52024794D02* -X213822380Y-51964318D01* -X213822380Y-51964318D02* -X213580475Y-51964318D01* -X213580475Y-51964318D02* -X213459523Y-52024794D01* -X213459523Y-52024794D02* -X213399047Y-52085270D01* -X213399047Y-52085270D02* -X213338570Y-52206222D01* -X213338570Y-52206222D02* -X213338570Y-52266699D01* -X213338570Y-52266699D02* -X213399047Y-52387651D01* -X213399047Y-52387651D02* -X213459523Y-52448127D01* -X213459523Y-52448127D02* -X213580475Y-52508603D01* -X213580475Y-52508603D02* -X213822380Y-52508603D01* -X213822380Y-52508603D02* -X213943332Y-52569080D01* -X213943332Y-52569080D02* -X214003809Y-52629556D01* -X214003809Y-52629556D02* -X214064285Y-52750508D01* -X214064285Y-52750508D02* -X214064285Y-52992413D01* -X214064285Y-52992413D02* -X214003809Y-53113365D01* -X214003809Y-53113365D02* -X213943332Y-53173842D01* -X213943332Y-53173842D02* -X213822380Y-53234318D01* -X213822380Y-53234318D02* -X213580475Y-53234318D01* -X213580475Y-53234318D02* -X213459523Y-53173842D01* -X213459523Y-53173842D02* -X213399047Y-53113365D01* -X213399047Y-53113365D02* -X213338570Y-52992413D01* -X213338570Y-52992413D02* -X213338570Y-52750508D01* -X213338570Y-52750508D02* -X213399047Y-52629556D01* -X213399047Y-52629556D02* -X213459523Y-52569080D01* -X213459523Y-52569080D02* -X213580475Y-52508603D01* -D11* -%TO.C,J18*% -X205080000Y-51130000D02* -X225080000Y-51130000D01* -X205080000Y-59330000D02* -X205080000Y-51130000D01* -X207080000Y-59630000D02* -X207080000Y-59630000D01* -X207080000Y-59730000D02* -X207080000Y-59730000D01* -X225080000Y-51130000D02* -X225080000Y-59330000D01* -X225080000Y-59330000D02* -X205080000Y-59330000D01* -X207080000Y-59630000D02* +%TO.C,J19*% +X226450000Y-46300000D02* +X226450000Y-46300000D01* +X226250000Y-46300000D02* +X226250000Y-46300000D01* +X226250000Y-46300000D02* G75* G02* -X207080000Y-59730000I0J-50000D01* +X226450000Y-46300000I100000J0D01* G01* -X207080000Y-59730000D02* +X226450000Y-46300000D02* G75* G02* -X207080000Y-59630000I0J50000D01* +X226250000Y-46300000I-100000J0D01* G01* %TD*% +%LPC*% +D11* +%TO.C,J19*% +X226350000Y-45125000D03* +D12* +X226350000Y-41325000D03* +D11* +X225350000Y-45125000D03* +D12* +X225350000Y-41325000D03* +D11* +X224350000Y-45125000D03* +D12* +X224350000Y-41325000D03* +D11* +X223350000Y-45125000D03* +D12* +X223350000Y-41325000D03* +D11* +X222350000Y-45125000D03* +D12* +X222350000Y-41325000D03* +D11* +X221350000Y-45125000D03* +D12* +X221350000Y-41325000D03* +D11* +X220350000Y-45125000D03* +D12* +X220350000Y-41325000D03* +D11* +X219350000Y-45125000D03* +D12* +X219350000Y-41325000D03* +D11* +X218350000Y-45125000D03* +D12* +X218350000Y-41325000D03* +D11* +X217350000Y-45125000D03* +D12* +X217350000Y-41375000D03* +D11* +X216350000Y-45125000D03* +D12* +X216350000Y-41375000D03* +D11* +X215350000Y-45125000D03* +D12* +X215350000Y-41375000D03* +D11* +X214350000Y-45125000D03* +D12* +X214350000Y-41375000D03* +D11* +X213350000Y-45125000D03* +D12* +X213350000Y-41375000D03* +D11* +X212350000Y-45125000D03* +D12* +X212350000Y-41375000D03* +D11* +X211350000Y-45125000D03* +D12* +X211350000Y-41375000D03* +D11* +X210350000Y-45125000D03* +D12* +X210350000Y-41375000D03* +D11* +X209350000Y-45125000D03* +D12* +X209350000Y-41375000D03* +D11* +X208350000Y-45125000D03* +D12* +X208350000Y-41375000D03* +D11* +X207350000Y-45125000D03* +D12* +X207350000Y-41375000D03* +%TD*% +%LPD*% M02* diff --git a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-Edge_Cuts.gbr b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-Edge_Cuts.gbr index 5005fb9..0cf7adf 100644 --- a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-Edge_Cuts.gbr +++ b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-Edge_Cuts.gbr @@ -1,11 +1,11 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*% -%TF.CreationDate,2024-12-10T12:08:49+01:00*% +%TF.CreationDate,2025-02-02T12:39:54+01:00*% %TF.ProjectId,FT25_AMS_VSENS,46543235-5f41-44d5-935f-5653454e532e,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Profile,NP*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.2) date 2024-12-10 12:08:49* +G04 Created by KiCad (PCBNEW 8.0.2) date 2025-02-02 12:39:54* %MOMM*% %LPD*% G01* @@ -15,9 +15,109 @@ G04 APERTURE LIST* %TD*% G04 APERTURE END LIST* D10* -X197700000Y-50090000D02* -X226930000Y-50090000D01* -X226930000Y-258700000D01* -X197700000Y-258700000D01* -X197700000Y-50090000D01* +X229200000Y-40803673D02* +X229200000Y-48300000D01* +X191280846Y-66233860D02* +G75* +G02* +X193944502Y-64942422I1918654J-564640D01* +G01* +X205100000Y-39800054D02* +X228200000Y-39800054D01* +X203529941Y-76076143D02* +G75* +G02* +X204382798Y-74437858I2000059J-57D01* +G01* +X198639921Y-66827230D02* +X193944477Y-64942485D01* +X203529941Y-76076143D02* +X203529941Y-243035014D01* +X212103406Y-58956943D02* +X212103406Y-51350274D01* +X203080200Y-66316193D02* +G75* +G02* +X198639930Y-66827207I-2692000J3844593D01* +G01* +X218650559Y-64447444D02* +X204382788Y-74437844D01* +X205107084Y-49292902D02* +G75* +G02* +X204107098Y-48292902I16J1000002D01* +G01* +X228192855Y-39801765D02* +G75* +G02* +X229198321Y-40812541I45J-1005435D01* +G01* +X204107111Y-48292902D02* +X204107176Y-40800054D01* +X229200625Y-48299993D02* +G75* +G02* +X228147820Y-49349921I-1050025J93D01* +G01* +X212103406Y-58956943D02* +G75* +G02* +X211250587Y-60595288I-2000006J-57D01* +G01* +X219503406Y-51350274D02* +G75* +G02* +X221503406Y-49350206I1999994J74D01* +G01* +X191556678Y-71704890D02* +G75* +G02* +X190383031Y-69284144I745022J1856090D01* +G01* +X190383069Y-69284155D02* +X191280846Y-66233860D01* +X219503406Y-62809143D02* +G75* +G02* +X218650542Y-64447419I-2000006J43D01* +G01* +X219503406Y-51350274D02* +X219503406Y-62809143D01* +X210103406Y-49350274D02* +X205107084Y-49292902D01* +X203529941Y-243035014D02* +G75* +G02* +X201529941Y-245034941I-1999941J14D01* +G01* +X204107176Y-40800054D02* +G75* +G02* +X205100000Y-39800101I999924J54D01* +G01* +X196129941Y-243035014D02* +X196129941Y-74892876D01* +X194874948Y-73036814D02* +X191556678Y-71704890D01* +X201529941Y-245035014D02* +X198129941Y-245035014D01* +X203080200Y-66316193D02* +X211250559Y-60595248D01* +X210103406Y-49350274D02* +G75* +G02* +X212103326Y-51350274I-106J-2000026D01* +G01* +X198129941Y-245035014D02* +G75* +G02* +X196129886Y-243035014I59J2000114D01* +G01* +X221497820Y-49349925D02* +X228147820Y-49349925D01* +X194874950Y-73036808D02* +G75* +G02* +X196129914Y-74892876I-744950J-1855992D01* +G01* M02* diff --git a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-F_Cu.gbr b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-F_Cu.gbr index 75f49a3..e43651e 100644 --- a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-F_Cu.gbr +++ b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-F_Cu.gbr @@ -1,12 +1,12 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*% -%TF.CreationDate,2024-12-10T12:08:48+01:00*% +%TF.CreationDate,2025-02-02T12:39:53+01:00*% %TF.ProjectId,FT25_AMS_VSENS,46543235-5f41-44d5-935f-5653454e532e,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L1,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.2) date 2024-12-10 12:08:48* +G04 Created by KiCad (PCBNEW 8.0.2) date 2025-02-02 12:39:53* %MOMM*% %LPD*% G01* @@ -30,702 +30,1101 @@ G04 Aperture macros list* 20,1,$1+$1,$8,$9,$2,$3,0*% G04 Aperture macros list end* %TA.AperFunction,SMDPad,CuDef*% -%ADD10RoundRect,0.218750X-0.218750X-0.256250X0.218750X-0.256250X0.218750X0.256250X-0.218750X0.256250X0*% +%ADD10RoundRect,0.218750X-0.165979X0.293200X-0.315613X-0.117915X0.165979X-0.293200X0.315613X0.117915X0*% %TD*% %TA.AperFunction,SMDPad,CuDef*% %ADD11RoundRect,0.218750X0.218750X0.256250X-0.218750X0.256250X-0.218750X-0.256250X0.218750X-0.256250X0*% %TD*% %TA.AperFunction,SMDPad,CuDef*% -%ADD12RoundRect,0.381000X0.381000X-0.762000X0.381000X0.762000X-0.381000X0.762000X-0.381000X-0.762000X0*% +%ADD12RoundRect,0.218750X-0.218750X-0.256250X0.218750X-0.256250X0.218750X0.256250X-0.218750X0.256250X0*% %TD*% %TA.AperFunction,SMDPad,CuDef*% -%ADD13RoundRect,0.381000X-0.381000X0.762000X-0.381000X-0.762000X0.381000X-0.762000X0.381000X0.762000X0*% +%ADD13RoundRect,0.381000X0.381000X-0.762000X0.381000X0.762000X-0.381000X0.762000X-0.381000X-0.762000X0*% %TD*% %TA.AperFunction,SMDPad,CuDef*% -%ADD14RoundRect,0.381000X0.762000X0.381000X-0.762000X0.381000X-0.762000X-0.381000X0.762000X-0.381000X0*% +%ADD14RoundRect,0.218750X-0.256250X0.218750X-0.256250X-0.218750X0.256250X-0.218750X0.256250X0.218750X0*% %TD*% -%TA.AperFunction,ComponentPad*% -%ADD15C,1.381000*% +%TA.AperFunction,SMDPad,CuDef*% +%ADD15RoundRect,0.381000X-0.381000X0.762000X-0.381000X-0.762000X0.381000X-0.762000X0.381000X0.762000X0*% +%TD*% +%TA.AperFunction,SMDPad,CuDef*% +%ADD16RoundRect,0.381000X-0.849799X-0.060393X0.558194X-0.643603X0.849799X0.060393X-0.558194X0.643603X0*% +%TD*% +%TA.AperFunction,ViaPad*% +%ADD17C,0.600000*% +%TD*% +%TA.AperFunction,Conductor*% +%ADD18C,0.250000*% %TD*% G04 APERTURE END LIST* D10* -%TO.P,F4,1*% -%TO.N,Net-(J18-Pin_6)*% -X199845715Y-166429421D03* -%TO.P,F4,2*% -%TO.N,/V4*% -X201420715Y-166429421D03* +%TO.P,F16,1*% +%TO.N,VBUS*% +X200519340Y-68009992D03* +%TO.P,F16,2*% +%TO.N,/V16*% +X199980660Y-69490008D03* %TD*% D11* -%TO.P,F8,1*% -%TO.N,Net-(J18-Pin_10)*% -X200690715Y-257189421D03* -%TO.P,F8,2*% -%TO.N,/V8*% -X199115715Y-257189421D03* -%TD*% -D10* -%TO.P,F2,1*% -%TO.N,Net-(J18-Pin_4)*% -X199638215Y-119179421D03* -%TO.P,F2,2*% -%TO.N,/V2*% -X201213215Y-119179421D03* +%TO.P,F4,1*% +%TO.N,Net-(F4-Pad1)*% +X198887500Y-148900000D03* +%TO.P,F4,2*% +%TO.N,/V4*% +X197312500Y-148900000D03* %TD*% D12* +%TO.P,F8,1*% +%TO.N,Net-(F8-Pad1)*% +X197512500Y-229900000D03* +%TO.P,F8,2*% +%TO.N,/V8*% +X199087500Y-229900000D03* +%TD*% +D11* +%TO.P,F2,1*% +%TO.N,Net-(F2-Pad1)*% +X198687500Y-103300000D03* +%TO.P,F2,2*% +%TO.N,/V2*% +X197112500Y-103300000D03* +%TD*% +D13* %TO.P,J12,1,Pin_1*% %TO.N,/V6*% -X200713215Y-207679421D03* +X199750000Y-198600000D03* %TD*% %TO.P,J17,1,Pin_1*% %TO.N,/V1*% -X200643215Y-91679421D03* +X199750000Y-87350000D03* %TD*% %TO.P,J16,1,Pin_1*% %TO.N,/V2*% -X200713215Y-114679421D03* +X199750000Y-107100000D03* %TD*% -D10* +D14* +%TO.P,F15,1*% +%TO.N,Net-(F15-Pad1)*% +X198700000Y-72312499D03* %TO.P,F15,2*% %TO.N,/V15*% -X200790715Y-102139421D03* -%TO.P,F15,1*% -%TO.N,Net-(J18-Pin_17)*% -X199215715Y-102139421D03* +X198700000Y-73887501D03* %TD*% -D13* +D15* %TO.P,J11,1,Pin_1*% %TO.N,/V7*% -X200713215Y-230179421D03* +X199750000Y-221850000D03* %TD*% -D12* +D13* %TO.P,J4,1,Pin_1*% %TO.N,/V14*% -X200713215Y-130679421D03* +X199950000Y-95942699D03* %TD*% %TO.P,J9,1,Pin_1*% %TO.N,/V9*% -X200713215Y-244679421D03* +X199776785Y-210600000D03* %TD*% D11* %TO.P,F5,1*% -%TO.N,Net-(J18-Pin_7)*% -X201753215Y-189919421D03* +%TO.N,Net-(F5-Pad1)*% +X198787500Y-171900000D03* %TO.P,F5,2*% %TO.N,/V5*% -X200178215Y-189919421D03* -%TD*% -D10* -%TO.P,F11,1*% -%TO.N,Net-(J18-Pin_13)*% -X200015715Y-194889421D03* -%TO.P,F11,2*% -%TO.N,/V11*% -X201590715Y-194889421D03* -%TD*% -%TO.P,F1,2*% -%TO.N,/V1*% -X200713215Y-96679421D03* -%TO.P,F1,1*% -%TO.N,Net-(J18-Pin_3)*% -X199138215Y-96679421D03* +X197212500Y-171900000D03* %TD*% D12* -%TO.P,J8,1,Pin_1*% -%TO.N,/V10*% -X200713215Y-221679421D03* +%TO.P,F11,1*% +%TO.N,Net-(F11-Pad1)*% +X197512500Y-160600000D03* +%TO.P,F11,2*% +%TO.N,/V11*% +X199087500Y-160600000D03* +%TD*% +D11* +%TO.P,F1,1*% +%TO.N,Net-(F1-Pad1)*% +X198687501Y-83500000D03* +%TO.P,F1,2*% +%TO.N,/V1*% +X197112499Y-83500000D03* %TD*% D13* +%TO.P,J8,1,Pin_1*% +%TO.N,/V10*% +X199776785Y-187657301D03* +%TD*% %TO.P,J1,1,Pin_1*% %TO.N,GND*% -X213513215Y-74159421D03* +X215800000Y-62000000D03* %TD*% D11* %TO.P,F6,1*% -%TO.N,Net-(J18-Pin_8)*% -X201708215Y-212249421D03* +%TO.N,Net-(F6-Pad1)*% +X198687500Y-195000000D03* %TO.P,F6,2*% %TO.N,/V6*% -X200133215Y-212249421D03* +X197112500Y-195000000D03* %TD*% -D14* +D16* %TO.P,J2,1,Pin_1*% %TO.N,/V16*% -X200713215Y-84329274D03* -%TD*% -D10* -%TO.P,F10,1*% -%TO.N,Net-(J18-Pin_12)*% -X199725715Y-217299421D03* -%TO.P,F10,2*% -%TO.N,/V10*% -X201300715Y-217299421D03* -%TD*% -%TO.P,F9,1*% -%TO.N,Net-(J18-Pin_11)*% -X199858215Y-240039421D03* -%TO.P,F9,2*% -%TO.N,/V9*% -X201433215Y-240039421D03* -%TD*% -%TO.P,F14,1*% -%TO.N,Net-(J18-Pin_16)*% -X199935715Y-125959421D03* -%TO.P,F14,2*% -%TO.N,/V14*% -X201510715Y-125959421D03* -%TD*% -%TO.P,F12,1*% -%TO.N,Net-(J18-Pin_14)*% -X199812500Y-172760000D03* -%TO.P,F12,2*% -%TO.N,/V12*% -X201387500Y-172760000D03* +X194500000Y-69200000D03* %TD*% D12* -%TO.P,J6,1,Pin_1*% +%TO.P,F10,1*% +%TO.N,Net-(F10-Pad1)*% +X197212500Y-183800000D03* +%TO.P,F10,2*% +%TO.N,/V10*% +X198787500Y-183800000D03* +%TD*% +%TO.P,F9,1*% +%TO.N,Net-(F9-Pad1)*% +X197212500Y-206800000D03* +%TO.P,F9,2*% +%TO.N,/V9*% +X198787500Y-206800000D03* +%TD*% +%TO.P,F14,1*% +%TO.N,Net-(F14-Pad1)*% +X197112500Y-92300000D03* +%TO.P,F14,2*% +%TO.N,/V14*% +X198687500Y-92300000D03* +%TD*% +%TO.P,F12,1*% +%TO.N,Net-(F12-Pad1)*% +X197212500Y-138000000D03* +%TO.P,F12,2*% %TO.N,/V12*% -X200620000Y-177750000D03* +X198787500Y-138000000D03* %TD*% D13* +%TO.P,J6,1,Pin_1*% +%TO.N,/V12*% +X199750000Y-141600000D03* +%TD*% +D15* %TO.P,J14,1,Pin_1*% %TO.N,/V4*% -X200713215Y-161679421D03* +X199750000Y-153100000D03* %TD*% %TO.P,J10,1,Pin_1*% %TO.N,/V8*% -X200713215Y-252679421D03* +X199750000Y-233600000D03* %TD*% %TO.P,J13,1,Pin_1*% %TO.N,/V5*% -X200713215Y-185179421D03* -%TD*% -D10* -%TO.P,F3,1*% -%TO.N,Net-(J18-Pin_5)*% -X199638215Y-142609421D03* -%TO.P,F3,2*% -%TO.N,/V3*% -X201213215Y-142609421D03* -%TD*% -D12* -%TO.P,J5,1,Pin_1*% -%TO.N,/V13*% -X200713215Y-154179421D03* -%TD*% -D10* -%TO.P,F13,1*% -%TO.N,Net-(J18-Pin_15)*% -X199795715Y-149359421D03* -%TO.P,F13,2*% -%TO.N,/V13*% -X201370715Y-149359421D03* -%TD*% -D12* -%TO.P,J7,1,Pin_1*% -%TO.N,/V11*% -X200713215Y-199679421D03* -%TD*% -D13* -%TO.P,J15,1,Pin_1*% -%TO.N,/V3*% -X200713215Y-137679421D03* +X199750000Y-175850000D03* %TD*% D11* -%TO.P,F7,1*% -%TO.N,Net-(J18-Pin_9)*% -X201603215Y-234899421D03* -%TO.P,F7,2*% -%TO.N,/V7*% -X200028215Y-234899421D03* +%TO.P,F3,1*% +%TO.N,Net-(F3-Pad1)*% +X198787500Y-126700000D03* +%TO.P,F3,2*% +%TO.N,/V3*% +X197212500Y-126700000D03* %TD*% -%TO.P,F16,1*% -%TO.N,Net-(J18-Pin_18)*% -X200970715Y-79629274D03* -%TO.P,F16,2*% -%TO.N,/V16*% -X199395715Y-79629274D03* +D13* +%TO.P,J5,1,Pin_1*% +%TO.N,/V13*% +X199750000Y-118600000D03* %TD*% D12* -%TO.P,J3,1,Pin_1*% -%TO.N,/V15*% -X200713215Y-106679421D03* +%TO.P,F13,1*% +%TO.N,Net-(F13-Pad1)*% +X197212500Y-114800000D03* +%TO.P,F13,2*% +%TO.N,/V13*% +X198787500Y-114800000D03* +%TD*% +D13* +%TO.P,J7,1,Pin_1*% +%TO.N,/V11*% +X199776785Y-164407301D03* %TD*% D15* -%TO.P,J18,1,Pin_1*% +%TO.P,J15,1,Pin_1*% +%TO.N,/V3*% +X199750000Y-130600000D03* +%TD*% +D12* +%TO.P,F7,1*% +%TO.N,Net-(F7-Pad1)*% +X197312500Y-217500000D03* +%TO.P,F7,2*% +%TO.N,/V7*% +X198887500Y-217500000D03* +%TD*% +D13* +%TO.P,J3,1,Pin_1*% +%TO.N,/V15*% +X200000000Y-78100000D03* +%TD*% +D17* +%TO.N,VBUS*% +X201605503Y-67621559D03* +X212900000Y-57650000D03* +X208500000Y-47700000D03* %TO.N,GND*% -X207080000Y-57230000D03* -%TO.P,J18,2,Pin_2*% -X207080000Y-55230000D03* -%TO.P,J18,3,Pin_3*% -%TO.N,Net-(J18-Pin_3)*% -X209080000Y-57230000D03* -%TO.P,J18,4,Pin_4*% -%TO.N,Net-(J18-Pin_4)*% -X209080000Y-55230000D03* -%TO.P,J18,5,Pin_5*% -%TO.N,Net-(J18-Pin_5)*% -X211080000Y-57230000D03* -%TO.P,J18,6,Pin_6*% -%TO.N,Net-(J18-Pin_6)*% -X211080000Y-55230000D03* -%TO.P,J18,7,Pin_7*% -%TO.N,Net-(J18-Pin_7)*% -X213080000Y-57230000D03* -%TO.P,J18,8,Pin_8*% -%TO.N,Net-(J18-Pin_8)*% -X213080000Y-55230000D03* -%TO.P,J18,9,Pin_9*% -%TO.N,Net-(J18-Pin_9)*% -X215080000Y-57230000D03* -%TO.P,J18,10,Pin_10*% -%TO.N,Net-(J18-Pin_10)*% -X215080000Y-55230000D03* -%TO.P,J18,11,Pin_11*% -%TO.N,Net-(J18-Pin_11)*% -X217080000Y-57230000D03* -%TO.P,J18,12,Pin_12*% -%TO.N,Net-(J18-Pin_12)*% -X217080000Y-55230000D03* -%TO.P,J18,13,Pin_13*% -%TO.N,Net-(J18-Pin_13)*% -X219080000Y-57230000D03* -%TO.P,J18,14,Pin_14*% -%TO.N,Net-(J18-Pin_14)*% -X219080000Y-55230000D03* -%TO.P,J18,15,Pin_15*% -%TO.N,Net-(J18-Pin_15)*% -X221080000Y-57230000D03* -%TO.P,J18,16,Pin_16*% -%TO.N,Net-(J18-Pin_16)*% -X221080000Y-55230000D03* -%TO.P,J18,17,Pin_17*% -%TO.N,Net-(J18-Pin_17)*% -X223080000Y-57230000D03* -%TO.P,J18,18,Pin_18*% -%TO.N,Net-(J18-Pin_18)*% -X223080000Y-55230000D03* +X223600000Y-47400000D03* +%TO.N,Net-(F12-Pad1)*% +X197500000Y-136700000D03* +%TO.N,Net-(F13-Pad1)*% +X197550000Y-113450000D03* +%TO.N,Net-(F14-Pad1)*% +X197150000Y-91250000D03* +%TO.N,Net-(F15-Pad1)*% +X198718423Y-70342190D03* +%TO.N,Net-(F4-Pad1)*% +X201100000Y-148200000D03* +X220400000Y-43200000D03* +%TO.N,Net-(F5-Pad1)*% +X219400000Y-43200000D03* +X201100000Y-171200000D03* +%TO.N,Net-(F6-Pad1)*% +X218300000Y-43200000D03* +X199400000Y-194287500D03* +%TO.N,Net-(F7-Pad1)*% +X197300000Y-216100000D03* +X217300000Y-43200000D03* +%TO.N,Net-(F8-Pad1)*% +X197500000Y-228500000D03* +%TO.N,Net-(F9-Pad1)*% +X197600000Y-205400000D03* +%TO.N,Net-(F10-Pad1)*% +X197600000Y-182300000D03* +%TO.N,Net-(F11-Pad1)*% +X197500000Y-159300000D03* +%TO.N,Net-(F1-Pad1)*% +X201425000Y-82300000D03* +X223300000Y-43200000D03* +%TO.N,Net-(F2-Pad1)*% +X201100000Y-103300000D03* +X222300000Y-43200000D03* +%TO.N,Net-(F3-Pad1)*% +X221400000Y-43200000D03* +X201200000Y-125700000D03* +%TD*% +D18* +%TO.N,/V16*% +X199690652Y-69200000D02* +X199980660Y-69490008D01* +X194500000Y-69200000D02* +X199690652Y-69200000D01* +%TO.N,VBUS*% +X200907773Y-67621559D02* +X200519340Y-68009992D01* +X201605503Y-67621559D02* +X200907773Y-67621559D01* +%TO.N,Net-(F15-Pad1)*% +X198700000Y-70360613D02* +X198700000Y-72312499D01* +X198718423Y-70342190D02* +X198700000Y-70360613D01* +%TO.N,/V1*% +X197112499Y-84262499D02* +X199750000Y-86900000D01* +X199750000Y-86900000D02* +X199750000Y-87350000D01* +X197112499Y-83500000D02* +X197112499Y-84262499D01* +%TO.N,/V2*% +X197112500Y-104462500D02* +X199750000Y-107100000D01* +X197112500Y-103300000D02* +X197112500Y-104462500D01* +%TO.N,/V3*% +X197212500Y-128062500D02* +X199750000Y-130600000D01* +X197212500Y-126700000D02* +X197212500Y-128062500D01* +%TO.N,/V4*% +X197312500Y-150662500D02* 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%TF.FilePolarity,Negative*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.2) date 2024-12-10 12:08:48* +G04 Created by KiCad (PCBNEW 8.0.2) date 2025-02-02 12:39:54* %MOMM*% %LPD*% G01* @@ -29,513 +29,587 @@ G04 Aperture macros list* 20,1,$1+$1,$6,$7,$8,$9,0* 20,1,$1+$1,$8,$9,$2,$3,0*% G04 Aperture macros list end* -%ADD10RoundRect,0.218750X-0.218750X-0.256250X0.218750X-0.256250X0.218750X0.256250X-0.218750X0.256250X0*% +%ADD10RoundRect,0.218750X-0.165979X0.293200X-0.315613X-0.117915X0.165979X-0.293200X0.315613X0.117915X0*% %ADD11RoundRect,0.218750X0.218750X0.256250X-0.218750X0.256250X-0.218750X-0.256250X0.218750X-0.256250X0*% -%ADD12RoundRect,0.381000X0.381000X-0.762000X0.381000X0.762000X-0.381000X0.762000X-0.381000X-0.762000X0*% -%ADD13RoundRect,0.381000X-0.381000X0.762000X-0.381000X-0.762000X0.381000X-0.762000X0.381000X0.762000X0*% 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-X203429179Y-126881770D01* -X203474902Y-126934601D01* -X203486076Y-126986397D01* -X203466782Y-133778019D01* -X203446908Y-133845003D01* -X203393974Y-133890607D01* -X203342330Y-133901666D01* -X198119977Y-133882571D01* -X198053010Y-133862642D01* -X198007448Y-133809671D01* -X197996430Y-133758572D01* -X197996430Y-126982916D01* -X198016115Y-126915877D01* -X198068919Y-126870122D01* -X198120504Y-126858916D01* -X203362151Y-126862045D01* +X203518735Y-104365188D01* +X203529941Y-104416699D01* +X203529941Y-110168699D01* +X203510256Y-110235738D01* +X203457452Y-110281493D01* +X203405941Y-110292699D01* +X196253941Y-110292699D01* +X196186902Y-110273014D01* +X196141147Y-110220210D01* +X196129941Y-110168699D01* +X196129941Y-104416699D01* +X196149626Y-104349660D01* +X196202430Y-104303905D01* +X196253941Y-104292699D01* +X203405941Y-104292699D01* +X203472980Y-104312384D01* G37* G36* -X203506453Y-204116270D02* +X203472980Y-207869685D02* G01* -X203573420Y-204136199D01* -X203618982Y-204189170D01* -X203630000Y-204240269D01* -X203630000Y-211015925D01* -X203610315Y-211082964D01* -X203557511Y-211128719D01* -X203505926Y-211139925D01* -X198264278Y-211136796D01* -X198197250Y-211117071D01* -X198151527Y-211064240D01* -X198140353Y-211012444D01* -X198159647Y-204220822D01* -X198179521Y-204153838D01* -X198232455Y-204108234D01* -X198284099Y-204097175D01* -X203506453Y-204116270D01* +X203518735Y-207922489D01* +X203529941Y-207974000D01* +X203529941Y-213726000D01* +X203510256Y-213793039D01* +X203457452Y-213838794D01* +X203405941Y-213850000D01* +X196253941Y-213850000D01* +X196186902Y-213830315D01* +X196141147Y-213777511D01* +X196129941Y-213726000D01* +X196129941Y-207974000D01* +X196149626Y-207906961D01* +X196202430Y-207861206D01* +X196253941Y-207850000D01* +X203405941Y-207850000D01* +X203472980Y-207869685D01* G37* G36* -X203322151Y-241412045D02* +X203472980Y-161619685D02* G01* -X203389179Y-241431770D01* -X203434902Y-241484601D01* -X203446076Y-241536397D01* -X203426782Y-248328019D01* 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%TF.ProjectId,FT25_AMS_VSENS,46543235-5f41-44d5-935f-5653454e532e,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Paste,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.2) date 2024-12-10 12:08:48* +G04 Created by KiCad (PCBNEW 8.0.2) date 2025-02-02 12:39:54* %MOMM*% %LPD*% G01* @@ -29,79 +29,84 @@ G04 Aperture macros list* 20,1,$1+$1,$6,$7,$8,$9,0* 20,1,$1+$1,$8,$9,$2,$3,0*% G04 Aperture macros list end* -%ADD10RoundRect,0.218750X-0.218750X-0.256250X0.218750X-0.256250X0.218750X0.256250X-0.218750X0.256250X0*% +%ADD10RoundRect,0.218750X-0.165979X0.293200X-0.315613X-0.117915X0.165979X-0.293200X0.315613X0.117915X0*% %ADD11RoundRect,0.218750X0.218750X0.256250X-0.218750X0.256250X-0.218750X-0.256250X0.218750X-0.256250X0*% +%ADD12RoundRect,0.218750X-0.218750X-0.256250X0.218750X-0.256250X0.218750X0.256250X-0.218750X0.256250X0*% +%ADD13RoundRect,0.218750X-0.256250X0.218750X-0.256250X-0.218750X0.256250X-0.218750X0.256250X0.218750X0*% G04 APERTURE END LIST* D10* -%TO.C,F4*% -X199845715Y-166429421D03* -X201420715Y-166429421D03* +%TO.C,F16*% +X200519340Y-68009992D03* +X199980660Y-69490008D03* %TD*% D11* +%TO.C,F4*% +X198887500Y-148900000D03* +X197312500Y-148900000D03* +%TD*% +D12* %TO.C,F8*% -X200690715Y-257189421D03* -X199115715Y-257189421D03* +X197512500Y-229900000D03* +X199087500Y-229900000D03* %TD*% -D10* +D11* %TO.C,F2*% -X199638215Y-119179421D03* -X201213215Y-119179421D03* +X198687500Y-103300000D03* +X197112500Y-103300000D03* %TD*% +D13* %TO.C,F15*% -X200790715Y-102139421D03* -X199215715Y-102139421D03* +X198700000Y-72312499D03* +X198700000Y-73887501D03* %TD*% D11* %TO.C,F5*% -X201753215Y-189919421D03* -X200178215Y-189919421D03* +X198787500Y-171900000D03* +X197212500Y-171900000D03* %TD*% -D10* +D12* %TO.C,F11*% -X200015715Y-194889421D03* -X201590715Y-194889421D03* -%TD*% -%TO.C,F1*% -X200713215Y-96679421D03* -X199138215Y-96679421D03* +X197512500Y-160600000D03* +X199087500Y-160600000D03* %TD*% D11* -%TO.C,F6*% -X201708215Y-212249421D03* -X200133215Y-212249421D03* +%TO.C,F1*% +X198687501Y-83500000D03* +X197112499Y-83500000D03* %TD*% -D10* +%TO.C,F6*% +X198687500Y-195000000D03* +X197112500Y-195000000D03* +%TD*% +D12* %TO.C,F10*% -X199725715Y-217299421D03* -X201300715Y-217299421D03* +X197212500Y-183800000D03* +X198787500Y-183800000D03* %TD*% %TO.C,F9*% -X199858215Y-240039421D03* -X201433215Y-240039421D03* +X197212500Y-206800000D03* +X198787500Y-206800000D03* %TD*% %TO.C,F14*% -X199935715Y-125959421D03* -X201510715Y-125959421D03* +X197112500Y-92300000D03* +X198687500Y-92300000D03* %TD*% %TO.C,F12*% -X199812500Y-172760000D03* -X201387500Y-172760000D03* -%TD*% -%TO.C,F3*% -X199638215Y-142609421D03* -X201213215Y-142609421D03* -%TD*% -%TO.C,F13*% -X199795715Y-149359421D03* -X201370715Y-149359421D03* +X197212500Y-138000000D03* +X198787500Y-138000000D03* %TD*% D11* -%TO.C,F7*% -X201603215Y-234899421D03* -X200028215Y-234899421D03* +%TO.C,F3*% +X198787500Y-126700000D03* +X197212500Y-126700000D03* %TD*% -%TO.C,F16*% -X200970715Y-79629274D03* -X199395715Y-79629274D03* +D12* +%TO.C,F13*% +X197212500Y-114800000D03* +X198787500Y-114800000D03* +%TD*% +%TO.C,F7*% +X197312500Y-217500000D03* +X198887500Y-217500000D03* %TD*% M02* diff --git a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-F_Silkscreen.gbr b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-F_Silkscreen.gbr index 62ef890..dffd9b5 100644 --- a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-F_Silkscreen.gbr +++ b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-F_Silkscreen.gbr @@ -1,836 +1,700 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*% -%TF.CreationDate,2024-12-10T12:08:48+01:00*% +%TF.CreationDate,2025-02-02T12:39:54+01:00*% %TF.ProjectId,FT25_AMS_VSENS,46543235-5f41-44d5-935f-5653454e532e,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Legend,Top*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.2) date 2024-12-10 12:08:48* +G04 Created by KiCad (PCBNEW 8.0.2) date 2025-02-02 12:39:54* %MOMM*% %LPD*% G01* G04 APERTURE LIST* -%ADD10C,0.125000*% -%ADD11C,0.150000*% -%ADD12C,0.120000*% +G04 Aperture macros list* +%AMRoundRect* +0 Rectangle with rounded corners* +0 $1 Rounding radius* +0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners* +0 Add a 4 corners polygon primitive as box body* +4,1,4,$2,$3,$4,$5,$6,$7,$8,$9,$2,$3,0* +0 Add four circle primitives for the rounded corners* +1,1,$1+$1,$2,$3* +1,1,$1+$1,$4,$5* +1,1,$1+$1,$6,$7* +1,1,$1+$1,$8,$9* +0 Add four rect primitives between the rounded corners* +20,1,$1+$1,$2,$3,$4,$5,0* +20,1,$1+$1,$4,$5,$6,$7,0* +20,1,$1+$1,$6,$7,$8,$9,0* +20,1,$1+$1,$8,$9,$2,$3,0*% +G04 Aperture macros list end* +%ADD10C,0.120000*% +%ADD11RoundRect,0.218750X-0.165979X0.293200X-0.315613X-0.117915X0.165979X-0.293200X0.315613X0.117915X0*% +%ADD12RoundRect,0.218750X0.218750X0.256250X-0.218750X0.256250X-0.218750X-0.256250X0.218750X-0.256250X0*% +%ADD13RoundRect,0.218750X-0.218750X-0.256250X0.218750X-0.256250X0.218750X0.256250X-0.218750X0.256250X0*% +%ADD14RoundRect,0.381000X0.381000X-0.762000X0.381000X0.762000X-0.381000X0.762000X-0.381000X-0.762000X0*% +%ADD15RoundRect,0.218750X-0.256250X0.218750X-0.256250X-0.218750X0.256250X-0.218750X0.256250X0.218750X0*% +%ADD16RoundRect,0.381000X-0.381000X0.762000X-0.381000X-0.762000X0.381000X-0.762000X0.381000X0.762000X0*% +%ADD17RoundRect,0.381000X-0.849799X-0.060393X0.558194X-0.643603X0.849799X0.060393X-0.558194X0.643603X0*% G04 APERTURE END LIST* D10* -X206390331Y-69191119D02* -X206390331Y-68191119D01* -X206390331Y-68191119D02* -X206771283Y-68191119D01* -X206771283Y-68191119D02* -X206866521Y-68238738D01* -X206866521Y-68238738D02* -X206914140Y-68286357D01* -X206914140Y-68286357D02* -X206961759Y-68381595D01* -X206961759Y-68381595D02* -X206961759Y-68524452D01* -X206961759Y-68524452D02* -X206914140Y-68619690D01* -X206914140Y-68619690D02* -X206866521Y-68667309D01* -X206866521Y-68667309D02* -X206771283Y-68714928D01* -X206771283Y-68714928D02* -X206390331Y-68714928D01* -X207866521Y-69191119D02* -X207390331Y-69191119D01* -X207390331Y-69191119D02* -X207390331Y-68191119D01* -X208199855Y-68191119D02* -X208199855Y-69000642D01* -X208199855Y-69000642D02* -X208247474Y-69095880D01* -X208247474Y-69095880D02* -X208295093Y-69143500D01* -X208295093Y-69143500D02* -X208390331Y-69191119D01* -X208390331Y-69191119D02* -X208580807Y-69191119D01* -X208580807Y-69191119D02* -X208676045Y-69143500D01* -X208676045Y-69143500D02* -X208723664Y-69095880D01* -X208723664Y-69095880D02* -X208771283Y-69000642D01* -X208771283Y-69000642D02* -X208771283Y-68191119D01* -X209199855Y-69143500D02* -X209342712Y-69191119D01* -X209342712Y-69191119D02* -X209580807Y-69191119D01* -X209580807Y-69191119D02* -X209676045Y-69143500D01* -X209676045Y-69143500D02* -X209723664Y-69095880D01* 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+X219446445Y-58712384D01* +G37* +%LPD*% M02* diff --git a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-In1_Cu.gbr b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-In1_Cu.gbr index 27d53f6..19a59f4 100644 --- a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-In1_Cu.gbr +++ b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-In1_Cu.gbr @@ -1,56 +1,159 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*% -%TF.CreationDate,2024-12-10T12:08:48+01:00*% +%TF.CreationDate,2025-02-02T12:39:54+01:00*% %TF.ProjectId,FT25_AMS_VSENS,46543235-5f41-44d5-935f-5653454e532e,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L2,Inr*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.2) date 2024-12-10 12:08:48* +G04 Created by KiCad (PCBNEW 8.0.2) date 2025-02-02 12:39:54* %MOMM*% %LPD*% G01* G04 APERTURE LIST* -%TA.AperFunction,ComponentPad*% -%ADD10C,1.381000*% +%TA.AperFunction,ViaPad*% +%ADD10C,0.600000*% +%TD*% +%TA.AperFunction,Conductor*% +%ADD11C,0.250000*% %TD*% G04 APERTURE END LIST* D10* +%TO.N,VBUS*% +X201605503Y-67621559D03* +X212900000Y-57650000D03* +X208500000Y-47700000D03* %TO.N,GND*% -%TO.C,J18*% -X207080000Y-57230000D03* -X207080000Y-55230000D03* -%TO.N,Net-(J18-Pin_3)*% -X209080000Y-57230000D03* -%TO.N,Net-(J18-Pin_4)*% -X209080000Y-55230000D03* -%TO.N,Net-(J18-Pin_5)*% -X211080000Y-57230000D03* -%TO.N,Net-(J18-Pin_6)*% -X211080000Y-55230000D03* -%TO.N,Net-(J18-Pin_7)*% -X213080000Y-57230000D03* -%TO.N,Net-(J18-Pin_8)*% -X213080000Y-55230000D03* -%TO.N,Net-(J18-Pin_9)*% -X215080000Y-57230000D03* -%TO.N,Net-(J18-Pin_10)*% -X215080000Y-55230000D03* -%TO.N,Net-(J18-Pin_11)*% -X217080000Y-57230000D03* -%TO.N,Net-(J18-Pin_12)*% -X217080000Y-55230000D03* -%TO.N,Net-(J18-Pin_13)*% -X219080000Y-57230000D03* -%TO.N,Net-(J18-Pin_14)*% -X219080000Y-55230000D03* -%TO.N,Net-(J18-Pin_15)*% -X221080000Y-57230000D03* -%TO.N,Net-(J18-Pin_16)*% -X221080000Y-55230000D03* -%TO.N,Net-(J18-Pin_17)*% -X223080000Y-57230000D03* -%TO.N,Net-(J18-Pin_18)*% -X223080000Y-55230000D03* +X223600000Y-47400000D03* +%TO.N,Net-(F12-Pad1)*% +X197500000Y-136700000D03* +%TO.N,Net-(F13-Pad1)*% +X197550000Y-113450000D03* +%TO.N,Net-(F14-Pad1)*% +X197150000Y-91250000D03* +%TO.N,Net-(F15-Pad1)*% +X198718423Y-70342190D03* +%TO.N,Net-(F4-Pad1)*% +X201100000Y-148200000D03* +X220400000Y-43200000D03* +%TO.N,Net-(F5-Pad1)*% +X219400000Y-43200000D03* +X201100000Y-171200000D03* +%TO.N,Net-(F6-Pad1)*% +X218300000Y-43200000D03* +X199400000Y-194287500D03* +%TO.N,Net-(F7-Pad1)*% +X197300000Y-216100000D03* +X217300000Y-43200000D03* +%TO.N,Net-(F8-Pad1)*% +X197500000Y-228500000D03* +%TO.N,Net-(F9-Pad1)*% +X197600000Y-205400000D03* +%TO.N,Net-(F10-Pad1)*% +X197600000Y-182300000D03* +%TO.N,Net-(F11-Pad1)*% +X197500000Y-159300000D03* +%TO.N,Net-(F1-Pad1)*% +X201425000Y-82300000D03* +X223300000Y-43200000D03* +%TO.N,Net-(F2-Pad1)*% +X201100000Y-103300000D03* +X222300000Y-43200000D03* +%TO.N,Net-(F3-Pad1)*% +X221400000Y-43200000D03* +X201200000Y-125700000D03* +%TD*% +D11* +%TO.N,Net-(F4-Pad1)*% +X220400000Y-44600000D02* +X215250000Y-49750000D01* +X220400000Y-43200000D02* +X220400000Y-44600000D01* +X199871776Y-146971776D02* +X201100000Y-148200000D01* +X199871776Y-73028224D02* +X215250000Y-62300000D01* +X215250000Y-49750000D02* +X215250000Y-62300000D01* +X199871776Y-73028224D02* +X199871776Y-146971776D01* +%TO.N,Net-(F5-Pad1)*% +X199421776Y-72550000D02* +X199421776Y-169521776D01* +X214800000Y-61750000D02* +X199421776Y-72550000D01* +X219400000Y-43200000D02* +X219400000Y-44500000D01* +X214800000Y-49100000D02* +X214800000Y-61750000D01* +X199421776Y-169521776D02* +X201100000Y-171200000D01* +X219400000Y-44500000D02* +X214800000Y-49100000D01* +%TO.N,Net-(F6-Pad1)*% +X198971776Y-72000000D02* +X214350000Y-61200000D01* +X198971776Y-72000000D02* +X198971776Y-193859276D01* +X218300000Y-44400000D02* +X214350000Y-48350000D01* +X218300000Y-43200000D02* +X218300000Y-44400000D01* +X198971776Y-193859276D02* +X199400000Y-194287500D01* +X214350000Y-48350000D02* +X214350000Y-61200000D01* +%TO.N,Net-(F7-Pad1)*% +X198500000Y-214900000D02* +X197300000Y-216100000D01* +X213900000Y-47600000D02* +X213900000Y-60900000D01* +X213900000Y-60900000D02* +X198500000Y-71650000D01* +X217300000Y-44200000D02* +X213900000Y-47600000D01* +X217300000Y-43200000D02* +X217300000Y-44200000D01* +X198500000Y-71650000D02* +X198500000Y-214900000D01* +%TO.N,Net-(F1-Pad1)*% +X201500000Y-82225000D02* +X201500000Y-74450000D01* +X217000000Y-63600000D02* +X201500000Y-74450000D01* +X217000000Y-50700000D02* +X223300000Y-44400000D01* +X223300000Y-44400000D02* +X223300000Y-43200000D01* +X217000000Y-63600000D02* +X217000000Y-50700000D01* +X201425000Y-82300000D02* +X201500000Y-82225000D01* +%TO.N,Net-(F2-Pad1)*% +X200800000Y-103000000D02* +X201100000Y-103300000D01* +X200800000Y-74050000D02* +X216300000Y-63200000D01* +X222300000Y-43200000D02* +X222300000Y-44500000D01* +X200800000Y-74050000D02* +X200800000Y-103000000D01* +X222300000Y-44500000D02* +X216300000Y-50500000D01* +X216300000Y-50500000D02* +X216300000Y-63200000D01* +%TO.N,Net-(F3-Pad1)*% +X221400000Y-43200000D02* +X221400000Y-44500000D01* +X215700000Y-62850000D02* +X200321776Y-73650000D01* +X200321776Y-124821776D02* +X201200000Y-125700000D01* +X221400000Y-44500000D02* +X215700000Y-50200000D01* +X200321776Y-73650000D02* +X200321776Y-124821776D01* +X215700000Y-50200000D02* +X215700000Y-62850000D01* %TD*% M02* diff --git a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-In2_Cu.gbr b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-In2_Cu.gbr index 2fba8ef..84af203 100644 --- a/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-In2_Cu.gbr +++ b/FT25_AMS_VSENS/gerber/FT25_AMS_VSENS-In2_Cu.gbr @@ -1,478 +1,1411 @@ %TF.GenerationSoftware,KiCad,Pcbnew,8.0.2*% -%TF.CreationDate,2024-12-10T12:08:48+01:00*% +%TF.CreationDate,2025-02-02T12:39:54+01:00*% %TF.ProjectId,FT25_AMS_VSENS,46543235-5f41-44d5-935f-5653454e532e,rev?*% %TF.SameCoordinates,Original*% %TF.FileFunction,Copper,L3,Inr*% %TF.FilePolarity,Positive*% %FSLAX46Y46*% G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)* -G04 Created by KiCad (PCBNEW 8.0.2) date 2024-12-10 12:08:48* +G04 Created by KiCad (PCBNEW 8.0.2) date 2025-02-02 12:39:54* %MOMM*% %LPD*% G01* G04 APERTURE LIST* -%TA.AperFunction,ComponentPad*% -%ADD10C,1.381000*% +%TA.AperFunction,ViaPad*% +%ADD10C,0.600000*% %TD*% G04 APERTURE END LIST* D10* +%TO.N,VBUS*% +X201605503Y-67621559D03* +X212900000Y-57650000D03* +X208500000Y-47700000D03* %TO.N,GND*% -%TO.C,J18*% -X207080000Y-57230000D03* -X207080000Y-55230000D03* -%TO.N,Net-(J18-Pin_3)*% -X209080000Y-57230000D03* -%TO.N,Net-(J18-Pin_4)*% -X209080000Y-55230000D03* -%TO.N,Net-(J18-Pin_5)*% -X211080000Y-57230000D03* -%TO.N,Net-(J18-Pin_6)*% -X211080000Y-55230000D03* -%TO.N,Net-(J18-Pin_7)*% -X213080000Y-57230000D03* -%TO.N,Net-(J18-Pin_8)*% -X213080000Y-55230000D03* -%TO.N,Net-(J18-Pin_9)*% -X215080000Y-57230000D03* -%TO.N,Net-(J18-Pin_10)*% -X215080000Y-55230000D03* -%TO.N,Net-(J18-Pin_11)*% -X217080000Y-57230000D03* -%TO.N,Net-(J18-Pin_12)*% -X217080000Y-55230000D03* -%TO.N,Net-(J18-Pin_13)*% -X219080000Y-57230000D03* -%TO.N,Net-(J18-Pin_14)*% -X219080000Y-55230000D03* -%TO.N,Net-(J18-Pin_15)*% -X221080000Y-57230000D03* -%TO.N,Net-(J18-Pin_16)*% -X221080000Y-55230000D03* -%TO.N,Net-(J18-Pin_17)*% -X223080000Y-57230000D03* -%TO.N,Net-(J18-Pin_18)*% -X223080000Y-55230000D03* +X223600000Y-47400000D03* +%TO.N,Net-(F12-Pad1)*% +X197500000Y-136700000D03* +%TO.N,Net-(F13-Pad1)*% +X197550000Y-113450000D03* +%TO.N,Net-(F14-Pad1)*% +X197150000Y-91250000D03* +%TO.N,Net-(F15-Pad1)*% +X198718423Y-70342190D03* +%TO.N,Net-(F4-Pad1)*% +X201100000Y-148200000D03* +X220400000Y-43200000D03* +%TO.N,Net-(F5-Pad1)*% +X219400000Y-43200000D03* +X201100000Y-171200000D03* +%TO.N,Net-(F6-Pad1)*% +X218300000Y-43200000D03* +X199400000Y-194287500D03* +%TO.N,Net-(F7-Pad1)*% +X197300000Y-216100000D03* +X217300000Y-43200000D03* +%TO.N,Net-(F8-Pad1)*% +X197500000Y-228500000D03* +%TO.N,Net-(F9-Pad1)*% +X197600000Y-205400000D03* +%TO.N,Net-(F10-Pad1)*% +X197600000Y-182300000D03* +%TO.N,Net-(F11-Pad1)*% +X197500000Y-159300000D03* +%TO.N,Net-(F1-Pad1)*% +X201425000Y-82300000D03* +X223300000Y-43200000D03* +%TO.N,Net-(F2-Pad1)*% +X201100000Y-103300000D03* +X222300000Y-43200000D03* +%TO.N,Net-(F3-Pad1)*% +X221400000Y-43200000D03* +X201200000Y-125700000D03* %TD*% %TA.AperFunction,Conductor*% %TO.N,GND*% G36* -X226372539Y-50610185D02* +X228144091Y-40102079D02* G01* -X226418294Y-50662989D01* -X226429500Y-50714500D01* -X226429500Y-258075500D01* -X226409815Y-258142539D01* -X226357011Y-258188294D01* -X226305500Y-258199500D01* -X198324500Y-258199500D01* -X198257461Y-258179815D01* -X198211706Y-258127011D01* -X198200500Y-258075500D01* -X198200500Y-55229999D01* -X207883898Y-55229999D01* -X207883898Y-55230000D01* -X207904263Y-55449778D01* -X207964669Y-55662085D01* -X208063054Y-55859667D01* -X208196071Y-56035811D01* -X208308566Y-56138363D01* -X208344848Y-56198074D01* 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2 -171 - 1 -172 - 0 - 90 - 2 - 40 -0.0 - 41 -0.0 -173 - 1 - 91 --1056964608 -340 -14 - 92 - -2 -290 - 1 - 42 -0.09 -291 - 1 - 43 -0.36 - 3 -Standard -341 -0 - 44 -0.18 -300 - -342 -11 -174 - 1 -178 - 6 -175 - 1 -176 - 0 - 93 --1056964608 - 45 -0.18 -292 - 0 -297 - 0 - 46 -0.18 -343 -0 - 94 --1056964608 - 47 -1.0 - 49 -1.0 -140 -1.0 -293 - 1 -141 -0.0 -294 - 1 -177 - 0 -142 -1.0 -295 - 0 -296 - 0 -143 -0.125 -1001 -ACAD_MLEADERVER -1070 - 2 - 0 -MLINESTYLE - 5 -18 -102 -{ACAD_REACTORS -330 -17 -102 -} -330 -17 -100 -AcDbMlineStyle - 2 -Standard - 70 - 0 - 3 - - 62 - 256 - 51 -90.0 - 52 -90.0 - 71 - 2 - 49 -0.5 - 62 - 256 - 6 -BYLAYER - 49 --0.5 - 62 - 256 - 6 -BYLAYER - 0 -ACDBPLACEHOLDER - 5 -F -102 -{ACAD_REACTORS -330 -E -102 -} -330 -E - 0 -SCALE - 5 -48 -102 -{ACAD_REACTORS -330 -47 -102 -} -330 -47 -100 -AcDbScale - 70 - 0 -300 -1:1 -140 -1.0 -141 -1.0 -290 - 1 - 0 -SCALE - 5 -49 -102 -{ACAD_REACTORS -330 -47 -102 -} -330 -47 -100 -AcDbScale - 70 - 0 -300 -1/128" = 1'-0" -140 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