diff --git a/ryan_savill/Custom_Colormaps/.ipynb_checkpoints/Colormaps in Napari, Matplotlib and Seaborn-checkpoint.ipynb b/ryan_savill/Custom_Colormaps/.ipynb_checkpoints/Colormaps in Napari, Matplotlib and Seaborn-checkpoint.ipynb
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+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "245e9be5",
+   "metadata": {},
+   "source": [
+    "# Colormaps in Napari, Matplotlib and Seaborn\n",
+    "Colo(u)rmaps are essential for every image analysis and data analyst as visual inspection is a powerful tool that can't be overlooked. In images colormaps are usually continuous, meaning they are a gradient between two or more colors since pixel values (usually) describe continuous measurements. In data science colormaps can be continuous for some cases (when looking at continuous measurements) but often colormaps are used to differentiate groups or clusters and in this case the colors ideally are not continuous and should be easily differentiated from eachother in order to get a clear view of the groupings.\n",
+    "\n",
+    "What makes me write a blog post about colormaps is that it is nice to have one colormap for all visualisations and it's not allways straight forward to combine the format of colormaps between different libraries. The easiest way to do this is to generate your own colormap, save it and convert it to whatever format is requested by the libraries.\n",
+    "One thing that makes our life easier though is that all libraries usually (at some point or another) accept tupules or arrays with red, green and blue (RGB) values.\n",
+    "\n",
+    "## Making your own Colormap\n",
+    "A helpful tool I have found is [I want Hue](https://medialab.github.io/iwanthue/), which I find really useful. It let's you choose a range of input colors and then generates a subset of colors, that (usually) are well differentiated from eachother. To make our lives even easier it also generates a list of these colors in [hexadecimal format](https://en.wikipedia.org/wiki/Hexadecimal) or as RGB arrays. I'm using the hexadecimal format as other colormap generating libraries do this too (like the [seaborn palette module](https://seaborn.pydata.org/generated/seaborn.color_palette.html)). Let's convert this hexadecimal code into arrays as a start:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "b69912f0",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[[0.8431372549019608, 0.4823529411764706, 0.27450980392156865],\n",
+       " [0.6745098039215687, 0.43529411764705883, 0.8784313725490196],\n",
+       " [0.5529411764705883, 0.8784313725490196, 0.44313725490196076],\n",
+       " [0.8431372549019608, 0.4549019607843137, 0.7333333333333333],\n",
+       " [0.47058823529411764, 0.6392156862745098, 0.21176470588235294],\n",
+       " [0.43137254901960786, 0.5764705882352941, 0.8745098039215686],\n",
+       " [0.8156862745098039, 0.7294117647058823, 0.3176470588235294],\n",
+       " [0.8901960784313725, 0.34901960784313724, 0.44313725490196076],\n",
+       " [0.3411764705882353, 0.8745098039215686, 0.7686274509803922],\n",
+       " [0.4196078431372549, 0.6901960784313725, 0.45098039215686275]]"
+      ]
+     },
+     "execution_count": 1,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# our colors copied directly from I want Hue\n",
+    "colors_hex = [\"#d77b46\",\n",
+    "\"#ac6fe0\",\n",
+    "\"#8de071\",\n",
+    "\"#d774bb\",\n",
+    "\"#78a336\",\n",
+    "\"#6e93df\",\n",
+    "\"#d0ba51\",\n",
+    "\"#e35971\",\n",
+    "\"#57dfc4\",\n",
+    "\"#6bb073\"]\n",
+    "\n",
+    "# variable in which our color arrays will be saved\n",
+    "colors_array = []\n",
+    "\n",
+    "# iterating over all colors\n",
+    "for color in colors_hex:\n",
+    "    \n",
+    "    # generating a temporary array for one color\n",
+    "    temp_color_array = []\n",
+    "    \n",
+    "    # iterating over the hexadecimal code:\n",
+    "    # two numbers in the code represent one\n",
+    "    # red, green or blue value\n",
+    "    for i in (1, 3, 5):\n",
+    "        # decoding the hexadecimal code into an integer\n",
+    "        value = int(color[i:i+2],16)\n",
+    "        \n",
+    "        # before adding it to our temporary array \n",
+    "        # we'll normalise it between 0 and 1\n",
+    "        # since this is necessary for some \n",
+    "        # colormaps\n",
+    "        temp_color_array.append(value/255)\n",
+    "    \n",
+    "    # adding the color value to our overall list\n",
+    "    colors_array.append(temp_color_array)\n",
+    "    \n",
+    "    \n",
+    "# now let's look at our output\n",
+    "colors_array"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c320e44d",
+   "metadata": {},
+   "source": [
+    "Cool, now we have the colors in a format in which we can hand it to other libraries. If you are into a more pythonic style of generating lists you can actually shorten this code into a one liner (which is much more difficult to read but much easier to write):"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "d4afa50e",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[[0.8431372549019608, 0.4823529411764706, 0.27450980392156865],\n",
+       " [0.6745098039215687, 0.43529411764705883, 0.8784313725490196],\n",
+       " [0.5529411764705883, 0.8784313725490196, 0.44313725490196076],\n",
+       " [0.8431372549019608, 0.4549019607843137, 0.7333333333333333],\n",
+       " [0.47058823529411764, 0.6392156862745098, 0.21176470588235294],\n",
+       " [0.43137254901960786, 0.5764705882352941, 0.8745098039215686],\n",
+       " [0.8156862745098039, 0.7294117647058823, 0.3176470588235294],\n",
+       " [0.8901960784313725, 0.34901960784313724, 0.44313725490196076],\n",
+       " [0.3411764705882353, 0.8745098039215686, 0.7686274509803922],\n",
+       " [0.4196078431372549, 0.6901960784313725, 0.45098039215686275]]"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "colors_array = [list(int(color[i:i+2], 16)/255 \n",
+    "                for i in (1, 3, 5)) \n",
+    "                for color in colors_hex]\n",
+    "colors_array"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "80d91639",
+   "metadata": {},
+   "source": [
+    "## Using your Custom Colormap in Matplotlib and Seaborn\n",
+    "If you have labelled data that you want to mark with your custom colormap in [matplotlib](https://matplotlib.org/) or [seaborn](https://seaborn.pydata.org/), what you need to provide is a dictionary. All you need to do is have the label values as keys and colors as entries. For me the labels are usually just integers, which makes the whole process very simple:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "597aa5a6",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{0: [0.8431372549019608, 0.4823529411764706, 0.27450980392156865],\n",
+       " 1: [0.6745098039215687, 0.43529411764705883, 0.8784313725490196],\n",
+       " 2: [0.5529411764705883, 0.8784313725490196, 0.44313725490196076],\n",
+       " 3: [0.8431372549019608, 0.4549019607843137, 0.7333333333333333],\n",
+       " 4: [0.47058823529411764, 0.6392156862745098, 0.21176470588235294],\n",
+       " 5: [0.43137254901960786, 0.5764705882352941, 0.8745098039215686],\n",
+       " 6: [0.8156862745098039, 0.7294117647058823, 0.3176470588235294],\n",
+       " 7: [0.8901960784313725, 0.34901960784313724, 0.44313725490196076],\n",
+       " 8: [0.3411764705882353, 0.8745098039215686, 0.7686274509803922],\n",
+       " 9: [0.4196078431372549, 0.6901960784313725, 0.45098039215686275]}"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "color_dictionary = {}\n",
+    "\n",
+    "for index, color in enumerate(colors_array):\n",
+    "    color_dictionary[index] = color\n",
+    "\n",
+    "color_dictionary"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "05d45b5e",
+   "metadata": {},
+   "source": [
+    "Let's load some data and see if this worked:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "5b11cf10",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.collections.PathCollection at 0x1f5fb96c1f0>"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import matplotlib.pyplot as plt\n",
+    "import seaborn as sns\n",
+    "import pandas as pd\n",
+    "\n",
+    "# loading the example dataset\n",
+    "example_regionproperties = pd.read_csv('example regionproperties.csv')\n",
+    "\n",
+    "# extracting two features to plot\n",
+    "datax = example_regionproperties['area'].to_numpy()\n",
+    "datay = example_regionproperties['max_intensity'].to_numpy()\n",
+    "\n",
+    "# getting the labels for each datapoint\n",
+    "prediction = example_regionproperties['prediction'].to_numpy()\n",
+    "\n",
+    "# making the figure a bit bigger\n",
+    "plt.figure(figsize=(8, 8))\n",
+    "\n",
+    "# making a scatter plot and coloring \n",
+    "# with our generated colormap\n",
+    "plt.scatter(datax, datay,\n",
+    "            c = [color_dictionary[int(label)] \n",
+    "                 for label in prediction],\n",
+    "            s = 5)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "23552933",
+   "metadata": {},
+   "source": [
+    "And that's it! for matplotlib we're done. Now let's take a quick look at seaborn and it's beautiful pairplot:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "ca0cc274",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<seaborn.axisgrid.PairGrid at 0x1f58006d190>"
+      ]
+     },
+     "execution_count": 18,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 598.125x540 with 12 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "sns.pairplot(data = example_regionproperties,\n",
+    "             hue = 'prediction', \n",
+    "             palette= color_dictionary)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "46d5c89d",
+   "metadata": {},
+   "source": [
+    "The library form of our colormap makes it really easy to integrate into seaborn and matplotlib as you have seen. Now let's move onto the next part of the puzzle: [Napari](https://napari.org/)\n",
+    "\n",
+    "## Using your Custom Colormap in Napari\n",
+    "When using your own colormap it's probably because you want to show clusters in your images in the same color as on your plots. This is not as trivial as it was for matplotlib and seaborn. The easiest way I have found to achieve this is to not use the labels layer but the image layer of napari. If you provide a colormap matching you label layer datatype it works. Since cluster labels are just integers usually smaller than 100 the first step is to convert your cluster label image to uint8:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "id": "8dfd9e10",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import tribolium_clustering as tc\n",
+    "import pyclesperanto_prototype as cle\n",
+    "from skimage import io\n",
+    "\n",
+    "label_image = io.imread('workflow t10.tif')\n",
+    "cluster_image = tc.generate_parametric_cluster_image(label_image, cle.push(label_image), prediction)\n",
+    "cluster_image = cluster_image.astype('uint8')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "af3b3375",
+   "metadata": {},
+   "source": [
+    "Now that the cluster image is converted to uint8 we need to make a colormap that matches this type. What that means is that our colormap has to contain 256 colors. Furthermore, napari wants the colors as RGBA values. The 'a' stands for alpha and determines how transparent the colors are. Another important aspect is that the first color should be invisible because in the cluster image all pixels with value 0 are background and should not be displayed. One last requirement for napari is that we hand the colormap as a vispy object. This conversion fortunately is quite easy.\n",
+    "Whew, so that's quite a few changes we have to make to our colormap:\n",
+    "- We have to add an alpha to all our colors before adding them back to the colormap\n",
+    "- We can make the colormap large enough by adding black for all the unused color values up to 256\n",
+    "- We can also insert a first color which is transparent to take care of the background\n",
+    "- Convert to vispy colormap in order to hand it to napari"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "id": "f4e11c02",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "256\n"
+     ]
+    }
+   ],
+   "source": [
+    "# first we will convert our colors array to RGBA\n",
+    "# by adding a 1 for alpha (not transparency)\n",
+    "colors_rgba = [color + [1] for color in colors_array]\n",
+    "\n",
+    "# now we can add a transparent background color\n",
+    "# to the front of the list\n",
+    "colors_with_background = [[0,0,0,0]] + colors_rgba\n",
+    "\n",
+    "# we will fill up the rest of the colors needed with\n",
+    "# empty colors since our labels max out at 6\n",
+    "empty_colors = [[0,0,0,0] for i in range(256-len(colors_with_background))]\n",
+    "\n",
+    "# combining our colormaps for napari\n",
+    "napari_colormap = colors_with_background + empty_colors\n",
+    "\n",
+    "print('number of colors is: {}'.format(len(napari_colormap)))\n",
+    "\n",
+    "from vispy.color import Colormap\n",
+    "# this conversion is needed to be able to hand the colormap to napari\n",
+    "# disabling the interpolation assures that each cluster label\n",
+    "# is colored correctly\n",
+    "vispy_colormap = Colormap(napari_colormap, interpolation = 'zero') "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7961236f",
+   "metadata": {},
+   "source": [
+    "With our colormap generated, matching our datatype and converted into a vispy colormap we can finally use it:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 28,
+   "id": "06be4de7",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "C:\\Users\\ryans\\Anaconda3\\envs\\mstr_v1\\lib\\site-packages\\napari\\layers\\base\\base.py:655: UserWarning: Non-orthogonal slicing is being requested, but is not fully supported. Data is displayed without applying an out-of-slice rotation or shear component.\n",
+      "  warnings.warn(\n",
+      "WARNING: QWindowsWindow::setGeometry: Unable to set geometry 1920x1138+0+34 on QWidgetWindow/'_QtMainWindowClassWindow'. Resulting geometry:  1920x986+0+34 (frame: 11, 45, 11, 11, custom margin: 0, 0, 0, 0, minimum size: 602x569, maximum size: 16777215x16777215).\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
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\"></img>"
+      ],
+      "text/plain": [
+       "<napari.utils.notebook_display.NotebookScreenshot at 0x1f5895145e0>"
+      ]
+     },
+     "execution_count": 28,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "import napari\n",
+    "viewer = napari.Viewer(ndisplay=3)\n",
+    "viewer.add_image(cluster_image, colormap= vispy_colormap, rotate=(-30,180,85))\n",
+    "\n",
+    "# taking a screenshot\n",
+    "napari.utils.nbscreenshot(viewer,canvas_only=True)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "4d8c9e79",
+   "metadata": {},
+   "source": [
+    "I hope this could help you optimes your data and image analysis workflow or save you from time spent searching for answers on forum!\n",
+    "\n",
+    "## [Home](https://biapol.github.io/blog/ryan_savill/)\n",
+    "\n",
+    "[Imprint](https://biapol.github.io/blog/imprint)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "94f40deb",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.8.8"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/ryan_savill/Custom_Colormaps/Colormaps in Napari, Matplotlib and Seaborn.ipynb b/ryan_savill/Custom_Colormaps/Colormaps in Napari, Matplotlib and Seaborn.ipynb
new file mode 100644
index 00000000..2354620f
--- /dev/null
+++ b/ryan_savill/Custom_Colormaps/Colormaps in Napari, Matplotlib and Seaborn.ipynb	
@@ -0,0 +1,446 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "id": "245e9be5",
+   "metadata": {},
+   "source": [
+    "# Colormaps in Napari, Matplotlib and Seaborn\n",
+    "Colo(u)rmaps are essential for every image analysis and data analyst as visual inspection is a powerful tool that can't be overlooked. In images colormaps are usually continuous, meaning they are a gradient between two or more colors since pixel values (usually) describe continuous measurements. In data science colormaps can be continuous for some cases (when looking at continuous measurements) but often colormaps are used to differentiate groups or clusters and in this case the colors ideally are not continuous and should be easily differentiated from eachother in order to get a clear view of the groupings.\n",
+    "\n",
+    "What makes me write a blog post about colormaps is that it is nice to have one colormap for all visualisations and it's not allways straight forward to combine the format of colormaps between different libraries. The easiest way to do this is to generate your own colormap, save it and convert it to whatever format is requested by the libraries.\n",
+    "One thing that makes our life easier though is that all libraries usually (at some point or another) accept tupules or arrays with red, green and blue (RGB) values.\n",
+    "\n",
+    "## Making your own Colormap\n",
+    "A helpful tool I have found is [I want Hue](https://medialab.github.io/iwanthue/), which I find really useful. It let's you choose a range of input colors and then generates a subset of colors, that (usually) are well differentiated from eachother. To make our lives even easier it also generates a list of these colors in [hexadecimal format](https://en.wikipedia.org/wiki/Hexadecimal) or as RGB arrays. I'm using the hexadecimal format as other colormap generating libraries do this too (like the [seaborn palette module](https://seaborn.pydata.org/generated/seaborn.color_palette.html)). Let's convert this hexadecimal code into arrays as a start:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "id": "b69912f0",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[[0.8431372549019608, 0.4823529411764706, 0.27450980392156865],\n",
+       " [0.6745098039215687, 0.43529411764705883, 0.8784313725490196],\n",
+       " [0.5529411764705883, 0.8784313725490196, 0.44313725490196076],\n",
+       " [0.8431372549019608, 0.4549019607843137, 0.7333333333333333],\n",
+       " [0.47058823529411764, 0.6392156862745098, 0.21176470588235294],\n",
+       " [0.43137254901960786, 0.5764705882352941, 0.8745098039215686],\n",
+       " [0.8156862745098039, 0.7294117647058823, 0.3176470588235294],\n",
+       " [0.8901960784313725, 0.34901960784313724, 0.44313725490196076],\n",
+       " [0.3411764705882353, 0.8745098039215686, 0.7686274509803922],\n",
+       " [0.4196078431372549, 0.6901960784313725, 0.45098039215686275]]"
+      ]
+     },
+     "execution_count": 1,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "# our colors copied directly from I want Hue\n",
+    "colors_hex = [\"#d77b46\",\n",
+    "\"#ac6fe0\",\n",
+    "\"#8de071\",\n",
+    "\"#d774bb\",\n",
+    "\"#78a336\",\n",
+    "\"#6e93df\",\n",
+    "\"#d0ba51\",\n",
+    "\"#e35971\",\n",
+    "\"#57dfc4\",\n",
+    "\"#6bb073\"]\n",
+    "\n",
+    "# variable in which our color arrays will be saved\n",
+    "colors_array = []\n",
+    "\n",
+    "# iterating over all colors\n",
+    "for color in colors_hex:\n",
+    "    \n",
+    "    # generating a temporary array for one color\n",
+    "    temp_color_array = []\n",
+    "    \n",
+    "    # iterating over the hexadecimal code:\n",
+    "    # two numbers in the code represent one\n",
+    "    # red, green or blue value\n",
+    "    for i in (1, 3, 5):\n",
+    "        # decoding the hexadecimal code into an integer\n",
+    "        value = int(color[i:i+2],16)\n",
+    "        \n",
+    "        # before adding it to our temporary array \n",
+    "        # we'll normalise it between 0 and 1\n",
+    "        # since this is necessary for some \n",
+    "        # colormaps\n",
+    "        temp_color_array.append(value/255)\n",
+    "    \n",
+    "    # adding the color value to our overall list\n",
+    "    colors_array.append(temp_color_array)\n",
+    "    \n",
+    "    \n",
+    "# now let's look at our output\n",
+    "colors_array"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "c320e44d",
+   "metadata": {},
+   "source": [
+    "Cool, now we have the colors in a format in which we can hand it to other libraries. If you are into a more pythonic style of generating lists you can actually shorten this code into a one liner (which is much more difficult to read but much easier to write):"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "id": "d4afa50e",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "[[0.8431372549019608, 0.4823529411764706, 0.27450980392156865],\n",
+       " [0.6745098039215687, 0.43529411764705883, 0.8784313725490196],\n",
+       " [0.5529411764705883, 0.8784313725490196, 0.44313725490196076],\n",
+       " [0.8431372549019608, 0.4549019607843137, 0.7333333333333333],\n",
+       " [0.47058823529411764, 0.6392156862745098, 0.21176470588235294],\n",
+       " [0.43137254901960786, 0.5764705882352941, 0.8745098039215686],\n",
+       " [0.8156862745098039, 0.7294117647058823, 0.3176470588235294],\n",
+       " [0.8901960784313725, 0.34901960784313724, 0.44313725490196076],\n",
+       " [0.3411764705882353, 0.8745098039215686, 0.7686274509803922],\n",
+       " [0.4196078431372549, 0.6901960784313725, 0.45098039215686275]]"
+      ]
+     },
+     "execution_count": 2,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "colors_array = [list(int(color[i:i+2], 16)/255 \n",
+    "                for i in (1, 3, 5)) \n",
+    "                for color in colors_hex]\n",
+    "colors_array"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "80d91639",
+   "metadata": {},
+   "source": [
+    "## Using your Custom Colormap in Matplotlib and Seaborn\n",
+    "If you have labelled data that you want to mark with your custom colormap in [matplotlib](https://matplotlib.org/) or [seaborn](https://seaborn.pydata.org/), what you need to provide is a dictionary. All you need to do is have the label values as keys and colors as entries. For me the labels are usually just integers, which makes the whole process very simple:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "id": "597aa5a6",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "{0: [0.8431372549019608, 0.4823529411764706, 0.27450980392156865],\n",
+       " 1: [0.6745098039215687, 0.43529411764705883, 0.8784313725490196],\n",
+       " 2: [0.5529411764705883, 0.8784313725490196, 0.44313725490196076],\n",
+       " 3: [0.8431372549019608, 0.4549019607843137, 0.7333333333333333],\n",
+       " 4: [0.47058823529411764, 0.6392156862745098, 0.21176470588235294],\n",
+       " 5: [0.43137254901960786, 0.5764705882352941, 0.8745098039215686],\n",
+       " 6: [0.8156862745098039, 0.7294117647058823, 0.3176470588235294],\n",
+       " 7: [0.8901960784313725, 0.34901960784313724, 0.44313725490196076],\n",
+       " 8: [0.3411764705882353, 0.8745098039215686, 0.7686274509803922],\n",
+       " 9: [0.4196078431372549, 0.6901960784313725, 0.45098039215686275]}"
+      ]
+     },
+     "execution_count": 3,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "color_dictionary = {}\n",
+    "\n",
+    "for index, color in enumerate(colors_array):\n",
+    "    color_dictionary[index] = color\n",
+    "\n",
+    "color_dictionary"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "05d45b5e",
+   "metadata": {},
+   "source": [
+    "Let's load some data and see if this worked:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "id": "5b11cf10",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<matplotlib.collections.PathCollection at 0x1f5fb96c1f0>"
+      ]
+     },
+     "execution_count": 10,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 576x576 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "import matplotlib.pyplot as plt\n",
+    "import seaborn as sns\n",
+    "import pandas as pd\n",
+    "\n",
+    "# loading the example dataset\n",
+    "example_regionproperties = pd.read_csv('example regionproperties.csv')\n",
+    "\n",
+    "# extracting two features to plot\n",
+    "datax = example_regionproperties['area'].to_numpy()\n",
+    "datay = example_regionproperties['max_intensity'].to_numpy()\n",
+    "\n",
+    "# getting the labels for each datapoint\n",
+    "prediction = example_regionproperties['prediction'].to_numpy()\n",
+    "\n",
+    "# making the figure a bit bigger\n",
+    "plt.figure(figsize=(8, 8))\n",
+    "\n",
+    "# making a scatter plot and coloring \n",
+    "# with our generated colormap\n",
+    "plt.scatter(datax, datay,\n",
+    "            c = [color_dictionary[int(label)] \n",
+    "                 for label in prediction],\n",
+    "            s = 5)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "23552933",
+   "metadata": {},
+   "source": [
+    "And that's it! for matplotlib we're done. Now let's take a quick look at seaborn and it's beautiful pairplot:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "id": "ca0cc274",
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "text/plain": [
+       "<seaborn.axisgrid.PairGrid at 0x1f58006d190>"
+      ]
+     },
+     "execution_count": 18,
+     "metadata": {},
+     "output_type": "execute_result"
+    },
+    {
+     "data": {
+      "image/png": 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\n",
+      "text/plain": [
+       "<Figure size 598.125x540 with 12 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "sns.pairplot(data = example_regionproperties,\n",
+    "             hue = 'prediction', \n",
+    "             palette= color_dictionary)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "46d5c89d",
+   "metadata": {},
+   "source": [
+    "The library form of our colormap makes it really easy to integrate into seaborn and matplotlib as you have seen. Now let's move onto the next part of the puzzle: [Napari](https://napari.org/)\n",
+    "\n",
+    "## Using your Custom Colormap in Napari\n",
+    "When using your own colormap it's probably because you want to show clusters in your images in the same color as on your plots. This is not as trivial as it was for matplotlib and seaborn. The easiest way I have found to achieve this is to not use the labels layer but the image layer of napari. If you provide a colormap matching you label layer datatype it works. Since cluster labels are just integers usually smaller than 100 the first step is to convert your cluster label image to uint8:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "id": "8dfd9e10",
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import tribolium_clustering as tc\n",
+    "import pyclesperanto_prototype as cle\n",
+    "from skimage import io\n",
+    "\n",
+    "label_image = io.imread('workflow t10.tif')\n",
+    "cluster_image = tc.generate_parametric_cluster_image(label_image, cle.push(label_image), prediction)\n",
+    "cluster_image = cluster_image.astype('uint8')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "af3b3375",
+   "metadata": {},
+   "source": [
+    "Now that the cluster image is converted to uint8 we need to make a colormap that matches this type. What that means is that our colormap has to contain 256 colors. Furthermore, napari wants the colors as RGBA values. The 'a' stands for alpha and determines how transparent the colors are. Another important aspect is that the first color should be invisible because in the cluster image all pixels with value 0 are background and should not be displayed. One last requirement for napari is that we hand the colormap as a vispy object. This conversion fortunately is quite easy.\n",
+    "Whew, so that's quite a few changes we have to make to our colormap:\n",
+    "- We have to add an alpha to all our colors before adding them back to the colormap\n",
+    "- We can make the colormap large enough by adding black for all the unused color values up to 256\n",
+    "- We can also insert a first color which is transparent to take care of the background\n",
+    "- Convert to vispy colormap in order to hand it to napari"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "id": "f4e11c02",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "256\n"
+     ]
+    }
+   ],
+   "source": [
+    "# first we will convert our colors array to RGBA\n",
+    "# by adding a 1 for alpha (not transparency)\n",
+    "colors_rgba = [color + [1] for color in colors_array]\n",
+    "\n",
+    "# now we can add a transparent background color\n",
+    "# to the front of the list\n",
+    "colors_with_background = [[0,0,0,0]] + colors_rgba\n",
+    "\n",
+    "# we will fill up the rest of the colors needed with\n",
+    "# empty colors since our labels max out at 6\n",
+    "empty_colors = [[0,0,0,0] for i in range(256-len(colors_with_background))]\n",
+    "\n",
+    "# combining our colormaps for napari\n",
+    "napari_colormap = colors_with_background + empty_colors\n",
+    "\n",
+    "print('number of colors is: {}'.format(len(napari_colormap)))\n",
+    "\n",
+    "from vispy.color import Colormap\n",
+    "# this conversion is needed to be able to hand the colormap to napari\n",
+    "# disabling the interpolation assures that each cluster label\n",
+    "# is colored correctly\n",
+    "vispy_colormap = Colormap(napari_colormap, interpolation = 'zero') "
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "7961236f",
+   "metadata": {},
+   "source": [
+    "With our colormap generated, matching our datatype and converted into a vispy colormap we can finally use it:"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 28,
+   "id": "06be4de7",
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "C:\\Users\\ryans\\Anaconda3\\envs\\mstr_v1\\lib\\site-packages\\napari\\layers\\base\\base.py:655: UserWarning: Non-orthogonal slicing is being requested, but is not fully supported. Data is displayed without applying an out-of-slice rotation or shear component.\n",
+      "  warnings.warn(\n",
+      "WARNING: QWindowsWindow::setGeometry: Unable to set geometry 1920x1138+0+34 on QWidgetWindow/'_QtMainWindowClassWindow'. Resulting geometry:  1920x986+0+34 (frame: 11, 45, 11, 11, custom margin: 0, 0, 0, 0, minimum size: 602x569, maximum size: 16777215x16777215).\n"
+     ]
+    },
+    {
+     "data": {
+      "image/png": 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\n",
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\"></img>"
+      ],
+      "text/plain": [
+       "<napari.utils.notebook_display.NotebookScreenshot at 0x1f5895145e0>"
+      ]
+     },
+     "execution_count": 28,
+     "metadata": {},
+     "output_type": "execute_result"
+    }
+   ],
+   "source": [
+    "import napari\n",
+    "viewer = napari.Viewer(ndisplay=3)\n",
+    "viewer.add_image(cluster_image, colormap= vispy_colormap, rotate=(-30,180,85))\n",
+    "\n",
+    "# taking a screenshot\n",
+    "napari.utils.nbscreenshot(viewer,canvas_only=True)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "id": "4d8c9e79",
+   "metadata": {},
+   "source": [
+    "I hope this could help you optimes your data and image analysis workflow or save you from time spent searching for answers on forum!\n",
+    "\n",
+    "## [Home](https://biapol.github.io/blog/ryan_savill/)\n",
+    "\n",
+    "[Imprint](https://biapol.github.io/blog/imprint)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "id": "94f40deb",
+   "metadata": {},
+   "outputs": [],
+   "source": []
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "Python 3",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.8.8"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/ryan_savill/Custom_Colormaps/Colormaps in Napari, Matplotlib and Seaborn.md b/ryan_savill/Custom_Colormaps/Colormaps in Napari, Matplotlib and Seaborn.md
new file mode 100644
index 00000000..2d06f1c9
--- /dev/null
+++ b/ryan_savill/Custom_Colormaps/Colormaps in Napari, Matplotlib and Seaborn.md	
@@ -0,0 +1,243 @@
+# Colormaps in Napari, Matplotlib and Seaborn
+Colo(u)rmaps are essential for every image analysis and data analyst as visual inspection is a powerful tool that can't be overlooked. In images colormaps are usually continuous, meaning they are a gradient between two or more colors since pixel values (usually) describe continuous measurements. In data science colormaps can be continuous for some cases (when looking at continuous measurements) but often colormaps are used to differentiate groups or clusters and in this case the colors ideally are not continuous and should be easily differentiated from each other in order to get a clear view of the groupings.
+
+What makes me write a blog post about colormaps is that it is nice to have one colormap for all visualisations and it's not always straight forward to combine the format of colormaps between different libraries. The easiest way to do this is to generate your own colormap, save it and convert it to whatever format is requested by the libraries.
+One thing that makes our life easier though is that all libraries usually (at some point or another) accept tuples or arrays with red, green and blue (RGB) values.
+
+## Making your own Colormap
+A helpful tool I have found is [I want Hue](https://medialab.github.io/iwanthue/), which I find really useful. It let's you choose a range of input colors and then generates a subset of colors, that (usually) are well differentiated from each other. To make our lives even easier it also generates a list of these colors in [hexadecimal format](https://en.wikipedia.org/wiki/Hexadecimal) or as RGB arrays. I'm using the hexadecimal format as other colormap generating libraries do this too (like the [seaborn palette module](https://seaborn.pydata.org/generated/seaborn.color_palette.html)). Let's convert this hexadecimal code into arrays as a start:
+
+
+```python
+# our colors copied directly from I want Hue
+colors_hex = ["#d77b46",
+"#ac6fe0",
+"#8de071",
+"#d774bb",
+"#78a336",
+"#6e93df",
+"#d0ba51",
+"#e35971",
+"#57dfc4",
+"#6bb073"]
+
+# variable in which our color arrays will be saved
+colors_array = []
+
+# iterating over all colors
+for color in colors_hex:
+    
+    # generating a temporary array for one color
+    temp_color_array = []
+    
+    # iterating over the hexadecimal code:
+    # two numbers in the code represent one
+    # red, green or blue value
+    for i in (1, 3, 5):
+        # decoding the hexadecimal code into an integer
+        value = int(color[i:i+2],16)
+        
+        # before adding it to our temporary array 
+        # we'll normalise it between 0 and 1
+        # since this is necessary for some 
+        # colormaps
+        temp_color_array.append(value/255)
+    
+    # adding the color value to our overall list
+    colors_array.append(temp_color_array)
+    
+    
+# now let's look at our output
+colors_array
+```
+
+    [[0.8431372549019608, 0.4823529411764706, 0.27450980392156865],
+     [0.6745098039215687, 0.43529411764705883, 0.8784313725490196],
+     [0.5529411764705883, 0.8784313725490196, 0.44313725490196076],
+     [0.8431372549019608, 0.4549019607843137, 0.7333333333333333],
+     [0.47058823529411764, 0.6392156862745098, 0.21176470588235294],
+     [0.43137254901960786, 0.5764705882352941, 0.8745098039215686],
+     [0.8156862745098039, 0.7294117647058823, 0.3176470588235294],
+     [0.8901960784313725, 0.34901960784313724, 0.44313725490196076],
+     [0.3411764705882353, 0.8745098039215686, 0.7686274509803922],
+     [0.4196078431372549, 0.6901960784313725, 0.45098039215686275]]
+
+
+
+Cool, now we have the colors in a format in which we can hand it to other libraries. If you are into a more pythonic style of generating lists you can actually shorten this code into a one liner (which is much more difficult to read but much easier to write):
+
+
+```python
+colors_array = [list(int(color[i:i+2], 16)/255 
+                for i in (1, 3, 5)) 
+                for color in colors_hex]
+colors_array
+```
+
+
+
+
+    [[0.8431372549019608, 0.4823529411764706, 0.27450980392156865],
+     [0.6745098039215687, 0.43529411764705883, 0.8784313725490196],
+     [0.5529411764705883, 0.8784313725490196, 0.44313725490196076],
+     [0.8431372549019608, 0.4549019607843137, 0.7333333333333333],
+     [0.47058823529411764, 0.6392156862745098, 0.21176470588235294],
+     [0.43137254901960786, 0.5764705882352941, 0.8745098039215686],
+     [0.8156862745098039, 0.7294117647058823, 0.3176470588235294],
+     [0.8901960784313725, 0.34901960784313724, 0.44313725490196076],
+     [0.3411764705882353, 0.8745098039215686, 0.7686274509803922],
+     [0.4196078431372549, 0.6901960784313725, 0.45098039215686275]]
+
+
+
+## Using your Custom Colormap in Matplotlib and Seaborn
+If you have labelled data that you want to mark with your custom colormap in [matplotlib](https://matplotlib.org/) or [seaborn](https://seaborn.pydata.org/), what you need to provide is a dictionary. All you need to do is have the label values as keys and colors as entries. For me the labels are usually just integers, which makes the whole process very simple:
+
+
+```python
+color_dictionary = {}
+
+for index, color in enumerate(colors_array):
+    color_dictionary[index] = color
+
+color_dictionary
+```
+
+
+
+
+    {0: [0.8431372549019608, 0.4823529411764706, 0.27450980392156865],
+     1: [0.6745098039215687, 0.43529411764705883, 0.8784313725490196],
+     2: [0.5529411764705883, 0.8784313725490196, 0.44313725490196076],
+     3: [0.8431372549019608, 0.4549019607843137, 0.7333333333333333],
+     4: [0.47058823529411764, 0.6392156862745098, 0.21176470588235294],
+     5: [0.43137254901960786, 0.5764705882352941, 0.8745098039215686],
+     6: [0.8156862745098039, 0.7294117647058823, 0.3176470588235294],
+     7: [0.8901960784313725, 0.34901960784313724, 0.44313725490196076],
+     8: [0.3411764705882353, 0.8745098039215686, 0.7686274509803922],
+     9: [0.4196078431372549, 0.6901960784313725, 0.45098039215686275]}
+
+
+
+Let's load some data and see if this worked:
+
+
+```python
+import matplotlib.pyplot as plt
+import seaborn as sns
+import pandas as pd
+
+# loading the example dataset
+example_regionproperties = pd.read_csv('example regionproperties.csv')
+
+# extracting two features to plot
+datax = example_regionproperties['area'].to_numpy()
+datay = example_regionproperties['max_intensity'].to_numpy()
+
+# getting the labels for each datapoint
+prediction = example_regionproperties['prediction'].to_numpy()
+
+# making the figure a bit bigger
+plt.figure(figsize=(8, 8))
+
+# making a scatter plot and coloring 
+# with our generated colormap
+plt.scatter(datax, datay,
+            c = [color_dictionary[int(label)] 
+                 for label in prediction],
+            s = 5)
+```
+
+
+![png](output_7_1.png)
+
+
+And that's it! for matplotlib we're done. Now let's take a quick look at seaborn and it's beautiful pair plot:
+
+
+```python
+sns.pairplot(data = example_regionproperties,
+             hue = 'prediction', 
+             palette= color_dictionary)
+```
+
+    
+![png](output_9_1.png)
+    
+
+The library form of our colormap makes it really easy to integrate into seaborn and matplotlib as you have seen. Now let's move onto the next part of the puzzle: [Napari](https://napari.org/)
+
+## Using your Custom Colormap in Napari
+When using your own colormap it's probably because you want to show clusters in your images in the same color as on your plots. This is not as trivial as it was for matplotlib and seaborn. The easiest way I have found to achieve this is to not use the labels layer but the image layer of napari. If you provide a colormap matching you label layer datatype it works. Since cluster labels are just integers usually smaller than 100 the first step is to convert your cluster label image to uint8:
+
+
+```python
+import tribolium_clustering as tc
+import pyclesperanto_prototype as cle
+from skimage import io
+
+label_image = io.imread('workflow t10.tif')
+cluster_image = tc.generate_parametric_cluster_image(label_image, cle.push(label_image), prediction)
+cluster_image = cluster_image.astype('uint8')
+```
+
+Now that the cluster image is converted to uint8 we need to make a colormap that matches this type. What that means is that our colormap has to contain 256 colors. Furthermore, napari wants the colors as RGBA values. The 'a' stands for alpha and determines how transparent the colors are. Another important aspect is that the first color should be invisible because in the cluster image all pixels with value 0 are background and should not be displayed. One last requirement for napari is that we hand the colormap as a vispy object. This conversion fortunately is quite easy.
+Whew, so that's quite a few changes we have to make to our colormap:
+- We have to add an alpha to all our colors before adding them back to the colormap
+- We can make the colormap large enough by adding black for all the unused color values up to 256
+- We can also insert a first color which is transparent to take care of the background
+- Convert to vispy colormap in order to hand it to napari
+
+
+```python
+# first we will convert our colors array to RGBA
+# by adding a 1 for alpha (not transparency)
+colors_rgba = [color + [1] for color in colors_array]
+
+# now we can add a transparent background color
+# to the front of the list
+colors_with_background = [[0,0,0,0]] + colors_rgba
+
+# we will fill up the rest of the colors needed with
+# empty colors since our labels max out at 6
+empty_colors = [[0,0,0,0] for i in range(256-len(colors_with_background))]
+
+# combining our colormaps for napari
+napari_colormap = colors_with_background + empty_colors
+
+print('number of colors is: {}'.format(len(napari_colormap)))
+
+from vispy.color import Colormap
+# this conversion is needed to be able to hand the colormap to napari
+# disabling the interpolation assures that each cluster label
+# is colored correctly
+vispy_colormap = Colormap(napari_colormap, interpolation = 'zero') 
+```
+
+    number of colors is: 256
+    
+
+With our colormap generated, matching our datatype and converted into a vispy colormap we can finally use it:
+
+
+```python
+import napari
+viewer = napari.Viewer(ndisplay=3)
+viewer.add_image(cluster_image, colormap= vispy_colormap, rotate=(-30,180,85))
+
+# taking a screenshot
+napari.utils.nbscreenshot(viewer,canvas_only=True)
+```
+ 
+
+
+<img 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+
+
+
+I hope this could help you optimise your data and image analysis workflow or save you from time spent searching for answers on forums!
+
+## [Home](https://biapol.github.io/blog/ryan_savill/)
+
+[Imprint](https://biapol.github.io/blog/imprint)
+
diff --git a/ryan_savill/Custom_Colormaps/example regionproperties.csv b/ryan_savill/Custom_Colormaps/example regionproperties.csv
new file mode 100644
index 00000000..d90b2f09
--- /dev/null
+++ b/ryan_savill/Custom_Colormaps/example regionproperties.csv	
@@ -0,0 +1,1898 @@
+area,solidity,max_intensity,prediction
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 # Image Analysis in Python from a Biologist for Biologists
 ## About Me
-I'm a Master Student in molecular bioengineering (in your university it's probably called some combination of technology, biology and engineering) and have become interested in image analysis when I had a lecture on it. It seems that image analysis is becoming more and more commonplace in biology labs as microscopy and antibody stainings are becoming easier to use and more accessible. However I have decided to dive in the deep end and want to get used to imagge analysis in python, which in comparison to other tools like cellprofiler and ImageJ is much more coding based. This is a steep learning curve especially for biologists that have not coded for long, but the tools that are availible in python allow the implementation of really advanced functions as well as cutting edge techniques. So to take away some of the burden of getting used to python this is a resource for biologists and other scientists, sharing things I have learnt and resources I used to get into programming in python.
+I'm a Master Student in molecular bioengineering (in your university it's probably called some combination of technology, biology and engineering) and have become interested in image analysis when I had a lecture on it. It seems that image analysis is becoming more and more commonplace in biology labs as microscopy and antibody staining are becoming easier to use and more accessible. However I have decided to dive in the deep end and want to get used to image analysis in python, which in comparison to other tools like cellprofiler and ImageJ is much more coding based. This is a steep learning curve especially for biologists that have not coded for long, but the tools that are available in python allow the implementation of really advanced functions as well as cutting edge techniques. So to take away some of the burden of getting used to python this is a resource for biologists and other scientists, sharing things I have learnt and resources I used to get into programming in python.
 
-Below you'll find an index of topics that I'll cover, which will be updated with content every now and then. All resources I'm using will be linked to or are availible in the github repository of this Blog!
+Below you'll find an index of topics that I'll cover, which will be updated with content every now and then. All resources I'm using will be linked to or are available in the github repository of this Blog!
 
 ## Topics
 * [Introduction to Using Python for Image Analysis](https://biapol.github.io/blog/ryan_savill/01_intro_to_python/)