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November 6, 2017 23:01
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{ | |
"header": { | |
"Variant": "standard", | |
"Generator": "NONE", | |
"Base": "Base", | |
"Date": "2017-11-06", | |
"KLL": "0.5c", | |
"Author": "danlangford (Dan Langford) 2017", | |
"Version": "0.1", | |
"Name": "KType", | |
"Layout": "Standard" | |
}, | |
"defines": [], | |
"matrix": [ | |
{ | |
"code": "0x01", | |
"x": 0, | |
"y": 0, | |
"w": 4, | |
"h": 4, | |
"layers": { | |
"0": { | |
"key": "ESC", | |
"label": "ESC" | |
}, | |
"1": { | |
"key": "#:flashMode()", | |
"label": "FLASH" | |
} | |
}, | |
"triggers": {} | |
}, | |
{ | |
"code": "0x02", | |
"x": 8, | |
"y": 0, | |
"w": 4, | |
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"label": "F1" | |
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{ | |
"code": "0x03", | |
"x": 12, | |
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"label": "F2" | |
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"h": 4, | |
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"key": "F3", | |
"label": "F3" | |
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{ | |
"code": "0x05", | |
"x": 20, | |
"y": 0, | |
"w": 4, | |
"h": 4, | |
"layers": { | |
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"key": "F4", | |
"label": "F4" | |
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"code": "0x06", | |
"x": 26, | |
"y": 0, | |
"w": 4, | |
"h": 4, | |
"layers": { | |
"0": { | |
"key": "F5", | |
"label": "F5" | |
}, | |
"1": { | |
"key": "#:ledControl( 4, 255 )", | |
"label": "LED ON" | |
} | |
}, | |
"triggers": {} | |
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{ | |
"code": "0x07", | |
"x": 30, | |
"y": 0, | |
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"layers": { | |
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"key": "F6", | |
"label": "F6" | |
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"1": { | |
"key": "#:ledControl( 3, 0 )", | |
"label": "LED OFF" | |
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"triggers": {} | |
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{ | |
"code": "0x08", | |
"x": 34, | |
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"label": "F7" | |
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"label": "F12" | |
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"key": "PRINTSCREEN", | |
"label": "PRSC" | |
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"layers": { | |
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"key": "SCROLLLOCK", | |
"label": "SCLK" | |
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"code": "0x10", | |
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"key": "PAUSE", | |
"label": "PAUSE" | |
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"key": "CONS:PAUSE", | |
"label": "PAUSE" | |
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"key": "#:animation_control( 4 )", | |
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"label": "VOL+" | |
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{ | |
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{ | |
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{ | |
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"x": 312.03, | |
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{ | |
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"x": 341.19, | |
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{ | |
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"x": 343.79, | |
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}, | |
{ | |
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}, | |
{ | |
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} | |
], | |
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"animations": { | |
"rainbow_wave": { | |
"settings": "start, framedelay:3, framestretch, loop, replace:all, pfunc:interp", | |
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"P[c:-4%] (0,0,255), P[c:22%](0,255,0), P[c:47%](255,255,0), P[c:72%](255,255,255), P[c:97%](127,0,255), P[c:122%](0,0,255)", | |
"P[c:-2%] (0,0,255), P[c:24%](0,255,0), P[c:49%](255,255,0), P[c:74%](255,255,255), P[c:99%](127,0,255), P[c:124%](0,0,255)", | |
" P[c:0%] (0,0,255), P[c:25%](0,255,0), P[c:50%](255,255,0), P[c:75%](255,255,255), P[c:100%](127,0,255)", | |
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"P[c:-22%](127,0,255), P[c:4%] (0,0,255), P[c:29%](0,255,0), P[c:54%](255,255,0), P[c:79%](255,255,255), P[c:104%](127,0,255)", | |
"P[c:-20%](127,0,255), P[c:6%] (0,0,255), P[c:31%](0,255,0), P[c:56%](255,255,0), P[c:81%](255,255,255), P[c:106%](127,0,255)", | |
"P[c:-18%](127,0,255), P[c:8%] (0,0,255), P[c:33%](0,255,0), P[c:58%](255,255,0), P[c:83%](255,255,255), P[c:108%](127,0,255)", | |
"P[c:-16%](127,0,255), P[c:10%](0,0,255), P[c:35%](0,255,0), P[c:60%](255,255,0), P[c:85%](255,255,255), P[c:110%](127,0,255)", | |
"P[c:-14%](127,0,255), P[c:12%](0,0,255), P[c:37%](0,255,0), P[c:62%](255,255,0), P[c:87%](255,255,255), P[c:112%](127,0,255)", | |
"P[c:-12%](127,0,255), P[c:14%](0,0,255), P[c:39%](0,255,0), P[c:64%](255,255,0), P[c:89%](255,255,255), P[c:114%](127,0,255)", | |
"P[c:-10%](127,0,255), P[c:16%](0,0,255), P[c:41%](0,255,0), P[c:66%](255,255,0), P[c:91%](255,255,255), P[c:116%](127,0,255)", | |
"P[c:-8%] (127,0,255), P[c:18%](0,0,255), P[c:43%](0,255,0), P[c:68%](255,255,0), P[c:93%](255,255,255), P[c:118%](127,0,255)", | |
"P[c:-6%] (127,0,255), P[c:20%](0,0,255), P[c:45%](0,255,0), P[c:70%](255,255,0), P[c:95%](255,255,255), P[c:120%](127,0,255)", | |
"P[c:-4%] (127,0,255), P[c:22%](0,0,255), P[c:47%](0,255,0), P[c:72%](255,255,0), P[c:97%](255,255,255), P[c:122%](127,0,255)", | |
"P[c:-2%] (127,0,255), P[c:24%](0,0,255), P[c:49%](0,255,0), P[c:74%](255,255,0), P[c:99%](255,255,255), P[c:124%](127,0,255)", | |
" P[c:0%] (127,0,255), P[c:25%](0,0,255), P[c:50%](0,255,0), P[c:75%](255,255,0), P[c:100%](255,255,255)", | |
"P[c:-24%](255,255,255), P[c:2%] (127,0,255), P[c:27%](0,0,255), P[c:52%](0,255,0), P[c:77%](255,255,0), P[c:102%](255,255,255)", | |
"P[c:-22%](255,255,255), P[c:4%] (127,0,255), P[c:29%](0,0,255), P[c:54%](0,255,0), P[c:79%](255,255,0), P[c:104%](255,255,255)", | |
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"P[c:-16%](255,255,255), P[c:10%](127,0,255), P[c:35%](0,0,255), P[c:60%](0,255,0), P[c:85%](255,255,0), P[c:110%](255,255,255)", | |
"P[c:-14%](255,255,255), P[c:12%](127,0,255), P[c:37%](0,0,255), P[c:62%](0,255,0), P[c:87%](255,255,0), P[c:112%](255,255,255)", | |
"P[c:-12%](255,255,255), P[c:14%](127,0,255), P[c:39%](0,0,255), P[c:64%](0,255,0), P[c:89%](255,255,0), P[c:114%](255,255,255)", | |
"P[c:-10%](255,255,255), P[c:16%](127,0,255), P[c:41%](0,0,255), P[c:66%](0,255,0), P[c:91%](255,255,0), P[c:116%](255,255,255)", | |
"P[c:-8%] (255,255,255), P[c:18%](127,0,255), P[c:43%](0,0,255), P[c:68%](0,255,0), P[c:93%](255,255,0), P[c:118%](255,255,255)", | |
"P[c:-6%] (255,255,255), P[c:20%](127,0,255), P[c:45%](0,0,255), P[c:70%](0,255,0), P[c:95%](255,255,0), P[c:120%](255,255,255)", | |
"P[c:-4%] (255,255,255), P[c:22%](127,0,255), P[c:47%](0,0,255), P[c:72%](0,255,0), P[c:97%](255,255,0), P[c:122%](255,255,255)", | |
"P[c:-2%] (255,255,255), P[c:24%](127,0,255), P[c:49%](0,0,255), P[c:74%](0,255,0), P[c:99%](255,255,0), P[c:124%](255,255,255)", | |
" P[c:0%] (255,255,255), P[c:25%](127,0,255), P[c:50%](0,0,255), P[c:75%](0,255,0), P[c:100%](255,255,0)", | |
"P[c:-24%](255,255,0), P[c:2%] (255,255,255), P[c:27%](127,0,255), P[c:52%](0,0,255), P[c:77%](0,255,0), P[c:102%](255,255,0)", | |
"P[c:-22%](255,255,0), P[c:4%] (255,255,255), P[c:29%](127,0,255), P[c:54%](0,0,255), P[c:79%](0,255,0), P[c:104%](255,255,0)", | |
"P[c:-20%](255,255,0), P[c:6%] (255,255,255), P[c:31%](127,0,255), P[c:56%](0,0,255), P[c:81%](0,255,0), P[c:106%](255,255,0)", | |
"P[c:-18%](255,255,0), P[c:8%] (255,255,255), P[c:33%](127,0,255), P[c:58%](0,0,255), P[c:83%](0,255,0), P[c:108%](255,255,0)", | |
"P[c:-16%](255,255,0), P[c:10%](255,255,255), P[c:35%](127,0,255), P[c:60%](0,0,255), P[c:85%](0,255,0), P[c:110%](255,255,0)", | |
"P[c:-14%](255,255,0), P[c:12%](255,255,255), P[c:37%](127,0,255), P[c:62%](0,0,255), P[c:87%](0,255,0), P[c:112%](255,255,0)", | |
"P[c:-12%](255,255,0), P[c:14%](255,255,255), P[c:39%](127,0,255), P[c:64%](0,0,255), P[c:89%](0,255,0), P[c:114%](255,255,0)", | |
"P[c:-10%](255,255,0), P[c:16%](255,255,255), P[c:41%](127,0,255), P[c:66%](0,0,255), P[c:91%](0,255,0), P[c:116%](255,255,0)", | |
"P[c:-8%] (255,255,0), P[c:18%](255,255,255), P[c:43%](127,0,255), P[c:68%](0,0,255), P[c:93%](0,255,0), P[c:118%](255,255,0)", | |
"P[c:-6%] (255,255,0), P[c:20%](255,255,255), P[c:45%](127,0,255), P[c:70%](0,0,255), P[c:95%](0,255,0), P[c:120%](255,255,0)", | |
"P[c:-4%] (255,255,0), P[c:22%](255,255,255), P[c:47%](127,0,255), P[c:72%](0,0,255), P[c:97%](0,255,0), P[c:122%](255,255,0)", | |
"P[c:-2%] (255,255,0), P[c:24%](255,255,255), P[c:49%](127,0,255), P[c:74%](0,0,255), P[c:99%](0,255,0), P[c:124%](255,255,0)", | |
" P[c:0%] (255,255,0), P[c:25%](255,255,255), P[c:50%](127,0,255), P[c:75%](0,0,255), P[c:100%](0,255,0)", | |
"P[c:-24%](0,255,0), P[c:2%] (255,255,0), P[c:27%](255,255,255), P[c:52%](127,0,255), P[c:77%](0,0,255), P[c:102%](0,255,0)", | |
"P[c:-22%](0,255,0), P[c:4%] (255,255,0), P[c:29%](255,255,255), P[c:54%](127,0,255), P[c:79%](0,0,255), P[c:104%](0,255,0)", | |
"P[c:-20%](0,255,0), P[c:6%] (255,255,0), P[c:31%](255,255,255), P[c:56%](127,0,255), P[c:81%](0,0,255), P[c:106%](0,255,0)", | |
"P[c:-18%](0,255,0), P[c:8%] (255,255,0), P[c:33%](255,255,255), P[c:58%](127,0,255), P[c:83%](0,0,255), P[c:108%](0,255,0)", | |
"P[c:-16%](0,255,0), P[c:10%](255,255,0), P[c:35%](255,255,255), P[c:60%](127,0,255), P[c:85%](0,0,255), P[c:110%](0,255,0)", | |
"P[c:-14%](0,255,0), P[c:12%](255,255,0), P[c:37%](255,255,255), P[c:62%](127,0,255), P[c:87%](0,0,255), P[c:112%](0,255,0)", | |
"P[c:-12%](0,255,0), P[c:14%](255,255,0), P[c:39%](255,255,255), P[c:64%](127,0,255), P[c:89%](0,0,255), P[c:114%](0,255,0)", | |
"P[c:-10%](0,255,0), P[c:16%](255,255,0), P[c:41%](255,255,255), P[c:66%](127,0,255), P[c:91%](0,0,255), P[c:116%](0,255,0)", | |
"P[c:-8%] (0,255,0), P[c:18%](255,255,0), P[c:43%](255,255,255), P[c:68%](127,0,255), P[c:93%](0,0,255), P[c:118%](0,255,0)", | |
"P[c:-6%] (0,255,0), P[c:20%](255,255,0), P[c:45%](255,255,255), P[c:70%](127,0,255), P[c:95%](0,0,255), P[c:120%](0,255,0)", | |
"P[c:-4%] (0,255,0), P[c:22%](255,255,0), P[c:47%](255,255,255), P[c:72%](127,0,255), P[c:97%](0,0,255), P[c:122%](0,255,0)", | |
"P[c:-2%] (0,255,0), P[c:24%](255,255,0), P[c:49%](255,255,255), P[c:74%](127,0,255), P[c:99%](0,0,255), P[c:124%](0,255,0)" | |
] | |
}, | |
"static": { | |
"settings": "replace:all,start", | |
"frames": [ | |
"### AUTO GENERATED - DO NOT EDIT - STATIC COLOR MAP ###", | |
"P[32](255,255,255),\nP[64](255,255,255),\nP[1](255,255,255),\nP[33](255,255,255),\nP[65](255,255,255),\nP[2](255,255,255),\nP[34](255,255,255),\nP[66](255,255,255),\nP[3](255,255,255),\nP[35](255,255,255),\nP[67](255,255,255),\nP[4](255,255,255),\nP[36](255,255,255),\nP[68](255,255,255),\nP[5](255,255,255),\nP[37](255,255,255),\nP[69](255,255,255),\nP[6](255,255,255),\nP[38](255,255,255),\nP[70](255,255,255),\nP[7](255,255,255),\nP[39](255,255,255),\nP[71](255,255,255),\nP[8](255,255,255),\nP[40](255,255,255),\nP[72](255,255,255),\nP[9](255,255,255),\nP[41](255,255,255),\nP[73](255,255,255),\nP[10](255,255,255),\nP[42](255,255,255),\nP[74](255,255,255),\nP[11](255,255,255),\nP[43](255,255,255),\nP[75](255,255,255),\nP[12](255,255,255),\nP[44](255,255,255),\nP[76](255,255,255),\nP[13](255,255,255),\nP[45](255,255,255),\nP[77](255,255,255),\nP[14](255,255,255),\nP[46](255,255,255),\nP[78](255,255,255),\nP[15](255,255,255),\nP[47](255,255,255),\nP[79](255,255,255),\nP[16](255,255,255),\nP[48](255,255,255),\nP[80](255,255,255),\nP[17](255,255,255),\nP[49](255,255,255),\nP[81](255,255,255),\nP[18](255,255,255),\nP[50](255,255,255),\nP[82](255,255,255),\nP[19](255,255,255),\nP[51](255,255,255),\nP[83](255,255,255),\nP[20](255,255,255),\nP[52](255,255,255),\nP[84](255,255,255),\nP[21](255,255,255),\nP[53](255,255,255),\nP[85](255,255,255),\nP[22](255,255,255),\nP[54](255,255,255),\nP[86](255,255,255),\nP[23](255,255,255),\nP[55](255,255,255),\nP[87](255,255,255),\nP[24](255,255,255),\nP[56](255,255,255),\nP[25](255,255,255),\nP[57](255,255,255),\nP[26](255,255,255),\nP[58](255,255,255),\nP[27](255,255,255),\nP[59](255,255,255),\nP[28](255,255,255),\nP[60](255,255,255),\nP[29](255,255,255),\nP[61](255,255,255),\nP[30](255,255,255),\nP[62](255,255,255),\nP[31](255,255,255),\nP[63](255,255,255)" | |
] | |
} | |
} | |
} |
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