<snapdata remixID="12932883"><project name="Muster Lea" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQV0ldmyrSsOgeAEgru7u7u7u0tDA41701jjNB4guLu7u7u7u0uIEN74amdtQgiQdCM549117xh92NnyS/21qmbNmmUjIh/kB60Ot6/KiDiJJGGhAuLn4ys3du3+Qb8UvK9tsH2z3DlwUG4fPKT/fXn7zmcfTFS0sJSf6i7Hpk6T7X/2179HSZJEnl6+HLwf+cq78nbrLNnb/iYrGjeTS2vX6zvT1Kgmp+cv1P8dO3tWiZM9m8TOZvlvmMiRZEi0WP/5d//rF9RYtkjmV6wqThEjSs3li2V6waL/9Sutn7f5kQZofqXzk3syJKqbVJ0/RxbVqP3dDj6kX/QtA/zt/ClZ0aiZ3Nq7T786S4umUnL0CH3t5Jx5If056/u7v34qm7v1lINjxlsMLVsWNfIrGzfLhj86W98X2gyw0/1bMjRmXKm5YokcHDtermza8q+vwZc++MMNsNbqZXoD3zx8JHXWr5LZJcpK12cPZHDkGN/9ZL71hd8yQD7vFMFFjcPB2Vk91ev7D/Rriw0dJBs7dfvWT3zx72GjRtHv5YKvaNxc3j55ou8tMXKYrG/fMVR5wIJ/9pZtffpJ0lIl5e2jR3Ln0GGJlzuXlJ86ScakSPuvr0FQHwzSAFOlSiVZs2aVDx8+iI0Nb7Gs4P778ePHsnXrVvH09NTPuWXKKOU93GVihqwSI11aiZI4kZxbtkKKDB4gm7v2+K4n9LUv+5YBdn32UHb0GyD7Ro7Wr4mZMYNe9Fu798ratu3/1XEWHz5EEhcrokZ35+Ah/Y7sbVpJ4UH99cE8s3BxqPGALrFjSdKSJeToFA8pN3mirGzaQgr07SWuqVPpsXq9evWvrsHXPvSZAY4dO1aKFy/+yWdsbW1leP18kjHSu28eQNUJe+XRO1t9X6dOnWT58uWSvGxpubBqjb72+5XzMjpxCik9brSsaf27pK9bW27u2SvPrl775nf/1zd8ywDN9+fq2EHyduskyxs2kwsrV+nLqapUUmMcFDF6sA8jTc1qcnqeJb5LWqqEesAD/4yTXYP+1teipUwhj8+dDxUG2OzQXnHPmkv6+L6VP+2dpfGeHbLmt9/l/rHjenw5O/wu+0ZYHszvuT4xwGTJksmyZcusns54PAcHB4k8sZCEsf/oDb90EB9ippabxYap5+TzuXLlkpcvX0rZSeMkRvp0+iQ9OntOmh3eJ+5ZckpvnzfSzyGcNNq9TTzyFPye5/bZdwXHAKvMn63eyufNG/18mQlj1YOzHT88fSZExxc1eTI12ifnL8qKJs31s3aOjmqILrFi6u88v37jlxpg8yP7ZVLmHFJ6/D+yplVbyVC/rlzfuUueX7suKcqX1WPdNXiI7B02MkTnHtw3f2KAlStXlp49e+pnd+7cKYsWLZIxY8aIo6OjuE4tLtGG3ZR3s5uLXcLsYhs3g77Pc3xFCdtqmfg9uCBeS7qKX4xUcrXQYOvvV6tWTS5dumT9d8R48aS8xySZWaSkuMSKJcnKlJQj7lOl3JRJsrJJc2l16qiMT5spuMcfovcFxwD5wvh582jIcGbREtnSvZf+RoS4cfRmeD5+Iotr1f3m7zbYtkkftmfXLJ6duCp9/TqyolFzubZ1m76WoUFdOT591i8xwMzNGsvFVWvF2TW6RE6YUM4vXyFFBvXXZKnVqWNyc/ceWd3yNz02x3DhxNv/gfzmiYfwDZ8YYIECBWTwYIvxTJgwQXLkyCH58uUTb29viTOrrETpsE48ZzQWG5cYErbRdPE5MEd8tk+QD16vxanyYDXA9zFSyvnc/ayHUaVKFbl9+7b+u+8HL70px6bN0H83PbBHJmfPrTfHEvSWkLePHsvTK1clXe0acsA/awzhOX3x7cExwHbXLqq3u7Z1u7+R1FMvtqpZKzk6dZq+lqBAPrm+fec3Dyt9vTr6WTzLkclT9f3x8uaWCh6TPzFu80U/Kwsmrtve9y+ps26lzC5ZTro8vS9/R4kpbS6clhlFSsjLW5b7VXjgX5K6aiX5J2nqb57rv33DJwYYLlw4Wb9+vXULTpw4sTx69Eh8fX0l3pzy4pKvofjsnS5OFQeK96bh4pCrgXx4dlt8Di0Q+1TFxPfsRvGLl1VOpGunW/C9e/ekRo0a4ufn98nxFR7QT1JXr6o3+saOXdLu+iUZlSCpdLx3Q4a5xZcayxfL/ApVBNxs7/BR8t7b+9+e3yefC44B8gHdJj3cxSUm22QzeX7jpn5Pob/6StpaNXTrvL59xxePCTjn/PKV1gQLT4/X93rxUr/P+7Vlew+8frQB/nH3hgyPFV/a37gkI+MnlaoL58qiarUk1x/t5LD7VPF+9UoyNW4oZd3H6zkenz7zu1z3r33JZ0kICQjJQ+CVLl1aiR7t2wH4xUuX5NatW2q4tWrVUmMOuMpMHCerW7TWl4A6uNGLa9TRm56rY3vZNfBvqbliscwrX0U63rspw9ziCV5pVMJk//liBNcAMfxdg4bo70VPmUK33genT6sXZNmHDauebUmtep8dk5OLizVbJNGKnT2bGt2DE6f0vZwj389OcH6FJcEx60cZIDjevPKVJW/3LrJ36AiJny+v+Hp5yf0TJyRLs6ayd/hI6f76iewfOUa29uqrhxMpQXw9xxmFS/zn6x4iA+TN3xuGCXwAycuV0Zu6Z8hw2TN0uP651qrlMrdsBcnWppWcnrtAIidOKM7RomnFwGzRddavltklyvzrCxJcA+QHFCoZ2F+Nx0AlycqU0uPeN2KU7P57WJDHQbaYv1d39SDnli7X96SsWF4ftB1/DbRmkjEzpJf7x0/8UAM0OB4IAxn5wbETpNKsabK0bkNpc/G0jEmWRro8uS/DYycQ33cWhAPvFyNtGkuyGCBD/9cX/Rsf/CkwTOBjcMuUQe4d9U/v27eV/H16Wm7YkmXS4/VTGRA+ijUZKTdloqxs0kIyN20sF9esVaM0OGJIL0pwDbD+to2ysHIN8Xz6VH+ixKjhkrBgfr0pd48c1ddy/N5GCvbrI4MiRrMeBt7NZIvgnRgdJT/gJhbekdccwjnLnFLlPzv87+kBDY7X8uQRmZAus/R480wGhIss9bdukBmFilsTDg4iT5eOkrNDO33YLq5eq8eVulqVTzDKkF7r4L7/izDMmTNnJHXq1BrLfQ8YJvAB1Vq9XJ+6lY2by7sXL/TPpcaOkrW/tdP/XXzEENnQobM03rNdpuYuIL1930o/e2dpdmifuGfNKaXHjlacKiQruAYIXGTv5KTGcmXDJmu5LFz06BrLvffx1Zv17tnzT36ebJHPUDPl76/u3NW/A7inrFBOHzIwzy+t72GAAXG8qbnzS/ERQ2VDh06SpkZVuX/8pG69CfLlleMzZkkv71eyqVM32T96rB5SrCyZ1MOTgJnqTEiu77957xdhmLlz5yqIvHDhQisMAw4Yrtcx8Tk0X+xTFxdxCCN+1w6KfPCTdws76O9/C4YJfJBxc+XQk76warVs6txd/1zWfYKsatZSt437R4/Lex8fiZcnt5yYOVtKj/tH1rRu+xmOGJyTD4kBRogVSy6tsxAG0tasroa14Y8ucmj8RH0tTo7s+tqlNetkY6eu0vbSWfWQhnCBxwZbw+g4blaiIoX0M8emTrcSHQIe938xQIPjkXlzDDxAbPMQHUqMHCrr23eSxnt3yNRc+aXPe0/50y6s/jSEB66/nYO9QkRvHj0KzqX8bu/5IgwDBkg5LkuWLPLq1SuFYTBA+wwVxKlUN/G9tEvs05QQr/ntxCFfE/GcVEMP6mswTOCj7nDrqt60K5s265+oipSbOknWtmknRyZNkR5vn8sA50jSYNtGmV6wmLV0R0z19Oo1hWySlS6pEIfBEb92ZUJigA9OnNQgHDCZY3xy0YJl5uvZTbK2bK4e7vL6jfpauto1layQsFBB9ZAnZsxWWIkVOWECKe8xWV7cuqXf4+frK0J5M1Byxnv/jQHirfkNsm6D49XfulFmFCpm3XbNNlxu8gRZ2bSlHlexoYMV9uIBub3/gL6WtXULfZ1r/rPWF2EYwGc3Nze5efOmODs7KwyjBpiujPjdPSsOOeuJ98Zh4lRliLybY8kOWcGBYQKenI2trXqFyAkS6E0FA2QV6NPT6iUqzvSQZfUaKU41Jnka6fr0gQyOEkPqrFsls0uWlQJ/9pbt4IglS8jbJ4/lzsHDQV6/kBhgof59ZV7ZShYjSpRQvcSLmzctRvT+vYYmetyJE6n3eHrlmh7/ey8LZFR+yiSJmiK5rGzcTB5fuGgx3h5dJWurFhr0B7VCaoBB4Xhcn0ozp8nSeg0l228t5fT8RZrRhovhqt66t+8bWVa/sZyaM18PIUmJYnpuhyZMkp39B/0su7P+zk+HYQKfIRkj2SErarKkltLVpct6o1n8HUgE8NfX8508OHVKMjVprJlo1QVzZFH12l/EEQP/VkgMME72rPpxtnyO5cSsOfpvwxekYA9xgXqun4+PGuPldRuC5Ptxgzd27iqHxlm27y+t4Bpg+xuXZWT8JJ/heDGJXcM4Kbaau/MfsnPAYKm5conMK1dZOj24JUNjxNWfjpI0iRrdsytX9NyAymzt7fW1ZfUb/VQj/OF0rOCcDVsawTIe5NRc/yezZHE1xoNjJ8qugYOl/c0rMjJeYqm2aJ4srFpT8bTDE93FLWNGsXV0kJu79nzEEZcvlnkVqkjH+zdlWMx41kMIqQGSEb66e08/TyKRgkQiEF+w1JhR6hE3depqrdxAKOXYA/L9nKNH0xsMsWNOmQr/ygN+xPHyiK+Xtz+O10TBegMqG+P84+51GR4rgRgyKT9YYdoU9eacw9MrV/QY2GkyNm6or13d/P35ft+6/6HCAMO5usqbhw/1WIsN+1uSliymAfHtAwf1tWytW8rBcRP0f9des0LmlC4vXZ7ck7+juknbi2fkn2SppdKs6bK0boOv4oghNUBq1JAmbu8/KGv9M+6AfMGXd+5YwelSY0dK+nr1tM7Lg+T5xB/CGTlMGeHEWncPHxHnaFHl7WMLFzDw+pIHdI4a9cs4nn8ZzWzHJnRJUqK4eD57Kk8vXZbfr16QRdVqy5WNm/Qn09WppQ/Iut87yOGJk/W1uLlzyq09FiLuz1yhwgA54RbHD8mNHTtl3e9/6PmHjRLZQuC0s1VjfPv4sWRp3kTOr1gt4WPGkEjx42klgXolhIH6WzbIjMLFv4ojZmhYX27u2v1VSj6/TWDPFpy6ahWZWbSkHk/KShX0pu3oNzAAXzC91F2/Rmzt7GR2qXLK9wsTKZLe4CKDAbGby5kFi/TzBsQelzp9iAwQD/wpjmdJMEzCgVeGUfPmwQNJVraMHHGfouEAHq3V6WMyPk1Gi4HlBG2YJBdWr5VNnS3E2vAxY2rS5PPmre4qv2KFGgM0J5+6amU1vC09eyt3jhUrS2a9qNe2bFN8ylCIykwYI6tbtrFQiHbsFIewYZXwenrBoiBxxJu790q05MkUP/xST0hAA4ydLZu89/LSHg0tp5005bQOUmzIQNk7YpRs7NhVj7HwwH6Sp2snrdzMLVNRXyM+5KY/OnPWmn0G1wOmqlxJvN+8lhMz53wRxys9foysadXGej16eb+WvxzDS6Nd28Qjr4XaVmvVMq2lY5BWvHXMSImbO5c+IIbv9yuMj98MVQbYZP8uK1+Qg+OG5mzfVl+7uGadXqM01auqgbGaHtwjk7Pllj5+7+RP2zBWnMvQ3APjiBkbNZAwEVxkx4DBUqBPD5mQLkuQ1914QAwQihgLtjAPhtfz57Lcny8IRNNw+2axsbNTrwRfkJp20/27xPPZcz3u5zcsfD+IDBmbNpIJaTJ+1QNSAnQIH15iZcwgYaJElkEu0T7H8fxJo+b8iUOBrizk3n1ia2crdTevkwUVq8m9o8f093O0a6MlTYzu7OKl+prh+/0dze1X2V/oMkCuQsR4cdXbvXnwUL2O7zsvvThgWNFTpdLXHp+/IKkqV1R4493z55KkeDGlSlHHhDDQ8sRhmZA+y2c4IonM6XkL9LGjwQbPlKx0KStVytyFgAa4puVv0uPtC/U0hlIF/JMgfz6llQGKszD6zC2ayu19+2Vu6Qri4+mpfD+MdlXzVnJ0yjRJWrqket4vxYAVZ0zVUl/e7l2VmQLEw4MVGMfL1KSRXF63XsJGiaIZLTXnon8PlE1dugtx7vQCRfSYYKJzLfcMHaF1d5ZrmtT62r0jR3X3+NUrVHlALkbGhvWtfMGEBQvoFnZi9lzZ1vtPvVYWloa7vLp7V4vqdTeskVnFS2tdlvcQa72+f1+eX78paapXkYPjJorBEQG26UwDcB2bIq32PSiO6M+PC8oA4+XNJWOTWxpx8CCZmzeVJbXqarmKqkOFae5iY2MrK5q20ApH/Ly5pfLcWeIYPpy18SpCnDgaa1HyCsoAIQT8HTWmkMHCTMnZrq1m1uHdYsqoBMkkUsL4Et7VVXcBc57mvOljGRzZVX47d1LGpkynx9lk3y55cPKkrGruzzqCvePhLmGjRtUHOCDfzxBuf5UhhjoD1O1qwJ+Spno1K1+Q13jqofWzrVHHZCUqXEhe3r2rfRXtrl6QUYmSW/GuWiuXytxylRT8hbmSoGB+KTpkkNzYvlOcIkeWbT17Cw1DQeGIAT0gyQg8vkfnzyspIl7unFrZeO/rK2/u3beAz76++qBEjBtXHJzDai8JfEFiVLfMmXTbe3jq9GceMDAfj5JfjPRpJGzkKJKkWFH5IB80M4VKZXA8c560DkBjI0Q56jFdXFOn1lo6/bsvDH+x/5+StmY1vWbXd+zSa/az+X7fMuxQaYDmoA1fMGzkyJYn17+RnAwwZeWKemGhjrMdiq2N3N53QHL8/psaXI1lC2V+xWryx51rMjx2Qml/87I8u3pdXGLGkM09eotbhvT6PreMGT7iiH+0U9Cb0t+peQuEGBADNC0CBPdRkyWR/aPG6Pvg+8XPn08+vH+vkBHbv/L9unfReJAEZmbRUhouVJ4zQ+ZXrq4eEMBYcbzjJzSzNzge3q/OutVyae06fQDfvXiu+CZGRTy8b+Q/Ei9XTvF77yt3Dx+VbK1b6PZabfF8WVjFUgrN0LCeMq4x+mMe0/W1BAXyqwem+mHl+8WPb41Pv2UkP/LvodYAOz+6488XHKHnD0eNrffO4SMaj7Ecw4dXz+MUIYJupdzkJbXrazUCAgAZL8V2arbgYwkKFpCIcePIxs7dpPyUibpFBoUj3j9xSpKWKCpumTNLhFhu4p4tlzQ7uFcNHko91Zlzi5dL6hoWVrephJxdskySly2jVZrLGzbptvf4/HlZUqu+bt8oMmSsX1cWVqtlLSsaOjw43ra+f2k4AIZI+AFta3Si5ArrgAhUmj1Dltapr8SHf5Kmks6P71qVE9pePqeQz5YevfXa4I0xujePHltiaU/D95sgMdKklim58v1Iuwr2d4daAzRnwBYTkC/I62Bf3NxdA/7WmImFV8neprV2n3V/+UQGRogqrc8cl3GpM1hxsTYXzsjVTZvl6bXr4vXsmW5dn+OIz2RK7vxSZ+0KubRuo6SsVF4z2/fvvGT/P2MlVuaMyiPAa8EywaPB1klYIL+sa9NesrVtLQ7hwqk3xhty84FxcrZrI/MqVpW8XTuJR95CQeB4DyXb763l9d17+gDxI8R+/ezDSfdXT2SgS1Spt3mdNnPR0oChQezFC86vVE2xPFaZiWPFLUMGWd64mSZZrKD4fsG2kB/8xlBtgGwt2hD98qVeBmIcAFXFr/zZxBAp8/XsqrxCmt1poo6eKqU2/VBV2dixizTatVVvOnANlPSUVSvL9HyFND5UHLFBPY3ZDI746PwFKT5ssDy/cUtjKGqlGNWmP7ooY8UpYgQ58M8EKTpkgPIFMUAYOhs7dJbMzZtoTAjgTfnu6tbtWo3Ak17etEXuHjqs3pw41lCoDK7Zy+e1bPyjizJuiDuBfmCmgI0+PHNWO9MSFSqoSRqGtrqFpWstd6cOkrtzRzX2CytX62vax+zhLtt69f2M7wdCEFpWqDZALpIi+B6f8gVd3NyUtuX9+rUaI5AFC+IAuis0WKPpQqmJJiJuOkZUc9UyubhytbimTaN8w+pLFmpXnuHHNdm7U7emSrOny42duyRNjeoSMU4siZgggXg+fSaLqtaUokMHSqT48dXALbSs5tYtGJgG70w2/PjcRSk2fLBcXr9B0tWtJXv+Hi6pqlaRafkKCporNH+bZnCD4+Xv21NsbWwlZsb06jUhCJyaPU/WtftDM9spOfNKX7930tc2jJ5v1+cPZcef/TU2ZBHPcq3gA65ra+FnWvl+9vbqFaGwhaYV6g0QWQuK+qz0dWtJuanuVr4gr8XLg2aJu2Jh9LSyIsSOJU0O7JERcRJKz3cvpX+YCNJwx2bdOh3ChpHdQ4aLc9Qocmvv/kA4ooUIC+2LrR0PhTYM3XEYDM1RYmsrd/YfUKYJCU+M9Gnlw3s/xSQxRrY7PBiMlERFCsrYFOkUx7NzcJCrm7fKkjr1JUWF8mqYJFcBcbyzS5dJ5dnT5faBQ5KuVg15+/SpJl5ImpSdNF7xRMD0+PnyyPIGTfRcYV8TB9uHCaMeEPyUFSTfr1ULK6E2tBhhqDdALlSF6VM+5wv27aWYIRedG6sGWp8+XHcBPD4y2UPCx3DVGu6hCe76HZESJNAAfGXzVlJx2mQZGCGaFUekUkGGCDDtGCGCRIgVUzNt5yhRJUqyxPLmwSPtdqNZu97GdXL/xEmJnCC+eiUo+hhBnJzZ5N2TZ/Lw3AWZVbSENN63Q5yjRhOv16/lybnzcgLSasH8Wr4zOF635w9lUCRX+e38SeXplfxnpG7ZiYsVFVt7O82i2b6RNinU/0/Z2rOPnivAMzEgRv9RzauZlBw1TJY3CsAqMny/8RP1oQlt63/CAM1FC4ovqDw2j8kSMW5sxd+eX7+ub1clgnp1tJ2TrJWL3+LYIa3nXt60SaIkSqTN2VXmzZLFNesGwBFvy8xipRS8xvNRZoNj9+TiZYmSKKH4+b2Xs0uWy6qmLXQLZduzsbWTDZ06y50Dh5RVkrtDe81gMXyOOUzkyELrwfVt2/Xf9OSa31Ucb+p0cU2TStyyZBJbWzuBNOHo7KxVob+cXKTzwzsyxDW2nldvb0vYYfiJiYsW0W0XEoLhVVr5fpev6ANq+H7Kxg5l63/GAHt60tTdVE7NXaCXMIk/XxCSp3mygV24GbQTAhqz6I3o8vSBDAgXSXq+eyUHRo+R+PnzKm5GfEirYuysmUVsbJWaTs300roNUmHaZO3cy9igroidrXzw8ZV+juGVXwf8Q8Xj9OIl4v38pZxdulzKuo+TiHHjyYcPfjLcLb5m4AhckixAon3z8LEcGDteYmVML1e3bFdqVmAcr+ODW7JrwGApMmiAVnoixIsr/Z1clFwK1GS8HyU6PD0sGDUwGNowy6e6W/h+MMsvf8r3g0sZGtf/jAGai2fhCxbX7DggX7DokIHqGYzaKHVXtsUDo8cqaMwNQpmLHt+EhQvJ/AqVpcWxgzIkemz5/fI5GZ0kpRVHLPL3QElfp6bWofkcZFLoYA+On5QEhQtoeazzg9syMXMOaXH8oLx78lQ++PnJENc4UnfjWi2h0dBO/TVb6+by8u49hX1c06eXhVWqS6l/Rn2C49Ves1zmlK4gZdzHyeMz5yRZubISLVlSrapA/9o/eoyePgaGB8XATI8K3p3MG8raZ3y/th3k8CQL3y+0rv8pAyw5evhX+YJcZJjViYsWVgNFWJEFPgjeR6Hfz9tLTs5fJK/v3RM7ewftxjOxVb1N65T/Rw8ttC/iLD/f95qwAIB7Pn4sjhEiaoUDkimJCnElvRTQnlxiu4n4iUIsZONhIkaU8LHctFa8s/9ASV6+rCyoXF0wOJITYriXt2/Lqzv3JEXF8nLv2DEpOXqkygHDRfR69VKBZiQ1OB8SFxaem4eLtlV6OVhxc2a3dBcG5vtNnaQE3tC6rAZIphYaY4TAFy5spEgSIX48BWxNCyElO+Il71evBZYyi9iQ11jURinuR0maVBzDO8vzazfExS2mbtVUDOhYQ8GUz+PxgHnA+qhwoGvDNs7/BpD29XqnBgUuB97I+/mtZ1evSuREibRxKULcuGJja6NYXpgIEcTn3Tu9tvQNg2k+u3ZdKzIvbt2WaCmSK7uHFsonly4pxOPz9q1uubB2jKQHMWWkePHk3cuX1n5jPcf48UT8/OTFzVt6jqwIcWJrmMB5w8oJzesTD9jy+GGZkMECUqKLFxoXAf27Z8/00FAwjZkurVzbvsNagI+SOLEkKJhPafRGzw/KP01Ndk6OmmEiF4xxonBFlgyEk6VFM+0xAeq5uHaDxMuVQ+u1kRLEU+jlzf2HiqmdmDFLMjdrogaF8RH8oyX94NRpBZj5bq8XL+T5zVsSP09usXV0lA++PgoBXd2yVcMHQofYWbOoLB0wEkTZqEmTqAFBvweABhS3C+Mkr+890KoIQDlN5ertcucSl1hucn3bDg0NWDHSpZFYWbLo+4zYJ8yhgPqDoel+Gum3ILfgJvt2ypSc+axETw6cIndoWbk7dlBPcnTaDPVMenwN6umNowD/+t59fQ1qVqLCBeWYx0xNBPJ06SS+np4SPW1q2dy5u0RJkkhe3rmrNzZ6ypRKbIBdHSZiJK2o0A6gPby0m/r6iI2Nndw9elQVEV7fvycRYseRhIUtzONHZ87I2yfPJHKiBGocZMZ4MGJD6rCez5+Jk0sEfXiIy6Dxh3dz02TEyGBQB+YY8KSxs2SW9z7eVlkPmtohNXB+dw4dsTyAGdJJxoYNdGsmcVLvFzu2YoUvblyX4zMtnXyhYR2fZlHaMuRhY2NfjAHZCqAwIdGFN8RiCdonZsymXwTd/FcvRhkU/quvnF+1Rg6MsdD3McLC/fvJm4cPZEuPPtawgj5fsLX9ZrLJAAAgAElEQVQr6zfK9d175OGJU1J3w2qZkCGrtVYM4YDqSY72v8vNPbsleenS4hInthq571tPObVgobKOKfCzhd49eFihE+qzdTetlRfXb+j2u/vvoeLoHE4yNqov9uHDib2jo9zYtl1iZcsmM4uVlEY7t2oIES5mDCXOEj/OLVtR6Vuez57plh4zXToNC0iEjs+cJUcne+j5oYtTaEA/eXL+gpIXWIDQhfv/KU6RImqmbITVf+X9MdLDxmaMDWnZc9sOKxPnm0kIvQ5buvfWAJqYArIn5Sa6qaD9LG/U9JecJ+wPlcLY6c9zC4IviHeqwMyP6TMV84Mt/OTCRcXquEDw6dj2DIuGuSZ7h47UfhIa5LmxYSJFVBzQzs5BXty+rSr6QDeG3Zy+fj3d1qMkSSjzK1ST6ksX6tZMR5pLTDd/z2krpxcuEvo83jx5KL6e3jImWWppcfSAevG7h45owoKXJDHJ3LSJ2Ds5ao2ZJMTo1NBczjkT77FInpTvp3qFFsFMw/cz0hs/++YYmyAsQa2Bxifi1AvaQGaxpYDrmwZo3myoP6YtMn/vHgp8Qpyk2YVAOkP9OtbC9884ceULTnXXDrpP+YJ/ScpKFS1iQLv36KEQt6FNeHntOr3psFiASijtgZExywTSaJQkieXMwiWSqVEDNSSgEGJAkgxiSQiiEGEBgjlfqg6U34i3VAvR74Nigd5vPcUpXDhxCB9Os2a28229+knycqVlTpmK0vr0UX0YHJzDyebuvRQgr7N+pVxcvU6PAe9OVq2tCcj6brMotlL90a63b/D9fsb15zcoRx6fMVuTKR6iyxs3KfBP076xlYC0scDHFWwDNB80jeEdbl2REXETyx+3r8nwOAn1yV9QqZreDGhLcbJn1xk4wZGy/bcXK3enP6z6gt/iC2KgUOUxPLA0CAnIfTDHBLmypgd2a9Xhj3s3NFuFtv7ixi2JljK5VlmwLdS8ltRpIJXnztS+j/rbNsihsRMkS/OmWgvmgaBEB2XLx/OdREuaTPz8fBR4dsuYXg5NdJf8vXrKlm49pPCgv+RP27Dat8LOQiwIUA1kBMwCaQCjxQMiKKma1cHi+1n6Yn7UIpkjuL194IDkaGsh/5p7b2zB2Iaxla8dS4gNkC9jC+Nis5fD1DU4GHFMpwe3ZWiMONZxDKbkRIUBQW6aiL7nytGurRTo21PpWBBCWcoXRN194GDl7bHgCzbctU23y50DB0uiggVkc/eeguhl2EgRxcUtllzZslU1/HzeekqSksXEzt5eP4snfHX/gfh5e+uWbevgIHv+HibsAqgJRE2eXAkQJD9ksWB/Pm/fiL1TGLFzdFAalZ2jkwqBE+MRvhT9e5DEzZNT6VwQWOtuWCtnFi+RtDWqy5lFi3UwDB7w3NIVuu0CzbCU75cxg3ren8H3o8+Z5ipY4OZemlEb5l6bGBYSxu7BQzV34HiD0+j+rwzQGBBdXBTQEdw5u2ixoIBPFQBJC1PcpzIwq1gp6fbikc7YaH32hIxLlV5LXcsb/vf4EbwOvI0FrYmaa0C+IPrH+Xp001gVY4WhzHHS2/Hg9Bl5ePKUpe+3SQtpcWS/0qySli4l55Yuk5gZMoiLWwyt5dqIjZxbsVJSlCsrI+ImVGYMhknPLWU/ejSOz5wt6WpUl8W160nRwQMlIhDOhw+6HR/3mK5EUww2foF8MixGXGmwdYM8uXxFRTchTuzo118K9O0tztGji52jvbz3tsSAweb7Zc5kFdD8Lw+5uTfmXpl7Z+6llbhBA9i9+4p9QjVDus7YRHB//z8ZoPmRnp4vpH/YiNLy+CHNKg11KFPjBnJ5w2YN5KMlTy5nlyy1jrxquHOLTMtXWHp5vdKtr8XRgzIxkyXDDumiIwwiJm2JLIBkKgWwUFQU/NVrfb2X12tVPQ3vGl1GxE+idd3TCxZLkUF/6UiqYx4zlOyJp3x25aoaKd4Lj4f3o7EnaZlSsm/YSOX4XVy1RtLXrytIudE8T1ca0miA5eBzdMbZOTkpcI1Bia29DHWNpeqvaCHSZEXXXs4/2unOQCM6SRA8Q65ZuBgxNKPe0s0yKsLK99u5W7N1VkC+H01Y/2aZa2/uhbk3ZjwZydPjCxc01k9SrIiSJ8w9Nvfc2EBIf/+7GKD50RKjhsn6dh3FYDyGPGnGMUA1Wte2vfY4qCadjY3EyZZVtfXM34jFJmfPo3gRE5VCslJULKdb246+/eSkP2khVubMUmXOdKXfp6xcSUFnZ9doSu8CyIbcsLVnb8UICf4psSFMmaRYMaVfOYZz1m2U+M/z+XO5snGLOEZwEaewzuKaPp1s6d5T+X2uqVJJ+Fgx1VMCeHu/eiNOLuHExs5eXj96KB+8feTSho0SN0d2cY4SRe4ePS7x8uWW49NmSXjXaJKiYgWt4pBxQ+F6de+eguXANA23b9LYkgfM9BTn7dZFEhbIJxu79gixugFbKP3G5lpb70vtmtq3gtdGgPPk7LkB7otlpIa5p+Yem3sekvsU8L3f1QD5YkBVskliAJqAAuKIzY8ekEmZslu9XsOdW2VavkJKnkRlFBo52TSVhERFiyjoap40RjkYwmlQJ1ugV3c5NGmKVeQI0JaG9SNTPNQbhYkYQdLVrqUgMRUJRieQxVecPkWTJYBj4qpMTRoqUTVXh3by/t07HVHBZx+duyBRkyRWuj0QCaFH5bkzLMNubWzkuMcMSVikkJyYPUdyd+oo754+FRt7WwW1YabwWRKVaMmTyrXtOzXGQ8cwVtbMKkcXIWZMOTZjls7l8Hr5Sisj9mHDKKMmUeHCWvMtO2GsZuWMVDBSvzHTp5XMzZpaG+SDujZ0ETIGIyCpld4YyKxkryglmHtg7onxhuaefYrjbdccgEQu4Ky7f2OE390AzUHU37xeh55YG2jAEW/eUhJAivLltBpgjTX8m4e6vXisot/1Nq5VTp411ihbWulJZKZsB9yM1mdOWNkf5jfDRoosiYoVUk/l9fyF3uAU5cqIj5eXRE2WTLdZIBsY1uj8kWQQg6E5A+Egbp7cmkwANNPYHSdbNgsMY2cv7z3fKhxDLwqThdiWkcCg1RGlUUgLUKEenj2rWTZClRgQFQ8eRgz84emz4uvtKW7p0sv7974K2eBlUdRKV7e2VkmIB/F+4aJF0/c8v3pdPeGLm7fl4enT6gExWh6gd89faJNV4AXgjggSWzlhD1OeeD8hg7mm5hqba9767HEZlyqD9Z6Q2Z9fsVKrNdTLmZln7qW5t//G4AJ/5ocZoPmhwC2En+OIReTdi5caY2SoZ8ERgTmYwWHNth7elqGucawVA7ItKFY06BCjwQhud+2SAreR4sXR7Q2OH2UwslbEuamQYGT2jk56YwGi2Qp9fXy0JOfr6SW29rZy9/Ax/SwKqMAg1IPJYNHBpv5r6+CoZb2oSZLotshWRZ8uWy8ejr5hvCLVDD7zwcZW9U983rwWBxcX3d7oYKN2HDV5UnGOHFmPkzLe60cPJHL8eOLoHF69Kngihg2LJ1amjEpEIL4keeJBoj7Ntg8fEOJt3Fw5FUK6unWbziL5BJ3wv4bmmpprrDietrCC40WQyxs3fxHHM/fyexie+Y4fboD8EBclS8vmsncYTdTzZGGVmmLFEe9cV8naL+GIsIyzt21twZuWLFA6k2k2R2N6RNxE2phNrIZcBjR6p/DhVUeGm83/6chZrelqcdZa31VLMXN0PgC32Og/dUijZWM2pWDL9QIMVHlnvtP241BHPz/NiK1L9Z/5TfPllu+14Xj4rPW9H9T4hLqx/2hcjpfPWn7/g37FBx4G/89CnNUjsxGlpuXv1UOGRI9lbU4318RcI3PNwGfpLaar74s4nv+9sOJ4/vdKxUAnuP+QeXE/xQDNjcnZ/nc5OtVDYwcLjrhd8nT1f1L9pTQ6BXpSA+OIAMNQla5u2qLNP1QQiNcWVq8lbS+elYEuUaTby8ca89B9dmn9Rk0sIHAi3WZO+OnVK2IjtuoFKa/Z2NupcgJegB4PMmmLscJ28rN4NVs78fF8qx1yvt5eWuNli8IY3j55qkZJ+Y6tFyo/RsMf8fAkF7wfSj/0fgzP0SW8RHCLpb8NPomXBieEToUJYoCU6dja0auuvnSBeL18LYuq11J97IkZs6r4JK2bXR7fE1SuwCbxfIQYEDYen7vwbRzPyJgojjdEY3e8NLF8pqaNfsiY1p/qAQO7bGapIQ70EUdsLmcXLdVYJyQ4Ilw3DBAccnn9xtqjQfcamRqtjDn/aC+j4ieRnl4v5cX1m8oyIWZ6cfuOJhsQTAnE0eCDOEDh39beQbzfvpH3Xu90phvZMrIf8sFGPJ88VkmMxCWLyqtbdzShoe8jW6sWcv/UaYmeKoV4PnoiYmenNWD6OsJEjqiOExiHvmDoWGgzE5PCKeSBuLZth76OoQEdARsRN0aIF0f8vHy0lGcXNozYOThqy2XMdGn0oTi/jOb5DQrPXFq9TpKWLaWjcPkuMNbg43i3JFXVSnJo/CTrPTH36Htut0F910/1gIEPoMH2TTK9QFH5DEf0l1nL2LiBJgzUGD9ma4OUrULcZxrJ6cdFM4X+WC4+LBHF1p4911olcSUlJPhyJA7EVgyRwcvB37t96LD2eDw6dVourl0nWVq28CciRBLxe6+8PM/HTyVs9Kjy5PJVsbe3k629/1RJNhgreEea4mlO579QwDhm2jUhsOId3zx5JDFSpxXft29lQ8fOyngG2C41eoQaGITTyTnyav8vWTtDcYhvb+xENbajFB3cXwkQwFygBTBwzG7BFNK+Nk7Sx89Ty3umJGbF8fzRBXA82lzpWzZSdijT0vZp7gFjZqcXLPqj7c76/b/UADkKRB4JsBEDYiTWem3C9ucj+g9UMThi6zPHZFzqjML4LvhllIkSFS2kN8WoC7D9DooQTUfD/hUmgo4iHRgusnR9el+z2Tf37mmdFqwOmAWP6/PGU07OmWvpnhv4t+Tt0VUurl4tCQsVFkfnsBZOn5eX1meZaZKsTGlNeBClLOc+QY56zJAy4/+R2/v3S6IiheXJxYvykN6O0qU0CyaZgRQB/Wpp7fpSZf4czbZv7t2nhsbYLgSRIiaIqx7vypZtSvIguXEI66yQC4kGjGxY3Bkb1tOmKvRuZpcqr1ASiAPfsbJZK0EZbOeAQVJ20gQ55jFN1rZpbx2Na23C97/G5pqjzHX36DElSPzM9csN0JwsUmkb/ugcJI5YffF8rVAU/KuvlvkIqGH+MrWSuA6uHORT+noBude1aac9IIDOiJdfWL1GFbRoLiIh8fZ8K+8934ljuPDq3d7cfyCPzp2TmOnT67wRmpIotrtlyiROLuEV+8MImSJOvAgtivDwxIyZisEh9khsOiB8ZKWo0c0GgQCqPKU62NEvb9yUxCWKyXtvL2U508lXesxIee/7XhkzKLFSLwcqyd2lo8an/D+zhoFTSKxsHew1TAABKDlquPYkV5o7Qyamz2p9aNGFpmmdEWfrO3RSehbMcCbAW2VItn2K45lr/zMN75fGgF870e6vnmoiYbCmNhfPKHcOIcbphYpKrRVLlUyA5BjsZmLALM2byfJGTaTepvUqStT2wmntcjMZYc+3z2XP8FGSv2d3eX7tmnoi6pfgf9C0qP+mqVZFyQxxc+SQV48eSozUqZTOTqunr7e3wireL19qjEZWz3tRLji/dIXOgQNrS1Ozuho4QxUTFysmbx8+FJe4seX9O2+VETkwboJ4vXguebt2Fe83ryS8awzF6zhHwOA0taprSS5MhIhKqycmJClBWHJ++cpqfAV699AmI6oYY1Kk1T5h2kWNPnRPz+fSP2wkVYmdVay05OvVTfVpvF++UjItc0DqbV4vM4uUEHOtf4XhhVoDNAfW8+0L6e8c0ap63/3NcxkSJYY03LFF5dXofCNYv3/ypArzLKhcTdpdvahqoRhcf+dI+lkUBVJVraw6e/RSQIyMniaVFv8fnz0nMdKlk1klSkv9Les1ASGj9Xr9RhMItsKkJYpZ+j/s7OT+0WPaYhkzYzp5dfuuZvPHpk6zUOBv3dZivGu6dJKibClxdImg2zdZr+fT58q4AcjGQCFP4MGjJEuqzGoo+/eOH1dsME7WLKo5aHpOYBy5pk+ropV4MeJDhMV5KFSgye+DPDp/TiLGi68ddpQEmZsC/Qv8Ep0Ztm6yWrzx/ePHFdtcWqfBr7S70BMDBr4KRi6XORdREie0eCGl/9tYLqoO4UunF5ckhC3t3rET/hf3hGabD86clUjx4uqkc0ioeBdKYImKFLHAc7a24vP6tZa8sDggIYcwYZSORWMSalvgiIDOmoRwA9+9020QEJt47O2jJwo8JyqYT2Eb3Uqdw2gzFPVtvCplSVJgwGToWTf37tesl/FYb58+F4ewThojIjEMW/va1q2SsFAhNSzoY4DoVErI1j2fvdDKD1WTwoMGaPzZ5dFd3fa7v34qA8NHkR5vn8kA58jS5dkD+SdRCqm2ZIHsGTJMXNOmVXID7QhFhw2WKdnzWOes/GorDDUxIMkA4o4652LqJKVUmTkXvX3eSD+HcLpVuWfJobQrCuVshdSMt/frL/U2rVXVe5PNmS2J/5IwYGDEYj6vXsvD8+ckeZnS8uH9BzmzaKHSsZbUbiAtjx3UIYgM/6PwD7HB+/UrJR9QKQGGeffqtTg4OSqlC3jG8+FjCRMtqnoioBs8Ie2a7168kjARXfS3yYbVaJ89VSyRchoC43gstywZ5cikqZK5SSNZ2bylPjB4OvBJIGlaIO4dPqbJFn3Op+ct1BgR8i+zfwdHcpW2F0/LP8nSSNvLZ1XPuturxzKzCMO1J2nnnWva1Fb+5vmVqyR8jM/nrPwqQwwVBmgyWGNoZs6F0fcz+nhAFGTJ3ACrnl/atEo4KDlymEqrVZgxVYezkElTf2XyOlAPn2VbA2gGjkC/DyOiFgxxgQwXbwMDB+IDfcN4WQyQJOHlrTuauYK/4ZGAfOjdoOXS2dVVGTMPT53R/oewUSOLn7evZtq8/pqSWcwYWkrzef1Wwsd01WQjcfGiqqQaNXEiCR8rlry8c0vsHMMoHsp2Cdfx+tbtOqqWf1NLZktF45BMfGuvPpKpYX1Z1eI3bchHcJyJTSdmzdV+EX4DbW1qyOgjmoey+ZEDMilzdm2CsiQmdeX6tp2/RLL3lxqgVR/Pf1C1zrnYy5wLO+XXMTfOqCEwQ2RKjrwKr1CWQ2XKANHM5oUUSsDNkBjmDS+r19ACqjZoIlxwx7Bh1ZAgKISNFkUbhuyBWHzf63uBYIjV4uTKrhObgF1sHZwkTtZM4uASXuNN4r7js+co8OwcJbKGA+dXrdbRB8iv3Tt2XAmrGDMVEUp7CFuSZYMhXlq7QaGVpMWKydlly5V6v6ljF9WCAZskIzf4JBOSqIygfYMODpk9fy81eqSMiJfYOlHeTEI3WKAhjzJizD1Lzk/0EQ3FyugRWues+MNdZp7wz/SGv8QALXMuNuggFmhHQc25MFupAUohbzJ2gICfMlza2jVVuoL/XWL4UJlTtoJ0uH1NNQEBZFc1bSVlp0yUFQ2bqsQGbQIIHFESY+tDvg0uIBBPlGRJNBFgAmWDrRtl259/SW2d6G5pBMdoYKqQCYeL7iormzaXclPcVSGrQL8+Es41GloM8vLmTTk5Z74+CGpAbjE1RsWw6fENGy26vLh2TZWwyFSpubLlA4g/v3JVvL08lcYfP08e9dZ40HOLl0qKShXE1tZGnl65rh5934jRSpblv8nKlZGtPfpIvh5dtP2AGJprCxCvAHMAfcRp+YvopABGdemclYsX5d2zF5KkRFGdY2IGhbc8cUQmpM/8U+zwpxvgxzkXq2VW8TIKr+ici/MnVS+lwvSpsrxB449UojhxdOuz6OP1la09+1rpWlCJYKYQT5nBLZSmsrduKRv+6CRJSpVU+leBPr10clGkRAnE89FjCR87ljw5f16ip0qt+BsxG3zEJvt3Suzs2bV3gwTFz8dX0tWuJvZhnDUhoA+EHhj3rDmVNX1t4xaFX4CFWHjw6KlTCnNB6KzLUK82FTyNAcEQiQ8PjB0n5SdPVJgFeIXaOHEdpFNqxjTEw0eE2YLRfvD7ILsGDBKX2LE1GeKhTV6mpMa7eHaQgvY3LqnkW/tbV2Rk3MQWzZlbt3WERSqjjzhtiixv2ER+O3dCxqZML92eP5JBkaJL3Y1rFK4p9Fcf2drLf87Kvfvy/OZNhaZgbP/I9dMM0IxOpZcC6tCncy5m6IWHwn51C1SiLirmY5pdAhMUgqIS8X18b693L5Xijwe9f+yExky0C9DXjIQvPR6v7t5XEBduHOKWFWdPl2cXL0u4WDFlkEtUaXnqmEROEE+rEOCF4dxiKn2L5CFxkUJyefNmeXPvgVLmOW7UCGC5PLt2Td4+fKRbb6SECZUyRZnt/slTmoXSrBTWJYIsa9BY0tWtI2cXLdGSGOQGkhS8eMXpU3UQI/Hn+/c+MiVHPmWw5OvaWQ10c9ceOqB7buny6kGp9iDVSzJiVL6YMIDqV63Vy2VumQpWfUSqNMgZUy9G6SJgo1HgOSs1Vy6VeQHmrPwo3aAfboBmXi2eY//If/TJxpsEpY9ngGOzlRoqEfp4TDj6OpXomoxPm1k6P76jA5rT1KimWFfHeze1mgH+gsIVuNth9ymSr3sXxfbY4g5NnKzGVWfdCgkbJar4vPNU7WWSILwghvTu6TMlLsyvXE0qzfCQg2PHCwLpsLABnCkIx8+bR6sdZOjMtMPLUcPmfKmkMO+jzPgxmqwkLFpILqxYKbf2HVDWOHEZ2yIjGkiG2O5Ryf/g66eZNOA8fDzGxlZfukgThsMTJml1Z9fAvyVuzpyKOcKeYVI60nDm+tFwPyJOIisw/9l1zZZV4Sijj0hnm7lvZu6wmUP8vb3hDzNA67zai5e1gQcumlEg+Iykunq5DnE2SqZWKtHZ8x+f1LmzZHGtup+TVP2pRAEvTOmxo7QU9vjSJTkwaqzWOOG0Zf+tlSYHXi9fqGjQ0OixpfvrJ+L1/KVmqfT84n3IanO0baUsFgtLObo2hrtlyqAJBpkunX5V5s6SSxs2SIZ6dTVpQfwyU9PGKvmWsUF9rZrQnH5l81axs7eTePnyKlV/Q8euWkmhGYoMP5xrDJlbprxUnD1Nm5Kg0JuOO7w5XXFkyZAd4FQCrdDtRzYPg4VlnaA0b7YsrmmZoESTFSEBSlnsLDx0tCEYz2iUV636iP5EYAgcMIQgzFJvJ1OnAkN7QO21K2VOqXLfzQ5/iAEGxvE+zrmwlIACzrkwsUrKihUUBA5uS2BQVwBSKzR7MESk29juzy1bronLrKKlpPK8WQpNRE6cWFkhD0+dEsfwLjratPbaFSqNRpcZ4He46NG0hAWzha2YLPfimjWame4ZMkJKjBiq3gd4BEiIlbBIYZ3b6xQuvNw5clRbRNF5tnNwEgTI+U5IBBwXdWiYMoQHtVYt1R5a6tdPrlzR1oVoyZIpX9Dn9RtVYA3nGl2lRPBE7B7EgypK/vBRkMZgYjwzQw6NbGrEVpr+J7G1RXva6CN2f/lY9bMDz1mx0vRjxrTOa/6vlvhdDTAwjld8+N+y4Y8ukrpaZcWw4NepWlWAORdGvMbaErhji0zLX9javmkalYzUGk9zUAsavVGNytSssYr1UMinCsJ2gioBzOnbe/ZJpEQJteHJLUM69Xb2YcJacLyTJ+Xc8lXaahknSxbxevNaIsaJI97vPMUxrLN6nxzt28rTi5c0RkPKrv62TVo3BnO8sXu3zK9QRTrcvCyOLi66xbOdUttlchPSb8+u39ByIMSJ1NWr6nHSd4K8Bb3IbPvqhaNF08+ShJDZN96zQ7fknf0HW5Xu4QES135t6hE1aBZTAsiCTVZsFQ2aOE5Wt/iILgC6k5QRnxYbNlgF1c2clY844n6ZlDmHhhOr/adW/VtD/C4GyACZtb+1062WDO6rOJ7/nIum+3fL5Bx5pOQ/I3SmRdraNRSjs7QEZpOTs+cpRAOzJDgLvT22WfqDafNkEe8h5UZGB08vX/ducufQIUlQIK+q3qP1guHhjU4vXKjz2RjnyrF4IXZ587ZEIBkJ46QGRmnP8+kTrUgwGYlsF2wRVSyalEhGMBpuOlxEtAXZ8inF4SXDRI0sdw8eUXgmeflySo6NmjSprGzWUuptWK1xGO+F6wgOCuj99MIlYcg1M46NADvHmaZaZdkzbITGkMFdMK1PzJitbzdzVALiq3AKrffFf85Kuto1dRI8Sda3cMTgHkfA9/0nA0SP5fN5tZ+STL+E40FrosYbsCUQsUiC9pAuhIjwHixiJ76HrPPcEqQwnlq2x8IFJX6+fNryeXnDRq2IwDAm3rx3+KjWiOEmXtmwUSsPNP6QNVILxvhQy6I77M7Bg/p3YipKXIiXA1RDt8dALZR+H30vTJYwkSKr5C7MFsp1Ng72sn/kaCWVMrkzba2aWtKD0oVCapREiSVigvjaFQeEw6QjFglQ6koVxPvtW40fTVZKTzKVFeQ+QroA0Gn+ovKC4BI7U9mJ42RVi9ZWKb6v44iX9EFLUryozmuGG8nDFJL1rw2w7vrVMqtEQBwvCJr94mXa3/ARx/OPNfzbLsmMeaq+x4I2FTF+fNVZNtOAMAJgGGRuyRrpxaXBPGz0aOLg6CjnV67Woc7PrjNFM6YazNunz8Q1VUolKzhFiKgejR4U33eAxE5KvefBU70XB0dlt7x9/EiJC7CjyZqppCQuVliJr1RgYNdAnIB5reNfX75SrwqjBfICpAuqKnhGPCDxneX7HZS2TwM9LBbEklhsz4QPL+5YRtWy2MbRtPkvC4cwNnkaq3Y14p3W2Nw/hjQxpRVH/MK8ZloXgrNCbIDBwfGs2Za/8KLJtni6wOO+54JWxXZpxHu4eWow9HT4S3LgFaHIs03CIfT18a8rlMsAABu5SURBVFbRSbZeKiPgcGGjRLKomn74YOH/2dkpGYDsFfcITmd53V5s7OiWs7VUK5DgpWmJzjUbG01K+B1NoWGU0tbm52dpqLMVrbhALIUIwW8Dndja2iv0A3743stH6VQOTk7qAekxMdrPxL80POHF0Y1hQcqlZuz94uV314MmIWPKlBWdKFJIryms7MCCRV/CEb91r4NtgB9xvBzi995P7h45ojXRgPNqA+N4FWd5aFnpRy+CfedoUVSh/u2Txxq4s/BIeC0wPgwDsUTwOrwNeJsJ0Inl+Dd/s3d2Vk6gQ/jwaqyM9sJ4mOGmLZMfRL0p2xaeFiEhjB+DxXB4DcY0/DuAdQ0LxEab5WHHUJGhcsMxcRz0iKiCQqQoSlYF9lAuINZqZ6OANzEgBvf2yRPLpbSx0ddsbW2138Rsx2EjR9Lv/1GLqk8/e2crvqj47NjxEjtr1o/zmtu1UYUs67zmu9dleKwEXzykbxog88ysON7sGTrr7PNmc8ucC+AXbpzl6f/xi16SsNGiaWJBLMJCKs01VQpNFMyAa8IAxib4evnIq9u3/W+aj5JRIXjeO3pMFatoEsdbomJPAsHNdXGNoZ4IjwmwTN2WQdJI8fKbeAkMA+BYRYmePFXDh3TqFD6cpaWThe36+cmdI4clVqZM8uLGDYmaFLa1lzKr4RrCL7RzsFcwnMHatk6OcnvvAVXxZ9GFB3WM95mtF8/OuRE+BHfb+153Bhk8POTHOSszZUntepL999/k5BdwxMC//VUDNHy8L+F4Bf/qYxFz9J9k/r1OLDjfQy8IdHwWwTSVBzRfjCAmhgLMQSkNsgMr22+t1Ch8vLzl7MJFKlBuatP0LO8bOVrxQej+2kxkYyNv6FBzdVUjiBg7jjy5fFkxuuu7dkmszJm0tEWCwPu5DuB1tF1GSpRYvS9xHIA48R01ZiZwYrgO4Z2VpU3XHz0uMHzwqhyzQxgaod6rh9zW+0/VO0T9//SCRUqkYFF1QcPw9PxF1usQnetQrYp+5lcscMIxydN8cV6zwREDalgHaYCNdm8TjzwFrfN2VXDo9Bm90MnLlpKLa9b9ivP75DfJKvN27SJPLl6QPcMsQ6sJ9PN066wPxa5Bf1uVpLK0bCYJ8uZRKjqQAg1IbLuUzMho3zx8qO9lvhwKCyQAVzZtkZzt2orX61fqkTCqyAkTyeYePaVArx6W+Wt2dpotI/1BHBY3R1atmugWHSeOekbA7Re3buoYL7SqIQfMLlVOSo4ZqXIYTN7cN2qMbqkY9HtfH1XsZ+g0nhQ8DuVUFt6WOjk9x7sGDrGGEDQz0VDFOZsJSr/8BukD31KW1Kz3RRyRY/zEAK18PFs7iZU1k9KVSv0zUrurQtNivP3Kpi2tnhfyJXVU6FE3du/VQ6UbrNS40fq+k7Ms4wpQemKyEWMNoCTl7d5FwWrDnTPUdt5HfIVCPvEdrBVuLEYGlIIXRRw9TJSoOlILNjd7LAOuqaJAUqWvg3ZMslpaNF/fuaP6fwkLFVRPxvYPrb7762cyMHxkPYY1rdpI0aGDtdEc4SEwymEx42ldu5z7eNnYubtWi1hoSEM3u7x2vVUXkXIiUAg8yUXVa4emW6bq/rFzZNc5K6XGjLS0ih7c89EA4cxBQzfN4qHq6IM4GKMGT9mNYj6Lm4uWMie5rU8/fQ0lK16jvAW+hsfJ1amDCpNTlEeL0IDhgK7lp0+RI5OmWJOPVFUqq84fgf/uQUMkT/cuWplod+W8xosPTp/W+i0L3efw0aNrkkZ3Xp8PXlp3Zj7Is8tXNLYkRkI2DhlbWkVR77foI47Q/1ZdMEcH12BgEeLG1rgOiV7j2ZAjydqimZYbwTNZetxTJ8m6dh2tBgrpw4xxDY33UvmIFy6KTddnDz/Ax/tfWag7wZSmlMVCnR49aOTbuClkuyya16OnSKH1Uk6U9fvViyolTKJ0YuYsrbMGBsNRB+XpZIQCuBpeCGAZj0SykqJsGbm5f79OOgLEzd+nh0RLmlSz3scXL+n8uCpzZsqr+/e18w6SAjEfIC8CTQDVGC49Lh+VSC36iHm6dZIwLhEkasrkEi9XLqtIOeEG50g8qxPaGbtqYyMVPNyFyZmo6AN2s9CGydy0kWV4YRDSbaHtPn8zCw5NB0xZCyCZBXuX4dOMoTcZIfFR9t9bq8e4tHa9vi9NzWo6KwQGCrEsFYs9w0dKzt9/E498hVXICCWFgNrVxFrUrYFCAI4jJkigPcEvbt9SImij3VsV0oHUcGf/QSUNsBCujJIkiWU0hI2IRx5LHwaEVAzk8OSpcm3zFsGrUmUhrgyo4dL9zVOV40Vajd+H+EASw/l8nA9c2DIfeLKHjkJgoeyKgTJKAgMl24YEwWsIaYbm9T9lgGSLUM25ISgkqIFVr6rbz6auPRWTYgFLcPHxAEyUZDGrQpt60qdVQXKIAfMrVJUcv7fR6ZaWORcRNCsldqSikbV1C/F8/ESzYDT3oiZNrCU2mDZDY8RVahKJReVZ0zUbnlG4uBQe1F/Wtmkn0NpVASucsyY08fPlUcYLiYZ7tlzaq4GKFf3Nqo94/oLk791dY0gycrxcpIQJFHdjFRk8QLNhPLpRn2cYTMlRI/Q1U/+mLMbsE2JFvj+0r/8ZAzQiQ1zQWFkyqYGhB8hYVRYZI69xQngBA9oaDWNAUzrJXt2+I4/On5dTc+ZpPdYy52KBLKj0UXew072balgYNxkxWSlJxo7+gzT5AG5psGOLhIkUQV5cu6HZKYvMGDyPaZyTsubUQYR11q9SYJxEZFvvvpKleROVtS0ysL82F1l1/JYuVEHyfD1QTXirWTs1ZpKQ7G1aKcGURZVH8VZnZzU8A2kgRIQWDTLDqr8tIllbNRdkN6B8hdb1P2OAAdXgDd+Pi8oFBrvjZiibhvS/TSsldeIp8WimbMRcCxIW6Fb0F5PtBlZeBcUnwSHuQmoDDh9gMv3EaMww64wGInqBh0R1E2qjyN9SF3545oz2i0CRBxJCaYFJ7ZQvCQlSVSovpxYukZMzZ2vtFlm2gHNWdvQfqJIk51esUjyPNk6arhbXrKu6McxD2fHnQMUrWaqaP9Vdbuzeo+LvLEgYvPYtvmBoMcj/CQOEGPnphPQWClfwmnVCeqkSlgnpY8YrRZ3V7so5GZU4pXVGSZenD+To5KlqXHhO5oDQtESGjHyHZc6Fh+wdMUrpURdWr5OMDepqDRhQGVY3oo/UQivOmKJ0LVQYVjRqqqwgYk1U8e2dHGRh1VpqwJAkeED2j/pHsrZuqcKZjXZvD6SPyJyVJZKkVHElTODdkpYsoa2a944et8xZ8W8i4rxydewgebt20vgXbiGLrLK8x2TZ1udP7fXQnSKz/06xfYf2U4fG9T9hgFw45Cx4shEoN7EN9CkyQVRAVzRprteXJ58gnX4Qawuivz5e2ckTxev5MzkyZZoCwktq11cRH0YhGD0Z9PEQtyz69wB5efuuGiBtmaMSpVCJM2aCYFAYMFWI8h6TlDVDxouXQ+GLXmZExwHvLUOqX2s2zQgvxpphQDQXGS0+o4PT5tIZ7X3J1qa1hhLgenSw6ZwVfzV7zgnoJvDkJHYFQ9ol3IAHya5ANyHLjIQNbUYY6g0QqOLp5auysnEzS/XB3l4NDLIpUAOdaCz6YdkeuejMXgNHCzx/BHpUgvx5ZUGVGtofAavXxIiqj3fkqAb//G8SDRIUEgkYwsSMSL+NTZVBsjRvLAkLF9JSWoqK5fXY8ICMiYVpnbl5EzVE2g1qrFwqL2/e0uOGKwe9iVZQBf337NXX8VToI1aeP1tu792n7BNgn8hJEsmfNkHP82BkK3AUaggsKjs8jJQOMUaIFCxGMzDMmtfohgttK1QbIPXPp1euWAysT09BMRWjY9wVK329OrrtUs1AJZVlmqp7vXslf4X5OIGJORdgfuiu4BWYt+vsGl0TAqOPZ0qQvX3eyprWbaTIgP7y6v49NUAmEylY37WHNgehYHB28TIp6z5OZTpgb+OR0e5DBo4xD/QBAxr/kyyVdqQtrddIigz4S6n8vb3fSD/HcLode+QpoMfASFcmt1OWg3PI3LmBLlF1PtzqFr8pNjkxwJwVzpeHjgdyZdMWqnzKAuDGM+sQHoOXxo+nOwhClqFphWoDxOMowv97Byvjl8ySCwnFnm2MBUuEmzC7RNmPcy7859VCSqDIT2BPQw8xI1IXdHahg4yqFKOzxqclXrKIIkFQQBMmTo4c6p3YCte0bqveZGuP3qpGwKBAswXTQUZcCQ2L7ZHSIF4YskOa6lVkReMWKiWCdvTVTZvk6aUrKqhJd5u1gevUUQ0jkJ+DJQ6rm22W9+Dl4FHiSZkhYp3XPG2ybO/b36rpQp8z8A67gCFl0JBVHoUIxrtOmxGabE+PJdQaoInfOEhAX55oqg0kHrCUWaXHjpbYObLpxSXr/Nacix5vX8jBMeMkds7ssrRWPfVkSGkA5DJDBFUFtnKMmxZSlVrLnlWNk7IdQwv5faAUxkGAx7Glc8OjJE0qpceN1iybLBqskS2Y476yaau8vHVLx2AxLhbV1tkly+pvYbDoWkPjotbMdyMJgsYMVC2qKP8kTaU4JoMLg5qzQiPTrX37rWNaAex5IMnggWU4DhbdiMSCfF9oWaHWALlAFK0RldTpl8eO6zXL2eF33eK46RgKC0kNFAQ+m1drnXPRQZu42e4YiHNu+Qpxy5BeNnftaW3A7nj3hgyLFV/aX78kc8tXVsOLnS2b/pcMkh4QiucAztC10KnBm3KjI8WPq729GpP16K0JTMoqlbSZnTFclOzoxSWBwgDNvDd+a2SCpGJ+G41AelsYSk1XHW2f88pU1DaDLC3856wsmicLq9aUDjevfIIjch2SlS2tHnXf8FGKb7JQbuAYEU5iG2chmEQoEhpWqDRAFJ7wNNb5v+XL6kUkvtrrT72CD8hWDO4WeF6tKme9ZRrRGR3HgIgPRX6kNBC5xCsQV9GYXnPFEplXvrIyY/huaskx0qf7xACRMMOTnVuyXOfVsQVWmGaZS0d9mAdEYRgPd+XwcXM5fmJAjhvvjKwuKvcBDRADIDsmKwY6IuFi+0WjGsAcLZt+ds4fZUw6/K4iQsSHQeGIeFMSKRbAPaEEx8Z3spKX4zpOUo0bmOyhYYVKA9QnN01qy5N75Khq2LGANHgNXiLYm1umjP7zagPieJYZxm3On1IN5a7PHsjgyDG0IqH9vw72snfEaP0uashPr16VtDVrWMt4/E5AA0xdpZIMj5vQ2l9CfwvN4KgPIKmLQgHi6ZTultZtoG2hxG+VZnqIjb29MoZZgMZowwQ2QGMEcOdgvKCOHzNTRs3yGViN4inHTnxrzuXzOSst5OziJVomLD1hjJJWSdbMcHCYNhBYeSjwhLqT+BNwf7URhjoDZDISZTWeXGvsMvAvwRDYdm/s2qPXrNGOreKRv5C0PH5Ys8rAcy6onZKkAHuQSVOaY5bvheUrxS1zJlXgqrN2lYxPl+mzexDQAIFMMLK83bvq759fzgC/mFJ79Qpty9ze+0/ZNXiofkfVhXMlWemSOuRvSa36+poOm+7S0cpi+ZIB8l60b2ouXSxXt23Tbj1YOIQJjI8lIwYVQOnBnFtgHNFcC76LbkMe1ktr1srGTt30WEim2KKBozSWfmkZ9P0rV6gyQAJ6hkKzvsj3mzpJVbA+zqu1zBYxcy7o3aCaAHuk1NjRKuZjhDD7+HnJ3qHDJXn5Mjro5UutBAEN8PG5c6q7x4qZIb3eQMgDkElZqJyiMYgkx9TcBeX1gwfKYmm8e7vcPnBQVjZubp2xhvzHsnqNrDFg4BuPAYJf0vdBZYM6NH0mTH8y50Ditea33604ImwZdoLAc1bIjgPyBctNnaTXyfQPwxfEQJlY9StX6DLAAvn1Bn+N74dqwfWtO3SyENt00DieRVPaSP8iXwGM8tu5U3Jjxy65vGmTboXBMUAqHhwTJAM84Kt79/V+Nd69TZMUph5RomOhyJquXh05OsVDVjW1NGjDgiFW5ThJUMD4TBLyNQPEENkJGMKDrIc5h+aH98ukLDnEKoPi3z4R1JyVynOmi5/fB/V2zCxmWfiCjS118lDAFww1BojmHxclIN8PA1NCqX/zNaMUZhQuYZ0hYij0VhxvyiTF0jI3aywXV61VoBlGNM1ARQb3V1wPwzNwyLcMsOiQwaqvp/w+EZ0pggwJx0k/CStJqRJSfdE8efPgodKxYD2TkKSvU0uBct6LshaLCUeA4ME1QAgYQC8QKyzJT3mLBuGjR1YcsdyUSVpZ+dhA5j9nxf9a8bvKF/Rwl2dXrsnyRk21a9HwBVH6QkP7V61QY4BcAOX7dWinRmf4fuBWZJcDwlv08cCwKs2errVeaEpB4Xhkg0yTBGtjVNffUejZEB2FEBIDBAROVKSQejBKbMiTsWAh4xXhHe4eNFQlz2A5MxYhUaECqo5KZYKFzC6fR3mB82JbDakBGuMw52LO7SOOWEJjXLxcuto1lJBhrhHXzND+TcjA8bAVIwLKYsD2r2pmChUGiNTu1t595cDosXpBAvP9COTRwXPLnFEpTjf37NERrcAyNZYvVkUqK47nL1cL7BK4MSekBhgvTx41GuJKFjeOgdRkmOi46JbWq7s+NPZhnWR5g6afsHMY27V/9Bg9ThYlPbZp96y5gnQ4AWNAtmDjAQO/2ZxbYBzRXAsY1cStdPzRQXfvyDGptWaFtoxyPrf9BY0MXxAvTQz5K1aoMEBO3PD9KM5zkYy+i9ESNBe93fWLMipBMlU+HeYW71Mcb+gIiZc3j/j5eFuz5YAXNaQGiAeEIAozGqOjm45FuQsPCOEAlg43EJUrXmM+MTK+ZPE0x7Oyt2mt2n+cF7Hgl1ZwDZDPY1x4V8ZNGBzRYJrm2hgZlYAP45f4gr9qXtwvN8BiQwdL0lIl9IYZJm+21i2l6NBBOoj5I463WmaXKKO9u3S8JS1VUmMh1Aro+zg4doJUmjVNltZt+MUbHBIDbHZwt2zo0EUOjpug34dx4NEo123s2EVfg6oPsOvgHE7CxYguVzdusTK0STbwmLBpODfPpxaVLjOdMqiDDIkBms+bcwZHROycmjQVFKhh5lrVWW+5dlxLsmO8su40mTMJ2TF141/FF/ylBkhGe2rOfL0YVr7f+Ik6STIoHC9ZqRLajFNu8kSNsVqdPCLj02UWMyvjW1tISAwQ3h8qVHg1NaJGzVT+ggXfj75fPBrbG9gfiQdEUO1R8XDXFlceCjXebFn1NaTfEOz8Hh4w8HeYa2CuiblGdMhdXOuPIyZJrCoRpcePUVyVitDF1R/5gjwwaFH/zPVLDZCbxg3+hO/n4KDslWdXrn7E8fyHrvTxfauYGKNIp+YuIMVHDLE2HQXnooXEAPEsGB1yuLqNtm2txXxeYw4cC7AYw6KsBR0reupU6u2sXXrdu6guNYaK52SBV/KZoPo0/o0HDHzeTEza0KGT9RqZa2aa7w02aj6nfEEatRo1+yV8wV9mgNCOFJ8KxPcbGS+JFeMyF81gYMAajKyH9Uxpy9Dxg2N8vCckBogHxLNhLPD96BVhkUjwGn+HkMCi1osaAQvlBbZl+IIYnpFR40GDLxiwyTzwcX8PA+Q7UVIwEzUpwQXEEc01BUeEsIA2tB63P1+QfuafOUnzlxkgJ23l+7XtIIcnTZbyQeJ4CbT8ZbAwJhlN969CBNfwzPuCa4AtThySuwcPq6wHi34QpTfFcFUPB9ePBe8vbY1qOpuYxTRyDIw2TxaqoxjjsWkzFQphaZO5h3uQ2Nv3MkDr+fpfqyBxxNKllMRLgz0sH47b8AUTFiqgHYc/Y/0SA6QJHJwPfRYWfD+mQrIMtoX+y+yS5aw4XpsLp1V56b+s4Bqg+Q3YJADKeDI62FhQpTAgJXh6WBjIgRc3HL4gn4O2zwIcp4zG50yTeeDPfW8DNN9vrt2XcETzPsMX5BhpP/0Z66cbIHp2zLdgGb7fpEzZrbCKGTtFYX9RtVqKsdHJZkio/+WiBNcA8WSrmrdS6hOLmSN4sjMLLOU0FnEqQfvMoiU/OSQCfESGWCiaKnvHxcVSxrt7T1+HL4hIeeA67I8yQD0WFxctwe0bMUqpaWCk5loD20CgCMgXJGRgLMSPXj/dAOlvBR4wfL+ayxfLvApVLHy8oSO0doqMGjEMsmqG//c9LkRwDZDfQvEe4yHz5Vg/dqGNUzIrBoV+c1ALviDGCccPrRgWA6j5PpjLTBQIav1IAzS/l+uP9nJ4kru2pCqOuHO3ijWZVtbOj+7qkOufxRf8qQZIu6Dp8KfOSxshNKPAOB6DqcckS/09bO6T7wiOAZYe/4/EzpJZltPmeOq0fl4pVZ2hVDVTvh8LVQVD9Ax8oBjb/RMn9WWlcvXoqkA2NWkWfEE8DDzFgOtnGKD5PXONA+OIRlECviDEhR8tXPVTDZBsES8Ay4MJjYFxPCaAzyhU/LsbnvnC4Bigea/FSNx1Gjsz7ljQnjCcGzt3a6PU1xa6MWhQQ8ey9rBg3FmzqEeFzBp4/UwDNL9trnlAHBGVLx42ZIZ/9PppBoisGixm+H4fcTwLZoUsLXK7Bj/7UScdHAOEwsWwHQSGWLCvVYslTBiLFssDBhMGf1m7+JZa6Pws+IIQLBAUDxhn/QoD5HhoesdrI5xpcEReh3mN8gKg+o9aP80AOQGaeZgYhFwFsy/A8UqMHGYtX/2okwyuB4Tp/Nqf70cPMHN3yQiN0GPWls2k+MhhVpr9t46XNlC8HdrVrAz166oxr2rxm3IGQ4MHDHgMJUYOlfXtO1lxRKOrSBP9lzL3b12Db/39pxhgvU1r5c2jx9odBi0eNnFwy2ffOoGQ/P1bHtDK90PubJaF74cMB1vxEfcpSrsK6WJmCEaHZjQeFL4gi0Qsfb3aMirhx8lQv8oDBj4nc2/AXJnipAoUV6+G9NSD9f4fboCUp2jiNlhUxZkeSkv/FetbBmiOycL3c9cZcAgAMaQGvh+vMXU8JAs2DbVts9XxHUhkBOQLvveyqLqGFgM05xfwXhnViJCce3De+8MN0GSL9Gkw5YcJ5b9qfcsASZCgVRGr0s/Lgu+XuXlTf6m3Tf/q0JXdM2SQekBTPtQy31R3VcjfPdjCFwxtBsgxQchluhM6Nj9i/VADNOLfBlT+EScQku/8mgEyYPszvl+HztpMzoqTM7uVyBmS3+S9AftACPID8wXN94VGAzTHxj2kDj4+TcaQnv5X3/9DDbDLk/vyd1QLHT40rK8ZIAxkuHGX12/8jO/HFrmgcvX/dAotTx6Ra1u2apBvjNLwBedXrBpqPeB/OulgfPiHGmAwfv+nvuVrBshIss/4fjRyHz32XY/xS3xBBuiEZg/4XS9CgC/7PwP0vxhB8/3KaA14SPTY3+X6N967Q2NJBMlZlB8D8gX/zwC/y2UOvV/yJQ+ITvPX+H7f84x0romHuz9f8ONcE37j/0cD/H8X4nuKVQvQKwAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="Muster Lea"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;attribute&apos; of sound %&apos;sound&apos;" type="reporter" category="sound"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">duration<options>name&#xD;duration&#xD;length&#xD;number of channels&#xD;sample rate&#xD;samples</options></input><input type="%obj"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="attribute"/><l>name</l></list></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return sound.name;</l></block><list><block var="sound"/></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="attribute"/><l>samples</l></list></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>audioBuffer</l></list><l>var result, i;&#xD;if (audioBuffer.numberOfChannels &gt; 1) {&#xD;    result = new List();&#xD;    for (i = 0; i &lt; audioBuffer.numberOfChannels; i += 1) {&#xD;        result.add(new List(audioBuffer.getChannelData(i)));&#xD;    }&#xD;    return result;&#xD;}&#xD;return new List(audioBuffer.getChannelData(0));</l></block><list><custom-block s="%s of sound %obj"><l></l><block var="sound"/></custom-block></list></block></block></script><list></list></block><block s="doRun"><block s="reportJSFunction"><list><l>sound</l></list><l>var base64, binaryString, len, bytes, i,&#xD;    arrayBuffer, audioCtx;&#xD;if (sound.audioBuffer) {&#xD;    return;&#xD;}&#xD;base64 = sound.audio.src.split(&apos;,&apos;)[1];&#xD;binaryString =  window.atob(base64);&#xD;len = binaryString.length;&#xD;bytes = new Uint8Array(len);&#xD;for (i = 0; i &lt; len; i += 1)        {&#xD;  bytes[i] = binaryString.charCodeAt(i);&#xD;}&#xD;arrayBuffer = bytes.buffer;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;audioCtx.decodeAudioData(arrayBuffer, function(buffer) {&#xD;   sound.audioBuffer = buffer;&#xD;});</l></block><list><block var="sound"/></list></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l></list><l>return !isNil(sound.audioBuffer);</l></block><list><block var="sound"/></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>sound</l><l>choice</l></list><l>switch (choice) {&#xD;case &apos;sample rate&apos;:&#xD;    return sound.audioBuffer.sampleRate;&#xD;case &apos;duration&apos;:&#xD;    return sound.audioBuffer.duration;&#xD;case &apos;length&apos;:&#xD;    return sound.audioBuffer.length;&#xD;case &apos;number of channels&apos;:&#xD;    return sound.audioBuffer.numberOfChannels;&#xD;default:&#xD;    return sound.audioBuffer;&#xD;}</l></block><list><block var="sound"/><block var="attribute"/></list></block></block></script></block-definition><block-definition s="turbo %&apos;action&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>begin</l></list></block><block s="doSetVar"><l>begin</l><block s="reportGlobalFlag"><l><option>turbo mode</option></l></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><l><bool>true</bool></l></block><block s="doRun"><block var="action"/><list></list></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block var="begin"/></block></script></block-definition><block-definition s="play %&apos;samples&apos; at %&apos;sampleRate&apos; Hz" type="command" category="sound"><comment x="0" y="0" w="164" collapsed="false">play back a sound, a list of samples (single channel), or a list of lists (multiple channels) at the given sample rate.&#xD;for demo purposes this block also fast-plots the samples on the stage</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="samples"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="samples"/></custom-block></block></script><list></list></block><block s="doRun"><block s="reportJSFunction"><list><l>samples</l><l>rate</l></list><l>var audioCtx, channels, frameCount, arrayBuffer, i, source;&#xD;Note.prototype.setupContext();&#xD;audioCtx = Note.prototype.audioContext;&#xD;channels = (samples.at(1) instanceof List) ? samples.length() : 1; &#xD;frameCount = (channels === 1) ? samples.length() : samples.at(1).length(); &#xD;arrayBuffer = audioCtx.createBuffer(channels, frameCount, rate);&#xD;if (!arrayBuffer.copyToChannel) {&#xD;    arrayBuffer.copyToChannel = function (src, channel) {&#xD;        var buffer = this.getChannelData(channel);&#xD;        for (i = 0; i &lt; src.length; i += 1) {&#xD;            buffer[i] = src[i];&#xD;        }&#xD;    }&#xD;}&#xD;if (channels === 1) {&#xD;    arrayBuffer.copyToChannel(Float32Array.from(samples.asArray()), 0, 0);&#xD;} else {&#xD;    for (i = 0; i &lt; channels; i += 1) {&#xD;        arrayBuffer.copyToChannel(Float32Array.from(samples.at(i + 1).asArray()), i, 0);&#xD;    }&#xD;}&#xD;source = audioCtx.createBufferSource();&#xD;source.buffer = arrayBuffer;&#xD;source.connect(audioCtx.destination);&#xD;source.start();&#xD;source.pause = source.stop;&#xD;this.parentThatIsA(StageMorph).activeSounds.push(source);</l></block><list><block var="samples"/><block var="sampleRate"/></list></block><custom-block s="plot sound %obj"><block var="samples"/></custom-block></script></block-definition><block-definition s="%&apos;frequency&apos; Hz for %&apos;duration&apos; secs at %&apos;sample rate&apos; Hz sample rate" type="reporter" category="sound"><comment x="0" y="0" w="205" collapsed="false">generate a list of samples representing a sine wave at the given frequency, duration and sample rate</comment><header></header><code></code><translations></translations><inputs><input type="%n">440<options>a 55=55&#xD;a 110=110&#xD;a 220=220&#xD;a 440=440&#xD;a 880=880&#xD;a 1760=1760&#xD;a 3520=3520</options></input><input type="%n">1</input><input type="%n">44100<options>22.05 kHz=22050&#xD;44.1 kHz=44100&#xD;88.2 kHz=88200&#xD;96 kHz=96000</options></input></inputs><script><block s="doDeclareVariables"><list><l>output</l><l>sample period</l><l>duration in samples</l><l>time</l></list></block><block s="doSetVar"><l>sample period</l><block s="reportQuotient"><l>1</l><block var="sample rate"/></block></block><block s="doSetVar"><l>duration in samples</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportVariadicProduct"><list><block var="duration"/><block var="sample rate"/></list></block></block></block><block s="doSetVar"><l>time</l><l>0</l></block><block s="doSetVar"><l>output</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doRepeat"><block var="duration in samples"/><script><block s="doAddToList"><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><block s="reportVariadicProduct"><list><block var="frequency"/><block var="time"/></list></block></list></block></list></block></custom-block></block><block var="output"/></block><block s="doChangeVar"><l>time</l><block var="sample period"/></block></script></block></script></block><block s="doReport"><block var="output"/></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="find first in %&apos;list&apos; such that %&apos;test&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="list"/><block s="reportNewList"><list></list></block></list></block><script><custom-block s="error %s"><l>item not found in list</l></custom-block></script><list></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list><block s="reportListItem"><l>1</l><block var="list"/></block></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="list"/></block></block></script><list></list></block><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportCDR"><block var="list"/></block><block var="test"/></custom-block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg)</l></block><list><block var="msg"/></list></block></script></block-definition><block-definition s="sound named %&apos;name&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="find first in %l such that %predRing"><block s="reportGet"><l><option>sounds</option></l></block><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><custom-block s="%s of sound %obj"><l>name</l><block var="sound"/></custom-block><block var="name"/></list></block></autolambda><list><l>sound</l></list></block></custom-block></block></script></block-definition><block-definition s="plot sound %&apos;sound&apos;" type="command" category="pen"><comment x="0" y="0" w="164" collapsed="false">quickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.</comment><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doDeclareVariables"><list><l>samples</l><l>step</l><l>offset</l><l>i</l><l>stage height</l></list></block><block s="doSetVar"><l>stage height</l><custom-block s="stage height"></custom-block></block><block s="doIfElse"><block s="reportIsA"><block var="sound"/><l><option>sound</option></l></block><script><block s="doSetVar"><l>samples</l><custom-block s="%s of sound %obj"><l>samples</l><block var="sound"/></custom-block></block><block s="doSetVar"><l>step</l><block s="reportQuotient"><custom-block s="%s of sound %obj"><l>length</l><block var="sound"/></custom-block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block></script><script><block s="doSetVar"><l>samples</l><block var="sound"/></block></script></block><block s="clear"></block><block s="up"></block><block s="doIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="samples"/></block><l><option>list</option></l></block><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>1</l><block var="samples"/></block></block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block><block s="doSetVar"><l>offset</l><block s="reportQuotient"><block var="stage height"/><l>4</l></block></block><custom-block s="for each %upvar of %l %cs"><l>channel</l><block var="samples"/><script><block s="doSetVar"><l>i</l><l>0</l></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><block var="offset"/></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="channel"/></block><block s="reportQuotient"><block var="stage height"/><l>6.4</l></block></list></block><block var="offset"/></list></block></block></script></block></script></custom-block><block s="up"></block><block s="doChangeVar"><l>offset</l><block s="reportQuotient"><custom-block s="stage height"></custom-block><l>-2</l></block></block></script></custom-block></script><script><block s="doSetVar"><l>step</l><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="samples"/></block><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block></block></block><block s="gotoXY"><block s="reportQuotient"><custom-block s="stage width"></custom-block><l>-2</l></block><l>0</l></block><block s="down"></block><block s="setSize"><l>1</l></block><custom-block s="turbo %cs"><script><block s="doRepeat"><block s="reportVariadicProduct"><list><custom-block s="stage width"></custom-block><l>2</l></list></block><script><block s="doChangeVar"><l>i</l><block var="step"/></block><block s="gotoXY"><block s="reportVariadicSum"><list><block s="xPosition"></block><l>0.5</l></list></block><block s="reportVariadicProduct"><list><block s="reportListItem"><block s="reportMonadic"><l><option>floor</option></l><block var="i"/></block><block var="samples"/></block><block s="reportQuotient"><block var="stage height"/><l>3.2</l></block></list></block></block></script></block></script></custom-block><block s="up"></block></script></block></script></block-definition><block-definition s="stage width" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.x;</l></block><list></list></block></block></script></block-definition><block-definition s="stage height" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return StageMorph.prototype.dimensions.y;</l></block><list></list></block></block></script></block-definition><block-definition s="$circleSolid-1-255-0-0 record" type="reporter" category="sensing"><comment x="0" y="0" w="192" collapsed="false">records an audio snippet and reports it as a new sound, or zero if the user cancels</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>test</l><l>pic</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var soundRecorder,&#xD;    result = false;&#xD;&#xD;soundRecorder = new SoundRecorderDialogMorph(&#xD;    function (audio) {&#xD;        if (audio) {&#xD;            result = new Sound(audio, &apos;recording&apos;);&#xD;        } else {&#xD;            result = null;&#xD;            this.destroy();&#xD;        }&#xD;    }&#xD;);&#xD;&#xD;soundRecorder.cancel = function () {&#xD;    result = null;&#xD;    this.destroy();&#xD;};&#xD;&#xD;soundRecorder.key = &apos;microphone&apos;;&#xD;soundRecorder.popUp(this.world());&#xD;return function () {return result; };</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block s="reifyScript"><script><block s="doSetVar"><l>pic</l><block s="evaluate"><block var="test"/><list></list></block></block><block s="doReport"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="pic"/><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block></block></script><list></list></block><list></list></block></block><block s="doReport"><block var="pic"/></block></script></block-definition><block-definition s="loudness" type="reporter" category="sensing"><header></header><code></code><translations>ca:volum del so&#xD;es:volumen del sonido&#xD;</translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter == &apos;undefined&apos;</l></block><list></list></block><script><block s="doRun"><block s="reportJSFunction"><list></list><l>navigator.getUserMedia = ( navigator.getUserMedia ||&#xD;                       navigator.webkitGetUserMedia ||&#xD;                       navigator.mozGetUserMedia ||&#xD;                       navigator.msGetUserMedia);&#xD;&#xD;var audioContext = new AudioContext();&#xD;&#xD;/*&#xD;The MIT License (MIT)&#xD;&#xD;Copyright (c) 2014 Chris Wilson&#xD;&#xD;Permission is hereby granted, free of charge, to any person obtaining a copy&#xD;of this software and associated documentation files (the "Software"), to deal&#xD;in the Software without restriction, including without limitation the rights&#xD;to use, copy, modify, merge, publish, distribute, sublicense, and/or sell&#xD;copies of the Software, and to permit persons to whom the Software is&#xD;furnished to do so, subject to the following conditions:&#xD;&#xD;The above copyright notice and this permission notice shall be included in all&#xD;copies or substantial portions of the Software.&#xD;&#xD;THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR&#xD;IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,&#xD;FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE&#xD;AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER&#xD;LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,&#xD;OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE&#xD;SOFTWARE.&#xD;*/&#xD;&#xD;function createAudioMeter (audioContext,clipLevel,averaging,clipLag) {&#xD;	 var processor = audioContext.createScriptProcessor(512);&#xD;	 processor.onaudioprocess = volumeAudioProcess;&#xD;	 processor.clipping = false;&#xD;	 processor.lastClip = 0;&#xD;	 processor.volume = 0;&#xD;	 processor.clipLevel = clipLevel || 0.98;&#xD;	 processor.averaging = averaging || 0.95;&#xD;	 processor.clipLag = clipLag || 750;&#xD; 	processor.connect(audioContext.destination);&#xD; 	return processor;&#xD;};&#xD;&#xD;function volumeAudioProcess (event) {&#xD;  var buf = event.inputBuffer.getChannelData(0),&#xD;      bufLength = buf.length,&#xD; 	    sum = 0,&#xD;      x;&#xD;  for (var i=0; i&lt;bufLength; i++) {&#xD;   	x = buf[i];&#xD;   	if (Math.abs(x)&gt;=this.clipLevel) {&#xD;    		this.clipping = true;&#xD;    		this.lastClip = window.performance.now();&#xD;   	}&#xD;   	sum += x * x;&#xD;  }&#xD;  var rms =  Math.sqrt(sum / bufLength);&#xD;  this.volume = Math.max(rms, this.volume*this.averaging);&#xD;};&#xD;&#xD;function gotStream (stream) {&#xD;  mediaStreamSource = audioContext.createMediaStreamSource(stream);&#xD;  window.meter = createAudioMeter(audioContext);&#xD;  mediaStreamSource.connect(meter);&#xD;};&#xD;&#xD;navigator.getUserMedia(&#xD;  {&#xD;    "audio": {&#xD;      "mandatory": {&#xD;        "googEchoCancellation": "false",&#xD;        "googAutoGainControl": "false",&#xD;        "googNoiseSuppression": "false",&#xD;        "googHighpassFilter": "false"&#xD;      },&#xD;      "optional": []&#xD;    },&#xD;  }, gotStream, nop);</l></block><list></list></block></script><list></list></block><block s="doWaitUntil"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return typeof meter != &apos;undefined&apos;</l></block><list></list></block></block><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return Math.floor(meter.volume * 100);</l></block><list></list></block></block></script></block-definition><block-definition s="$flash map %&apos;fn&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicMap(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash keep %&apos;test&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicKeep(fn, data);</l></block><list><block var="test"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash combine %&apos;fn&apos; with %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>fn</l><l>data</l><l>proc</l></list><l>return proc.reportAtomicCombine(fn, data);</l></block><list><block var="fn"/><block var="data"/></list></block></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; by %&apos;fn&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>data</l><l>fn</l><l>proc</l></list><l>return proc.reportAtomicSort(data, fn);</l></block><list><block var="data"/><block var="fn"/></list></block></block></script></block-definition><block-definition s="$flash reverse %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>list</l></list><l>return new List(list.asArray().slice().reverse());</l></block><list><block var="list"/></list></block></block></script></block-definition><block-definition s="Leap number of hands" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).hands.length;</l></block><list></list></block></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).hands[num-1].stabilizedPalmPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; rotation of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">yaw<options>yaw&#xD;pitch&#xD;roll</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var f = window.controller.frame(0);&#xD;switch (pos){&#xD;  case "yaw":&#xD;    return f.hands[num-1].yaw();&#xD;  case "pitch":&#xD;    return f.hands[num-1].pitch();&#xD;  case "roll":&#xD;    return f.hands[num-1].roll();&#xD;};&#xD;            &#xD;        </l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap %&apos;pos&apos; position of finger %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">x<options>x&#xD;y&#xD;z</options></input><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller.frame(0).fingers.length;</l></block><list></list></block></list></block></block><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>pos</l><l>num</l></list><l>var a = {x:0, y:1, z:2}[pos]; return window.controller.frame(0).fingers[num-1].stabilizedTipPosition[a];</l></block><list><block var="pos"/><block var="num"/></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap hand %&apos;num&apos; is pinching" type="predicate" category="other"><header></header><code></code><translations></translations><inputs><input type="%s">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="reportVariadicGreaterThan"><list><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>0.75</l></list></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="Leap pinch strength of hand %&apos;num&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%n">1</input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="num"/><custom-block s="Leap number of hands"></custom-block></list></block></block><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="evaluate"><block s="reportJSFunction"><list><l>num</l></list><l>return window.controller.frame(0).hands[num-1].pinchStrength;</l></block><list><block var="num"/></list></block><l>100</l></list></block></block></script><script><block s="doReport"><l>0</l></block></script></block></script></block-definition><block-definition s="Leap $flag" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return window.controller !== undefined</l></block><list></list></block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>test</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>var leapScript,&#xD;    done = false;&#xD;leapScript = document.createElement(&apos;script&apos;),&#xD;leapScript.onload = function () {&#xD;    done = true;&#xD;    console.log(&apos;leap is ready&apos;);&#xD;};&#xD;document.head.appendChild(leapScript);&#xD;leapScript.src = &apos;https://js.leapmotion.com/leap-0.6.4.min.js&apos;;&#xD;return function () {return done; }</l></block><list></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="test"/><list></list></block></block><block s="doRun"><block s="reportJSFunction"><list></list><l>window.controller = new Leap.Controller({enableGestures: true, background: true}); window.controller.connect();</l></block><list></list></block></script></block-definition><block-definition s="square %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="side"/></block><block s="turn"><l>90</l></block></script></block></script></block-definition><block-definition s="polygon corner: %&apos;corner&apos; side: %&apos;side&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="corner"/><script><block s="forward"><block var="side"/></block><block s="turn"><l>45</l></block></script></block></script><scripts><script x="186.7744160625" y="106.000002"><block s="reportQuotient"><l></l><l></l></block></script></scripts></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;ca:etiqueta _ de mida _&#xD;es:etiqueta _ de tamaño _&#xD;fr:étiquette _ d&apos;une taille de _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;ca:_ buida?&#xD;es:_ vacía?&#xD;fr:_ vide?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;ca:manté els elements on _ de _&#xD;es:mantener los elementos donde _ de _&#xD;fr:garder les items tels que _ de _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;ca:combina amb _ els elements de _&#xD;es:combinar con _ los elementos de _&#xD;fr:combine avec _ les items de _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script><list></list></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;ca:si _ llavors _ si no _&#xD;es:si _ entonces _ sino _&#xD;fr:si _ alors _ sinon _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;ca:per _ = _ fins _ _&#xD;es:para _ = _ hasta _ _&#xD;fr:pour _ allant de _ à _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;ca:per cada _ de _ _&#xD;es:para cada _ de _ _&#xD;fr:pour chaque _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script><list></list></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;ca:nombres des de _ a _&#xD;es:números de _ a _&#xD;fr:nombres de _ à _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="from"/><block var="to"/></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportVariadicSum"><list><block var="from"/><l>1</l></list></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;ca:mapeja _ sobre _&#xD;es:mapear _ sobre _&#xD;fr:appliquer _ à _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script><list></list></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition></blocks><stage name="Bühne" width="480" height="360" 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" id="1470"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="1471"><item><ref mediaID="Bühne_cst_Unbenannt"></ref></item></list></costumes><sounds><list struct="atomic" id="1472"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Stift" idx="1" x="-61.25524730527786" y="255.53589838855368" heading="149.9999999988347" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="128,255,249,1" pen="tip" id="1477"><costumes><list struct="atomic" id="1478"></list></costumes><sounds><list struct="atomic" id="1479"></list></sounds><blocks></blocks><variables></variables><scripts><script x="118.999999" y="30"><block s="receiveGo"></block><block s="setColor"><color>128,255,249,1</color></block><block s="down"></block><block s="doSetVar"><l>a</l><l>50</l></block><block s="doForever"><script><block s="gotoXY"><l>6</l><l>6</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doWarp"><script><block s="doSetVar"><l>b</l><l>0</l></block><block s="doRepeat"><l>250</l><script><block s="forward"><block var="b"/></block><block s="turn"><block var="a"/></block><block s="doChangeVar"><l>b</l><l>2</l></block></script></block></script></block><block s="doChangeVar"><l>a</l><l>0.1</l></block></script></block></script></scripts></sprite><watcher var="a" style="normal" x="10" y="10" color="243,118,29"/><watcher var="b" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="a"><l>150.0999999999953</l></variable><variable name="b"><l>500</l></variable></variables></scene></scenes></project><media name="Muster Lea" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="Unbenannt" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Bühne_cst_Unbenannt"/></media></snapdata>