Closed LintaoAmons closed 5 months ago
Yes, that might be why. Try installing pngpaste and see if that resolves the issue. If not, please post the output of ":ImgClipDebug" again.
Edit: To clarify, you don't need to configure pngpaste. The plugin will automatically use it (instead of osascript) once it's installed.
Hi Hakon~
I installed pngpaste
the error is gone but still can't work properly.
after base64, the result1 is format is not correct ![](../../../../../data:image/png;base64,data)
. I think the correct data should not contain ../../../..
After I remove the ../../
manually, the image is still broken.
And the debug output is not very readable but the exit code is 0
![](../../../../../data:image/png;base64,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)
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Shell: /bin/zsh
Command: pngpaste -
Exit code: 0
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Exit code: 0
Output: 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Command: pngpaste -
Exit code: 0
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Exit code: 0
Output: iVBORw0KGgoAAAANSUhEUgAAATAAAACmCAIAAADS0UROAAAABGdBTUEAA1teXP8meAAAAERlWElmTU0AKgAAAAgAAYdpAAQAAAABAAAAGgAAAAAAA6ABAAMAAAABAAEAAKACAAQAAAABAAABMKADAAQAAAABAAAApgAAAABqIwhdAAA2dElEQVR4Ae19CZwU1bnv6emefV+YYZgFmBlkR0B2RVDBJSTu4oLgNU/jC3ITrybmxui9yXO73mgSX9SbvJjkKUETYiQk8q5EZYkgimRYZJN9GIZhhtn3pXv6/b861dXV1VU93T09M9Xd5/z6N1N19vqq/vWt55SFfauciSQoIChgDgrEmGMaYhaCAoICRAEBSPEcCAqYiAICkCa6GWIqggICkOIZEBQwEQUEIE10M8RUBAUEIMUzIChgIgoIQJroZoipCAoIQIpnQFDARBQQgDTRzRBTERSw9U+CuirW3dl/tRDWSMtm6dmsry+EXYquBAXCggKCQ4bFbRKTjBYKCEBGy50W1xkWFBCADIvbJCYZLRQQgIyWOy2uMywoIAAZFrdJTDJaKOCHlTWnYBiIIUysw0B0MeTwU0BwyOG/B2IGggIKBQQgFVKIA0GB4aeAHyJrTEhBG1WyqJMxy/DfY48ZmHBKHvOL9pP+AAk0drWz7q7Q0Ck+gSUkR3gIDp74TgdzOFmc9CLr6WNWC0u0upGJCm12oifyk6wehO2QGiIr1eu+dPcxdIWErmwulNudNJZRUtfkzflMWqXRMb141atWmZWmN6WaUQVeX6mmaS5OA6SA143XtAdDa2kIWeicxcoKSzUjRNSp3ZmbHLP+odKZ49JTJUC29vSVH29e/kZFbXsfAcnJchMse5+ejquuaeye+exRNyY7HBXPTbHFEUQLvnfAAy0djo0PjZmFPhOt3/w/x9Yd6aCu7M5vz0l//OZiIwL+5sPzT22pp5odjueX5d1z+YjiEQm88tmLXW/tvPj9v1yQka+albo3zHDzvsbvb6rBy2VyhnXXi5e1GuB/2776FW9XecxZ3ZE49psC/QHS745ERYANT+3BZy9VkwKwXDQ5s+Y/M6f8YP+hVjk6d1R6LOoAXcRIleRwZqbHcRh75KOCwwk08lZfmZqx7mA7Z5I5KTaeqfShPrBZY6ifnr5tj5RiDuoiIPNfby6aPy5l8UsnFG7s3RVyZoxJAZJHP3EQDB1zk6en7ks6LsiJ187Zq47I8IcCQwtIp7F85c9kTV6n07H20XF8jtsPNf5qaw2Ol8/LuXFWDg5evad48c9OksDpSkbcxlXu+g/2lROroGXi6BSSXSFtWi3vH22te+Mk6jn62HMrxnK0PCLlIHPPOVoSsGZBJkcjePXLf638orIzPzP26bupMvJXzEwlfgtR1pXON/cuf+XLMem2nNTY+xblAZBA76t3jHx4Yy3vGWN9/SrKR4vX/nbuWHU3Dqobe2UR3dWP+B8cBYYWkBBZIzUBNpk2/pjimV78/DEmscF1n56s+Ck904QKFRoDIIPDubQ4UalPQ0jCMJTSnTW9O8/3UFFzLwDJ67y8q4kOgDH8HM7b52TxfJJ197dR254+YHXHD6YgH++LdfvPqCdm73HsPNK+E5N3OF/e3tDyi8sA3Zvn5j38++qXdzdTV50Opc/th9vWH22X8axotnw88TcoCqjU+qDaB9Yogjmkw7l8Yiqnxp7jzbLpBc9oim1fRRvPvzyPnvLAKIbaDueCS4gdgcXJ/RTFQzymBMaGIfDjEOXFOMYPmSh1OMcVUlskEnS5mSfJuvOMbKWbDn7rPSXeXDL5nDjfgbbEn2FnAsLRrYqdUr88E/kihYIC/QESVtb4JBafGLJfKCZtxj4czoLMOD6xcw1d6qe2rV2yajIGOTCYmTuc8y/JQMOtBxo4Jq+fkKqDIu+uAdpEK5d1qSF+KtTwrrgNybupnGO1tLT38uPJKf09Koa9iIIAKNDfIwIrK60VdpkEgM8BOhIH2DyASxvqqsWZZKpBaukInA3ylgZ/y0YloeRARXtRTgJE1mmjk1nPRWbzQ/6XbLY6vVotYH3ZybZ6vCw0HE+nNmVd7A3xRRmME+3Z/QES9FFDSH0c7aTz7/qtll2n2lOS61D7TLPMKj1a+n7OYbnNjeXWGthjpo3uAiD15UyPTuWT3FiD3uNjyOPCE3yhurWQ2engEi/YaW2LQ3g19Ggc4jw/ABniEaOsO5vllT3Nr3wmGVqgm2nYEcRIRYVzqYgeBHI4l0gKJDLXV3RPLWqHzZbciSk2QpFKBPVo5c+JJiZB3QQzQYhCovXVVQVc4oUr1T1PdU1xHGoKCECGmqLe/cHgodg8VLwIz3rLb2arq3NOqM4BDK6enI4cUvmae+DneFIqXl6SuP64FB7gUduPE0xAg3x1vA5jQDuflXoyCGwgg5BIg08BAcjBp7HxCOqHXr9WTx8JqIxxa+fOWtnEsmhSCvkbFJzrN/bKhQCcGrN60Qh1ARyMGr6tntXeM20rf3VSDjNSNxPHg0MBAcjBoasfvYLplT15YESsLHfCanLimWlqMJBQmmglAZWxI/CdQOJttcPJCdY6uSA5GBnS4Zw8In71tYXq2T38xwtq7of+r/3PwxmSQLuzzgG2TOJxoMhXDyCOA6GAAGQg1AquLkLAuZToqUMiUqe2rrcWjztPPOJcPYTDefko2ZWy+0w7dQKf/vFmqJGIlQ0GkFZLVbsdUUTNnQ4wXg519YA4RmDAoeoeGaLQeL3D3DUNxGlIKeB6GkLaqejMTYHuvldvzVu5eBRY372vHKU4NY0pxodhxuH8qqRAojdoknPGJOMAng/8RW+Ip6vtcmo6c4+reyQF91AEX6dj4yOluoCU2wmWqEvAwc8UgBx8Gkv4CWYYh3NSoRw0xwNi1Z0gMAj224CFSeBfEkfThZFGTU3THAtAhuxWnEWAtZTSkjy4Xka8TORePTekr+GlRR6oAG0TYTpKTQ7O+SXJ5E3xycrIGGOQ0pLlMAaDcpE9PBQQgAwR3aGeNUpx3owVZiW4FTyHMyVZJvKhi7Qwwt8Ei06qvLoKaLxJWSnS6Wj5TRZEVveyD6Me8VrodHAjENmKoA2iT/6ucDjzMuON2on8YaSACFAMEfGtllf2tfC+rpqWBSRgATH9Oh1Yyoh8cLlD9f7GqVE/DueKcbK8ehgLqWD7gaiJX1wMd4HwlSV8RMO/Vsvxc3Jo+7dnptFOBZhSh+Py0kTu8TdsKAqGiQKCQ4aI8OA8HQ4YMLHMCuyo/JnJb2yvwdJBrFTijz7JnEpQjj9juhZ5oO5emFiVEJ+4GLhAOBqBK6zA8mXXiYt57YMavh7yZ/eVXpIff6SqG0HwWJ2MFwSxTZFMRgEByNDdkETr4tfPtrxAm3cAMGoOhqf/pnVVancfRqUdA3wk1yIPVEHQnBuQVgtcIPcsopZY9rHzvLRJh1E/Nsv6Q20r9tRxtVPtgXxi3emf319q1E7kDxcFBCBDR3kwSUdf2nf3b1xZxPe/QddwNsJzSGjscZABBlocY9jSBn+1Ky1cKzCoBvihxE5Rk6q19bq33rFasLwYmiEchlmp0iYg6FbdFtOQRqF+kJKsN/3yzNMV7auuzON+DrTFdjuvfFSHhf9Y8KFAnc/qdG2nksM70P6FtlzXjcr9LN3SNhPnflHAwr5V7ldFUclPCgAM8OADTlwg5CEBYIbcmoJOUEHZKkryQLg7Rkg3Tzxfc6rU4z3wIZRIVKWyeiylCXad4/UBdYyOv2jIm/CxfMxK6UQ5UPawwzX6NPMqLcSBnxQQHNJPQvldDcBTQIKnXAM5dIMK3pm8e02+5lSZgm4PRpV5Kz4lzAdJqakcIFO3T6m6zh/0plyjTrHICp4CApDB067/lnjKTZXMNh9TEccckxGAHNh9AM+RlD3qRRHe4FrgyTsHsqIaFUpzJd87R+lNqcNz+KlSn0+Aj6wMwU9RpEwSx0pDXk3pnxfhLxIvUjpXhkYRMpX+1afqWVEXIgVDAQHIYKgmt5FWM2EBMdwbSK/slfyQPX0rpiRPKUw+eK6d9pWCloX9r8YlYfNFVHvlQBvt2ag87taYNTNSsH8q7DQ7K7tRGRthzZLC5T481naoiVRK3hYH2Gpx/alOKKi8f/hCsCQSO8G6J7CnGadYNSLHuErTw+m4dBv65JPEWG8fakUED8LWacc6qwW7LStFGGLb+S4sQKEtZIFhG5WOTI+jsbDaSxJTMUNq6HrX0ClcL+pZYZJqxBJtRPKXAsIT5S+ldOr19K1elI38xvZe/HiFbf9ckpkc+96hZuxruvGB0WTgQbWleXjWUWfbA8XYuVyxgl6eY106NR1FCCJHDDoc96uvyKlr7UXOc7cUrJiYBAMMb4tMLNRAV89fn4ue0X8s3qWaCTic0/Pj319dJn+qwOG8a2bG0mIKRkeHGAgH6Ke2l6yy69eMZ9KOO5TT3At/KepgCKD33tlZ6BmI3faNMSjFWDPGJK+7u4CMQN19aAjYy5dgdz5+3UgMh1lNyE+UZ6Xmxpwo4q/fFBAc0m9SGVQk5sY3R3U48dQ+/NZZisiJiwHHQxFghh1NsdwJ/kCSFVnN3ZNTaYNTF4dBFA6K1h9o3bh6LB9h3bFOcKf1h87g8wHrylvltuC01Jwh3Pz775xnWTJ/Q47CS3mFXceaXr0rn1Y5xsXUSUu6aHo9XVjTvPWExHUdTuDn8bUnX70h++F3a2gBCqKCrpBmGBcDhkzT6Ol79uaCxT8/RX1aLTvP1Dx9/YgVl6aA5+OrAXhZwJXiNg5Js6LgPj4r16VRPyIFSAHBIQMkmFf1JvANzhOsFoStHsKifoh2wE58DLY/pbhW7vlAnZ4+7LAKlHLkePXkykDNTgeefmwz58py/8cek0/fMlJ2XbizJc2QMTBnxOJg27vlkz03XJXATNVxIC0iWfdpsxxzC/zwUgl7qGJ39E3OjztUJY2OUlxLovWpHU34igG/0ic2VK27t1D2mkhzwGtFf1ZSqfjjPwUEIP2nlU5NPPpgF2CMzy8dgYeVtmBVHn1Udx1jrRO4Vvm/TfzkWBvpisTq5IQPbID5gD2u/7SO11+3fNS2x8qghT71AeVQ2ztGvnpTLvbRAdMD6wPfA/Mk0VfacvKJa/NQ+vSiLI4WaIn4is6KK3KU0V1DSf+x6HlMAoc6/uKYolu9EnYMaGiV3JW8CEOpNhzECuZTdd34SIH8romLwQd5MCt8REQtkHv1KjL6p4AQWfunkY8aWGkFdkFcUQoDoIUdag3KdQyx8+E3q1bMa4OixWiNsjuBEf2+vIk+U4UkAZh/RmrdrfnUldVCbX9fTf3jB2AkWSHxvryvbdsDo/GpHEzgXzZdoD0aXfyN+km0Prj+3Mb7iz/4Qtr8n7JcCWrnFTmY57oHR+NvSU78Tny1yvXicFVix5vt9yhhQMiV7ENN3a71Y3ExT22qxUtEtmOhAp9VeQvUThJ0JfOP0ps48J8CgkP6Tyv9mrT9DIJjJMUJ8iTJihBiwXZa7WB9Ww41c6xiuQY+rUF7HLtQyrsDjyWdE82lHigz0QbbCf5jR1aPyryhVIStbgBUDyB5dgs7Kliu8hEOPhb9leTqm147DdhD66M3CJJnW3w2C3uLkEDLZ4JrabODD7+2vZ43pyYptpverNy4qkjel53PqtWOqDpqpcN0qZFI/VJAcMh+SWRcQcNY4kmehDAJ8wnkPTAfsJSn3r8oAxLdxMWAZX17fobaqEOrmTX9SDXB9361vBCYgci67r4i5GEBNCRDKG8QFxHFSmuyHE7gGdU4Klb8qdo9V5sF+Me3dNw50tGauRn0juBvEGusPJ8djZpqmCribzeuKMArBteC9whqeiwfA6+2O9ftqCPZuKcPAjmqYVa0SrvTLjiklp5+n4tYVr9JpVuRswLS5lypuy83zQrnAffOyY+m4kwHt4GzQdHHvJujAmeVCpMB++I5+I4DPIbSzlcQKeWtxJWe+VceNB2CcXFBF7NTipQhkKkcKwdKNRx0OsClIQLIZmRlYsr1ohUS8u20H5d7VpQrUjAUEIAMhmr9tFGe6X7qBVs82P2r5+X/WP7XVPcvjj0pECkiK54G5bXteYXDcDbYMxns/tUk838s/2uq+xfHnhQIZ0BCSFMShEDlVIlNU0rFgaBAmFAgbAEJ+HU2sao9rPJT1nKO9Xay2ESWOpqVLmZFcwmcip4WJndCTFNQABQITx0SeDvxIdu3ltmkjb3t8nZv8ik+nD7nmyz/UjKBwE2OJMApHvYwoUAYckig8bNfsspPCH7WBDbmapZTwuLwDdN2VvMlO/MBi4llO3/Cpq9kmWMoE0VJOSyRPkIskBkmj2X0TjPcOCTQ+MUG9uWf6Y6VLWPTl8u3TtEhu9rZ1h8yexdzdOE7Fe4bm5zLpt9LbBNJMEw3XcSRuSigsouYa2IGs2mtITSCN3I0QigFuhQ01p9gu37KelpZXy+hMT6NZY+jv0jdTcQ2tzwv0GhAWZFtCgqEicgKrwbXBg9LaIzPIN7Iram8CAaeA38gORamHRh4ihawSTez1DyZxoAxGqK0tYJtf44teoK85MJMb4onUEzCgwLhILJCTAUPPLSRndlCgijSjK+zwrmEKF50ags7+AfKB1cES5z1IEERTdSoQ83q/cQkwV3zZ7G5DwlWSRQTyWQUMD2HBJAgiO54kTkdDOZTWHG6W1hWiYxGFO3+JYmjSCiau4a0REARCQ154qf4i6LZ/5N9/gtileCfyR4fEpYri3+CAsNKAddTO6yTMByco3Hr01QBaCy5jpRDJJv0oRhgDEXQGMEYp9zJvvZz2dWBVpBgYYn97+8SV1Qjc/R8YqFgkpBglXzqUSRBAVNQwMQcEgInIAfeCLUwrZDN/xfm7JXtqxbpU2o9nURCFM1bQ14N7nWEqsldlL0dlAkZVRFiOcFLrmF7f8MaTpiC/GISggKeFDAxIAEteDggqUIWhRkGDA22Ge+UM5mAB+iiPvjhntdZ2wU28lI27S524iOSTpsr2ObHycxz6b0sIZmljJDcIU3URK1kevcscgZIAS6DgM4i+U0BswKSs8eT/4/AA80Qt9b3fW2/yPb8itUfJ3a6+EnZ35hdRroiz69GkN0ncrQAqINuwWBRWaRBogBuGRSH2iOk8HMb2yANFFndmhWQnN0BNtD38qbKHg5d0jt62b717MgfiU/C+99ey47+laWMlH0eSSPYVU8S59z9X9QVjLHQRblnEtzSN8h1hxOZflIA4gwEEyToDrMfYmVLZGpztsk74Y4rPzuMjmpmBSSoD6YHCKWP9sUeUQGxcngTlyxh0+4kTHIF8r01lMNlVNx12Fdv+oUc4sPRmDzK8P72y40NW0Z9gUI6CDh73yIBBGGMIDiijutPsrFfYfHSHpOcTvG0YSyLcwkpHKhR/4o0KyCBIj8TELvwewzSKRJuJ97EhfPZ/t+RgMplVOQgocOpt7Cyq9i2Z8kw23CU2KbiI6EaUsJj0VzPuj32oXKVmex/ToHJJsQY4ha7u1hrE+vsYc2nCI08AZMX9rLag2zccpbiehViYy4lxScSVgFRiC08RSsyzQpIiKyxyaTpdXntm4YbprxWUQFGHaBRuX84wE2F6gg04jn4/JfsyEa24NtUB5hEznUvsM3fo5sOIfZrr2ntOmjeIm0Axx8LM/+FDmwGqZtzxdZGoluXgzbUSbQ9en3xh12FB86cc9OPg/PomwxRVhmXXDVjRrOtsPzwRdoRK8HKujvpxxPAmZZFt1jht+5eIv/IrH5IAAPGACTohJBIkXB74H6EQoJU+RmdKrCkLFVCW/BA1AQOYeCB6xLuyq3PUCwBRCn8rvgOhdfhh36AfCWhiLtSlBxx0C8FaitZ1QlWW8sau4HD8l/f7HzvrpfWLPj1c2vYyWrW3i3/eD8wmCPuv/YfW3/xHw9Or6l6984XV0ykz9ECyUoCMi9WUZ8QVaIvWSmIzJwpIZVVfEK+x45GVjSbeKA1no2YwGoPsZMfsLpjLL2AnfuUZY1jeROZE2BSpa5GdvIjVjSfhNIJX6V+miuJPebgI95Ohp4vHGW9LWTgKZzl0bbPzjpaVR2Z+DA5jXRszYUPzXzxNrRYWEsDq6sivHU5Xlw56Z1nl3xtfnF+Bq1QxSfcE0YV31GMb40kf2VqIX51Te1Vta0sTpLIQPas1E1vbBpXlvWtVdf98N6pqRbH3z45z5IQ76G6j0BmawMNlJhMf4flSoeGnqpRVPxBlWuWQyyYglAK4bNiF7FEJABs2ctktYOHA3wPt9Y7EfNM9chOoO/MuBNk1+LZdOpneABGGa6fe9KmOQJ5oStWHiMZVeKKLX+567G7L02NiwEOv2hin9exoy0xFcdPz8m0379wEv9t/e6Nc0o896Qszf/m46+iCS4MzSt+fztLdHqwSn7FGAVjYUT+AJiGDIM0EbPqkLhcsETADw592AMQgNpYKa9+xDtUbbk5tZklplIOb4LbxgNcY1UGPQ3xuIKqyfRxevxt5tRDvo8mISmyJbCSGyk0wjwJ5IUkydXFBCsE1BljUjA74OpMR0yX3f1+L24+12mlIiWtmle2+61PWbIU9shzGxq2HqsbW5g7JqmveESC883brv3uf39wpJm0Sk2CEAvdEnYsTAAPRuQmEwMSRAcryy5l8OlD2oR7o/JjNusB2TQKewaE7bJr2IHfk+Xm+GY25yHaGQCLsE59SP4PiHNGCd326nzHxqg6cWMfvRk2G3AB7B+mSgADNEZIko3dK68e9eYPruazA1dUQ5FnJnqFVY3ISGFYMe4yo/Jq+SNzu+zEUSek9YHH/u3HN1z2z5vLTzfqYBLjQrEcUWBoOzAVrYKdjLkBCVYG/xVSegmZ0bH2ShObmlEi+/33/Y4kWCTYcqbcQ5t6bHuGTnUTuj3/BZVklemWazPBpfvc735tafScu9D44gNTIWTiusEYgSVdAsS3a00yE0ZK7xfonEjgk+3dl9+6JMEGMFMG+imI7R2VHrvtpaVp9/yJsnQTWGVaNkvPjlQ+aW5A4pbAJQg1ctRUduW/UETOiU20xxyPTeWRAOrbljudzb6f2COkVqMEiRcv79p9VF48z6iWR/7oZR6nQ3nCrcpDOaLRWLDfSLzx/eevvG5OMWrpMkbeGjDzTjFgsIz9YfWSi01tayC7Xmj4+kMPqKtV9cam9hCfLH/xhpn/488sUyXcqutBYEZKzVTnRcyxHuVMdXHwF0NcbGugSWGXgNJF7thUiLJYdYVtIC/sZxlj2FVPyQ5JSKQ+EtgjolsRRALDD4Ly/FFIDmN7OymsxEe3g1RkEh1SH42G12xvavMuK8lOmTMh56tTi09cbIHsCvY4e85lnD0qlcEnZ+cw6KWP3lLyk/fP6giuvCowiTe1CUMjlCsJ9sD0gEzKpUur/pzQCPBgVTFiU2F0PfAWSbCIyULioZI4ABSBN/gtD/2VeRt1EGkAYx023cH6D9SBN9JPC0FNOXHdoU/w2g17UumNnrwxmJnB1opmb+36kjU0PP6jH2nQyHsE48WHYX/4jXkESB+JnCKNkccnzQ1IIBDCKna1steSFMojcpBZOJd2Q8bOHZ2tbNy1FLDCoQjXP9+TDkwVwh42gERlSVIilnjqI7bvDbrFQOOCRz3ie3zceBSNudZ3eSSXUiAhWXGgN6ok1X6u2J7iYV9V1z5V3/bCb9/59eaPYFzVBSQyoZpCcEXMwHfWHTFkkug0EmVXcwMSRAcIscIYeiO26rjhx/Kt5TE33NXBs8AYFbaJHNgnF0oBrgAkEpojdAt/+T4gCN+BQ4UX8ea+/469wXf5gErtkpHDqIth9HngRQaBQvJwwKbKrTiS3mg0V4/87uRsb7sOamw/fBZo9BZW1Y3hQZkax+7+yqTvvP6FL0CiDabHI2D9v5vqkcx3bHpAgtDYtAqrN5AQ/oZ9A3gAJxCIIs79wDzh/FCcE9giWXFLohVMOIiSQ5wz9hbAdgFgrWgV0P0bPB0ScWTjbjPfU+GaUd0FiojIiuEejvPNvV12V7y4q4rR/87UPF1ALv3GI915Y3V5o9IVZ5KwuOJFsHZXbT+YhN11VBnFRUZEMj0gQWUsbwVP426M9x9hpV8hORYuR6SmCnZ8C5lMuZ9wzFI2YZlHyDWwh3VAKIUJB8onEoTbgNCIJoOnQ8KAbNoEYRX8ubGbYmgkDwesoP5PtmbkjPyq3UpswG8/PoyQHd7cNxp5ndZOB6TWFUvL1n58AfuX9TNufRXLLQr4tvbT6fAUhwMggZ/cqeza59nHLxCRsI0A37kcx0AaXuEIG4CjcsY98qJkjjfOPLE8kns45t5LbVEUxKsUSyuj0A8JabCtF6ojYmhAOSN/I1FVL9kyUiqvfLirofrJR79T0dT1669fzWs1wO6mV1+TB/BjmdaC6YWs16fNnDeDlovXR0Q4J8MBkCA6UARl8sZfkiEHQTmw8SgJyiHWc4BnKtsiw9PIBdoD75DfEqDFRqwBKY1K5/ygYIkmI5Snw6glGl0G3mWIAUDKjVdUR6O63vlwQp5oZDsrnac6geSx/+vWBXB48GqJjjbriLHcS+kPnwSTnDlpRPmF9v7jB/H6iAjPZJgAEvcTzA1IG3s16YcwNmAVCE+fvkJuDOzNgXWPRQtZShZlI74HXkqesiZRkB0k1SB4I+/BhJiRr20Q/oHIIK9kWX3/8SsxAGye3pFxPgYGGm/9EOUWhofLzn43IgU4xDnE12fZ7U9twHJWdstINj+HlWWxMsm9rwtOqKxQIxePT9WPpPOeQUR4QcIHkNItprsAZMKHYXEtYIVmyCN4UIR4V66VgSvyA27gGQgaachoSnhtYV2Vxbp0Zjb3cwQkrIL73fp3qBIuitnYfa23zbNVVfakvNxXSrko6mMbzrMN3MsYxx4b67xzkuHLcnpZNmM+HZKuocjiGv5MUqGcclnhcMBvH9cVATbEDIy/lj7eCsbYLsX0JGexkdPcBlXD2x0OFzv0c5TY4ws/Ju8r2BQjC7VfCWh844CT1Tey7Cygjqd37Dn46bTnj14fe+lLy0tfst23aKvUO0mNzM1KZHb05Y/iCW4e9qEC4QlI9b0D2IBMRNJAlFV7JlEnCIOquufoPMYzzRg0N76uKiDLKoRVoIs1HGfZcwMgHp5BO9tWwa4vlQPN1W0njs31y67D24BJhrlpJ0Z98WF8DEx6/wJljKgPJyfW3UVtgjkHz3Rj93MrJ4IGEnv0lxaysNpWzbKL+2+jee5sbFedthFXLG1x/vFGpTUUYG5gV3LC6iD8OWRoyQ1U81Wwoe124L1hYtjvB9od5En/kx0mmkBSp7RRVaKNa4/+s0dZWO2zkMpQNFmRV/XHBhobqllWvrrahgvsR/q1A8wFifBWDdskAKl36/D0mzDhOcMPDjcwMSRsuOj7ybM718xKhwPId4Jc39jem5lMimLz+SZWmrv0MtpgMiDtURZWjdeEe8wB1AVuAUh16tORV9Xl/h7jhWXO2+ffBQhA+kcnM9TizxkMiYjeBB/wbVS0O5ePS/r5/ZJhM4DJy/U7OjpO7t2VMOUaf5qCPf7HP5zMBu2xmsGc5jvhBXH8MzZurpo9Ugs7/UFXSLpeECrwM5lkg0w/Z+tZTQDSkx5hcQavD+Rq3ztW2izrD7X9tLk3I9blsA3w0hKTEu0XT8OP77sdF1Z3N1rgXSS+V9CfvAr2mCDHCXj0bGObt1dkpVoLs7Bdch+29uDgtPcEvqUQZAejLUI9hjTjSXQAksfumI3+QUtW3FgFWPpOVsufP6v5pyv6Y1kGnUyaMv3wwX1On4AEZmRhVXmOwAB9yPsorTykr2TGsKc+rGKnz8jTscWsnJ+LoPb6djuL7U/s1lwC1i6Hra1VIaTmmiLoFDY3WN56gmQUg0gIhOAOJHFY+ughLua17fWrry2E/Omjlu8iW1sbFjdyZuVdk4JytrnCAIDDfuVVH1iFyzE1qTbF5fPscoxIpxjag0ervMftJwdqZNiGgkQ6IMEbwYiOburnFg5LMaL8Sq4exJEt7FB1z94zbeNzA+Qwrjmlped/drRqVfV4FsPmJJPBtiDV/RqoanWSpMqfIM76fMurqKOrPbqG0/yXYnRYbWMXswU+f/c0Nb2a/TTSAQkjI/8SgdX16jXPHcFGQd0tFNIQtOza77UkWjf9o37GbaONmOSf/l656LLROcn6nKuwKK+leR+rISl0d6v0jHvs6u5CozINAEe/J6kGinS1R1er2pHF7NRxubNO+5QJZOzdXH6eJWKD9gA1SSjYFF+pzCxsDgJ/94TNpbkmyr9/7jqLrv9Wy1PbG3ygcdUzu0evfNc3TZ5OqeAmUF/VfOCQN8ODdvIzHe0R+dAqvVOirWwUbXX9wZnOgNHIe+vX4eM9qAlyIp1DepO4o5a2QucfY/IuHdSclDz6VtdQJrCIDseHhzuWTNLu456UJOXEWxCY9vHBuoVT9MJNsctCev6MzrpbUkbDcU/cT3JOuGPHlWtpqib7qlHiPNCbPSKfe0pwoE5djqUT07H26uzFLtbQYbgfpLqJ5rhfJ62mvmlOow+QID3kn37f6CG/Q4EKXaGaQFzMuh11N86aoOGTOL3tyqK1H536oKbDCI2YAqTWmupTP5rLftbbhdXGp5utB6zFCHMjBbJdkgj72JxU58LSkS9JO1pD29RPYI8a3yNHaf1ZOd+z4cprStDP9n9UBGxi1R8+bHKjD5DxmbReeVjSsGw74HZI6lwztu5Hrgarmnp5+SUpRz/m+3GMc7RNLZhz/dyFXXa1fmZZt+kkq+rSNPQ41Q1w1aA01eWh6bRDs0VzvC+Cseh4DBxmJ9EHSFh3+F6vYXanBjBdySGp6//wDUU+JJjkP6pPZUhfzsEiYyCz8lzTvMaveU6olMEE48nlPCt42ntQExbXUq94HbTpcmCtCfYNQezeB+X1wcir2oHD6Tz6ADnYOiR298kcY65HwOWQDHpWiNpp6snO6JBiaBl7u32SjhqJ3v1UBIBGqI7gmThQN+EPo73vkWVEwI92nQpeXkV0YXim6AMk7tPg6ZDDpSj6fvhC4ZA8m5pfn0/bN+Y5u3Ztx6dy8LVp16h4iDS8UQ0zVy35P0ej96IQpQlidK4fj8qr3jrIlDgBTSeRexoFgFR23+F3cbB1SPRvwpRofWN7zc/uK/VHRvWePpl2du/qksLoaiwJry+hKgDnuVbW3OHYVN74TgWcla6EeJ2MfC1EXYXEEhVDjpKpHGCfu/vIWrv9UCOr6hyQvBqewTpRAEiNHzIKdUg84FbLy7ubn7ujQ/Z2KADwPOBw1a0D007LqU94db7XOqw6RdJvynj22Kz8+bvHUinwBhdIlZ5rURlLY25V8nFgi/nGbVPx/9n/+ylLHMDDKYLL1VQ117GGQ2JyDnPEteLVEJc2iGE66tsg2US/8ZuzE/IT69q4M1FdTMfW1ppr5xRiafLzL7+uLZPOq86f181HZkNbD2srIb8/7DRY6KhZ66hppkinmnw7w/c84H5EuN+AzDnYqhcBzIMX/6SZdkhPB/ASCuk8hqgzQDGziGWVDNFwvofBl7woPnSoks2y7kgHw88onTxzsbkrm5174pEX2EiXB8Kosne+rZt1SrsZ5Ixmc++SwanolkYg9OyHbwP7wEs7WVZSkAE66DAuLkzRiLlHOiDxmuyQdmsBFMGRsDndoMaOej5e/Z+pnXn91x5wDawhNkpgKakJhy70PvLCHwmN+MJxQAl7VcflsglTqNHFSrblf8vgnLGMzb2TDKoKzzRCpp39dgECVq2bd58tP3xxQNojvikathzSwr5VHhDlw6wybgy+itVYyfLG0+blSOEpyQw62UEobA5SfZgdfJ35vy4MOMQnjEZAl5TS6T20i7w6LBGn+NIROCdHJgRazjO9YIlwn89up/eF5fY/yr0F/a+gLOimw94w0jkkCByXpP0Cz7BT3YQTgE0yJZOd3+EXGjnqxroCntQ4VKMRl4nTePzS2MldbO8mlpbFFj7Ipt8gM0wFlna2YSk029jHXvkEgQH9fO7KN/WgQIZzinQOSc9ETPguVx26RwtUwjLu91b3A0hAEd8RK5JE08qDrKfVgx/6M11897q1mV15H1t4vwzLHvbuEnbLWHJ1LP7WpgEJq5hAWnb4bheA6UcBh4SMaqw66T9CeDrNn0Ire4NDntslf9VP99o5VyydT4UKS9TwQ92Gmkx8pz0jge37K/v7G2zZ99gVX39svPOWsRZ8QWTxv384UDRiLGwCFlrKaOY/yKdRAMiAKMhVKb7PYkANh7gyBLNRY0M5JlYP4rNiQIt3Ak9LH80yL2GNx5jCFYOAorpnNM/IY28+f3nb5y8++F8oue0HmwcqrKIXbHKNOxjOgAwHVqC+kYN9DLHN/GgEERCjh0XxoeLk8L7gK9TttTrUBWOcsIpN/CcqwlfG8MnnAUJRGaO9e9o1s3f8idAI1fGDLxoHpDrybqGjhnkSHFJ1A3W9gsNoJBiyyFiwxxMf0Z4XmgQ0jrmeZYxlTafpS5v+W181/XifNnZPm1G66y8UgfDS2/t/suFUCIRV3CkE6IQzewQ1BCC9HxZVTnsN65aXOKhyh+QwPpuljAreOe7/HPEawkNc+YkO3mJiqzY8UbB6s7/WV38GBchP1929+s63Xn0G1YHG77z+RQjQiL5yRoa7vIqLEIA0fojwxgUaj2/wZeowbj2gEnzcsuAKAuQQJLBHuGrxRU1Nau9+7l8fxCdTK362ZPSEp4PHDBCIxLl9l4XFT3pv25pliy5DXijRCO0RH1YIc/YImghA0tNimKxxJMiFSmsyHMarQNe44lUrZBmnPsIXWrW9JTif+Dh9xT1dWCusLfJ9rkYgLiR1NMsqZQn5zJk1c1z2hn9bxDtc9eyWtR9fCB7nmjlAewzP5R2a6xCA1BBEdYqXesZ4NvdJVdYgHNr52gm9nodGh2ytYfXHtfIqQJU3ByjFnnTlv7gR+t6BM+f0pghxV8UASYtLZcklLK2AEJicJ+O8tYtZY95cM4MvdMTWVaMf28QaekO23BG+x4hgj6CwAKT+Yybntp1ndo+tSH3WDqowvSyoZiFqBDvtmU905FXEu5VeT5++S4mdueY9VmewPsaWIMPPlsJsgKILgXx2nT2ssxs88M1HLuNQRPba979c9ePPKXY8wYsnB3dNeAuE7YcDvK9YANKbJq6cIdAhoSvO/YFrvGH6f2aL1v0Iple0gOUWsdpKwiT2KU7IYy3ndET3eKxFXkIbbfDNxRH1Zpeg29sHyD16fTFfz8UvjAJxXtjCagmioTRWwR8bEcIqp5IApE8YQIeEtWOINTqfMwplIXc/Yvd0jT8D7LFM+hAdvrF1/jSNmFrAanYj1lQ7eu3p8o0319Y21DZ00p7/+D5HZkJuViK+Q67WPLGA44m1R2gNBxhjaHflGFEQAZZVNVUFINXU8DzmOuS8f/fMDfVZr/ECxVAPpe0P9tVjW7XuR7DH7HEsu4wslkBs/lhWfZrEUd10oQEfDpkxpti7EKFwn+w797fd537y/lnWaScohpYxYkiojuHveNSQTgBSQxDPU2ByGAHjOZcQnwFsSFVeyzvAHid8TR4LMcBQMgmTWKioZ2sdmfXVx96eMXniqOxkuQlj+0/Vr/1S2hEHWdiGA7oifiE3UIV5ELlCLs2BAKSGIFFzCvZYvV/HnAPxNW+qWysDn0RNYPJUCWv8UqtGJsZs/fLc1ko3GmXyAYHgh4OXIhSNIJiIZVU9NWAIsJ7DxRwl6fgWrfsRceQTbyKuqF4fwzE5ep4+l+uqkaw+EhvkzBB/BzVBbwzzJR0+yCM4pCdx8PDBkmHOhGjyFnzBTtq3ZoAzBOQQRl+7T2vOgdW3UFpgpekfZMmdyFCqEVwRMtFxUVN3cE+xGwAmj/mYMGFifibj+QtA+klCE1QD94YNo7VRXo8ywA881RzQyqvc22HkYcdeRMm5tNpDk+AOGZoEMRWMEaqv8dM8NBPRGQVQxAYo+JS6nwkuJYOrEID0k4QmqMZvIR5K7JMPVollYjgOOiFcTsPuYM6ZdLPRg0Lj5M9mFVu0aiSsNSE32GguCkoEIuP4VqtqWVpTbRhPcWuAxlAIL34z2WG8WjG0hgIIr4VcDVUq6ISvSiNcTp3AHrMmsNQ8dZ72uGgm7VjlnZpPeOeFJgdQxGWCn3gvDQvNAMPRi3fYsGoW0cEhIefAVGi2ZCC09D9NziWMZMt+24MaVXu08iqQdukdvpoiGiazRL9CQhy5BFubQskqFa7INUZzMkZ9cgwoNwoAiTsKA0aPFNI1IFqFuvEAd4gNGs94N3nv1gH9kAcDGF0lIAFK5k7XOj/wvq8/ycqWUEAp6AzNVld442xBEW4VLqHkYFyAEFuqQiDn7xruKQ36Mo0uxNz5kQ5IbgM4usmMdyEli5VcPQwTw/IO7NahDpeDt2PaPX7NBM6PhsPaGDpuaAVyIFgCSyxbdmPCLAx8dnbOzLFlJ/TVd3kIKcgZmRG/9iBiZYHDBFlFxCQ4S8RBpHJF9TvIi+iRDkhwA+hLSNi23GypDT6MlqHeSR2PO5Z3aFQy+DOK5rqDAYwIBch5Oz/g+cBeO0h49wFCnKFxLAGc+MXZ77gmd9li12bKqs7x/ay1399D0a2Qh5UUjiwR1x7Qdj7G0fCRDkjcZs3Xr/iNH8bv7Qz7q+HiUdbZx5ToGrDHsmVuvqQAQ/dA1/kBPOOtp2a5vK0LWmlJBFDATydZLYRhDmCd4jDJwvzxjvPfTuGijPflRQEgvS+68QzJXYoa411hkHIgq6SVsBETBql7v7rttH/61IqKI5++9P6+3UfrKMANcMInT4wfEW23hQvYqc1a50dTBcud6sYVOIb76exLKsjXRWMCnr64GGKtSmVj1qGdhtnOgUn/aWg8+agEpDE5IrkEz73DeWt26xzLsalTi786tfi9L84SLLtKAhCb8cyNWcC+/DN9IEBJWKHWfpFApTyRsNnCiAYFEqm2NssJeTVXqa4+mOmsLa+zkxqJxL9DDn+jokYqB+o2Q38M0oUw+RQHohKQ2GACv4hPymNkjcmNddaOpEVS72Zn/dlhvZnt7rSm3DEp672Yx3afS+hfe1TTCr5KjXTKDa0jZpB9tafH2/mRP1Ifjeh18sjY8tONOktqFIsrx+fwck5d76uaJoEe8yAHvVZRCUhocYOqQw67luhkuQkWjkCWmYUVBO4tkPvYre0LWczCdxM/Hte6e+2ZNJZodYuaeo+ITl7RQo+QHdh1Gk4Y+iHTUyCa6oqs6Hne7EvW7nLPzj0Wol6UwBfuk+S+EHeNoTrCe+1iVYgHK7rELU14dh2VgBxUHRKKYv4slmTIEzzpPwhneIDGjK7Ndu3hDfulyoQpjwdYdi5kzZNZYkXAaASzQsgO7Zusklq7DaICLNaVk5J8XOTsmYU+SuUiIBOQQMjOsGDSp4TZ/+S9a/g0Xni4hrzbipzwpoA3FNXXU1kZMBrRHA8oQgg0jhPkY1Np7+R04COwp0/QN3PBJzU/sM2PdlR6N9LPGRY06k9lEHOjkkNGtg4JwJypyL1wlkRWSV6VHx9vcCo2mCAesJEz2IW9HrZWbM9n0dlqvby65aYn/0YjYAO7/DQ+VHlzG+voY43d8pYCvieQI4kb2HHLeJGE7w7CqDQqATnsOt5gPyAW7O3mBCzpB+NnUZEWmRCMgE8It8HJY5BasQsWfX3AJbVCDLO3GV6Wa2MrgNPjE1dGuwqgt9QMFuda6FwnKZkQWYfXtGN4eaEsiAJAOr2iWAfVouP/3cF7YYDhrL7H4mADG1QjMxXrmKRmjQ2+W/sq5VIrarRLuzz3MJaOnSD1FoKoe8lIZzbVvh49DipUUMdrIooD9wtF6lB1vhLSJC4Q9RUFdxzVoXMakgGKmUUsq0STPTynySOG6JWvRiZz8czgFEg1pcqW3ZF09PZ5EyaNyirJTvnCPmren2JYjNNtHVVXxnFTsybD8BRm1bg4d6A56uG1MhAB23Ak/wpgFA1tMr6WSOeQuPIOsiiQnwPB3AWzBpcpBXrbgpMYAx1Fqa8gs6JCyQvyAIQdf+tjs3bMybTDpQk07ugtZlkOZrPIbn1ElvPEwwPk4w6CmXfiIQHI944KMH52vbsZrJwhnEOkAxJyTpu06UveeJZ/Kd2wISTuYD0fJunXavl513U5bbEv95XSjKCXljaQeMwprMR2wjrKE/I1Wxzg7qgTVEQk5QYpB+o6kX4c6YDETY1LYhOWDY8LK7KfntIx66CRKsZbHMD5CUmYAwncuF9EaSoMsbwQkrujeaf42afmwlWtIh2QuFQwRrx6jUmgooY49IMCsM3CcjvtUmKJChqVdrDogkmGI7SUSwjoAM4YXSHcdyfGXweKAkACitHzfPh+DgZeanfmJsfUTubCv1d3GibpVR6BGeoQP/8vD4A0SFEASIMrF9nBUKB0DAXleTNGlTJIgezG37wMZtAIa+MzdE4AMsLu9qBdjhQiS1oiR6MKgZQDV2Sr5NisrKztQ1WRgqSAAGSQhIu6ZhD7YbABILnqWE/wowC9XmnJv93JsPYfSWgHA3syBCAHRr+oag1tfN9+umLun8DaY4KfxA/hfhQpFBQQgAwFFaOnD2ASABTo43ccpEBYXxDJOChXADIIckZ3E4FG5f6DFMb2UqWWzoGxE04AUodcIktQwF8KGEPL3x4866mNZZ4l4kxQQFBgyCkgADnkJBcDCgoYU0AA0pg2okRQYMgp8P8BB6isLf+PBtwAAAAASUVORK5CYII=
Seems like the output from pngpaste
is correct. However, the base64 string is being treated as a file path. This should be fixed in the fix/insert-base64-markup
branch. Does that resolve the issue?
Thanks bro, it's working! How can I tell is the compress function is working or not?
Great!
For Base64 you can compare the length of the Base64 strings with/without compression on the same image. For files you can simply check the file size (e.g. using du
or ls -lh
). Let's keep this discussion in the other issue.
Closing this issue now.
Here's the log of the error
as a result, the
Error
output will be concatenate with the base64 result. Here's one sample output.This may because of I recently switch to another screenshot software?