From e2dfb4b6739726361d42248ea726fa1692f3970a Mon Sep 17 00:00:00 2001 From: Steve-Mcl Date: Wed, 29 Jul 2020 15:26:27 +0100 Subject: [PATCH] add new demo to image manipulation example --- examples/Image manipulation.json | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/examples/Image manipulation.json b/examples/Image manipulation.json index db73574..19183fe 100644 --- a/examples/Image manipulation.json +++ b/examples/Image manipulation.json @@ -1 +1 @@ -[{"id":"d59b27e7.861ed8","type":"inject","z":"fc9a77d7.3bbed8","name":"flow.image","repeat":"","crontab":"","once":false,"onceDelay":0.1,"topic":"","payload":"image","payloadType":"flow","x":220,"y":200,"wires":[["9728a7c5.b34208"]]},{"id":"9728a7c5.b34208","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"Invert","data":"payload","dataType":"msg","ret":"b64","parameter1":"{\"name\":\"invert\"}","parameter1Type":"json","parameter2":"","parameter2Type":"","parameter3":"","parameter3Type":"","parameter4":"","parameter4Type":"","parameter5":"","parameter5Type":"","parameter6":"","parameter6Type":"","parameter7":"","parameter7Type":"","parameter8":"","parameter8Type":"","sendProperty":"payload","parameterCount":0,"jimpFunction":"invert","selectedJimpFunction":{"name":"invert","fn":"invert","description":"invert the image colours","parameters":[]},"x":350,"y":200,"wires":[["b6c58284.9abaf"]]},{"id":"7d8f4a7e.fc46f4","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"Rotate, posterize, brightness","data":"payload","dataType":"msg","ret":"buf","parameter1":"[{\"name\":\"rotate\",\"parameters\":[270]},{\"name\":\"posterize\",\"parameters\":[22]},{\"name\":\"brightness\",\"parameters\":[0.3]}]","parameter1Type":"json","parameter2":"","parameter2Type":"","parameter3":"","parameter3Type":"","parameter4":"","parameter4Type":"","parameter5":"","parameter5Type":"","parameter6":"","parameter6Type":"","parameter7":"","parameter7Type":"","parameter8":"","parameter8Type":"","parameterCount":1,"jimpFunction":"batch","selectedJimpFunction":{"name":"batch","fn":"batch","description":"apply one or more functions","parameters":[{"name":"options","type":"json","required":true,"hint":"an object or an array of objects containing {\"name\" : \"function_name\", \"parameters\" : [x,y,z]}. Refer to info on side panel}"}]},"x":420,"y":460,"wires":[["6856228f.6337fc"]]},{"id":"fa269221.07ef1","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"sepia, blur, contrast -> buffer","data":"payload","dataType":"msg","ret":"buf","parameter1":"[{\"name\":\"sepia\"},{\"name\":\"blur\",\"parameters\":[2]},{\"name\":\"contrast\",\"parameters\":[0.2]}]","parameter1Type":"json","parameter2":"","parameter2Type":"","parameter3":"","parameter3Type":"","parameter4":"","parameter4Type":"","parameter5":"","parameter5Type":"","parameter6":"","parameter6Type":"","parameter7":"","parameter7Type":"","parameter8":"","parameter8Type":"","parameterCount":1,"jimpFunction":"batch","selectedJimpFunction":{"name":"batch","fn":"batch","description":"apply one or more functions","parameters":[{"name":"options","type":"json","required":true,"hint":"an object or an array of objects containing {\"name\" : \"function_name\", \"parameters\" : [x,y,z]}. 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region"}]},"x":530,"y":200,"wires":[["f2e1b670.dafb88"]]},{"id":"59903e04.a7864","type":"inject","z":"fc9a77d7.3bbed8","name":"flow.image","repeat":"","crontab":"","once":false,"onceDelay":0.1,"topic":"","payload":"image","payloadType":"flow","x":220,"y":460,"wires":[["7d8f4a7e.fc46f4"]]},{"id":"7e283bc6.ebd064","type":"comment","z":"fc9a77d7.3bbed8","name":"re-load the written files (check they are valid)","info":"","x":310,"y":640,"wires":[]},{"id":"2e066614.4ed9ba","type":"comment","z":"fc9a77d7.3bbed8","name":"Write buffer to png file","info":"","x":1180,"y":540,"wires":[]},{"id":"c1710722.fd74c8","type":"comment","z":"fc9a77d7.3bbed8","name":"Demonstrate chained batch operations, chained viewer and output to BMP,JPG,PNG files","info":"","x":450,"y":420,"wires":[]},{"id":"fe379a22.82e198","type":"comment","z":"fc9a77d7.3bbed8","name":"Demonstrate chained 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horizontally"},{"name":"vert","type":"bool","required":true,"hint":"if true the image will be flipped vertically"}]},"x":730,"y":200,"wires":[["4406f801.01d6b8"]]},{"id":"8b4c415.76574c","type":"inject","z":"fc9a77d7.3bbed8","name":"Base64 Picard","props":[{"p":"payload"},{"p":"topic","vt":"str"}],"repeat":"","crontab":"","once":false,"onceDelay":0.1,"topic":"","payload":"data:image/jpeg;base64,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","payloadType":"str","x":240,"y":80,"wires":[["61387772.10e128"]]},{"id":"7cfe99c.900dd68","type":"debug","z":"fc9a77d7.3bbed8","name":"Look in the available properties in the debug side bar","active":true,"tosidebar":true,"console":false,"tostatus":false,"complete":"true","targetType":"full","x":760,"y":40,"wires":[]},{"id":"89fb330d.76374","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"Promote Worf (Blit)","data":"picard","dataType":"msg","ret":"img","parameter1":"worf","parameter1Type":"msg","parameter2":"0","parameter2Type":"num","parameter3":"0","parameter3Type":"num","parameter4":"0","parameter4Type":"num","parameter5":"0","parameter5Type":"num","parameter6":"90","parameter6Type":"num","parameter7":"60","parameter7Type":"num","parameter8":"","parameter8Type":"","sendProperty":"captainWorf","parameterCount":7,"jimpFunction":"blit","selectedJimpFunction":{"name":"blit","fn":"blit","description":"blit the image with another Jimp image at x, y, optionally cropped","parameters":[{"name":"src","type":"","required":true,"hint":"the source image (a Jimp instance)","defaultType":"msg","defaultValue":"payload"},{"name":"x","type":"num","required":true,"hint":"the x position to blit the image"},{"name":"y","type":"num","required":true,"hint":"the y position to blit the image"},{"name":"srcx","type":"num","required":false,"hint":"the x position from which to crop the source image"},{"name":"srcy","type":"num","required":false,"hint":"the y position from which to crop the source image"},{"name":"srcw","type":"num","required":false,"hint":"the width to which to crop the source image"},{"name":"srch","type":"num","required":false,"hint":"the height to which to crop the source image"}]},"x":770,"y":880,"wires":[["fcc4697e.20d8f8"]],"icon":"font-awesome/fa-image"},{"id":"1141a197.62ee6e","type":"inject","z":"fc9a77d7.3bbed8","name":"","repeat":"","crontab":"","once":false,"onceDelay":0.1,"topic":"","payload":"true","payloadType":"bool","x":210,"y":880,"wires":[["cecf2318.4db98"]]},{"id":"cecf2318.4db98","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"Load 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","dataType":"str","ret":"img","parameter1":"90","parameter1Type":"num","parameter2":"120","parameter2Type":"num","parameter3":"RESIZE_BICUBIC","parameter3Type":"resizeMode","parameter4":"","parameter4Type":"","parameter5":"","parameter5Type":"","parameter6":"","parameter6Type":"","parameter7":"","parameter7Type":"","parameter8":"","parameter8Type":"","sendProperty":"worf","parameterCount":3,"jimpFunction":"resize","selectedJimpFunction":{"name":"resize","fn":"resize","description":"resize the image. One of the w or h parameters can be set to automatic (\"Jimp.AUTO\" or -1).","parameters":[{"name":"w","type":"num|auto","required":true,"hint":"the width to resize the image to (or \"Jimp.AUTO\" or -1)"},{"name":"h","type":"num|auto","required":true,"hint":"the height to resize the image to (or \"Jimp.AUTO\" or -1)"},{"name":"mode","type":"resizeMode","required":false,"hint":"a scaling method (e.g. Jimp.RESIZE_BEZIER)"}]},"x":350,"y":880,"wires":[["8d83fd65.aac19"]],"icon":"font-awesome/fa-image"},{"id":"ac49fe90.61fe9","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"Load Picard","data":"data:image/jpeg;base64,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Picard","topic":"","payload":"data:image/jpeg;base64,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","payloadType":"str","repeat":"","crontab":"","once":false,"onceDelay":0.1,"x":260,"y":100,"wires":[["b5cdafd1.72fb7"]]},{"id":"bf701a9b.4b0058","type":"debug","z":"fc9a77d7.3bbed8","name":"Look in the available properties in the debug side bar","active":true,"tosidebar":true,"console":false,"tostatus":false,"complete":"true","targetType":"full","x":780,"y":60,"wires":[]},{"id":"e4a67d57.71bbc","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"Promote Worf","data":"picard","dataType":"msg","ret":"img","parameter1":"worf","parameter1Type":"msg","parameter2":"0","parameter2Type":"num","parameter3":"0","parameter3Type":"num","parameter4":"0","parameter4Type":"num","parameter5":"0","parameter5Type":"num","parameter6":"90","parameter6Type":"num","parameter7":"60","parameter7Type":"num","parameter8":"","parameter8Type":"","sendProperty":"captainWorf","parameterCount":7,"jimpFunction":"blit","selectedJimpFunction":{"name":"blit","fn":"blit","description":"blit the image with another Jimp image at x, y, optionally cropped","parameters":[{"name":"src","type":"","required":true,"hint":"the source image (a Jimp instance)","defaultType":"msg","defaultValue":"payload"},{"name":"x","type":"num","required":true,"hint":"the x position to blit the image"},{"name":"y","type":"num","required":true,"hint":"the y position to blit the image"},{"name":"srcx","type":"num","required":false,"hint":"the x position from which to crop the source image"},{"name":"srcy","type":"num","required":false,"hint":"the y position from which to crop the source image"},{"name":"srcw","type":"num","required":false,"hint":"the width to which to crop the source image"},{"name":"srch","type":"num","required":false,"hint":"the height to which to crop the source image"}]},"x":780,"y":900,"wires":[["7b1ad5b0.69fefc"]],"icon":"font-awesome/fa-image"},{"id":"c6e04b3a.a521f8","type":"inject","z":"fc9a77d7.3bbed8","name":"","topic":"","payload":"true","payloadType":"bool","repeat":"","crontab":"","once":false,"onceDelay":0.1,"x":230,"y":900,"wires":[["dde7c1ff.65e54"]]},{"id":"dde7c1ff.65e54","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"Load 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","dataType":"str","ret":"img","parameter1":"90","parameter1Type":"num","parameter2":"120","parameter2Type":"num","parameter3":"RESIZE_BICUBIC","parameter3Type":"resizeMode","parameter4":"","parameter4Type":"","parameter5":"","parameter5Type":"","parameter6":"","parameter6Type":"","parameter7":"","parameter7Type":"","parameter8":"","parameter8Type":"","sendProperty":"worf","parameterCount":3,"jimpFunction":"resize","selectedJimpFunction":{"name":"resize","fn":"resize","description":"resize the image. One of the w or h parameters can be set to automatic (\"Jimp.AUTO\" or -1).","parameters":[{"name":"w","type":"num|auto","required":true,"hint":"the width to resize the image to (or \"Jimp.AUTO\" or -1)"},{"name":"h","type":"num|auto","required":true,"hint":"the height to resize the image to (or \"Jimp.AUTO\" or -1)"},{"name":"mode","type":"resizeMode","required":false,"hint":"a scaling method (e.g. Jimp.RESIZE_BEZIER)"}]},"x":370,"y":900,"wires":[["2e41aa2f.543956"]],"icon":"font-awesome/fa-image"},{"id":"5cfec490.95892c","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"Load Picard","data":"data:image/jpeg;base64,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Refer to info on side panel}"}]},"x":650,"y":1200,"wires":[["12bfff99.42e1"]]},{"id":"b868cd58.8d414","type":"function","z":"fc9a77d7.3bbed8","name":"dynamic batch","func":"\n\n//some common vars (these could be passed in from another node)\nvar position = msg.payload.position || { x : 10, y: 10 }\nvar padding = msg.payload.padding || { x: 2, y: 2 };\nvar text = msg.payload.text;\n\nvar icon = msg.icon; //get icon loaded by previous node\n\n\n//create the batch operations\nmsg.batch = [];\n\nif(icon){\n //op1 blt an icon onto image\n var op1 = {\n \"name\":\"blit\",\n \"parameters\":[\n icon,\n position.x, //dst x\n position.y, //dst y\n 0, //src x\n 0, //src y\n 20 , //src w\n 20 //src h\n ]\n }\n position.x += icon.bitmap.width + padding.x;\n msg.batch.push(op1);\n}\n\n//op2 print text next to icon\nvar op2 = {\n \"name\": \"print\",\n \"parameters\": [\n \"FONT_SANS_16_BLACK\",\n position.x, //x\n position.y + padding.y + 2, //y\n {\n \"text\": text,\n \"alignmentX\": \"Jimp.HORIZONTAL_ALIGN_LEFT\",\n \"alignmentY\": \"Jimp.VERTICAL_ALIGN_TOP\"\n },\n -1,\n -1\n ]\n}\nmsg.batch.push(op2)\n\nreturn msg;","outputs":1,"noerr":0,"x":620,"y":1140,"wires":[["564585eb.ab740c","5869be58.ff842"]]},{"id":"66fd8d12.3a67a4","type":"inject","z":"fc9a77d7.3bbed8","name":"very well done","topic":"","payload":"{\"position\":{\"x\":20,\"y\":20},\"padding\":{\"x\":2,\"y\":2},\"text\":\"Very well done!\",\"icon\":\"thumbup\"}","payloadType":"json","repeat":"","crontab":"","once":false,"onceDelay":0.1,"x":250,"y":1180,"wires":[["92274e98.db6be"]]},{"id":"12bfff99.42e1","type":"image viewer","z":"fc9a77d7.3bbed8","name":"","width":"200","data":"payload","dataType":"msg","x":830,"y":1200,"wires":[[]]},{"id":"5869be58.ff842","type":"debug","z":"fc9a77d7.3bbed8","name":"","active":true,"tosidebar":true,"console":false,"tostatus":false,"complete":"true","targetType":"full","x":830,"y":1140,"wires":[]},{"id":"c630a1e3.4a0bc","type":"inject","z":"fc9a77d7.3bbed8","name":"try harder","topic":"","payload":"{\"position\":{\"x\":15,\"y\":30},\"padding\":{\"x\":5,\"y\":-2},\"text\":\"Try harder\",\"icon\":\"thumbdown\"}","payloadType":"json","repeat":"","crontab":"","once":false,"onceDelay":0.1,"x":240,"y":1220,"wires":[["f3684cd1.bdf12"]]},{"id":"aa317207.ac5c","type":"inject","z":"fc9a77d7.3bbed8","name":"well done","topic":"","payload":"{\"position\":{\"x\":10,\"y\":10},\"padding\":{\"x\":5,\"y\":2},\"text\":\"Well done\",\"icon\":\"thumbup\"}","payloadType":"json","repeat":"","crontab":"","once":false,"onceDelay":0.1,"x":240,"y":1140,"wires":[["37f3892b.89a456"]]},{"id":"37f3892b.89a456","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"Thumb Up","data":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABgAAAAYCAYAAADgdz34AAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAAswAAALMBudOKBAAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAAAHwSURBVEiJrdU5aJVBEAfw34YY8SAeRJSAIYSAF6JVKsHCSmxsBBsbg4W1hbGzsRMLi2DlgSB4dDaCpDAp7FTUICgRQQVvFM2BYsbi22e+PPKS7yUZWIad3dn/zuz8Z0WEqgMrcQ1fMYwBpHl9mgQ4jcBE1oHB5QT4gD/YigMYyyA9jXxaVJSU0jZsxnBEvI2IIdzNy3sb+VUGwJGsH5RsT7Le3tCrYmq68Rnj6CzZLypSdHjRb4B2PM8Hnalbe41pbFwUAFbgfj78tlJJYle2j+NqHoPox8oFAZBwPR/yAmvq1gfMlGr9eIqOiChulFLao6jxntLzrMZufMK+iHhVfruUUi866p50E05hP25GxNHabZ41uMlL7GySKxty2n7mLFjX4PCzFmgD84C8xxe0tNRQ5pCpyLubkZRSPzpxLyKmmyFaVamx+iHNMbmqjGXdtuwAKaWEE3k6suwAWIVe/MYjaF1mgElFiX6LiGlmRxC4hDdLADiu4MGtmqEM8C4iTuLyEgCOZX2nbGzDD0UEj818h6O4kp3aK5BrLX4p8t86q9kp+tCkxs1rSlEV5xUfT9cc/8WFvHekvJZqZE0prceWupB34CAOKdhZlo/4rqicrmybQF9EjP7fVbG3JPThHIYUTbAW8V8FuW6gu973H8v7fIpdSNO/AAAAAElFTkSuQmCC","dataType":"str","ret":"img","parameter1":"20","parameter1Type":"num","parameter2":"20","parameter2Type":"num","parameter3":"RESIZE_BILINEAR","parameter3Type":"resizeMode","parameter4":"","parameter4Type":"","parameter5":"","parameter5Type":"","parameter6":"","parameter6Type":"","parameter7":"","parameter7Type":"","parameter8":"","parameter8Type":"","sendProperty":"icon","parameterCount":3,"jimpFunction":"resize","selectedJimpFunction":{"name":"resize","fn":"resize","description":"resize the image. One of the w or h parameters can be set to automatic (\"Jimp.AUTO\" or -1).","parameters":[{"name":"w","type":"num|auto","required":true,"hint":"the width to resize the image to (or \"Jimp.AUTO\" or -1)"},{"name":"h","type":"num|auto","required":true,"hint":"the height to resize the image to (or \"Jimp.AUTO\" or -1)"},{"name":"mode","type":"resizeMode","required":false,"hint":"a scaling method (e.g. Jimp.RESIZE_BEZIER)"}]},"x":410,"y":1140,"wires":[["b868cd58.8d414"]],"icon":"font-awesome/fa-image"},{"id":"92274e98.db6be","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"Thumb Up","data":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABgAAAAYCAYAAADgdz34AAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAAswAAALMBudOKBAAAABl0RVh0U29mdHdhcmUAd3d3Lmlua3NjYXBlLm9yZ5vuPBoAAAHwSURBVEiJrdU5aJVBEAfw34YY8SAeRJSAIYSAF6JVKsHCSmxsBBsbg4W1hbGzsRMLi2DlgSB4dDaCpDAp7FTUICgRQQVvFM2BYsbi22e+PPKS7yUZWIad3dn/zuz8Z0WEqgMrcQ1fMYwBpHl9mgQ4jcBE1oHB5QT4gD/YigMYyyA9jXxaVJSU0jZsxnBEvI2IIdzNy3sb+VUGwJGsH5RsT7Le3tCrYmq68Rnj6CzZLypSdHjRb4B2PM8Hnalbe41pbFwUAFbgfj78tlJJYle2j+NqHoPox8oFAZBwPR/yAmvq1gfMlGr9eIqOiChulFLao6jxntLzrMZufMK+iHhVfruUUi866p50E05hP25GxNHabZ41uMlL7GySKxty2n7mLFjX4PCzFmgD84C8xxe0tNRQ5pCpyLubkZRSPzpxLyKmmyFaVamx+iHNMbmqjGXdtuwAKaWEE3k6suwAWIVe/MYjaF1mgElFiX6LiGlmRxC4hDdLADiu4MGtmqEM8C4iTuLyEgCOZX2nbGzDD0UEj818h6O4kp3aK5BrLX4p8t86q9kp+tCkxs1rSlEV5xUfT9cc/8WFvHekvJZqZE0prceWupB34CAOKdhZlo/4rqicrmybQF9EjP7fVbG3JPThHIYUTbAW8V8FuW6gu973H8v7fIpdSNO/AAAAAElFTkSuQmCC","dataType":"str","ret":"img","parameter1":"20","parameter1Type":"num","parameter2":"20","parameter2Type":"num","parameter3":"RESIZE_BILINEAR","parameter3Type":"resizeMode","parameter4":"","parameter4Type":"","parameter5":"","parameter5Type":"","parameter6":"","parameter6Type":"","parameter7":"","parameter7Type":"","parameter8":"","parameter8Type":"","sendProperty":"icon","parameterCount":3,"jimpFunction":"resize","selectedJimpFunction":{"name":"resize","fn":"resize","description":"resize the image. One of the w or h parameters can be set to automatic (\"Jimp.AUTO\" or -1).","parameters":[{"name":"w","type":"num|auto","required":true,"hint":"the width to resize the image to (or \"Jimp.AUTO\" or -1)"},{"name":"h","type":"num|auto","required":true,"hint":"the height to resize the image to (or \"Jimp.AUTO\" or -1)"},{"name":"mode","type":"resizeMode","required":false,"hint":"a scaling method (e.g. Jimp.RESIZE_BEZIER)"}]},"x":410,"y":1180,"wires":[["b868cd58.8d414"]],"icon":"font-awesome/fa-image"},{"id":"f3684cd1.bdf12","type":"jimp-image","z":"fc9a77d7.3bbed8","name":"Thumb Down","data":"data:image/png;base64,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","dataType":"str","ret":"img","parameter1":"20","parameter1Type":"num","parameter2":"20","parameter2Type":"num","parameter3":"RESIZE_BILINEAR","parameter3Type":"resizeMode","parameter4":"","parameter4Type":"","parameter5":"","parameter5Type":"","parameter6":"","parameter6Type":"","parameter7":"","parameter7Type":"","parameter8":"","parameter8Type":"","sendProperty":"icon","parameterCount":3,"jimpFunction":"resize","selectedJimpFunction":{"name":"resize","fn":"resize","description":"resize the image. One of the w or h parameters can be set to automatic (\"Jimp.AUTO\" or -1).","parameters":[{"name":"w","type":"num|auto","required":true,"hint":"the width to resize the image to (or \"Jimp.AUTO\" or -1)"},{"name":"h","type":"num|auto","required":true,"hint":"the height to resize the image to (or \"Jimp.AUTO\" or -1)"},{"name":"mode","type":"resizeMode","required":false,"hint":"a scaling method (e.g. Jimp.RESIZE_BEZIER)"}]},"x":410,"y":1220,"wires":[["b868cd58.8d414"]],"icon":"font-awesome/fa-image"},{"id":"3b3cc82a.e96ad8","type":"comment","z":"fc9a77d7.3bbed8","name":"Working with images, icons and text","info":"","x":300,"y":1100,"wires":[]}] \ No newline at end of file