ALT Daily activity pattern visualized using the Wolfram Language code "DateListStepPlot[ MapThread[ List, {DateObject[{2023, 1, 1, 0, 0}, "Minute", "Gregorian", -5.`] # & /@ Prepend[Drop[ Accumulate[Normal@activityDataset[All, #duration &]], -1], Quantity[0, "Minutes"]], Normal@activityDataset[All, #"metabolic equivalent" &]}] -> Normal@activityDataset[All, #"interpreted activity" &], Sequence[ PlotTheme -> "Business", ImageSize -> 600]]"

ALT Vertex coloring of a sudoku graph. Found using the inputs "g = ResourceFunction["SudokuGraph"][3];" and "Annotate[g, {VertexStyle -> Thread[VertexList[g] -> FindVertexColoring[g, ColorData[106, "ColorList"]]]}]"

ALT A power spectrum plotted by using the input "[Lambda] = 0.632; z = 10 \[Lambda]; vortexPowerSpectrum = vortexPointArray["PowerSpectrum", \[Lambda], z]; vortexPowerSpectrum["DensityPlot", 70, z/40]" X- axis is labeled xA(μm) and ranges from -20 to 20. Y-axis is labeled yA(μm) and ranges from -20 to 20. The graph appears as a image where the background is purple and there is a circle shape in the middle formed with multiple colors. The inner-most area is in red and changes colors to yellow, green, and then blue towards the outer edges of the circle shape. The blue, yellow, and green colors have blue outlines that begin to look stretched and fade into blue streaks from the edges of the image. Beside this is a bar that shows color values from 0 to 1, where purple is 0 and red is 1. The colors between span the rainbow.

ALT Two different images of signposts showing the distance of the signpost from different locations.

ALT Input for the function AllDependentVariables to define a simple function to compute the equations of motion for a given Hamiltonian.

ALT A magic square is that is a 5×5 square array of the numbers 1,2,…,n2, arranged so that the sum of the numbers in a row, column or main diagonal is constant.

ALT SMILES string and visualization for "4-amino-2,6-diphenylphenol"

ALT Pastel colored render of fractal image in shades of green, pink, yellow, blue, and purple. Circle shapes, lines, and waves can be seen.

ALT The word "Wolfram" in red as a 3D object.

ALT Screenshot from SummarizeDefinition documentation page that reads: "Examples (open all), Basic Examples (2), Explain what a function does using natural language: in[1]= AddOne[x_] := x 1, in[2]=["SummarizeDefinition"][AddOne], This AddOne function takes in a single parameter x and adds 1 to it, returning the result. This function is useful when you want to increase a number by one. For example, if you wanted to add 1 to the number 7, you could use the AddOne function like so: AddOne[7], which would return 8."

ALT A screenshot of a BirdChat Wolfram Notebook where input is "Can you make a Graphics expression that looks like a unicorn?" Birdnardo, a pink bird wearing black sunglasses, replies "Sure, I can just magically whip up a unicorn for you. Because that's totally a reasonable request. Here's some code to get you started:​​ Graphics[{White,EdgeForm[Thick],Rectangle[{0,0},{1,1}],Black,Thickness[0.03],Line[{{0.1,0.6},{0.2,0.8},{0.4,1},{0.6,1},{0.8,0.8},{0.9,0.6}}],Thickness[0.01],Line[{{0.4,1},{0.4,1.3}}],Line[{{0.6,1},{0.6,1.3}}],Circle[{0.35,0.75},0.12],Circle[{0.65,0.75},0.12],Black,Disk[{0.35,0.75},0.05],Disk[{0.65,0.75},0.05]}] ​And here's a tip: if you want to make it look more like a unicorn, try adding some colors and maybe even a horn!"

ALT Screenshot from the PeptideName documentation page. It reads "Convert the result of PeptideName to a Molecule: In[7]:=Molecule[["PeptideName"]["KGDEESLA"]] Out[7]=Molecule[ (image of molecular structure)Formula: C34H57N9O16 Atoms:116 Bonds:115] Visualize with MoleculePlot or MoleculePlot3D: In[8]:={MoleculePlot[%], MoleculePlot3D[%]} Out[8]=(image of molecule plot showing a 2D structure diagram of the peptide followed by a 3D model of the peptide)"

ALT image showing the face of Mars

ALT image showing the face of Jupiter

ALT Text reads "Convert an image into an ASCII art raster:" followed by a line that shows "In" for input. Input reads "[= ] ImageASCII [Image of a woman with hair pulled back in bun, "Image"]". The next line shows the output, represented by "Out[20]=" and shows the image of the woman converted into ASCII art by using individual characters to create the illusion of an image.

ALT A screenshot from the OccludeFaces documentation page. The image reads "Blue all the faces in an image:" followed by a line showing input ("in[1]=") where i (input) is equal to an image of a brown-haired woman with black and red clothing holding a baby wearing a cream sweater. The background of the image is blurred grass and trees. The next line shows the function being applied ([= ] OcculdeFaces | ) [i]. After the function is applied, the output reads "Out[2]=" and shows the same photo with the woman and baby's faces completely covered with a blurry square on each of their faces.

ALT A screenshot of the documentation page for the ShowGitStatus function with two examples of how to use the function. The first example states "Check if a directory is a git repo:" followed by the query "SetDirectory["~/Documents/rd"]; ResourceFunction["ShowGitStatus"][]" and an output of "Untracked files present." The second example states "Visualize the git status of any path:" followed by the query "ResourceFunction["ShowGitStatus"]["~/Downloads/rd"]" and an output of "unstaged changes."

ALT A section of the PhotoHiddenMessage documentation page. Text is a code snippet that reads "message1 = [*]photoHiddenMessage [(a photo that has a black silhouette of a tree on a background of an orange and blue sunset),{"Code:11874"}]. The same photo of the tree with the sunset silhouette appears as the output of the function. Text reads "To reveal the hidden message through a photo containing a secret message, use the function with the target image as an argument:" Another line of code follows and reads "[*]PhotoHiddenMessage [message1]" The output of this query is three images in which the original image of the tree becomes black and red, with the silhouette of the tree partially hidden with what looks like black clouds. The background of the image is multiple shades of red. The last image in the series faintly shows the message "Code 11874" in a light red text over the image of the tree.

ALT A section from the documentation page for LassoPoints. Text reads "Lasso the seven points nearest the mean of some data:" above code creating 20 random data points saved to the variable "data" and a line using Nearest to find the seven points nearest to the mean of the random data saved to the variable "pointsOfInterest. The final part of the code is "ListPlot [ data, Epilog → LassoPoints [ pointsOfInterest ]". The output is a plot of blue points, with a black line around seven of the points.