<snapdata remixID="9879425"><project name="Mathe-Normalverteilung mit Auswertung" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Die Idee kam von hier ab 1:03:27 https://www.youtube.com/watch?v=sF2_1YNiWXI</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAANAUlEQVR4Xu2da2wU1xXH/7MPv43BDx4mDjYOYKxN3WAMraEJRaEyNCSlLShpQTSlkaIgVWrVKiofkiqKRCuq0g8ghNKqJG1FVAFCUBEgBAenBQzhGQcD9mJjMAYbG4NfGK891T3eNevB9uw8vDuzPvuBYXxn7ty598zv/s+5Z3YlWZZlRMGno6MDVVVVSEpKortprj6PnIdX4XZIg+6u19eD1m/8BHV1dVi8eHEU3Lm9b0E6duyYnJCQgNTU1BHv5K73Ip5qKocYwOCPy+1G1/w30NDQgLS0NCrKy8uj7eXLl8O2X11djc7OTrqmz+fDrPbzyO/1Iqbkbcjtd9F7+SjgcKLn1E5c++l/qF0xMTFha1+4+8Mu1yMDzMjIwNatW3H8+HHs2bOHSHL69GksW7YMDx8+xK1btzDrwZeYVvlPuDxL4Zz5AnwX96O3+n80gDd+dmjQgPb09Bup2+2mbTj2L1y4gGnTpmH8+PE4deoU8trP41nnTTinfwtydzt85/YCkgS5rQkVK/6Nvr4+TJo0KWztC3d/2OV6UmlpqSwGTRhafX095s6dCzGdHTx4ECUlJRg3bhxOnDhBBjj96k44c+YDfT70NlQCjzppAKtf20fbuLi4sBteoKN7e3tpWhUfSZKQ1HYd4+6cfYLqksMFb+YSxMfHIzMzM2LtDdeDaXVDJAIGDCc2NvaJAQv8IbHnHuKrDj9R3pc4EQ2Ti+nvgSk4HMQbqmOF4TmdzmHvIbhAGKDv5D+QljD88V2dnegoXIvW1lZ6uMJJdKsbjlntk/bu3SsL/ZeVlaWqA4MH8NKlS0QaQU6Hw0FFYio3q2FaCSHkQ0FBAbZt24YJEyZgzpw5aG5uhtfrxcyZM+HxeKi9gpLiXrsetKDoszeR8NtjeHRoE+BwAXIf5Ad34Mx/Ee5nl6HjDwvQ/NYXuH//PulKoZWD7y/r/k3UxadDiuknf6QePDs/GFJ5ebkspt6pU6fi6aefDoke4iBhgLdv36ZBEZ5nU1MT5s2bF7GBELpPGJowuIsXL2LlypUQRBftSklJwe7du7F+/Xoykvb2dty8VoXvnHsX7vmr0VtzElJKJqSEFPi+/hTSuIlwpE+H7/xe3Fp3BC0tLWS86enpg+4v68QuNM1bjofO/pnDzoYQqfZLlZWVcrR0nDA8MbUG7mekpykuLhapFR+rPnA3p7+CtrY2oquScJOP7UTDnKWQksdH7MGLlOGYRXypurpajoapQzghIqQptJqglZmf7sZaPLx0FPHu0OtNyC3CDTmN2hRJaWKWoYyWoUcNASsrKykMc/36dZqCBQXFwAtjFCEX4dl3d3dTWX5+Pm7cuIF169ahtLQUycnJFGoS2lHoYRHTFDFFIUmEU/NMRwXmzs6G76tPgO52SOnZcGQ8Ayk5A3JbI3xfH4aUlAbX7BdJS/oqDgC5C+GdWkIaORBjVXvQz11IQvW1ZKxc0TBmiBo1BBQB6ClTpuDevXuk+8S2sbERXV1dWLVqFTZv3kwBckHIsrIyLFiwAIWFheThCidDhJ3WrFmD4uJibNiwgVZJioqKsGXLFqye7UZBSjfQ+wh9TdfgyCqA5IqD3N4Euc+HvjtVcM1aBCl5IqTYBPiufA45swBfpT6PBw8ekNMTCkEqr6ThalUSXnnpekjHR4N0ihoCCp0mnCnhFIlpT5DP6DYxMREulwvd3nLkSrc1zeptqXmoaEsgqgoHL5SpkAkYxpWLUIhg9hP+u3cy8KeNraaFS8z2gpmAEVhCC6ch/vrtFPzx/bumhUvM9oKZgEzAkKbKgDPBBDS+1h81GjAUjcUEDH+SiNoMFzVesNqNinLWgMaJFcqDrhZuCi5nAhpYQmMNaJyoTEADSQSsAY0TlQnIBDQtKqBl6g1M5UxAJqBpcVE9cVsmIBOQCagH3aF4vconkr1g45qNvWADxOI4oHGvVc+DP9LUzBqQNSBrQD3iVc9UwARkAmpaazXbMFkDsgaMaKIlE5AJyAQcQXNyPiDnA2oiNK8FGycqe8HsBbMXbLazMVx9rAGNE4vjgAaIxV4we8GaNJbZS3RMQCYge8HsBQ/SnJwNY2Btmb1g40RlL9iApuSMaOOakgnIBOR8QLOdjeHqYy/YOLH0JIGMNL5MQCYgE5AJ2C/meS2Y14I1xSnZC2YvWFNckTUga0BNhDF7auaVEOPE4rVgA3E7JiATkAk4gtfN3w/I3w+oSVPySohxonIckOOAHAc029nglRDrORvDOS9MQCYgE5AJyCshmsR3uN7hMNswOQ5ovamZ8wENxBXZC2YvWFNckQnIBIzoVM8rIcaJxfmABrxWowTskNroAUqUk2nL2TDGicoacAQNeNJ9BICE+T2LIUHCa3kFtN1x+SRiEAelBnw9p5jKt9cchRuxmsMbnA/I+YCDNOWPc/Np/1/eM4hFPJT7qWU70DCvBLFxk+k4ZblWL57XgnkteJBGFcQTH0E8YYDK/f0nPdj3Iye21pcTEZXlWsNVTEAmoCYC7vliFhng9sahCfnz3IVwQMI27xGakpUaUklIJiATUBcBt9QPTcihCBqsIZWEZAIyAU0loJqGZAL2gL3gEbzgUDWgFgIGa0omoBucDRMUV6zMOE1hlFlNhbRVI5iaBlQ7nwnIBNSk+YbzgpmA+gPSTMAgAqoRS1nOBNRveIElPdaAQRpQTfMxAc1fS2YCMgE1LxlqDbDzb8X5w0vKbBjl2i0T0HzCqWXPjGkCatV8rAGNaz7ly0ljWgNqJR5rQPMJyQQcIdtFjZDsBRsnIhNwhGwXNUIGsmE4DqjfEJmATED2grUmbuo9XukFqxFOrdxsAp69EofqqhSseumOppet9PaHmeEUvV/bxgS0EAFL6t9A15k5+PTl1ynB1c6GpRZ+4ZUQ4IkMZjXime0Fd7u7iHSxPfG0Xd74FjrPPIcDS1dTBrYVCBWqITEBQ3jBXPlWnJqXq1Zu1AsW9YusG/HOiSCeIKAwQEFAYYBMwCjLkLaaBlQSlQk4xjKi1QinVm4GAYPfumMCRhnxlBqKCWj+SoZRjTimvODl79Xg+x/+Db/wvgsX3KoZz0xA/QHmUA1zTK2EFG88gWkfvjnse77h9oJZA46xd0KK3isjAxzumw7UiGd2NoyyPtaAUa4BmYCsAcO6xHQkdyfF2b7rXQkHnLAbAZVv6UVjXDCqNaBSY9mNgEa/a8YOKylR7QUrNZbdCGj027bsQEwmYATzAdW8YCagzVdGmICjH8fTm4QwJrJhWANaz+tVBqhZA0YwH1AtDsga0GZxwaG+0zn426jYC7YeEaOKgGorGXb3gpXfuGoHL1dNI0aVF6y2lmt3AkajV8wEtJEGjEZNyAS0URyQCWjxuGC0a0AmoMW9YtaA1vNy1RJTWQPaWAMqs33s6BWTBszNzaU0Ka/XS1u77j+HWGr/SbTSa43K/dS1f6eE1OHK1c5Xlm/a4aIfqjmSPPT1tNY3o2wxvZZ57VfvD9l+tfrsOH6SLMsyjZoNPy9gCv0S0WHU0C8RqQ1QtBugDYcQtjJArQY31gjIBjjKPaBGOLVyJuAoD5CO6m1FQDUDUytnA9RhIaN8ChlgTU0NXSYnJ4e2Vt3/YU4etW9nzTkS6Vr3C3//OTkhes9XXm/XsRnkhHxwV197lPV978Y6ckI++8E6XfeXkZNKP7DdVNNsi/EU9kYGWFFRQQ32eDy0ter+Gk8hte+vFf+lAdK6//ym02SAes9XXu+TL79JBviX6/rao6xvRcsvyQD3LXlV1/2J+sRLWB9Q/8RZfjyFvbEBGjBoKxpg8ANqdaBY3gBbPHX0RI+veIq2WomnPH4sEDDYALM9WTQl11bUWXaGszQBjRrcWDdAO0zJbIBRPAUrH0ArTsmWMkDllGE2Ac2uz2wNaHb72AA1etXKKWO0B8Ro/XYzQCtqwogScL1nCa3l/rliP63lGjWIcJ9vNwO0oiYkA6ytrSUvKTs7m7bh2l+RPYuu93HteYp72W3/ndYZuJLvwEe37Nn+tdnfJgBsry1FDGLDPv7C3sK6FFeGAxROWYgS2qotnXH5yOllZvfPb/AqjctGfETfIBuOj6kG2I77FHdKwjhqOxtceA3IbINUZh8pDVI53noM1pABvox8+t69XThLT8wiys9z4BDl58VgESZD8u8LxPO+vftDbbx1GWBJyW05JgYITksN/F+5FRcY/Lf+XFZZlvzb4H15UJ2CjLLcR4R8XMfg84HAOf5jJFn8yV9/4FhFW6kB/r9J/vMD7aECcYCoz39+8PH+HhtoDx0sgZrZf0f9p8uBNj9uAx3nr39Q3/nr7+8Xf33+lN/A8YE+8Nc+/D2Kbg3c21DtGdQ/QRcO9LEo97d/4F6CD+uv3v/PY/MZuB//9QfGvX+YB45/3P5AweCxGejFIVKexTWSk8WEjxrbZkTreeL4HGv1wP8B1PJ/DCNdFEkAAAAASUVORK5CYII=</thumbnail><stage name="Bühne" width="800" height="600" costume="1" color="255,255,255,1" tempo="60" threadsafe="true" 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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AQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAECBAgQIECAAAECmYAAyagdIkCAAAECBAgQIEBAgNgAAQIECBAgQIAAAQKZgADJqB0iQIAAAQIECBAgQECA2AABAgQIECBAgAABApmAAMmoHSJAgAABAgQIECBAQIDYAAE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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="10"><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="reportSum"><block s="reportProduct"><block var="x"/><l>20</l></block><l>10</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="15.666666666666657"><block s="receiveGo"></block><block s="doSetVar"><l>Ergebnis</l><block 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