PDF Erstellung im FuBa

SFP..SAPscript (Transaktion SE71)..Smartforms (TA Smartforms).. Interactive Forms..Transaktion EFRM)..SIFBA..IAF..AIF..SIFBA - SAP_Interactive_Forms_based_on_Adobe // LÖSUNGSANSÄTZE aber AUCH FÜR "NORMALE" PDFs VERWENDBAR ;-)
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thomasmi
Beiträge: 102
Registriert: 11.05.2010, 09:11

PDF Erstellung im FuBa

Beitrag von thomasmi » 18.09.2013, 15:11

Hallo,
ich versuche ein PDF in einem FuBa zu erstellen.

Dabei kommt es zu, Fehler:


Job bereits gestartet.
Meldungsnr. FPRUNX101

Wenn ich das direkt im Report mache, tritt dieser Fehler nicht auf.
Hat jemand eine Idee worann das liegen könnte?

Thomas


Benutzeravatar
thomasmi
Beiträge: 102
Registriert: 11.05.2010, 09:11

PDF Erstellung im FuBa

Beitrag von thomasmi » 20.09.2013, 06:38

Hallo,
habe Fehler gefunden.

Habe den FuBa direkt gestartet.
Dann passieren wohl "komische" Sachen.

Thomas

anform
Beiträge: 23
Registriert: 26.10.2010, 20:33

PDF Erstellung im FuBa

Beitrag von anform » 29.12.2014, 18:37

Nur falls mal noch jemand darüber fällt.

Das SFP-Formular wird im eigenen Fuba wahrscheinlich so aufgerufen.
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7H52SzIbVjYpXU/whdm9ulyAdVKw07TUpKZMzwUZoKvQapOmFJi03BWnub8mm6yTLtkAxAv3kjphUrDjdCrTszkDdOdiUs1dR/TCPbszif/3NpTuglKdlXcXlHjHUv8mUm+E4mrOuQuKrw/MbnkXfHiY2gNg26QWaUNMCgBwA0dM2rmYFADgEo6YtAYwKQCgKRwxKWJSAIBFHDFpDWBSAEBTOGJSxKQAAIs4YtIawKQAgKZwxKSISQEAFnHEpDWASQEATWHfpFUzPS9eP5ceiIpXEWJSA+GIf6ew9vFQ55n7A7r7Pf8tjhvYHt3L9MwEunj9fJO0+e6bdLnf6+/bH0YLmPuDCibFcQPVsR+TRnH9TM9sK/dj0uV+j4VJJc5zMapim9AAjQZZtAL1S1I+2ktr74Xapvr74/5gvMytP2OFaRhIR94fDGnNpEK6SZX9uvQDj3gKE/9j4dEob1LNccsfv6E7K8cHWKT9Js1mer54kpnd16BbJqUKo7/P/UGpk0oXW839AZ+uzvaYX+b+gJ29onfCESGjQ6HOIE2yp68fzQ6FdNTp1Hi536MGn+3Rrdgw6uxXdTaNSc3jz+mxQ8cHbE67TZqb0VlYAXA9JhUDE13YaNyqikl15YdDw6lrakcZKjcFbWe2R72cbF5xv+4hJtUfN9P4c3u8/+MDLNJek5oyPQuYvpikFF0yqdloeVgw6eGQSDFUgSnq7Vd1WmPSlh4fsDktNakpo3PwTL76dHRBf3c8Jo1X4aja1ecoNppUXJ4rMqnS7+EwDaP09cUe2Yw1zjNRnf2qTltM2vDxOQ+J55HpfMtHD5ShU5me4xVfJN2xddIoXo37FWZ5cmW+1ilMGAdjf49e92C3CqVLdcL1ELkpplFTffYSIYPhaEAIGfppj6NDWpn1mC4Fbm/2ejisODvWHLdlwfiz3NfxgUlbRDti0o1xPiYFALQZR0xaA5gUANAUjpgUMSkAwCKOmLQGnTep5haZbSw1OkdTxw3HHwg4YlLEpAAAizhi0hrApACApnDEpIhJAQAWccSkNYBJAQBN4YhJEZMCACxi36RVMz1H8Sp50unoYpM9h0kBAE3RsUzPlODZ0yev3zw+umAliEkBABaxH5NGcbVMz4lkP0kmrQFMCgBoivabVEqdl8Sw8UoxKWJSAIBF2m3STKZnJXcUvscJANAG2mvSgkzPiEkBAK2hpSY1ZXrmYJ0UANAaOpfpWdpqV77HCQDQbtoRk9oAJgUANIUjJkVMCgCwiCMmrQFMCgBoCkdMipgUAGARR0xaA5gUANAUjpgUMSkAwCKOmLQGMCkAoCkcMSliUgCARRwxaQ1gUgBAU9g3abVMz9LjT8cv0/KSMenfzT/W34md5zz0gpMr68NwZpzgXulapufNHrc3GTPfpCfBdL7ZUZ4fVDj3TgLP8zbtsTaXp4HHf6wNo1tUen+Bk9iPSaO4SqZng0nLx6SVyqN4FV2dTQ7ONzzKFV18Hm7cY00WUy84s9N1l9n8by3oOu03qZTp2TS7L0k1ky6mnvgjKEYM3CbBNIlHxPq88nnoyT+CJfXtXJ2Fpx9PArXTHDTtXJ1NPM/zvHDBfi8420/EYJRuuJh6njdhg/E8r8zENnscctthgw8Xpd5E2sjk9GPaUcCO20SJpovGPz+Q62vK+ftlGGfe+6ttXzv+tPFkeLROpc82sEu7TZrJ9Kxsxb4Ur1JMml0hNcaki6kXBBNZZ/MDRZQaQ8nTvfNQJ0RjO+n5H8Wry9Og0C/Gdlg0XTqsznaXnOFs86uzSZUpPzsOhe1UmiBfngaTIKB6ujwNJqcf1eXLNLjO6fckEMoXU8mYQjl9I3LHqX9/Te0bxi+3fHU2weSgU7TXpAWZnuOVGq6WoOLsPrES+6xHcZ6VpJhOPA20m5jbmR/wqOfydFrgl1xLpjFRWUllNSHtu6FOmeNQ2E6lCbL8xyNpXwkNmUm1/WbKBRvmhvCaceregrz2deOPYsm2JwEWXjtGS01qyvQcPOOX8vl3Om11nVTGFCSeBB4/c5RAJhPX5LQTxauTgzOh2QK/5AetakRWRLa7jDf18VfhcShqp6DZEuPUHyhTv2q5HDMmJRqf6sape3/z2ze9rVSgWfuD9tO9TM/s7qiCpPo6NjepctowcQj6Ow/lpTRRdlw0hnbkAKeEX0ztUI0m1igpU81KhXwjgbprWUzHoaCdapNZzWFR/6IspvS/pn4lWy2mnrC0IhzPzAHRjVP7/hrbz31bk1k/5vUdpB0x6cbc5/2k4uxV0pY8t5TW7DL19e2k10zShb/MQkHJ8UiXYtJ2cmWqXG5i4zwJpifCrhUu2pqOg6kd6dqOctyqjDNz5YcthhrHLzTFNaeMp9Q4i99f9XKTtn66F7gNoJM4YtIa4G78EjR1YtsSRMfEJC6Rg27hiEnx3H3zCDcVbbRs11Q7Xem3BtL9drjW1EkcMWkNYFIAQFM4YlLEpEVkbiBnP9Wep2qqHVvtA7AVHDFpDXbMpACALeKISRGTAgAs4ohJawCTAgCawhGTIiYFAFjEvkmrZXqmvDuunQ6KAZMaQCZjACrTtUzPSWYTVaBbjUmtZJ9ExmUAOoT9mDSKK2Z6rv64vZayJm0i03NlkHEZgE7RfpPKqfPeHT8+Ok7zm/Cce1uJSc2Znk3sUMZl2vjBeaTLOKXNlGzIhL0S7iGdTgJhANnMzQC0lXabNJPpefH6OV853Sw+LRWT6jI9m9i1jMvSIIUUSvmZkjO9CHmhpJxJ+szNALST9ppUm+l58fq5mEwveJZU2M46qS7Ts4ndy7gsbihZ1RB6m8Yj5Wc64OWe8gOTghbTUpOaMj1H8Sp4xqLUyjnzRZq9dr+DGZfFQWpyvMuZksuNh/duytwMQDvpXqZnejVfKbd/P+muZVyWagr+NWRKNo1H/AskLguYMjcD0E7aEZPaoPH7SXcq43I21Uj6tW5SoWRJfftCO0EgfV+AVB8hKmg1jpjUfky6XbqecbkchstTALQfR0xag86YtOsZl0uPCoEn6C6OmNT1mBQA0GocMWkNLJkUGZcBcBBHTIqYFABgEUdMWgOYFADQFI6YFDEpAMAijpi0BjApAKAp7Ju0UqZnVqi8hJi0OapmekZmaABsm7RqpufgGc/xvHj9PCeraSHI9Hz/lE801STsllXcdQC2hv2YNIqrZHoWEK26xZgUmZ6bw8rfJHZIW/Q8AnCO9pvUkPDp05vHRxeb7DkyPSvtVMv0bKp/dTbxvPCAdS1lS9Hfl2p4zIkOcnL6UUpfYGw/J5N0MlrkQAHbo90mzWR6ZiiBar2YlP0YqyHTc+mW5aEmbco7ok3Zl5fR+fI0mARJayyzqrn9vFHZWVgAO0N7TarN9MwQp/b1QKZnbTtVJ+D5qVTVDNCZQ5Sf0Vn+41TQvnZ/a+8XAJVoqUlzMj1HsWZqb/3a/Q5mejbVFwcvdadbqczP6KzVn7Z90/7W3S8AqtHFTM/Ga1CVQKbnjTI9G+tLzhKtp8SPbKpuzuhsWA3QtW/a3/z9OgkqTBQAyKEdMenGWI9Jox3L9KyvL99vlOyL7rtF5bz64g//thLNcTC3b9rf3P2iXWPWDxrAEZPWoFN35u9GpmcAOosjJm1DTLot3M70DIATOGLSGnTGpACA1uOISbsTkyLTMwAO4ohJa4CYFADQFI6YtDsxKQDAQRwxaQ1gUgBAUzhiUsSkAACL2DdppUzPkfhY1NHFJnsOkwIAmqJjmZ6T+mkdVo6YFABgEfsxaRRXyPSs/H4/OfMBACCf9ptUyfR88URJdxKvIsSkAACrtNuk2UzP746FmPTYlL20DDApAKAp2mtSbabnl0dCibAVYlIAgEVaalJTpmcpM2nu6mohMCkAoCk6l+lZWCd9ei/fLQoAAEW0Iya1AUwKAGgKR0yKmBQAYBFHTFoDmBQA0BSOmBQxKQDAIo6YtAYwKQCgKRwxKWJSAIBFHDFpDWBSAEBTOGJSxKQAAIs4YtIawKQAgKawb9JGMj0jJgUAWKRjmZ6jd8fseXyhTh3Km/QkmM4bOtwnged5vLX5QXByZf9DAADYEPsxaRTXzPQspi7dYkx6dTZp8hvez8PgjP23QUcDACzSfpPKmZ6FmHTx+rmYxKQqxSZdTD3xhxnw6mzCS1MVXp1NPC88mKrlUv3gZMG8fB568k/q65PA8zxvcvoxHUBwcrW6PA3Y76yOJ0gZAGCRdps0m+k5EWiSOCp4lph0WzHpYuoFwUQS1nnoCVPyxZTp7PI0YAK9PA3CxSqKqUbT+ldnkyAQIlwpPhW5PA0mQdLa5WkwOf0YKUsBV2cTaBSA1tBek2ozPcsoX0xSjRImPQ9ll0Uxiw01sapoOmZSZSVUbCpn3WB+oIs3F1MhbsUCKwAtoqUmNWV6Vurc/3eLzg+MK5viomcqUDXqnB94Sawar6LFlFvV3JRcnsz0TRsCAKzQtUzP7455+dHFJntez6R82k5ZTNP/6i8lnQRcnScBX+hUmjoJPEGORbP+zKtKywCAe6YdMenG3OP9pMqVouk8Fq4pHZxH7HIQnYkLl6cmpx8l5QlXtJhGT+TFg0zsmSw46IaE2wAAsIYjJq1BF+/MlxYHAACtwRGTOv6Mk3Q/FmbxALQOR0xagy6ZFADQbhwxqeMxKQCg3Thi0hrApACApnDEpIhJAQAWccSkNYBJAQBN4YhJEZMCACxi36SmTM9iphJ9+dHFJnsOkwIAmqK9mZ7F7Hn8VTnT8/0/dw8AAFnsx6RRXJzpmb368kjIDvXpzeOji9p7DpMCAJqizSa9eJKZ3asmvYec+QAAUESbTZogfl+TyaQ1gEkBAE3RAZOKGZ3FtVFxdo+YFABgkZaaNHjGjfnySLhM/+nNEx6fql9MUgmYFADQFK3M9Byv+CJp5i6o4Bm+7x4A0C7aEZPaACYFADSFIyZFTAoAsIgjJq0BTAoAaApHTIqYFABgEUdMWgOYFADQFI6YtNmY9MPvnwEAoDyOmLQGMCkAoCkcMSliUgCARZox6cOHDxGTAgB2lsZMapJp45metfXbEJP+OLwj5I6QO/LwzzNv/ejF5w+///GI8EJe+cVfhJWTv34sLDfz7cM7YZM7Qu7I8A82kgfe/515azYAWv7A+78Pv38Wy03j53U462/ncuW0U+1xEEtM/Wo58waEEELIA+9dlbeAsJ9HL+yfXWB3qGPSh7qfu3OilWmzmZ5N9a3HpD8OuU2oLPiZPP/zwcM/fxwmDhI2UUvyy018+1Bw7vzPB8M/Mo388YhLbf2A1Z//+UCUXWb8Z96a6u/HYbI73z6UxsYqGI9DUb/5nHmDCiadf//g4ffbPmEA0FLTpHfnREtWps1mejbVtxyTpv7SksSnL/7KSKdJkypSyzHpt95fieyY0XLH/0EwaXbXpJ3KKJJtqO+3iPImFaNRQgh5+P2H+fcPCCEPB48IIeSrH198Regvud0RQh4Nv0pbESq/YIVpmJzfPn2VDabu+Qm6QsMmzcq02UzPZcxrwaQZS4qkMSPXGaU5k/K5vKER2aTz9FVmtNzxfyht0myIylrW91vEpjHp/PsHdJr/4ivquDNvkD/rP/MGzIZS7y9+Zlb99mG6dGBu/9uHA3b8z7wBZOo8HYhJxUzPLY1Jc0z04i8221V8ZC0mnacuu3eTqv0W0YBJacmLr8jw5w/lTMorvPiK9y7GmEQwqbZ9uXJhLAwcwPI6abkYk2d6bmlMalZD7pWZtRC2rNkJbCo3Ia2T6hqX10OT8jNv/cgTZve5amtmdp/tt4jWmPTnR0SKMQtM+vvPjxCE7hj2r91rzWjM9NzOmPT3zz8Oxcn1H4+SK07qjF603lZNeuatpSs/PC5mjf/xSL68rhs/37tSJs294qTtN5+2mFRsmc3oc9v/cVjtrgPQdSzfT1o107O5vtWY9PfPH+Qbkh69+Pxh/ucD6c4hdkfU+lvvr8zdRXf0qpS+vFSn2XsD9Hcj8RXVF3+JRlPH//vnD+JNS5jaH8sAAA4sSURBVPKNWTXugjL1q+PnRxVnx98+lKsPf+ZT7OHP9HrRA+9dck3JcEjZrVfp0ie/vsReImTwaDgghDzyCtqXh4TZvePgGafGTAoA2FkcMWkbYlIAwM7iiEkRkwIALOKISRGTuo/m1qJaS5BNtQOAgCMmRUwKALCIIyZtNiYFAIBKOGJSfI8TAMAijpi0BjApAKApHDEpYlIAgEXsm7RqpufgWfKA04aP3nfIpHM/k3G5fxPFq3Gf/x7NbulLw9mKv5TS8z+z1sKR1Ii4rVKu6Zesx0u5EcromhXSvvi2aWt8SP2bcJS0A4AbWDZp1UzPQl6oiydP+bP5zsekc3/Nbbi86Ql6YuXhKNFoFK+i+HpIbsN083FfMODomrUpSlNsh9mQ/sJaZu1oRpVsu+71036FcbI2k34JTAqcwn5MGsXVMz2n5cykNeimSa+HLJBMuB6Su+FsNffXTJFpOTfp3F8PZ5LaKEyRqqmlphRHZ0cl1lyP/dtkJKy7TL8AOEabTWrO9ExfFcp3ISZVp+SM5U1PU66JSbPii2a3SvgZxatxX/VmNZMuk3+5QNNeAHCVNps0QZPp+dObx8LUvh6dM6khJk1NKngzilc0VlXWSfNNql1UpVQ1aeJQjUmFUclhLwCdpgMmVcLPxevnXzx9HnyS6uxCTGoI666HJIk35bBUikkTyszuZ7cZKVc3KV1P8IXZvbpcgHVS4BQtNakp07N4JWpDOm3ScXpVR5yJi1eT9CYtd8Ups+Rax6RJ+MmvjEnqhEmBY1g2abVMz5/ePH4q1d+Ra/e6u5FuQ35f0W0Yszl+IkrhLijVWXl3QYl3LPVvMl1zNefcBcXXB2a3vAs2PEztgYu0Iya1QYdMCgBoOY6Y1O2YFADQchwxaQ1gUgBAUzhiUsSkAACLOGLSGsCkAICmcMSkiEkBABZxxKQ1gEkBAE3hiEkRkwIALOKISWuwOyad+4Oe/9b6MJwZJwBZ7Ju0aqZnbTliUjOHQ7InPjYajgghRHRWOCKEDOo+vnk4JIT093PqlGtfHWf59oHugCc/2sd8q4DjX4ruZXrWltdgR0yqBHpzf0BGh9FsT4n+xv3aJl1F8eGw6EwrbD83IC1uH3CW+72GDxeOfzH2Y9Iorp/pmZUjJjVgCPS0Jp3t95I4ZiBnG0nDm/4+F+KSVSbDWXKmjfuEEEJGh9KGyUvG9vXj1LWfDpXFW5pYWxznuE8IGYz9PZLtd8YKpfCcNt7z3879gdRFtj4dYX8wpNWSCnthdpz9QT21XfqBRzyFif8xZxMxGhUOvvk4mMDxr0ibTWrK9JyfAbosu2BSY6CnManwQV/u99JPZDjiZpz7g7TO4ZCfFcLsb7nfSytHyeZJNVP7hnEa2o9X475w4s32WLlhnLTftC+x39mheMpJU2B6TtKWZ3vJS9r6y/0enT7P9mgvc3+QZinkexSO7nd2rItJjcdBD45/Zdps0gRNpudMOWJSHaaVR71JxU9z+ok0TOuUzYVTd9zfC+n5098XNze0bxinqX2jqY3TT2O/QsxFiHoma/78aOuzgc32qEeE/Toc8ur52jJSIyZV3o7i41Dm47Grx78SHTCpkum5RHkpnDdp3spj0TppbZOGo8F4eTjs74ejwXjGTzxD+4ZxNnkmG/ZLmGmqWtGcyYb6eWey1GALYlLj8a/w/uL4m2mpSU2Znk3liEkzmAPS2DC7Z582eXYv1DwcJuGA1Lg0e5rtDUd7Pf9tNNvr9fnH2tS+YZzG9uUzk5/AhnHK/aYhs+QaNkM0HxxjffOZLI0zffWeMM3us8eh3IcHx78Mncr0nFdeGbdNagpItVck6F1Kw9EgLZXiCOEKg/CJF64AkNGetFSaWUvNaT9nJdfcvn5WqB3nuC/2y8/29IIGH1j6F0L6EQNntb6fjmR0SEfLrpMMZ9Jg7md2mT0Iydhyj4MRHP+KtCMm3RjEpDLSbKjFbH2cm93d5Q62jsPuHH9HTFoDp00KVpF0H8xO3w5p6zjs1PF3xKSISQEAFnHEpDWAScFOI6943vOqons4YlLEpAAAizhi0hrApACApnDEpIhJAQAWccSkNYBJAQBN4YhJEZMCACxi36RVMz1H8Sp50unoYpM935pJz0MvOLmy/9YCAO6NjmV6pgTPnj55/ebx0QUr2WpMehJM57bfp+qch570Ey6Kt5of4G8AAHWwH5NGcbVMz0kyvU+SSWtQ1qRXZ5ODc+vvUx0W08lpmoHt6mxSIlLu5t8MAOzTZpNqMjonMWy8Uky6lZh0MZWCuuAsKb86m/BSrp7L08AQ/bHwcDoJhAradq7OJp4XHkyz7Zv6NXF5GogjuTwNErGK+8V2KhPDeuzvR9VxArB7tNmkCWJGZyV31Na/x2kx9YJgwnWzUpdBF1NPejU7QT4PmToXU8E4xnYuTwNWTbBhQb9Z5geeYtLsBF8e7XmoabPqOAHYRTpgUn1G53uISePz0JvOxWhOCDx1Yd0qykyQFcWcHJwVtiPajW1e2G8WxensvyeBoRHdOkbVcQKwm7TUpKaMzpx7WyeVmR/kT2PVsM4U9OW0I7qYbV7Ub0E70dUZjaxPAo8vnooLqdn/1honALtJ5zI9S1vd//c4qcHXYir9NxWWtv7lacAWH83tSC5mtiroV4PQjnC5iQXF0rJDpgsm3KrjBGA3aUdMaoO695MqV2YSg8wP1DlwGqMJ9YNAmD7r2mHXdg7OIzYNTzbR91tukNI03DBO6UqUEJxWHScAu4gjJu3GM0666TMAwAEcMWkN7smkFW9dAgB0EUdM2o2YFADgKI6YtAYwKQCgKRwxKWJSAIBFHDFpDWBSAEBTOGJSxKQAAIs4YtIawKQAgKawb9JqmZ4/vXnMn4k6fpmWIyYtw9wfyN/HOxgv+avhKC3u78/9wXCmKRdLev5bqc3+fqZ9tYss475Um7aZLSeEkNGhaTzRbE+qmZQfDpUB0GpsK1CRcFT8hrYK/lEhhH2et0TXMj1v/Lg9YwdNGsUrUZHRbE+SY6oqKkRaTS3n9Qe9fvrF6Mv9Xn+fVqAqDEfJ5uN+4Yl3OBS+YF2sP+4LX7y+3O+NDnPGw7qmdZLf6Ve6cwULYwa1KPGGbt5FQ+9R+rG8H+zHpFFcJdOzwaSISUuimpRaJvWUSuazyBQZjgZjX9jcUK0EkknF4dEzSlRkTkdqNWG/kjNT/L3jXPqBRzyFiW98fC4J8JWgnh5JIZznB9DMuD8Yz/Z7RXMa+S8i6yE5+Mmf6tGeUp785RN+8j9F4z4hZDD2WTu8UzEaVSYi2fGwwp7/Np1X7YV0MP3BkP43OVDGz0+bTarJ9Gya3ddgZ00qfL7Sj8VsT3sWSXqSa4ajwXiZ/NugSbVnIBtDznjEl8b9tHeq1Nlez39Lh+SGSSuT+UuZvHHxKpodijYpfNcSeS3TZtP3LjOnSeqM+4KghTnQ3B+IYhXf1krv0biviFiex2RiUtN4kv8Kf2CGs8Tswxl9Kfm7bjpEbTZpgpjpWdmKZdtDTFoSNSaln/i6Jk0+rJualP9kzyhxDPkm1TSSGORwmJ4hbpi0akzKdnzcp8fhcMjeLzkMLGNSsU76cRIaFDEbXPkcbmJS3XjS3pVR5fxFyQxDaiGdvXXbpPpMz3nlpYBJ+X9NK0r5s3t2SviNxaQimjOqzOw+DR+S+vTMSSMvN0xag3A0GC8Ph/39cDQYz5hQDofCjDhHE8KbIs3oW2BS7XjS3mFSU6bn4BmPT/l3OiEmLY38UeAnEr9Kk5QXX3FKP4I84mNsy6TlrjjN/YFp/XdnTRrN9oajvZ7/Nprt9foDvvohB6elZvfSJnx2r/38yKbjws01KVt52MtZl9SMJ3uVUjO7148nOwyphfabtEam5+CZMQN0JXbQpNm7lORPsH6WZ7oLim+urn9pVvRNCJ1KwYWpXDseftkkLUkuIIgt8GnsTsp0ud9LjqQah7LjPBzxeza00LugaLXct4xIgWFm9YB1mi5Byh9FfhGszOdHHI/5Ljr2B1W/miEtMSXlrObokA6JXY/SjqQdMenGICYFYAe5h7uySuKISWsAkwLQaXjg2YKnLRwxKWJSAIBFHDFpDWDSeyJzu3X5VTBggba9X20bjwFHTIqYFABgEUdMWgOYFADQFI6YFDEpAMAijpi0BjApAKApHDEpYlIAgEXsm7RapmfKu+PN00F1y6Th6I4QgdF1FF8PyR0ha+HB4VtC7kj/JopX475Uv+d/1jTVv5E2JGr53F9L5UJ3uvEkhbQvvm3aGh9S/yYcrVtyQzUAjdC1TM+JYVWB7khMOvfXohOj5U0vtVgUr8LRute/TW8NuR6SWyFhmmDAtP7cX4vSZC2HI25D+ks4uksfo17LCSPk8ShjWN700vZZm0m/BCYFTmE/Jo3iipmeN3vcnuGISUfXY2ou8fd4pZh07q+HM0ltFKZIqeXlTS+1rVKtYDzxKhytx/5tImvWXaZfAByjzSbVZXp+d/z46DhN9vw8+JSU725MOrqOZrc9/zOVncmkNJbMio9uq7Q87qverGbSZfIvF2jaCwCu0maTJoiZnuniafLfzeJTd0xKF0yT5VHRpOo6ab5JtYuqlKomTRyqMakwKjnsBaDTdMCkYkbnxevnYogaPEvC0p2OSeNVNLtOMxnrY1Jev3B2P7slmQ0rm5SuJ/jC7F5dLsA6KXCKlprUlOlZfmnncuYbTZpSYNJyV5zm/ppssk66ZAMQL9xL6oRJgWN0L9Oz+BKzrfMxqeauI3rhnt2ZxP97G0p3QanOyrsLSrxjqX8TqTdCcTXn3AXF1wdmt7wLPjxM7YGDtCMmtUG3TAoAaDP/D9sLgb+B3QOVAAAAAElFTkSuQmCC[/img]

Dadurch wird hier:
[img]data:image/png;base64,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[/img]
hingesprungen. Netterweise ist sy-cprog beim Aufruf eines Fubas (z.b. über SE37) so gesetzt, daß es hier reingeht und damit die outpar leer sind und daher kommt es zu der netten Fehlermeldung.

Da mein Formular aber aus einem Fuba heraus laufen soll, habe ich mir einen Testreport, der nur den Fuba aufruft, gebastelt und schon geht's.

[img]data:image/png;base64,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[/img]

Zu hoffen bleibt, daß es auch geht, wenn der Fuba statt dessen dann in einer Methode des CIC aufgerufen wird.

Viel Spaß
AnneP


anform
Beiträge: 23
Registriert: 26.10.2010, 20:33

PDF Erstellung im FuBa

Beitrag von anform » 27.01.2015, 11:07

Nachtrag: Der Aufruf des Fuba's und damit meines Formulars aus der printmethode des CIC's funktioniert.

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[/img]

Durch die Übergabe der Druckparameter habe ich es übrigens geschafft meine pdf's in den bereits offenen spool zu hängen.

Interessant bei diesem Fall ist noch: Erst werden LCD-pdf's mit Hilfe einer Collection der Druckworkbench (EFRM) erzeugt. Die EFRM wird zur Datenbeschaffung verwendet. Nach verlassen dieser werden meine SFP-pdf's direkt erzeugt (nicht innerhalb der Collection, da dynamisch ermittelt werden muß, welche pdf's zu erzeugen sind, und dies die EFRM nicht hergibt.) . Da meine pdf's aber z.T. auch auf die ermittelten EFRM-Daten zugreifen sollen, habe ich die Daten in der EFRM per export in den Memory geschrieben und in der Schnittstelle / Coding des Formulars wieder geholt.

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Es funktioniert - aber hat das mal wer anderes genutzt und habe ich dabei irgendwas nicht bedacht? Verhalten beim Massendruck?

Viele Grüße
AnneP

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