diff --git a/README.md b/README.md index 6a18cd9d..bf6a98b1 100644 --- a/README.md +++ b/README.md @@ -180,13 +180,11 @@ Some keyword arguments you can set: Keyword | Default | Type | Aliases ---- | ---- | ---- | ---- `:annotation` | `nothing` | Series | `:ann`, `:annotate`, `:annotations`, `:anns` -`:args` | `Any[]` | Series | `:argss` `:axis` | `left` | Series | `:axiss` `:color` | `auto` | Series | `:c`, `:colors` `:fillto` | `nothing` | Series | `:area`, `:fill`, `:filltos` `:group` | `nothing` | Series | `:g`, `:groups` `:heatmap_c` | `(0.15,0.5)` | Series | `:heatmap_cs` -`:kwargs` | `Any[]` | Series | `:kwargss` `:label` | `AUTO` | Series | `:lab`, `:labels` `:linestyle` | `solid` | Series | `:linestyles`, `:ls`, `:s`, `:style` `:linetype` | `path` | Series | `:linetypes`, `:lt`, `:t`, `:type` diff --git a/examples/playground.ipynb b/examples/playground.ipynb index 80a7965a..611cfa08 100644 --- a/examples/playground.ipynb +++ b/examples/playground.ipynb @@ -346,99 +346,6 @@ "supportGraph(Plots._allArgs, supportedArgs)" ] }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "data": { - "image/png": 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0h7cYLN+Et69ZO3fB3Pf3v984snHNbd+sqatR9ut0uura6hU3rTjtK6fD1yD8P1xBuvetPSnu9gqVO+SEGYzIWm+4QfSuIEjyp0//bOoZU3dt26nsXL/x2WdeWrfqllU7t+4EPYa3fuOzyhrudHd7Bc1r+TAYDWi+3waREV7+jctT8tQfPnj45w//7O7v3PXMk8943J6MR6W72yv059/lcvm7uoIAgEAg2tLiDgZjAIDOzkBLixuGcG9t9UDXdUEQW1rc0Kk8Ekm0tLi93ggAoLs73NLiho7YeSGKUkuLG3rWt7Z2Q9d1qALdvaNRqBIGAHi94ZYWN5z7bm/3tbS44XRwS4u7tbUb5L9C3esN96iwLS1uGCXA54soKh0d/pYWN/Ssb2npam31AABYlm9pccNYBKFQvKXFHQhoiTbf0uKGUQLUKsePd0HXdY4TUlT8/igAoKsr1NLihlnmT53ytrS4JSnvV044HFeruFwBuFNR8XhCLS3uWKyPiiTJLS1uuAAgHudaWtww4kHRe1iDpTuakVdf2rL8puVTp50mieK9t92bsUyWlPc0nfnqRoxITh7a7Sar1Qhn1evr7bIsw+S+o0cnO8MURY4bVwcHeMxm/bhxdXCovbraUlVl1jAdT5LEuHF1PSrV6SomU69KVZXF4UiqNDY6ZDn5lau4fud7AlVVFgBkAIDJxCgqDofZbjfBqhoa7CqVWngUw9BKYavVYDbrta1DGDeuTq0CG2Hs2KQKTVMZVWprrTU1FrgNox9oULdYDDBnvVoF7oTbNTXW6uoMKkpTGwy9jdDfgF8lhDyEeer3vf2ukqee53mD0SCJ4p9e/5NSzGA0eD0DWp3U3wOTIHSwiXU6HUkSsGUJAm4D0HfZB0kS8HaBheGBPYW13IvaVAiiT2FtY04EodOgotMBpbC6xTRdeK9KSiP0p6I+Pc0XDivMqJLeCCm/S8+BvYX7Q7Pr3CB6E0qi+MBdD8CBGbhn8YolLz37EkGRF116kVLssisue/KRnyfiiZwhSbE/IaacaA5vMYiM8JplC69ZtlC95/wLzz//wqQj3PyF83s2FsxfmJyezuhur4A96zHlBPYytBxY3PMYVGAjxJQTzffbYHkTliLc/bRp06qrq9V7Uv5ZLKqqqi666KLsZcaMGVMKaQDAGWeckTMpVykS1gMA9Hp9zgsvHePHj8+pXqKE9QCAyy67jOM49R6cJDQDra0nx40bi/osMMOFrq7u+vpaDQdWshEiTJcryzLCXJloLxxdol7kF67xyivZCDGYIUElD8zA/ApIcLkCCMNbwIQTSPD5IgibHS4kQgIOb5EZmkZ2ddCDDpG4DFeEIUEUJYTTswgvXJIkHN4iAx988MHo0X1yiDc2NhqNmnyfMZiSUclGeO655/7f//2fes+77747Z86cMkgLgkSSOlQDFDwv9peRqtSIoqTT6VCNjiC8cEmSdVp/8HJ02ArJO18ICDP1dnb60X0TyvibsPxEown8TZgBhOEtaJpCN0WhQxj5j6ZJpCEPkS0+IQhC8w9e5JP+/LMDu9/Y7XF7bHbbFdd8Y9Yls1J84TNmmc/oVt/fziXXL3lv73vBQHDdy+uz56xHeDcoGSfLj07XJwtnmXE4zKikQd8kp2XGbNZrPrbIt+nWjVuvu3H5rzc8ddf9d584dhyk+cL3l2U+o1t9xp2d7Z0//MmP1r28PkttEISfu/E4p3lNfeEgjIHNsjzCIUqEFy4I4mBxZbrg4q+9vm1X04Sm6efNuGHNyvQChw9++dkn/9zy4mbQd3mB4lb/yA9+nH3nouWLjT3RHfurDdLf3RAIxAhCZ7MZYzE2EmGtVoPRyASDMZYVqqvNFEV2d4clSa6vt4mi5PVGaJqsqjInEnwoFDeZGIvFEA4n4nHObjfq9bTfH+V5sbbWShC6rq4QSepqaqweT4iiSLNZb7ebYjEuEklYLAaTKalSVWWm6V4VSZK6u5MqLMsHg0mVSCQRi/VRqamxkCTR1RUiCF1trZXnRb8/qtdTKhW90ci0t/urqsxQxesNiyJUkbu7w2oVo5GxWpMqNpvRYOij4vGEdDpdba1VEESfL6kSj3PhcMJi0ZtM+lAonkjwDoeJYSivNyKKUl2dLRiMJRK8xWKorrawrBAMxoxG2mo1RqOJaDSpEghEOS63itmsN5v7qPh8EUGQ6uqsAACPJ0xRRHW1heOEQCCpAi/cZjMYDEwgEOM4obraQlEE9Iivq7MJguTzRRiGcjhMiQQXCiVVwuF4PJ5bxWCgbTZjNMpGo8nbpkfFHI9zej3DMFqGhYpshIuXL/Z6vF8c+GL3G7s//vDjm79zc0oBOWuW+YFgVMVXzV5bf64lFEXCv5AkwTAULEZRpCwnLZlhKGUVEsNQFEUAAAiid5uieg+kaVKxf4ah4MCgxWKUZRmO1JGkjmEoktSlq/Q8O9UqBMNQsCPdc3o6RQUeqNdTisMrw1DQobtHhQBAZ7cbGSZZhqYpkoTXAlJUeq6FzKii1NDTCGTK6fU0AixMiiIBADCZ9DodAWMa9D29XhWKIpVnphKxX60CL7xHhWQYWTk9giAA0MFQ/7BJ1Srwwnt+FwIAKk0FMAwFf5e+TZ2ukvxd0lXUpwergievfUxYe/TTTGzbtLWrs0sQhJbmYz9cex/cee9t93R3dcPtTS9s2vTCpnAo7PP6Nj6/Ee5cu/p7/7PrfxLx+Fs7/vjCMxuy71TLZaxN4Zxzzkm52BIF/8VgCqHIb8KxTWOf+83vgv5gbX2t0h1V+8IvW7lsx5bXHr//MaPJuHDZIuXAdLf6/naq6a+25OHolm4EgzGzWa856EghyDLw+yPV1VoS5RVONMqSJGEwoBme9XrDNTU50oaWCJblKUrryDDqp4As9xPNPnuI+4FQtjD46Zw61Z1IcOXRSkGSpKNHO5FIy7Lc1RUMBKKo1JubkV14KBTjOEHbsYPFqbcUwN48EmpqrKiWbuh0OoQTJDabUXOUh8JpaEB24UYjo/nC8bI1DAYxlWyEX375ZSnygQ0EjyfkcJj6C3xaUmQZdHb6Gxuryi8NAAgGY3BuBol6R4cfRg0tP7EYpww450sld0cnT56KSppleXTDQjKMJI0EVCtmIQgvXBRFWdb4AVLJb0JJklB9n2AvCiTqQ9SLopKNEIMZElSyFwXPI+saCQJCz3qUF+7xhGCCHSQg7AyHw3HNi2Yr2QhbW1tRSVMUic6Vqd9MOGWAIJB1woFqeVr50dwXBZXdHZ0/f77T6VTveeWVVy688MKiC73//vvf/e53s5dpamras2dP0aUBALfeeusHH3yQvcyDDz64atWqUqgj5Je//OXGjRuzl1mxYsUjjzxSnvPRTCWPjrrdXS0tLeo98XhJnL6j0ejhw4ezlyndw66trS2nut/vL5F6CoIgKimQSk1XV1fOC3e73WU4EwCAKEqaewHFbywkwSwyiuJMveXH748idOpDSCzGag6nUslvQnTLp4Yvej2tbcJ6qENRJJqEMKUOZuHz+jb/9+ZTJ06OHT/2xm/dVFVTNRBR5fQQLmIctthswzSipNHIaD62oNu01MEsdmzZMWHS+Cee/mnThKadW3cMUFShv+4oywpwLFsQxHicg0GyOE6Ixzm4zCWR4GCSdFmW43EOJrIXRSke5+AwNM8L8TinobsLK+xR4XOpiIoKy/LxOAc/LONxLpGAB+anzvNiXxVhICqSJMfjXP8tJqmvJR7noS+8ogIPhCqww5aiAg+EKizbqwIbAarA01NU8kUQpL4qvLKzPxXYtvE4l+takrcNz2sPb1GQEcJgFrte3dnl7uovmMWWFzff/e27nn/6uY62DmW/Erfi6JGjWXYecx6ds2Buys6cogr9GUkoFIPfLfE45/WGYSuHw3GvNwxvL58v6vVGAACiKHu94WAwDgBgWcHrDcdiLAAgGmW93rCGWSlJkhUVvz/i9YaVnVCF4wSvNxyNsgCAWKxXJRiMe71h+DN7vRG/PwryH+yJRhNwEi9dBd6XoVAchsMAAPh8EZ8vCgAQBNHrDYdCcQBAIsF7vWF4Q0ciCa83DG/iQCDq9YZlWQ6HY93dyalCnk+/FrWKBFXgtYii5PWGYbhEls2hku/Th2V5ny+iUkmkqMAfFKoEg7EeFdnrDQcCUQAAz4teb1h928AWg7eNKEqJBKc55GFB3dEyBLPQIKrQn09tXZ0NblitRqs12X1SO4Mqi4Apihg9OhnAy2RiTKbktsNh1hZWjCR7K1TWWKt3Go2Msm23m+x2E9yur7cplSjB1PL9CFHOuT8VpWUAAKNGJVUYhlIKWywGi8UAt6urLYrrcEODo6eA0W43wZiLBkMeKjRNKoXNZoPZnE0lX2AgmTQVvbLQHIbkgdtqRzClsMFAK9s2m1HpddfWJm8bWaY1+3AX9Cbc/vttkiRdfNnFi5cv+vKLQ8nTNRq8Hi/cPuOsaW++9mYkHPH7/Js2bFIO3L93P5tI7Hv73UlTJ2XZOXHKJLhz/559ys6cor3XhjP1lh2TiUEY9RQhhcSYKehNWOpgFstWLdv835v/8s5748aPu/FbNw1QtLdCdEEHhy2hUJyiCJMJjSsTQuJxTon+lC8FGeGs2RfOmp26AGX+wgXzFy6A2yaz6eZbV6cfeM2yhdcsW5hzZ3VN9Z0/ujNfUQVsg+WHZfnKDtfQH4IgUhRJauqQVnJ7IQxvMWyx203D8yvAaNRrvt8qee3ozp07HY4+n/LnnHNOdXXxQ8R3dXX94x//yF7GbDZfeumlRZcGAHz66acejyd7mWnTpjU1NZVCHSFffvllyrLEdMaNG/eVr3ylPOejmUo2wnA4YrWiifw3bPH5IjRNKmPOw4dolNXrKW0DpJW8pkRzuIHC6e4Oo3Lqk2XZ5QogkQaoM/UivHCcqReDGcJU9psQ2fMF7ZNt2D5Yh+iFV7IRulydqKQR5icFmRJUDRPQXrjXq9Fps5KnKJ566qlIJKzec9ddd5UiEunBgwc3bNiQvUx9ff3DDz9cdGkAwPPPP3/o0KHsZZYuXTp79uyiS3u93kcffTRnsXXr1pXCPN5444333nsve5mLLrpo+fLlRZcGAKxdu5bnefWehx56uKZGU9RTbdHzkZBvdoqyZWXavXt3znaeOnVqKaRlWV6wIHWVQjrr1q0rhfTx48cHco+JolgK9XvuuSen9G233VYKaVmWDQZDilZ7e7u2qgZFd1TtF19Ex3x5aH4hYIYoaFyZSkGKT2AhQJccDKY8aF6rXO5vwpx+8bevWQvtMOAPbHlx8zHnMUEQ1JYZCUc2/Pb5S+d+/bwLzkuvTa01PNdPYVCh+bu33Ea4dePWb9/+nfGTxocCoT1vvT3rkllqw1OzY8tro8aO/s6dtzJMb+AAv8//X+teuHrJNWecdUbG2tQ1YCPElBPNMebK3R0duF988+HmK666Qm2BAID1v1x3+RWXQwvMWRuMlZBOW5uvszMAAPD5Ik6nKxCIAQA6OvxOpwt62be0dDU3dwIAeF50Ol2nTnkBAOFw3Ol0dXeHAQAeT8jpdGkIKyYIolrF6XQpO3tUEk6ny+MJKSrQDfzUKa/T6YK+283NrpaWLpD/R0hXV+jkyW4AQCSScDpdXV0hAEB3d9jpdEGXdqgCHcybmztbWtwAgESCdzpdHR1+AEAgEHM6XdBLPV+cThd0z29r8zmdLhgx4OjRzmPH3AAAluWdTld7uw8AEAz2qnR2BpxOFwxocOKEx+l0SZKc79d+MBiHKhwnpKjA4AZud9DpdMEgAK2tUEWSJNnpdJ044QEAxGKs0+lyu4Og/0lgNJ71Ghi4X3xGlqxYsmvrrqZJ42vranPW1t+TSfFMV3ttq1NqTZhQDzdompwypRFuq93w6+psavfwgUNRvRUqKuqdVqvBam1MVxkzpkapZPLkZIF8X/WKe77FYlAUa2utint4X5UGuGEw0Ephh8PkcJjyElVQKlHaHwAwaVJSRa/vVVG74Tc0OMyGIqgAACAASURBVBSH+qamOm3SdrvRbjcCABiGyqgyYoRdcagfN65XRSlsMumV7aLPtpT7TThwv/gpp0959+13eK7PVMxXZpx5zbKFz/5qPSyfsTYF7MqEKSeao/uV+004cL/4pSuXvfLfr/zg/90riqJ6/9lfPZvn+fW/WnfHfXdkrE1h2C4cwSABTXgLDeT0i1fszVHluOO+O9TFlD/NnDVz5qyZ/dWmgCNwY8qJ5gjcg26esIjguXpMedF4w1Xy2tHFixfOn3+Fek+JvMubmpruuuuu7GXq6jQOKuRk4cKFU6ZMyV5mxowZpZC22Ww5LxyU7Lvg4osvFsUcA5KlSMIFueeeewShz/A7RWm0pkr2J/R4PKW79TGYFMLhsNVqzV0ujUrujprNWmYRikIkkkD4RYowV64Syh4JcMoXCRwnGAwaJ28q2QgR3g2hUFzz1G2ByLIMA8sjIRZjYXx4JPj9WlYRFAWOE3CmXgxmqFLJb8JQKIT6FDDDCM15oCt5dHTXrtctlj5pWy655JIRI0YUXcjtdn/88cfZy1gslssvv7zo0gCAjz/+OGdS6DPPPHPChAlFl47FYu+++27OYgsXpkZbLwr/+c9/jh07lr1MU1PT9OnTS6H++uuvp4zNfu1rs0aPHqWlrmI5Gg9Cpk9PHZfHnvXFBXvWq2ltPaWtqkHaHS2Kr71m1xIMRgOa84RX8m0q4zEnTBnRHN6ihN+EGd3eM/rL375mrU6nq66tXnHTitO+crra114pAABYv/HZSDjy6suvNh9urqmtvmHNynETxsG/Lrl+yXt73wsGguteXq8chcNbYMrJYAxvkdHtPaO//PqNz8qyfMx5dPvvtz/0s4dTfO3V2ztf3TnjvBm3fO8W5yHntk1bf/TY/XB/Z3vnD3/yI0vfzBPYsx5TTgajKxN0e2+a0DT9vBmKn1Hz4eaV31yltsDDBw+/sf11d6dbFMScl3H44JefffLPLS9uBn1XJC5avthoSk1C0t+aFbc7SJJEba01GIwFAtHqaovVauzqCsXjbGNjFcNQbW1eUZTHjasVBLG93afX0w0NjmiU7e4O2WymqiqzzxcJh+N1dbZ8s2GKotTW5m1ocOj1dFubTxTFcePqBEFqb/dClViM9XhCVquxutri90dDoVhtrc1s1nd2BliWHzWqhqKI1lYPSZKjR1dLkpzXg8bni7Cs0NiYU6WaosjW1m6C0I0ZU8NxgsvlNxr19fW2cDju80UcDrPiDjtwWls9tbVWs9ngdgcTCW7kyGqaJk+e7Nbp1CpMfb09HE74fGGo0t0djkYTI0Y4DAa6o8PP88LYsbX5LkeNRBJ+f3TMmBqeFzo6/AYDM2KEPRJJeL1hu93scJhgPvr6ervRyECVMWNqdTpw8mQ3TVMjR1YlEpzbHTSbDYoDdDqaJ+tLaIQDdKJ/9aUty29aPnXaaZIo3nvbvdnrlGX5iad/anfYU/anWyDo/01YU5N8YVosBqORgeM31dVmSTLRNAkAqK9P1k+SZGNjFfzBjUamsbEKFrbZTBaLQUMKHoIgGhurelRsPSqEomIwMI2NVfBhZLUazWY9VKmpscqyDNWVZPf5vurtdhP8blGr2Gz9qST92WmabGysglomk16vp7WNeDU2VkGV6mqLLMtwGEPxmu+rwuj1yaZ2OEw2mxEeWFdnlWUty8FNJoZhKAAARfX+oCYTwzBJFbvdZLUqKjZZTj7dGhuroBrD0Mrp9cdgDHmY0e093V+e53mD0SCJ4p9e/5OyU+1rr94+46xpb772ZiQc8fv8mzZsyn4C/Y3LUBQJm5skCSXFMUWRDEPBn4dhKPib6XSAYShoMwShUxUmtOUohxXmVIE3qFqFpuHpAfWB+UKSRLoKbIS+KimnBwuntli+aFOBv0vPgRovnCAItUpPI/SnQioqDEPRNKVqsWyPXc0DgSV8E2Z0e0/3l1+8YslLz75EUORFl16kHKv2tVdvL1u5bMeW1x6//zGjybhw2aLsJ4DDW2DKifYpseLMXA5KcBh8BTxZX3QqLQx+icDhLTDlZMiEPCwn48ePT+nE22wl8TC0WCw5E6OXLmX8QNKyV1dXZy+gDZqmEWaEb2hoyKne2NhYIvWzzz6b4zj1Hs0BBCrZlenEiROlu/UxmBS8Xm9NTU3ucmlUshFiMEOCSv4m1BatvSi0tXlROZjLsgxDviPB4wkhDK5x9CiyCw+H4zB9gAYq2QjhdBASGIZGF3pYZzAwuUuVBmX6EQkGA41KmiAIHN4iA6IokiQyO8RgBkglj44eOHAgxZ3cYrHQdPEflqIoJhI5MjTpdDqTSWM0ruwkEomc4TcZhinFhcuyHIvl7nyazeacZTTAcVxK1vh0KIrS6/Nb36sNQZBIUqex+1O0ycvBx1lnYc/6JHiyvtSEQjGOE7QdW1D3vYj55UsBdmXClA2a1rKWGIJyYKbUNoyNEFM2DAaNziWgskdHNbuWYDD5wrK85mWShQ7M7H1rz3t739Mb9CtWXz/trGkAgIwRKEDWGBbQlf6qJVft37ufoqjlNy3vaHP99d2/0DR9w5qVSnLslBrgnrkL5r6///3GkY1rbvtmTV2f9QrYCDFlg+MEgiC0DcYX+iYURenxp59Ycv21u7buhHtgBIon1z+5cNmibZu2KiXXb3z2mZfWrbpl1c6tO0FPssH1G59VQlcIgvjEb3563Y3XbdqwSZKkx556fOnKpbu27eqvhuQFkORPn/7Z1DOm7trWu7OHzEYYCsVhuvl4nPN6IzCDfDgc93ojcA2u3x+FE/2SJHm9EZhpneMErzcCk6dHo6zXG4FZ1/NCkmS1itcbUXbCOW6oApOnx2K9KsFgzOuNwMeK1xuBge7lPKeXolG2PxWYMiAUinu9EfhE9/mSKoIgeb0RmNQ+keC93kg8zmWT6QevNwIXMOSlEokkvN4InAcPBGJebyTfqwYAsCwPf1BR7P1BWbZXJRqFKr1NDYdMvN4IzG/B86LXG+nvthFFyWBgkIW3mHfVPJqmp587fePzL8M9GSNQDCSGBazqrHOmC4KgbG98fmP2Gi7/xuUGo2HOgrmP/ODHKRXiTL2YskHTpOYZ90KNEM4+EQShPJ/kTBEoBhLDQqlKva1EsMorCkZ2bLZkLAyjkTEak4tLrNbeABlVVcl5LYIglFgYDEMp22az3mzWMvtEEDqlEpWKLqOKyaRXYtioY7ooBfJ9yijn3J+K0jIAgOrqZAGK6m0Eg4HWvCpFqSQvFYvFYOkJ3+VwaJxo1etpvZ4GAJBkr4qyEwBgNhuUucyMTU3TpLKd8baJxTjNq4WKPzCTMQJFzhgWOclYAwBg/979bCKx7+13J02dlHJI5a4Fwgw64FyotmOLv2ImYwSKnDEsclabsQYAgCSKD9z1AByYSTkE4SJGzHDDbDZo//wpynIBVKxd/b0sf8XhLRTwipnBTCW/K3B4C0zZiEQSmsNbVLIXxWeffVaeBdwsywYCgexlSJKsra0tujQAwO/3p8RZSMdqtZZi+bgoit3d3TmLlSIdHQAgHA7nXD5uNBpLFNMkhUgkYTDQGkLRgso2QuzKhBkSVHJ3VJaRzRPyvIDw6cZxyLLGC4KI8CsA4YWLoqT5F69kIwyFkMVZcLuDGtbTFAVZlk+d8iGRBgD4/VG4rAQJJ08iu/BYjBUEjU+fSu6O8ryIKsIFz4sURaBassPzAgzeXn5EUdLptOcnKhCOE7TFyS+cwTVZP3hobz+FSpqmSYSL5lBZIACAJAlUFggAQGWBAACTidE8L13Jb8Jrr722tbVVvee5556bOXNm0YX+9re/5ZyzGjt27B/+8IeiSwMAvv/97//973/PWWbZsmVFl3a5XEuWLMlZ7KOPPiqFZa5bt27btm3ZyyxZsuQHP/hB0aXT4XmRJAltLqzleHKos3yW89ijR1v+/e8D6j2hUEhbVdkJBAIff/xx9jJ+v78U0gCAI0eO5FTv7OwshTTLsjmlS8fJkydzqp999tnlOZlEgjMYGILQ8vkzJLujA3TJx571mLKhOW0jGKLR1gb4bsRGiCkbhXyOlskIB+KA/9orf5gwecJ5X/sqAOCzT/559MjR5TetAAC8teOPKb7zSh/19jVrr1x8ZUrNCtizHlM2EgmepkltL8MydUcH4oB/7cqlH3/48ZFDR5oPN//t/b8tXZkcSMjqO5+hZgXFFzEFQRDhMj9RlDhOgJPLgiDCkHUAAI4T4CyfLAOOE6BbtyTJqsISxwkajBxWmFMFzjipVXgenh5QH5gvoiilq8BG6KuScnqwcGqL5Ys2Ffi79Byo8cIlSVKr9DRCfyqiosJxAnS372mxfm8bntdyP0DKZITzrpqn1+unnzu9uyu51PDwwS+3vLj57m/f9fzTz3W0dQAASJK8+dbVO7a8tmPLa6u/u0ZZcab4zh89cnQgNSv0N/CrxCyIRBIulx9GrPD5oi6XH/48XV1BlysAABBF0eXye71hAEA8zrlcfhgZIRSKuVz+RCLvKA+SJLlcfvgbd3WFXC4/AEAUJUUlkYAqMQBAOBx3ufww/oLXG3a5/PCHd7n8XV0hkP+rPhiMdXenqoRC/akE3O4gAIDnRZfL7/NFAQCxGOty+bVNx7tc/ngcNnXE5fLDR0BnZ4pKBAAQi3GKSiAQU1rM4wm7XH5ZzntEPxbjoIogpKqEwwnYMi6XH0bf8HhCLpdfkmRZll0uv8cTBgBwHO9y+fveNpxyLTwvGo16zZmhy9QdHaADfigYikVjAIBEImG1WbXVrPpT5qsbMSIparebFDfq+vreZb6jRycDRlEUOW5cHdw2m/Vmc3K7utqiuITnBUkSSoWjR1f3qPTuNJn0ynZVlVnxvm9ocCiVKAXy/ehVznlgKsnl5gxDKYWtVqM6BEFeKJUo7Q8AGDs2o4rBak3mwa2ttdbWJu+EkSOrtElbLAaLxQAAoOleFWUnAKCmxlpTk0FFKWwwMMp239umzw2sDWSjo+kO+BzL/f6FTTd++6alK5e9/NxLSoTzLL7z2cGuTJiyEY2yml2ZkBnhspXLgCw/fv9jzzz52+nnTgcA/GHzHy76+kWnf+X0c2aec94FX31t82uwJPSdP3LoyLXXL81LonKXIWAGHZIkab/fyuc/XHawZ70C9qwvNRL8iNTEkJysx2AqiSE5WT9A1q693WLpk5TrzDPPLIXQjBkztmzZkr1M6fy777333htuuCF7mfPOO68U0nV1dTkvHJQsAOwNN9yQc1Xa5MmTSyGdTiSSMBgYbV47lbyAOxgM2u1FGLzCYHISjbJ6PYXDW2AwQ5JK/iaEM+9ISCR4hIvmtOWKKArKshIkwAl0JAgCDm+RCbjgCAnKsiwkwFwlSEAbYwYueUGCJEk4vEUG3O6uESPqUZ8FZrgQDIbsdi3Db5U8Ovr8888lEn1WOX7rW9+aNCm/ZTcDwel0bt68OXuZ2traO++8s+jSAIDNmzc7nc7sZa688soLLrig6NJ+v/83v/lNzmKPPfZYKQZI9+7d+9FHH2UvM3PmzKuvvrro0gCAhx56SBD6dLXuvPNObUY4GCfrswe3HzgzZqSOX+PJ+uIynCfrDQZDitapU23aqhoy34TZvekz/hX7E2LKSX+uczkZMkaoIdKMZtcSDEYDyDL1loh0T3zFm/7zzw7sfmO3x+2x2W1XXPONWZfMgq9B+H+1reJMvZhyojmcyiA1Qugvf+jfh3Zt3ZkStGLrxq3fvv074yeNDwVCe956e9Yls9ZvfDZjUDbsyoQpJ5qnKAZpdzSLv/wFF3/t9W27dr26s8vddcOalVkq6W/WuK3N19kZAAD4fBGn0wXdpTs6/E6nC86wtbR0NTd3AgB4XnQ6XadOeQEA4XDc6XRBz3SPJ+R0ujQ4mAuCqFZxOl3Kzh6VhNPp8nhCigp0/T51yut0uuAVNTe7Wlq6QP4fvV1doZMnuwEAkUjC6XRB9/zu7rDT6QqH44oKXOTQ3NzZ0uIGACQSvNPp6ujwAwACgZjT6YKe6fnidLpgXIK2Np/T6YLO8kePdh475gYAsCzvdLra230AgGCwV6WzM+B0umD0gxMnPE6nC7or5CUdDMahCscJKSowoIHbHXQ6XdEoCwBobYUqkiTJTqfrxAkPACAWY51OF3TP709cljUa4SB9E2bxl1+8fLHX4/3iwBe739j98Ycf3/ydm/urhGEyZ0FTXNrVDvJqf+oJE+p7ToOcMqURbqudyuvqbHV1mmaEqN4KFRX1TqvVYLU2pquMGVOjVDJ5crJAvv0fJXqAxWJQFNWu631VGuCGwUArhR0Ok+bE8UolSvsDACZNSqro9b0qatf1hgaH4u/f1FSnTdpuN9rtRgAAw1AZVUaMsCv+/ooHvfqcTSa9st3fV462haNg0L4Js7D999skSbr4sosXL1/05ReH4E6D0eD1eFNK4k9CTDnRPAYxSN+EWRjbNPa53/wu6A/W1tcq3dHLrrjsyUd+nogn1F+G+JsQU040L5odjEaoNiRlW9mYNfvCWbMvTDlk/sIF8xfmnrPGYAYhQ687OnA0hyXHYDSg+ZtwML4Ji8Vll12W4lE+atSoUgiNHj169erV2cs0NDSUQhoAMGfOnPr6HOvUTz/99FJIWyyWnBcOSjZhe9555+VUL8WKWcgtt9yiBATsQeNlVrIXRUeHa+TIRtRngRkueL3+mhotkVErucNWU1OLSho79SIBrVOv5lgqlfwmxGCGBJX8JkToWZ9I8JrX1BcOXF+CBNRvQmQXLgiS5r5PJb8JQ6GwbWAJLTCYwolG42azlkQdlTw6+uc/762q6vOhfM4551RXV/dXXjM+n++LL77IXsZoNM6cObPo0gCAL774wufzZS8zadKkUowMJxKJTz75JGex2bNnF10aAHDs2LG2trbsZUaOHFmi0KPvvfdeSmfn9NPP0GaEg9GzHlK4fz0Og6+APeuLTrpnfXt7u7aqKvmbEHvWY8qJ5mWS2AgxmOIgax1eGdTfhOnZ6gEAt69Zq9PpqmurV9y04rSvnA73LLl+yXt73wsGguteXq8cjsNbYMqJ5mWSg/pNmDFb/fqNzz7z0rpVt6zaqUpS39ne+cOf/EhtgQCHt8CUl8p0ZVKy1T/ygx/DPYcPHn5j++vuTrcoiOq4OouWLzaaUgemoO92Oh5PiCSJ6mpLOBwPBmMOh9liMXi94Xicq6+3MwzV0eGXJHn06GpBkDo7/QxD19fbYjHO5wtbrUa73RQIRCORRE2N1Whk8roimJ4eqsDs8KNH18CdUCUe57zesMVidDhMwWAsHI5Dla6uEMfxjY1VJEm0tflIUtfYWCVJcl5+vYFAlOOE+np7j4rB4TBDlepqi8mk93hCLMs3NFRRFNHe7tPpdCNHVnGc0NUVNBiY2lprJJIIBKJ2u0lD0uy2Nm9fFQdFkYoKz4tudwCqRKMJvz9qs5lsNqPPF4nF2Npam8FAd3YGBEEcNao63xs+GmUDgeioUdV9VVi/PwJV/P5oNJqAKm53kOeFkSOrdTrQ3u6jKLKhwZFI8N3dIZNJnyVNekoY0oEzqI0wnVdf2rL8puVTp50mieK9t92r7E+3QNC/47mSot1k0uv1NOxFwBsLprZSPM1Jkqivt8Mf3GCg6+vtsLDFYjSZ9BpWzRMEUV9vhypKknS4E6ro9XR9vR0+X8xmg9HIQJWqKrMsy3C/4iCfr2e91WqE38lqFYulV8XhMMuyDLvxilM/TZP19XaoZTQyDENp63fV19v7qhBqFYoiFBWDgamvT6rYbEaLxQAPrKmxyLKWF47RSNO0TVGBNRiNNE0nf1Cr1WA2J3/Q6mqLLCefbvX1dqjGMJRyev1TiW/C/Xv3z10wR52tnud5g9EgieKfXv9TzsP7MxJlP0kSyv2kLswwyWbR6Xq3CUKnbFMUoa0nr64wLxV14julQL6QJEGSqSrqRsiootNlLpwvSiV5qah/F5rWeOEEQTAMkaKi7ExTyXB66hbrj8p0ZYLZ6uHADNyzeMWSl559iaDIiy69CO25YTDFYvAaIXSlv2bZQvXO8y88//wLz4fb8xfOV5dMR3MIOgxGA5oXzQ7q0dECwYOjmCHB4H0TFk5jY0M4PEG9x2jUtLQvFwaDYfTo0dnLjBgxohTSAICampqc6hZLv2N6hUCSZE7p0mG323OqOxyOEqmPHz+eZfs4bWj+JqxkL4pjx45NnDgR9Vlghgsej6euTktk1Eo2Qp4XNI+nFYgoSgShQ7VaQBAkikLzoQGnQDRnZSgQtBcuipJ6ZHXgVPI3Icch8y4NheKoop7KMvD7tYSpLwqxGIswZzXCC+c4QfOjp5LfhBjMkKCS34TYiwJTNjhO0Hy/VbIRHjlyGPUpYIYLLMtjf8IMrFy5UteXffv2lUJoz549dC6mTZuWuyJNXH311TnVn3027zzHA+HEiRM5pWmaLlHMq/vuuy+n9Nq12bKsFxGDgRnCrkwZ081nz1A/QMo2OCnLspALUSzVKJEkSTnVS/fln1Nas29BTgZy4WWLeUfTpOaBGfRGmJ1CrBFnZcKUjViMq7RMvQr9rQsdCHjcF1M2YDArbccOimVre9/a897e9/QG/YrV16dkqFeS0d++Zu2Vi69MKRYJR159+dXmw801tdU3rFk5bsI49bE4KxOmbJhM+qHdHRVF6fGnn1hy/bW7VBErBlJs56s7Z5w348n1Ty5ctmjbpq0p5fv7HohEWBiqmWX5QCDGsgJIOl/HYA82FIoHgzEAgCTJgUAM5qbnOCEQiCUSHAAgHucCgRjM7Z4XsELYbwmF4oFAqgrPi4FADCaT6FERAACRSCIQiMFB8GAwBpO/5/vojce5dJVEgg8EYjAKQUYVUZQCgRjM586yQiAQ0zYdn6YiQRXY1GqVnqbmAQCxGBcIxKCDQjgcDwRiGt43HCfkryLLMggEYuFwHAAgCGIgEIO5LtQtptw2JEkMbafeeVfNo2l6+rnTNz7/cl7FDh/88rNP/rnlxc0g0zBMf/M2kiTB9oJLjeCtLEmSsq1sACDDBWjwQFFMhjpXH5gvoigBIKtrg9vw9GVZVvbDbSgiipLyiSsIkraHLjztFJWeC+8tIMsyADpRlGCTyjIQRQm626sP1HDhPU3d57rSVTL9LrCw3NN6+V0+PG3lNGDr9TQvbGop5fTgcaIowRcVPD344EhvPQBAJJLQ62lty9YGhRHSNA0AIAgi+22dXkyW5See/qndkTkbTn+jozZb0pfCaGSUIDHqoClK/AuCIGpqkv4HDEMp22az3mzW576wNAhCp1SiUtFlVDGZ9CZTUsVuNymVKAXyHf5Vzrk/FaVlAABKMBWK6m0Eg4E2GOi8RNNPOy8Vi8WgeIA4HL2NkBd6Pa3X0wAAkuxVUXYCAMxmgzn5a2Ruapomle2Mt00h48+DojuqmTPOmvbma29GwhG/z79pw6aUv6Jay4sZhigBijQwtG/TZSuXAVl+/P7Hnnnyt9PPnY76dDDDF0nj1wkAg6E7qp6EULazbKi3TWbTzbeu7q9mHN4CUzai0YTBwGBXplRweAtM2SBJUvMKrUp2Zfrggw9Swh80NjaWIsJFNBrNmaOLYZjx48cXXRoA0NbWFo1Gs5epr69PyRJXFHieb2lpyVls6tSpRZcGAHR1dfn9/uxlHA5H6QKLFItKNkKO4xgmvwjZGIw2BEEkCELb1FEld0djMWQu3p2dgf6C8JcaWZZPnvQikQYA+HyRcDiBSh3hhcfjnOa1yugHZkoHw2ic0Soco5FBFWcFAJ3FomUOsygoaQWQYDYj6/gwDIXDW2AwQ5VK7o6ePHkS9SlghguJhHbP+kp+E65adZPb7VLv+cUvfpGeyL5wPvnkk4ceeih7mdGjR2/cuLHo0gCABx988NNPP81e5nvf+96iRYuKLt3Z2XnjjTfmLPbnP/9ZnceuWLzwwgs7d2Zb8Q8AuPrqq++4446iS6cTDsc1zxMO0m9CxYOpEA4d+s+//vUv9R6fz1dgnRnp7u7OGTijRMP0AIADBw7kVL/66qtLIR2PxwcSMaRED/rm5uac6pMnTy6FdDpGI6P5QTPYu6OFeNbjTL2YskFRlRveopD3IQ5vgSkb0Sg7VLMyxaKxH669LxJJBk6ORCI/XHtfLBpTCihvwtvXrN371p77/t8PHv7+Qwf/fTBZPhx54ZkX7r3t3p8//LPWltaUyiv3axcz6JAkSfP9htgITWbT9HOn/+2vH8F/fvSXj2acO8Nkzuw2lq9nPfQQTUeS5L5esxk8TdU+oJlcOQty6tWgojiPphyYF5Ika1Dp8WdNbTFNF57up5tDRX16mi9ccepNV0lvhJTfJd0NOuNtY7EYNLsyoR+YmT3n0g1PPz9nwVxZlj/8y/9+9+7b+iuZr2f9o48+4fP5TCZGp9NFoyxB6CiK8vn8JGmgacJk0nOcEI/zRiOj11PxOMfzotVqIEkiGmVlWbbbTZIkh8MJiiIsFgPPi7EYZzBQBgPDsjzLCmaznqbJzk4PQdB/+MMfFBWjkRFFOZHgKIrQ62meFzlOMJsNBw4cOO20aYkEb7EYKIqIRllJkh2OPiqCIEWjrF5PGY2KCkPTFAzmZbMZCUIXiSR0Op3NZpQk6d//PvjNb35r9erVUIVhKJomWZYXBMlgYEhSF49zkiSPGjXC5XKZzQ6C0KWocJyQSPAmE8Mw/aqEwwmaJs1mPceJ8ThnNNJ6PR0KRY4dO7Ft23aSJKCKyaQHQI7FOIIgjEZaFKVEgqdp8tNPPz333K/GYlxfFYNOR8BwG3a7Sa3S09S0wUAnEjzHCRaLnqLIWIwVRdluNwEgHzly9KKLZp9//vmKCsNQsBH0eoqiko1QV1d9/PjxurpGUZTyVDECoAuHEySps1qNoihFIizDUCYTw7K9Laa+bWRZo88AeiMcNWZUbX3tv/7xLwDk2vraTiXtKQAAC9hJREFUUWNG9VcyX8/6a65ZkF26r2917yoTxfWbIHSKNzfDUErWcrVvdUND3fz587ILqVF8xjOq0DSpbKtVLBaDUoPi+k0QxIwZZ86YcebA1dNVUtzY01VIklAK6/WUXk/1nL9lzpyvD1xUab2cKuqmNpkYkyk9+oHutNMmn3Za3iOfear0+vJTVOYWU982mscBB8XAzOw5s//6zl/++s5fZ8+5NK8Ds3vWYzBDgkFhhGedMz0YCAYDwbPOOSuvAwehZ73H7UF9CpihhlyJrF39vSz/LCkP3f3gpg0bO9o6yqY4SEDY5kMd9N+Epcbr8RqMhtzlisQjv3z0H3/7x8bnX65vGPGNq78xelxZU7r/7f2PTrScuGHNyk0bNh0++OXKb6468+y8vxgLp8xtDgBobWndtmlrR1vHupfXb9qwafq508/+6tllU//PgS9e3/56d1e33DNakdf8dqUZoXpeEW4YjIbLrri8bCdAUdTXLvnaBRdfcPDz/+zatlOv1y+8bmHjqJHlUf/z//z5rvvvPnzwcMDnv/XOW7f/fnsZjBB5mwMAtm58ddHyxc899TsAwMLrFj7z5G/LaYTbf7/92huWTj93uraVa5VmhErM/MKXnhYIx/HRSAwAsO/tfVOnnTZz1swyiIaCIZvD9u7ud87+6tljm8aV5wN1MLS51+Od3DNYSlFUPBYvpzrHctPOmqZ57WilGSHk4Z//WJZlJGtHZVn+v08/2/vWXqvNet2N102aOkkQhHtu/X55jLC2vvbEsRMnWk5cPn+Oz+tzVDnKIApB+9SbdNrkzz75DAAQDATf2P76GWeVKhtkRi77xmX79+6bs2AunEXLl8o0wud+87tYJDZq7Ogx48aMbRozetyYhpEN5ZF+4oEn7A7b8ptWTJo6Ce6hKKpsWfKuWnLVf6174WuXzKqpq9m2aducBXPKowsA8Hv9O7fuOHrkKABg0tRJS29YVlVT/NBS/bHymyt3bd1ptph/9tBPzzhr2rKVy8omDQDY/cZuAMDbb76t7MnrkVSx/oQsy7raXZ9++MlH739EEMTT//3b8ugePdI8aWqZ3GcGFet+8cz4ieMvnz8HALDv7XdPtJy444d3oj6poUFlvgkj4cg//v7px//7sSRJi5YvOv/CC0qtmMXlqpz9tJQPs3J+p7Ueb731zlv1BgMAYN5VVzx094Pl0a0AKtMIH7n3x4IgXHXt1XMXzC2bKPKhoBTKPE8wtmncO396Z86CuQCA/Xv3j2kaWzZpgHpupsCueGV2R8Oh8D/+/o9PPvxYkqRZsy88/8Lz+/PMKBbqZKZIrDH9VQznCeYvnF+eE/B5fTu27DjmPAoAmDhl0rJVy6prqssjDQB45N4f33X/3e5O994/7ll43cLtv99+/+MPlE29wK54Zb4JrTbr1+d9/Ywzz/jwrx+++Yc33trxx1J/E9rstlMnTpb58a8G+TxBdU31rXfeikQaIJqbUSiwK16ZRvjMk79tP9nuqHY0TWxafvOK8RObSq147Q1LX3ruJb/XD9JeSuW0isHWJS4bCOdmQMFd8crsjh45dGTc+HFlXjkFQTtnXf55gkEyIvX5Zwe2btz6tUtmLbpu0bZN28aNHztr9oVlUy+wK16ZRjhswfMEQ5HK7I7293gu3bN5kLwQhu08wR3fvH3dy+tRqRc4M1SZRjh3wVydTgf76PvefleW5WuWLSypotLob+34Y4p0SXVTQDhP4PV4d23bqfSEr71+aU1dTdnU7Q57JByxWC25i5YYDTNDldkdvee73//Zb38GXwiJeOLBux94asNvKl4aIJ0n+PVjv5p6xlTl6XPk0JF7f/yD8kgDAP7yznudHe5F1y0ymoqffzILRZkZqsw3YePIxnff3nf5Ny4HAOzfu79xZONwkAZI5wlcHa7b77sdPn3mXjnvr/v+Wk7117e9DgD42/sfKXvK8xVQlJmhynwTej3enVt3HjtyFAAwceqkpTeUr2uEUBotb+34I0GSytNHEsVSfwJUDJVphMONwTAsVP7BsMFDgYvmsBFiioPH7akbUYdKHW14iwIXzVXmNyFCDv/ny51bd3rcHsWHcDi8CgAA637xzKSpk+ZddUXjqLJ+BkPQhrcocNEcNsIis/2V7atuWfXMk8/8+vlf/8+u/ynzoDnCeQK0Ea7QhrcocNHcoIg7Wkn4un0Tp0wiSZIgyauvvfov7/ylnOobn3+5cWTjT3712E9+9VjjyEYlX0AZgBGu7n/8gQsuOn/Xtp0bnn7e1d5RNnV1eItdW3eWObwFDGgw5YypNXU1+/bsyzegAX4TFhkY26a+of7IwcMGo6EUGWqzgHaeAIIkwhXa8BbTz50x/dwZcPv61dfnezgemCkJh744tG3jVp7nr71h6Ve/9tWy6SKcJ1BHuFqw6EolwtUzL60rzwkMXbARVhQI5wkev/9xu8MGzU99PsNhXKrA4L/YCDHFAW2Eq4Of/+f17a973B5tZlAgD939IA7+O4hIeRfp9frRY0cvXbmszKOF5aequvq/1r2AagH31k3blq1cetY5Gs2gQAoM/ks++uijRT2f4Y7A85NPm3zrnd+de+U8nU7XOHpk04SmPW/tuejrF5dBvbWldcPTz7+2+bX5Cxds2rBJluWyzdo999TvmiY03fK9b3193tc9nV379uwrp1vtO3/68/IbV1A0mpeKKIotR1uaJjaRpJZkvXiKosi8v//9uQvmGk1Go8k498p5f//gb5fMme1qd5VHfevGVxdetwh2yRZet/CPO94sjy4AwNXhmnfVPOXCXR1lumTIpXO/vm/PPp7nyymqsPuN3W+/+fb3v3P37WvWwv/yOhx3R4vMiMaG/Xv3f/2KywAA+/fsb2hsKGcEboRz1rMvn612H5l9+eyySQMARo5u3LRh054/aoyBXSAFauGBmSLjcXt2bd3Z0twCAJgwZeLSG5bW1teWTX3Dbzec/dWzt7y4+Ymnf/rG9td1BHHzd24ujzTaBdwP3Hn/8puWn3n2WUi+CQsEG2FFEQ6Fd23defjgYVmW4Zx1qQOuDhIevPvBR558hNEzZdaFczDpDyA8RYEZduz54x5ZludeqTEvElqwEWIqgQLfRQXS1dlVN6JOcyo+bISVwGBw6h3OPHrfI4Wk4sNGWFGkx3rDMSbKQyGp+PAURUXx/v73lVhvc6+c9+DdDwwTI0S7bK3AVHzYCCsKtLHeEIJ22VqBqfhwd7SiGLax3n649r7Hn3qi/FMUkAJT8WEjxFQCyKcoZFl2u9wf/vXD/93/Qb7fhNgIMZXA558d2LRhkyAIyp5yfhOqU/E1TRw/fmJT46iRAz8cG2FFUf7UaIMEtMvWCkzFN/QW2mGysPnFVxoaGx75xaOP/OLREQ0jNr/4CuozKhM6gjj9K2egWjg69YyphSTDxEZYUbQeb5131TyT2WQym+ZddcXJ4ydRn1GZuOjSixC6MhUInqKoKBCmRkPL22/uBgCgcmUqEPxNWFEgTI2G0Qw2QgwGMbg7ihnaFMWjDy34TVhRFJg8HYMEPDpaUVAUxXPJEUKO40hKS/AvTJnBRlhRTJg84e0/7o5FY7FobPcbuydMnoj6jDC5wd3RisLv9e98dUfzkWYAwJTTpyxduSzfNF2Y8oONEINBDO6OYjCIwVMUFUIFjNQPW3B3FINBDO6OYjCIwd3RiqLAbJUYJGAjrCi2/357IdkqMUjAP1VFUWC2SgwS8K9VUVz2jcv27x2qvq3DFjw6WlHgKYqhCDZCDAYxuDuKwSAGj45WFLg7OhTB3dHKhOf4d3a/Q1HUFVdfgfpcMDnA3dHKhGboOQvm7N+zD/WJYHKDjbAykSTp4OcH9QY96hPB5AZ/E1YUyjehTqerra9dsfp6tOeDGQj4mxCDQQzujmIwiMFGiMEgBhshBoMYbIQYDGKwEWIwiMFGiMEgBhshBoMYbIQYDGKwEWIwiMFGiMEgBhshBoMYbIQYDGKwEWIwiMFGiMEgBhshBoMYbIQYDGKwEWIwiMFGiMEgBhshBoMYbIQYDGL+P+VTK5eYyZuvAAAAAElFTkSuQmCC", - "text/plain": [ - "Plot{Plots.GadflyPackage() n=1}" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "supportGraph(Plots._allTypes, supportedTypes)" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "Plot{Plots.GadflyPackage() n=1}" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "supportGraph(Plots._allStyles, supportedStyles)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "Plot{Plots.GadflyPackage() n=1}" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "supportGraph(Plots._allMarkers, supportedMarkers)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "collapsed": false - }, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "Plot{Plots.ImmersePackage() n=1}" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "using Plots\n", - "Plots.supportGraphAxes()" - ] - }, { "cell_type": "code", "execution_count": null, diff --git a/img/supported/Plots.supportGraphArgs.png b/img/supported/Plots.supportGraphArgs.png new file mode 100644 index 00000000..351f9fb1 Binary files /dev/null and b/img/supported/Plots.supportGraphArgs.png differ diff --git a/img/supported/Plots.supportGraphAxes.png b/img/supported/Plots.supportGraphAxes.png new file mode 100644 index 00000000..0b245b95 Binary files /dev/null and b/img/supported/Plots.supportGraphAxes.png differ diff --git a/img/supported/Plots.supportGraphMarkers.png b/img/supported/Plots.supportGraphMarkers.png new file mode 100644 index 00000000..6332c956 Binary files /dev/null and b/img/supported/Plots.supportGraphMarkers.png differ diff --git a/img/supported/Plots.supportGraphStyles.png b/img/supported/Plots.supportGraphStyles.png new file mode 100644 index 00000000..1439c060 Binary files /dev/null and b/img/supported/Plots.supportGraphStyles.png differ diff --git a/img/supported/Plots.supportGraphTypes.png b/img/supported/Plots.supportGraphTypes.png new file mode 100644 index 00000000..620f9281 Binary files /dev/null and b/img/supported/Plots.supportGraphTypes.png differ diff --git a/src/args.jl b/src/args.jl index 115bd3f3..1881ba83 100644 --- a/src/args.jl +++ b/src/args.jl @@ -106,9 +106,9 @@ _seriesDefaults[:reg] = false # regression line? _seriesDefaults[:group] = nothing _seriesDefaults[:ribbon] = nothing _seriesDefaults[:annotation] = nothing -_seriesDefaults[:args] = [] # additional args to pass to the backend -_seriesDefaults[:kwargs] = [] # additional keyword args to pass to the backend - # note: can be Vector{Dict} or Vector{Tuple} +# _seriesDefaults[:args] = [] # additional args to pass to the backend +# _seriesDefaults[:kwargs] = [] # additional keyword args to pass to the backend +# # note: can be Vector{Dict} or Vector{Tuple} const _plotDefaults = Dict{Symbol, Any}() diff --git a/src/backends/gadfly.jl b/src/backends/gadfly.jl index 295263d2..94142ac4 100644 --- a/src/backends/gadfly.jl +++ b/src/backends/gadfly.jl @@ -10,7 +10,7 @@ gadfly() = backend(:gadfly) # supportedArgs(::GadflyPackage) = setdiff(_allArgs, [:heatmap_c, :pos, :screen, :yrightlabel]) supportedArgs(::GadflyPackage) = [ :annotation, - :args, + # :args, # :axis, :background_color, :color, @@ -18,7 +18,7 @@ supportedArgs(::GadflyPackage) = [ # :foreground_color, :group, # :heatmap_c, - :kwargs, + # :kwargs, :label, :layout, :legend, diff --git a/src/backends/pyplot.jl b/src/backends/pyplot.jl index b0caacda..56ba7655 100644 --- a/src/backends/pyplot.jl +++ b/src/backends/pyplot.jl @@ -11,7 +11,7 @@ pyplot() = backend(:pyplot) # supportedArgs(::PyPlotPackage) = setdiff(_allArgs, [:reg, :heatmap_c, :fillto, :pos, :xlims, :ylims, :xticks, :yticks]) supportedArgs(::PyPlotPackage) = [ :annotation, - :args, + # :args, :axis, :background_color, :color, @@ -19,7 +19,7 @@ supportedArgs(::PyPlotPackage) = [ :foreground_color, :group, # :heatmap_c, - :kwargs, + # :kwargs, :label, :layout, :legend, diff --git a/src/backends/template.jl b/src/backends/template.jl index d0199b7d..5f9751d1 100644 --- a/src/backends/template.jl +++ b/src/backends/template.jl @@ -13,7 +13,7 @@ export [pkgname] # supportedArgs(::[PkgName]Package) = _allArgs supportedArgs(::[PkgName]Package) = [ :annotation, - :args, + # :args, :axis, :background_color, :color, @@ -21,7 +21,7 @@ supportedArgs(::[PkgName]Package) = [ :foreground_color, :group, # :heatmap_c, - :kwargs, + # :kwargs, :label, :layout, :legend, diff --git a/src/utils.jl b/src/utils.jl index aa77b76c..9a6b8e23 100644 --- a/src/utils.jl +++ b/src/utils.jl @@ -212,12 +212,12 @@ extendSeriesData(v::AVec, z::AVec) = (append!(v, z); v) # --------------------------------------------------------------- function supportGraph(allvals, func) - vals = reverse(allvals) + vals = reverse(sort(allvals)) x = ASCIIString[] y = ASCIIString[] - for b in backends() - supported = func(Plots.backendInstance(b)) - for val in vals + for val in vals + for b in sort(backends()) + supported = func(Plots.backendInstance(b)) if val in supported push!(x, string(b)) push!(y, string(val)) @@ -233,6 +233,13 @@ supportGraphStyles() = supportGraph(_allStyles, supportedStyles) supportGraphMarkers() = supportGraph(_allMarkers, supportedMarkers) supportGraphAxes() = supportGraph(_allAxes, supportedAxes) +function dumpSupportGraphs() + for func in (supportGraphArgs, supportGraphTypes, supportGraphStyles, supportGraphMarkers, supportGraphAxes) + plt = func() + png(IMG_DIR * "/supported/$(string(func))") + end +end + # ---------------------------------------------------------------