Hallo liebe Acronauten,
ich habe ein teilformular welches sich dynamisch wiederholt und der inhalt sich dynamisch bestimmt. wie ihr unten am screenshot erkennen könnt, sieht es nicht gut aus. Die Höhe muss sich nach der höchsten richten, damit alle gleich groß sind. ich habe mit maxHeight schonmal gearbeitet allerdings ging es dabei um felder. Hier funktioniert es leider nicht.
Frage: bei Teilformularen --> ist maxHeight generell falsch? wenn ja, was kann ich verwenden?
Schwierigkeitsgrad ist, dass es sich um ein wiederholendes Teilformular handelt. Wie kann ich im LCD eine Schleife bauen?
hat schonmal eine / einer so ein Thema gehabt?
Hoffe auf eure Hilfe.
Viele Grüße
coco
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[/img]
wiederholendes teilformular max Height
wiederholendes teilformular max Height
Hallo coco,
steck’ die TF in eine Tabelle. Nimm die Ränder von der Tabelle und bei den TF weg.
Schleifen kannst mit JavaScript und FormCalc realisieren. Da du aber in Schleifen (meistens) einen Endwert bestimmst, kannst du den auch "setInstances" mitgeben.
vg armine
steck’ die TF in eine Tabelle. Nimm die Ränder von der Tabelle und bei den TF weg.
Schleifen kannst mit JavaScript und FormCalc realisieren. Da du aber in Schleifen (meistens) einen Endwert bestimmst, kannst du den auch "setInstances" mitgeben.
vg armine
wiederholendes teilformular max Height
Hallo Armine,
danke für deine Antwort.
in der hilfe steht, das ich es nur mit verschachtelten teilformularen lösen kann, da ich horizontale zeilen brauche. mein textfluss muss von links nach rechts gehen. ich habe sozusagen eine tabelle anhand von teilformularen erstellt, weil die anordnung horizontal sei muss.
die darstellung sieht dann so aus.
[img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAswAAAIeCAIAAAAgRc5pAAAgAElEQVR4nOzdzYvjWLrve/0bGnvqWYxOjDTSJPYgJx50DHTAgxODgBtQ0AIPGhIqoSAFAQUNRRcIki4a8layimI3m1MELQqaPiS+W2wuO0mM4NIdGKOmCLICI5ogMGLdgWRZfgmnlGnL9uPvZ1TlyFRqPXpi+WdpWTI0AADAFhi73gEAACATIQMAAGwFIQMAAGwFIQMAAGwFIQMAAGwFIQMAAGwFIQMAAGwFIQMAAGwFIQMAAGwFIQMAAGzFupBhAAAAfLL1IWPTmQYHjH7AAloCZfQDFhAyUAP9gAW0BMroBywgZKAG+gELaAmU0Q9YUCdkTEKvNb3E4qhYP8bBcyv7X6unonH+x9JR0HvmqOH0v23DMAzDtFwVJenSRjKPcfDcmv3v/EbyV25Vt93ywslmBo5PMd8tSehZ02N5oeLJisOt9fzBXdEzpY5oFUc8jW961qWKi6O91CErXsEOfMIUMXdwK04RKyaEtfMMdmT9FJHGNz3LNAzDMGxXDZL8j62fIpbmGa31fBctbzaN/3bttA3DMKznQfzYaAkwr07IiJVTOsZaD5Vz2lW3qb4PvWe2P0i1TuP+K9eevVvEyjEv1ehRJ33POvejh6WNaJ3G4SvXKk0oixvRWuv70DszDIOQsVvz3TJUzsncvL98uBcP7nLPTGJ1YSykh/CPrmXOJpSlDlnxCnak5hSxdHArTBHLE8LH5xnsyNopYhKrC7OrRmmahNeW7Ufp8u/ycs8szTOLXbS82bvAPXODu+yNg3eN3aoRMkofMOxeMEonodfKjnE6Dnqmo2Kt0zj8cxj1vbOsJyah18pb5y5wLUcNFzei878z7Bd/cnEjWj+O1JXde6O+smiX3XriY6tp9W7idMXhXjy4K3qm9DEl/8zxGIdBOPzb9E+u6JAVr2BHak4Riwe3yhSxNCF8fJ5pvAzIrZ0ikrA4iOPANbPTnx+bIpbmmaUpYmmzw7dey3IcizMZ+6B6yHiI/I7pBvkJ7nYv+NBfNVPo8iEvvZ69GC1uZJyf2JzfQnkjaRJe286rQTIOPULGjpW7JY1828yOYBJ6HTe4Wzrc+Vw/e302g0xfTAe+feoGd9kr7aw35v/k4kaefgXN+5QpYrkNtP7YFDHXUQuvPNV4aN7aKeLvs6Mz/wu+ZooYLc0zevZ3lkJG9uLwrddqd9VtqtNx0GsVswp2oc7lksLsQNYNGcPFjSw32eJGhsoprtAa89dQ0LQnuiU/WJ8SMkpbeep9aMVPn3gFzfuUKWJdyHhqiiBkHIa1U8T7TwgZq94U9PwWVoaMJ+cZNKx6yEhCz84WXuhx4NrXYfIP5VjT6175mozpn5we8lg5WQjNr5XeLW3ko2cyyq9wJmPHFs+NZ1dV9V3gOl54v3S4H2Z/cnbBdb5nJqHX6vjRg9bpOPid7fWT2d8hZByAT5kiyge36hSxLmQ81Xho3top4i5WF6YbjHVpTUbxJ5+YIh6X55nZ3ymtyZjb7F3g2l11m+rHkbrkTMZu1TiTMVuva3b9wVjrx5G6NPOLZZdqVFz3Kv3yp7eq287/SFeN0uWN5AgZB2GuW9K4f+2YhmEYbcd/l+gVhztTOrjLPfMY93+fbcV0Xg2S8t8hZByAT5kiyge36hSxNmQ80Xho3vopIh2pbt4Q2eWM3LopYnmemf2dvIuWN1t0ken8vs+ajJ36pMslOFb0AxbQEiijH7CAkIEa6AcsoCVQRj9gASEDNdAPWEBLoIx+wAJCBmqgH7CAlkAZ/YAFNUJG+W6/hmEY+W1S1nwNNbsDYKHtXP8tzpeKRzeek6/UsdxXYZwWf3i25PgucE8W7/G5sBOmc92PP3uZ12Mc/hREiwuQ19/8eOlGtkt3w52tV5re6nj55sfFK/katzSJlGuZK+6O/MSNk5duv71dc92y2BAXKr5/4jtmpXEUy/pmAxkq58wLE/1xaRIFvmsXB/9m4ajFyplrmEmsLlpeOFlxr+JxpHrW7PAtWHuf4zXHcdYexTBL25+/N3bRQvmK16fvjb36ZszLd9rehc+dIkorf6ejK45aBUkU+K41bQjvJpo/lMubypttqaRP/+pprbcxG6zZbHnF68qjvB+zwUrGijeU4ihk9yPoTL/+k46DnmlY1X73S9I4/PHnKHmM1cWq94I0iX7yZpPMH8P4MdsHwzBnX3EaB65ptLzwYaFpN3xf6bmnH1Tok+W5ZWXnrN7s3Nr5VZ2z7v7rq2fCDTBW9cTcj4v/XjFBVAoZ5QXAHT960Omt6p5M65VNMZ3p7YSNWQuOA9dcOuBz/+LjSF2ape9BfarlhesfvflxsnQj28W74U4i37auwyT7Wt2pG9wtbeRfxZ1S8+96TQa+fdJVt2l6q7qnH7lj9/JObp+xGDIW/umnvsheuAvcUyv7nmo6CnpnpW8+V5D0PevMfdXP7/oXPLes2begVynPbk8cHX0XuBdzX3r86H2OV94Je+6V+8g/t7x+kn2nzuwF43Tp3tjFvSmn3/x88t7YK27GvOrW+7vxuVPEOHDNs+x7iWl806v3BdT70Hs2fRfJ/vqz2VccV8tCxv1iSScD387+bjoOfnc215bbmQ0WN5suzgZrjvJ+zAYrVQgZxTv9XeCeGJ8QMvKmeig9kWD2XpCOVNecvl9m79C2H6WTPJHk7xdZvim/vVT/qFPZ4kyy/Iv88bklXe6cxc0uzSSrH82xcgcelmeqTVZAa910yLCvwyQt3QYu8xD5nZYXTmLlGCeW1bb9QZr9qrtfnFcMGclAZR9w8zw7VM7pufPMXPNJIlaOde7ksc6Y7/WP3vy4dFeZ2Y1sFyeLqfxG+ksb+cfytJJL3vmOPbu33eobJy/dfnv7PjtkPET+efGuMJX9er+fu+uao+LZyYbsHNhTN++bxOrScs4tw7R/+8VvWl44KT4cW45jtbxwsnSv4uGa2zd97D7Hw6Vjse621uPAbWUhY+He2ItTw+OTG1lxM+blO23vyudOEenAt4vgmP+pWF20vLfD8udU40LFj9OTDdPvJU5ru7hPxa+2/c1fvr9oeeGk+PW3zh3L9sJ/Pv37u7yTW5kNlja7MmSsPsp7Mhus9LGQ0T61TvNJexy4Z1fu+ZkXJjpWjvnMOW/P5udiSs8/YQ+Vc+Y4lmGcWFbLMAyj9UK9LoeMK9vrJ+XbzmbSgW/bWaw0Ti0r+0Cr7wLXcd3OEyGjNKX478fTrsvfSmLlmKfWaXHmYJIMXuWn4ubvy7D09IOVtz//yNxSKuO0cxY3uzJkrOycVbd1Lzz12/TZaoaMud/5ydLp0aUHVs1dLslvI7/0Ozx9RFasHKP7rf+Fmd9N5cIP/uisv1ySn/p+iPzz7Lb26Uh1W71g/A/ltK3eTZyOB3635d4Mg56Z3cQ+eec7J3lmzM+aPHGXwHX3JVy6dd2Tk9RjHDy3u2qULm9kqNOBb2fteVJEinyI87fcf/KehqsuSWzPUsgojkRr2uXWfEMs7Vsahz+qN55jzs5kln+9s/MTz4P4MY18OytCequ6thv8c3bqe/ZPW/n0kU1b2eWSh9Br2b1glBZP7l15r+LZ54P28tFfcwvC5YDy5NFJR0GvU7ofwNxP08ifXvjpBeP06dtWLt3Q8MmbYO7A504ReUf8yXPahmG7r/pxOneNI41vetZZLxil6cC3z3rBaHaHpdnVsVnjTT+uZL/a+aYeQq+VNdVIdU1rLmRkJR29m57JuA+9sxUP3tv0bLC82ZWzwcqjvCezwUofCxknzrffuGbHj/41Dn535v/HG2caMrJH1eSfr35Jon7w8/8bZ5+5W144GSqnnZ8CKZ/JmFl6PEoue77a32N1YThf++6p7Q/SceCefRO8uXg6ZEynFD2O+j///F9xWjxrLVaOceaF9zrpe3lgtdc8+3f1wXqiT57+8LPYOeW+WphJpn9l7a1lFlplcabapJoho9LHlOJG4BfqP1/PHqg4vQSw9kzGhRr85Jodv/9n98yPRtkkUtpgcVTSUdDrTO/NsnDrccsL3886JlZO64V6XfTTtOPnZqgthYzHOHhuT6+TLW0kivzz2c0N51Lk40hdlj8A7cm0shQyqpzJKOaChXN3xYmo4td7ljCm11BnWl7/w8KZjEnotfKQkR/J7JgOiyM7PdYrDuV44HdNwzDMZ8756VZCxlyLLtUnHfj2+fRWp72WG3yQETKqTBHFZ4/Fsxq3qnti++9G0wM6Sxh66RNLyws/LPzWTO/XFy80wNvhLLVkzbYUMuLH6efR9rnzzNxKyJibDZY2+/DEbCAuZKgwcE9t/+cb98KPIlWEjPnf2cdZ9MySYykErLhckl0luVBxsu5MhvNmEPRM+9v+ze/OSm2mtV4OGdMfPcbhf2SfimYRNv9Z9lfGsyUgq9YIbiJkrOic2WaXZpLp2CuHjBUz1SZtI2SUlJ/anH8evVu7JuNCxXHg2udO5yw72bDmcknS96yTrrpNdXFhqTBUTtvy+oleeyajcshYum9xsnQj26UbZicD5XZma11XbOR+cVr59f0T7fL0jZMPIGSU/kA68O2TaTcvhIwPpYShdRbPF5ZczK3JGEc31465KmQ8Tj/ypqOgZ09nt/mjU1z71EPlOMvrAErNvPLvzh+LxVf+lUTKtbtLM866kDF+8t7Yy3dNXlXtHfnMKSKNfLs4yTwfMh7LCUNnFVtYclFek5Ev91sVMsLH6VmxNL7pWflbztLvb3Z1fBKryxVLhTY+GyxutkbI2JPZYKVSPxR9u/DQ9ttx0GudO+dnpQ8Ys9MD2ZmM99PFW48jdWlWDBnZdck1azIcFY8Dt/XMOe9mR+3jIaNYM1ScFl0MGcXbztKVGj3d2fKajPV9snxkn+icTwoZyzuQPjFTbVIDIaNQ5dslFyp+HAc905jGjnVrMrK1KtkymeICXnZJ7x/KObGsE6O4fLtyTUa+8exGtkurq+ay3tLNjxdvZLtwN9yHbGFR8bHLUcN1d1AulrhPL+8t3g33qRsnH1bImFv4XYxxqJwz720wd1695YWTYk1GcV2sWNCU/XVPhXFanhHyY7q0JmPF/a2nZzKeWFNd/gC6dJ/jpWOx+Eq2oq2w8txD6VsV+bKhJ++N/cTNmCWEjGlYLE8R2QEN3s5derO8cFysyZgdtWIRXKkhlj8WL63JSJZKWvzqrf52yeZng6XNPrHOf9VR3o/ZYKVyP8y+y5B/eMhCxlCPA9c0p7GjWJORLXTIeqD42kXb+eq5Y16o+O+zd/R8+P/z5cv/OStqlW+XOCrOVptOY8fHQ8bsKz/OV185ZnYebi5kjJanqbK56xof6ZPluSV9qnPmzpAtzCS5FZ2ztANPzVSbZBiVQ8ZB2cJSYRxwP2BbaAmUfWI/LH+ehBSEDNRwsP2AbaElUEbIwAKpIQNbQT9gAS2BMvoBCwgZqIF+wAJaAmX0AxYQMlAD/YAFtATK6AcsIGSgBvoBC2gJlNEPWEDIQA30AxbQEiijH7Dg4yEDAADgE60PGZuONTsgYxT7QEYlZYxiT8gopoxR7AMZlZQxij1ByEANMiopYxR7QkYxZYxiH8iopIxR7ImjCxlNniISaYfHcVMM+mGjdngoN8WgJTZnh8dxUwz6YbMq1vpwGfMds8M9OXQyqkc/bJCMAtISmyKjevTDBhEyUIOM6tEPGySjgLTEpsioHv2wQYQM1CCjevTDBskoIC2xKTKqRz9sECEDNcioHv2wQTIKSEtsiozq0Q8bdKwhI1ZOsSZl9dP/ktBz9uQ5rpPQa82W0LQ6TqflqHgXeyK2H/RQOUWNrZXHfRJ6J3vynMj5hjA6jtO6UPFudk1oS0xidfGRGWKPGiIJPavUEBev1QumiM/BFLFBRxwyZjPHYxw8z35Hza667WdH58SyTizrxDDajv8uSUdBzzYMw3ReDZJ0F4OYxOoi2+VJ6LVOLcs0DOt5ECf5zptdfzAKvWfnzjPTaDtfPXdMw7Cu+9H/7lmmYRiGealGj5+5E2L7QQ+Vc1ZMHGl8Myva7d+8lmEY5ql12rKs07wHHkplH+9iEKUenoRe68SyWoZh94LRJN/5tuO/uw+99rlzbhqm8/wrp20YZ174S7nbR5/dy0JbYvbrprV+YoowDMO0Ts2sB9JS2Xf00WTWw0wRn+mop4j+u+zNzjDaXXX7+e92Rxwypp9SHDXMfzYOXPPitXrRsv0oTULPtrx+kvQ963/9wXft3k2c3oee4wZ3uxjEfMiwrsPx31XXdt9859rPg/ghCa9t94cbz7a8/jjybbMX3L/3bXv6W3EXuNZspJ9KbD+UP6bMPgLeBa7lvH7ttTp+9JCXPfkQeh3nD9+Uyh7sZgqZm0HOvPCXkbpsud+9cc97wShN+p79u59uvmpZ1+H4vW+fusEw8juzN85x4Job+HAjtCXKZzJKVSpPEY9Z2T8k4bXlfO2Xyh6Md/I5ZD5kMEV8BqYIrdNx0DM3cT7siEPGbLpNk+hn5bvW3JnG4nLJUDmW4/xbceZp9bnTrZsPGfkenjkvvyxd93G9F44XJjpWTjGEIAzUt65lzsWpTyW2H+Y/pugkmhXt9WuvdaHiyfRc6CRWFy3H6ey6IeZnkHwPW86XL0sndV947okXTvRQOVfTIfTvS91OyMh87EzGqimiODkeK6fVcTofOZe+ffMhgyniMxz3FHHzPlC+a8/HqU9HyNBZjHCDX5LBK8cshwzb8vrJOHDN7vRMxk52P/NEyMjzcnaScxqMZjNIx3H+zXSDcfLOd06ZQTIfm0EmsbqYFa00g7Ss6zD5JXCt+bLvyOoZZPqROhtJPuuVZ5DXr0vdTsjIfCxkrJoi8k+HH8ZBz5wv+448ETKYIuo76inCcTpmLxjfD/wuZzKq+ljIGA/8rmkYpvPFF9b5N/7vit/P2ZqMZKCyZLezC2xPhAz135HqWYZhGG3H/z/B4gzyG/fba8c0DPPc/eLM9gefOQmK7Ye5GSRNBq9mRfvm26+mv5/t2QXXX0tl39E1+NUzyPdRpFzLNAzDdF69C75a/pjyrtTtfvTwmXshtCUWQsaqKWISeu3T6ZqMX5NS2Xe0bOuJkMEUUd9RTxHu779x2obRdtxLy/ajTSzbOsqQgU8io3r0wwbJKCAtsSkyqkc/bBAhAzXIqB79sEEyCkhLbIqM6tEPG0TIQA0yqkc/bJCMAtISmyKjevTDBhEyUIOM6tEPGySjgLTEpsioHv2wQYQM1CCjevTDBskoIC2xKTKqRz9sECEDNcioHv2wQTIKSEtsiozq0Q8bdBQho0zeiJokr3ryRtQweQWUN6ImyauevBE1jJCBGuRVT96IGiavgPJG1CR51ZM3ooYRMlCDvOrJG1HD5BVQ3oiaJK968kbUMEIGapBXPXkjapi8AsobUZPkVU/eiBpGyEAN8qonb0QNk1dAeSNqkrzqyRtRwwgZqEFe9eSNqGHyCihvRE2SVz15I2oYIQM1yKuevBE1TF4B5Y2oSfKqJ29EDTvmkJGOg55pGIZhWr2b+NfANQ3DMAwrez5vmoTX1iYedLtJ6a3qtk03GGut9V3gnhiGYRh2Y8+YFt0Per6k/3WzUN6k71mXn/9sdGFEt8QBThG7JroftB6Xe2C0OAMzRaxyzCEjCb2OG9zpceC2vbdvvbYbjPVd4Ha88EMcvDi3Ts09m0HSyLdPLavVC8apnoReuxeMJ+Og1549k3q7RPeDnivpC+9FqbyP8U3v3LbMC2aQBaJb4vCmiJ0T3Q96EpZ64G3gMUVUcMwhY6gcx48etB4q5+Lly67tD1I9idWVo4Za60notfZrBnmI/HPb//nGtbvqNo2VY/tRqnWsnKb2U3Q/aF0uqWEYC+WdhF6LGWSR6JY4uCli90T3wyRWl7MeePnl4gzMFLEKIeNwZpDiTF32/jciZGwAIeMziW6JQ5si9oDofiBkfIpjDhmlc6Gt3k83X03Pg525wZ3euxkkHQe9VrYaIx349rn//q/Fybr89e0T3Q9zl0taV+4XC+VlBllFdEsc1hSxF0T3Q/lyyZn7058XZ2CmiFWOOWQUq7oM0w3GxXkCsxeMU71vM0h6q7p2NrVp/RD5HdP97k2+7Ohk+vrWie4HXVr4eeIG74OF8jKDrCK6JQ5qitgPovuhdDrZ7AXjX5giqjjmkIHa5FVP3ogaJq+A8kbUJHnVkzeihhEyUIO86skbUcPkFVDeiJokr3ryRtQwQgZqkFc9eSNqmLwCyhtRk+RVT96IGkbIQA3yqidvRA2TV0B5I2qSvOrJG1HDCBmoQV715I2oYfIKKG9ETZJXPXkjahghAzXIq568ETVMXgHljahJ8qonb0QNI2SgBnnVkzeihskroLwRNUle9eSNqGGEDNQgr3ryRtQweQWUN6ImyauevBE1jJCBGuRVT96IGiavgPJG1CR51ZM3ooYRMlCDvOrJG1HD5BVQ3oiaJK968kbUMEIGapBXPXkjapi8AsobUZPkVU/eiBpGyEAN8qonb0QNk1dAeSNqkrzqyRtRw445ZBRPPzKt3k386/TJN9bzIH7UOk3Ca2vfnn6U3qpu28yfuVo8zcvuBaO0kX9fdD9kiuNeLu/w13KrNFPrAyG/JZK+Z12qeDJ7OJb1PIhHzf/2HQT5/aDvQ6/jqKFmiqjmmENG6TnObe/t2+IZvh0v/BAHL86tU3PPQkYa+fapZbV6wTgtP5e87YXNPPhPdD9orR9nx32uvMHbUqs0VOsDIbsl0vimd25b5oWKJ6XHfHe8t0Hzv30HQXY/6HQU9M4t68RRQ80UUc0xh4yhchw/etB6qJyLly+7tj9I9SRWV44a6n18jvND5J/b/s83rt1Vt2msHNuPUq1j5TS1n6L7IZcf97nyfvly1ipXPMq5TH5L5M/vfojV5WyKePll8799B0F+P+gk9M4cNdRMEdUQMg4nZBRnaw3DsP1oRMjYAELGZ5LfEoSMOuT3AyGjpmMOGaXLJa3eTzdfTc+FnrnBnd67kJGOg14rW42RDnz73H//1+JkXf769onuh1x+3EvnQlvuDzelVgnGXHGdkd8SecgoXy45c3/6c/O/fQdBfj8UIYMpoppjDhnFwk/DdINxcZ7AzFtkv0JGequ6dpZ+tH6I/I7pfvcmX3Z0Mn1960T3Q2563ItVXSdu8Mtcq+xkR/eV/JaYhgw9N0X8EjT+23cQ5PdDETKYIqo55pCB2uRVT96IGiavgPJG1CR51ZM3ooYRMlCDvOrJG1HD5BVQ3oiaJK968kbUMEIGapBXPXkjapi8AsobUZPkVU/eiBpGyEAN8qonb0QNk1dAeSNqkrzqyRtRwwgZqEFe9eSNqGHyCihvRE2SVz15I2oYIQM1yKuevBE1TF4B5Y2oSfKqJ29EDSNkoAZ51ZM3oobJK6C8ETVJXvXkjahhhAzUIK968kbUMHkFlDeiJsmrnrwRNYyQgRrkVU/eiBomr4DyRtQkedWTN6KGETJQg7zqyRtRw+QVUN6ImiSvevJG1DBCBmqQVz15I2qYvALKG1GT5FVP3ogaRshADfKqJ29EDZNXQHkjapK86skbUcMIGahBXvXkjahh8goob0RNklc9eSNq2DGHjOIprKbVu4l/nT5i0XoexI9ap0l4be3PU1gz6a3qtqdP+SueAWj3glEzjxYW3Q9a6/HA75qGYZhdf/D/lco7/LXcKjzGuUR6S2it70Ov46jh7Cms1vMgHjX/23cQjqAfireGO6aIKo45ZCSh13GDOz0O3Lb39q3XdoOxvgvcjhd+iIMX59apuWchI418+9SyWr1gnOpJ6LV7wXgyDnptL5w0sgOi+0HrceC28pKaHceZlTd4W2qVhmp9IIS3RPaOYrQcNZyEpSnibdD8b99BkN4PWid9zzINR8VzMzBTxJOOOWQMleP40YPWQ+VcvHzZtf1BqiexunLUUGs9Cb3WfoWMh8g/t/2fb1y7q27TWDm2H6Vax8ppaj9F90PhcaSuzn77xW9m5f3y5axVrlTMFDIjvCWSvud4yr901N9jdTmbIl5+2fxv30EQ3g/6PvSuPPWN46h4bgZmingSIeNwQkZxttYwDNuPRoSMDVga0WMcPLedV4Poe2aQKkS3xH3oXXnhXayuCBkVie6HNAm/drx+kh10QkY1xxwySpdLWr2fbr6angs9c4M7vXchIx0HvVa2GiMd+Pa5//6vxcm6/PXtE90PWqdx/7pruypK5q5GtdwfbkqtEoy54jojuSUmodeaxnrj4rV6MZsifvpz8799B0FyP+gk9KxpP7Sc16+ZIqo45pBRLPw0TDcYF+cJzLxF9itkpLeqa2fpR+uHyO+Y7ndv8mVHJ9PXt050P+g08u3iPcX52p+V95e5Vtnh7u4f2S2htdbF2c25KeKXoPHfvoNwBP1QnL66C5giKjjmkIHa5FVP3ogaJq+A8kbUJHnVkzeihhEyUIO86skbUcPkFVDeiJokr3ryRtQwQgZqkFc9eSNqmLwCyhtRk+RVT96IGkbIQA3yqidvRA2TV0B5I2qSvOrJG1HDCBmoQV715I2oYfIKKG9ETZJXPXkjahghAzXIq568ETVMXgHljahJ8qonb0QNI2SgBnnVkzeihskroLwRNUle9eSNqGGEDNQgr3ryRtQweQWUN6ImyauevBE1jJCBGuRVT96IGiavgPJG1CR51ZM3ooYRMlCDvOrJG1HD5BVQ3oiaJK968kbUMEIGapBXPXkjapi8AsobUZPkVU/eiBpGyEAN8qonb0QNk1dAeSNqkrzqyRtRw445ZBQPSDOt3k2caq3vQ6/jqKHW44HfNQ3DMLv+gIfdzIjuBz1/3D/E6sIwDMMwWl7/w2KrICe9JXRpWij/d/FwLLsXjOiIwhH0Q5qE11b+7Mziv5ffTZA75pBRetR72wsfR0Hv3LJO8scttvJn+Jr78yDWPSC6H/T8cf/ady/86EFrvdgqkx3t67+3mvcAACAASURBVF4S3hLZu4jRctRQp6UpYhIWj/mmI8qk94PWSd+zTMNRsX6Mgxfn1qnpqJgp4mnHHDKGynH86EHroXKuVDzROgm9s+lHFq3140hdnfkDUmlBdD8UHkfq6uwP//cf7OyTSdcf/PdSqyAnvCWSvud4yr+cTgvTKSJWju1HafHUb+SE94O+D70rT31THPRJ6LUcFa94N0GOkPFUyHiMg+e282qQkDFmRPdDZum4x8pxvnzJDPIE0S1xH3pXXngXqytCRkWi+yFNwq8dr5+UDjoh46OOOWSUTnC1esE4nc0gady/7tquikgY80T3g5477sVpz1g5jq8WWwU5yS0xCb2WMXUx9zmkdLmk5Qas2ypI7gedhJ417YdWljunIWP53QS5Yw4ZxVIdw8yniXwGSSPfLuYWPqaUiO4HPX/c/3AzWwT661KrICe7JbTWWk9WnMmYLfw8cYO7HezlvjqCfpg7fTUNGcvvJsgdc8hAbfKqJ29EDZNXQHkjapK86skbUcMIGahBXvXkjahh8goob0RNklc9eSNqGCEDNcirnrwRNUxeAeWNqEnyqidvRA0jZKAGedWTN6KGySugvBE1SV715I2oYYQM1CCvevJG1DB5BZQ3oibJq568ETWMkIEa5FVP3ogaJq+A8kbUJHnVkzeihhEyUIO86skbUcPkFVDeiJokr3ryRtQwQgZqkFc9eSNqmLwCyhtRkwxg2fqOaaw7myFvRE2SVz15I2qYvALKG1GTqB4WEDJQg7zqyRtRw+QVUN6ImkT1sICQgRrkVU/eiBomr4DyRtQkqocFhAzUIK968kbUMHkFlDeiJlE9LDjmkFE80sa0ejdxqrVOk/DaclSsx4Ps4VjW8yB+3OHe7hvR/TCV9D3rUsX/nD4By+4Fw18XWwW5I2iJ+9DrOGqok3e+0zYMw3ReDZJfSu0xoiMK8voBn+mYQ0bp4bzZQ72TvmeZhqPi6Stp5J/xSL0S0f2QuQ+9M8O4UMO3xbO8217wdqFVMCW9JdIkvLaMlqP+MX2q+13gWs7r16X2oCNm5PUDPtMxh4yhchw/etB6qJwrFd+F3pWnvnGykHHmR2lxYgM50f2gtU6T8GvH+5PvXKn/fO3YfpRmj3X+8uVcq/CeMiO8JZK+53jKv5w+6l3r9FZ1u/5f/lhqD6aIGXn9gM9EyMjeOS595TleP8mnjPxyiWlZp8wgJaL7IXtH+TpMbhUhozLRLXEfeldeeBerqzxkpKOg13H8d0msCBkryesHfKZjDhmlyyWtrvvF/5jeN6RVfGqZhF6byyUlovtBT0KvVdw9puM40/PhLfeHm1mr9IIxl+BnJLfEXENcfP+fP187HVcNkuxHs/ZgipiR1w/4TMccMoqFn4ZZTBPZ55J0FPRsg4WfS0T3QyE7XVEs/Dxxg19WtAq01kfREpNYXTkqivxO6XNIWGqPu93s6F6S1w/4TMccMlCbvOrJG1HD5BVQ3oiaRPWwgJCBGuRVT96IGiavgPJG1CSqhwWEDNQgr3ryRtQweQWUN6ImUT0sIGSgBnnVkzeihskroLwRNYnqYQEhAzXIq568ETVMXgHljahJVA8LCBmoQV715I2oYfIKKG9ETaJ6WEDIQA3yqidvRA2TV0B5I2oS1cMCQgZqkFc9eSNqmLwCyhtRk6geFhAyUIO86skbUcPkFVDeiJpE9bCAkIEa5FVP3ogaJq+A8kbUJKqHBYQM1CCvevJG1DB5BZQ3oiZRPSwgZKAGedWTN6KGySugvBE1iephASEDNcirnrwRNUxeAeWNqElUDwuOOWQUT2E1rd5NPCk/eXU0fcSi3QtGPNi7ILofppK+Z12q0W3eD2bXH/w61yo0RMkRtMR96HUcNUzjm55lGoZhOq8GyS9MESvJ6wd8pmMOGUnoddzgTo8Dt+313/tnxVO8J6HX7gXjyTjotb1wsqt93T+i+yFzH3pnhnGh4uywP0T+ue3/P/1Sq9AQZdJbIk3Ca8toOWo4fWHg2+f++78yRawkrx/wmY45ZAyV4/jRg9ZD5Vy8fPk/jYx1HUbfO7YfpVrHynFUvMv93S+i+0FrnSbh1473J9+5UvFE6yT0LMPs+oP/LrXK1TR/QGvxLZH0PcdT/mUeMiah1zJM59WAKeIJ8voBn4mQUYSMruX1Ez2J1ZXz8ktmkJVE90P2jvJ1mNyWkkSahNeW/X/99jeEjNVEt8R96F154V2srmZnMvR96D2zf/vFb5giVpHXD/hMxxwySpdLWr2fbr5qu8FYP0S+47x+XZwLbRXXUCC8H7KPqVP/w7LaXjjRaeTbjq9KrRKMuQQ/I7kl5hqi+wf/i7YXTpgi1pLXD/hMxxwyioWfhukG4zRf+Dm/quvEDe52ubt7RnQ/FLLTFR8i1bMWF34aJu8o846gJSb5mYxkoFymiI+Q1w/4TMccMlCbvOrJG1HD5BVQ3oiaRPWwgJCBGuRVT96IGiavgPJG1CSqhwWEDNQgr3ryRtQweQWUN6ImUT0sIGSgBnnVkzeihskroLwRNYnqYQEhAzXIq568ETVMXgHljahJVA8LCBmoQV715I2oYfIKKG9ETaJ6WEDIQA0GAKy161kK++UjPSGvY+SNqElUDwBQCyEDVVE9AEAthAxURfUAALUQMlAV1QMA1ELIQFVUDwBQy3GHjKTvWZcqnuhx4GaPwLKeB/Fj/ozvfXuIc3qruu3pM7rupo9osnvBqJkHg8rrBwDAVh1vyEjjm965bZkXKp5MQq/tBmN9F7gdL/wQBy/OrVNzz0JGGvn2qWVlTxufhMXDptteOGlkB+T1AwBgq443ZGit9ST0WhcqfojVpe0P0uKxztlP9itkPET+ue3/fOPaXXWbxsqx/SjVOlZOU/sprx8AAFtFyDiQkFFc0DEMw/ajESEDALDvCBkLl0vO3OBO713ISMdBr5WtxkgHvn3uv/9rcbkkf3375PUDAGCrCBkXcws/zV4wTvW+hYz0VnXtLP1o/RD5HdP97k2+8PNk+vrWyesHAMBWHXfIQB1UDwBQCyEDVVE9AEAthAxURfUAALUQMlAV1QMA1ELIQFVUDwBQCyEDVVE9AEAthAxURfUAALUQMlAV1QMA1ELIQFVUDwBQCyEDVVE9AEAthAxURfUAALUQMlAV1QMA1ELIQFVUDwBQy3GHjKTvWZdzT2G1ngfxo9ZpEl5b+/MU1kx6q7ptM3+w+12QP4XV7gWjtJF/X14/AAC26nhDRhrf9M5ty7xQ8WQSem03GOu7wO144Yc4eHFunZp7FjLSyLdPLavVC8apnoReuxeMJ+Og1/bCSSM7IK8fAABbdbwhQ2utJ6HXulDxQ6wubX+Q6kmsrhw1zH+yXyHjIfLPbf/nG9fuqts0Vo7tR6nWsXKa2k95/QAA2CpCxoGEjOKCjmEYth+NCBkAgH1HyFi4XHLmBnd670JGOg56rWw1Rjrw7XP//V+LyyX569snrx8AAFtFyLiYW/hp9oJxqvctZKS3qmtn6Ufrh8jvmO53b/KFnyfT17dOXj8AALbquEMG6qB6AIBaCBmoiuoBAGohZKAqqgcAqIWQgaqoHgCgFkIGqqJ6AIBaCBmoiuoBAGohZKAqqgcAqIWQgaqoHgCgFkIGqqJ6AIBaCBmoiuoBAGohZKAqqgcAqIWQgaqoHgCgluMOGUnfsy7nHpBmPQ/iR63TJLy29ucBaZn0VnXbZv7M1bsgf0Ca3QtGaSP/vrx+AABs1fGGjDS+6Z3blrnwqPeOF36Igxfn1qm5ZyEjjXz71LJavWCc6klYPOq97YWTRnZAXj8AALbqeEOG1sWj3h9idWn7g1RPYnXlqKHet0e9a631Q+Sf2/7PN67dVbdprBzbj1KtY+U0tZ/y+gEAsFWEjAMJGcUFHcMwbD8aETIAAPuOkLFwueTMDe703oWMdBz0WtlqjHTg2+f++78Wl0vy17dPXj8AALaKkHExt/DT7AXjVO9byEhvVdfO0o/WD5HfMd3v3uQLP0+mr2+dvH4AAGzVcYcM1EH1AAC1EDJQFdUDANRCyEBVVA8AUAshA1VRPQBALYQMVEX1AAC1EDJQFdUDANRCyEBVVA8AUAshA1VRPQBALYQMVEX1AAC1EDJQFdUDANRCyEBVVA8AUAshA1VRPQBALUcbMtJk8MoxDcNoO/67pHhAmvU8iB+1TpPw2tqfB6Rl0lvVbZv5M1fvgvwBaXYvGKWN/Pvy+gEAsFVHGzKmT3UfB6558Vq9mD7qveOFH+Lgxbl1au5ZyEgj3z61rFYvGKd6EhaPem974aSRHZDXDwCArTrakJFLR6p79s1fvr+0/UGqJ7G6ctRQ79uj3rXW+iHyz23/5xvX7qrbNFaO7Uep1rFymtpPef0AANiqow4ZaXzTsy/8wYdY7X3IKC7oGIZh+9GIkAEA2HdHGzIe4/7vHbunorHWehJ608slZ25wp/cuZKTjoNfKVmOkA98+99//tbhckr++ffL6AQCwVccaMtKBbxdnBi7U4Kf8PIHZC8ap3reQkd6qrp2lH60fIr9jut+9yRd+nkxf3zp5/QAA2KpjDRmoj+oBAGohZKAqqgcAqIWQgaqoHgCgFkIGqqJ6AIBaCBmoiuoBAGohZKAqqgcAqIWQgaqoHgCgFkIGqqJ6AIBaCBmoiuoBAGohZKAqqgcAqIWQgaqoHgCgFkIGqqJ6AIBaCBmoiuoBAGo52pCRJoNXjmkYRtvx3yXjIH8Kq/U8iB+1TpPw2tqfp7Bm0lvVbZv5g93vgvwprHYvGKWN/Pvy+gEAsFVHGzLuAvfMDe70OHDNi9fqRdsNxvoucDte+CEOXpxbp+aehYw08u1Ty2r1gnGqJ6HX7gXjyTjotb1w0sgOyOsHAMBWHW3IyKUj1T375i/fX9r+INWTWF05aqi1noRea79CxkPkn9v+zzeu3VW3aawc249SrWPlNLWf8voBALBVRx0y0vimZ1/4gw+x2vuQUVzQMQzD9qMRIQMAsO+ONmQ8xv3fO3ZPRWOt9ST0ppdLztzgTu9dyEjHQa+VrcZIB7597r//a3G5JH99++T1AwBgq441ZKQD3y7ODFyowU/5eQKzF4xTvW8hI71VXTtLP1o/RH7HdL97ky/8PJm+vnXy+gEAsFXHGjJQH9UDANRCyEBVVA8AUAshA1VRPQBALYQMVEX1AAC1EDJQFdUDANRCyEBVVA8AUAshA1VRPQBALYQMVEX1AAC1EDJQFdUDANRCyEBVVA8AUAshA1VRPQBALYQMVEX1AAC1HG3ISJPBK8c0DKPt+O+S4kHq1vMgftQ6TcJra38ekJZJb1W3bebPXL0L8gek2b1glDby78vrBwDAVh1tyJg+1X0cuObFa/Vi+qj3jhd+iIMX59apuWchI418+9SyWr1gnOpJWDzqve2Fk0Z2QF4/AAC26mhDRi4dqe7ZN3/5/tL2B6mexOrKUUO9b49611rrh8g/t/2fb1y7q27TWDm2H6Vax8ppaj/l9QMAYKuOOmSk8U3PvvAHH2K19yGjuKBjGIbtRyNCBgBg3x1tyHiM+7937J6KxlrrSehNL5ecucGd3ruQkY6DXitbjZEOfPvcf//X4nJJ/vr2yesHAMBWHWvISAe+XZwZuFCDn/LzBGYvGKd630JGequ6dpZ+tH6I/I7pfvcmX/h5Mn196+T1AwBgq441ZKA+qgcAqIWQgaqoHgCgFkIGqqJ6AIBaCBmoiuoBAGohZKAqqgcAqIWQgaqoHgCgFkIGqqJ6AIBaCBmoiuoBAGohZKAqqgcAqIWQgaqoHgCgFkIGqqJ6AIBaCBmoiuoBAGo52pDxGAfPLcMwjLbjv0uKB6lbz4P4Ues0Ca+t/XlA2n6Q1w8AgK062pCRSyPftv33/eJR7x0v/BAHL86tU5OQMU9ePwAAtuqoQ8Yk9FpG2/H/K1KXtj9I9SRWV44a6n171Pt+kNcPAICtOuqQobXWSd+znv32t+eEjI+S1w8AgK062pCRXRlJdDrw7cvX6sX0csmZG9xpQsYq8voBALBVRxsy0iRSrmUuLvw0e8E41YSMVeT1AwBgq442ZKA2qgcAqIWQgaqoHgCgFkIGqqJ6AIBaCBmoiuoBAGohZKAqqgcAqIWQgaqoHgCgFkIGqqJ6AIBaCBmoiuoBAGohZKAqqgcAqIWQgaqoHgCgFkIGqqJ6AIBaCBmoiuoBAGohZKAqqgcAqOXIQ8Z96HUcNdTFU1it50H8qHWahNcWT2GdJ68fAABbdcwhI03Ca8toOWo4Cb22G4z1XeB2vPBDHLw4t05NQsY8ef0AANiqIw4ZSd9zPOVfOurvsbq0/UGqJ7G6ctRQaz0JvRYhY568fgAAbNXRhoz70LvywrtYXREyKpLXDwCArTrWkDEJvZYxdfFavZheLjlzgztNyFhFXj8AALbqWENGbnrqolj4afaCcaoJGavI6wcAwFYdechADVQPAFALIQNVUT0AQC2EDFRF9QAAtRAyUBXVAwDUQshAVVQPAFALIQNVUT0AQC2EDFRF9QAAtRAyUBXVAwDUQshAVVQPAFALIQNVUT0AQC2EDFRF9QAAtRAyUBXVAwDUQsg4EGncv3ZMwzAM21WDRGutH0fq0pw+0a0BB1w9AMAuEDIOQxr5tnUdJqlO+p517kcPOh349qllWdmz6RtwuNUDAOwEIeNAJO98p+P6b9SPYZxqncUO+9v+Ta/VVaNGzmUccPUAALtAyDgoaRz++K1rX6nRKHBPjFzHjx4a+McPvnoAgGYRMg5COg6mZyzSW9V95t384Lay1RgPkX9u+4MGzmUcbPUAALtByDgQs4WfptX79/73ly03GGc/iXy7keWfB1w9AMAuEDJQFdUDANRCyEBVVA8AUAshA1VRPQBALYQMVEX1AAC1EDJQFdUDANRCyEBVVA8AUAshA1VRPQBALYQMVEX1AAC1EDJQFdUDANRCyEBVVA8AUAshA1VRPQBALYQMVEX1AAC1EDJQFdUDANRCyDgQs6ew2q4aJFpr/ThSl2Yjz1/NHHD1AAC7QMg4DGnk29Z1mKQ66XvWuR896HTg26eWZbnBXTP7cLjVAwDsBCHjQCTvfKfj+m/Uj2Gcap3FDvvb/k2v1VWjRs5lHHD1AAC7QMg4KGkc/vita1+p0ShwT4xcx48eGvjHD756AIBmETIOQjoOpmcs0lvVfebd/OC2stUYD5F/bvuDBs5lHGz1AAC7Qcg4ELOFn6bV+/f+95ctNxhnP4l8u5HlnwdcPQDALhAyUBXVAwDUQshAVVQPAFALIQNVUT0AQC2EDFRF9QAAtRAyUBXVAwDUQshAVVQPAFALIQNVUT0AQC2EDFRF9QAAtRAyUBXVAwDUQshAVVQPAFALIQNVUT0AQC2EDFRF9QAAtRAyDsTsAWm2qwaJ1lo/jtSl2cij0TIHXD0AwC4QMg5DGvm2dR0mqU76nnXuRw86Hfj2qWVZbnDXzD4cbvUAADtByDgQyTvf6bj+G/VjGKdaZ7HD/rZ/02t11aiRcxkHXD0AwC4QMg5KGoc/fuvaV2o0CtwTI9fxo4cG/vGDrx4AoFmEjIOQjoPpGYv0VnWfeTc/uK1sNcZD5J/b/qCBcxkHWz0AwG4QMg7EbOGnafX+vf/9ZcsNxtlPIt9uZPnnAVcPALALhAxURfUAALUQMlAV1QMA1ELIQFVUDwBQCyEDVVE9AEAthAxURfUAALUQMlAV1QMA1ELIQFVUDwBQCyEDVVE9AEAthAxURfUAALUQMlAV1QMA1ELIQFVUDwBQCyEDVVE9AEAthIwDMXtAmu2qQaK11o8jdWk28mi0zAFXDwCwC4SMw5BGvm1dh0mqk75nnfvRg04Hvn1qWZYb3DWzD4dbPQDAThAyDkTyznc6rv9G/RjGqdZZ7LC/7d/0Wl01auRcxgFXDwCwC4SMg5LG4Y/fuvaVGo0C98TIdfzooYF//OCrBwBoFiHjIKTjYHrGIr1V3WfezQ9uK1uN8RD557Y/aOBcxsFWDwCwG4SMAzFb+GlavX/vf3/ZcoNx9pPItxtZ/nnA1QMA7AIhA1VRPQBALYQMVEX1AAC1EDJQFdUDANRCyEBVVA8AUAshA1VRPQBALYQMVEX1AAC1EDJQFdUDANRCyEBVVA8AUAshA1VRPQBALYQMVEX1AAC1EDJQFdUDANRCyEBVVA8AUAshA1VRPQBALYSMAzF7CqvtqkGitdaPI3VpNvL81cwBVw8AsAuEjMOQRr5tXYdJqpO+Z5370YNOB759almWG9w1sw+HWz0AwE4QMg5E8s53Oq7/Rv0YxqnWWeywv+3f9FpdNWrkXMYBVw8AsAuEjIOSxuGP37r2lRqNAvfEyHX86KGBf/zgqwcAaBYh4yCk42B6xiK9Vd1n3s0PbitbjfEQ+ee2P2jgXMbBVg8AsBuEjAMxW/hpWr1/739/2XKDcfaTyLcbWf55wNUDAOwCIQNVUT0AQC2EDFRF9QAAtRAyUBXVAwDUQshAVVQPAFALIQNVUT0AQC2EDFRF9QAAtXwkZADAGo1NVQAO0XGdycDnoB+wgJYAsB4hA1XRD1hASwBYj5CBqugHLKAlAKxHyEBV9AMW0BIA1qscMiah15qu9XJUrB/j4LmV/a/VU9E4/2PpKOg9c9Rw+t+2YRiGYVquipJ0aSM6jW96lmkYhmHYrhokOk0i5Vrm7K8sbwQ7Mv+OkoSeNT2WFyqePHGkHuPgueWouPjv+Z4pdUTLUcMVGyleMbv+YKy1XvEKdoSQAWC9yiEjVk72XpIbKue0q25TfR96z7KngKZx/5Vr5+8W2V8xL9XoUSd9zzr3o4eljUxidWF21ShNk/Dasv1oMvDtZ154r3U6Dn535g/S5Y1gR+bfUYbKOckPdGb5SKVx+Mq1poFyVc9MYnUx/enKjfxrHPRMR8VZHLH9KE2XXmlq/FhCyACwXtWQUfrEafeCUToJvVYWF2aTfhqHfw6jvneWvfdMQq+Vv3/cBa7lqOHiRnQSTv+wHgeueaGGb6ebzf/6cGkj26sF1nvizJZp9W7idMXhzhpi2J++vqJnSqdDrOdB/Li0kX8QMvYZIQPAehVDxkPkd8zs2eKT0Gv3gg/9hTQw/TA6yw2l17MXo8WNjMezkJG9A43eTc9k3IfemTEXMkqJBLtQfkcpPV8+Cb2OG9wtHe78SM1en4WM6YvpwLdP3eAue6XtBh+WN5IOfDu7oHaS/ckVr2BHCBkA1qu/8DN7q1g65VAhZAwXNxLfL4aM+DEZvHJMwzDa584zk5CxT554R8mPy6eEjNJWlk5cFcH0PLsYp8eB2+oF438tvcKpjJ0hZABYr2LISELPns3s9nWY/EM5lhvc6dKajOmfPCutyegF43R6ff1uaSOPsbow3WCsp2sy0uKy/SRWl3a+JqO8EdZk7Mzi5bP8UsVd4DpeeL90uB9mf3K2JmO+Zyah1+r40UO2BMf2+sniRu4JGfuMkAFgvapnMtL4b9dOu7Sk/3GkLs38ovylGj1O/2ApZKS3qtvO/0hXjdLljeh0pLr5VtpddZvqdHomo/hyweJGsCtz7yhp3L92TMMwjLbjv0v0isOdKYWM5Z55jPu/z7ZiOq8Gqw73rGfy7x+teAW7QsgAsB73yUBV9AMW0BIA1iNkoCr6AQtoCQDrETJQFf2ABbQEgPUIGaiKfsACWgLAepVDxmyhX3FP6KXbNS6LlWMYxuyOSXeBe2K0vDC/5+fjSF2a5vQLAuWbjud3mvbCh/kXTee6H6fZllteOLkPvWeW10/yrV3Z+X/Pm+38ynuTl299vXyn86WbYa+49fXK7a/e7HSF45O3S1/agRU7uRPG6ptxZea/kKznvrBaKK3ZLEY9VM6ZF1ZZvpkmUeC7dtEIN9H8PcXzlpjtYqwuWl44eeIW+Gl807MuF/ZQa/2RW6GvufH59JXVS1PLd9xf7oend2l1P8xvbVcIGQDWqxgy0nHQM63rMEnzadf2o7RyyDA6+Rcax4FrGrOQkQ58+9SyrPlbKhXvDdn/ld+rHkfq0swiS/GOkvQ965kXfkjCayvfw0Vp5NvZj5K+Z53O/XOLt75eutN5unQz7KX7Z6/Y/uJmi9uVTr8M/OTt0pd3YHknd2MpZCxkiORjIeMucE/zRJiOgt5Z6ZvPFSR9zzpzX2UZ8zEOnj91uItdnDbS8u3MH+Pwj65lGsZiDPr4rdBX3ix/7pX7yD+3vH6SfTHb7AXjdPGO+8v98OQureiHpa3tDCEDwHqVv8Ia+bblvgrj0qReMWScWFbb9gdp9jgS94vzPEGk46Bn2t+G/elbaWmzNUJG9j1Y+9yxr0rfpH3KXeCeLYaM8q2v193pPL+h9do7nU+3v7jZxTeVxyc3srQD8WRpa7vx2SHjIfLPLfePYVw+TNmZjPfKKZ0YcVSsx5HqWYZhGG3n+m9xmo6DXiu7XeycSawuLefcMkz7t1/8puWFk+JrsZbjWC0vnKy4nfljHAbh8G/L51o+eiv05aO/4n7qhemdPBbuuP9EyFi5Syv6YWlrO0PIALBe9TUZj3H4H+qN55iGkaeNiiGj+63/hWn7UXoXuBd+8MdpOCjejwe+vfhRfj5klM7KF6e7y+fG01vVbVe4i8ZjHDy3V/2x1XerfOLepk/fhHRx++X7WqaRPz3R3wvG6dO3Q13agXiyvLWdePpySWv6fmkZc1a9hf+YNZE5TRvlyyXZ+YnnQfyYRr5tPQ/iR53eqq7tBv+cdcXsn7a88D5WF0Y5dz6EXsvuBaM0vVXd9nzImK/hqgs6s588cZfS5aP/5KFMR0Gv01W3K+5Tt9QPpX/46ZAx99O9uAEuIQPAep+y8DMdqa7Z8aOkWsi4UIOfXLPj9//snvnRKA8Hs0k2m2lnH1KfOJORjoJeJ7/vky6HjGwpxn8E3vnspys8xsFzu3T9u2wTIWPF9mebnQWp/BP5iod05A4oDSXbFQAAD5pJREFUZFQ5k/EQq4tSECkUJ6WKkDFLGPlJspKW1/+wcCZjEnqtPGTkjZC1xLBojGkj7SRkLLTr4k8X+2FcpaqEDACHps4D0qbvoLVDRhwHrn3udPJHt7e8cPIwvW6t8w22ituGPn25JOl71kn+0TDfTjpbipEvzrhfsRvJQLkd5/pv8ROnOkrvE5NVdzqfvxn28v2zn9j+mpAxfvJ26cs7sLyTu/G5l0vSgW+fTN93F0LGh1LC0Lq8jGa2+fKajHF0c+2Yq0LG48C3z3rBKE1HQc+erslYdQv8KiFj+e8uH7jFV/6VRMq1u/kK5ZX1qREynuoHQgaAA1D5TEYS3XjTb5fkX/FY+LhprfiOQB4yHsdBz8yWf2bvBB8C1+yU3lnvAvd0OvuvWZORraS7VKPHbDv94U3PvsjuUK6zW5LbszeqqXQc9MzSp+LlqXnuusbinc6Xboa9eOvrJ7dfvqN2cf/s6ZcUnrxd+tIOrNjJnfjckKHTJPrJc6ajdn7fLy6XvA3mLoq1vHBSrMmYXSObLnjM/rqnptfs5kLG8pqMp26BXylkfPToL99P/S5wT0qDWXnuYakfnt6lJ/qBkAHgAHCfDFRFP2ABLQFgvQ2GjOV1fzv5it2e7IZAvKNgAS0BYD3OZKAq+gELaAkA6xEyUBX9gAW0BID1CBmoin7AAloCwHqEDFRFP2ABLQFgPfkhQ8Yo9oGMSsoYxZ6gmADW+0jIAIA1GpuqABwizmSgKhmVlDGKPUExAaxHyEBVMiopYxR7gmICWO+4QsZuTigLssPjuCkG/bBROzyUAPbf0YWMHe7JoZNRPfphgygggPUIGahKRvXohw2igADWI2SgKhnVox82iAICWI+QgapkVI9+2CAKCGC9owwZsXKKdWstL5ws/6Uk9BwvTBrbyTUmodeaLbNrdZxOy1HxLvZEbD/ooXKKGlsrj/sk9E5Wdkrz5hvC6DhO60LFu9k1GS0BYHuONWTMssVjHDy3DMMwDLOrbvvZBH5iWSeWdWIYbcd/l6SjoGcbhmE6rwZJuotBTGJ1ke3yJPRap5ZlGob1PIiTfOfNrj8Yhd6zc+eZabSdr547pmFY1/3of/cs0zAMw7xUo8fP3Amx/aCHyjkrskUa38yKdvs3r2UYhnlqnbYs6zTvgYdS2ce7GESphyeh1zqxrJZh2L1gNMl3vu347+5Dr33unJuG6Tz/ymkbxpkX/lLu9tFn97KMlgCwPccaMqYnBhw1zH82Dlzz4rV60bL9KE1Cz7a8fpL0Pet//cF37d5NnN6HnuMGd7sYxHzIsK7D8d9V13bffOfaz4P4IQmvbfeHG8+2vP448m2zF9y/9217+sZ5F7jWbKSfSmw/lM9kzM4S3QWu5bx+7bU6fvSQlz35EHod5w/flMoe7CZlzIWMMy/8ZaQuW+53b9zzXjBKk75n/+6nm69a1nU4fu/bp24wjPzOLFqPA9fcwPkPGS0BYHuONWTMpts0iX5WvmsZhmFcvFYvWo6KZ5dLhsqxHOffPnJ1ZevmQ0a+h2fOyy9L131c74XjhYmOlVMMIQgD9a1rmXNx6lOJ7Yf5Mxk6iWZFe/3aa12oeDK9XDKJ1UXLcTq7boj5kJHvYcv58mXpus8Lzz3xwokeKudqOoT+fanbCRkAto2QMVSO5Qa/JINXjlkOGbbl9ZNx4Jrd6ZmMnex+5omQkX+kzq6DTIPRLGR0HOffTDcYJ+9855SQkflYyJjE6mJWtFLIaFnXYfJL4FrzZd+R1SHjaz87k5GNJA9G5ZDx+nWp2wkZALaNkDEe+F3TMEzniy+s82/83xVv4bM1GclAubaxy2vwT4QM9d+R6lmGYRhtx/8/wWLI+I377bVjGoZ57n5xZvuDz4xJYvthLmSkyeDVrGjffPvV9C28PVuT8Wup7O92szx4dcj4PoqUa5nZ+qF3wVdLIePmXanb/ejhM/dCRksA2J6jDBn4JDKqRz9sEAUEsB4hA1XJqB79sEEUEMB6hAxUJaN69MMGUUAA6xEyUJWM6tEPG0QBAaxHyEBVMqpHP2wQBQSwHiEDVcmoHv2wQRQQwHryQ0aZvBE1SV715I2oYRQQwHqEDFQlr3ryRtQwCghgPUIGqpJXPXkjahgFBLAeIQNVyauevBE1jAICWI+QgarkVU/eiBpGAQGsR8hAVfKqJ29EDaOAANYjZKAqedWTN6KGUUAA6x1tyEjHQc80DMMwrd5N/GvgmoZhGIaVPcI7TcJry1HxLnd2Xhr3rx3TMAzDdtUg0XeBe2IYhmHYxaO9t010P2g9V9L/ulkob9L3rMvPfza6MPJaAsBmHW3ISEKv4wZ3ehy4be/tW6/tBmN9F7gdL/wQBy/OrVNzn0JGGvm2dR0mqU76nnXuv/+r1+4F48k46LWLp9Zvmeh+0HoSzkr6wntRKu9jfNM7ty3zgpCxQF5LANisow0ZQ+U4fvSg9VA5Fy9fdm1/kOpJrK4cNdRaT0KvtU8hQyfvfKfj+m/Uj2Gcah0rx/aj7D+a2k/R/TBfUsMwFso7Cb0WIWORvJYAsFmEjAMJGZk0Dn/81rWvVP9PhIzPR8j4TPJaAsBmHW3IKF0uafV+uvlqernkzA3u9N6FjHQc9FpdNUq1Tm9V95n3NijO7bfcYNzITojuh7nLJa0r94uF8hIyVpHXEgA262hDRrHw0zDdYDyeLvw0e8E41XsXMsoLP02rdxOnxSrFkywVNUB0P+jSws8TN3i/WF5CxiryWgLAZh1tyEBt8qonb0QNo4AA1iNkoCp51ZM3ooZRQADrETJQlbzqyRtRwygggPUIGahKXvXkjahhFBDAeoQMVCWvevJG1DAKCGA9Qgaqklc9eSNqGAUEsB4hA1XJq568ETWMAgJYj5CBquRVT96IGkYBAaxHyEBV8qonb0QNo4AA1iNkoCp51ZM3ooZRQADrETJQlbzqyRtRwygggPUIGahKXvXkjahhFBDAescdMpK+Z12qeKKLB6RZz4N4NH04lt0LRumOdnXR7AFptqsGyexpXs3tpPx+0GkSXluOiufKO/w1f5Ze9mi63ezqfpLXEgA263hDRhrf9M5ty7xQ8WQSetNHvXfKT1Fve+GePHYzjXzbug6TVCd9zzr33/+1+Z2U3Q9aP8bBi3Pr1HRUXHrse9sL3nodN7jT48Ddn4bYD/JaAsBmHW/I0Lp4fvdDrC5tf5DqSayunJdfOrYfpVrHytmfp70n73yn4/pv1I9hnO1b4zspvx+yjnBUPFfeL186jh89aD1UzhVPey+T1xIANouQcSAhI5PG4Y/fuvaV6v+JkPH5CBmfSV5LANgsQsbC5ZIz96c/F6fKW24w3tGuzkvHQa/VVaNU6/RWdZ+Vr+k0tpPy+6EIGaXLJS33h5vickmrF4xZlDEjryUAbBYh42Ju4afZC8a/TBf9nbjB3Y72dMls4We2/PCu+Z2U3w9FyNDl8v4yzhd+Gua+hM59Ia8lAGzWcYcM1CGvevJG1DAKCGA9Qgaqklc9eSNqGAUEsB4hA1XJq568ETWMAgJYj5CBquRVT96IGkYBAaxHyEBV8qonb0QNo4AA1iNkoCp51ZM3ooZRQADrETJQlbzqyRtRwygggPUIGahKXvXkjahhFBDAeoQMVCWvevJG1DAKCGA9Qgaqklc9eSNqGAUEsB4hA1XJq568ETWMAgJYj5CBquRVT96IGkYBAax3tCEjTQavHNMwjLbjv0uKB6RZz4N4NH04lt0LRjxzsyC6H6aSvmddqvifpR4Y/po/IC17NN0udnRfyWsJAJt1tCHjLnDP8ud3mxev1Yvpo9475aeot71wssv93S+i+yFzH3pnhnGhhm9LPRC8LR71TkPMk9cSADbraENGLh2p7tk3f/n+0vYHqZ7E6sp5+aVj+1GqdawcR8U72dG9JL0f0iT82vH+5DtX6j9fl3rgy5eO40cPWg+Vc6ViUsaMvJYAsFlHHTLS+KZnX/iDD7EiZHyc8H5I+p7zdZjcKkJGZfJaAsBmHW3IeIz7v3fsnorGWutJ6E0vl5y5P/25OFXecoPxDnd3z4juBz0JvZYx1XGcWQ/8cFNcLmn1gjGLMmbktQSAzTrWkJEOfNucvqVcqMFP+cJPsxeMf5ku+jtxg7ud7u9+kdwPM9npin+WeuCXcb7w0zAJnfPktQSAzTrWkIH65FVP3ogaRgEBrEfIQFXyqidvRA2jgADWI2SgKnnVkzeihlFAAOsRMlCVvOrJG1HDKCCA9QgZqEpe9eSNqGEUEMB6hAxUJa968kbUMAoIYD1CBqqSVz15I2oYBQSwHiEDVcmrnrwRNYwCAliPkIGq5FVP3ogaRgEBrEfIQFXyqidvRA2jgADWI2SgKnnVkzeihlFAAOsRMlCVvOrJG1HDKCCA9QgZqEpe9eSNqGEUEMB6Rxsy0mTwyjENw2g7/rtED5WTPejb8sK/T5/AafeCEQ/2Lojuh6mk71mXKp5onSbhteWoWKfTp7CaVu8mpiFK5LUEgM062pBxF7hnbnCnx4FrXqjBT+6ZH2XvH5PQa/eC8WQc9NpeONnZzu4d0f2QuQ+9M8O4UPG/4uDFuXVqOirWSeh18lahIebJawkAm3W0ISOXjlT3zB8MfNswDMMwnVeD6HvH9qNU61g5jop3sqN7SXo/pEn4teP9yXeuVDzRWk9Cr+WoWA+V4/jRg9ZDNf0RMvJaAsBmHXXISOObnn3hD8bTFyaxunJefknIWEl4PyR9z/k6TG4VIaMyeS0BYLOONmQ8xv3fO3ZPRWOt0+mVkUmsrpzXr4vLJS03GK/b3nER3Q96EnrZqhzDMAxHxbOQUbpc0uoFYxZlzMhrCQCbdawhIx34tjl9S7lQ0X/5Tju/XJL8Ml34eeIGdzvd3/0iuR9mhktnMoqFn4ZJ6JwnryUAbNaxhgzUJ6968kbUMAoIYD1CBqqSVz15I2oYBQSwHiEDVcmrnrwRNYwCAliPkIGq5FVP3ogaRgEBrEfIQFXyqidvRA2jgADWI2SgKnnVkzeihlFAAOsRMlCVvOrJG1HDKCCA9QgZqEpe9eSNqGEUEMB6hAxUJa968kbUMAoIYD1CBqqSVz15I2oYBQSwHiEDVcmrnrwRNYwCAliPkIGq5FVP3ogaRgEBrHfkIeM+9DqOGupx4GaPwLKeB/Fo+oA0uxeMeOZm4Qj6Qeuk71mXKv4w8LumYRhm1x/8On1Ammn1bmIaokReSwDYrGMOGWkSXltGy1HDSei13WCs7wK3470Nike9t71wsrOd3TvS+0FrfR96Z4ZxoQY//f8rU4amAcm4uWvhV72PJghUMPySxCgYBaOAugAAbkr9pHROkQgAAAAASUVORK5CYII=[/img]
die dynamische Zeilenhöhe hatte ich so gelöst aber funktioniert hierbei nicht, da es sich, denk ich mal, um Teilformulare handelt.
var max1 = Math.max(xfa.layout.h(TF_STYLE,"cm"));
var maxHeight = Math.max(max1);
this.minH = maxHeight + "cm";
addInstance: das fügt doch ein neues Teilformular zu oder? daher glaube ich, kann ich es nicht für meine Zwecke einsetzen oder hast du was anderes damit gemeint?
Viele Grüße
Coco
danke für deine Antwort.
in der hilfe steht, das ich es nur mit verschachtelten teilformularen lösen kann, da ich horizontale zeilen brauche. mein textfluss muss von links nach rechts gehen. ich habe sozusagen eine tabelle anhand von teilformularen erstellt, weil die anordnung horizontal sei muss.
die darstellung sieht dann so aus.
[img]data:image/png;base64,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[/img]
die dynamische Zeilenhöhe hatte ich so gelöst aber funktioniert hierbei nicht, da es sich, denk ich mal, um Teilformulare handelt.
var max1 = Math.max(xfa.layout.h(TF_STYLE,"cm"));
var maxHeight = Math.max(max1);
this.minH = maxHeight + "cm";
addInstance: das fügt doch ein neues Teilformular zu oder? daher glaube ich, kann ich es nicht für meine Zwecke einsetzen oder hast du was anderes damit gemeint?
Viele Grüße
Coco
wiederholendes teilformular max Height
c oco hat geschrieben:
wiederholendes teilformular max Height
Tut mir leid, aber im Moment fällt mir noch nichts ein. Ich vermute, da komme ich darauf zurück.
vg armine
vg armine
wiederholendes teilformular max Height
Hallo coco,
nun habe ich die Problemstellung überschlafen und bin zu dem Ansatz gekommen, Teilformulare und Tabelle zu kombinieren. Die Einzelteile kannst du nach Belieben vervielfältigen, löschen und herumschieben.
Dass die Tabellen in einer Reihe nicht gleich hoch sind, sehe ich auch. Die künstlerische Ausrede: ... schaut doch viel lebendiger aus! Wenn du da dem Künstler nicht glaubst, dann kann man wenigstens manuell nachhelfen. Ich habe auch einen Denkansatz, vor dem Druck per [font=courier new]setInstance [/font]alle Tabellen in einer Reihe auf Einheitshöhe zu trimmen und falls gewünscht, hinterher alle "leeren Zeilen" wieder ’rauszuwerfen.
Lass mich bitte wissen, wie du damit zurecht kommst und gegebenen Falls, wo meine Annahmen falsch sind.
vg armine
P.S.: [font=courier new]addInstance [/font]funktioniert mit Teilformularen wie auch Tabellen.
nun habe ich die Problemstellung überschlafen und bin zu dem Ansatz gekommen, Teilformulare und Tabelle zu kombinieren. Die Einzelteile kannst du nach Belieben vervielfältigen, löschen und herumschieben.
Dass die Tabellen in einer Reihe nicht gleich hoch sind, sehe ich auch. Die künstlerische Ausrede: ... schaut doch viel lebendiger aus! Wenn du da dem Künstler nicht glaubst, dann kann man wenigstens manuell nachhelfen. Ich habe auch einen Denkansatz, vor dem Druck per [font=courier new]setInstance [/font]alle Tabellen in einer Reihe auf Einheitshöhe zu trimmen und falls gewünscht, hinterher alle "leeren Zeilen" wieder ’rauszuwerfen.
Lass mich bitte wissen, wie du damit zurecht kommst und gegebenen Falls, wo meine Annahmen falsch sind.
vg armine
P.S.: [font=courier new]addInstance [/font]funktioniert mit Teilformularen wie auch Tabellen.
Du hast keine ausreichende Berechtigung, um die Dateianhänge dieses Beitrags anzusehen.
wiederholendes teilformular max Height
Hallo Armine,
ich habe gar keine Benachrichtigung bekommen, dass du geantwortet hast. Deswegen schreibe ich so spät.
Danke für deinen Tipp.
Das mit Tabelle und Teilformulare zusammen verwenden habe ich probiert. Sobald ich es als Tabelle mache, entsteht völliges Chaos, da ich mit geschachtelten Tabellen arbeite und Adobe das dann eins zu eins übernimmt. Also muss ich mit Teilformularen arbeiten.
Viele Grüße
coco
ich habe gar keine Benachrichtigung bekommen, dass du geantwortet hast. Deswegen schreibe ich so spät.
Danke für deinen Tipp.
Das mit Tabelle und Teilformulare zusammen verwenden habe ich probiert. Sobald ich es als Tabelle mache, entsteht völliges Chaos, da ich mit geschachtelten Tabellen arbeite und Adobe das dann eins zu eins übernimmt. Also muss ich mit Teilformularen arbeiten.
Viele Grüße
coco
wiederholendes teilformular max Height
Hallo coco,
gibt es so eine verschachtelte Tabelle zur Ansicht?
vg armine
gibt es so eine verschachtelte Tabelle zur Ansicht?
vg armine
wiederholendes teilformular max Height
Hallo Armine,
ich arbeite aus SAP heraus mit dem LiveCycleDesigner. Die verschachtelten Tabellen kann ich nur einzeln aufzeigen. ich kann immer nur in eine tabelle gehen und dann in die verzweigung.
so z.b.
[img]data:image/png;base64,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[/img]
Viele Grüße
coco
ich arbeite aus SAP heraus mit dem LiveCycleDesigner. Die verschachtelten Tabellen kann ich nur einzeln aufzeigen. ich kann immer nur in eine tabelle gehen und dann in die verzweigung.
so z.b.
[img]data:image/png;base64,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[/img]
Viele Grüße
coco