Version ES2
Hallo,
ich habe mehrere Numerische Felder. Diese Felder sind keine Pflichtfelder, wenn jemanden jedoch dort etwas eingeben sollte, darf es erst ab Zahl 6 sein, alles darunter darf nicht möglich sein.
Wie kann ich das machen?
danke
Numerische Felder Wert ab 6
Numerische Felder Wert ab 6
Hallo Ossenkoop
Hier ist ev. eine Lösung für ich.
Gruss
Dreamer
Hier ist ev. eine Lösung für ich.
Gruss
Dreamer
Du hast keine ausreichende Berechtigung, um die Dateianhänge dieses Beitrags anzusehen.
Numerische Felder Wert ab 6
Danke, funktioniert
Numerische Felder Wert ab 6
Hallo,
das funktioniert und es kommt auch eine Meldung wenn ich z.B. 1 eingebe allerdings wenn ich diese bestätige landet er im nächsten Feld und die 1 bleibt drin stehen.
Er müsste ja dann normalerweise ins gleiche Feld zurück
Danke
das funktioniert und es kommt auch eine Meldung wenn ich z.B. 1 eingebe allerdings wenn ich diese bestätige landet er im nächsten Feld und die 1 bleibt drin stehen.
Er müsste ja dann normalerweise ins gleiche Feld zurück
Danke
Numerische Felder Wert ab 6
In deinem Formular oder in dem von mir angefügten Test.pdf? (s. oben)
Numerische Felder Wert ab 6
Hallo Ossenkoop,
wenn der Sachverhalt öfter auftritt, dann bietet sich eine Funktion an.
Neben der Funktion, die für Ganz- wie für Dezimalzahlen verwendet werden kann, gibt es auch eine Lösung im Exit-Ereignis eines Feldes.
vg armine
wenn der Sachverhalt öfter auftritt, dann bietet sich eine Funktion an.
Neben der Funktion, die für Ganz- wie für Dezimalzahlen verwendet werden kann, gibt es auch eine Lösung im Exit-Ereignis eines Feldes.
vg armine
Du hast keine ausreichende Berechtigung, um die Dateianhänge dieses Beitrags anzusehen.
Numerische Felder Wert ab 6
die meldung kommt bei mir wenn ich das ganz in einem anderen Formular anwende aber er zeigt danach trotzdem die menge z.b. ein 1 statt 6
Formular1.#variables[0].Skripte - (JavaScript, client)
function Mindestbestellmenge(Zahl, Z_min, S, T, Z) {
if (Zahl < 1) {
if (Zahl < 0) {
xfa.host.messageBox("\nSie können nur positive Zahlen eingeben." , "Hinweis", 3) ;
xfa.host.setFocus(xfa.resolveNode("Formular1." + S + "." + T + ".Zeile[" + Z + "]").Menge) ;
}
return ""
} else if (Zahl < Z_min) {
xfa.host.messageBox("Bitte haben Sie dafür Veständnis,\ndass unsere Mindestbestellmenge hier »" + Z_min + "« ist.\n\nWir haben die Menge daran angepasst." , "Hinweis", 3) ;
xfa.host.setFocus(xfa.resolveNode("Formular1." + S + "." + T + ".Zeile[" + Z + "]").Menge) ;
return Z_min
} else {
return Zahl
}
}
stimmt da vielleicht irgendein Pfad nicht?
Formular1.Tristan.Tabelle1.Zeile1.Menge::exit - (JavaScript, client)
this.rawValue = Skripte.Mindestbestellmenge(this.rawValue, 6, this.parent.parent.parent.name, this.parent.parent.name, this.parent.index)
Formular1.#variables[0].Skripte - (JavaScript, client)
function Mindestbestellmenge(Zahl, Z_min, S, T, Z) {
if (Zahl < 1) {
if (Zahl < 0) {
xfa.host.messageBox("\nSie können nur positive Zahlen eingeben." , "Hinweis", 3) ;
xfa.host.setFocus(xfa.resolveNode("Formular1." + S + "." + T + ".Zeile[" + Z + "]").Menge) ;
}
return ""
} else if (Zahl < Z_min) {
xfa.host.messageBox("Bitte haben Sie dafür Veständnis,\ndass unsere Mindestbestellmenge hier »" + Z_min + "« ist.\n\nWir haben die Menge daran angepasst." , "Hinweis", 3) ;
xfa.host.setFocus(xfa.resolveNode("Formular1." + S + "." + T + ".Zeile[" + Z + "]").Menge) ;
return Z_min
} else {
return Zahl
}
}
stimmt da vielleicht irgendein Pfad nicht?
Formular1.Tristan.Tabelle1.Zeile1.Menge::exit - (JavaScript, client)
this.rawValue = Skripte.Mindestbestellmenge(this.rawValue, 6, this.parent.parent.parent.name, this.parent.parent.name, this.parent.index)
Numerische Felder Wert ab 6
Der Pfad ist »Formular1.Tristan.Tabelle1.Zeile1.Menge::exit - (JavaScript, client)«.
In der Funktion heißt es aber zweimal
»xfa.host.setFocus(xfa.resolveNode("Formular1." + S + "." + T + ".Zeile[" + Z + "]").Menge) ;«.
In der Funktion heißt es aber zweimal
»xfa.host.setFocus(xfa.resolveNode("Formular1." + S + "." + T + ".Zeile[" + Z + "]").Menge) ;«.
Numerische Felder Wert ab 6
danke, ist es dann so richtig?
Formular1.#variables[0].Skripte - (JavaScript, client)
function Mindestbestellmenge(Zahl, Z_min, S, T, Z) {
if (Zahl < 1) {
if (Zahl < 0) {
xfa.host.messageBox("\nSie können nur positive Zahlen eingeben." , "Hinweis", 3) ;
xfa.host.setFocus(xfa.resolveNode("Formular1.Tristan." + S + "." + T + ".Zeile[" + Z + "]").Menge) ;
}
return ""
} else if (Zahl < Z_min) {
xfa.host.messageBox("Bitte haben Sie dafür Veständnis,\ndass unsere Mindestbestellmenge hier »" + Z_min + "« ist.\n\nWir haben die Menge daran angepasst." , "Hinweis", 3) ;
xfa.host.setFocus(xfa.resolveNode("Formular1.Tristan." + S + "." + T + ".Zeile[" + Z + "]").Menge) ;
return Z_min
} else {
return Zahl
}
}
Formular1.#variables[0].Skripte - (JavaScript, client)
function Mindestbestellmenge(Zahl, Z_min, S, T, Z) {
if (Zahl < 1) {
if (Zahl < 0) {
xfa.host.messageBox("\nSie können nur positive Zahlen eingeben." , "Hinweis", 3) ;
xfa.host.setFocus(xfa.resolveNode("Formular1.Tristan." + S + "." + T + ".Zeile[" + Z + "]").Menge) ;
}
return ""
} else if (Zahl < Z_min) {
xfa.host.messageBox("Bitte haben Sie dafür Veständnis,\ndass unsere Mindestbestellmenge hier »" + Z_min + "« ist.\n\nWir haben die Menge daran angepasst." , "Hinweis", 3) ;
xfa.host.setFocus(xfa.resolveNode("Formular1.Tristan." + S + "." + T + ".Zeile[" + Z + "]").Menge) ;
return Z_min
} else {
return Zahl
}
}
Numerische Felder Wert ab 6
bei der gesamtsummelformel macht er folgende Fehlermeldung, obwohl der Pfad stimmt
[img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img]
[img]data:image/png;base64,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[/img][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAu0AAACdCAIAAACPYdHYAAAW7klEQVR4nO3db3AUZYLH8by2jre88qzau6t7ceXe1ZZV2Z3b1TpWb/+w54Inuot4VRFxCCBBHCOywpoDMYDAZM5NAa6eydViQjLsZheZpIqwVSC3RowplmgwNbtChNVFo8zqKB6Vqr4XPd3zdPfz9HTP9MzkSb6fmhfJTM/TT3c/zzO/fronacgBAADoqaHeFQAAACgTOQYAAOiKHAMAAHRFjgEAALoixwAAAF2RYwAAgK7IMShHX1/fmjVrllVmzZo1fX19YrEnT56sTf1rtiIAQFXpmmMmzk8eP3Gq/8hRHtV+HD9xauL8pLjze3t7V65cuW/fvhcqs2/fvuXLl/f29tolk2MAAKHommPeu/Thlemcgeq7Mp3LXnhf3PnNzc0dHR0vv/zyK5UZHBzct29fc3OzXXKoeDFwrL+ts6Vl79Kdzz8Rtv2QYwBgbtA4x9T7830eceWYZcuWdXd3Dw0NvV6Z0dHR119/fdmyZXbJweNFR9e2/3j6683P3fbimYcf717cO9Adqv34rGjXTYt23bTopVubfpPY8ZvEjqOLV750a9PRxSvN5+1XxceumxaFWjsAICra55hbDvII+ogwxxw+fPjVV1/9vWXrloGtWwa2PPmrn2z+5RObjmxqTW9qTT/2aF9i4+GNG3o3rO/5vcz4+Pi5c+fKyDFdffs3PH/HhufvGDjW/8iee9r2rw3bfvxzzOjo6OTk5OTk5NTlS5enp6fz+c/y+c8//MJ8yXz18uXL5kvm82ErAACIBDlmHj0izDFHjhwZGRk5b3l299AXX/yf+cjnv/z002tXr37+8cf5K1f+8sEHuQ3re86rlZFj4ju/0/fOpsc67y27/ZTMMXZYmZ6e/iyfn8nPXJuZOXjzYtdL+enpfD5PjgGAeiHHzKNHhDlmYGDgzTffzFrMHFNyViYrEzbH9A50b+ld0vfOprbOlrLbT5D5mC3p0cd+cXrFC8P/tueVO/a8cm1m5ujilaOjoz/+2XDzoZEt6dNb0qNb0qPXZmbIMQBQL94cM9be2NDQ2D5WdpFj7Y2VvD2YcDmm35i6aqyIajHVY9g4OVz/sFKbHHP06NGzZ89esJg5puSszAWZUDmmd6B7c8eqF888/LOTqzZ3rOrq2z9wrD+Xy3V0bXus8972FxLmMq2p+zam7va5aSbUfEx+evrazIyZY05bLxVfZT4GAOrHk2PG2hsbm5pqkEQqU+sc41/CsGEYRveYcXLMmDKMqbH6R5Zq55hjx46Nj4+/Z3l291A+/2XAWZn3nILnmIFj/Usfv7n5udt+ce7RHb/+0T1PfXVx4u8OHNr7QNu/bv/VPX3vbHry5/fvfP6J5U9/LTnclBxu8pmwCTsfc+f2V3JfXnfOx4yaD+6PAYA6cucYczKlv8makRlrb2xsb29qMDX15woTNg3CM8UnGtvHhPkYcUH3M8UlnYWby5ROUbMrxxw0bjlodF81jEqmc7TKMYODg2+99dZly+5dQ59+ei3grMxlp7DXlZ44sPzA/65ufu4289e2zpYfb/n6492L+97Z9L2Nf7No7Y1rdizZfOjOJ1/+oc/3scPNx+Tz9nzMqHc+ZnqaHAMA9eLKMVYGsYPMWHujnTCK6Ub8tb/Jer3w7kIZ/U1iNFEt6S283Bxz0vrQPTlsrBgrfgZ39ztSSHGxMSGamAtYi7nfbmYUwzDMuZZ+Y8r5qu7zMQ0yYXPM1aufi7Mydoh56MHuN85cMEPMpUufVJ5jVicXPTt4f/zZ281fh45nuvr278qsOHz+8bu33tzRta2ts6Wt/9/jHd/q6tuvKiT0/THbX7k2M/PSrU2nzfmYF05zXQkAZgNnjine2mLFCvFmF9fP9gKOj7+mfkeaEd6oWtJbeACuHNN9VXFvyrBhvFvMMY7F+pU5xv32g+4k9JS3hIN63x/jE2KC5JhdOwc//jgvzsrYMzFmjjFDzIULH1WeYx7c989bDy99ZG/xy0ptnS3/c/aR3ZkV5oWkdbt/+OiL37l7680+hYSdj8nP5D/L573zMQtbF0wzHwMA9ePIMa6k0dg+psgxY+2NrrkWZymOS1OueRrPkt6fA3DlGHf+EKZMDDuguGKHT45xvV1cWHzJMAw70+jw8KcKMdIcY97n+66l/ZnMlSt/EWdl7MtJDz3Y/drv/mCGmD/+8cMN63vsd5Vxn29X3/7m525rOXi7eO9La+q+/37j4XjqW4Xq/fTmVclvNrf/wKecgPMxzYdGHvp54ftK+fzMS7c2jVomJycXti4Y+mTnwtYF5BgAqBdHjimmk5w1IyOLGmPu5YTfcuJVJOud3itNzgIdP5d1XckdUOwrPmJACZhjvG+X/qDhoyRpiPHJMfZ3jp7ZceyDD3LirMxDD3abj6VLttuPyck/e7+1FCrHHDi0d+Xe2P3P3HLg0F77yTWpb3eceCDxX/fkcrmuvv33tv3jj/7znzbuvq+ja5uqnODzMZet7yt9ls+LOcYMMXcN3nDX4A0LWxeUaK8AgOpw5BjnjEh/U0Nje783avQ3FadsPDf+itFHXFB65290OUZ1wWjFmDAf413Mmk1xLOZ9u3Phk8Zsv35Udo5RkX5f6dy5c1MW8ztK4qzMG2cunHn93dd+94elS7afOjn52xPnTwxPTEy8v2F9j/2uMnJMW2fLA3u+ceemvx86njGfGTjWv67zX7b98p7NHatyudzO55+468l/+P6jf7to7Y3Lf/JNVTkB/56veeUrn8/n8/mFrQvsHOMKMczHAEC91OTv4Ak3+EbFfZ+vcLnn5LDx1LuFn6feVV4wEm8Hdi3mfvtB4xbrSdd9vrP8C0rVyzGZTGZ8fPySkzgrY9/Yu3TJ9t+eOD85+ee33/7T+PjlDet77OXNq0uhcsyje1Ys++lXV2y91X6mo2vbA3u+sfzpr5nfTmrrbPnuI19ZtPbGzR2r7Kzj5Z9jTgwfP96bPt6bfm0g89pA5v1TZ+xLSN4Qc/r0aXIMANRLFXOMMB0TdYrh7/nWO8cMDQ29/fbbf3ISZ2XsG3uXLtk+fHxiYuL98fHLZ8++t2F9j718GfMxq7Z/77sbvyJ+oXrgWL/4vSTz60vmH8fzUfL/RIoPM7i0XPwrM7i4ZmLMh//qAABVwv8lmEePaucYkzkrY9/Ya8/EnD373pujF8Ucc/HixYsXL4bKMd9e99eL1t5YMqaUFPwfa5sWti64a/AGM8pwTwwAzB7kmHn0qE2OKfn3fO0lg/89396B7rbOlrbOFvOCUeXtJ2yOyVlRhhADALOK9jkGNRAqxwRn3iUTJMes2bHk9odvWrT2xo2774uk/ZSRY3JWlCHEAMDsoXGOuTKdq/fn+7xwZTpX9xxz4NDeNTuW+HyPOqzyckwulyPEAMCsomuO+eijTy5ducqjNo+PPvpE3PnNzc1HjhyZmJh4vzJmmmlubrZLLjtehFWzFQEAqkrXHIM66u3tXbdu3alTpy5V5ty5c62trb29vXbJ5BgAQCjkGJSjp6dn9erVyyqzevXqnp4esVhyDAAgFHIMAADQFTkGAADoihwDAAB01ZDL5fqPHOXBgwcPHjx48NDuUcgx9f4bJQAAAKE5csx1AAAAfZBjAACArsgxAABAV+QYAACgq6A5Jp3w/DXW1EgN6jdlrTiRnqqwqJFU0HKmJFsbaP0jqQjqWTlJ/RPpCMsfSZV5QCrcP8XtSqTFllF2gWaTqLw5e7crwnZbPJiJ9EhqNrQvjUV1XCI8vjWTThQrW4PxvNi5EumpdMK/+HrtT//1VnE8n0onIh2T57kQ8zGOpliyYUZqSuyC5ZawLDVyPdjngL26kVShd1e8fomq7kHHHqtCn6nGDglCbHcjqcoG3+oPJZW3W3EknUonajnO17SH11blx6WMcuq8P+2xzFLV8Vzsm2ZWCFJ8VMclrKquV7VnPQcE5QudY7yHXIj2xeNiPplIT1mBNzVi/pRIpMxfC3G9UKb9ZumsiaSdCafS4kuS9TrfFaq9epuaqnyfXC+cTycKH5yeCZPiWmTbVdg/qZR3cRVrj42knB/V6v1jrziRTgvzLWJVhaLSiUR6RJgeEZaV1jPc/vHdLitZuneDtx2aDc7cHNfKxZkYcdPcR8auj2I/+J/PSdqtohzl1qqWUZcj35/edqXuj37tU9keCiUHbVd+RlLOdfo/L573F/e3YnwQ9qv7SW85kY1L4fdn5MzzOOcz1RrP/VJRFMelPD7leNer7Ney46Uc93yO+3Xf3o2QQuUYSftLJ5wfDuKBsbq++bMdWFIjxbhuN3hHy/ekDdl4MSL2MUf78K5XeKnCHONfvrQ/2M+MpFxDv6yvK7ZrSvjcDnL24LgEE6D+xXU5z/pd0zp2aYWIMGW/IL5bWc9Q+0e1XeaQ6R18pe3QcSo45WwpsnGk2A6nHEWq9oNqu1TP+5fjpm6uqnKU+1PartT98bqiffrVP0y78hUix3jO++0cox4fZMdFVU6E41Lo/RklyUhWxfHcZ5iN6LiE5V9O5f3XZ9zzzXQaXZac1Sqbj/HkbkcD9rZm+5PD6lbl5xhn1A0aViLKMapCZP1BeQ+GvH0rtst//6hr4p6Pkb/d+Yle3ArP+YQ41eEKcGUex5D3qNinyI4BV90OVfX0brVnNUJN1ftBvV2y50uV41bcgcJeSo34lqPYn9J2pe6P16Xt07/+wdtVZGTNW1bVUp+XynIiHJdC708J9zRi0AurU97MUM3x3GeAiui4hFSinMr7r0878bliJzkqKEu598eY6pZjHEnWXYvZlWOcxZWYj1FuV7k5Rl4N/88bx8enov97O3i5OcZRsWDzMXYdhDMsZY6R19OujXwd7vOkiMbBsOOycruClVPcn4p2FTbH+K83RLuKiqo+vuNDFXOM33pD788IqXOMe7FIxnPlGUJkxyWkqvdfckx9VZZj3J8TzsMcMseIcwAlxguxn4gzeqr1lnhJNY8dQY5xPOEsznkt39odiu3yHU8l9feb25TV3/VdBvHahHRjzYMkVLX0eYm3Vtd9949qu8Ty7RdV7dBRT++9jd5Racq59dYC/lPAweelfcuRbK+rAHuPqo+LbH+q2lWJHONpn/71D9OuVNsb9nlnfYTLGz7jQ+njUtzgCMel0PszStLrSlUcz6t9XKzfgk5I+ZUTRf/1zTGS4+5bGEIr43vXzl0vnyd0z38WGrH9i/XNXfsygVCOeD+gch5VWG0ilbJvgpCtV1ohxweY/PMySDGq7XXeauotx/UmxxyBd7vEPWe/y9UtVfcOOleh3D+OFSdcGcj9DvPomdUT66KuZ1n7x2e7itMM1s+KA5ZOiPUU7/uR7wifdiKrqmq7/Ob/1ZssG5inlItLX1AtLWlXad/+qGifAfdDkHYVSY5x1UfM/e7tlY0PquMib3Plj0th92f0PDfr2Gusznhe7eNid/7AOUBWTjT9t8T4rDju6lkrhMbfwYNbFe5jqJs5tCnam0vtSj/yuWWNea/+6mXOHZB6IsegQDhTmiNnCXNvi3TEUZgl5lSMlN3xoxMmYyJFjgEAALoixwAAAF05cgwAAIBGyDEAAEBX5BgAAKArcgwAANAVOQYAAOiKHAMAAHRFjgEAALoixwAAAF2RYwAAgK7IMQAAQFfkGAAAoCtyDAAA0BU5BgAA6IocAwAAdEWOAQAAuiLHAAAAXZFjAACArsgxAABAV+QYAACgK3mOySZjsWS2LhUCAAAISJJjMvEGWzwT/SqTMbv0eDyWjKLAQujKFou2BcpjmXiw5aosbP0z8aAb6F2F622q532Y7STg8q5NC/gu73Epo57Cu9xvyiYNTwsvNP/g5Re3LJbMxKvSjkK0z2wyFkWf8kH/VdGr/9qVDfIW+m8lZlX/nZM8OSYTt8OL8GNkxJmeTLyhofJjJtTSLtx+rhrzSslYNdKdYZRV//I2UDXfFnweLpuMNcQzRuB+7zruFe7BsPOFkuUzRsYeB7NGPFlqeQVxhMomY2E/lqqhnN2bMQJ2RPqvD436r9BuM/EA56v035qpxsfunOfOMdkwvTybNBoa3A//kU3awsy4ba63eJZvPhuLxRsaGhrimULOdtfO/Dx18TYFM3THklkr2hde9zk/EHJ6rJCRPSdcxbUIs1jOjtEQj8e9i/uTNGVZ+YY5DmZkZ1ZiVT2HJMQ46FtO8BzjKE/cNkX5/udtYespHQfFRustLNB2KU6ezIabTMaLFcqKL0naYRn7QdI+fWvlp6wc46ok/den/rO0/1qLhBnz6b+zr//Oe97rSqEuF5RDnMezn3T0JfvTMZuMmS3FOmfwdDl5eFU+a680E3d1Ru/8p+q8U97rM5lMcYHi2u0tkK5FRTYOyssvdLmsvbLCK+KqssmYa2gIPg76lxM6x3i6aG3qqfj0NRpiRjLmHgR91uum3nzhk90z9svaYdj6+86LhL/MEjjHGPTfALTpv2Zlgx97+q8xK/vvvKf4vpI7bcqVMR/jXom1tHIctJqLWRX3OOg+O7ALkD+rah2ydq+8TUg+DjpP9cRxULJdpUjqryjfe3ZU+LhocHHvtkDjS6lyQuYYT/+sVT2l5SRjRsYwjKwRi5UqX71B4uS8uGb5cXG/q5L6+93GJu8VXlkj5um/4U7N6b8y2vRfMaYF2iz672zqv7C4c4zjGFXprqeiYn+ffeOgs7gS53OOHi5WMqJxUFm+d0CIZ4yS51iBz5NKnauFaSGyQ1WjegY/kw63vGR6ofA+xXFxLuR8X/n1cbZPo4xxMMx8jHPF9F/5Cmd//82GvB2E/uteyPm+8utTef+d97w5Rh3eI+BM9ELrKB5psXuVHAdDzksHHwcdTziLK75k3yEnTrc6T3F8O0AmrtjJ7vqryzd3lvBS4RX/qcng870lpjjlu1SyXVnXDrXqXJt6RjQOSrbLtaAwDqqvZch2Wtj6+7TPal5Xov/Okf7re482/Ve3/jvvKf9+THXyoDMmye9rK9xgFYvHY3aasr6hmHVctzQM2QSgLIe51mu/4H7efsU5UegZez3PC+stVDyeKT4ZzxTf5Wy/kvFCul5p+RnnfnKdXck2QbW9yv2g2hXuN7iv77q3y2f5qtbT3ntVGgfdU8rWi8mYeFwc3w1R1TLMfvBtn+KnZkAhcozzKNJ/dey/nusgsh1E/9Wn/857Nc4xVSA/dwOKqjUvrVZxAeXTrENoVl3UAf0X/ubC/yWoY5uDFqyTriDtJBP272h5Sb/RUyManszRf+GP/gt/cyHHAACA+YkcAwAAdEWOAQAAuiLHAAAAXZFjAACArsgxAABAV+QYAACgK3IMAADQFTkGAADoihwDAAB0RY4BAAC6IscAAABdkWMAAICuyDEAAEBX5BgAAKArcgwAANAVOQYAAOiKHAMAAHRFjgEAALoixwAAAF2RYwAAgK7IMQAAQFfkGAAAoCtyDAAA0BU5BgAA6IocAwAAdEWOAQAAuiLHAAAAXZFjAACArsgxAABAV+QYAACgK3IMAADQFTkGAADoihwDAAB0RY4BAAC6IscAAABdkWMAAICuyDEAAEBX5BgAAKArcgwAANAVOQYAAOiKHAMAAHRFjgEAALoixwAAAF2RYwAAgK7IMQAAQFfkGAAAoCtyDAAA0BU5BgAA6IocAwAAdEWOAQAAuiLHAAAAXZFjAACArsgxAABAV+QYAACgK3IMAADQFTkGAADoihwDAAB0RY4BAAC6IscAAABdkWMAAICuyDEAAEBX5BgAAKArcgwAANAVOQYAAOiKHAMAAHRFjgEAALoixwAAAF2RYwAAgK7IMQAAQFfkGAAAoCtyDAAA0BU5BgAA6IocAwAAdEWOAQAAuvp/oXJe+CjsUo4AAAAASUVORK5CYII=[/img][img]data:image/png;base64,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[/img]