干涉检查前保存

ethan

2022-12-10 120ba115959afc1619bb9f1b5e08a16da0a59a3e

干涉检查前保存

 SX7H02060050-1 Gerber V04/GERBER-SX7H02060050-1.zip

Binary files differ

 SX7H02060050-1 Gerber V04/SX7H02060050-1-CuBottom.gbr

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 SX7H02060050-1 Gerber V04/SX7H02060050-1-CuTop.gbr

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 SX7H02060050-1 Gerber V04/SX7H02060050-1-EdgeCuts.gbr

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 SX7H02060050-1 Gerber V04/SX7H02060050-1-MaskBottom.gbr

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 SX7H02060050-1 Gerber V04/SX7H02060050-1-MaskTop.gbr

New file
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New file
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 SX7H02060050-1 Gerber V04/SX7H02060050-1-PTH.drl

New file
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New file
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 SX7H02060050-1.kicad_prl

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    (uuid 8c28747f-1fb1-4ac9-a961-533d1fbddef3)
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    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid 8c28747f-1fb1-4ac9-a961-533d1fbddef4)
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  (wire (pts (xy 132.08 31.75) (xy 148.59 31.75))
    (stroke (width 0) (type default) (color 0 0 0 0))
@@ -1418,6 +1386,10 @@
  (wire (pts (xy 113.03 66.04) (xy 120.65 66.04))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid 98a5ac00-b403-4753-9c2d-e9d37e0669db)
  )
  (wire (pts (xy 194.31 135.89) (xy 194.31 132.08))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid 99d2e5fc-da7a-44fc-b0c2-e94d513266e3)
  )
  (wire (pts (xy 161.29 105.41) (xy 161.29 113.03))
    (stroke (width 0) (type default) (color 0 0 0 0))
@@ -1591,14 +1563,6 @@
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid d4d22fba-2220-4aa1-98c0-d2ef2caffd88)
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  (wire (pts (xy 149.86 156.21) (xy 161.29 156.21))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid d83c84c9-0b14-4c0f-9d4e-9279e1bd5848)
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  (wire (pts (xy 161.29 156.21) (xy 166.37 156.21))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid d83c84c9-0b14-4c0f-9d4e-9279e1bd5849)
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  (wire (pts (xy 137.16 92.71) (xy 144.78 92.71))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid da4143de-e330-40ea-800b-0fd5b2f208f8)
@@ -1643,14 +1607,6 @@
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid e7cee5ef-8087-4762-9762-0f975fab4d78)
  )
  (wire (pts (xy 134.62 156.21) (xy 134.62 143.51))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid e7cee5ef-8087-4762-9762-0f975fab4d79)
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  (wire (pts (xy 142.24 156.21) (xy 134.62 156.21))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid e7cee5ef-8087-4762-9762-0f975fab4d7a)
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  (wire (pts (xy 36.83 153.67) (xy 36.83 157.48))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid e7ec9521-65bb-4270-b834-3c07d19f776f)
@@ -1691,19 +1647,7 @@
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid f9294fcf-2162-4b97-ba27-55ba18003b7a)
  )
  (wire (pts (xy 173.99 156.21) (xy 177.8 156.21))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid f9ae2661-7331-4f75-b4ed-7078a48df2dd)
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  (wire (pts (xy 177.8 156.21) (xy 194.31 156.21))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid f9ae2661-7331-4f75-b4ed-7078a48df2de)
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  (wire (pts (xy 194.31 143.51) (xy 194.31 132.08))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid f9ae2661-7331-4f75-b4ed-7078a48df2df)
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  (wire (pts (xy 194.31 156.21) (xy 194.31 143.51))
  (wire (pts (xy 194.31 135.89) (xy 194.31 143.51))
    (stroke (width 0) (type default) (color 0 0 0 0))
    (uuid f9ae2661-7331-4f75-b4ed-7078a48df2e0)
  )
@@ -2044,10 +1988,10 @@
    (property "Manufacturer" "RESI(开步睿思）" (id 4) (at 146.05 128.27 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "AECR1206F12K0K9" (id 6) (at 146.05 128.27 0)
    (property "Manufacturer Product Number" "AECR0805F12K0K9" (id 6) (at 146.05 128.27 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "RES 12k 1% 1/4W 1206" (id 7) (at 146.05 128.27 0)
    (property "Descriptions" "RES 12k 1% 1/8W 0805" (id 7) (at 146.05 128.27 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid 691299c0-0e74-4695-aa9b-2ef4580f0576))
@@ -2124,10 +2068,10 @@
    (property "Manufacturer" "RESI(开步睿思）" (id 4) (at 146.05 143.51 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "AECR1206F13K0K9" (id 6) (at 146.05 143.51 0)
    (property "Manufacturer Product Number" "AECR0805F13K0K9" (id 6) (at 146.05 143.51 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "RES 13k 1% 1/4W 1206" (id 7) (at 146.05 143.51 0)
    (property "Descriptions" "RES 13k 1% 1/8W 0805" (id 7) (at 146.05 143.51 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid a9b31e14-4060-428e-8ea8-1dd61fbb49bb))
@@ -2964,10 +2908,10 @@
    (property "Manufacturer" "RESI(开步睿思）" (id 4) (at 233.68 134.62 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "AECR1206F9K10K9" (id 6) (at 233.68 134.62 0)
    (property "Manufacturer Product Number" "AECR0805F9K10K9" (id 6) (at 233.68 134.62 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "RES 9.1k 1% 1/4W 1206" (id 7) (at 233.68 134.62 0)
    (property "Descriptions" "RES 9.1k 1% 1/8W 0805" (id 7) (at 233.68 134.62 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid aec49b88-f8b1-4987-829e-2eec6e2721c9))
@@ -3008,10 +2952,10 @@
    (property "Manufacturer" "RESI(开步睿思）" (id 4) (at 146.05 48.26 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "AECR1206F13K0K9" (id 6) (at 146.05 48.26 0)
    (property "Manufacturer Product Number" "AECR0805F13K0K9" (id 6) (at 146.05 48.26 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "RES 13k 1% 1/4W 1206" (id 7) (at 146.05 48.26 0)
    (property "Descriptions" "RES 13k 1% 1/8W 0805" (id 7) (at 146.05 48.26 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid ce778aed-9f4b-41ab-a93c-56dabb5b44ed))
@@ -3243,10 +3187,10 @@
    (property "Manufacturer" "RESI(开步睿思）" (id 4) (at 148.59 92.71 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "AECR1206F8K20K9" (id 6) (at 148.59 92.71 0)
    (property "Manufacturer Product Number" "AC0805FR-078K2L" (id 6) (at 148.59 92.71 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "RES 8.2k 1% 1/4W 1206" (id 7) (at 148.59 92.71 0)
    (property "Descriptions" "RES 8.2k 1% 1/8W 0805" (id 7) (at 148.59 92.71 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid 53259466-75c9-4f20-a8b1-21c301677fe2))
@@ -3428,29 +3372,29 @@
    (pin "2" (uuid c63ba373-279e-4268-b129-684037bb2794))
  )

  (symbol (lib_id "Device:LED") (at 170.18 156.21 180) (unit 1)
  (symbol (lib_id "Device:LED") (at 185.42 143.51 180) (unit 1)
    (in_bom yes) (on_board yes)
    (uuid 9b5262fc-0489-4258-a3e7-81ebdf97de96)
    (property "Reference" "D204" (id 0) (at 166.37 157.48 0))
    (property "Value" "LED_RED" (id 1) (at 170.5609 152.8596 0)
    (property "Reference" "D204" (id 0) (at 181.61 144.78 0))
    (property "Value" "LED_RED" (id 1) (at 185.8009 140.1596 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Footprint" "LED_SMD:LED_miniPLCC_2315_Handsoldering" (id 2) (at 170.18 156.21 0)
    (property "Footprint" "LED_SMD:LED_miniPLCC_2315_Handsoldering" (id 2) (at 185.42 143.51 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Datasheet" "~" (id 3) (at 170.18 156.21 0)
    (property "Datasheet" "~" (id 3) (at 185.42 143.51 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "H2214AV32A3C01" (id 4) (at 170.18 156.21 0)
    (property "Manufacturer Product Number" "H2214AV32A3C01" (id 4) (at 185.42 143.51 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer" "HongBright" (id 5) (at 170.18 156.21 0)
    (property "Manufacturer" "HongBright" (id 5) (at 185.42 143.51 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "LED Red SMD 2315" (id 6) (at 170.18 156.21 0)
    (property "Descriptions" "LED Red SMD 2315" (id 6) (at 185.42 143.51 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Description" "LED Red SMD 2315" (id 7) (at 170.18 156.21 0)
    (property "Description" "LED Red SMD 2315" (id 7) (at 185.42 143.51 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid 361ee356-7e49-4d25-ba71-53449b5234b7))
@@ -3580,32 +3524,6 @@
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid 299fa642-9829-4b33-9ae6-df858b88bdb2))
  )

  (symbol (lib_id "Device:R") (at 170.18 148.59 90) (unit 1)
    (in_bom yes) (on_board yes)
    (uuid b41a1fdc-3f39-4a90-b65b-33509c012995)
    (property "Reference" "R214" (id 0) (at 170.18 148.59 90))
    (property "Value" "100k" (id 1) (at 170.18 148.9226 90)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Footprint" "Resistor_SMD:R_0603_1608Metric" (id 2) (at 170.18 150.368 90)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Datasheet" "~" (id 3) (at 170.18 148.59 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer" "RESI(开步睿思）" (id 4) (at 170.18 148.59 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "AECR0603F100KK9" (id 6) (at 170.18 148.59 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "RES 100k 1% 1/10W 0603" (id 7) (at 170.18 148.59 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid 003f0853-31af-4e72-bafa-1ae6d7d8b73c))
    (pin "2" (uuid 4ec71692-f345-45e9-beef-8fee22cc278c))
  )

  (symbol (lib_id "power:VCC") (at 134.62 48.26 90) (unit 1)
@@ -3924,10 +3842,10 @@
    (property "Manufacturer" "RESI(开步睿思）" (id 4) (at 232.41 93.98 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "AECR1206F9K10K9" (id 6) (at 232.41 93.98 0)
    (property "Manufacturer Product Number" "AECR0805F9K10K9" (id 6) (at 232.41 93.98 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "RES 9.1k 1% 1/4W 1206" (id 7) (at 232.41 93.98 0)
    (property "Descriptions" "RES 9.1k 1% 1/8W 0805" (id 7) (at 232.41 93.98 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid 1a1b2196-8adf-4f33-babd-69eebe25ba47))
@@ -3938,7 +3856,7 @@
    (in_bom yes) (on_board yes)
    (uuid c8f826f5-3874-4db8-bc72-4ff25b1a16a0)
    (property "Reference" "R228" (id 0) (at 50.8 29.21 90))
    (property "Value" "8.2K" (id 1) (at 50.8 27.0026 90)
    (property "Value" "8.2k" (id 1) (at 50.8 27.0026 90)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Footprint" "Resistor_SMD:R_0805_2012Metric" (id 2) (at 50.8 30.988 90)
@@ -3950,10 +3868,10 @@
    (property "Manufacturer" "RESI(开步睿思）" (id 4) (at 50.8 29.21 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "AECR1206F8K20K9" (id 6) (at 50.8 29.21 0)
    (property "Manufacturer Product Number" "AC0805FR-078K2L" (id 6) (at 50.8 29.21 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "RES 8.2k 1% 1/4W 1206" (id 7) (at 50.8 29.21 0)
    (property "Descriptions" "RES 8.2k 1% 1/8W 0805" (id 7) (at 50.8 29.21 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid 3057cd76-981e-4b15-aac6-aae923e76093))
@@ -4007,32 +3925,6 @@
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid 3a40f1f5-b5a3-48bc-adb3-946ef14992ed))
  )

  (symbol (lib_id "Device:R") (at 146.05 156.21 90) (unit 1)
    (in_bom yes) (on_board yes)
    (uuid d62392aa-ed93-439a-a1b1-de3b47fc1f3c)
    (property "Reference" "R209" (id 0) (at 146.05 156.21 90))
    (property "Value" "13k" (id 1) (at 146.05 156.21 90)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Footprint" "Resistor_SMD:R_0805_2012Metric" (id 2) (at 146.05 157.988 90)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Datasheet" "~" (id 3) (at 146.05 156.21 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer" "RESI(开步睿思）" (id 4) (at 146.05 156.21 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "AECR1206F13K0K9" (id 6) (at 146.05 156.21 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "RES 13k 1% 1/4W 1206" (id 7) (at 146.05 156.21 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid 08c46b62-f3d3-4892-aeb0-8d1a4a618ca6))
    (pin "2" (uuid 16e1b0df-48fd-40e9-a663-eee15f91f878))
  )

  (symbol (lib_id "Device:Q_NPN_BEC_BRT") (at 165.1 43.18 0) (mirror x) (unit 1)
@@ -4147,10 +4039,10 @@
    (property "Manufacturer" "RESI(开步睿思）" (id 4) (at 228.6 48.26 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "AECR1206F12K0K9" (id 6) (at 228.6 48.26 0)
    (property "Manufacturer Product Number" "AECR0805F12K0K9" (id 6) (at 228.6 48.26 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "RES 12k 1% 1/4W 1206" (id 7) (at 228.6 48.26 0)
    (property "Descriptions" "RES 12k 1% 1/8W 0805" (id 7) (at 228.6 48.26 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (pin "1" (uuid b3803c82-a246-471f-9451-850ffee22028))
@@ -4422,10 +4314,10 @@
    (property "Manufacturer" "RESI(开步睿思）" (id 4) (at 146.05 113.03 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Manufacturer Product Number" "AECR1206F8K20K9" (id 6) (at 146.05 113.03 0)
    (property "Manufacturer Product Number" "AC0805FR-078K2L" (id 6) (at 146.05 113.03 0)
      (effects (font (size 1.27 1.27)) hide)
    )
    (property "Descriptions" "RES 8.2k 1% 1/4W 1206" (id 7) (at 146.05 113.03 0)
    (property "Descriptions" "RES 8.2k 1% 1/8W 0805" (id 7) (at 146.05 113.03 0)
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var pcbdata = JSON.parse(LZString.decompressFromBase64("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"))
var pcbdata = JSON.parse(LZString.decompressFromBase64("N4IgpgJg5mDOD6AjRB7AHiAXAAlAWwEsA7DHARgGYAmAOjIDYAGR+gVgBpsRCiBPLbPTI1WVMgHYAnJ24BDNKWwMAHDQoAWCuPXiZeefxyT1NZq1YsAvjMgxYAgNqgALrwAOYASFhgoeMETOIDKwzrIATkE4DmSs9DTa4kJknJIUNJJkysz0ALo2RBCOZOqsCTqskvSp6ZnZLPlcAO4EEM4AFgKMdOKs1rggrh5ePn4BQSFhkcUaNFQVVZzi4jRCTIzqjeCFM7TzvcpLK2vMmzItbZ043RJ9nC7unjjevv6BwVyhEVHYMdRzFUOghW4gYGy2ASK0UoewqbE49HSoKYZ2arQ6XR6dwGQyen1e4w+3imPxi9BWFmU9E0COE1IobAoEJ20PJCVYWUkQKE5XU6ioVC2Fwx1yx/Qew2eozeE0+JJmJn2cQ4gloSSYVGUzKhvxKtGpvU1CLV9A1WvO6Ku2BuvXFg0eIwJ70m32K/NWFSNqoSpsYmu1bv1nu5dKyjCyQstmNudtxXgAxgRwvGADaeF3TVnCdSSXOxBErZS9JKSLbhWQQAgAV3sorMFsuAlYYAAtIwVSAAGYEFNpnVkWMOqVO2XE13Q2ZK+GCJFg1HbHV/RVwlX0E1myON0Ux+72yX4sbOuXj3VsynkiicKkZSQC+YB1krfbJK8rP1sIubkXWsW7uPDw9Ry+TNT1UAUsnoaRsGvKgpD9UsCkXFQ6DEMh82g+JRAFVh52FK0bWxCU8ReQCiWA0lkLIMRGGUVdaDQhkqCZRDinoMCxGUCgoLXNQ4mUdRzTRLcfx3HEhwPGUyPlCdYQOJZ0hOcEWInZc5OwcQFLBJShO/AjB33EjJIzCj3QNUQQ1WMMI2U08n0BWlVkYW8EJ0/DfzEgzpUJYyZjfQFL2BBI5wfXV/iVbkQWChtdPcojHVInzHwyJhlAFK94g0tDlhCskQQ5Zz0poZRMlKVgvzc0S4oAozjxAv5ZOVBFZxRHLKFUxqZyClrooq20/3EwzvNqii2LmDiuONXi2IE1rRqoOIxF0b0hCkVhxHK6M+o84ivKPMc6so1D0OvLD5vnSFWJWKoaLSjCEgoLL1p6zbCL3HaRykk8yTA+zlokSQ1tmsCFp0QrwykZQyA27ctqqiShv2karqYKQUkEYRJA2J6uAu1lVCosgaLouhKDXZjXJe/T3oS4bLoBJI0NfUwqA/bGFzp59Gegt9/sh6GRNht74pqxGOd+nkmGc2aKRo+kHPpRl+b0/rPI+xLQvaoENMs9ZzpZDX6dYLXhDEbqKZh17/3hvbyLp3oyAKu7ipKcxpZEWWNMK3M71wqMLaphMk1TdNadZEw+Uh5RuXiTJxFS8mQHLSsa0xetzewZs2w7bte0gAQBxV4iInjT6DupDImKW00fQoBOk+rWtsFoSpc044zZCIKA0wEFtCdURhEI7ru8XEWgB/T5XtuFhHbZkw2teOLS9aQsLfu1xTfeEye4ZARNk279XcrUKodGqQQygBrlYjLCsG9T9tnpwTOH64HO+3zgPnj34PS4orR2VgrmJYZQhDZGslweuKc6wvxAHhJsrYYFvzzuQT+1sgLSQNuFJYJsoo431n8PyBwAqgjmLg2BfsBaWwGrtdBX0GB2QZmjIspheZQxsjEOI5RGFM3BlfJWsUhbVRnhgghph/LYNIWbdmE5CFGwCmyZE2lyFbwEVbQaNsREuy4ZUM+aQMhhgaOwrRiQdE8NYfwyqgiuDF1/qxWoo8q5vlHnXW+UCm4iFzFUDs5Eh7dxwKPUwg9O5+KbqIQJE9VHULVqHUCcwFoSEmitAGbNcaxKwX9VabM4H+0LtPDRdDy5UT9EkBEipMZxGXnYugkEBRn3Li3I2ZVH6UNQeo2hB1JwLDPsw3hfMjGdN6IsdSi9dYWMFmo7+B8YmiMNFIKCvRLJgMEonVxjd9TNO3lYtpti8ZxLXKDO6vS2F4KQnNDikFCqAPgmMqhqsaaizDgkRh6gESSBEKUP0s0ygOIYC8wQbymJMDyBsyJdyRaz1suyTkFltB8gFG7a6qMHKYx0Dc1pNCdm6lKNooZPTzH9ParinmENjnKJipYtRGLD6xAyqfLmeKSWtU4YkF82A9F1ByGirYEBywtE7o3UAsAewAGtYDxnCGAAIAhQAADFHA7ypdMko3QGRXloMYVq6gVXdJVS5MlFUqDouiQ80KqhIZXl1a1CgZqmHqs3uSw1uShH5IOhYfRfyFkPUqdCN1JUlgmntQao19yIUxBzGoak/qfTeqxW8hkHqyheosY6qezr2kUTWnMSN6kzUpPwbEJ82akhqEFCCqiwbwWaPMEFD18RqBMu+SUJYubk0VuEXQsJxgz6epKEyu13aA2tqdWgzFHDhBcQHdGpl46hk9sDdGFNCrjWhpKG8+Z3QY0cNoKUJYG6h2ppHdSsJO7BBmqaSct0a6ERnv3UukNmj3RaDVRkTdeo1BLWyMfW9WzFUmrDd0VKFqv1GK1UVKgz6NVlsXT+5dD6ygCmtc+tCVFNXwaYkCfiqwhCloieW4d2zqXqAyhpDDJhTQoZA8RxD0F6JoRw/qhdbaXUZpMJDJh6RsjUno6kjhrH6UmBogcb9lLYMdrKJxdjRUWD8gbUVB6V4BNFiNsJqJ96O0AqI821Y3H82VABN2+IjAskUJuNBkTanXXHFnYZvNSFM2QW7aoNcKmwXttddu3oCJE29E1Wu+aXn33noY9uMzqnK10PDbeVcMd5p9poBUBEMWgvZJEqF1zzHL33SvHSXMcWvSQ1WLlqDTH03FDCflm4OZfNZegpVvVKXTMldHSUVQDiahxJZpq1rsFUjdEqJ14r+Hf0rs4Vqpaej5oDYvT6+IY3eseKm8F1LTXCPxCouN9Ik3gXTaxWtnrbKMa1Jc9TcLB0dDxbWu1rbmq9sbY69tpbjWhuibO918bfXbwPZ4zS+LRn5v9Yew1lCK2lUCQSPtibogvu6dm39tlm2ofHbyaVn1pmVRxzGkF77YTyTo/YslkzwPnsWYzfqTz6l4i46ZWjpYlOfODYPQR0HaHqMY+oKaVDY1qOfqLBzhnd7TsmSoxhgD6obtPNZ6odngPCd4cZ8NqtzcmrxeqwDZX86Qsg7/aujIq4TAAzi3r3XSO03NfDZ7aCtRaJ5Yw1bgnKi5cC7c6TuYGHt0UCx/m83AVUrxY962rYAAheVMGSdlZMLXKu3zIJMrreSALJYTeHqVdWxI17TDFSZRHp9p6M/1dl2lk7zvw9qBz2wH0ersfZ6rrNqg+eHeF+R81nCpfHHxbr1n1v6eaL14dVrkbM61KIni1yadJMuPq9H/z0PguyuD6NqUkQ4DpG6g5OP/ki+OTLKB47mfxeJxvOKlIVVnUvGapVaIaTyuz/T/M7Pg/RVJDH7qWUTQnukKgY91QK/58/f2778TvfqeMIMwITNmrROUNDnZm8jhJBCfhAdoDLg3v3pojyKAT/pxBXFAWVjAURmkN0rUItjvo3qbket1hQD/iQlyDpnZmBGxPgRItQUnkztrkbODhQUWn1hRjthwnQcVCfuIFwfRsQSgXQlxI/s/gWMlO/m6Bft/tmmyDfrhiQcntruIUfgwf8n/ufrxPIX8pBNobfmFvvqvuQT/myPxDIT6nwZoRYaUMwQrh2mYQoXGtfEYmwSzPwXUq4f/kGoASYRwukKzommhEykEVrBfEIA4S9hmphMAmoKEe4XERThkFSNEWHj6uEfEQ9KStjlkepGRlEUYelijqvskT2rkTDiIEsIUaSiIf4RltYaYMYFpmtJxq+mwU5B6isFRFxAyOkUARwmuk2jmiIHHNJkysMd0ShH0UgQAfLjESXkZnyFeKoOYBDJ3ssX8lHHMEkKlAMQEbEGUF0dsWsWtFPjwUcc0SsdBGBHscIQXqIR0vBpUNsSYMsHENSFai8S0ZbiWrEP0cUUXo0aFE4r8Zhh8aaK+v/EZuCUEWIKwICcoU8SZKoFULiv3EVpcWDuid0nWliY9kTgsRkVimiQ5qsc0ZXrpsIPlN0pib3n4cSYMS1slLiviVSXZjSQ7HicfAyYxg0aUWGmPNOAYcVO2Mst9u6CwKuG8pLDJkCU3oRukETK8o/uKZqsqbRKqXKQ8cgQKWbuqnHOBn8eoLEKTJqoaYBn8VSJ9hrstvqYRuHAJMaZgaaRyEiSvmGk6VaZgTaSzHaU9kyYceXNQB7vEfQvNBKfmiGUxOjmRreNoLqfMU7iCWSImmxOjmUBGcpkYuXgyFqQUYVrBPKciQ6aDscFSOjhxk/pGZqhWdONrPyMWUmYySmYKSyZlFWRIbWSBq1g9F2U2YmQcamQwIdhoFpt/pDB6d9jyLeOOaMaaLUgGUSW2c1kwBdvORjpOeabmRuoiR6k5muP6cOe2eGiwEBveCBrgRecubvnfocdWuebVgCLJjhDeSeWbvBtsd0JediV+QphGh+Uem+Dqi+e4SsPAT+beSoSwSNiBQBdObphBd0hHnMa2XviOdivMO+SBmUG+c+b+YSXecYSOWvk+ZhohZye8ghWhfyUGaRcqShYBe4ekPhRRbRZrmWdrtivhRjlyFYVinhd+WBaWfRe2Y+UxZRWVkJTRUBSniAaBYRdjjScJYRfUWJc3shThZcZmvAahXJdxfBdBPpSBhSG8cxaJauYRv+cZRZZ6VomxSZZZRhaeUZZ+kpV7mZdpURTBY4a6oxd5XkdRQRdBSiZluRU5fZeGo5XZepVZSnt8k/ruiPgnNjolVXIfrXAZSNulVGgCbJlIEtCQjmAnHFS5c3rlepPRIiWET6EVdVaVY8VxSNhHkWKqZxKlbppVaKVlQqaQSnq1gJDUXQJDDmTpYNVrLUKcC2XRfFawW8nscNVkLEFGdAT6JNRkNNdlagSYHEFeOkKUNgY8ntTRgkFUNtQUukMdMIDuZcfUt0jdR6WVfeSOfdftRdkdaeM3D7gdXEBdWXLtQ9WdZ9WSIDdlnQE9U1RpdSuXGxEVW8uGJUacvqJdupAjYkc5S9e2bDW1cMrxEjaxGRrjcWpBHUVDXNSujjfDSwgTY8nDVph7mTXqdDUqsPrBEVZTpkLNETRzYVkzcmeVdSuoaUKRiINSCDZQIfiLe9SihxfaSzWoaoG/rbptURlalLQvn8bLf9X/BrRhvEAKGrf0nrVeHheLTrTMCbXdIbRLf/KNfrWNEbZjSReJQtaaO9RULNBugwB7fTs7SUc3m7aBR7gJWSN7cHa7H1aoSNkHUBiHZMePnHZHf7cCa7T6AQfFn7fZZ0ZkL7b4bNYLfJRGqPJrWeDmKHbEABgmRvoFDhAblHbBVWuOuSJGenq8RXW6sVM2W3cYPnZxQrSNqLlrN0GuOYKtWVkPclRoHChbdCOGrRMPdpmPdVgvVPXyCWT5WFXPXGvNJQTHP7r2UVIIZocWmkH3fLRTQ+jvRYEWq/mwF1kfU5AIXfefYGZfQUhHmIK3c+WwPXXdRxkRomUBr/a/SuYXdrjGVRJrVIJZPYbmQA+SDXTA0IHAynYqUXYTPMiAmtBMe4TdU5MNd/nXpDcze/e5hXFg6sDg18e4eqnXoQ/BCQwLVjWbptm6bTiIMVB+BqQCOhMWmhByBvc9S7WboqJWRw0bF4uPXPWIw2WtmaUI+TeAyunbV/uDWxDQ5cao6IODYwPGrPVit0ADDo9BHSFSK+qBsYy6UESgwY/+rriYwVhoxY0Y+YC6SAfow3X5X/IWGo6Y6sOY1ar4447QLXJo5vc1Q+nIeYSsG/urRIbYbEwfWg/1dxdEwoZERXeoU/rYZk3Y2aSPvyKXXhbcGPuGE/jXeXhyFncIwHUetmMYN/dXAtB3SAQ7EA4IJhKPfk+6Fqhcn8dQNKdI1ituiwFBL7vxCgzNf3WQyZM3Q7O9YM9wyBvM+M7QJM3qPk2wUbO0crl/kyj0bXLYUEaIFs2sVHOYVmaPAcxDbMQFhINMxfco4rvFi7MlaPNhMM1uq8yeoIfTEOV44sT6s3WrupN0B8z2TpSC+jlBcsIo6Q88xFm8joEVaxQ7BvZKci8sPJFJuqYCySRwhuklepGi409TiPqi7i2NREwPagTlpISkQhl8wwNVXoRw0y/kxLDkwIe8YicyzxLEGy4Wb0Naj096S6SqtalCZquK0sIfpYUw+hSw4RpaRK6XlSOE5Kaq3K0VAq3LW/Yi66uCwKBgWumwDQRPVmgy8VNIY8wa8qynsa0KzseXRa6jla5oS6wDHa2Aw62obDtQeDVqhyTMJzU5BhtmE5PkwyL9oG8+daiGxOGG1yHHZnvi8yWwc4pc0VJQEyjYSfuXlOWc+wTE67p1bQVml4VIZqI1Qi36yulKfoRfOUsy42wnl0T68RXU6DgFb/rmHi9ib2+XsffC8wyI0LYfty92tmMk1Fekx6jO6A126nc1tkwywYUoXO7oeYWa0u75UC6SRnqcbq5HA/TRMeyjJ8um4cedhgWalHMvpKSBRe0Zle8ibkP0F2LIIgOEAQPGLIM4AQCgEQNKiAHKtEC4O0H+8KkQHAI3DcN4gAG5QBuAAdWggAACyb6WQHE7AmG3+pQTEAAMth6lFkHh0TUZiUCR6aSNbh5hmxFR+oFh7Rx+FoCkL6aCA7DR3SHIqCHh6xVoLROICx/RGR4cJgVxKwDR2J/Rxxlx5IDx3R+R5x2hIpyUDdeJwJ8fKwKJ8pxJ+qlCZqEpzhyp4Z1xsoCZ1p77qPB1RQEpwKCm77o0qfEp9QBYIhr7jmH6Nakp/yMUtUF5/yEIOp6x4TIaHh6EwDEpyK5LJFzp0p8YFqlqUFyzNx2+no2kExPF95+hjJxDYdRx83LRK56R/R2qDW7XPl6ZwZ8lBZ3p+zaadIL7gR6IPZ2+o1wswVnCiFyx8IIIS3Hh201qjoNV9Z8N1jH1/p0N2oDoL5xpwkO2EAgVuGCN+IFZ/RyPdkKCMxwt2x/x5+hoCRkp/txx90Kt5N2V+RzA0WGp2N5t7N8dwtzV3hyqnN5Z891pzdwp3py93xUZx9+6H98i8F+l7R8D/FqD5IL919/jHECivd9d05rXE5NJ597hxjoiBQQDFN398cCj9F+j9d7E1Dw53XocMsI9/N7R+53oxT0+KIHqEpxyOYE2pT618Rwt/xFHKDOzxsG1/l5l6GewOz4z/yNVxoHECkJT0d9T7J8T5D2l6F/L/T6sAT2j0D5L0ICLyCJV+11KX0dl5T/HGtGQEp9z/xLoMbwp8z0cWz4WDbwt7T4hsb7GaCGTym5T7Z7XPr5pxj/j9j7p0TxT/ELd2DyryL5Tur35+SMVBwMWj1+H9N8WpNkz8H5Hywmt0SIh7ICmB/JExFiqrai+lamicX5BrhlvaFK4eDWm1o2a7X3yduFX38LKUwipfE/Jv43X0RS35LclODThJ3+3+8hYn3+IbisID399uIdr/40P2WuP2XxBtCcvz/beX35/kwiPS4wkSv2PwXx0mv5+pq17kX8Axv3+FB/GDB3B9GEhyh2h14CxzaoiKr84gLyyZDG/yL/jLmDtzR0LAMAXef/J/CUBf5zAos/HGXpjDB5gQoB0vN8HxDWgQDv+LvGONRy/7ADVeXEcpoAJzY/8YBeAkoEAMIEYDduYONASH3iwldjOJAggegJoE4Q6B52KgRn32A+98B5jDPoTD5BJB8Bl8dDBn2YBzlAe/cHCKfBF6RFRyoXH6K6ykHuoaOUuIsNkGkALISoSgsYqlC1LqC1gcA1YBpDa7CCnIeXDsnDW178MNgpXSgdgPYFzcquWAsgUwP5DKAIBmQGQQoI/6c8cSaEELiL31x6DoeLJDQOU38EiAUeo3RwS712oRCRO9AtgdoCKimhqeUuLVAs0SGIkKCkQ1gbYMSEOwwBFA+AfNGgEcZkhYgyAcUOl6CcshcQmwYQKCKwDZBDAinqULf5cDchrQ6nqQJd4NDymqA3IduloHlCEhhnGQe0MIGjDeuUQinnSEGQbBNBIwugJfkJ45CJhSw7/Dj3iG5CbqywjXt0Ip5GNAhXAyNH8w1ZdDdcogkXuCy47i8WSq6HblcPYKf8wcAkGoY8K8H68nMhgo3tcLQi3CwcexBmI8LOHDDchhwsYdMJF47CNhGvVrOYOl4mx7BnwgwV/kvAkINAlQzQa8KxhQjj4xAsHPcLZ4zp8RV0frC73HRFN3e8Qk4YiI0gODVh5I9YajxY77DHhuA/QQkIQ4wjNBhMGEewA3ZHDIRBhZYH8KoDjDEMBhTIVjGz6598+tLDtDcBGJ5DT+dmb2h6g4y9pF+h/EyG7Q9QmBfk5LU0nqOqSX95RRrH5ji0hgWNdRlozUZX21GZYjR8RXBtiWRZKjB0Wos0RmgAxKjjiKox0b6NMDhMd8m/G0SSxzYdFFRxog0Z6NmaWsrRUaJIJGIjHOjgxsuUMRaKqpTp3CPoj1B6PtE4hr+t/WAPByWEhBkOqHb8JhwLQsIIYCg8LqGRI6ZpekCguRIIybGGZeYrYziIIyw6jZjAEgaXu8Q0i5gOxhTQcWEL5DSk4hzYrsYkLrxxwmxxKT3sOK4jqdOELYxIcsDXFjjNxZSOOH2OXEtCkht4OgRuLnGlDTxH3c8XWPXg5EHBG4tgNUEbJRxYI9AMcWCE4jHi+idPMcfNBRjPigipQJrmOL5BsAdG2sBcdeMwjFRg2IvTbE/mglPIuQOgoCThHS6cIlMvReCcfAoLzdOET+PRhYIOqvj+BNYzcQpHvHtdZxt4y8QKFcE1iGIYgNQVdSMyNjGJMIdIaE2AkOw+xmEU0lIFxGZBpo63ciXOIxgqAdAfE2sZ7z2AWAsgY49CYJKoKSTRJN4z3jSR7HgCfsOYASQiLiThgkJukicX82EmW9DxMkg4RLlHFiTbxJseSUhM3H2TDJu4ucdcLXEWSWxopGpGeKPFsieJ64zsbeLe7oSghNElNgYSW6CF1AS4yyfyJgIe44+rkusZKMSmbD1JhwUaIiUkZo8Mp/I1IaFN3FPj8pBkhST9k/ESi4euksUT9kZpeoSpDYznpwmmgGgGpbEpqaH3tjZdRosQaqWOMIkMgUgc0BybFK8kFSQJtkiKWsTSm5SY4ghQaSVMRAMRqJnUjkN1O6yIgqRzUyZqDFGjbibJnCOqU2j2kjjAp1SGiJVPBybSzeP2aUtUFGhLTKAK0uKVlJmnSSvJIIU6aNK7FngZpY4vCZBA4BshJeE08KZlJ6J11bheU6uGZJ0Ayi8+KCB0T6mjwHltMBVItHWk7Z99mURaCCrZjKzyNpiWgA/l6LKw9EMZJaG5r8i0zOZYxhrWIvFlxng5Y80aI4O+hJlxjkZrMlIvWnAomiOGvMgsZzLKIkxpi1zJItzK95YykZIsv4WzOJkSyiMYs6WaTJ9TkzUZtMnSijJpkqzIO0HWDiWPv7ljH+VYvsbtU1Bxx6xpUdcebJUEKC1wEga8axQtkU8QEi0BiS3lOBgCwhkMbCGpIEwbBvZiQnQF3QoBmyRALssIWExYDvjepEcu2YkN9nFCmxzshOXxj9kpz45lsxIdHNNDhzzI2cqatoEJ6Iks5x4zGMXNympzC5WGYwJnLWgnDnZbAKGQpGRA9C/clAeYQCXTq84cJ1qfMlXN1zfC+5DIGOU2P1HMANhI8oFLHJbx14WAqEtQJxAzLjyl5ZInCZoE7kxS45AkXwVUIjnNyapLeAuceNNB1y45J8nCRXPLrhz9koQ7WC7EqCry75XEpeQPPzmRySEa0U0kIFXnth5oagjGMsXSm2zs59Ea2fXM/ngLzA646uTMOjRtDu5Dcl5CQjPnbzS5L8wBdpkdmZzQQUA3Ed/NHKZyqQqEFBTSW0BELu5ySNRqgvdl/zA50AukJBHQUCZRAlQXEUmMQWey2Fag6BZUHDlezGFdACBXHMEXS8fRfsj+QnJHrMLV5l8khI/NgVlzcRiiyBdItrm7dj5n8qCjdCdnKK/m8wXRWouznndikD41ikmPilFRKgvOTOeSFsHCjxa+EpEKaF7nCiJAxA0udQp0YGE0Fq8wmH6AIa+LZFcc+eRmSsWghBCGE1quvMcVEZ8J4cNjNr1FI2KyJWi9RZPLpFyLtFAIXRfDLlHCzvmYE20R0X66zoNRpowpYKyKiaYsxSYuLJM1TGVL6ZZWdZrUoWQujs62YdpX6OaX1sm6kPSdPUtoY1KhlaYh3NjPAXdp9R/on1NunaUVKOZLS4FoMqaVj5ildS8ZeSmxllLplJouLBsuVF9Lx2RdKQN2kWUjKSgeymMULMGBFiDZpYtGN4ArFP9ngWHB6Bdn5EXw1OXcj5f5iqaB8qA7y/Bjt3Azl53BCPSgCCr1BfKSYDsX5eOg9wPDy8yGSFR8q4iahLsKKtHh8v5B6hMpWZC5oT1xVAz4MFnHFdmFJXvphON03FWIBcGwrgJDMEjuitvDCdGVbKtaCysRWm8XkAK1HjVI+XhcYV/K71sCsW6gqOVmK0SR8orkirX8nKuIbKsVWwqIVCKiVfKv0Twrt5HywQpKpRU/KdVGMFVQau1XvLvqvK1VYapZVySrV2qm1XElhWoqNg5q+6JavLw5hpVDqs+sioVXSr3lypelUaHBXWqYQbq31VqrRVqgkVx0rMqGtrjMx8VTqw1QGsdXl42IPvdrgmuykRqM1PvVNQ7GlV2q0VDQotaapLULZ2VIas1U9OjSYrYVRYa1E5BZUcYqVaqnVbUBNXfL7VbUUwFSsbWqCWVAmOOKbwbUxqdVE8/Vd8kqCf9ZgwqjfOmrs5Zrh1NK2FSjDT6zAH4VTSCFjBbU3gy1eFQFXupUGjqPViq49UGoJUXY6Ue6qQAeteamhTQt68lbCpCGlcE1SY+teXn9KYrb1XakaqoJxUcZL1TqoDUfVXXlrflAmEDZBonV0AmOYKrMkH1mDxov1fq4TkOrFouCqVnq4Tu8rIxtr41qFbDcWqg0RoSNsGzDfCFg34bwNp6wlYBsw1yqF1SGpjS+so2UAsyCG5NT2o9wmi0NSwllVmX/VZBGNnGsaEmu/XkqhNEmhlXmTW6xy+Nhaqta/hwjMre1WpatWirQySbu1KKfJYjMLH6y7+24Y2ZWPQ7iqEsCyZeWipNieYFk1s0QOKs4kb5rNDIWzRDSDUKCiJHm0eQ8I6Xub1VAk9lR0t6DcrBlDKhZAxFR7harNhKzlbFvs2Jo9GpvWLUrKNCepCqv8qFa8xHVW9X8jsrlTlr81s9VNM6wVY9S80OaYFTmnLRpCq0Fa8t4WrLjCoc2FalVY8drQoJs3qr6trW8TIFqNX3QGtpgQbQ6vBghbjig211XECY7daxtYa2CPHwG07qdVewJLaNtW2uqkgc2trU1rDWIpStuWvDbWo2AWd5tq2h1Ttv80rao1PoXbVNsu2nb0trszbSilTVLb7ZF0hwdmvXUoKQE32sObWvdmXY3NT2hNcFtB2PaK1K0SbXJi221q44nKzwShObW1qlMF2tFQJi61g6sdpgDbRDEHW9rCYMazwX9sw0ubwMCyaaLOv1HUB+tjkOzhTpS3QDD1QazDUZmW2FNd1vaibVDouzla91mMUnXtow3o6XtCgrQE/my0JrIYeWyXT/KfWI6u6OgslWpsU1IgVdXOzkL+vR04641gfY9RLtC1gbhdo6gLeDoEzG7odZGynd5t6C0aE29a0XUVtmCSNndjWk7bMFxyY6yNTu1XfDrx3+6udPmsjT7ot3vbxN8wc7bjrI1m7Wdgel1eJs52+6dVxxDbaHrT21i4dZpdLrMEO3/axoT3fPSzul5q7T4BmpQLGHuUmaRID/czc/y/7oYglUuHzuUKO5+DRoFBUwWDg70LNgZbeljm8gLQirPpNKmjsixRQlIFEeWsgEPrV6ZqSp3e6nsPt5VgrW9Pe1ffqogpt6J9C+n3vyJ33oY+x53ELhsCX277K6QY7VYfrUCX63Ul4AfaYLdRwoq1EFXKX1ibVq42QfINrteL6w0q+VZlLGLPJHqZrH9III9Vfqx4H6LCJGNHW6kaTIr+40mq/Xy1R4NTyt1EjdNht0DDSb1V+x/Rvvwmn6b9XewfVfvjiqCl90ujCZpPdVS5aDYUqLn/ov3P7hSZBwsErz7FT9m90gcg8/t4Nf7b9y+68XsBANDSj9+E0JiIdyncSGY/BiCkwabEsGhBP+89dUqk5qH8evKlQ49072QGBVehiA08nH3VKCOQIiwkrybFCHqDVhqYWEioNBKx9qW7uSPoXUuHQQfYoImwekNgZhDAhvw04cUN37n9Php/dam8Pg4INxBvRbZ1PVSG9FVQR9fdMSP+KBVJhj3KvIsPJKSef+7I6wbLogHV5JhjSEYbjkmGB1CBxUIUZQPYbsjEhzA962okTzmjJUs6Opq8UpH7psR3BdKqGmxHK9BcVWavmzCqlYseDPtdqSWX9KO026VcGiQOUws1AMxk5awTGNaFE2ox+LOMaXY7KpjWhCWmvn0JrpVj3bVgghynrkt0Io0JviJEmWfKwWKxnMWWKeO1ttlMssdAcYMITGoW3x043TNmPmibjixkZSeluMzGa9hs7cPXteVcApu10F3rKVKBcREuTATzqZhWo0dDhdPV7ihBWpTdNAbAaAa4W/xFbaORJ83WiTjjOIET6JinmakSlK7aOiJinqSfbCiTLG9JkXuyfJM4mQBcmI2HnIW6snf+v2UeCsP5MMnxTdeDXlKbFMMBbwSnZgNKffAYiTOejIQZTzSBoQu54PLkJION6cQBIGvcdFHG9Y69BTGrZng9GoPG8mTsc2jhCx0GFhjTtEc3rcCN5XQciepiSW+Ol79wWY6pkU9yYxyKmapLJ0M0rSMyym9O7YKXmoOOAonlefahMxnyjgaBaIdJ3E8WjYlVAbpFJ/iOkNhwSmg+kZnM5TmTPYnkoFZj0IiVC7ymU+1ITQIDxAI0QeBNSZU+YD8H8MESrZpYUTCt42YJ0BZk2GkH83Dn8zbnc0xBL2xYmFulJ6AWtk7MLmizagg2s2ep7Zg1zGfakPWcJMMhzdICKswucPMJ6HoZJ2oRjFDNZkVz5Zl3sefrPVnRT1Ok81yZzO3nbw2Z6IeUBYAsDGz7xPpv+ZrM/mLA80ekW2Yp4R4dEZE8HpqZ/P+kWzJnA0yUnnEqAweZpuPlTpmVKmFuiJMMGoJwsRn+ud4HQYqHQuhcp+nptEYqE3P9nMg/pqOTBcdPXmczu1P0JkLRNsXfza4ZQEMc36hM1WsykZiWn36Am1jDbDGB+g74rNRL8/Y5eccksZBpLj+TVHSHcaj9xLilqJhXDEvYkjGQlhSyuxVZyXfcFfLdreD0u99Pje3DSwv2xLjoNLPfEMTZcsaGWLSplnfmceMug5HLjfNS8pf8uAmoTjy2E6bKuUXYVqeJ/AlIBo6zYWeEnbMFRC5A0dVNUV7rslYYnYoEyIovE+idKCcmL47NA7j+SiVMQWO8V9K6ZlHjMnKrC+E/nowKupXIr9Vkeo1fJNpXWrKEGq/QAqstW2ThWG0hr06sDXIIQ15q6UCiswMiMLACa97B5MJE4WEZvCklyRNjRd6287FPQXJDPjh92gKOMNd1bhgIJw+2CCzEdOGYmIIgha+tnOtxXSEmZ+PntYEjumIrFBIsEbwBTYQ9TsOEcwtYehLX7rk1hfNNaBRA2ErC1sa4DL6uwFIYagtEgyFisRXYb6Q/GPtazMRXgbOAxkNluysitEzg16G5jYhvanEboXEa5aZivk3+rlp8wHIkB4KrLLlPGa46aEpsR0hsTTK81a4wcnLTh5wac1bjg5h7eEaRErjfExgIIJnN8ns1ZyvQDYmYNrRE/nrO02x61PC+Pjcptk2WORV5YEuYyBk3ZbxV6XpTnau1C6r1Alm+Damv71yQ1NrGxnypsTWSbs2IFH1Ydu5nBmLAim57aIYM2abCyY/GkH16M2qd2DcLqzY8R8gHzIgNW/7e2uoW8KN0MHhLeOth3GZs1iKz52usObFbRGB6yadbHJ3QudaQTEbzwpx2gbmXCweHaMwXWA7iVPovrwtvCCvbfFmQDnwRlV7XL8GEjABVNLcEoqvd7nLRkHsuWRjYaOnNznDh0ZOcsEae68zHvpie7uxEe3Crda7YURbude95fQbcUDafdv4qOQ3tho3Z3OK6thl3upMG2Z9lWhyEHuSkD759pfEvYmUr2yYKtY+5zifzP377us5ZZvYvDb3kMJ9iK0A/7uz2tLPl7ihrd/uQPsST9z+5feCvGboTIkMzXCerHVpkuo668KPB7USVLVeD5iUnurSVwYVxDgh/BnY4b4ICt4KhyNTw6GZBp64rMvRMuzXg6M+Ev0UQ7WwWBT4fY75BJyKsMPOIkquhyQ/QXiZGmKXSIk2KKtFq6HXIGLVcQBhJrrwyxXXdWic4G1zrSu7RxJ1myDioZF8QRkaBOiAympCj9ldeD3MACrisE+tbY6/EIGBt4jjKJI/kcJBDH4OBhx8xseU4XHrDwrCRtscFXMB1aU0Lw7FrNGvH102h0Y9BVxOaH4GGCHo9nkgJiTTaDR4mVeuROZHHAJR2JtTzsPdAdDjJ947w4iPI9nCchwk4A2uHanKTph745qcG1mnMEA0NltqdZOXkaTlI/9NKctPRNjT2HKus4cHWtprt6J7UkfWgSCnLT7vWLv7GhOPHNagiT46WdFbmUmzv0Cdp2ctP8HkKg5xI4IcgUiH1T0h7r0UcS2v9sUycrg4wHH6VqcwDp2s+OeFgFnlDmpygeidHOu5nRXp1U4rgEP+4g5jjsw5C6xS1HDKzh70WvGfPVnA5gRy85Si4PLn6Cw8hc5BfHPusNz5KE2NaxmPhHN4Yp61h8eaO8nZqcFy09mf6PqX4zxJ2n0zY+P4en/TNsS5ad2OIneLgJwEzueougX3zgF05hpfCvMXsd9R4E4FfbMhnYT3Qy8+qkpcumsTxV0K6ZdQyla6rsaAM8VdfObM9Rl51hBsfNsyXkr2F3I9RdiuMXfY4fSS/ofHOAUHTjF02IBRfPLXemagPi9bgqPPXnLnJ4a89c+O6Xs8uND470lQy40/rlV+y53qKPKzCrvTHXiRcZqidSbt5604Bd2vDnnj2IKdfjf8u03CNfV3Wfsd6Zpx2TmN01IRoZuI3R8mt+451dzO83QY6J5S9ynFvQnpr31/m5NcEuW3KnG1y29Z4WucXWbqFLC/efjuYX5jjF/xZsslOmEgF/GT6n1xiAAKiQK+9HSrRrul3XCTvPQ/eokCt3jdMTL46Peop3C3ydd7ZU3dQO97LVEFxe5Xer5r3kmY9yg5v4PKjZnwF5eFb0xURQEkupiKiYHdpdXtcyI2IS5QhAfA7uYI2H2NFfkOwh/bDk9B41DscwhT42k2B9g+7VKA1p3D9d31yYw0PLzwD8R5vBmA1J+McD2EPdIatbXMHyj0TFlPQeKPUFjPKIBLm0fYPADUeOx77vaxopwZjwjuvbmSxeB0H1DahdYooMqXsdz0DhIY/0vCsO2liUvilazz722QReVLxNPQeuQtcI3gpCchSeW3RmWiMRMW6aBI3zH48Zb3rf2ewhrH9KV9Y04afQyoHpN/Stfn6eMbAHujyQnthTnUXOYIBAElc9B9AvsHwS0c3Y9Be4v3n3j9dwxj8gkL5HoT1Px0BHz2IHnjhfB+vFS4GAxJjhbSRulsFSgMLsr9yQq9nElPwXwr+h585CLHP6H8L1gsaYZe2C1ITxCLyS9hSkPmH9ESB/XFDfoBRjUjygKI9WS2vM33EV57G/OeRv8X8j0F4Aw5emPHHx4aaRIVFflv3tPbwl9g83BsgnFzLy73O5aAdr0HlmMLsylrp0v+EqXFxmn2Ttd5S38wEp9FI5f0P0uoJVLQE8vOo4unoGe97huGeOq3Ux7/MHwkI0R1Fgq70kDSWnWTvI1dsA+NR/XdDvvF+dxPeB/tKnwoDtgtyTZnwp7319qtH/27QUgX3vBUZWzMBgU/t3HaEELOiczE+2fBmSmcz9PeWZgaAs4n8Pusw8/blQJjNErVnRE+82dAKX2MRPfeMcCsvxzGjL5lnKdZCvg9kMWV+C+E6pPhcv/fF9lYzUhP+X+4Ul80+xokJ1B6FYwf/ugigSoJXThcnVLUoRsfvc77KmOHIy/ekBFEo9mUT9yYKtbPEq2m1ANG0+kP9dPDnIZMh/Iz33osRBB/4/Bgl3xgo9wYi11/v/xQI1rhZ/DJ+ctIefurjkg0/u1Iv3yr99l/TDiG1P1793e83h2OCq4uGDXDf7xMnc7h0GK4ixrNqqUNJXGoBKP7DMXIQ0F49j95/q48wMEME5YA9++Vs2QZnk+OIstv9mEee01Ib9YrKc2Ebp8OMAwl/s/F8ivyn9L9ZBBHoR669XCSCFTbpiIP1Nf+bm8Sfsjals6f6P+cIcI4YYv2tjSC5hpJ3elf4J+/0o778GVfl76BOdeMkrgBSEssAH+jaIuIv+PvmAE+gt/phIaQb/oWxAo2zp1IaAEooZgpaETqHzIBKfuGxj+P2HAHB+witdJjibEFAFDSv/juK1SoASn4OwHkjWKABTvtQHscsUkn6Z+1cFcrscFkpQHv+afkfpABdfgi6X+QSjAGxSIgemr++iHnMAsAuVof5p+YECoH8cCgeoGQ8AkO7TaBXvuczLA3UggH7edAfmYNqnfvt5lGC+OCo3QaSq1hGkpAaP6iA0HvIEG0P8ggZ9k4pCn6aADzuh6pQFgc0wb+1EkYHOIp/rv51eugRqyiBhgcoHkgWgQn54+VSm6i3AiWGBgd0BEAFhFMmvgSwFMRTAnhZ0ylPjrRYKEHsYLuHmKUFu+1xuTjVw1Qbz6K+cypnSrgr+L8bZ0lQekH1BYvhJZVoWQb/g5BYJrUGtB5Qfj7HG/mJ0zt4rTJMGFBIwSkEgEtQXthTBBQRMEDB3QdpYdo8wS0FPIUwSnorBbQePZ6yX7rXqXGv7ibIWabhjmBxcBWNd6IBOOBgFdc46Mj5iGKIk1x4mNwQH40Cybqk4AY3HmH4ECb4nia0QC4nPpUKlQE9Izc7wZnLOkjTBCFPBUIYEG0OKqHCGghmQHn6HcTweHLWoywOfrXByIS3hYh0Um8F4hZGK3TohsfKvJ7EpXp+jpeLCkkIJshTlwRVACSlqqCMeVi1hpK+uGCFohAGBj6uBccpfDghn6MYCpQ1RiyHZOj1FSB5OrGG/xq4BWKN6b+61FSGOWwkhV4kh9Vo8HkhFRkWCEhuIbHwX+q6FcHZgo8J4rdqrId1zGhz/syjUQnnBqG3BdaNqE4hRjGYBhSIftdDNctoUhIGhBDGSF2h4Qu2Da8PoUhKj0EnBujzA6ClPavB1IRaFnS+DriafocQCXRqSaznGHgshMH8K0B9wc1w8h2UkfI7+XVkCFgCikhQRS80Vs6Efilwd6FOhS3BZJehWYdYrAhsUtCGIh9YWAIWSwYbCGahmaLWEdhtwT0QVhdYZCE1i7YYGFKB7YJoAHcHodB5jhmHoGG3et4ERiBcSIZ2FK0GftlzUhYYdB6Ik/oWdxL4TIft5tEKnCPTsh2nkvQhhUmDmHoepIUYzOkXgVoIqcEoSvJGuxYQGEmwRzE1IrhiJGuHKhlCh4Tzh7tLqG3B4guOEccHockEAOXxtlz+M+QmPiQR8YVVgNBWvpQYi4j+FsYQRPuDdQEkBweBHmGyEdBEjK+WDSSYRy9qMF7AEbB4ioROuCmzz8REW/b4+kWLhEEk2OKRFAYeEWsHQOg9LqxAYddOSxRw4NKxHWWdEWuhkRLcKrgMRdxjcD7GsEX1jwROlABjIRxUOJF0A1ejb7RgdvucH2YCZE2jGA1SDhDbOhhtQbaR6LHs5yB9BOfraRgCImQmRYpC8jaRYTAdZyB71gQzaRTZLPLHAsBAszORhVFDK0+/EEaDaRlIF6iNhLMDiL+R+ZHk4QUWUNryhRbEOFFLCaQIcD+RF0hE5vgEmNICeRFTEfJvgf2M5G1I/UqZE2R2eDFGzSyUNZHsA5kV5GZRpgNlH6ixgMZHkSHyGriGRzctN6ZoexCihlRwGizAORNEE5HycGUbwGaRNkVNQSY6CiMhGC7KGFG5SEFEWAWmE0UVGxSORECLsoSUaNGr2j6h1FH0/UTWKxko6noipQXUdtEh0/HHogaQ80dtGnR7tHoh22lkRwGRRKQFdH32W0tNGrQ4GFdG5RQ4QwDjRCkO9EaRsEFpEKQj0RV76RvUQYJbRrUflEbRp0fZE1ibUWZGdRvVodHrE90TYy6RakiCAQxeiIeYFWFkotFRRKMU1bnRDIJdFBEk0fc5HRyMbsRgxT4OTEbRRkb5JrRxMRDRnRulDmDsqeiH3CBRMMRjGsSI0RZI7Rx0esw/R6MaVG3gYGCzA4xd0WVGCxB0Zmjz260aLFSAWqPTH8x90dGrMx1MUjFSxVDFlBAxDMdUCixrxHVEsx/FLoAGxzUWjHrU7UWbGoxFkpYQYGosS5GxSdsY1HXmNsT9hVAIsf1wrReUZ7Haxg4qNLZRhEUrFSB/PPbE0k5sbFIEw9apkDhC6sXrFlRNJN7E1iSsjCoxxAUclE6w40TSSkxQ4YNEJxYtKjHdRBkUHFGxwsVbG8cOsVZHlxi3CNFFxTkf1wRxucX9E2RZSsHG8Bn0dlwxx+0a5GMyRoq9FT8gMfc4XR+sQPGVxjEl/RakXcULFiIFgC7FnUbceRKBxqAQTEESGMV7G8xXMSLFGMOceDG+xFkfyDCBa8fBq1x7sUfEcxGcUlFpRN1I3FdhlQIhgxxd4D3HtMkgg/EVRh8VvH3QccSrFlRoYeLGIxu0eCw7xZcWZG/xCMavEfxsJDdHgJVsedzTxzAGU67sK8X5CzxhTmuhAJ+Jk45roScbLHDxeHIfgVRjYdSAUO+CVTGZxa4Vgknxv0Q8I2s+BNDGtRjkc1yIJekZbEgJzMDLHAJNkedwEJMMQwk/xTMXQlWYzcXwmfRSCWQmXgmMLL4LxmaCnEb4EiY/FDxRMfrE/k08VHGTxNwLVH0xocY1E3AN8VlGmxNwDvExwGMVwkZRfMTTE2sWMcwmwxfTnGjmx0kmkA9RjCe7CUJMsEyx4JfsU9HuwbiTaz7xVAGBFG+M2I9zzY5rEcZ1oByOzGfYuQRmxhJd2IWoS0+dvtHtYcSVEk3sa2LjQSJISSzJHcwSYjgIReQQkm3QESYtiP2I1ONjNwDcikmYUaSWUmx2SQOLhZA72FQxEExEYcHFitvqcEN6bytAYL0BDMbzok/+soH5mBNlwwpWV+hsI9mofP0k8GLCCVBU6eMgDYVe46KICGm8yYOLTJ5dAfp9JY1jYYzJrWp87bJBTOUytakyQcnHGAMJsknJXINMlzk7UVsmjJa+Dcnn6xaCMnPBLLOmb9JxhhsAhaMcGBJ6GWqCILx8b4FxBfifySiwi2nGnXZ/J5yXn4y880G4xQpmQmiIK2/EAgbzKIoigpuRIPnIa/YAKZaa9AppE1KhMXyaDqFgJVN070Qa4JaYvJOyY8kYpj+GNZ9i+oD0kE23sMxJQhYKXSmsploTUbOIqvNSlUKTELcmxM3+FIBRGGZHab7J9yQpDMp7yackCYpoECLPJHyXHJvJp9L8mhKTkBMn7qbKaEprQWpilHaA2zjyn6prznowROioJqkc2JaHTZHyMynMnvoCyX/IKpFgsKmwkdijKnM2IqWFJE0RsL0mrJW0iv6zJfNplBeGVxKqmSp14j6kSp9KfclRpvSZcnXit5lToJpF/pUAcmiAjGmJpHiOmmyp9yeJiag60UqmnJGtoKxoiPyURhFSO1hmmZcIKeVIlALvIcwWAaSsub2p7nPCnlSlKczbTQCBoTINpVDFimVpiqXlAEp1EiWlGCxvGSkVe+aRqzPiEaV45pp5uhGn+JPQQqJlBHDB8QHK4wcWgbpeSRmw0kW6bExFB1JFiBsypTLukPk26Fulo2mQWumjEZ6WxEPuAymkF40XQV0oRy6OIemzB2EakFXpWINcZbpxGF+kBJq+Jeno4gGZul44f6eemkU+6R+kZBY+GwqnpNTC0nfpN1OTiU896W+nPprvEBkhWP7s8pnBjemDhGYoIGeFf4T8iyQkZh4WBgqC+AlRlnh2ggeL0C5gJHg7h5TMnLMZmQiSYBMZIhAL0ZC1jhAcEjpv3AiiZ4exnkmTiKRl4m4mZyaSZ13LgRCZfGaJk3WJQOXR0ZymTAx/CamfQL8ZGOLzibWPRPMDSmdIswL4CJrDmbI8nEHqYRRogKhZrEmMI+HnYFgGtAQSaxJoBjy9AtSBUgvSW5lCZXArgI6C9mQvJ7CBtn4FoilmVkKaC8ECWEY4Jmf8IiZUmXplJiUWRpnD6qmZsIEio8K8Fs4PCjyJZZVqWmkZkSmYlkZQSSgWbHAIggTZaZGWQlkK85GaFxyZOArlk6ZGmXNLYC+AlRBDUzycln0CDzNlnEBtGfQIswN/kObeOe8vgKmk7YGzylZ42cxkcms5jRmIBTmVxkm2R9NSD4C6wBF5tZiCudibZBNvVksisdqxkZ89WfgIsZw3p2JQCxWddziYPWcRmtZuhBRm3sD2adktZiWbdnUg12a9p8C2gupnvZkPEaSA8jWQoIbCWSr1lGZ3mq4qwWRPswA/mYAjtk2ZAIYkLzhJIu7AuZ2FmtkGZHoN5mEWmOf5mYwZFhXBpCDWaFnC8yOW3LlC0WTXZBi5giln/ZoOfSK1Z32SHKagy6esFnYw9lrBS451uLjgOoxNLiVJp5FPZc5JaHzgIOW9sAw850GaeS32OrD1bi489lrALUUuQ+mU+EWJzmS5YuUPar2IuQLnS5n5Mpas4yuVrklJiuTqzXe+rEpGuWwuZrnxJGuT/Qq5AkVUpbWQgmjTvoJuV7iwOSuVdKW5wxs7mIO5uWLi4U2mEbnu5vucpFHBaDicEEZnSfCbdyP8pILlwI4rcF2oezkDLvEXECnkvoaefyJIgmeR8HFydhuRaVAW0opheoYKsXmthoSizD8iGeYhK4KrMUEp15twUiCN5/Bnnn151efdId5TGS3jmxQ0s3mRpVDOE65590J3kt4XdOtHD4yeVmkpaRgtPlFgUjhDR12Q0hxipQXClcxfio+U/g0mFTrUi151SD2JHyaGPdIR4dGK449AW+fUit+y/svmWGu1OiRWOo2m4yP68ZKbCqhj+Ho4H5M+c/KoxA+WPm95BWl04H5PYp4prYccBKKsYHuH0I/YQKBablwQZhRnNSYzD4qD50knLH96PeUGEoFFeVmge4Z0homaaWBXzGnR/epXmeJcBagWkIJeSCGtRbed/n55CiZ3qD5TBZgUAFUgYXlBKxBai5/5DBePlo2V+SwWZeV+dwV6YSshgZJ5jBS86j+7UZIX8FqRHBB8qohUJGKFo+T/lggl+RKJYFJHOuQYF7ed47aAOhdqiTOo+a+KIK65AnnT6w6jkTbyFhb8hWFv2M2aiS65JNF4GD+TUjtcuhaQX8Gb+ZQrrkjspAXsFrrgoWyFQhXpiT5+gb4XdOC1BlGZS7hXOTBFnBT4WOFfAokX0F5cGxLphLbhVGZSa+UGbXik7F/kL5hhS24yFxftwXrkSRWoVSF65GUV8qQhTyABFcRczB10aPDyCuFfBYgESwOBdUWISbOexEvMq4L9SG4i+Nbj65R6EriCArGDenGk5cGMWq5LPuaKzF0xeSyzFwxeMUYMyuMyxr4aMOXCoMTud+k/k6uB3STFw+PsVYRwGV8bgm4cEsFDFRUILnN4lKlsVj4uxfqJAZK6a6g3Ui+G4R/G1xRdjW+kee0kx5mDodkOJddsC4aEQORuQHWEJTkxQlKJjCWYYkJRAJBmcEhARaAekpoIwWtDt5h6SEAiOKBc0jhDCaCqJd6FEloyWDiklzXKxhwlmggSUUcCTFlbD67NgdzklgPMyVy6HHDSXElOuEBb/h3JRSW4EDFpeCYYvdI6bImRJhxzHEyXCvp80TnFmR+a4pWPmEloue2ne4iwBAR4EwbHvqk08pVQwoSGvBKULSCBKzzeCQpdhIQEtEERIFmyLH+b/hbJXvroWrJYyXz6YJSUhKO9OuuIj0mQHqW5gnpdMlFIbjMC54qSNjsVkmOjJaVwlJ+gYXMSDJZCU7JgZRGWtB/0DskIlKXAKUey/XB9ZdcuJf7HVKiZak65loaeViIgaJQ6UFMNJrGWRlPJWviVlXXBmV6GVJXGVRlbhiyVSljJXoa6lJLvGXVKXZc2UQwURjvmAysJTWWsUx1jiHllpcvJL8O/ZVckXy45X04Nlccn2VIltJXHJ1l1JS+hxAq8q+IFWwLhsAXSQ+W6UqlTEFCq0hx5cC4VIBoDuWpQe5SaVrSLRjGU5l1itaXPyPpd2Vrlx8guUjlsaY4XnWEJR5x7+CRLyIkuvQA+XZGpZWSVYa15aEqQVzXNQ5nlJRrqazuYiIeWryfJYFz64h1HIrflq5QOVXETZXhV5p7sJXR9Ok5SAjvlwLlkDuauUhLbzAHDpOV7Y8Zqk4Zl/RY+lIsqRO9QHWokc+gmmDxYRhCRvFfMXtBruEJXvF7OS7j5YgwicWiV1pMJUXFHxd6KcRR9sJXFBsESRLiVAxRsGvOz6D2I8Rn9vJUoZlxUhG6Vs7NjhyRHtIZW0RcwTpUmkqlcemwR6zLOwKVEla0qyVvpPZUf4glXJV7GQeCHgdAKkaZodJIJTWLZAQiQYQhCHzlJjhVbmU5AAubkSbElSX/lFWEKC6msShlFIAkgPSrPOuKxMPPMGp9kBHo2E2KWKvezXeusVV5VqaJMo6RC0iflUPeyLvTHVMVirM4YStPn3FWKSzggYJVVanGjBs8VdFXIqfVXFWaKT4MUjHSw1VFVEMyBu8gjVo0iVV4GsVcc5zSHVVlKhlGAotVUM+UGOIg+cmoVX4SofAtUlSGZp0aHViVbcY1VSYSexyaq+hsBniG1S1XnWGEitUiqcaHs7dVfaudWTVA1dNUTVs3CNXSSMUXtWzVy1bNyaxWUv1WaKmEFlXfV4YUvibVyVaQ7iY41XyoAoBoBE4DaVEJppvVmoBfmxwnVZDVeOFTK9X/VoNUty9VoRmm7yMeBl9bkYZ0o/JaBt1S4IfiFCmlWkuPOpwgSAq1WVWnVwiuDX7VnoVlVOYOVbuJHVa1cE7E1bNYjVL5+NRDVzVDjheaaa6VcE5hVM1StDMiBFYrVg+pNQC54UrNWCqw1F/krFDVOtUvnG1x0ktW61F2OdXC121VcTNVe0g9Bd+qVevoV4KLn3li1sNV46ZKf1ZFWkOUBVjXa1ftbSESYX6pbUh19VYtIi1/IaVBaBAtd7Uo1JUiWDu1+orHUDGUmMWAf5DNUNKG1oSpHVZS71TbIdyX6vD78gzIeTVYqpdc86lyodUrUguyzpRKB1JUvQ77OrFGnUE18tTXVa1Hdcc4cY3dXLW917yPzUg1pDptj514dZnKagvkQ1UjOTUgjhfVWaDoAROm2P3U41abldT61PdQC7KkntabWZyPtajWU1qKcparVaNUvXoKdqODV2uQIdRKX1p6uHWMpATNPVWKXDg+KjM4VWlkgeQOmEiGpp6l7XVKukffUj1F9WDV/1ptWxVq5rqF+RR4YGBRGp4ByNXDUAikX7nfpEeMSyjQ1yFe5cI3eB3gbFrBGg0wNgQZ3iZ5ODcg3Yy3yAg2YycDRQ1VwgZmQ0LuBDQFhENWDfsBMNuDWL54ZQVcCX2+JaM/XDsniNvUGCTdfw39smigdStwWKolSiNUIRI1uFN4NI1IKkjaLIYSmkKtXCav4t3L2KAmvRLu16qFiokeCjY4ayNB+Z4jHObSuFVTazwVaKaqddr65qgtEPRrrCWjmqBKNWQs24/1SjeXTMu9jeDXHmhoLfURimqs4hlu5jRGoMwabuszGNIjWY1DysKnMiD1q3EE2gICBsqT8gYTXU771oIAJpmQc9ZSQqaI+GY771UTcloLhs8sqRZNmmkhrsO+9Wk29+tjSXLKkGnCxqjazwckgmNAjZorboxTVmhZOUKedVSNNTl039Ns3P6Z/JFTVSpuN+jtuhNNtfudaNOglnw1kqvTeYbjNr6mdpTNAIBY1Lyg5o2W1NlfmdSiN0ycWCvqoPmpIYwrjac3XJSjfE0Au5zXI2mNtzUI1fqBjTU7DcIqgEIEWOyeZByazbHTzRl4Xvk03N6Cht5bNQLdGVaNlTQc3HOI9Ks3lwDzcC3RGPzco1el3jr42y+GjZ3R7NsKjo1JA0ZVjVyaLzQC5cJwjYS0ItiTc00aN9EWi31NhpbE3Yq1TZRGagSLZM1KlbKki1eN/wmuhKNOTfrxCRaLcE0RO53DM1xNyTSi1UcAmkC1NipmIs1QtRLSNT8torVK2kIajewRluUFFs08tSrX9ECaHLUfKlWwjSU3uN6rRGqCsWjj+TCt5eDS1KtWQNS0kGKEHw2kt8+usTtNCjeGgAt+jfI2QqbrVi2WtspUaI2N6nrS3WoaLaa2vW4aEiprNpTXvoRtZ6oU064wbY42atvJRa3XuNDnvpwoYTYq28l3TZK064zrdE16mbfCq3hNaOuGivevfgK2bWspLC1+NzwrKTdNurTqXdNLLTqU1tTjWG3ImWzVa064KDDY2yl+bY6064NraeqktmgvxSONubQCIONWgaS0QNixS7i82Uxb9jbFY8KjTD4KUPxWOsF2FXCme2xXuRVw4cDRCbtFxtu2L4yXHFiLtexUe14NI2Ku07tjOoaJrtu7QCVtJqkcFXhWoGK+Iiq6zLPrVmX7QuoHUKagtwcW/Is3DwGlFtUjy6w+C7A964LCfDBqV1IRyRGyqEvSgdlkD2qgY2EGh3JAXrRuhkcAHYvaR66hPh1gq+oPGqH4/ymR28abtFB0o0LKgtQYqmmkylia4hKCBzaPEJ+qvWs/CR1odwks27cdXmtB0Ia9HUFDsd89bOoMdyOsPi1wCrqx2x8WKkETgdInW76j5A9mirysgnYB3UdBtlJ2KdArhPzydeBiTGyda6PB25FcSKq6gYIHUJ1JOKHdZ3qoJXkroT8ZnWh2cdOKmay0dT9So4T8jHUDJ0d/fP+2kd6HUR0I0PHWcXkdruJp2jaAqu8rIs/ylp3qd0wTxA4dvysL7nayXRF2S0X6v53iEupsirMd3naF2CdAaLrriEydguo/tZhrl3zqvHerq0qw+r528dGhrl0udw+HozlG4hAUFtdgKnO18+utLel5kbQZKQ3U4wYN2aV7FR0inWRuJzrxMUDAFjucx7UpZzdS7TN3G0A3cOrjdkDXMwDdiaEN1e4I3dN3IZ1lXcqBV6Du+3nBlRdoB4cy4l3KNFKgBw43du3LUXAS5jo91GFW5ZO6kIihToVtmlQos6elP3Z9XUJYzvNx3dGZGU6zYSsri0aFHIOD0tOA4vY4WFr4sq7KWyjupzrksPTY5vdMPS90+OcJWjoY993RD0voxju92Y9D3TJKkOwxHD0MokKroU0FfTo91Yc65DRDaChTtj0s9yPYU4G0/0Ld2VYzAps4A9GhUQyPOy7aD0/kDPS05gS7tbKSS9tPeO6/0wPV901OspBxYHcGUGeVOem8hQ5M9Lbtr31OAkOE7BFivZW7eOwdhQC9djQcARH02xCAhSUWYDb0AUREot10sjvbZTO95vgYLmUHvQsV9dxvl72m0avBLQ8gi+YH2Ig4eQu5fC3vfb2mEAfdBB29EfUZqAl+GbAB/u6kYfjMVaIkBLxRxvaRVW82fXD67hdpg74SA0RZnSxlkEuhJ2e13haYPydGHk4705vf14VwjicEVINmyd9QmxbfSWAQS8ykRgYScXSPkBImecEX5QdptxI592RSBXx8E/YX1ne46VFxqSh+PhauaffVC6lF8CRYKd9yzlgkr5zfXrbeswRbRDl5zfY2oD954Qv0t9RbqJ3O6hnNPWj9DsOP0lRzNXr30V0AnQyt9LbjX299R9A9DrijfR31PIL0UoGkeiqQjh9x0Hsf2taJfZ0Zokm/fvIaAk/WwTCh7chQSl9UQaAPWeZ0My5wDe/drCIDyHZmiYDCAyVT7eOXukIF9HsvjDmMsnrNxID1A8AXD9pA7d6clKCl01Ms0nj31U6xXCyjQe5A7wpq8KCRZL8DfcswPJxRzs30EDHsnjKWOzfR7Ev9zYsKXfipA55JKDzfXQFluh6RX2MUiiZb2IRYhbOgj05PjpSxMhg9piG+ilUr6XBEiB9YJ01g08ZHkLvaz4j407EfRC+LgzYPiyvvVb0cIpg92hGDnPh4PqQU/F4MHFAVcn1cNqfYRldJmHTmqSGhHXqYfY6XZzY1qoGF10pDuHUl2U4oamkNhdHjuv2gY9Zl+qh8l+oUOtdofApqxdN4MkMJDOqqZ3pd2QzWqz8cQ7fpqdqXfojsdMcHV1VDjIKeqNDiXbmA1DYzNKId2sooZrO5B3aqQLdslst0YNR3R8b4+uXaN0iZWTFN1TD+wUZWWDD+LMPX0AVjsPWpTg2diTDueKt318A3SsMvt37jCZqRjenphsdzuoqLlG4RZn2PCc/pwItuUA65pCtibrv2WGfmMUYb9e/aKTxGS/dYon9wossDr9zwy/kRK1EgtTT9VinQGF9Y/QD4BMz+oP1gNGkN32yDEIwoZt9xDJP74JXql/0Ejj+v8OlcnrlwOvD7hsEXpe5uqfqZqD/Wj2PCupof1T9OeX8ysjfIdCPjpCHGYbhFK/VTo/kLAOf3EDbIqtxnivw4j4j4BDsv0n9fzEbC2dPIz8Jq8BBncMIjfzEiMFFRfb0lbc6I+3hD9YBmqNxoVIwqO3c1faSM7ePpeO7t9MKSqgSj2o9/1Cj8Qef10jE3ksL8jMBI/26jJMDF3SF8A48KKjOA2COtaRo7AObUeA3qPPeL6FvmajfeoZ4BjZo0qO4DiqVGNUD5ff3oLUkIxhJK0b/TnX3Q0npaO+KVBlOFqDxY8/pXQiwMKLUSV0K8INVetlCNXQAY8CPEjRA82NmsxTrWOxjjw2yPbM3o2oJpj0LomNpjwgxIOajJY+IOxl5Y4QMyDtffaP4qo0moPjj1dW+BLj3w5oMZjA48fApGeg3kHSJQyD8btgdgweMAoR4ze1Vofg1ITGMNzPYOHjm3fO1WDJ48oEd0k+nUiki94370+or41ePJ02dJeOBQ145+6vt1w+d23D26OD3S8oTJmbH1RGKuoBIrinqCP13sC7zrMaEHobITFPFBMCQCBsapamWE2m64TKEzmy0FdqHSg4SDsA7Dcj6qJcL4D0E+uLUTWphYrzyIDUlxgDWGFaJHykTZKrCeBaOSlSYN+sJ5Y8zwYIQpGOEkkC1wzwckCRas4A3IVezcG/y9JCkOzZQyzcB4LaweqTE2wT5uuETzAZ4pekCqOEhbIYSoTHSIwpK9ckhyTuxIBrkTPpVRN0cIWldS2TnExngKGhk1JxbSY8Cgpj1eCjSk0TOkwoOETp8mSaEpYiGJNCTSEzRM1RlE0fKBTYQhRO9jsU8HIUEHNZ5P0eEpgC70QqIpx4ITKk6amGm7xLxOWT/nLX3vEQk3oZxAwhluJlT1SvinO6BU7JN6G/EG0aJCOU85OsTFgrtTpTLE5FN+4pwGpIMTP5vFO1aP9THLu0UWtHZv1i3KJPU6wU9/UDTr2oHK+uiU4mi3lek/uox2oILJOP1gmFqmgEFI6lO5m3nCXKJTIfpoAPiJ00vK6TzwU8mzYkIxs07TxZu+nON9k6DqYQXU42XjEauMWgaTGU+3gGT305Nh5O80woLnJyzsDPfTXU9ck0Th6eqCzyiU1lEkCs8uBNwTXQ8G39Tf07X0Iz+0w6mbJq4/YogNWgIvoy8dE38kwi9qe5kpTjMnBMwz7jfJOVTFIIDPYpYCEKlPTQMxIR7JmdLDPoTfAi6m9TlMxhN82JM9UoCzlPJqkhNL6GROizq3GkpcTxybrhozEU1qYrhfU+hPQz8s8s7wz6s2tC7j0Sa27xE+ZlkmUM4fYcMMyE0OpAJ9hs8NTkYJs2VjiNVs0UQ6Uds+bPJQ/NBVDYyTs7oK00IstKT6zDs2ENbDIsmbMtTfs0FQ5g9s67PRgEecBNnd3DepFmUaaXSmM0sUrpEszKpohM1iKc08k9EmSBV60oCc5ab/QozkkL3yhmVdP9SDIH2nSkWjitUrJVURxPCDkEP5oVZHE8nOWefqUH0bjmc3SkpQzLjLCfTtNjnOEJBQpaY9z3kUPUszo80CoZzVXk8kaBLc9PP5zxvOawBe8c7cn9wiNkQHlAi8+vP4zO1UwBWpOTEXP4EfaaeIKDNc6haFgy89F6rzs84zLmQxUYalrzd85ip8xA9q5prEhtE1UzzKCk5jxRLUTzB/dmPH/MWxANpslau98zrMPkGgbWhxIXs/T4EcOrJNY2zTRAgtu5SC+4QZ9HqMiwcgyC6viYLiCzgsYLUmDAvzQEc83wLu+C4yyEL41MoEkL1C2EOcNMc1EOx5WDmiyIgOIWEk0F9csAIcLVUTYVRGsPVkLDOhqblNtyvC1zWmZrvsWHNc1NSxMqBFLhqDbOpE73IaOZqdpI/1PC304a9JRRovsLWi08gvdehvin6LEmI+E/184bKGh8ii+jOSh4SteAg+v2d3J+gYBIFwbV6CptgCM9TrHDuLEaBioilofCD5niB1GkKm93mRxmlyLOd6Gh8D0GYtsLQi3g4iLR8nEu8LkSj4uRLMi1hhq97KYjT6LS0rEu+Lc5Fy5qLPi6hDMCLTt/KSLpcs4sxy5S4kuNTGjCj3omWReYvzAli2rz3dRixIJcu1i0YuaLhzlzVITgQQdzZzhi0gp9LzCBIsHxTi2CEBhIy5UuBqLi9d3KBNhehNDLHHIWhZLws2stLLkvIWFOL1EP+GxMxS0U2JhSy5vL5LgiziFJM93VEZOQpy8wjeLJy8UJLLqSwIvjLkUDotqg7y0FCfLXUPEtgu/C72VGk3oYeSbLpciJOWyOxC7BV5U5eMvPW8y0vh6LeHIyY3LYy0is2ssOc0tfL6KwjTHLUi0tzIrW5Xsudo8i4SsOLa00lwqLKK0Vk1TcK+PMeTfyziGq9KyzVNdLNrL6DhLaoBYuoJT9Y4uOGDSzyupL+9QcuBcC1FV5/BpS7Q5irXC93IVzhSzaxCr8eSEs2JvK0EuZ0IoU4kcr2zsksqrTS8vWIr8S7gQyrES8CtOJL1nyvBLOS+4kzW4SzYx+L1qzEt5OHi71KpOtpSytVLIq9at4r/K5KE8r5y2zN3q5dNas9LrKysQ2s5q2tNiLKqynPFl2K0IsSJWUCA1RrwiXUuhrnCa84dLNU9yt8JwUZytJCvqzmuBLeitUuXRRfDovOrZSxIkA2Pi3KudxP5EWvZLcsnIkhrJqxqs5rjq4PKXL6a5MtJLBq6wmJrUIaat8JLAGCuWrTa1d6ZrpcrWviJpiu6sVrUqyfUIrJa6KuLruU7YtqJfC1itnUrSxwASJZqWYsuNKxHustrca/2sDLtK0isSJEa3opdrfCTFF8rp6+mvkr7dlwCd2BSqg0jUNxMwgrQHRPqL8Q2xAChc1uC7xipEX64BvaAB7v+tMwP68BsqpUG9BDgbv66BsAbX3UZYTdLGMhvQbQG+4R/rX64vAQbQE1cNMLafY3qzAXHPEtt1VIJhrkbOIZtgcmUy2RvRafTop2RKtKrUBMb2nFoCsbHOnCnNc8JJPIfcc6hNracLMFPU4qdOqP6BcdG9/JTz3uozTZOHGPRuCqZGPVrehfdZvJwaNG8xvnhN0d7qqbfG0AN5lcm/fbabZ3rpsFTW8tpxmbDGxZvxLh7TJvUbHG5hh/mB1rRpabDJUxAabQuk5uKgeAZgKbqvGwyUSA3G8TrCbmGEUh1Rc6sCnul8qWJtubPm1hhib3m5ZsMcvFhjazAfTGUsQk3+JFu2bOITSUuwSqvqLLA3squWFbmGs6R0iDJYuQHWkCyOQxs6JNsTzKaRP0jpk4JM1uJ9VSnxruatvdjm20RieCTHmLW94OIR3W8wq8Vegd8QRog231uwbDW+Nvx9s2/0gDbTW5DzDbDC6d3R5zCyFX4h/ZBOX8TzIbXCkVcZeGDOKuuMxUnbRVd3ION9UkiU5gxCnXayhNJXTW4K6wDFs3gNrWpIuKm/VRVHc+q9tzDlEBI5y9jraiv3Au7NI061AzmUmXWp0SqXjHb6JaQthSincKXAuIrJ0Yr1a4PaUHbrTVfDOlYCH4aYwBI2juIknRuswsZ2Tt8gija649uFOICJgy/TAO7KElMnxEjPWKYO5qUEcFK4wwil3mLjX0TpLhOKI7dtaXKiarUkDsfEEq1+KyOY0PB69rR2zOUQEOHO8NTrqMGuHHERYL64o7FpSR6fbmcgrv5b9KVCNj11qOmU1KSimLugwSJadutN0OyxU47jU7TtxlOYI/VS6FpcjVXbYSG7trhrGDbt6GGnHs6Xb+Esaqclzu+uJAKxO6KVwowe+zu3bU2sYBpKU/E7tA7deAlMZ1gO3zsETse5Tti01AHk4R7wdsC4fg7LiHtC706uVX+7k2ShUE7zwd7u87OO9GU3bOezXuplw2TiUN7BTAHvV7fu53tV7EnL7ue7r4VjuYVEs4Ibw7iu/HsUj2YG3uFlLkxrWRYdu0HsDJwXEAzW7nuxujaAxpb3aZ1SrSvvt7wO9yOSsCO4Spf1SrU/RlldHO8ORYeO+2UH7EZly0XbEuzvuURPO8C5aA/O3vpE7hexARCA8tQvuP7VO1Myf7N+yTsV7V+uftQVLe4QZ7bZFQ7tX6e+7Pvo73ThvuSlaO9TtTzOJK/sIE6B2O2L7JpWAdnkaQBftQH4aJbtlOHu7KUG7sB0gc2l7eIgyz7xe2aWZ0qBxAQVTuutFTMSJLu/tE6HB4/3g7qe3yFutm+wGGT7sFnF30HDJUlyb64+4btNTjpVHDi7A+7KUQHm5SQdokeB6xj3bLJF/tohz21MIvCwh+2X+cL/edhZNd5a0F3VWVhlBvbKpSQfUxw+xCU9752ICj/la+8h352Kh+DuS7BZrXgSHT+6bzu2M+44dXb+dggdL7sthoc47dW+JQyKRKACBwNRjPr7MIrS7BtuoZ8jyQKR1xuSTcw8R6kexH3SBSCMRumPkeFQmR+eMcV8PDyTcRV5DE4FHL6PQ2jBILFUcyRUVDATZHJ0C0cuVWlcCbtHdkAke1ydRyJHlHnxdNt1HxgHA1NHhUNUcjbe4zolxHKRzUe4kTMAsczHGbHMeDHRR6qLVIbJChGwb0VL0f1HY+O5pjHnR0ZWMLNwDcMxDicatq36hnaObuwNx8DLjqU3DfSyFfc2nygYIk28fuwtnZ+2oQIRqUB/tP9uDLHwxI5Ywe4ieRBTPHKHV8fF+4gtWawnfKvjDCdMJzug9SqBp8dWZ3+n/xgnPwVJ15eJh20yOd7RqabKBgncDBucuketKyaLAjOzsdOJ2LoUmMUS3r8aYbdceyFyJ78fsncJ32ox8RKrfrewjJ3SfIqyMIa408VJyYY+qmArRxEMo+ptRcnNNFPlNjvx3idfq3pgq6YngfAKcYn4LGieVjuJ1NMcnfaixxGMhgnHU/HHx9ydInFp1Mu0cDCskprEKJ3ae+C+gdNIanpp6TpZSGhpYxmn6dXcfKmLpz0bhq0pyAQnqm1W53M8ww9adudU3IJgU180MqZhnViu2AvHUZ8mdymhp8X4I0GZ4iedV0J6BiuKdhqZ1gn9LBKJYsNKqmc3HCo06dWnLI+SqVntyZKzunmZygpNn9jn8dqcjwrBBmGn7cCddnl6s+YQnqFjonYaJpy2fAiv7TCdpnpkuOoInO6KZLen4LFifx8IBAOcodtEMjokI7YAGfEnW55Ocynzi65rzBPZ0slIduItuenmu2qucLjC5sydbjgp+Sa1nM5xqdPnQ9K4ZMn/J6cJrnFJhQT+acHSWe8QZ538wRnC3LKdfDwZ5tZEnhaYAnNnG5w8N1qYbUudanwF4udbzwIt+fgs052+ehpnx9OeUqCJ3hc2nEZrqcrnWGuwdIXGBl/KoXcFzoLqWN586e7nvHA5yHnVOkxdO8Ep7iIOyhJ71P+ahEQBewTdpuHFinT54nEKnrx08n4Xt55+czo/F7+dEi5Guwenn46TyrtnJsCxcLeNZ4qdjT46E6eqntF6XjNnEBZRfN0YpyRcLeqF7mfFUZZphdVnvBvRdPnY8BhfjnASOBAuC0RwaQnpTxr+Nasylssa/jXR+huBgvl+nh/0UVPRC1B6h3seGkflxXTugytiFcfjPg9hwRXxuCBjhXMV5cPHBrxrHNEZX5G6SpOl6ajCbWwmoyAilUE8NmR2LWH6gtcVpR1Z9qiNoFx7AGJerZVRTABw5NXm+4Dz64fcF1ykRzmZybSh1APFzGeN3qpk5sY9DlyAI0p3xgTXvuKAigefIHSEFXQUIxBdXHQ3DbxcDMPsDNWOQLzYTMrPcybHEYtu6XrMB15VcCQ1VyaCdZhVsr5x+NnKTDe2AIPlfxc819TZhhgrJNdFXzVnXjBbRXKXgVXzVkcwTQNV/1cTWGgLxbxclcBl4u5HIDiEdX0N9e6NWy15ipke2KMj4WBvuCNewWHfrNeFXGgloijU9VmR2cQ1NujcBhXy6teC23+Jn42c2GNkJuysN306nXCh5Ha2eEN/tcs3gN30TNcV19tdaIP17lb3XlN/zd8gH13NfUVQQmjfU3tDivWdXgtnbYBhY9aDcE3RxBJyy3CN3VQY3V1MVAQ+xiNLepO6ty1eE3at686dXLHN1c0QXXEpObZNHINcG3K17xa2341/VaKbnN2NfG3DJWdqhei11SBDX4W02RO3mQJbebl0KCnatXe175ty3WiGmGymHm81f+271xGV/rV8NTYe3mBK9fNWad5HctmOts7f97WGDbfu3qt9Vu+gTkLnds35jqVPXXmd8XcQEXt0IC53VVznv13BZnhTk8/JQXciC7l46TqsLpEGDGDUVJqQ+k/dxYOuVc9EPcukZGE2QysvdwBRcYo990cmQE98+jz3PDKz2T3HoAPcBXW3W6DZ4PpFPcD3kpHvd93m94b7nHdAJcdx50+SVtPJYjLZ3X3qhdrBSHGNg/e3J+ojSMssylo/fv3Crm10OuLnkgY3S0Ham4ueDozoV0bjA7UCv6QfDxA75b9/2muGsDzfcoK9U4j2NNz4sOLEjbXclXx8A+y/3QdWzj7KeFY9V/mJygD+A+Z08o9MVmG67XClG8UBRQ9RK/mng90C0+cCm9JmD2Lqv3t90FC/3SIMg9Ye5D8AJj5dpmRhgPwj0w9s8nU1g/fRMIxkLQPFD3Nyta+Hnw+RdhaSo9oPy+XVPvIhrtg/BsuD2MQyPLCBg+OQN50g/f3CD6GnmPtydQ46FhpI/fwY5ozVJtdPtJ6gKPwj2OGUXme0VoEPHI6/jiPbNOvljTr+MQ+UPDOpoAUPo9OOn+PZj0iDgwR2twc+PHeXaaJo7j9w+F6Rk7cLpPIOaE8jiKTz0BGPkj4XqqZuurQ9yPcaqo9KPrmhrv33JD4Wk1PafL48e6JMKo+ePX01mRpP6D/WIgjdj1/c2Przsz38PDjwEz339j/09w06c2cWZQ1T7yClPQz/0+ZAvKoM9PXR5voiqPddJskgITj93es0LxAWR5C5bITR+4YZIWS5swxyNDhwMnUtSHPjyGdOZk90LBvfqjSPEQaQXyHEj7PdOo8+XPJz4HY3Pp4Hs/3Prz4RtZXTyttsftfYSNU4S8T/8IQvtyWTijnvWZDWn94TptZhJkLwEiWE7Z/Fb5Q+/ZM4+H4QgR7795eYDwquhpvC8vzb1ki/4DeL/dbB1G8ii+0vykmOVgniTpReCc9F7NhZcenvXZ7mhaaxQ0vEVsvLQDnDD2cxwB1iZ5i0dGejVeTBLyYc9Ehdcp5p5smcIrovwSxqewvTyeEQ9n8r/zsjy9F8+z+aDviy+pEN9YZO5OGvNEtTMhkwy9gOh1GNNsMGp5y9578fJtjmvQNh4pfTRr4yd1oTL/DsmHaL7clavAR5S+qv/bvnZ0viQtC8RmPr7jntu7r8fQGP0/ZyZOv2j5r0kvdZuo/VI91kK+uaMyvdYGl9DxDT6vQYufVxTSrx1kKvkb26+Iv6L9jq/HGrzK9VAFb7q9P35bzpnSvOEovnsHYr6a/awmL9KeWvwr6wPRvGb/a85svxym+Ly/b6i+5abLzb3dv76Bp5E73r6bVXyCMedjKo8D3W60vVLzPagqfVjm8Y5OgGKcNvWHii99WKMObpT3jr/ohf1k4sY5+Jow13YoNxlWDgOycZIzIP0771Gjrb29w+Nz0XPh+9O0UVBz58M4cJ1vYRb7wiQ/v8SYB8wfex3B9Zi620+zA0QHxB/hD0c1tskbXSWzQVyfKWuLZauH5Z6WmnhJkLLP88tnIUgzApEI8QFH6rxfefNzxBnThArExppBPc3BT1F874siivT8gpfThaMf1A6tH3h8Km9WoTzCfxH7FlzkWT2TgSAMKUrRsf6PbJ9VbmPIZJK6HHWwGuZanuZ4cdZ8tAKDUOXp4XrMR5D5nbrwZkJ3tdP82Z9ZPjkwx9imsKM4gUPsPqORimjczp8ISkn6K4QQsckR/ZyxXkIB8hbNOcsBmY0GZ62Ftn2UthmYnzA8ef2cl9ZhfvT3R8LWJrCVDM96qOGwZarhAF/OPsX6NZqfCMcl3T+bPKr3efFD2YA1LMDCl8lAOzxAx9YpZWzJv4oDhj31faC/sznPrEHV+bkyLG193UVFl19/4C94FcO9U5NMSNfXtLnujfPX/7Nj31vSN+ILU3zOR9fk36czAvUeRfegTXSWJ6SzCkLga3e6Tsp6AG7Hni/Kea+ux7wuynv0ZTh5rxd/8jlY9ZPqTp3zWKLA6k4d9PfkjjhLkqFsQ66av7IEqPIwnb/ipTR7NZ681KrYyJkkafb6Cr7eXDg55Q/R33BMAMYP025jvHEwp7+kbE5nWaui9WxOff0nkq8HfibqkL/TrFI9+VeD7zd+NOaxJY5Z98cpT+lubPCT/JjhbopOcMhP5m4yvuPy87/OMr5j+5ezPxp6o/uUk5govnb7t9Gu1P529w/iruT+Q/N52wSRVEEoj/LOG+g5MRiWjnQTbfv3+nNED731W9y/V0Lr/hwUv5myG/yrRS86/AkwffLOBvwJPSlSP9z9hCs+qNVjuhekjFjz33xk/G/Kv/zpXT2zhr+KpvdnL/sQ007t38jwf/U+Z0Qf9j/U5981tLe/+WrUnBjUujiILIgDxK5su5dqz9luwv5aqp/pP05hBOrYpd9c/uv6/he/7P8B5h//PyDnl/3Lhk+4GSgQ7/Wa5f038Xwr3z16F/h00j91/wguX+Cj1AoHVx/i7yn98OTP+248CpP3d+UXe2Ld8D8/DNC66/hmGL8W/Cz8X9EDz4rdn6/wP1zrT1fv/joQ/HfoG7+/1OYL/Se+j+na7/NHsP+88m/woNK0Mv0VZV/dbsILL/UuIoWjZUQQr/Jp9rXT/o/FgqP/a/brACTDxxV/Jv72hJZ4l/YAGJ/d36L/aAF8/a0rrmEQBnfLUyQ9JH559Z8TgAnbgWSH1xfTLoZ/fOf5ivRNw2/VObL/YgFZzeVobjZ752QVsZT/fj67EKP7j/GXjsefhxcfUILR/DNLNxM8RAA25IxYUAG6/CCjYA/gFq/WKIe/PFLQuWdKb3a37b/EeaA/ZAF9pN358/P/4ZpWP5RBDP5IpWn5D/Hv6U8BQEBBemZZ/HlwV/Snic/E34CTPKBM/VNztzU/5heXP6kpJH5qAqlLl/ZP688B3hR/LZxW8WwHK/dgFUpWQEvOENx4pfP7I/CQHGA4/7KA9v7x/VWxM/JwHuAjQG0FagZwTZQRs/Jv4JArAGhVTv4/QJH6lQJWZ0APgYv5aUzn1TUCN/XX4aYbv6d/O1xs/LQFb6YMb2AzTJr/In619U6xV/JQE3WAIF+AzTJhAhpzcZX35X/EZzcZZ15D/VoFhuNn5NA6aw+A+X7n/BazQPK/7VAkHjd/EX4jAo/7V/GBhozAwFN/Heh8AgSbFA/ZzcAp5ILUeH7m6BahKBL/4LWK/7DA5XKNA/b4wMXn57A7jJWAknzHfb7j4qJQIlUA/TxhPgbm9EUpLnCAEmA9qLUhUgEu/PKyv/Cv484Bv5PfNHqFOYbhaOf74rcP4GiAgrC6xWEGIiGgED8a4LQuMEEQhWoH7/JxxLJJn7oAiEItArpwgRXhp0/B35ChdoEkg7EHa/MgF9OEiyz/BEGotSgGBcbLxIgnAHggo+gMA674FYJbx+AzkEYg5/48gqv72AzkHteIhwhDKP4WA90Kg/TwHkg+kErA974FYEEZRBcUEzcfGZcA+n7UgyQF7/QUGhgBYF8g+gzZ/QIEzcNP5XfUJzagyEHSApxgwgxkFCNBQZUgmbgKgwQE36TG4L/R0GhMSf7Ig6ZqBuWgGFOeZRI/cf5eccv7cg5uB8Dcn7OcTcIS/f0FigkX6pcTwFKgrzijA7YFM3XiBM/EkGhMXQHUGFriAgnv4tceMExOIwS+4T7YGAvkHVUJn6BgpYRj/DkFicIgHmgvYCjAqEGwgZkFyg0JgOgn4GpNBsEugrX5Y/NwGbXDEFNAmzgtA/b4TMHMGlgiyZY/XsGNNBYFdgzAiWHPf5RA7TgIafcLhg8pqRgohytgmMGF/KcE5glMFDyYMZbg24EF/YQx9g8wFRgirgVnN76Og115R/EkGAdBYG4gzAgqAtwJygnb5tglsEyg536wgwgjrAn4H6iNf62giij9GJ4Ehg22R0/PkH64QAxKBWMFfke35yg0P7Eg6CGR/O/7V/Vg4YgrMEV2Jn6CgvCjtA54FohDCFs/PkGoQpP7v/S8oYgo4GalRwH4/dEr4gsibolPb6iTCXZR/W8GQQzwF+gxiHMJFkFeHLf4alRNDOgn4GJoN0GwgvCjiAy8pgQ6X7iOcTCAgvkF1obAFogk6B8Q1xb6A1aKwgyszPglJbt/KEEVDZkHSQzqTsgpFxLeW8ExwW7wEglpxOPawJyg9fyfg3haDeIEE9Ea4HrLH5jm/OIG4OayGQAn4Gc2BF4r/K5YZAbiEeQp36CQ5hAKg1EHWTPyFyAiThJmJH69gxeALAwUERQ9X5qgpZbBAxCHHAFv5yg3XjmQxnqSgvf6xgq6DCg6hIG/AUHhg0kSRAwiEPLAIGTg3KG//QyEPLGiHrRZhCX/KqGHLaIzlQqiGJQ1wHkQ0KGeA2cHfrQH6FAx0FgQWsH/AnYiXqIH6wgpWiWgwlZDQ6SEfzKv5+gs4g4g4747EHQG+AiqGTQun6TgtYhn/AyYusQEEkQ3qFuQ+/7iOG1A6gkMEAoKH7dQn4EwEPiFyg86H7vF5yTgq6FJ/ciFroU6FMrTyFngs6EZAJ6HprIX4V/BNZr6D6F8JPoHwg975VrDEEIAnNbl/GH45rHMG4gn6HXQ9yEtxMRDKQ9NZXAm6H4/CRL+QxaFkTNGH9g0SYSJPcEGgiRIjgxQGGQmOIOjL6FdgkmFbQwiEkwvv4S/amHLgh4QUwkoHCGEmGbgoGGuMZMFsw4QFfQpUFYwo8GWqNGH9GGr6PuF+CHcTYjo4OLqJXfQasKQPqYZKvCx2GWHzDN2bW5A4yiwyjAHGaawbDY7rGVT/ziwyYIsycwBx0PY6YQXWGrBKKjGww2HtfOehnEBWGxXa2G2Ud4xKw0YKGYFUBK7I9J2Yc2GLbTDJ/vT8ar4PrAmwvbpbHA2HxsPY52wjWG2w+WHBwy2EiyIOGuwjugewiiipHaWFoLAOEl4IOFhw1I6rtRBYpwpoJpwiWF5HdWF5wl4y5wvWFRwsNDiCBChnsF2FXMSWF7jCCgVwvmQ+4FVAhwlWHVwh+gxw1uGlw6pQiwiPAXtKuFQZVY4Pkc7h9w2WHFHCOGxw5uEiwpuGH0F+DpwzuHcKeuE6UJOHjwzuHEZf2Hhw4uGmw72FJXDw5rw8XAbwzWELDf3IqwqeF/kNQC6MGuHMkHeE2wveHDwxWGRzBdxDwheHZ0R+Gewu+HkLJ2HHw54w6UZ2FZwi+GDwz+F/PQlgFwkuEDwzCiJoJ+HY4OuH2w1I5QI1WHi5SeFfw6b6L3Nyr7wmSoxwk+FIIob6b2buGIIkpIiwjuGgI8Si7UXeE4bMeEYIreGIRfOztw/uFmwseE9wueF+w6+FFwl2H0IwhHN4cpJMInSgcI6BErw8BH+MM8anwn3CsIzBE73JoIIIwBFdwkhFsIo9DEIzhHZ0WRE8I6REp4H+HJwuOERw2eFKI1ggqIhOESyfBE0IihF7jTOGvwtBG3w3DKbbdb45XTb4ggROoRVRaarRQQgxVd2DecVaIwKKqpOIqKrHvEVS+ZRsJC1SyA+lBaLj1QrB8sBaJi1E3zZjEJE21ZKAWGAJF8NNLKv6HxE01dFqNjZg4k1c6xpuKj4L1LIRRVBxEm1LJFXOeDQf1O/TOIyOI2Ix07FI92KhI9xEAuTqTc1d5DPSOXSLSeKZjiOOB8NX+bBIigKVIy3i81QZBuIqoDRIigL51OJFnzcd4v1BzLPVG3qpI1xQ9pC4QU1PJGrRXkS5IuxHSSHZjA1fhyg1eipANNZGkORJydVOxGgSXxFbIzRRU7QpH0SMtzfIVeo9NNNwd+RJFzIrxyL5Emq3I1Ry71NJHTI8GCjIkUZnSfnhgNLTL3Vff5eIqJEc1A1z/IrpHdOJf7D1QGQHVWsSNI/xFPIyJGCZO5Gb1AurlI6tANIpFHHOc5HCNbxFXEHJEW1ThiYMaLwKlYRpvVZFFl/U+pFImpzJaQpGPI6tDd6GaqHIrxz4FNxEhcDCSNaRaSgzLxyeItmp0iFOqx2TJF7I/kI2I4lE1ODPJEo8lEAuEVFh1KpG0hFpHA1ZlFF1SwhANCFFHlUpH3QDvQCKduonSEfR/yDVFCo/2oAaYGoLhNNzZ4UVF08MIwzIyuotNaup55TFG6sJAz1yfur3sJAxRGX/RgNalHWokupionxaZQSVH0opVbD1Q5FRGUTSrI/lGi7QZHrCdlxXUZ5GZPTORQqD1EvIpRTLEB5EhovRp8o5FHpfE5FTIgXb3IhdRfWc0aNTHVHhokKYKo804BogBphouuwq7IlKFIitG1wR+p7mV1HJoyHj+oxtEbIxmqeooWE7uJeRFUQiISI/EK40UUhpAVI7nI+qjNEXtHDo9qiDoueHjorQj8EYhr9oydgOw++GjBVjDE0MeCToxeFdoiRB3xIdH3QEdFP0TvBRwPdHrojbYRDYjbRDOPJ3A0RpCSQGRD/TkC3JdSz4zJQJ3oiS5nUeea6UBSIvoklBjzfhzpCfrimkZObZARkSpuZhKgIQ0wPolIHvoq9FMDXWIJsOF7HwN9HCpTCYC6M0ELhSi6DCNGbJzJsg6CVSZlzXOKlNZvroSJ2K0QVrTNwf9EvOPRj+NAjGdZVUEMQfzToYzwFmkJ/qZAhTzPotgbwY4MasYyQZkYknxb4XpKkRDDHkeSgB0YuJD3zKcJaAS/q1IDcYHWEjGy+BDEhOQtL0QK+DforDEz9HVwbjVDFfTOSSiY5OIZafjFSA2DFPJbiS0FNyJZOffpKYvn6cYgJBfoqeb0JRixWY8zEDRfDEYvYbIZxJ8Tm6dZhfiEDHKgd/qskRpxWYJzGBqXeYwxQQiq/ZiosYj9EyvMLHXzJ5CDmZTzcYz6SxY/AamkJ9ERY0QYwY1LFJY9LFQY76KPojgK8Y3HI1sdqGAY48Q99YsrUDKDHvEBzHkeDLE3Fe+YpYirHaYILGQY+B5Y7TuYbAdISA0CyYAY7ixrSG0GLIfKbIYleZLyKDGfmPzHDY/p6SYjOKRaRx4CY6RK+gdp4JEXDGZoZgTNPDQC6xZhQR/GiqeJaTEzPLbFRBCjHRPWbhRBWjEJPajHQ/fLEg5TzHdAjLEn5fUGWY0bG3oi7FRaM7FnfGhzeaK7FiYyjEdKNxixRHbHp2d8AbjDbHBPZmBNYsyjsObzQ/YoH4aYkPQfYnTGvaOjB9YgzHFPG9HGY8bFPJChpZY/p7WYoKKvaBxooY+bE7/WHHLYlTEgzF7F4YiP4DiIjFmOEGbcY9eZfY75RLY/GBCYo7QZmBjFPY8TCQ4o74jY19EcYm7HlAY7Hs4wtx7/E7GF6cCQxQg7GZ/VrEZxP7GtiKrEaRJzErWOTErYgPRS41aLQ4+2Sc4uHH2yInHTRbnEUKHGIZY+RiM4kahQYutBk45rE3TJfBXTDtFOEaxRawTQ5wLFtwfgYahFmVI5noDajT+GXyr0Qsiu4ueGy9D3GmkL3HQMNhhkLe4wULftIu4wPFELZ3HhiT3GrfR5SX3asTVwIjBEONqzfdErx3zfzQZ9dPGINIZw3cWEi3ddpzcTKWg+fNJILWU8TpcAQKcuGBitwUHp7YRRwIcFfI6FevE2OH8hsAHnRV49Rze0XJzN4xhzUhfAiV4ovEUOOr5o9XvFeuVvGOQHPHTOahJp4yPRYBVPGT4unriYIFz54nPHXuItSr4pfFq8YvGjKHQoYQ8vHgQdHoV2JNQ14ozwfcKphyuRvHqaC/EN4rNAsAvfHmucxzd4/B774/vEsOB/HxOb4IxOInTDsS/GL427rL4hfEowOfG8Qk/HZ4rfEqmfYEZ1EAl942fEAExhyb4pPR7FIVyf6Unq/IQphOOEfE/43ahnhYAm3dMjAdOOAm2Fd4h/4+HjYEypxv49fpzFMVzP41h5QFcRxt4+/HoEsRzD4gczX433ZwTUzq1pJPIDWCvHo9Egkb4kvE6FAgk747bh09HAkLWMQn4EjAk6CIQnoElPFZ43Vj6PZZ6OOFLhEE4Qmm3Vgl4Ep7rypIAkF44gmtuRQlSEgwlUQQQkVwHVKFIXgln4jQl1OL/FESFFzSdP/HaEyJ4oE//FPdcRqhOdQnCPJVxPWaAm3dEn5gE8wmV43dpQE2vHn4pSYL4+wnQ9HiCnNNjKGpKkQxEmgluEtL664QIklgH/HKkL5xvceFy9PfxwcObInPOJj5ZEgDRcPPYDFE0TQnaWj5JE5wmf3Hwl5WfQm9POomIE2wriGTgl+Ep7rnNQInGEwHozuM8KlQT/izkUgkLJWwpT8YolkEgnpT8QgluEwHp5EspxeEiWCuE8Yno9OkBTE/CyI9OkBJE/omc8boptE4wnM9JZJd4xd7vDNAiuEqXT5qUcjLtXBzzEtS67EhokXEyAklWNwk24gGjVEAZjnUeBhUMRZjvEzRGU0AGJfE4PqRo3SrfEkRH/vU8CAk06hcMWaDgkuEHAkgxHMkepD/E7mivEmEnofAOag0ZEkYRAEmvGFEmZXNb6gvbD5X3TCB5xfhht+QvELYG7QRoZia94vkCJVT1Ckk2wpx4DqoOacMBj4v7AOaEUTo9A+zP1PP4STXvGtLOHQDca/EeBWkn5pFWYZ47s7TY5Sy4YxBpskpf5UgQfHkaOWadZH/GQ9WkktpOnpEkoRIkk5ibM9Zthak9UnwE72AUkxiBb4pqZw6E0nwEpMThPFkmfRCVQKCMFJH4gwTckiuy8k20m9eAUkcmQj7HmEUlgYMUkKBZ0lSkl/F2kw6bykx0lWk1zR7YbCaOks0mvTapBUk20lGk6bJxkmAkhySUkWk2woKlTWJ0knUm2k384dmeMl5kNknpkHMn1IYkmGYKkCI9EkJN1XsxRkjQl6qfMniE6NBKk+kkaEmMkf/IzIE9fXCyksRChkjQln0VZ41kfB4BCJkmikjvHDkhnSCkwj764GmI8k0HpdkhP4Ok1smsxfnRpCOslEJXbEtk9An1k7MmNkh2TNPVcnoE/rAUkzQCYwTYQZFCeLx8A0kGE+NDNkksk1RfUnJk6QmFqY0mbkhArLkhckckjQl5k2cnn44jQM6MEIOE4JZqkx8nhfbdYTmECnLPPck6CK8mRPC8mS6V8mtyAMmLkiR4zkl0mg9JEDEklayIzFIn9khPRt+RB7qoGclXk5Z6WeNMkdk9HqbYOCnWaPpGg9NpQ+krhiFE/UBUUihoCYpj7MU8oAKzT+4ydc3QwUz+5QUy8kgU3p78U+CkFkqCZZk4slz4seBC2DLQSU27pSU7kmdif+RGfMRDAUj2CYCHiDOLZ3SRkn/HXmJkm8UkPrvkhsm3dMpQPk5UkTEpskRkjPBBYnkCGCHiksIJSkzE1CmUkufFGhAMlEHY4kYRLUkXwPAK1oi4nZSOymr+YykGXVZ7pkwHqcaAKn0k54kXPbTC80e2BQk3YixU+hZwk4MiuvIqgKfR3Fs0bFgpEOKmdw2Gj7YPij0LGchDPLTBqOR57FU0YilUj4ns0LTDoLH4k7UGKklUwqnRkEkKJU0PESRK/jmI/Enno6sROmFngKbd3L8OGLh9UxMENyQal7cWWDtXMYjt4yC4RyL4IvXK5Qx8Im6FYN1KnmfxybXM+T9mZLhUhBzoD4vzgTUspzKkMJjZCGdhrUzAgQQOqJMnF25ZoQ/HM8Rzgy3dVjalcamVkA6kDU30xQoM0KKdaam48YamcbG/xvUs0hmhMDrTU5Uz7U+LijUxIbmEmELi3CtLrnZ3FzXCuQNmOTCnU9cAUlHkLPU+Lg+lAWzrnUGlTgo6mcmADDv7cxza3M0B/tOGmbYI8hg8AyxzUyTjWoR6l2nHGmfUsang8H6mScP6kUCMAzI0qalM0n8jGAGcJA0/hxjnFPEm3a7zc0u+a1ccGm7cVjos0h3xmpOobeOSAmcbWmlo6dQhk016ly008RQ0xmkQ0lUxUhEmIopRGlDMETYU0g2m80g7jE0i6mmYammHU+ND40lCDU0nalY0qzqm0v67qgVGmtuWrg7qJGxWdHGlkdGGkT8O6nLXCWnKdOGn809objEFUjQ0xTQLUFmko0O7zIaO1wK01mnA0/vhYQTWlq0qoaM0D6lq0kTqZ07Jyh0uWlbUyame09TiddEOnp0UZLiEVOm0OU65NpBGLWoRnS607OkEeVIlZ0kWlJ6eunh0lLha0nVTkuROn50llSMmTmnF0gemP4YCLrUg5L10tRyA088J12d5SYkMekTMTeRUieuldEGcLd0uemm3eiRg0pWkl05QSJ01iTWE5uk60jhwH0r8TvKEED1AFLh6NeIksqCkCX070FDybGJCYwphr0pun/wTumFObum30+WkR0/unP03SR80rmnt06mKc0oOnP0yuBb0zAiG0Xojf0yciN05Kacxf+AGILukPU5WmlzNOlt0nVRZRdGlJ0sakNbaWmoMkukxYK2l36WWksqSZIL0yikjpchmj0wBkS095RR8U6mIdY/BZqOtAEMkgTB2BhkhOV+mYMmhkAMg7h/0mNjJuHhls0qKmW0VFoq0E+C20D8KSM82idw1jre4zhxyMrRgI2TWhKM4D7JU+raqMh2i/IaRl/4DDCZODRmbDGb6t8CRmFQXRnxMEdSyMoxlawtEnN05Whh9ZRn2UeukOMrWhOMi4rn3dCCWIq+5qgPFRqCEHgxqRoms9UHQBM4N60fMaYedWinlACvqRM8/G+MivpkkJ7jhM58SJM5Doh9K0q88YYi0GGYl+M8vFAOQHr8OSi6xMwHrJcELRZM6/HzMLUxEjRp7joUmDpCLMZPadop1M/xkBMRzqA9QaRVMzhgWcEpnBMq3gJSIlQFMg8pfTSfR3cC4nMKKAnR2RB5ZlZkZLAy+CBfSYm5Of6yvCBwTpMlgHJfLcLifKfgZMvpllgrh4LMyLQI0LHaV46Zl2mdGhtFHLBD9VJnn4ylSMDK5ntM5pkLWY6zM9OSJrMmvH5MjQoHWFP53MjQri0WvrfMjHpDM3wnHWd7qlMkJm+jUwQuFbDBrWMkylcFwoPM2ZmC6DQpO1Hsz9Mn/Haoc76XAuvClPDdC9MyQn0VbYl9YQFnl49piEfHfiyDN5lJMl5kp/WJlMeLLiFpWUjf8fRzYLRgYMsxzrPM5mCP3YplO43uj6fZKBPcT1xQs3glAOJjyc6cdKHM6wwWeK5AoKM5mGeaXApMvlnRjcZm8sqoD8s+zJN9GBjAso1zVMYr5BiCVnbMIlmaZNoiagg1kAoDZlfQ1niKEqTi9jU6zyjLln6s/R55MkjAWSFuBgLBVn7eUVlG8b5kk+U8quaUJlD/D1loiONBzMyqLKOZ3R9VJnQwxXJlLA5Zk1jD0DksoNmIs5bF+lGFJ+s3WIWsnVl8sdJGSuRQmQjFKrJswNluDXuZxs+oH6IbJmRsmJlus6FxhVWQmVs8jFgVT6yls8Ma9EVrTVMqZbNSPAgnWWtldhH1lU6O1mGZeUZXMsRlfjROjPkFPF6+H2h/EJRCaMtOi+Cd6hKIbHAg8STCHmVI6LsxZj30XcgPqNdl/w16jh0IDBjsohazs0dnrsuqkFIXdkDMY9n2UOwqgUfdkcNTqmJ4o5ogjKxS+3GJoCME2rPs0hxpeCjSH4e/yPNZ+7a1OfwxNPabBqPay63MJDikMBpnQPwyvsv6pYs92qRsSTSHM3AToKCkRfs7vzHOE2BOPF+p+gHZKRkb5H/JY6Y6VH4wssfPbKBBDkRoGdI4ch0ZWKGBTMuV8IRKARhNSeyQQaBajahCJwYc/VQUdX1Lh7Wbioc99nIc37BkcvjmplQB5PsyMg4TGgQccgwpluLkjuqeEalpL5rQPajkAUmKY6PD1H5kdxoyck2qmwLRzbmSTnKoJaYXYZjkFI1MpUcyKQ/szRQE05M7mcpVrGBCmoAcuVqbTE2q8iJVoTPHNEqvX1wj0ETlEc3iwf6NXidVDRj6OMAxKc2ZIucrzlyc9lxbcSTk0mNVq8PN9liclFq2ci1FCcygxkjOkLQtXViSct3xpuRI6ycqTmCtUfbY1IKDycq/Q1kCmo0cqGSmnMtS2JCjklcxTnecs1prPJzn4c3zmHokmrOclLlWcpDnRlRJ6JI5LkP6R9lmcrrmEGdwzBc5lyVYXjnmcvFp1cuNDFhLaRIhKrmCDH3hDs32Gl4dPCG9KYJpANbmWEVI4YweRBK0bbmTGTbmBQEBg7cg2xSEE7kvGPPzHcmdT5wq7lsgC7myRVbm54dbm4khPEbfOPLhoVPZGnU0iBMnXBfcnk6vsFIGfcjprtGPFTxZEfBXouaBg8iMxOYfLw9SMNq/zXEw9Sbs7kmbrCW8IM6A87SQvCEHl7SBHkQ8o06+RD47TSTKRmoB85YlQNrN1FHmcmYWrg424wVIFgTUufDG3GPHnwef5H8UR0qegIgy64bpl/cupyU8/bSfc0VrHVMnl/cnHkm+dnSi8yHnkuWlrgeFk4OIRk5fWN7EPSEXmkHTnmLSPVTSnaqrU4h6TQ8hYTrNIM5cYInlNJSVGl+ds7pVSWBAyX+YJaFkh8sJOpU8rERi81Fr4lKJxto3SYfHN1yQ84oHpzSgRpNZJRe88HnZAJnnHQpjh0lF3n5jagAC8uESmYgwg/c986M8qfJYsEPlf8U5pWKcLzsHD3myFSfScqVAQp8jdh48i5gU1EdTz6f7mH1EdQO8z3motcvmNnfHRMcCAT99O0zGsAXmT6HMzmtGNTF8kHkkIN3mctSARQYqujZ8yXn3omvlm8/HkvozHmbWWHnZZNpi/ct973eR4QAwHnkAiJlrDnFCIUvbHlQY0MDT8yXzr81PzD823nBee3k28innBeennlCc1jO6LMqwiYhaFpPr5x8m8DU4khBTkd87D6NXnBeDtpc4Xi7sgBflo1AiwcKA/nA87fmm86U4Z8l9FCAafnf8wS6x2L/nv8+S62ZBXnCKL7ENMa3k4kGdy4iHQBJ8ygT681AUa88fnG8/S5p8vHkNyYy4RySPnhCeBTdmEw5b8wfmgC4N5r8uDE2tKvmGYzZpG8vfllEpAXm8tDEloEgVn87DFTQCgVX8saahMFnkoC4fpv8kgSX9D3BQChDDCYiPlwC2XkCDVPbp8nvlwYrvn37JQWMC+gV/coXkBIdbCyCvnmReFXnP8r7FSU9AVa8mTF3VI3mB8hTEIwo3ncC1TFj88nkW85vpOQNgWkC5vo6C1Hkj8tjE2tOvkd88pKSC3wWf8vgUdeRgXz8ty5Pvd9baw8FhsQCRCYqcliLUQ4xWVQ+GHFdajakTyqZYD2KpC7dmnkDsaZC1XDRC4Iau4LIVm4HIUFC2IUvGeIWd8xIWOw1pJEbLD7dU+fRwELIGiGLVri0MaaxGV0pI6LT7NCyiKdC1tL36LhLZZPIzP6OY6RaYAwUjNvFOYu+mAaefQXmZ3RKGPEaaCyYW8QR0rMKDLRpGbQ5O1GFLrCygSjyOgFZGDsg88VgHKGDsg4OaIG4aDwXaARLFTClRxTtdHl4pKAzhtFuC3zboUAiU4VimUQwQCWYWBZUIwpCRbFzCn4VZWXqHRSaIH0OOV4G2J6ThZAEWglTYXqApPzD8r4Xx8fuCOdegDLcoBHhsDhivpcyrNECIhjEIoWEYTEg4ilzJnsKiLPJA+HVC5IXoi52ZEi6eEkivWp4i0HAEijEXZwlbmUi0kVmI09EXHd7lJ4kgk09Q7DWRB/FjMahJ8iufE0lNnozcNlSNknW5Yg+1qNk4xiwuRER/9AUVQMCcIJESfqWtNz7qgpFQOE6CwC9GbhY1Rsnk8aUX6i6QlFfWhzXxZwrkWP7pyhdsAqOSwnqgzUCB1DQlHEeUXHPZtyFIBj6JWbTAQDdAlZAdUGQjAYmWi3BwDxZuI2Et+apOUYmf9BArUEFLjCi6Qkh0F0USi6QkEpIMVqkcgmi3ChzBiysmMyYebygm/zbE8ODRi1kH7IRp4FisUXdcMJjqfcD45ijDmOi+QlhimbhkmW0Uz2K0Xmir8keivUWagOfGa6dUHGi0Ck1WGxwjdfkXCPPT7ihSDqRPesXWilBKRPZUWEgh0VzPThjqg5j7qffl7qg4sU2fSyAtip5DmsUJ5EJDMX1hTR4ji9UFikDIlXSAcUVwIcUL5dUGJi0ClFmPcXHignqXiIUX7i9SnVkMsX9cPMWhPT7BnitcU5fLAhnipcU+fV8XSiucWvWYfA2kJ8WNi8T4AMUUR6i8kCMPfiAdi6yLLPdnBni68UUPFCUcOQcVdirNDVir0WNPTIlvi88XYSjL4xinTiIPeEi8ixbh6MWuCoi5gkIS58itFJEk88OXL0VL55KEliX7FIqmu4LBbg4c4rGM5BGsgMeo8SrLIV0QJ7CURiW5UoSVcRcuhMS+iVwRUK4eMu9lci6MqzaLd7YGMWi1vFyba/Or6aS3DlUic3CSwHh56S2g5YSArHiPBfaEvPITuPeiIJ7Ex6CYbSU0CUt4tTJx5KtY1wcPWLn5c1SU8PVzl6tWamiPSx4VePDpOSnmhjcjSUtYpx4qSwyUZPFyVoGKKUoeaB6RS9F4VPds5u0JKUtPFKVH0HF7fYns5ctSyXHEcyVCRWyXxStyE6S/p4SCRQXqedHGqcgLwS9K17U6cR6IGOKWB2EEbRlYpCrPRLlqSSVh3vVP7QPWiWOGBZjhiXqh/GWMqDSxdHvwmyojS2iYwRAaXfTMaVh4kiI5seZCYQXtGoTeZAkxU7mTS5aUNKGaVbS+PFvtbxk9U/UCXwKqUJvf4RHSxebpkVxRlmc6VlS61BZFWjhx8W6VsYTaydae+Sv4VQT6SseC+3b7LoYFgT0QMMKJ2CNBXSqbiPSy3GOJfSWjExeZrYO6UhnULI8Cb1iPnKUnT/LnCOLRthiilPjLJfLg5bQtIG0D6UFmKLgwSlPh4y/LiCZcdIG0TGVvoELjgUplh/Sqhj9zfhgIyzkw3Sy3EEee6XMylBTlku5b4yumV2mS6zWoWmVUyo7Ry7ckykY1EQgzR9RhtAmUM6eKJsy5QKjTEGYwyl6U9k5p7JGRzJSWPkTqCRmWJccci5mX6X9mUGUcyjPBcykGXHSw2XmsGakGyjPinS4ixwy7dISy0k41kZGUvREWXKy6Cn+GVGXiGeWXPJCmWPodwSWUoEJKy0mVG8YgL8ywHhkdYebbpLWWUytojxpdOiOZdmVWy1HhnSoJE8AppJKy4ky8yjxBsKJmV+I8Cms7SWV1IsmWkC2WU9+OWYoJZOXYysaaYQJOURmTyboy5aXPSxLjGhXAFi0K6Xayw2XlaRGWWykmjLJPTiAyFmb4o/4SQygeU1yvTily1zTkyNuWUy02WCzZ6W/cUejy2dViyywBi4zeDQAwfkC0SzQD40ODKCsCxjFbBsgQyNSj8SrBFekHoAHy9YR7ys+X3PNxhobURFYofeXXy5ZI8MTOnxEG+V7HE5h8MCuweUD/AfyneVPyvaUgTA6VcMuci5WWLK8iZWkxYLjbS8BGhv4BjYk8OSBtA9bL/0+yBgKwJREMgHIg2VrDgK9BV8CEGx2uT7LP0tcQWBGBgJhL/Df03BUDWe4ZoMjBW8E7ERYM3kgY3c7iwKwVTv6TzZ2E9wQy6BnhsdPpwGJQbJIM0BD/hXhWIBGEiPqJ/HNEWbIwkeFSVhMRAQnQVRtZCaA14uhU0MkBXcZYsCOLGNi84D67IMUejoKtnops2Bh7LGNh0iWO4kKi8B8hGNgKTMFmkK8xX8SB0UtMlBiGKzl6dsxcgUZGNgUK44FtEOgRuKlBWmdMkR8Mi0yfoAjxMZf+DuK+MJmKuRU0KvEzWKiJWhK7MKpFUmAFNL/EoDX5REkjYA2hGRWSLCxVWed0ogEDhW0qTqTZfPUVYhQTY8wUjwSgoJUlKwZKF2Fbh5K7+k1CL8IZK24T/wIhUBha8JWZehWxK88LxKkJX2QMJXfCc+nVIbz6Gg9pg/acmRDKzkGCCIHQ9KuSDdcMMLEqSHozK/rieKypWhKtdF7yLhkC9Xq7u5WxQJK+QRecOZU4qBZVLU/KBg5bxUzKlxqA5fxURlcnZ+ZBJWbKnm4RjR8IWKptSTU5JU6qDKDGeWUJ2odpU0MzRXXKx5VcdeBVLUpBocZaZVLUt5VcM0JWtqW5VnKq6nXeHZUNbSuBm0ktBQCX5UMwCMqfUhFUDZO64HUfBz+bbFVohWcBoKtFWFK30hjhSISIqqBVWbLcJOdUpXXWTAikeJ5VcK3gTacRlWAq3Qg03aFUeZZpWeIRW5dKilVAqk25UKkumCq7TjkDfzZKGQYYccTFVkSZpVtce6kgq6bxgq/O5nebpWiqv8Goq3ZW9Kz+hQCTeUbeEJg00XfiWEDSz2EvY76qk1WeMLRi1jRxgeMLZTki4yr/wXugWq4SyiIJ1XPoI6lzba1Un3D1UgYPrBEMd1WWqkEk+w+xiX4b1WBqyUjmq59A5LV7n7SsF7nBWIaenLBUYdJIbA1BThJ6NIb/KJNWZDdIaRqCGnOkf5HvgSmnhCfE4FI6ngpqgqoqvFFzOddLpZq9oaDDOTRXQIDrNDRNVFcgYY1dfAwMwHoYtDRQgRdetUVqwbTiAWiVLDUoKnDZxlrDQKDTDE9lHDAboQUZkVhoY4bVwUdXTs1djjq4GRzq57ijdWdX0i7igLqmzCrDAbp7qmNWRDAklYOUYnnVXxgEOesEinOTDrOKSnCNC9WAc2FpApS9X2tBtXUBYybytBIzrWPwy6Ta9XBRODnxyN9VmpdDmR/NU6jaAhxJWVapOIHZIJtLQLyvYpzYg2/S+inTm8NN9UVi/RyOWPhoMzJUaIa+7kvRaiRmmcGp5QRNyQauU7H4LPZL1MDWpRR5rfNYNQPqmjXTteIbka8Tm9tDwzsgEjWb3a9V22EvZPNTTTYa2jm8aoGRQnXVxr4ctpAGT9Yoa1jVgqeDUGcxpBfqozBfNJlp0a8DU1OdmG36YDVytBSJv6FTWaan1rQaygwWtGTUlyT4Ffq5DV5OcFhYqYTVGtX7636WzKhSkdRfq7jVNSXMRkat35KtXyLXq5jUotLTWWam9XpctpoWEP/qPNclrSas6gyuEAh6a9jXSc/HT3q0GI8a5wXaauzVQyXJXnq0vAia+YKxaszW5SCLXhVIzXZazPhynBTUlc3zUaaizkQ87TXUahFrutPAzPq1TWK8a9VJa3yXatPjV+a0hz6tMDXk8RpxEsVLXomJbnhC8YbfpO9rpBQjgyVS9puyN+HzSlIL7tYbVsKXuE14C7BkipdFTa09q/4NcBuwy1h7lFYKzaueFDa1bVLaR9owNNbXsizD4WIuNVEZH0ToreZRjhYi4MCOG7NEPYjWXW7WJgu7z3SoVqXanCWva5fLsKbMHtMAszCjWPjxcXqSoyqCgCQE673amlZWdcZaoTX7XVmVvzxLYz5+y2HVsrOhgLy2HXZrMyw4QYHWH5OxbqoY0zVmenQ1LDcEw6lDr32LLaNNYnUFne/xrhXHUaAOc5WrDHXOkQHjXCNtZmWUTZ8mJ7XxcG0ifatAR3atjB7LT45DrPsGM6unVyyGzhs622nJCeVZHSh7XVmUnXV02uSfagnX/hfUCk0aU46JAtbw0mXV2ddHUVcVHV2dZHXsgYXV2dKHXETKvKQ69FbhEWnXG6i3WQ8a7VI6sNbiNLXVO0ndbacKHAcZUDAqAOxYk/I3Wf4T1Z3gvHUk6zxb23ORCbWGRT2rO8GY64CyXC0XVNyd3XM6qeSukaXSIXDnWukLVCSLT9rjLS3Wh6mvxqbUXJx638wx6yARO6sPXyrcmmI6wPUurETZp6/4QqoP3VsMO3UodT3UoMl7Vq65ogu6qBlJ6jM7kqzjbi62HWZ6t+Ts0lPUAMBvXm6ijY1Ka7VjnOXX23I/COZC7V2bIMR+ysc6agYEKe3VXXZ6xUZVbX0jV6x96vrMYbd2OiJlE/pg1XDQABWJeprMMti3y0ElCkSARH6tfIn6tK4368/U1sS/XBqhcx4KLirGmDyxQBcZh36l/Xbwo0IDS4/UWMAA0/63Vj3629kci07Unqw4HJKSHpIctwJ08bfyQ8IbnbMagByaOA24ucIRXTNdQnkkVycMCyZxNd3xLecWgRqY0zRjeaT5ND6zu1ZE5ozFPyI2fUGc6Yoa/YLjnseRA14GDA14GmEDoG5g1puGg1VqOPDopVg20G5PG4G534ecfg3IGqKqTMZFQcG53644Jg3R2KKryGyFr0gbJFoG4NTTqUDkX0gg2FsPAJSBaQ29+Kg3Q9WWKAMY6SyG+5ymG/ZqqG/JGcgPoYQ0ELliSDia+BUQ2eSZajNNIO5jY6PQyG6gp9a3fXPvbGTIsOfhnFTWTZ0Dcy7FA6ghG5dVHoQI27FP0TuDfvrq4SI3Hyu+UcIMI0BYP8x2DII1xG1I5pGzqBEYYny5G9UVn3JSVAKygyCpLM6g/UKXxwTPkQ8834AYco2H1QAVktBo2IjbAXWtO6X8GNvi/ct1D0qMs6QChQYS9Z8Cp8h86tSlo0GKTjRzc5mBIcrs5tG8A6dpWvX7aVILMASi4X4HnmpBJIDwXYNpKtPPbQXV5jdGxkKhjPY1daoRq8jNeQ2cjlJsiE/k2cj1ILG5Zz1G6Y0GKWY2d0MY2t8441WMn0Y0oAY1cIP87dWO40nGlUbOChrn5QQ432CwgwFpMaZcJJPnrGnzmvDEXlLG3FKcjA/luoP8wsjK43gHF40PWYN7ImjE1l89E0PGkFqhSlE2nCOE03AZY1fTAyyLGm0Awm0yRomh/Tgm58RGMczW7hQ43s86AybTFUahCs8S6ndFJz8pE2fAhvkr8pk3VGp5IEmirn+Gavm4mt1DvGrcby87Zzcmn42QQa3lpHdk1oiGFpQmg43gXQ3limnY0Qmze6hS0vrwXJo3WtMk3x8b0pKm0/TOjWU2dSqY0SmmqXiml9EqCs/ZjGxEEOS4E1HnHvkNc4U1kKTOi18sZLlIIRRoCmLkzqTZIumjeX9a/fU2VHQCgsSoUyVLITo4DDnbq29pFI+M2FCuLBxm3IVzwo0KgsYsZLBVaAxCqoVLawbXJmjM2/FPM0JC47W1C7K5nazb5T8OAhWSEVJQjWs3xRREYsOaZI2kPo0e/dzV1mqxSdmw5KmEvo1BPDDXwaFlCwjOX47CFBItmhwwAYbs1fnETXTm5s2mSXNy+oBJBbnB95KtKRm/okt6dGEAhHVBRQ5Egpi70EM1ZvfIKR1BRRwzJ0mD8mH47JOFitaBShqjOy6KpNpg4ak8SXeF347Jds2zedJzvmxaDSjaZ5nid8VMkrbjhai80imoPp0GGgTckgAz8jZySbJKC2NOHc20ksAxQjQ4T99Lcbig9c0rmwBJy/ec2vmwc1gJHC3wKZB7Wmj824iLt5Mm/GpUEan7rm8WivyKN47JCupW8YUj3mgySADK80nm7km0YMfax8ODHSYbc0GLMwVrmgphkcR82+Yxjkvm+BRkW/LUkW4Lzv/b83oDTi5BOa82b1VBTv4gpjcWl9E7MeC0QWyLQqUJ4YwWmFK6WtPYMWghQCvX1A0WrBTh9DCSJHK3hmMGVwEWjhTv/aZK/VNjE4PFTnSW0jF+jNfALiWvoeWtPaHmmFLFcaC1knYTHoWg82J1ZzHpali0BWt80FMSXjuY0S0Ea8S1yDan7TJOK0lCZCQc1CkRZktV4QYps3tyX/Qxc6S05W/LlFWl36N7H81l6WsTeNYc0DYhgCN7Gc35pOc1JWz1AsA881pWyq1uAnDmHzdOzQFKfZRWtESv4G15eWjzgwpLZ7AW7y0QSb5CyW2K3t1azRfm/ILJcXpK3ZQNyzCUqLN/Fa38WmZ54WuS0B/DK21VPK2vaUK1r4aS2DWjjXCW6nK9WxPabWnq1Kveq0Lmp14q7ey3fTUy3WW3cyKWkrnmWq2XEvei27m4jBT6HDkjWstJgYSK0vWSLTEBSK3qWw2VEWpS16U+6BjmsDDyWkmjvW460zmmCRBW6S0PW86YI2xVL4kBDXXWk7KtWnZKQ2k7JtvY4ynm8mX5GA82A29gS5An63AUzq0fW1C0E2gEbLm0bLsPYzXNWzG3f1J609Efc0o2hc15GQq0zmz6RT6PqUqoVdFJCarCKjeD4MIzdGFkYD5YirEIy2qdU6iThgjo5D5e4GAjE0cD57HLW1FUHW2Xc7W2fvABV16e9mf3UNUIWdwThE8RWZvH67n+T+5neEqaQCNCBxM88K19BCQu23p6wCCgZ+4LVBRMvtXHibjxviMr58dQCRTUuPgpErLqLyKVgTSDSmh2keRRwHokudSCRW2mYlyIMybO2sqQLE5C56065mWQdXR9ycxjHMsWjy6F8SfRZwrhxUu0WKegjnM/O2GmWcDK2Zx5icKs5lIT21+UwzphCO20MSRoqNdecSp2i4lR2l16Z27u0RatbhXyXkSsPCzV2cTu1W29llEIDO37IdsQD23u0ByWAgoi8M0vvOxm1FLdKDXflgGWMDIkwUVi5UuhgH2hiD8sE+0u4t/iPPC+0+4q+0bsqLCX2o+0q2jr4VwU+0EeWaA32/hjv2k211ClhZ6cFnh4Kg1a42VSYTXPig0k3ynugAB0DWK6wwVWjhQO5L4cEY6n9pN/yaZCE6ltJZUNXR5lpCCGX8TExVokcB1A6OB3F3G7iXBFYQycrqywTG6IPSrxDchCGjJVc3g0Oj4FWTO6wimUW4RlJEK9WxLixwR4l4qGBkZcTXbSKyh3Jy9zgsq6kJw0ZOX+cGm6hhLhz5cQBiMKh1JM0kB1dWbs4sOyB3EO4s5qlcCZnKaBUSETmK9MfW6SE0h3XSpfCzXKujTPW3imO3R1Y8zKb5Gs8LewTR0mO9ULMO4UwPSi66jilR3MmPYDt3RcJWO9QCby4+58RXwQz3CSbGkTTJBOleHL3N3LIYeJKROuEHhO5+3j3DPA+kG6jxOqKgBOqCKpOqI2g4dJ1hOhgBr3V8Q6saJ1Hq023KSisomCDdaMIbkZJ7M85owzjRY2oEKpxGRQAU983/8KKJ9YCFbnmhSJLRP1Wzc981i8V6KhhOODgWwPnjRcW3Ycsp3I6Ktbuca8Rckfk5TOyMit7UnRVrMKowawZA6MK9bdncC157A/QSJNrhkeNfDbOvPy7Ojp2rO8rR3rX+hsc9vBLO1MIZ+RK1b4AyJRChjnXm8p27rR52Csd8388OtZSYVjl9OrzS4wiqbccrp1tO1ImO3IS2tO+6I3UPFSPNBp2yJV8IYBNy2fO8RIYcy4KLJRbiTOxFQLOgpj3O+uL/XKDz5BN3gQu7iWheA51rO/uKm3UTyYanZ2Qu6iD8cw50zrEF3/mwLCzRH4L3+RZ0AJb508fLF2iaJyJvO4aZ98paJwu0Tw/BP53Iu4l38uqKIYuvF2+od7j5xJlpiulCICu8l1imoF2Eu4zwIeeA4KcPhJpNUDmhha53bNXyV0u/6HTOs/ZE7e+JdSvF3X7V536uz/YyujZ1DO0LiTsWgx8JPZ3kmR13dOxZBseSiK2u3l2+S7F1XxXF3slBV0SugN3z6JeoeRSV2BusN1pRc11MlJl3rO1xjEcvfRxVIQQxxNV2xu5N1murDDNO3kqauimEBczeWT6F2GiuFb6uiAppXgZfoluoNVJXM5Iuwit3E+BphFuxyCVurJ3rGMt23EJt2gON1qgsHYhtXQb4pG7Nq1u9nb1utt02sPHHFOzkWlG+ukOybQSSE7Hi/KMkhaTWd0A1ZunH4Z5Y3cOd090sLVrumtzy1eukZMm6yTWXenynSL7ueebiT08Wg1sgBRVq4GA7A6LpoqP/jucHZntde91MxOWQasyCAj08Lgnu4c3edETJH4HR3UVUrriCW90ydfjrAe6VkHyDdR/uoOTVtG+qfuznS+sw3X2Oeul1MnVl3qInQoerLhgsrE7zugyQQenD2bu387fu9D3K0qXCDSND1qafzYveRd3IMEdSc8eumG8KxVpcJpWMGR93/WCQVOdaj3hKNoHOvEelhMN93D6V9jEqVvS1TR5kfu5ukbWR5kbugZWrusFkLiVwzv0rD07Mgj0yepT3/WDSDqad+kXu3wmge2lUSqb93ye5enHADiCZfIvUKeikDae9j2s7b+li2AT2L2MXT/wWz06slT3P0m0UQegewOehni3ujz1Kqrz34ejd2wMmcoasgL0JKqRk1s593t00uyievihsqCBUI2md2foZxbIdPjSye5T0hemNioe/z3LuvjRhe3wkEemTS5eqT27uy6w4cAawuwPPQ2Yf93JfMQBnu6GVSTdZm2S95TJlGd3Be3d3pkGj07u7TR36aL2HMkum92Kr2aZIT04qF4i3uwD1cdHTQtembnWeqPQmegaxQ4DdQjeiD3ydej39emD1Ie/zbJaHr3brDD3te7j2ZUNr3t4Ur1Lurr0hyNb0kevr0/HYj2UerPROepb10erNRm0Dr2QeppWPevb0GXfjqHqer08e0rpJ2Lb3hcbzpl/Ab29emTR4qSb13u9unTFW90RezTZqe1r146Ugo6ssZjUbBD29sn93EqFTZA+kai8e3tTTUqz38dAjS3u+b1NKjH1re5b3LqfT2Ie/FLIejPJfemIof7XtSpe471kafd3ru3d3zk4j2xekunTk2n3reuDSFe2j1we3tR+lbd3Pe5TY3gNj1LAjj2KaYclvesb3ibA2w8+/73o+492IepH0aaIL2deiH3qrNb3Q+zDTdnNb35e3nRI6bjLQ+odXv6c/SjszY4zAadQW+/vENHLrY2+4SjheKba9AW31jme33YROVVu+nvlBMXiC2+7rVzbR33g0VPa++3q3B+miJJCjD6VmrxnVmi9EZ9GEbZVDFpt8NZmJ+5Eb9jRaQBcCrxYsKcZnEONqUjHEb3/BlqeuIsZ5ea/q2jSoynC7EbwFEECFcf/oGjRzX3JL0bMje7niGxIoIjFv1J+i/rdSKzDajT4ahaw1JQjKUbxDFFI79CMaWGaD3cjOUb/Irmrn9efrUncCDX9e4Z11O7wKDJv12GOggyOWkZ5jdowcQBAwmjAv09AUGQADSfwT+mzEpjB06x2PP1nocEZIecMZijVP37eFAYk8xyCjNf0ZAjXP3Bje/3C1P5pPfZsbf+6MYiDB/0pY4AoP+o74gBtyIYtMCCsDW/Sru6MZOjW/S7VBwKbjAU67C6LGAB//1SBQAMQBmcbu5eAob+vrFmeNQwYB1QbnfRQgsEtXESDLvStC9e1+GiIV2M/cYv4CuC9o/8ZsgOT4rsoIbgqJiA3jA8ZFWOaXtU0YLfjQKBsBoha3jXgMwIjgPZzXtGCB1gNAvCA0narql/21cxkGfh4nnGgTKBv/BA87czqBv7Q3a9myyFUzwqnYGhsFcwB/tXlKqdVC5B3RPIHUfM5bcMgxvFasx6B4vwWpQwOjwA/I/qZPUHACQplIA07GmZ5r/EEw6Mm0SYhkUk6/XBdTQWNziymbqSf0ey7MG5FTeBoU7IGovKL1RS5qB0IrKBBU4feJwOCaBcwtmJvJt6hINp6uIMlvFININefICYWc7PcdFK4FeBIfHQINT5AOSGB3wOaacoOGXLjnp5YoMeB6oOoXRwP1FJYRjnYUIjtSfGWnVINZBnQOxnTmAH5HQPPmGdKn5QQbtnNpWDBmpCMnBYMztUwzvnOoORFQUyqXXVlVqaULCXEYO9B8xir8hSj3qfYV2nHzl4GJDSEmOGzF+VjQodHoOgaBwM3B/Zpv4IHk78AIwj+AC4t0CUR61U8GFmMgym2DIPPBlPzuBssxaB2QqL+Zs4PB5PEVBz45DJOg37nUXBqGTGT0XRI4gGEEP1ne4PAhmGSIh1pnfHUvTZ61wNsgF5220zwPf6QzKohuTAUaCGTTBoIPZzVQOhB0LXtae46lB7v3ZBikzppcTUEwbi7R2Owyrjfi7YhoFIvnA4Mp+RCTvnbpQfBkFw8hzkMp+LXScmZULz5Kxb7BxkOyh2EMbB+6TRLWC4YiTTRKh8i7sgayZ1BCy5UBUEXAWaENzSP4O2B744mBrEOcGIYM168HC3HHU76hiQqCJZYNUhsDX4OAIOpEOkPsgEzhVBmAOknVkOlGb86Rsd1SuhxGW8h5wxYYfYOZB8TVTBpQNWh0k6RhgE7enUMPXql7SBhyIMmGV4OwylUM/6XS7ehpU7imWoPuhlrU5hwkNtB1oZOhokOmDA07Qhqj5jnesNSh2k4ih5HmUh6EPc5fFSbyvRrpBC9k+XbM1HXKK6vGS1qxXaqi9hxM0PoMcMTBPsNe4HsPThicMRYOcMjhjyw3GQcM/2qA31C9c5hdXNA9nOSKCdN0SpDVc6W8sYgCucHgd2gwgwdMtXA0G6p81Z5wFnTNXBdCGlYdB6Q5DPDr7h2oZVDQLqNI7ToqdF8PadJ4KlVKhgidEcQm8olTudUTozVEC4CdNnnIikTp0BNrkonVjrtq01mquVjqNdCKoVBuTpQdE0b6dTjmp8iLpfhmPm9q9CM4RjD0edWZGYR+oY3hgBTPCWBLa1edQ3a6zpl8XVzVq1NWoGAzpQdAv4sdNBIlqtgDKdbcOPhyWlFdEmptDOWnL6kmrPu2rSddf5QHhxLpddWHnadbkiyozLroR4WoidPLq4ou87gR8rqu1KCPCRtmphnerq+jGarryzT0NdEtUPnGVRpdG8OSRwVQSw5M49dDe3j8cdUjeWK7HDVyNzbFyNcJfdXLdDyMrw9yOOWNyO3pP5hLq5I1X6jdXLGUdUz8LyMlBcd0bhxQNUIpbi8LKtL6S6uX5za8CZqLHlpRn4HVy497LWRbjpR3KNUO0UldcBZWR2LhiecfEj88G65EHSQQZRn3hY8qnbpRwhCR2AbguQ+DR5RwWxhrMZXQxNG4ardnrotAmLYoBehOOJ8DwqFgSKU6qEMIeuzf4GCXJHawRsMsWXJHcaPpvfkA5inogoockyu2fuYTLUBBhtbKMeQ3gRUOg6NpQgEahHWPhRLKjxDR2vA5ioxIjOWl45hfxYG2I7YzvWaMUOGOBYwf4STR/8IfRzqME3I2BOOfegvRwWz9R+Hp7Rw6ywoeHqbRm65tRjyEgGXO41kRyFOI46No5dqMsA205ykoETMIdGMjvb/xTR8ITAxpWyJhWyEJzOq6Ix4ZYGCFaD4vPGP1Q0yYDvKylY9H0D3R5GxJRtKHhNDGweHX1ZlOH6CwWcsk09fuAouRKPpRgWPY3AqM/AkWOtR1mOErTKMUCTJw7R6qrVR+6wOYTzhK0BmA4XE6PuJHGP3WZzJvQ0ciubFmPpRmbmExtG5SxixINR4q6+krrjHQqmOZ3PcLuJEhyPXWqPulZkojOXO6wxlVaaK/SVNRt6Hm9aU4UNFVaiNOq6mrK13lMC6kc4sUV7rBaP2U+WJcJG2MRWN6OyJWON5lcN6PR4dZRxtaMMwoVrLvIGwXRpxKBx5N6ox56G+xmd46x56Gex/F6AMdMGH4FaNA2YEIqrRQpbR3iBLRt2jMx/OwJx11aqovR3fRldZ0xi2MjRlLgtx3qNCOPkQKraGNdRj2M1x4xCmx/BJUxt2NSxq9bWCb2OsJLWPGII9Z1fVuPDx+2IfYRWP/RiONHhbONZ2FxZKJD0C8x0jmNOk+P12DPyjOvxEXUm6OZx7NLXRxmT9zXZ3gx7WPzxwll/RoWMwJAHL12SuM8uvESPxjONaRdFm9RxaPXxmWP3WduP/Qz6O4xo+PQJz+Phx6OKSsY2Obx7RIRoDeO8gf6FjxqeP5zBePQ9E2O4Jn0QHxr+NmRNpjEJpePwwh2MvrEABvrAbWvvEZZMwWyV1kQ/3lu95B1JFeEMJhDZsJ2D4n1VhPq6BD68JnI5MJ0ygsJoROnwARMVMPhPiJkROSJsRPsJyvgfsT9idgFAAoAZwBuAX9iBARuBOAROBgATsBeAAAAiIqSJAyAHQAoHDcAKAC0T/fDn48oL1QEqBTA5ia0TvcEylnADbAvly2AQqAAAXniAHAEiAVQOc0tgL4g8QC2A91p+xUOBAAtE6AAUwLIBeAGABwgFomwOCAAtgA4nxGdYm4Ou4mCAF4nigHMBOACAQAk8Eg8QHusQgO0BZAAZAJUPGBRwJSg8AEUAZACgBOwJ2AfAKSBzuJwBzuEkniAGQB31lEmYk3EnHAAkmkkxYmUk8XwpAOknMk9CBsk0oBTAHknh4AIBCk58Bik6UmwAOUmiQJUnqk1wBak/UmwAI0nwkC0nLANyheUMQAoAFomtgJ0nYk14A5UHaAJUHonngIYnKAMYnUAIoBQAMkn3WHLJwxCVAywGAB7E/0nogE4mMdNgBXE8rZhk94nfEzknUrtYh8k9MnzuKEmKwBEmQAMcnuk9EBekzIBHkytznk8jk7RN4AMk94mTYMCnGAJMmQkLBAmk7MmSk8RAykxUnqEFUmiQGsmGk44ACUy0nEU20mOk9EnYk/Em5UH0nLE6kF3RO6gAU1knjSLkmZAIEmBAPinwkN4A5k8SmFk6SnPIOSmak3UmqU9EAaUxMmdkzIAeULIA+UAcnHAEcnGU+EBTkyABzk7omDExsJbk6YmcAA8nPkyLIlZA182YHYmkUw4Bvk+Tg/k1nRPE4Cn2QMCnQrvymjABCnEU1CmQ8LCnmU4knEUyanUjb3EaqWzAHU9ynsU7im8QIKnx4MKmiU14ASU0smyUysmQAJSmNk9SmtkxMm6U0QB2kwNrvUz0mWU36m2U67YYFpe5PgBinQ0+MmcU3ymwUzgBI00UmY088A40zIBlkxSnpUymnZU2mmcUwqmuAEqmVU4cmZALCmtUzqnLk1wBrk346ZACYn7kyAArU/mUFlJymZAJan/UzamVQHamgsCGnogECnxky6mq02yh3U1wAwk9Cmc0/Cm807un/U9Om9lK8mQgKWnRkzyn006Cmpk9WmQo7Wn5k4snG0wmnm0+snNk+PBaU7un6U9mmNUz6nWU25UrlFGhz0yWmRk7qAxk7ynb03imH04Smn0+KmdoJKnVky2mP080n5U7snlU/sne01wB+088Azk7uALk14AAAMoAAdSIYBqYnTU6YTUNxmIRbyY+TjiaMRfya5Ta6YOM+onDTqcEhT4Sa9Tf6dzTRIGDwAGbngrxVjsTGd+AY8GBTQWFdTP4CjTsABFTsabFT8aYMgGIEVTv7F7A0mbrTqycQAKYGA4UACJAPKB7AKYFXTvwBVQwKeWQyaZQzkmdaTmaYZTXSZ9TMgD4z+aZmA4JPqQK6cvTImfCQNJDYzdYEfTxKZQAVYEKADaYgQqyExA4mJfTCmc6ASmb0zqmYMgkyBDgIAF0zKmZczDgAl6qGbaCpmdTTn6ZvTk6Z/TEZphT3GcPTvGd9Tx6csTVGaqCzmbAzDgFEz4yfEzW6YJT0adKTPmb8zcmbnTgWdFAwWa4AaiEUzXaeUz+mZkzX8CDgUyFizXWYMziWcdUP4BSzyGbSzqGY7Tu4APTvwASTtmYKzk6ZPT/wF2Kh1WEz5WbczIgA8zkma8zsafqzPKEazAWeTgpYlazWyA6zA2YizPWfUzmmc7gOmcGzCWaMz4yZMz42bbT6WY7T6GZ7Taqb7TGqYHT+Gd1TzwBIzs0fIzZiaWzG9SA+WdHnT9GYOMjGYvTZWZ3qnAFYzlabvTkmY4z+6dyzs2blQ82f4zoUFBzw1E9oMOe8TFWfcziOZCQNWciz3md8z+2efTh2bvgLWfJwp2bCznWYuzamd3gfWZizcWf0z92ZGzEvS2AqWZezk2YszWaeyzM2YcAc2a4AdmcKzuwGCjRv1KzBOY2zVWaRzpOcuzOiapz9OduzTOYMgKAA0zWmbVz8WbKzD2an4POeezhmfbTAuaszTKZ4zmOfszE4Bxz2VPtTCWcJzm2eJzeIEVzzOfCAe2f8zKyCOzQWbpz7WYZz52ZUzSueizOuY5zeua5zcSENz76Ymz5mbtAwudFzIAHFzi2aKz/0oPtO6VAzsufHgROagzzuaFTZOd2zFOY9zkCGOzPuYGgZ2fZzueeeAmueuz2mfCzuue8T+ufuKUqcjzfOejz72cwzn2ewz32dwz2qd+zQ6ZAAhifDAQOaNTiebnwZ8MOMtGatTi6ZcTppxlzjgHXT/iadz7GY9TnGYg4OWeszPGaxzQCPkQspDWzWKfLTW2bDAOeaVzHuabTjeZlTxudezpud/Ta+byzG+c0M0xnxzZacgzIAAkzB+akzR+YOzP6EQzSaaNzw2YvznaYGzGGf5Q7edXzJya7zg6b1TNEEHzAwCnTrHA0sQybnT7yYnzIQyXT0+bWzc+ZBTz+a3TwSZ3Tk6c9TK+djzR6eHzc9HUsQGHgLaecfzGWYkzMydqzoqZVzJ+aQzTefPz/OYzTguZQaBBYWzMBZILp1DIL6KbKzu+afzVBZdzcGfkzCGcTTvOaYLLeaUzgBdVT0QHVTXSZ+zAwAIzVyYI4UBeNTlibxsz9jS49GAhzjgEnzvydQLD+eYz5OHnzWefBTpgBRzXGevz6OY4LJ6Y0LotC0LO+YgzlBa3TNadgztBfgzIwC/z4hd/zzBe/Tlmavz5uZvzVucEohuW3sDhcML4GevTFadML96aEL7hZELnhbELP+blTb2akLH2dkLX2fkLYBZ7zXgAAAwvIRVC0QXX3P8QZaMWmdE3RndC4nEUC+xq0CywgxM6SgJM9gXzC0vnUc1YWRc4QWp0zSib3GdTQhkNmjGKhnN00jnXCzQW88w1mVc4XnMQFh02s6+nT862mJC1+nMs/4Whc2jn2izYW2U7t093B8w1s/0WfwIMXoM3EXRi5TnRwBMXRQFMXP80kXGCz4XJC51npC1hmQC5qnsi4oW/s8OnqIIUXOixb5zU+PmF08gWp824mIiz4mnUxun5cyEgmi4wALC/gWViwimJc00R7Bgnxg0wln+C84Wkc9QXy8xAgP8/QXv85cWUi5fnli20WoS0UX6fLCXVY44Woi1tmUS+/m6CzMWGC2fmri9snW80AWMix3msi1wA8M08Xe89cmd9SABx08Dm2U4FH0glAwvi44mfi/oW/i+QWjC34mMCxJmcC3unLC4EXrC7fm6TaUEBS/8XES9EXMC0jnX8ztn60+iWqS5iWaS9iWWC2bm4U/KXgi98x3OPyW2gkNnVS/vnEvVqW0S5SWJUxcX9Sybn/892m284yX7iwoXQAEoWXiywA3iyemdio3DdjggWKi18nhS8unai8YXJS9Vnmi7um8C78BIk5CWOiwGWDEkBgyjmKXIi2GmF8+QBbS24XZMw6XRC2+nnSxfnDSwEXjS6sWFS5lM0ywSQrS04W1Sy/ncyyMXtSwWXEi0WW5i7SW0M2kX3S78A5C6AWWS93m2S14AAAFKA5sdN3JnktugVj7jYQ7CLYHQthljIIuJ3gwz55jPTgNCDh57Mvbp2Mu4F5fMJl+4s2ZsXNrFycsramOKniB7C1lpaD9cMksHF5sseF54Cl5wbOB51nPB52ssZ5jLPeFg0t+F1gsx5pMv5Z2/PX7acvmEs8sIlhIDAptmCCFw/PM5lABvrELPEQe8vq54iBB5mvMh5zFMbZtUvvll0vTZn8uW56EsgZcIQAV08uOFi8sJAK8sQVjXPQV6YuhZ58uPl/eBs5u7N8F1CsR54sv8578t4ljHMHlhUvp6fCtHYFUsgV8ZNgVrdPklyCvkV1XNIV1Ess5mivPl4CuvltCvJFl0v0lmQs9lzIt9lhJPgF5Qt+gf0u8l3YhwZPHNol0Mu/APQsRl/4voFvYt4gV/Pgl3cvsFystaV81PLlzMt75jcvXl+0u3lz4BeF2Ssllz8tGl/9OmlsZLoZT9IklrMsxF7bN5lm8sJFqUCuVrEtyVrssMlxStMl5Susl70vPFvvPU3DStugL3KILIPK6VpAvOJkUv/JoyuAlkwvqlkJAhJlouyl8sv4lmAtpV0dkZV3gsoV0ksbl4YtiV4/O6l9CvuVxYtflzCusVw8tz0SqsY4U+BAV+it1VwKsNVikvOV7wDhVpivXFgAvpFmKuelx4sJV9kuoQFKsrKE57uiwUuVF7KuGVjMsAlqMsmVxfNxlncvaJyyveVh/RG4H4o1Vigv1lrdOal4KtOV0KsuVp0vtlj8ttVzyvr546uug74q2VmIB1lm0uOV5XOjV2ADjVx6uRVm4vTVhwC9lh4v9l1Su+l1gBLV7YyUAI9zCVOcv6V8MsGFravGV4EvZ5sEslViEudVhUupllSqfV60sbl66tNl26swV1suzFszMLFtwBZZtgs/lqyvw1gmv+V+yuBVkmuNVnUuOltstU1zssg17stg1pSsQ1lSs5F54AAARRULY5cNT0BYDLfonm1UsBDLWVZLoi5YOGeVZPQKNB+rW5ZlLONblLIuYTznRcMw8eAmCgCG2LjxnBYW2eGrruY5rhZcprUeeprtNZYr2tfjzXVe9mBtbPAPBb6LJteIr9VZgzpNb+rd1bGrD1e5rU2YGAsed1rAZflSstfYa51bbTJ6FNrXtd+rTVc5r1tebzdJairClf5rsVcFrweChrIAHyLTkFhrEETXaAcmWQSNetTVRd+LYFVqL4YHqL6taxr+1daLDtdDrbKbHgQ1xW617S2rOxdcYNdbtLicHdzH+ZOLo2fGC5xa5rNtYyzNNaWLdNbxLjdY21VpAyKbdajrxuaggndeJrjZcarvdfGLzWYHrHYAxLLVeYr8lbuLOGYPL2dYAASmRmJaxRnbCzTgl2hanEC98WCo78Xcq2jXXmM6mMa3tXty/XWyq1PWH8F/QjcPCX6KyB1xk/OApS6RXyc2MXjixvWksxRWra9SWga61Wx6+1Xg65CXP61igPGLUF3iI4X/69mAts/HW162A2vc6cWt681W3K7vXU6/vXO84fXha1wAT62hB868L0rurZRl5GtWvk0Skl05C7Pq2Rg0YGUSa6+ZXDq4g2na2SB+uIeYAKAw2eK8t0llV3Wbqz3X8833XwGyNmh60nX5i6PW7ax1WG63w3gfAIwhGx6Ray6I32QOI2fa27mpG+vW8G6NmCG4nXoG4HWP2HvXgCwfXHa8fXwIDQ3KvLOhaRIw3ka3fWcq3bnYc0/WgS1w3saxZXeGwqXbSvs8nGzxWMGyrhl69g2DG7g2ac8Y3ya2FWA6yPW1S3A2Xq/CmkG74NOGD88gm1tWjw8CnAG1dWV60fmcG0SB+6xA25G2Y34mxY2SG1Y2yGzY2KGyAAT63owaGx7rlhp7XMq7fWBuPfX3G46nTSM/WsGxrX4yzw3J66o3xCN/X08L/WUKyE2cmwrngG4cWC8zI3B69vWiG+ZnSy7iWVG3+WUGwsZmm/PWvq+M2em2/nXcwU2ms0Y3im/M2Iq3/nLGx6XrG1nWam3U2aA1yXxy0Pn3ixwHzmM43S6643Nq5s3AOt02wm702Dq4mWBm/43LiW3RlkC+Xxgpg2vm7s26sxE3Cm7M2TG1A29SzA3fC89Wyy/EmUmxnMexIC30GyC3Qm6zW8m3s3IWwc2om0c3CGyc3iG7zXoq+nXZq+Q3By8oWJAPY2sKtkQMaOUWsq73QlayXRai8VBOAOsVAq8VW666VXkW6o2UUUtKAQMJVaywlgfwA9hwK+C2QG0cWoW4c3srsc2Jq7bXx6/bWP6/y3O1Oyw+KjxXRWyPQSK5K3pm9I3ZW14z5W/C3o88o2VWwqW6W4WRCZoTXmgqhnxWwJXwm6A2ZWwS25W0S2FWzzWpq3zXwa14BLm1S3KG3eB7G7itpiMRjnmy2BmG0rWXYGtn2G5wBOGxuXuW2/XeWz0mUW+W4LfUsDONI4XtG1nQJW93X9G4638W24hCW6Y24W+Y2lmxPWVm8dXA2wLJuKiI3MW5m37W1M360/s3qc/m3ZG0a3zG66W9k2S2vW88AfW/NW8i+LWuANyX7m2HWFxcewBJPOAS604nnMuXXfxkNnGmtXXY29KW+m782y2zhWQNkbAwNrL5CKO7XF69GXkSw63pW3m3SxGcXW22U2S28q2+W+a2R29Bt0vMbWd27tW3U/W2IEI23Pc863j2663jWynXSW2nWu25S3e288AqG5yXB21LWis8uZwSFbp1thO2w278nWG5G3LING3IBDq3uG8u2zW95WMvQttWDshh02zW2X6w+3dWw228W022j2zC2Ka6U3k64o2lW6a2L26h3QO6tshTKSgtG9h2dW9m3n20U2W2++2222c2Zqxc2By3+2Xi7EB7GxugDjisdGW7fXR6O03PqwjhPm4FXF2z829y4m3VG260kjn0db27a2dm9m3LayR2i26e2PK0i35OwqWuSPMcWjtu3VOw5XH277WYm/dXh62R3Ui1+3SG8yXqm762c66fWB23c3gO0FcXMqqRwczfWhS2jlp2xJ26i5VmGi3W3a6/G2tayh3V22+gPO15dLS5zm72zh3Ny3h2n2wR2X2822324W2d64s2dO8s3wuwSXIuylcH65s2O67u2iq/u2Zm7K20u7C2Mu5+2PW522Ba962eOzone81Q3GAA03ZwC3X07tPd5a602X4G83Z2542Cq40W425rXfG383vK1vLQQO12KuE/gMWxKWJm/sWzOzm2D24R3Ji8R3Ym1Z2FGwk2lGwg3RuxF3xuzCAAKF95Rm1kntm3HWFuyx3oWxZ3/a+t2OyzZ2au9+26u922Guz6Xam9hAaG3MV2lNOSQ22XWRSxXW8q1XXAu4h2fG/02V27l33u92hp1J9WAMAMX4u4JWIW7m3lu6cXLuwDW4m9Z2cS6W2cu1Omwe0tQBEYV2ioND2mOxI3Fu2V3X20j3Aaxx2Km+c2qmz23Gu14AqGzc2gO2oW3QBoE1pVhgvu752fuzO2Es3O2Aewu3vm+/WqO7t3me7jnhW5zmgQEvWuW6V39WyT3IG5p2qu+R34G8h2Be7l3KSgQwkPrOx3a2L3iuwUnJe4Y3peyU2tO6j3227cXKm/Z3qe8926mzDWz6xOWHekGiaqVN8J217FqiwV2+u102vGxuXQS0h25O8k3VG40VmJXjQsIEd3Rkyd2hq97XV68l3WO3M32O9p3EW9l2le5j3NOPRLo2dlBgm5i25uxGnQ+/k3w+xd2Ze2t35Gzd3ym7Z2Te8pWze4lWRy+pWre0O3NKz7hQmCG213Eun1/J9Xl+jkmd6ltmPe0D3Fe3p2xu3WgLyGdWhs8VwAq4VX0+/HWNO7n3SOxt20e+e3O+xF38QghQRe2Vn++yzXB+wKmM+xbWWy6P2De+P3J+972FS932CKL337c5wwB+xJnza8IXSeyj3N+5R2p+7l3DpLP3Pqwv2BCy4WV+6f2c+5Z28+9iWt+7NmUW+G9b+2tn7+0iX5u4l3zOy/2ru2/2MK9t2QezAWpcD327+4f3F+8f2n+/EWz+9d33+5f3t+2N2oB/bC5+7LnNaA/2hiwgP8y/9Wye2U2P+zrX+Ww9n3KPv35+7APcBwAP1O2v3X+2P38+yQPHa3jXR8xRQsB44A/+5dW8B8P36ByAPGBygPwBxj2AyzIY9+zAOcB//2h+wt2R+wwON+0wPUB5/3+W6IP2B+IOgQDQOpB4AOE65V2Fm9smFB6QPL20GWESL/3qB5IPl+7wPCB+f2mB5x3yW9x3s62LX2wPY2Za8lQ/Smz3Fa9B3la4/XVa1Qwdm572Q6/y3w6xIh6QMbWY6xs2s24T2ZB/wO5B09XEm7p20B9P2Ah28ZNAMEOVQLHWJe9IO+B8j3kB2AOO+3EPr+/rWiqJN4E4O7WQh/xW92+kOLB1kPTmxT2uO1T2nu4lXc69QmGe9f3TWfbixEKSgHe+z3XE793H6/92uSID2eW2F24+wGWWhy7i8nf8Wiu/e2Eu8x2s++V3I++l2dB/L2km4oP/m9/RIJFrljO7sWYezr3Im6l25h9oPiW5NW3S7V2M6/V27B6OWXO5LXGe4JK5MM+goAq4Pxgk4nJ1e83HjGrXTOyF3hu8D3hB5YmYidX2X0P1W68x7XShyV3yh37XMh6APYG1t2ch8sPvKz8P1GMB9ihykPQh8F26BxUPwR8xW9BywOYR1AVbh8CSER6hmgR9r2QR0gO0R4cOO2/d2Th492zh/U2K+253rh200X0vQsOh24PHhzF2PG14OL2UA33h0u2ve9COIu7A9UaBjh5JMkP8RwT29GxEOwRwIOTc2e2MRyi3+R0VQxqvR3OcyUPRR+zWMh0QPDezKOfe5yF5R9YpFR6HnlR7z3NB+KP1R5v3rBz+2HO7x2QAPYPAO652rh9XwWngYyS3g9gmRw8PAo7UX2R/F2ZO/z2r+5RmmcWozG0PCOlR4iOCR2YWjR2qPLB9EPIRzyP9B6h2/R6LQjRP8PU0waO0h2GPUR5KO/85qO/y4qJ/R06PhRz+AQx7h2UR6COTR1YPqhzYPah9nXrk/T3bR80P06ODRFnmz3mW+4PWW3lX2W9gBOW0v26wL4O/G8dWzUPWoISReyRW+ThtW28Pph/D2Uu0CUT26j3pR0IOhh2ym+xwWQhQoOPgK1q3VgGp3Ce+d2DW6t3ZB3L2g61COYx3yPMLic9OQZQOUK6uO7W5M3NB5uPnW4a2o+4b2zRw93f2zT3/2wiR7G49Ru8KEMOh1O2Oe/53eh0vhvGwMORuxAOAy+c11mzGZja5r3Jh2zXM++OOI+8SP0xwi2Yh7H2fRymW79GBPei6L38e2C2xx0t2Jx5MX4J1EPga3d27O8X26h73n8i4TABO+RzkqBq2Wmz53vx10POex42/x/QsJW92Odu9f3jCjELEx22m4uyqOYJ7hOI+3sPZewsPNuxR3ZxyhO2U1xOtCKCAVO5sP+J7i3YJ7M3hJ+v3dxwX3iJ0X3M62RPae0YmaR3aOw0MW4tYAbRXBz13Ua88PXewN3cm16OE27kPOi0K0Z4cZOU+7N3dG2H2lJ+V3tx5EO1JzOP9x5iPBe5+r2WDN3smy5OBJ8T3Uux5OJR4ROqh4X3Ke6b3tJy+OaW3pPQe4phhKEJi2ewxOLNb+O0YH0OwW+xPgJ98OuyeMwDEoH3jc5BP4u9BPFJ4JPZmwROvJ1l30e3OOqkAAoWIgrJ263j35J9hONxzMO9e1OPTR2WPzRyX2mu4bR7G51p5kJ92uu5DniwuG39ikNmo2+4hI62xP2+9GPfJ9f3hpwLIosFh2JS7W2yh1ePOp2FPqp6JOJ+5mO3qzMkcWIAxrWxm2th2d2dp0R29pwcPqu0cPyRxS2LR8+O/WzcnEpzAWXFDAsv8OO3vO+tX0pzUW/u1lP/x4aPcp18O3QB9OkMgRsWp6VOFJ3D3Kp+V2bp262xJwr3Fp1/3wZ1SLiyBBOsJymOcJ6FOj2wjOP2+637pyROtJ5WOOIDQ3xCFoZ1GIEwxp+tWmx04mWx4/W2xx2P5p4BPPh/VO56CFIT7mTA9UEOPERxePgR9tO3JzePwpyWPIx+JOfJyi2XGYRwV7oKlHC+eOYZ1K3cZ/hlup/IOJJ7ZOlswmy1WPtYeZyuPhx2uPDRzjOpe823bx/MPbp4TOyR8TPTh1c3+27c3Lh8r3L69f4TJ072Om7Pn+u1r384Il6QZ+zPkG6NoFghs3gW85P2p3o3rx7tPgBxFOapzH26p5JPxGcM2JgsVOtm6n3gpxVOlZ/g38Z+T3opzUPYp7Y2WYG+O4kPNqlEF+PTJ/9Oeh4DPWJ1ZO+ezZPeR8tOM8LMUl/pjO2p9i3th063Uu2nPo+0hOo5+rOpJ37ha52Ih65+L3Ox0oAcW7DOU56NnW5/ePep4+Onp+b2yZ29PbC1syv1pqRwDSJ36J0XPuh88OWJ0F2tp17Po58QWlCdsRhovOANe1jOB57D3FZ0bO8Z2HPRZ1KPap8wOv+/PPVtpGRD55hOG5yfOm54e38J5fOIx0ROiZ5pOrZ452T60xB7G5fNBM6JsQ21B2nExG3/izNOY243OK54MOd53gsS0CtXaLPRgGOxtOyp0POz57r3Q5/r2I5+3Pb5/y3cbUbhQF9W30F0nPh5+fOVu2POepxnPyx1nPrZ7BBc513QaJ4jWfp/OW/p2vO+uxvP+h6F2gJ6DOVlMwuChQ9A+5+7PCxx1OhZy3PP55UPEJ1GO/B/p3P8tqQeJyVPj52EPg51dOP57gv9p0b3Qa31O4p1wBc6+0nZ5+oWVCjiwtcoXPqi5wuuewF3sp4FW2+6zOJZwp2TF0h8OB7xOVF4/235wj3N69Qv8+95OUZ44uFCrjn1e7F23FzwPLpxIuj2ypOdx1ouHxxSOnx9POHYG93DsPc9zVk7PxO+6PAZ5MPrJ/AvO56xA2mFul3pVHBApwA31x2ovwl1QupFySPFW8jO5FzCOnKuhkCl0C2pK4nPRx+Iu4Z6+2RZ1/OopxpOYp6RPbG5AWjF2DOVrmqwinTTP5y2023G/52LJ6IuEu9vOcl4k6Juyaq48Zk2WikFODZ60uR5wW39h4jODp2rOq5+9Ohl4U68wEUvQW9jP1l5QvU5xUuEJ6SPjez0uSZwwvGhzWO7JyO6nXG+xl5+tXxl712rF1MuoJ57OFpzUvp+5GxycD4lu9McusWwPPypxQvsF9dPLl5FOZF+LO/F3+WtbeMFgV68uA56svYF4LO2lzguVZ+/2Yl49P+p322jMOTPjYf77gy3RPfp6vOmJ46nuF28PZl3suls1Na2KH3y5J/3POR4bOoV5MXIl55P9p74v/l7l3mlWdBqyzrPQ83xOWl6UusVxEuOl9IvrlzovJ5wSuXx9/h7Gx8WJgpjrUlxMv0l1J3wV78v7Fwivy2wC2VVzNAnJ+iutVx4u8JxcvNF2bOkZ0sODx9f276StX+JI0u/680uMV+yudh9CuLV9svtF5625V3ounO9SOLh+fX1C9wjC2EFhzF353K66XPN5wLO6VzauYC8Gu8wiyvpl6fO9WxyvTi1yvw5zyub54dPdu8Gv09JD2MgCEuBZ66vm55KvvF7iuJ57Eup54lW6m4YuA19b3DGMFHUh28uxl0XPne18uMl56O4F3wvvZ6YzY58BdQV2n3U4MWv35+aucV9fPI5wQvVm77PljPHOsm8UuxV65OJV+UuPVwTPbuz/Pbl3/PLR7nXLe3WvK+0eXv5BSQWUGlPKV5lP52ymOY10tOYC+1U+E9xWWp6KvTl+KuNl5jgy1+Ov8F9mvle9euhEzVZE15MPk1/h2yl2mupV5UvzZzcvM570utgP4AwgBAAAOLIBQOIBxnACEgQAIRmAABriAAAASgSnWAFgF7ghTbAAiHAIAQqGA4XgCJA8YBQAeAFQ4fAGI3iqYA4xECIYVADbAkgFDbrAEHnmAAdgmAAoIA5a5LZG9A4qAG/ADgH43fq531FBEaAIudzrFvQRA0RdE3/bdggIm79XO681kUm79LqQFk3udcHVnADGoim5fWzU8U3kgA+ADsBU3rxfhzTIBE3im9rXQ/BM3L3den2AGLTIuaobO65LItm9NgHwCGljm4Sn1m/PQrm5fW1C0c380Gc3OGB83NAYsAsm4AXam4zgxm84AAm6obta7EAwW6/oHwH9AEW5e7AoHi322B834m4zg/m6S3o6es3eQAs31zfi3qIFc3LXY5bxyB83Xm/WgeW/OHDs0c35fabgOKcq3/q64DiW7qb2W6qwDW53X4Bpq3Xm9y3EW5q3oW75AsW4SX6m7KglW8VX6m5cgPm+i3goAs3/edrXqW6SrtW7tEIuf7z6W5+Ky2/7bgkHW3Sm6UAmW/7zL62xg628onOSck3SVaogem9K3p2+y34W9+AW253XEgFk3/edC3J2/7zum+jbD28WrOSfm31ydW3uQBm3Tm/hzF2+uToW9+Mh25fWM0D+3/HejbpYAs3AOYHz6m9+3vW6Q3pGdq3mwAs39g9rXT9pFz1o4+AWqFk39g/S3XEDx3/bfAQWO7JMzm563N25AAZfdrXubAs3ZfaE3I2/cTwqAIAbgA8Ai4C2A3YHeTO5dAALXfhTRHAAAovon4AAABNfndEcIjgAAeWIzRIAF3Qu54ABAAAACkRxci7kX4AKeVWAPAA0Nx3BwkygAUwBABYk/smFs4LmRc7LuRd2LvJd9LuZAKbv5d0ruVd2rv+yJrvtd7ABdd/ruNE9pmtgH4k+d4Luzd+LupdzLvvdzbvld6rv1d47vCgM7u9dwbubs1sALel7uhd0fXBd/7u5d8QBFd0Hv7d7EBQ9zruI927uFs3474U/HuBdwABBQjP87zkuEZ1oBgAEjMLZmGt57sXf87ovf872tdIb8veV7rYAoi2PfwAePf6JxPfwAQPd27kPda7sPcu7yPfu7mQCDq9ved77ve974PcO7gfeZ713eG7rYB8WcfcJ7q3cB75Pe276ffp72ffh7+fdR7mQC6b+FOEwIgAyoAAD0ASgAAakSBVdyOsKAPABPxBhwNk7+wS4FsBKJ8vuu96vuk90QAU933uZ907uh99nuX98buQAKbuJ9x/ue9+vvU9/3u/91nuF9zIAzt2/vJ9xAef91vvoD7vuR91wAbk/Cnci8BwiAPABwwGgANgESAFd8QA0N2AAKwLEm79wQf1APAAFd6Ri8AHgB4AOfvYk4Bx/2HnwX97nvZsyAeV91wBrd0gfN9xrvt9//vYDxgfq95wfvd6AeeD2vuv9xvu09wIfUD8Pujd23uxD0LvRd77vLd5IfP99/v+Dxnud9woeX92PvlDz7uLd4gfpD5Aff94PuYD3vuMD0vvZs/on9EwAAVXIt/CfncAAVQL3RIEIzEu/sPLYFDI8AEIzuRZbAghCN3B+9mzR+9P3F+6v3eB/RMd+5SgD++cAT+4Wziq/hTaAqPrRICPreB7O8au/DAQKkf3f7ESPQB5uowqDSPd+/kI8AHp0vVlyPz+5kAyW/hTw+iKPMgHSPPUQ13s0ZyP8R7yPHu5j3oR4AA0sUemj1keqIHEeEjx7uODyLmwIPUfKGxkf2wP0fWj0Mfqj6IeRc/zvCM/omC9wmcPD14fQ2xb0Pd0oeRc4Ufij0Uh6AGUfTYIMf2j9UeDDzsfGAMfuz98wBL9zIBr99Ef795UfEjzYedj3QBxj7U2SjywBDj3VbHjx7uQjyLnsAArulj7EAAj0Rw2K33m/DxLv9Ez4fAF9Hved6EeLj+Efrj5Eeb9zEeaIMceqj1wAHoD0mxj70fMjy0f0TwtnqAD0mAlG8fGj/cfYjz8eZADRLD98wBST1Ee9GKifXBJSfMTyMeQAJQA6T30f8T8yeQAB7hsTx8QGLNSBsACgBwgNgAVj2YBiM+fuWwIRnQ22gB6AAruWwGhvId1wBiD0QBSD+QfwgGruCDwcfaD1VF6D4wfmD3+xc+H4eMOF3vo99se+8w4enDyUBXD+4eZAJ4fvD74f/D4EeWu9Huzj2yeET1cfGADcf9F/Sfb9w8e2jxieeT88eLT44fnD24e1jw6emIH4eAj0Efo938eQz1af1ADaeIz9Cfb906fYzzIAtUD0m7D6GfrT+Ge7T+sfHTzGeXT5megD4sflj6seCz94eYT5mfPd/CfGAByfyT2ifuT5oBiTx6eIj7cffT4yeCT1sA+QMSeqABye8T9keez5mf5j+6eGz70emz0yeAzznvzT7seGjx8eDj+UeRz1wA4ZDSeJzwueUT/6fZj6ufgz+WeVj9JwUzzWfVz/GeyAD0fNz0OeBj9yeLAG2eNzxMetzxSeZz1sAOQLefGzwyftzyceuAKIBiT68e9j6Uflz9efOj+ce7z+8eHz82enzzIAcILefLjxYBvTznWuzx+fAz+YB+z4Oepj1yeIL1+e5zxQBUL80fhz9ee3TzieLz2he8LxheQAEbA2z5ceOzz6ewL9Oedz2Rf4z3UfcT8Rerz6RemABRfET16fkT1OeVzyAAhAD0mUj0xfcLyxe6L2uB2L56e4L3cf3z4+ehj5+xwODdvFNzQHod4jvZtx8Avt852ltwtvVtx5uFt9lvNtwtuaA9wQtt/tv3t0dulAM9u4tzknAd/SpnNwjvKd/3m7twduFt09v3t3nW3t4lvrkzTu1L1ZuoYDDvkd2ZvbLwJvYdzvrUd4jvqd3pvjN35VogAJvc60JuTt2JvVL3FfpN45ft16pfMt6puPgBpu/V1pvkr/qmckxNunO6ZekhxZuDFxleQr5TuqG+lubN5Zv7N5lu6e85vyYK5v+t9peqG15uLtwAuOt7VfakBleTtyFuMr9dvItx9um4G1eLL03A9LwAud9VNg0txlfOr/MAcdxTuBr9tvfyEVvnN8NfWcupuKt4jua16pfhr7Vvv8AFeat+lumt7NmWtzjulL+Veydxy3Cty93+lxnB5r31ucd1deqG69uM4CNvNryawMr/leAF1Nv9r6duaA1HjbD4tB4t9pfrk2DutQBDud1x3g0d+cPMd1aPnO7jvEt/jvnN/lf7B9luSd7DeHBxy27r1TvnO/7hft0ongOM4B4ANBuwgNKhP2AQBUAAwfEOEymgOCBxngIhxm4KYBtU0AAAA=="))
///////////////////////////////////////////////

///////////////////////////////////////////////
@@ -951,36 +962,55 @@
  input.select();
}

function copyToClipboard() {
function saveBomTable(output) {
  var text = '';
  for (var node of bomhead.childNodes[0].childNodes) {
    if (node.firstChild) {
      text = text + node.firstChild.nodeValue;
      text += (output == 'csv' ? `"${node.firstChild.nodeValue}"` : node.firstChild.nodeValue);
    }
    if (node != bomhead.childNodes[0].lastChild) {
      text += '\t';
      text += (output == 'csv' ? ',' : '\t');
    }
  }
  text += '\n';
  for (var row of bombody.childNodes) {
    for (var cell of row.childNodes) {
      let val = '';
      for (var node of cell.childNodes) {
        if (node.nodeName == "INPUT") {
          if (node.checked) {
            text = text + '✓';
            val += '✓';
          }
        } else if (node.nodeName == "MARK") {
          text = text + node.firstChild.nodeValue;
          val += node.firstChild.nodeValue;
        } else {
          text = text + node.nodeValue;
          val += node.nodeValue;
        }
      }
      if (output == 'csv') {
        val = val.replace(/\"/g, '\"\"'); // pair of double-quote characters
        if (isNumeric(val)) {
          val = +val;                     // use number
        } else {
          val = `"${val}"`;               // enclosed within double-quote
        }
      }
      text += val;
      if (cell != row.lastChild) {
        text += '\t';
        text += (output == 'csv' ? ',' : '\t');
      }
    }
    text += '\n';
  }

  if (output != 'clipboard') {
    // To file: csv or txt
    var blob = new Blob([text], {
      type: `text/${output}`
    });
    saveFile(`${pcbdata.metadata.title}.${output}`, blob);
  } else {
    // To clipboard
  var textArea = document.createElement("textarea");
  textArea.classList.add('clipboard-temp');
  textArea.value = text;
@@ -998,6 +1028,12 @@
  }

  document.body.removeChild(textArea);
  }
}

function isNumeric(str) {
  /* https://stackoverflow.com/a/175787 */
  return (typeof str != "string" ? false : !isNaN(str) && !isNaN(parseFloat(str)));
}

function removeGutterNode(node) {
@@ -1501,6 +1537,11 @@
    ctx.restore();
    return;
  }
  if ("polygons" in text) {
    ctx.fill(getPolygonsPath(text));
    ctx.restore();
    return;
  }
  ctx.translate(...text.pos);
  ctx.translate(text.thickness * 0.5, 0);
  var angle = -text.angle;
@@ -1751,7 +1792,7 @@
function drawPad(ctx, pad, color, outline) {
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(deg2rad(pad.angle));
  ctx.rotate(-deg2rad(pad.angle));
  if (pad.offset) {
    ctx.translate(...pad.offset);
  }
@@ -1770,7 +1811,7 @@
  if (pad.type != "th") return;
  ctx.save();
  ctx.translate(...pad.pos);
  ctx.rotate(deg2rad(pad.angle));
  ctx.rotate(-deg2rad(pad.angle));
  ctx.fillStyle = padHoleColor;
  if (pad.drillshape == "oblong") {
    ctx.fill(getOblongPath(pad.drillsize));
@@ -2017,7 +2058,6 @@
function prepareCanvas(canvas, flip, transform) {
  var ctx = canvas.getContext("2d");
  ctx.setTransform(1, 0, 0, 1, 0, 0);
  var fontsize = 1.55;
  ctx.scale(transform.zoom, transform.zoom);
  ctx.translate(transform.panx, transform.pany);
  if (flip) {
@@ -2174,7 +2214,7 @@

function pointWithinPad(x, y, pad) {
  var v = [x - pad.pos[0], y - pad.pos[1]];
  v = rotateVector(v, -pad.angle);
  v = rotateVector(v, pad.angle);
  if (pad.offset) {
    v[0] -= pad.offset[0];
    v[1] -= pad.offset[1];
@@ -3979,6 +4019,10 @@
  td.lastChild.innerHTML = checked + "/" + total + " (" + Math.round(percent) + "%)";
}

function constrain(number, min, max){
  return Math.min(Math.max(parseInt(number), min), max);
}

document.onkeydown = function (e) {
  switch (e.key) {
    case "n":
@@ -3998,6 +4042,23 @@
    case "ArrowDown":
      highlightNextRow();
      e.preventDefault();
      break;
    case "ArrowLeft":
    case "ArrowRight":
      if (document.activeElement.type != "text"){
        e.preventDefault();
        let boardRotationElement = document.getElementById("boardRotation")
        settings.boardRotation = parseInt(boardRotationElement.value);  // degrees / 5
        if (e.key == "ArrowLeft"){
            settings.boardRotation += 3;  // 15 degrees
        }
        else{
            settings.boardRotation -= 3;
        }
        settings.boardRotation = constrain(settings.boardRotation, boardRotationElement.min, boardRotationElement.max);
        boardRotationElement.value = settings.boardRotation
        setBoardRotation(settings.boardRotation);
      }
      break;
    default:
      break;
@@ -4166,6 +4227,7 @@
            <span class="shameless-plug">
              <span>Created using</span>
              <a id="github-link" target="blank" href="https://github.com/openscopeproject/InteractiveHtmlBom">InteractiveHtmlBom</a>
              <a target="blank" title="Mouse and keyboard help" href="https://github.com/openscopeproject/InteractiveHtmlBom/wiki/Usage#bom-page-mouse-actions" style="text-decoration: none;"><label class="help-link">?</label></a>
            </span>
          </label>
        </div>
@@ -4273,6 +4335,13 @@
              <button class="savebtn" onclick="loadSettings()">Import</button>
            </div>
          </div>
          <div class="menu-label">
            <span style="margin-left: 5px;">Save bom table as</span>
            <div class="flexbox">
              <button class="savebtn" onclick="saveBomTable('csv')">csv</button>
              <button class="savebtn" onclick="saveBomTable('txt')">txt</button>
            </div>
          </div>
        </div>
      </div>
    </div>
@@ -4308,7 +4377,7 @@
               oninput="updateFilter(this.value)">
        <div class="button-container hideonprint" style="float: left; margin: 0;">
          <button id="copy" title="Copy bom table to clipboard"
               onclick="copyToClipboard()"></button>
               onclick="saveBomTable('clipboard')"></button>
        </div>
      </div>
      <div id="dbg"></div>

 fp-info-cache

Diff too large

 jlcpcb/assembly/BOM-SX7H02060050-1.csv

New file
@@ -0,0 +1 @@
Comment,Designator,Footprint,LCSC

 jlcpcb/assembly/CPL-SX7H02060050-1.csv

New file
@@ -0,0 +1,66 @@
Designator,Val,Package,Mid X,Mid Y,Rotation,Layer
D215, PSD15C-LF,D_SOD-323,150.4696,-87.249,0.0,bottom
R211,1.1k,R_1206_3216Metric,160.274,-84.836,180.0,bottom
R212,1.1k,R_1206_3216Metric,136.1948,-83.6676,90.0,bottom
R222,1.1k,R_1206_3216Metric,159.004,-77.851,90.0,bottom
R223,1.1k,R_1206_3216Metric,157.861,-64.262,180.0,bottom
R224,1.1k,R_1206_3216Metric,152.019,-74.93,90.0,bottom
R213,100k,R_0603_1608Metric,143.2052,-84.9122,180.0,bottom
R214,100k,R_0603_1608Metric,143.2052,-75.7682,180.0,bottom
R215,100k,R_0603_1608Metric,151.13,-68.072,180.0,bottom
R216,100k,R_0603_1608Metric,148.209,-73.66,90.0,bottom
R217,100k,R_0603_1608Metric,164.084,-80.137,180.0,bottom
R218,100k,R_0603_1608Metric,142.7988,-79.375,180.0,bottom
R225,100k,R_0603_1608Metric,164.846,-74.93,90.0,bottom
R226,100k,R_0603_1608Metric,151.257,-66.04,180.0,bottom
R227,100k,R_0603_1608Metric,151.892,-70.485,90.0,bottom
C201,100nF/50V,C_0603_1608Metric,149.987,-73.66,-90.0,bottom
C202,10nF/100V,C_0603_1608Metric,142.575,-69.75,90.0,bottom
C203,10nF/100V,C_0603_1608Metric,142.55,-65.85,90.0,bottom
C204,10nF/100V,C_0603_1608Metric,154.5844,-88.4174,90.0,bottom
C205,10nF/100V,C_0603_1608Metric,147.574,-88.7476,90.0,bottom
C206,10nF/100V,C_0603_1608Metric,155.321,-83.947,-90.0,top
C207,10nF/100V,C_0603_1608Metric,136.779,-80.518,0.0,bottom
C208,10nF/100V,C_0603_1608Metric,159.258,-74.041,90.0,bottom
C209,10nF/100V,C_0603_1608Metric,151.257,-64.008,180.0,bottom
C210,10nF/100V,C_0603_1608Metric,150.368,-70.485,90.0,bottom
R207,12k,R_0805_2012Metric,149.098,-76.2,180.0,bottom
R219,12k,R_0805_2012Metric,161.925,-75.4888,0.0,bottom
R205,13k,R_0805_2012Metric,161.1884,-78.4352,-90.0,bottom
R208,13k,R_0805_2012Metric,143.002,-83.1342,180.0,bottom
R209,13k,R_0805_2012Metric,143.002,-77.597,180.0,bottom
R203,1K,R_0805_2012Metric,140.125,-68.7,0.0,bottom
R204,1K,R_0805_2012Metric,140.125,-66.7,180.0,bottom
R201,470R,R_0805_2012Metric,140.125,-70.7,0.0,bottom
R202,470R,R_0805_2012Metric,140.125,-64.7,0.0,bottom
R228,8.2K,R_0805_2012Metric,150.495,-89.2302,180.0,bottom
R206,8.2k,R_0805_2012Metric,158.496,-68.58,180.0,bottom
R210,8.2k,R_0805_2012Metric,143.002,-81.153,180.0,bottom
J202,877591264 or A2005WV-S-2x6P-H15,PinHeader_2x06_P2.00mm_Vertical_SMD,151.3,-82.3,-90.0,bottom
R220,9.1k,R_0805_2012Metric,158.496,-66.548,180.0,bottom
R221,9.1k,R_0805_2012Metric,158.496,-71.247,180.0,bottom
J201,Conn_01x04,PinHeader_1x04_P2.54mm_Vertical,147.457,-91.9226,90.0,top
Q201,DDTC114EUA,SOT-323_SC-70,163.83,-82.296,0.0,bottom
Q202,DDTC114EUA,SOT-323_SC-70,139.573,-80.645,90.0,bottom
Q203,DDTC114EUA,SOT-323_SC-70,163.957,-77.851,0.0,bottom
Q204,DDTC114EUA,SOT-323_SC-70,155.067,-66.929,180.0,bottom
Q205,DDTC114EUA,SOT-323_SC-70,155.067,-70.993,0.0,bottom
D216,ESDA25L,SOT-23,159.766,-81.915,180.0,bottom
D217,ESDA25L,SOT-23,154.94,-75.311,270.0,bottom
D218,ESDA25L,SOT-23,139.3444,-84.328,180.0,bottom
D201,LED_RED,LED_miniPLCC_2315_Handsoldering,151.3,-69.6,0.0,top
D202,LED_RED,LED_miniPLCC_2315_Handsoldering,151.275,-77.475,180.0,top
D203,LED_RED,LED_miniPLCC_2315_Handsoldering,146.05,-83.2104,-90.0,top
D204,LED_RED,LED_miniPLCC_2315_Handsoldering,146.05,-79.3496,90.0,top
D206,LED_RED,LED_miniPLCC_2315_Handsoldering,151.13,-80.899,0.0,top
D208,LED_RED,LED_miniPLCC_2315_Handsoldering,141.62,-81.79,90.0,top
D210,LED_RED,LED_miniPLCC_2315_Handsoldering,158.496,-77.47,-90.0,top
D212,LED_RED,LED_miniPLCC_2315_Handsoldering,151.325,-66.125,0.0,top
D214,LED_RED,LED_miniPLCC_2315_Handsoldering,152.146,-73.914,90.0,top
D205,LED_YELLOW,LED_miniPLCC_2315_Handsoldering,151.13,-83.185,0.0,top
D207,LED_YELLOW,LED_miniPLCC_2315_Handsoldering,139.61,-81.79,90.0,top
D209,LED_YELLOW,LED_miniPLCC_2315_Handsoldering,156.464,-77.47,90.0,top
D211,LED_YELLOW,LED_miniPLCC_2315_Handsoldering,151.35,-64.15,0.0,top
D213,LED_YELLOW,LED_miniPLCC_2315_Handsoldering,150.114,-73.914,90.0,top
SW201,RELEASE1,SideSW,133.175,-74.475,0.0,top
SW202,RELEASE2,SideSW,133.15,-64.55,0.0,top

 jlcpcb/gerber/GERBER-SX7H02060050-1.zip

Binary files differ

 jlcpcb/gerber/SX7H02060050-1-CuBottom.gbr

New file
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 jlcpcb/gerber/SX7H02060050-1-CuTop.gbr

New file
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 jlcpcb/gerber/SX7H02060050-1-EdgeCuts.gbr

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M02*

 jlcpcb/gerber/SX7H02060050-1-MaskTop.gbr

New file
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%TF.GenerationSoftware,KiCad,Pcbnew,(6.0.5)*%
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G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
G04 Created by KiCad (PCBNEW (6.0.5)) date 2022-08-22 16:05:22*
%MOMM*%
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G01*
G04 APERTURE LIST*
G04 Aperture macros list*
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0 $1 Rounding radius*
0 $2 $3 $4 $5 $6 $7 $8 $9 X,Y pos of 4 corners*
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 jlcpcb/gerber/SX7H02060050-1-NPTH.drl

New file
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M48
; DRILL file {KiCad (6.0.5)} date Mon Aug 22 16:05:22 2022
; FORMAT={-:-/ absolute / inch / decimal}
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; #@! TF.GenerationSoftware,Kicad,Pcbnew,(6.0.5)
; #@! TF.FileFunction,NonPlated,1,2,NPTH
FMAT,2
INCH
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G90
G05
T0
M30

 jlcpcb/gerber/SX7H02060050-1-PTH.drl

New file
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M48
; DRILL file {KiCad (6.0.5)} date Mon Aug 22 16:05:22 2022
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FMAT,2
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T3C0.0118
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G90
G05
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M30

 jlcpcb/gerber/SX7H02060050-1-SilkBottom.gbr

New file
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%TF.GenerationSoftware,KiCad,Pcbnew,(6.0.5)*%
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%TF.FilePolarity,Positive*%
%FSLAX46Y46*%
G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
G04 Created by KiCad (PCBNEW (6.0.5)) date 2022-08-22 16:05:22*
%MOMM*%
%LPD*%
G01*
G04 APERTURE LIST*
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%ADD13C,0.250000*%
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M02*

 jlcpcb/gerber/SX7H02060050-1-SilkTop.gbr

New file
@@ -0,0 +1,230 @@
%TF.GenerationSoftware,KiCad,Pcbnew,(6.0.5)*%
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G04 Gerber Fmt 4.6, Leading zero omitted, Abs format (unit mm)*
G04 Created by KiCad (PCBNEW (6.0.5)) date 2022-08-22 16:05:22*
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G01*
G04 APERTURE LIST*
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G04 APERTURE END LIST*
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M02*

 jlcpcb/part_assignments.csv

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D207,,0,0
D213,,0,0
D209,,0,0
D214,,0,0
SW202,,0,0
SW201,,0,0
D201,,0,0
D208,,0,0
D204,,0,0
C206,,0,0
D210,,0,0
D212,,0,0
D206,,0,0
J201,,0,0
D202,,0,0
D203,,0,0
D211,,0,0
D205,,0,0
Q204,,0,0
C209,,0,0
R202,,0,0
R211,,0,0
R221,,0,0
R203,,0,0
R206,,0,0
D217,,0,0
R222,,0,0
C204,,0,0
R212,,0,0
D215,,0,0
C202,,0,0
R210,,0,0
R225,,0,0
R216,,0,0
R205,,0,0
J202,,0,0
R214,,0,0
Q205,,0,0
R209,,0,0
C208,,0,0
Q201,,0,0
Q203,,0,0
Q202,,0,0
D216,,0,0
R215,,0,0
C210,,0,0
R207,,0,0
R217,,0,0
R224,,0,0
R213,,0,0
D218,,0,0
R204,,0,0
R226,,0,0
R218,,0,0
R223,,0,0
R227,,0,0
C201,,0,0
R219,,0,0
R208,,0,0
R228,,0,0
C207,,0,0
R220,,0,0
C203,,0,0
R201,,0,0
C205,,0,0

 production/SX7H02060050-1 Gerber V04.zip

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 production/SX7H02060050-1位号图_Top V04.pdf

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 production/SX7H02060050-1位号图_bottom V04 .pdf

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 production/SX7H02060050-1原理图_V04.pdf

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 production/positions.csv

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Designator,Mid X,Mid Y,Rotation,Layer
C201,4.287,20.24,-90.0,bottom
C202,-3.125,24.15,90.0,bottom
C203,-3.15,28.05,90.0,bottom
C204,8.8844,5.4826,90.0,bottom
C205,1.874,5.1524,90.0,bottom
C206,9.621,9.953,-90.0,top
C207,-9.1496,13.001,0.0,bottom
C208,13.558,19.859,90.0,bottom
C209,5.557,29.892,180.0,bottom
C210,4.668,23.415,90.0,bottom
D201,5.6,24.3,0.0,top
D202,5.575,16.425,180.0,top
D203,0.2738,14.4234,90.0,top
D204,0.2738,10.6388,90.0,top
D205,5.43,10.715,0.0,top
D206,5.43,13.001,0.0,top
D207,-6.09,12.11,-90.0,top
D208,-4.08,12.11,-90.0,top
D209,10.764,16.43,90.0,top
D210,12.796,16.43,-90.0,top
D211,5.65,29.75,0.0,top
D212,5.625,27.775,0.0,top
D213,4.414,19.986,90.0,top
D214,6.446,19.986,90.0,top
D215,4.7696,6.651,0.0,bottom
D216,14.066,11.985,0.0,bottom
D217,9.24,18.589,90.0,bottom
D218,-6.3048,12.2136,90.0,bottom
J201,1.757,1.9774,90.0,top
J202,5.6,11.6,-90.0,bottom
Q201,18.13,11.604,0.0,bottom
Q202,-6.5842,8.8354,0.0,bottom
Q203,18.257,16.049,0.0,bottom
Q204,9.367,26.971,180.0,bottom
Q205,9.367,22.907,0.0,bottom
R201,-5.575,23.2,0.0,bottom
R202,-5.575,29.2,0.0,bottom
R203,-5.575,25.2,0.0,bottom
R204,-5.575,27.2,180.0,bottom
R205,15.4884,15.4648,-90.0,bottom
R206,12.796,25.32,180.0,bottom
R207,3.398,17.7,180.0,bottom
R208,-1.9868,13.7884,90.0,bottom
R210,-1.9868,10.2578,-90.0,bottom
R211,14.574,9.064,180.0,bottom
R212,-9.5306,9.8514,90.0,bottom
R213,-1.936,17.5476,90.0,bottom
R215,5.43,25.828,180.0,bottom
R216,2.509,20.24,90.0,bottom
R217,18.384,13.763,180.0,bottom
R218,-3.8156,10.8166,90.0,bottom
R219,16.225,18.4112,0.0,bottom
R220,12.796,27.352,180.0,bottom
R221,12.796,22.653,180.0,bottom
R222,13.304,16.049,90.0,bottom
R223,12.161,29.638,180.0,bottom
R224,6.319,18.97,90.0,bottom
R225,19.146,18.97,90.0,bottom
R226,5.557,27.86,180.0,bottom
R227,6.192,23.415,90.0,bottom
R228,4.795,4.6698,180.0,bottom
SW201,-12.525,19.425,0.0,top
SW202,-12.55,29.35,0.0,top