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yvkeds6czwTMRsvZEMDpZbeR0qLH/ThzFmb3zADnbc4COE0rGNKiAvgeUc6c5wS86+a8DqoF8DLhSwNDmRYVDPeIcuY8J+BdN+clgJe9xg0M5dgoUcE5oTjuwXlslKjgnFAc93iYs9+Ax0s2V/GwBS7dvHsuMS0XcV4mLDXgXGJaLuK8TCiAlwn9E3SasNTP5i8xLRdxXiYsNeBcYlouepizAF5eUQGcJiz1e9hGcs8lgXuKzAbnM4GHzYYATo/qwxa49HjuucS0XMR5mbDUgHOJabmI8zLhjgCOHkfY7Xiq5RW92IDzRbjJyzhPgl0s53wRbvIyzpNgL+XRAF67FVcTIECAAIE+AgK4z1p7UgIECBB4kIAAftBiuBUCBAgQ6CMggPustSclQIAAgQcJRAN4x3GEaStHq6VFj/tx5nwmYDbMhtn4JbAjgHPHEabn1J/Np0WP+3HmfCZgNsyG2fgtIIC//fj+8fPTDw3J14KXbFLzvBdnzsLsnhnY5CyABXB+gAVD3vSoI2fOm4LhHtiXb2k4zwJYAOf3WsONlEcsdORcQAqUcA4gFlo0dBbAAriwMyZLGm6kSaFMOeeM46gL55FQ5vOGzgJYAGc2z59dGm6kPGKhI+cCUqCEcwCx0KKhswAWwIWdMVnScCNNCmXKOWccR104j4Qynzd0FsACOLN5/Aacdxx1bPjCGpFs+ZzzFta/mjZ0FsACOL+5Gm6kPGKhI+cCUqCEcwCx0KKh844Ajh5HWFi2qRLHZ01xXS7mfJlu6kLOU1yXizlfppu6sJtzNICnpBUTIECAAIHGAgK48eJ7dAIECBB4n4AAfp+9byZAgACBxgICuPHie3QCBAgQeJ9ANIB3HEfo6LJ7hoMz5zMBs2E2zMaeGdgRwLmThRr+WfqeZR505XwPO2fOZwJmo+VsCOD0sttIadHjfpw5C7N7ZoDzNmcBnKYVDGlRAXyPKGfOcwLedXNeB9UCeJnwpYGhTIsKhntEOXOeE/Cum/MSwMte4waGcmyUqOCcUBz34Dw2SlRwTiiOezzM2W/A4yWbq3jYApdu3j2XmJaLOC8TlhpwLjEtF3FeJhTAy4T+CTpNWOpn85eYlos4LxOWGnAuMS0XPcxZAC+vqABOE5b6PWwjueeSwD1FZoPzmcDDZkMAp0f1YQtcejz3XGJaLuK8TFhqwLnEtFzEeZlwRwBHjyPsdjzV8opebMD5ItzkZZwnwS6Wc74IN3kZ50mwl/JoAK/diqsJECBAgEAfAQHcZ609KQECBAg8SEAAP2gx3AoBAgQI9BEQwH3W2pMSIECAwIMEogG84zjCtJWj1dKix/04cz4TMBtmw2z8EtgRwLnjCNNz6s/m06LH/ThzPhMwG2bDbPwWEMDffnz/+Pnph4bka8FLNql53oszZ2F2zwxschbAAjg/wIIhb3rUkTPnTcFwD+zLtzScZwEsgPN7reFGyiMWOnIuIAVKOAcQCy0aOgtgAVzYGZMlDTfSpFCmnHPGcdSF80go83lDZwEsgDOb588uDTdSHrHQkXMBKVDCOYBYaNHQWQAL4MLOmCxpuJEmhTLlnDOOoy6cR0KZzxs6C2ABnNk8fgPOO446NnxhjUi2fM55C+tfTRs6C2ABnN9cDTdSHrHQkXMBKVDCOYBYaNHQeUcAR48jLCzbVInjs6a4Lhdzvkw3dSHnKa7LxZwv001d2M05GsBT0ooJECBAgEBjAQHcePE9OgECBAi8T0AAv8/eNxMgQIBAYwEB3HjxPToBAgQIvE8gGsA7jiN0dNk9w8GZ85mA2TAbZmPPDOwI4NzJQg3/LH3PMg+6cr6HnTPnMwGz0XI2BHB62W2ktOhxP86chdk9M8B5m7MATtMKhrSoAL5HlDPnOQHvujmvg2oBvEz40sBQpkUFwz2inDnPCXjXzXkJ4GWvcQNDOTZKVHBOKI57cB4bJSo4JxTHPR7m7Dfg8ZLNVTxsgUs3755LTMtFnJcJSw04l5iWizgvEwrgZUL/BJ0mLPWz+UtMy0WclwlLDTiXmJaLHuYsgJdXVACnCUv9HraR3HNJ4J4is8H5TOBhsyGA06P6sAUuPZ57LjEtF3FeJiw14FxiWi7ivEy4I4CjxxF2O55qeUUvNuB8EW7yMs6TYBfLOV+Em7yM8yTYS3k0gNduxdUECBAgQKCPgADus9aelAABAgQeJCCAH7QYboUAAQIE+ggI4D5r7UkJECBA4EEC0QDecRxh2srRamnR436cOZ8JmA2zYTZ+CewI4NxxhOk59WfzadHjfpw5nwmYDbNhNn4LCOBvP75//Pz0Q0PyteAlm9Q878WZszC7ZwY2OQtgAZwfYMGQNz3qyJnzpmC4B/blWxrOswAWwPm91nAj5RELHTkXkAIlnAOIhRYNnQWwAC7sjMmShhtpUihTzjnjOOrCeSSU+byhswAWwJnN82eXhhspj1joyLmAFCjhHEAstGjoLIAFcGFnTJY03EiTQplyzhnHURfOI6HM5w2dBbAAzmwevwHnHUcdG76wRiRbPue8hfWvpg2dBbAAzm+uhhspj1joyLmAFCjhHEAstGjovCOAo8cRFpZtqsTxWVNcl4s5X6abupDzFNflYs6X6aYu7OYcDeApacUECBAgQKCxgABuvPgenQABAgTeJyCA32fvmwkQIECgsYAAbrz4Hp0AAQIE3icQDeAdxxE6uuye4eDM+UzAbJgNs7FnBnYEcO5koYZ/lr5nmQddOd/DzpnzmYDZaDkbAji97DZSWvS4H2fOwuyeGeC8zVkAp2kFQ1pUAN8jypnznIB33ZzXQbUAXiZ8aWAo06KC4R5RzpznBLzr5rwE8LLXuIGhHBslKjgnFMc9OI+NEhWcE4rjHg9z9hvweMnmKh62wKWbd88lpuUizsuEpQacS0zLRZyXCQXwMqF/gk4TlvrZ/CWm5SLOy4SlBpxLTMtFD3MWwMsrKoDThKV+D9tI7rkkcE+R2eB8JvCw2RDA6VF92AKXHs89l5iWizgvE5YacC4xLRdxXibcEcDR4wi7HU+1vKIXG3C+CDd5GedJsIvlnC/CTV7GeRLspTwawGu34moCBAgQINBHQAD3WWtPSoAAAQIPEhDAD1oMt0KAAAECfQQEcJ+19qQECBAg8CCBaADvOI4wbeVotbTocT/OnM8EzIbZMBu/BHYEcO44wvSc+rP5tOhxP86czwTMhtkwG78FBPC3H98/fn76oSH5WvCSTWqe9+LMWZjdMwObnAWwAM4PsGDImx515Mx5UzDcA/vyLQ3nWQAL4Pxea7iR8oiFjpwLSIESzgHEQouGzgJYABd2xmRJw400KZQp55xxHHXhPBLKfN7QWQAL4Mzm+bNLw42URyx05FxACpRwDiAWWjR0FsACuLAzJksabqRJoUw554zjqAvnkVDm84bOAlgAZzaP34DzjqOODV9YI5Itn3PewvpX04bOAlgA5zdXw42URyx05FxACpRwDiAWWjR03hHA0eMIC8s2VeL4rCmuy8WcL9NNXch5iutyMefLdFMXdnOOBvCUtGICBAgQINBYQAA3XnyPToAAAQLvExDA77P3zQQIECDQWEAAN158j06AAAEC7xOIBvCO4wgdXXbPcHDmfCZgNsyG2dgzAzsCOHeyUMM/S9+zzIOunO9h58z5TMBstJwNAZxedhspLXrcjzNnYXbPDHDe5iyA07SCIS0qgO8R5cx5TsC7bs7roFoALxO+NDCUaVHBcI8oZ85zAt51c14CeNlr3MBQjo0SFZwTiuMenMdGiQrOCcVxj4c5+w14vGRzFQ9b4NLNu+cS03IR52XCUgPOJablIs7LhAJ4mdA/QacJS/1s/hLTchHnZcJSA84lpuWihzkL4OUVFcBpwlK/h20k91wSuKfIbHA+E3jYbAjg9Kg+bIFLj+eeS0zLRZyXCUsNOJeYlos4LxPuCODocYTdjqdaXtGLDThfhJu8jPMk2MVyzhfhJi/jPAn2Uh4N4LVbcTUBAgQIEOgjIID7rLUnJUCAAIEHCQjgBy2GWyFAgACBPgICuM9ae1ICBAgQeJBANIB3HEeYtnK0Wlr0uB9nzmcCZsNsmI1fAjsCOHccYXpO/dl8WvS4H2fOZwJmw2yYjd8CAvjbj+8fPz/90JB8LXjJJjXPe3HmLMzumYFNzgJYAOcHWDDkTY86cua8KRjugX35lobzLIAFcH6vNdxIecRCR84FpEAJ5wBioUVDZwEsgAs7Y7Kk4UaaFMqUc844jrpwHgllPm/oLIAFcGbz/Nml4UbKIxY6ci4gBUo4BxALLRo6C2ABXNgZkyUNN9KkUKacc8Zx1IXzSCjzeUNnASyAM5vHb8B5x1HHhi+sEcmWzzlvYf2raUNnASyA85ur4UbKIxY6ci4gBUo4BxALLRo67wjg6HGEhWWbKnF81hTX5WLOl+mmLuQ8xXW5mPNluqkLuzlHA3hKWjEBAgQIEGgsIIAbL75HJ0CAAIH3CQjg99n7ZgIECBBoLCCAGy++RydAgACB9wlEA3jHcYSOLrtnODhzPhMwG2bDbOyZgR0BnDtZqOGfpe9Z5kFXzvewc+Z8JmA2Ws6GAE4vu42UFj3ux5mzMLtnBjhvcxbAaVrBkBYVwPeIcuY8J+BdN+d1UC2AlwlfGhjKtKhguEeUM+c5Ae+6OS8BvOw1bmAox0aJCs4JxXEPzmOjRAXnhOK4x8Oc/QY8XrK5ioctcOnm3XOJabmI8zJhqQHnEtNyEedlQgG8TOifoNOEpX42f4lpuYjzMmGpAecS03LRw5wF8PKKCuA0YanfwzaSey4J3FNkNjifCTxsNgRwelQftsClx3PPJablIs7LhKUGnEtMy0Wclwl3BHD0OMJux1Mtr+jFBpwvwk1exnkS7GI554twk5dxngR7KY8G8NqtuJoAAQIECPQREMB91tqTEiBAgMCDBATwgxbDrRAgQIBAHwEB3GetPSkBAgQIPEggGsA7jiNMWzlaLS163I8z5zMBs2E2zMYvgR0BnDuOMD2n/mw+LXrcjzPnMwGzYTbMxm8BAfztx/ePn59+aEi+Frxkk5rnvThzFmb3zMAmZwEsgPMDLBjypkcdOXPeFAz3wL58S8N5FsACOL/XGm6kPGKhI+cCUqCEcwCx0KKhswAWwIWdMVnScCNNCmXKOWccR104j4Qynzd0FsACOLN5/uzScCPlEQsdOReQAiWcA4iFFg2dBbAALuyMyZKGG2lSKFPOOeM46sJ5JJT5vKGzABbAmc3jN+C846hjwxfWiGTL55y3sP7VtKGzABbA+c3VcCPlEQsdOReQAiWcA4iFFg2ddwRw9DjCwrJNlTg+a4rrcjHny3RTF3Ke4rpczPky3dSF3ZyjATwlrZgAAQIECDQWEMCNF9+jEyBAgMD7BATw++x9MwECBAg0FhDAjRffoxMgQIDA+wSiAbzjOEJHl90zHJw5nwmYDbNhNvbMwI4Azp0s1PDP0vcs86Ar53vYOXM+EzAbLWdDAKeX3UZKix7348xZmN0zA5y3OQvgNK1gSIsK4HtEOXOeE/Cum/M6qBbAy4QvDQxlWlQw3CPKmfOcgHfdnJcAXvYaNzCUY6NEBeeE4rgH57FRooJzQnHc42HOfgMeL9lcxcMWuHTz7rnEtFzEeZmw1IBziWm5iPMyoQBeJvRP0GnCUj+bv8S0XMR5mbDUgHOJabnoYc4CeHlFBXCasNTvYRvJPZcE7ikyG5zPBB42GwI4PaoPW+DS47nnEtNyEedlwlIDziWm5SLOy4Q7Ajh6HGG346mWV/RiA84X4SYv4zwJdrGc80W4ycs4T4K9lEcDeO1WXE2AAAECBPoICOA+a+1JCRAgQOBBAgL4QYvhVggQIECgj4AA7rPWnpQAAQIEHiQQDeAdxxGmrRytlhY97seZ85mA2TAbZuOXwI4Azh1HmJ5TfzafFj3ux5nzmYDZMBtm47eAAP724/vHz08/NCRfC16ySc3zXpw5C7N7ZmCTswAWwPkBFgx506OOnDlvCoZ7YF++peE8C2ABnN9rDTdSHrHQkXMBKVDCOYBYaNHQWQAL4MLOmCxpuJEmhTLlnDOOoy6cR0KZzxs6C2ABnNk8f3ZpuJHyiIWOnAtIgRLOAcRCi4bOAlgAF3bGZEnDjTQplCnnnHEcdeE8Esp83tBZAAvgzObxG3DecdSx4QtrRLLlc85bWP9q2tBZAAvg/OZquJHyiIWOnAtIgRLOAcRCi4bOOwI4ehxhYdmmShyfNcV1uZjzZbqpCzlPcV0u5nyZburCbs7RAJ6SVkyAAAECBBoLCODGi+/RCRAgQOB9AgL4ffa+mQABAgQaCwjgxovv0QkQIEDgfQLRAN5xHKGjy+4ZDs6czwTMhtkwG3tmYEcA504Wavhn6XuWedCV8z3snDmfCZiNlrMhgNPLbiOlRY/7ceYszO6ZAc7bnAVwmlYwpEUF8D2inDnPCXjXzXkdVAvgZcKXBoYyLSoY7hHlzHlOwLtuzksAL3uNGxjKsVGignNCcdyD89goUcE5oTju8TBnvwGPl2yu4mELXLp591xiWi7ivExYasC5xLRcxHmZUAAvE/on6DRhqZ/NX2JaLuK8TFhqwLnEtFz0MGcBvLyiAjhNWOr3sI3knksC9xSZDc5nAg+bDQGcHtWHLXDp8dxziWm5iPMyYakB5xLTchHnZcIdARw9jrDb8VTLK3qxAeeLcJOXcZ4Eu1jO+SLc5GWcJ8FeyqMBvHYrriZAgAABAn0EBHCftfakBAgQIPAgAQH8oMVwKwQIECDQR0AA91lrT0qAAAECDxKIBvCO4wjTVo5WS4se9+PM+UzAbJgNs/FLYEcA544jTM+pP5tPix7348z5TMBsmA2z8VtAAH/78f3j56cfGpKvBS/ZpOZ5L86chdk9M7DJWQAL4PwAC4a86VFHzpw3BcM9sC/f0nCeBbAAzu+1hhspj1joyLmAFCjhHEAstGjoLIAFcGFnTJY03EiTQplyzhnHURfOI6HM5w2dBbAAzmyeP7s03Eh5xEJHzgWkQAnnAGKhRUNnASyACztjsqThRpoUypRzzjiOunAeCWU+b+gsgAVwZvP4DTjvOOrY8IU1ItnyOectrH81begsgAVwfnM13Eh5xEJHzgWkQAnnAGKhRUPnHQEcPY6wsGxTJY7PmuK6XMz5Mt3UhZynuC4Xc75MN3VhN+doAE9JKyZAgAABAo0FBHDjxffoBAgQIPA+AQH8PnvfTIAAAQKNBQRw48X36AQIECDwPoFoAO84jtDRZfcMB2fOZwJmw2yYjT0zsCOAcycLNfyz9D3LPOjK+R52zpzPBMxGy9kQwOllt5HSosf9OHMWZvfMAOdtzgI4TSsY0qIC+B5RzpznBLzr5rwOqgXwMuFLA0OZFhUM94hy5jwn4F035yWAl73GDQzl2ChRwTmhOO7BeWyUqOCcUBz3eJiz34DHSzZX8bAFLt28ey4xLRdxXiYsNeBcYlou4rxMKICXCf0TdJqw1M/mLzEtF3FeJiw14FxiWi56mLMAXl5RAZwmLPV72EZyzyWBe4rMBuczgYfNhgBOj+rDFrj0eO65xLRcxHmZsNSAc4lpuYjzMuGOAI4eR9jteKrlFb3YgPNFuMnLOE+CXSznfBFu8jLOk2Av5dEAXrsVVxMgQIAAgT4CArjPWntSAgQIEHiQgAB+0GK4FQIECBDoIyCA+6y1JyVAgACBBwlEA3jHcYRpK0erpUWP+3HmfCZgNsyG2fglsCOAc8cRpufUn82nRY/7ceZ8JmA2zIbZ+C0ggL/9+P7x89MPDcnXgpdsUvO8F2fOwuyeGdjkLIAFcH6ABUPe9KgjZ86bguEe2JdvaTjPAlgA5/daw42URyx05FxACpRwDiAWWjR0FsACuLAzJksabqRJoUw554zjqAvnkVDm84bOAlgAZzbPn10abqQ8YqEj5wJSoIRzALHQoqGzABbAhZ0xWdJwI00KZco5ZxxHXTiPhDKfN3QWwAI4s3n8Bpx3HHVs+MIakWz5nPMW1r+aNnQWwAI4v7kabqQ8YqEj5wJSoIRzALHQoqHzjgCOHkdYWLapEsdnTXFdLuZ8mW7qQs5TXJeLOV+mm7qwm3M0gKekFRMgQIAAgcYCArjx4nt0AgQIEHifgAB+n71vJkCAAIHGAgK48eJ7dAIECBB4n0A0gHccR+josnuGgzPnMwGzYTbMxp4Z2BHAuZOFGv5Z+p5lHnTlfA87Z85nAmaj5WwI4PSy20hp0eN+nDkLs3tmgPM2ZwGcphUMaVEBfI8oZ85zAt51c14H1QJ4mfClgaFMiwqGe0Q5c54T8K6b8xLAy17jBoZybJSo4JxQHPfgPDZKVHBOKI57PMzZb8DjJZureNgCl27ePZeYlos4LxOWGugQUlEAAACESURBVHAuMS0XcV4mFMDLhP4JOk1Y6mfzl5iWizgvE5YacC4xLRc9zFkAL6+oAE4Tlvo9bCO555LAPUVmg/OZwMNmQwCnR/VhC1x6PPdcYlou4rxMWGrAucS0XMR5mXBHAEePI+x2PNXyil5swPki3ORlnCfBLpZzvgg3eRnnSbCX8v8BNrJjGgKZNjwAAAAASUVORK5CYII=Presentation mode
Retina display support
Long form input dialog
Plain prototype labels
Input sliders
Execute on slider change
Clicking sound
Turbo mode
Flat design
Keyboard editing
Table support
Table lines
Visible stepping
Thread safe scripts
Prefer smooth animations
Flat line ends
Codification support
Inheritance support210-22015de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _
ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _
pt:anima com modificador _ e inspector _ de _ em _ s de forma _
501de:Grad _
ca:graus de _ radians
pt:_ radianos em graus
0.5de:Fehler _
pt:assinala o erro _
de:Beschleunigung _
ca:de forma _
pt:a forma _
linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elasticquadratic-inquadratic-outquadratic-in-outcubic-incubic-outcubic-in-outquart-inquart-outquart-in-outsine-insine-outsine-in-outelasticunknown easing function ""de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _
ca:per _ = _ fins _ _ en _ segons de forma _ _
pt:para _ de _ a _ _ em _ s de forma _ _
01001linearlinear
quadratic={
quadratic-in
quadratic-out
quadratic-in-out
}
cubic={
cubic-in
cubic-out
cubic-in-out
}
quart={
quart-in
quart-out
quart-in-out
}
sinusoidal={
sine-in
sine-out
sine-in-out
}
elastic12