From 593250d2c15a165eac59d16f39ddfee5a8791387 Mon Sep 17 00:00:00 2001
From: Tor Andersson <tor@ccxvii.net>
Date: Sun, 9 Jun 2024 00:14:44 +0200
Subject: ASSETS

---
 markers.2x/colony_american.png         | Bin 0 -> 15491 bytes
 markers.2x/colony_british.png          | Bin 0 -> 13928 bytes
 markers.2x/continental_congress.png    | Bin 0 -> 24907 bytes
 markers.2x/cu_american.png             | Bin 0 -> 20197 bytes
 markers.2x/cu_british.png              | Bin 0 -> 17947 bytes
 markers.2x/cu_french.png               | Bin 0 -> 19036 bytes
 markers.2x/european_war.png            | Bin 0 -> 27716 bytes
 markers.2x/french_alliance.png         | Bin 0 -> 7913 bytes
 markers.2x/french_navy.png             | Bin 0 -> 20345 bytes
 markers.2x/french_navy_tall.png        | Bin 0 -> 62742 bytes
 markers.2x/game_turn_no_regulars.png   | Bin 0 -> 4762 bytes
 markers.2x/game_turn_regulars.png      | Bin 0 -> 8382 bytes
 markers.2x/general_arnold.png          | Bin 0 -> 8508 bytes
 markers.2x/general_arnold_tall.png     | Bin 0 -> 32662 bytes
 markers.2x/general_burgoyne.png        | Bin 0 -> 9455 bytes
 markers.2x/general_burgoyne_tall.png   | Bin 0 -> 33198 bytes
 markers.2x/general_carleton.png        | Bin 0 -> 10073 bytes
 markers.2x/general_carleton_tall.png   | Bin 0 -> 35513 bytes
 markers.2x/general_clinton.png         | Bin 0 -> 8883 bytes
 markers.2x/general_clinton_tall.png    | Bin 0 -> 30011 bytes
 markers.2x/general_cornwallis.png      | Bin 0 -> 8516 bytes
 markers.2x/general_cornwallis_tall.png | Bin 0 -> 29130 bytes
 markers.2x/general_gates.png           | Bin 0 -> 8603 bytes
 markers.2x/general_gates_tall.png      | Bin 0 -> 32226 bytes
 markers.2x/general_greene.png          | Bin 0 -> 9950 bytes
 markers.2x/general_greene_tall.png     | Bin 0 -> 38688 bytes
 markers.2x/general_howe.png            | Bin 0 -> 8742 bytes
 markers.2x/general_howe_tall.png       | Bin 0 -> 32694 bytes
 markers.2x/general_lafayette.png       | Bin 0 -> 7972 bytes
 markers.2x/general_lafayette_tall.png  | Bin 0 -> 27778 bytes
 markers.2x/general_lee.png             | Bin 0 -> 8259 bytes
 markers.2x/general_lee_tall.png        | Bin 0 -> 31511 bytes
 markers.2x/general_lincoln.png         | Bin 0 -> 9366 bytes
 markers.2x/general_lincoln_tall.png    | Bin 0 -> 33314 bytes
 markers.2x/general_rochambeau.png      | Bin 0 -> 9163 bytes
 markers.2x/general_rochambeau_tall.png | Bin 0 -> 31121 bytes
 markers.2x/general_washington.png      | Bin 0 -> 8887 bytes
 markers.2x/general_washington_tall.png | Bin 0 -> 29567 bytes
 markers.2x/pc_american.png             | Bin 0 -> 31934 bytes
 markers.2x/pc_american.svg             |   5 +++++
 markers.2x/pc_british.png              | Bin 0 -> 30719 bytes
 markers.2x/pc_british.svg              |   5 +++++
 markers.2x/queue_american.png          | Bin 0 -> 32681 bytes
 markers.2x/queue_british.png           | Bin 0 -> 32072 bytes
 44 files changed, 10 insertions(+)
 create mode 100644 markers.2x/colony_american.png
 create mode 100644 markers.2x/colony_british.png
 create mode 100644 markers.2x/continental_congress.png
 create mode 100644 markers.2x/cu_american.png
 create mode 100644 markers.2x/cu_british.png
 create mode 100644 markers.2x/cu_french.png
 create mode 100644 markers.2x/european_war.png
 create mode 100644 markers.2x/french_alliance.png
 create mode 100644 markers.2x/french_navy.png
 create mode 100644 markers.2x/french_navy_tall.png
 create mode 100644 markers.2x/game_turn_no_regulars.png
 create mode 100644 markers.2x/game_turn_regulars.png
 create mode 100644 markers.2x/general_arnold.png
 create mode 100644 markers.2x/general_arnold_tall.png
 create mode 100644 markers.2x/general_burgoyne.png
 create mode 100644 markers.2x/general_burgoyne_tall.png
 create mode 100644 markers.2x/general_carleton.png
 create mode 100644 markers.2x/general_carleton_tall.png
 create mode 100644 markers.2x/general_clinton.png
 create mode 100644 markers.2x/general_clinton_tall.png
 create mode 100644 markers.2x/general_cornwallis.png
 create mode 100644 markers.2x/general_cornwallis_tall.png
 create mode 100644 markers.2x/general_gates.png
 create mode 100644 markers.2x/general_gates_tall.png
 create mode 100644 markers.2x/general_greene.png
 create mode 100644 markers.2x/general_greene_tall.png
 create mode 100644 markers.2x/general_howe.png
 create mode 100644 markers.2x/general_howe_tall.png
 create mode 100644 markers.2x/general_lafayette.png
 create mode 100644 markers.2x/general_lafayette_tall.png
 create mode 100644 markers.2x/general_lee.png
 create mode 100644 markers.2x/general_lee_tall.png
 create mode 100644 markers.2x/general_lincoln.png
 create mode 100644 markers.2x/general_lincoln_tall.png
 create mode 100644 markers.2x/general_rochambeau.png
 create mode 100644 markers.2x/general_rochambeau_tall.png
 create mode 100644 markers.2x/general_washington.png
 create mode 100644 markers.2x/general_washington_tall.png
 create mode 100644 markers.2x/pc_american.png
 create mode 100644 markers.2x/pc_american.svg
 create mode 100644 markers.2x/pc_british.png
 create mode 100644 markers.2x/pc_british.svg
 create mode 100644 markers.2x/queue_american.png
 create mode 100644 markers.2x/queue_british.png

(limited to 'markers.2x')

diff --git a/markers.2x/colony_american.png b/markers.2x/colony_american.png
new file mode 100644
index 0000000..ac39d80
Binary files /dev/null and b/markers.2x/colony_american.png differ
diff --git a/markers.2x/colony_british.png b/markers.2x/colony_british.png
new file mode 100644
index 0000000..6b65326
Binary files /dev/null and b/markers.2x/colony_british.png differ
diff --git a/markers.2x/continental_congress.png b/markers.2x/continental_congress.png
new file mode 100644
index 0000000..d5f1731
Binary files /dev/null and b/markers.2x/continental_congress.png differ
diff --git a/markers.2x/cu_american.png b/markers.2x/cu_american.png
new file mode 100644
index 0000000..837e7e0
Binary files /dev/null and b/markers.2x/cu_american.png differ
diff --git a/markers.2x/cu_british.png b/markers.2x/cu_british.png
new file mode 100644
index 0000000..f65452e
Binary files /dev/null and b/markers.2x/cu_british.png differ
diff --git a/markers.2x/cu_french.png b/markers.2x/cu_french.png
new file mode 100644
index 0000000..c305ab4
Binary files /dev/null and b/markers.2x/cu_french.png differ
diff --git a/markers.2x/european_war.png b/markers.2x/european_war.png
new file mode 100644
index 0000000..bf6acf6
Binary files /dev/null and b/markers.2x/european_war.png differ
diff --git a/markers.2x/french_alliance.png b/markers.2x/french_alliance.png
new file mode 100644
index 0000000..eeef6d5
Binary files /dev/null and b/markers.2x/french_alliance.png differ
diff --git a/markers.2x/french_navy.png b/markers.2x/french_navy.png
new file mode 100644
index 0000000..5b90e9a
Binary files /dev/null and b/markers.2x/french_navy.png differ
diff --git a/markers.2x/french_navy_tall.png b/markers.2x/french_navy_tall.png
new file mode 100644
index 0000000..f415e4f
Binary files /dev/null and b/markers.2x/french_navy_tall.png differ
diff --git a/markers.2x/game_turn_no_regulars.png b/markers.2x/game_turn_no_regulars.png
new file mode 100644
index 0000000..4a754e7
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diff --git a/markers.2x/game_turn_regulars.png b/markers.2x/game_turn_regulars.png
new file mode 100644
index 0000000..ab29367
Binary files /dev/null and b/markers.2x/game_turn_regulars.png differ
diff --git a/markers.2x/general_arnold.png b/markers.2x/general_arnold.png
new file mode 100644
index 0000000..1fdf55b
Binary files /dev/null and b/markers.2x/general_arnold.png differ
diff --git a/markers.2x/general_arnold_tall.png b/markers.2x/general_arnold_tall.png
new file mode 100644
index 0000000..df793e6
Binary files /dev/null and b/markers.2x/general_arnold_tall.png differ
diff --git a/markers.2x/general_burgoyne.png b/markers.2x/general_burgoyne.png
new file mode 100644
index 0000000..b95b63e
Binary files /dev/null and b/markers.2x/general_burgoyne.png differ
diff --git a/markers.2x/general_burgoyne_tall.png b/markers.2x/general_burgoyne_tall.png
new file mode 100644
index 0000000..fae36b4
Binary files /dev/null and b/markers.2x/general_burgoyne_tall.png differ
diff --git a/markers.2x/general_carleton.png b/markers.2x/general_carleton.png
new file mode 100644
index 0000000..3e49dbb
Binary files /dev/null and b/markers.2x/general_carleton.png differ
diff --git a/markers.2x/general_carleton_tall.png b/markers.2x/general_carleton_tall.png
new file mode 100644
index 0000000..b33a2e0
Binary files /dev/null and b/markers.2x/general_carleton_tall.png differ
diff --git a/markers.2x/general_clinton.png b/markers.2x/general_clinton.png
new file mode 100644
index 0000000..a181c49
Binary files /dev/null and b/markers.2x/general_clinton.png differ
diff --git a/markers.2x/general_clinton_tall.png b/markers.2x/general_clinton_tall.png
new file mode 100644
index 0000000..6ca3527
Binary files /dev/null and b/markers.2x/general_clinton_tall.png differ
diff --git a/markers.2x/general_cornwallis.png b/markers.2x/general_cornwallis.png
new file mode 100644
index 0000000..2d3d5a7
Binary files /dev/null and b/markers.2x/general_cornwallis.png differ
diff --git a/markers.2x/general_cornwallis_tall.png b/markers.2x/general_cornwallis_tall.png
new file mode 100644
index 0000000..d5d9603
Binary files /dev/null and b/markers.2x/general_cornwallis_tall.png differ
diff --git a/markers.2x/general_gates.png b/markers.2x/general_gates.png
new file mode 100644
index 0000000..0c7f37a
Binary files /dev/null and b/markers.2x/general_gates.png differ
diff --git a/markers.2x/general_gates_tall.png b/markers.2x/general_gates_tall.png
new file mode 100644
index 0000000..dcb68c4
Binary files /dev/null and b/markers.2x/general_gates_tall.png differ
diff --git a/markers.2x/general_greene.png b/markers.2x/general_greene.png
new file mode 100644
index 0000000..40b074a
Binary files /dev/null and b/markers.2x/general_greene.png differ
diff --git a/markers.2x/general_greene_tall.png b/markers.2x/general_greene_tall.png
new file mode 100644
index 0000000..6695c5a
Binary files /dev/null and b/markers.2x/general_greene_tall.png differ
diff --git a/markers.2x/general_howe.png b/markers.2x/general_howe.png
new file mode 100644
index 0000000..7659640
Binary files /dev/null and b/markers.2x/general_howe.png differ
diff --git a/markers.2x/general_howe_tall.png b/markers.2x/general_howe_tall.png
new file mode 100644
index 0000000..4c5b019
Binary files /dev/null and b/markers.2x/general_howe_tall.png differ
diff --git a/markers.2x/general_lafayette.png b/markers.2x/general_lafayette.png
new file mode 100644
index 0000000..252c11c
Binary files /dev/null and b/markers.2x/general_lafayette.png differ
diff --git a/markers.2x/general_lafayette_tall.png b/markers.2x/general_lafayette_tall.png
new file mode 100644
index 0000000..4d16563
Binary files /dev/null and b/markers.2x/general_lafayette_tall.png differ
diff --git a/markers.2x/general_lee.png b/markers.2x/general_lee.png
new file mode 100644
index 0000000..e064a6e
Binary files /dev/null and b/markers.2x/general_lee.png differ
diff --git a/markers.2x/general_lee_tall.png b/markers.2x/general_lee_tall.png
new file mode 100644
index 0000000..e138cb5
Binary files /dev/null and b/markers.2x/general_lee_tall.png differ
diff --git a/markers.2x/general_lincoln.png b/markers.2x/general_lincoln.png
new file mode 100644
index 0000000..31b6f74
Binary files /dev/null and b/markers.2x/general_lincoln.png differ
diff --git a/markers.2x/general_lincoln_tall.png b/markers.2x/general_lincoln_tall.png
new file mode 100644
index 0000000..e4df1b8
Binary files /dev/null and b/markers.2x/general_lincoln_tall.png differ
diff --git a/markers.2x/general_rochambeau.png b/markers.2x/general_rochambeau.png
new file mode 100644
index 0000000..8173653
Binary files /dev/null and b/markers.2x/general_rochambeau.png differ
diff --git a/markers.2x/general_rochambeau_tall.png b/markers.2x/general_rochambeau_tall.png
new file mode 100644
index 0000000..3c208b4
Binary files /dev/null and b/markers.2x/general_rochambeau_tall.png differ
diff --git a/markers.2x/general_washington.png b/markers.2x/general_washington.png
new file mode 100644
index 0000000..d26a517
Binary files /dev/null and b/markers.2x/general_washington.png differ
diff --git a/markers.2x/general_washington_tall.png b/markers.2x/general_washington_tall.png
new file mode 100644
index 0000000..859f493
Binary files /dev/null and b/markers.2x/general_washington_tall.png differ
diff --git a/markers.2x/pc_american.png b/markers.2x/pc_american.png
new file mode 100644
index 0000000..556ef36
Binary files /dev/null and b/markers.2x/pc_american.png differ
diff --git a/markers.2x/pc_american.svg b/markers.2x/pc_american.svg
new file mode 100644
index 0000000..141f5d3
--- /dev/null
+++ b/markers.2x/pc_american.svg
@@ -0,0 +1,5 @@
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="58" height="66">
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+<image 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" 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diff --git a/markers.2x/queue_british.png b/markers.2x/queue_british.png
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