<snapdata remixID="9863912"><project name="Mathe-Normalverteilung" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Bühne" width="800" height="600" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Mit Linie" center-x="400" center-y="595" 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BAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAoA8gHUAAAgqSURBVAQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAgQIECCQCQiQjNohAgQIECBAgAABAgQEiA0QIECAAAECBAgQIJAJCJCM2iECBAgQIECAAAECBASIDRAgQIAAAQIECBAgkAkIkIzaIQIECBAgQIAAAQIEBIgNECBAgAABAk+pwMPl/475+DTGR9vP8elpjA+3x59vz/lgjPHF9vj9McaXy9e+N8b4avv43THGN8vnHiyPvz2N8db2ut+dxnhze/z99pw3xhg/bI9f3z734/bxa2OM/fH81DPL666PfzqN8er2tfPxK9vjn7fnz4/3x/NTLy8fz8e/LK97uvD4t9MYL22v++vyeP79/PPi9rn143OP59Mu3fj9NMYL2+vMx/PP+vHxc8+PMdbn7Y/vu/HHaYz5dfPP/vz94/Vz8/H8Mz+3P35ueXztxnzu/PPn9jrrx/vj9XXX5+2P/32BC7+P+ZwH99zYP/fX9vXz4/115+P972+9cel15tfvn3t2eXzrjfm18+vue535ubc/O43x9cMxHn6yPXv9j2OcXEBbv+Tv0xjPbH8xH88/+8f78/a/3z+3vnmsz12ft77ufP7xW5tft77OfO1L99cvPn7N/rrz748/x1Fofn69sX6/6z/G/+szn79/X/P72R/f57iarN/78Xu+9vtZf6b1+9hf5xafW34/xw2s29h/znOvsz/vks/6uo/87MtgHsdn/X3c8TmMcv1w3dnj+Nz52gv/D4TjHvb3vOPe/zM6fu8XXvfav8P7fI6fu9Vn3cPx9394L7/zxvDIz3vh93PO6s674Q3vfcc3/Wuve/R45L+UDt/A+nMc31vWf5P3/fs4Wt3ZwvozLvev/Rx33nsvbOfoc+v78Lnt3red9X3ylo2t7yUr+y3bOfc7X1/juN1r/z7W39+l7339PV773dz5N3d4H7z0qzq+7rnnnXsPvm9j59671te9tuNL7+d3/q36CwIEngqBd+Z/mc0A8YcAAQIECBAgQIAAAQJPWkCAPGlhr0+AAAECBAgQIECAwCLgfwExBwIECBAgQIAAAQIEMgEBklE7RIAAAQIECBAgQICAALEBAgQIECBAgAABAgQyAQGSUTtEgAABAgQIECBAgIAAsQECBAgQIECAAAECBDIBAZJRO0SAAAECBAgQIECAwD/4orNrSlHxfgAAAABJRU5ErkJggg==" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Hintergrund" idx="1" x="0" y="0" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="2" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="Nagel" center-x="5" center-y="4.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAoAAAAJCAYAAAALpr0TAAAAhElEQVQoU3XQsRFBQRAG4O8NQ6IKZHqgA1p4MS0Q0QKxFuiAHmSoQsIIzM28HTfGbXT773cbbOVbY9QYNdEFe5xTXzXhFIfsU/6c4RjwhLTxX6WNk4BPdArwhW6CLbwLKOJ2bLyhX8B3DAKusSzADVYBk9li/oN3WOTniXkPw6a54hGDD2usEg1DvITCAAAAAElFTkSuQmCC" id="11"/></item><item><costume name="Linie" center-x="5" center-y="50" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAoAAABlCAYAAAB0kHIyAAABBUlEQVRYR+3YO0oEURBG4W98okYipmIoCm7ALegCDHwkoktSTHwELkC34AYExVBMRYxUnFFGaqgr46yhGprb1fdQQdF/06c7/h+dkbrf6rYR6zimMZWbXXzhB/0GTmIeK1hK8BmPeEMvwDHMJrSPrQSvcZbwRwPnsIZD7CR4iRPc430UPMJeguc4LjAG3uZY46mHojIzeKVUFCoKFYWKwuBjoaJQUagoVBRKKsoV2E2BvBgVyLDNUKlVHGA7wSuc4qEpaYAzWMYmNhK8xQ2e8BlQnOHUi1jPNdgX3OXabX4dEh5dFzCRHb/xGt1CxoeNPa5DyNu90Ppe2PqwsY+qfqv//gH8ApImjzDwPnbwAAAAAElFTkSuQmCC" id="12"/></item></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="20.000000000000114"><block s="receiveGo"></block><block s="doWarp"><script><block s="clear"></block><block s="up"></block><block s="show"></block><block s="doSwitchToCostume"><l>Nagel</l></block><block s="setScale"><l>50</l></block><block s="doFor"><l>y</l><l>58</l><l>-40</l><script><block s="doFor"><l>x</l><l>-20</l><l>20</l><script><block s="doDeclareVariables"><list><l>gerade</l></list></block><block s="doSetVar"><l>gerade</l><block s="reportModulus"><block var="y"/><l>2</l></block></block><block s="gotoXY"><block s="reportSum"><block s="reportProduct"><block var="x"/><l>20</l></block><block s="reportProduct"><block var="gerade"/><l>10</l></block></block><block s="reportProduct"><block var="y"/><l>5</l></block></block><block s="doStamp"></block></script></block></script></block><block s="doSwitchToCostume"><l>Linie</l></block><block s="setYPosition"><l>-250</l></block><block s="doFor"><l>x</l><l>-20</l><l>20</l><script><block s="setXPosition"><block s="reportProduct"><block var="x"/><l>20</l></block></block><block s="doStamp"></block></script></block></script></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSayFor"><l>Drücke die Leertaste und schalte auf "Turbo"...</l><l>10</l></block><block s="hide"></block></script><script x="311" y="25.66666666666677"><block s="receiveGo"></block><block s="doSetVar"><l>Ergebnis</l><block s="reportNewList"><list></list></block></block><block s="doFor"><l>i</l><l>1</l><l>41</l><script><block s="doAddToList"><l>0</l><block var="Ergebnis"/></block></script></block></script></scripts></sprite><sprite name="Ball" idx="2" x="-20.672268907563204" y="129.64450701746665" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="16.932000000000013,211.64999999999998,0,1" pen="tip" id="105"><costumes><list id="106"><item><costume name="Ball" center-x="9" center-y="9.5" 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