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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAASEklEQVR4Xu3XwYleZxYE0NcoB+8MAqfgYByFHcLMhGBH4WCcgkHgnXMwPSBkLwSz6qGLqnt6KdD/vnvqQnFfHn8ECBAgQIDAuwu8vPsXfZAAAQIECBB4FLAlIECAAAECAQEFHED3SQIECBAgoIDtAAECBAgQCAgo4AC6TxIgQIAAAQVsBwgQIECAQEBAAQfQfZIAAQIECChgO0CAAAECBAICCjiA7pMECBAgQEAB2wECBAgQIBAQUMABdJ8kQIAAAQIK2A4QIECAAIGAgAIOoPskAQIECBBQwHaAAAECBAgEBBRwAN0nCRAgQICAArYDBAgQIEAgIKCAA+g+SYAAAQIEFLAdIECAAAECAQEFHED3SQIECBAgoIDtAAECBAgQCAgo4AC6TxIgQIAAAQVsBwgQIECAQEBAAQfQfZIAAQIECChgO0CAAAECBAICCjiA7pMECBAgQEAB2wECBAgQIBAQUMABdJ8kQIAAAQIK2A4QIECAAIGAgAIOoPskAQIECBBQwHaAAAECBAgEBBRwAN0nCRAgQICAArYDBAgQIEAgIKCAA+g+SYAAAQIEFLAdIECAAAECAQEFHED3SQIECBAgoIDtAAECBAgQCAgo4AC6TxIgQIAAAQVsBwgQIECAQEBAAQfQfZIAAQIECChgO0CAAAECBAICCjiA7pMECBAgQEAB2wECBAgQIBAQUMABdJ8kQIAAAQIK2A4QIECAAIGAgAIOoPskAQIECBBQwHaAAAECBAgEBBRwAN0nCRAgQICAArYDBAgQIEAgIKCAA+g+SYAAAQIEFLAdIECAAAECAQEFHED3SQIECBAgoIDtAAECBAgQCAgo4AC6TxIgQIAAAQVsBwgQIECAQEBAAQfQfZIAAQIECChgO0CAAAECBAICCjiA7pMECBAgQEAB2wECBAgQIBAQUMABdJ8kQIAAAQIK2A4QIECAAIGAgAIOoPskAQIECBBQwHaAAAECBAgEBBRwAN0nCRAgQICAArYDBAgQIEAgIKCAA+g+SYAAAQIEFLAdIECAAAECAQEFHED3SQIECBAgoIDtAAECBAgQCAgo4AC6TxIgQIAAAQVsBwgQIECAQEBAAQfQfZIAAQIECChgO0CAAAECBAICCjiA7pMECBAgQEAB2wECBAgQIBAQUMABdJ8kQIAAAQIK2A4QIECAAIGAgAIOoPskgbcKvH73fPP89fzw+Xc+PL++/P78+dbf9P8JEHhfAQX8vt6+RuDNAl/K97fneb798mN/PB+e75Xwm2n9AIF3FVDA78rtYwTeLvD68fnxeZ6fv/qln14+Pb+8/df9AgEC7yWggN9L2ncI/J8EXj8+/36e519f/dx/Xj59/nd/BAiUCCjgkqA8k8DfAgrYLhDYEFDAGzma4pCAAj4UtlGnBRTwdLyGWxRQwIupmumigAK+mLqZqwUUcHV8Hk/gHwEFbBkIlAko4LLAPJfA/xBQwFaDQJmAAi4LzHMJKGA7QGBDQAFv5GgKAi5gO0CgTEABlwXmuQRcwHaAwIaAAt7I0RQEXMB2gECZgAIuC8xzCbiA7QCBDQEFvJGjKQi4gO0AgTIBBVwWmOcScAHbAQIbAgp4I0dTEHAB2wECZQIKuCwwzyXgArYDBDYEFPBGjqYg4AK2AwTKBBRwWWCeS8AFbAcIbAgo4I0cTUHABWwHCJQJKOCywDyXgAvYDhDYEFDAGzmagoAL2A4QKBNQwGWBeS4BF7AdILAhoIA3cjQFARewHSBQJqCAywLzXAIuYDtAYENAAW/kaAoCLmA7QKBMQAGXBea5BFzAdoDAhoAC3sjRFARcwHaAQJmAAi4LzHMJuIDtAIENAQW8kaMpCLiA7QCBMgEFXBaY5xJwAdsBAhsCCngjR1MQcAHbAQJlAgq4LDDPJeACtgMENgQU8EaOpiDgArYDBMoEFHBZYJ5LwAVsBwhsCCjgjRxNQcAFbAcIlAko4LLAPJeAC9gOENgQUMAbOZqCgAvYDhAoE1DAZYF5LgEXsB0gsCGggDdyNAUBF7AdIFAmoIDLAvNcAi5gO0BgQ0ABb+RoCgIuYDtAoExAAZcF5rkEXMB2gMCGgALeyNEUBFzAdoBAmYACLgvMcwm4gO0AgQ0BBbyRoykIuIDtAIEyAQVcFpjnEnAB2wECGwIKeCNHUxBwAdsBAmUCCrgsMM8l4AK2AwQ2BBTwRo6mIOACtgMEygQUcFlgnkvABWwHCGwIKOCNHE1BwAVsBwiUCSjgssA8l4AL2A4Q2BBQwBs5moKAC9gOECgTUMBlgXkuARewHSCwIaCAN3I0BQEXsB0gUCaggMsC81wCLmA7QGBDQAFv5GgKAi5gO0CgTEABlwXmuQRcwHaAwIaAAt7I0RQEXMB2gECZgAIuC8xzCbiA7QCBDQEFvJGjKQi4gO0AgTIBBVwWmOcScAHbAQIbAgp4I0dTEHAB2wECZQIKuCwwzyXgArYDBDYEFPBGjqYg4AK2AwTKBBRwWWCeS8AFbAcIbAgo4I0cTUHABWwHCJQJKOCywDyXgAvYDhDYEFDAGzmagoAL2A4QKBNQwGWBeS4BF7AdILAhoIA3cjQFARewHSBQJqCAywLzXAIuYDtAYENAAW/kaAoCLmA7QKBMQAGXBea5BFzAdoDAhoAC3sjRFARcwHaAQJmAAi4LzHMJuIDtAIENAQW8kaMpCLiA7QCBMgEFXBaY5xJwAdsBAhsCCngjR1MQcAHbAQJlAgq4LDDPJeACtgMENgQU8EaOpiDgArYDBMoEFHBZYJ5LwAVsBwhsCCjgjRxNQcAFbAcIlAko4LLAPJeAC9gOENgQUMAbOZqCgAvYDhAoE1DAZYF5LgEXsB0gsCGggDdyNAUBF7AdIFAmoIDLAvNcAi5gO0BgQ0ABb+RoCgIuYDtAoExAAZcF5rkEXMB2gMCGgALeyNEUBFzAdoBAmYACLgvMcwm4gO0AgQ0BBbyRoykIuIDtAIEyAQVcFpjnEnAB2wECGwIKeCNHUxBwAdsBAmUCCrgsMM8l4AK2AwQ2BBTwRo6mIOACtgMEygQUcFlgnkvABWwHCGwIKOCNHE1BwAVsBwiUCSjgssA8l4AL2A4Q2BBQwBs5moKAC9gOECgTUMBlgXkuARewHSCwIaCAN3I0BQEXsB0gUCaggMsC81wCLmA7QGBDQAFv5GgKAi5gO0CgTEABlwXmuQRcwHaAwIaAAt7I0RQEXMB2gECZgAIuC8xzCbiA7QCBDQEFvJGjKQi4gO0AgTIBBVwWmOcScAHbAQIbAgp4I0dTEHAB2wECZQIKuCwwzyXgArYDBDYEFPBGjqYg4AK2AwTKBBRwWWCeS8AFbAcIbAgo4I0cTUHABWwHCJQJKOCywDyXgAvYDhDYEFDAGzmagoAL2A4QKBNQwGWBeS4BF7AdILAhoIA3cjQFARewHSBQJqCAywLzXAIuYDtAYENAAW/kaAoCLmA7QKBMQAGXBea5BFzAdoDAhoAC3sjRFARcwHaAQJmAAi4LzHMJuIDtAIENAQW8kaMpCLiA7QCBMgEFXBaY5xJwAdsBAhsCCngjR1MQcAHbAQJlAgq4LDDPJeACtgMENgQU8EaOpiDgArYDBMoEFHBZYJ5LwAVsBwhsCCjgjRxNQcAFbAcIlAko4LLAPJeAC9gOENgQUMAbOZqCgAvYDhAoE1DAZYF5LgEXsB0gsCGggDdyNAUBF7AdIFAmoIDLAvNcAi5gO0BgQ0ABb+RoCgIuYDtAoExAAZcF5rkEXMB2gMCGgALeyNEUBFzAdoBAmYACLgvMcwm4gO0AgQ0BBbyRoykIuIDtAIEyAQVcFpjnEnAB2wECGwIKeCNHUxBwAdsBAmUCCrgsMM8l4AK2AwQ2BBTwRo6mIOACtgMEygQUcFlgnkvABWwHCGwIKOCNHE1BwAVsBwiUCSjgssA8l4AL2A4Q2BBQwBs5moKAC9gOECgTUMBlgXkuARewHSCwIaCAN3I0BQEXsB0gUCaggMsC81wCLmA7QGBDQAFv5GgKAi5gO0CgTEABlwXmuQRcwHaAwIaAAt7I0RQEXMB2gECZgAIuC8xzCbiA7QCBDQEFvJGjKQi4gO0AgTIBBVwWmOcScAHbAQIbAgp4I0dTEHAB2wECZQIKuCwwzyXgArYDBDYEFPBGjqYg4AK2AwTKBBRwWWCeS8AFbAcIbAgo4I0cTUHABWwHCJQJKOCywDyXgAvYDhDYEFDAGzmagoAL2A4QKBNQwGWBeS4BF7AdILAhoIA3cjQFARewHSBQJqCAywLzXAIuYDtAYENAAW/kaAoCLmA7QKBMQAGXBea5BFzAdoDAhoAC3sjRFARcwHaAQJmAAi4LzHMJuIDtAIENAQW8kaMpCLiA7QCBMgEFXBaY5xJwAdsBAhsCCngjR1MQcAHbAQJlAgq4LDDPJeACtgMENgQU8EaOpiDgArYDBMoEFHBZYJ5LwAVsBwhsCCjgjRxNQcAFbAcIlAko4LLAPJeAC9gOENgQUMAbOZqCgAvYDhAoE1DAZYF5LgEXsB0gsCGggDdyNAUBF7AdIFAmoIDLAvNcAi5gO0BgQ0ABb+RoCgIuYDtAoExAAZcF5rkEXMB2gMCGgALeyNEUBFzAdoBAmYACLgvMcwm4gO0AgQ0BBbyRoykIuIDtAIEyAQVcFpjnEnAB2wECGwIKeCNHUxBwAdsBAmUCCrgsMM8l4AK2AwQ2BBTwRo6mIOACtgMEygQUcFlgnkvABWwHCGwIKOCNHE1BwAVsBwiUCSjgssA8l4AL2A4Q2BBQwBs5moKAC9gOECgTUMBlgXkuARewHSCwIaCAN3I0BQEXsB0gUCaggMsC81wCLmA7QGBDQAFv5GgKAi5gO0CgTOD14/Pj8zw/f/Xsn14+Pb+UjeK5BE4LKODT8Ru+UeD1u+eb56/nt+d5vv3y/j+eD8/3L78/fzbO480Ergoo4KvJm7ta4EsJ//B5iA/Pr8q3Ok6PPyqggI8Gb2wCBAgQyAoo4Ky/rxMgQIDAUQEFfDR4YxMgQIBAVkABZ/19nQABAgSOCijgo8EbmwABAgSyAgo46+/rBAgQIHBUQAEfDd7YBAgQIJAVUMBZf18nQIAAgaMCCvho8MYmQIAAgayAAs76+zoBAgQIHBVQwEeDNzYBAgQIZAUUcNbf1wkQIEDgqIACPhq8sQkQIEAgK6CAs/6+ToAAAQJHBRTw0eCNTYAAAQJZAQWc9fd1AgQIEDgqoICPBm9sAgQIEMgKKOCsv68TIECAwFEBBXw0eGMTIECAQFZAAWf9fZ0AAQIEjgoo4KPBG5sAAQIEsgIKOOvv6wQIECBwVEABHw3e2AQIECCQFVDAWX9fJ0CAAIGjAgr4aPDGJkCAAIGsgALO+vs6AQIECBwVUMBHgzc2AQIECGQFFHDW39cJECBA4KiAAj4avLEJECBAICuggLP+vk6AAAECRwUU8NHgjU2AAAECWQEFnPX3dQIECBA4KqCAjwZvbAIECBDICijgrL+vEyBAgMBRAQV8NHhjEyBAgEBWQAFn/X2dAAECBI4KKOCjwRubAAECBLICCjjr7+sECBAgcFRAAR8N3tgECBAgkBVQwFl/XydAgACBowIK+GjwxiZAgACBrIACzvr7OgECBAgcFVDAR4M3NgECBAhkBRRw1t/XCRAgQOCogAI+GryxCRAgQCAroICz/r5OgAABAkcFFPDR4I1NgAABAlkBBZz193UCBAgQOCqggI8Gb2wCBAgQyAoo4Ky/rxMgQIDAUQEFfDR4YxMgQIBAVkABZ/19nQABAgSOCijgo8EbmwABAgSyAgo46+/rBAgQIHBUQAEfDd7YBAgQIJAVUMBZf18nQIAAgaMCCvho8MYmQIAAgayAAs76+zoBAgQIHBVQwEeDNzYBAgQIZAUUcNbf1wkQIEDgqIACPhq8sQkQIEAgK6CAs/6+ToAAAQJHBRTw0eCNTYAAAQJZAQWc9fd1AgQIEDgqoICPBm9sAgQIEMgKKOCsv68TIECAwFEBBXw0eGMTIECAQFZAAWf9fZ0AAQIEjgoo4KPBG5sAAQIEsgIKOOvv6wQIECBwVEABHw3e2AQIECCQFVDAWX9fJ0CAAIGjAgr4aPDGJkCAAIGsgALO+vs6AQIECBwVUMBHgzc2AQIECGQFFHDW39cJECBA4KiAAj4avLEJECBAICvwX+S6P5bHsXwkAAAAAElFTkSuQmCC

LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.

Hello!12

1datamapmany

data lists

110i

121

cont

catchtag

cont

catchtag

Sprite

I'm kind of bummed that I didn't find a beautiful one-line solution using FIND FIRST, but it just gives the value it finds, not the position in the list, which is what we need to find the line endpoints in WIN LINES. So it's a plain old fashioned FOR loop.

trueX,X,3,O,X,O,7,X,Otrue-100,50100,50-100,0100,0-100,-50100,-50-50,100-50,-1000,1000,-10050,10050,-100-100,100100,-100-100,-100100,100