Exponential sum of the day

{`${currentDate.getMonth() + 1}/${currentDate.getDate()}/${currentDate.getFullYear() % 100}`}

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\n \n \n \n \n `,\n {\n headers: {\n \"content-type\": \"text/html\",\n },\n },\n );\n}","createdAt",["D",1742659482227],"version","currentUserHasLiked","likeCount","forkCount","referenceCount","dependencyCount",1,"commentCount","prCount","mergedPr",{"_133":134,"_135":136},"handle","boucher","profileImageUrl","https://img.clerk.com/eyJ0eXBlIjoiZGVmYXVsdCIsImlpZCI6Imluc18yTm10cGhQUklwU0tqZHNiOHNnNGd2ZjJURFUiLCJyaWQiOiJ1c2VyXzJObXh1eU1FSEZMMTNaWFM1Rm5rYXBrd0pBRyIsImluaXRpYWxzIjoiUkIifQ","forkedVal",{"_117":139,"_133":140,"_102":103,"_122":141,"_142":-5},"8de0faee-fea8-11ef-bb93-569c3dd06744","charmaine",3,"prDisabledHint","fileId","interval","slug","boucher/expSumOfTheDay","description","Exponential Sum Plot Generator An homage to John D. Cook's Exponential Sum of the Day The plot shows the partial sums of the exponential sum: Σ(n=0 to N) exp(2πi(n/m + n²/d + n³/y)) The real part of the sum is plotted on the x-axis, and the imaginary part of the sum is plotted on the y-axis.","versions",[151],{"_122":33,"_152":-5,"_120":153,"_117":115},"prId",["D",1742659482227],"recentThread","breadcrumbs","comments",[],"isOwner","routes/_app.v.$handle.$name.dependencies",{"_161":162,"_163":33,"_164":146,"_165":33,"_98":166},"dependenciesList",[],"dependenciesCount","valname","page",{"_117":115,"_102":103,"_133":134,"_12":100,"_122":33,"_104":105,"_143":-5,"_118":119,"_108":109,"_116":27,"_145":146},"routes/_app","actionData","errors"]