diff --git a/ReportImp/TwgJonathan/InvoiceCustomerReport.Designer.cs b/ReportImp/TwgJonathan/InvoiceCustomerReport.Designer.cs index 651ac35e4..93c9b2d9c 100644 --- a/ReportImp/TwgJonathan/InvoiceCustomerReport.Designer.cs +++ b/ReportImp/TwgJonathan/InvoiceCustomerReport.Designer.cs @@ -88,16 +88,16 @@ namespace TwgJonathan this.xrTableCell23 = new DevExpress.XtraReports.UI.XRTableCell(); this.topMarginBand1 = new DevExpress.XtraReports.UI.TopMarginBand(); this.bottomMarginBand1 = new DevExpress.XtraReports.UI.BottomMarginBand(); - this.xrRichText3 = new DevExpress.XtraReports.UI.XRRichText(); this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); this.DetailReport = new DevExpress.XtraReports.UI.DetailReportBand(); this.Detail1 = new DevExpress.XtraReports.UI.DetailBand(); this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); + this.xrLabel5 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrLabel13 = new DevExpress.XtraReports.UI.XRLabel(); ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable2)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable4)).BeginInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrRichText3)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); // @@ -709,19 +709,12 @@ namespace TwgJonathan // bottomMarginBand1 // this.bottomMarginBand1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { - this.xrRichText3, + this.xrLabel5, + this.xrLabel13, this.xrLabel1}); - this.bottomMarginBand1.HeightF = 137.4999F; + this.bottomMarginBand1.HeightF = 123.9071F; this.bottomMarginBand1.Name = "bottomMarginBand1"; // - // xrRichText3 - // - this.xrRichText3.Font = new DevExpress.Drawing.DXFont("Verdana", 10F); - this.xrRichText3.LocationFloat = new DevExpress.Utils.PointFloat(0F, 27.99998F); - this.xrRichText3.Name = "xrRichText3"; - this.xrRichText3.SerializableRtfString = resources.GetString("xrRichText3.SerializableRtfString"); - this.xrRichText3.SizeF = new System.Drawing.SizeF(726.9984F, 90.00002F); - // // xrLabel1 // this.xrLabel1.Font = new DevExpress.Drawing.DXFont("Arial", 7F, DevExpress.Drawing.DXFontStyle.Underline, DevExpress.Drawing.DXGraphicsUnit.Point, new DevExpress.Drawing.DXFontAdditionalProperty[] { @@ -733,7 +726,7 @@ namespace TwgJonathan this.xrLabel1.SizeF = new System.Drawing.SizeF(731F, 18F); this.xrLabel1.StylePriority.UseFont = false; this.xrLabel1.Text = "Stiftung St. Zeno, Hypo Vereinsbank München, Filiale Kirchseeon (BLZ 70020270) Ko" + - "nto: 49 617 933 IBAN: DE 02700 202 700049.617.933; BIC: HYVEDEMMXXX"; + "nto: 49 617 933 IBAN: DE 02700 202 700049.617.933; BIC: HYVEDEMMXXX"; // // DetailReport // @@ -757,6 +750,32 @@ namespace TwgJonathan // this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.InvoiceCustomerRO); // + // xrLabel5 + // + this.xrLabel5.Font = new DevExpress.Drawing.DXFont("Arial", 7F); + this.xrLabel5.LocationFloat = new DevExpress.Utils.PointFloat(0.000520186F, 27.99996F); + this.xrLabel5.Multiline = true; + this.xrLabel5.Name = "xrLabel5"; + this.xrLabel5.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel5.SizeF = new System.Drawing.SizeF(318.7568F, 85.90711F); + this.xrLabel5.StylePriority.UseFont = false; + this.xrLabel5.Text = resources.GetString("xrLabel5.Text"); + // + // xrLabel13 + // + this.xrLabel13.Font = new DevExpress.Drawing.DXFont("Arial", 7F); + this.xrLabel13.LocationFloat = new DevExpress.Utils.PointFloat(390.5366F, 27.99997F); + this.xrLabel13.Multiline = true; + this.xrLabel13.Name = "xrLabel13"; + this.xrLabel13.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel13.SizeF = new System.Drawing.SizeF(318.7568F, 58.45376F); + this.xrLabel13.StylePriority.UseFont = false; + this.xrLabel13.StylePriority.UseTextAlignment = false; + this.xrLabel13.Text = "Stiftung St. Zeno Kirchseeon – TWG Johnathan\r\nAm Hirtenfeld 11, 85614 Kirchseeon\r" + + "\nTel.: (08091) 2734 - Fax: (08091) 538144\r\nwww.twg-kirchseeon.de\r\ninfo@twg.stzen" + + "o.de"; + this.xrLabel13.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight; + // // InvoiceCustomerReport // this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { @@ -770,7 +789,7 @@ namespace TwgJonathan this.ExportOptions.PrintPreview.DefaultFileName = "Spitzabrechnung"; this.FormattingRuleSheet.AddRange(new DevExpress.XtraReports.UI.FormattingRule[] { this.ruleRateFactorNull}); - this.Margins = new DevExpress.Drawing.DXMargins(69.66666F, 18F, 0F, 137.4999F); + this.Margins = new DevExpress.Drawing.DXMargins(69.66666F, 18F, 0F, 123.9071F); this.PageHeight = 1169; this.PageWidth = 827; this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; @@ -781,7 +800,6 @@ namespace TwgJonathan ((System.ComponentModel.ISupportInitialize)(this.xrTable2)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable4)).EndInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrRichText3)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); @@ -849,6 +867,7 @@ namespace TwgJonathan private DevExpress.XtraReports.UI.XRTableCell xrTableCell24; private DevExpress.XtraReports.UI.XRTableCell xrTableCell25; private DevExpress.XtraReports.UI.XRLabel xrLabel17; - private DevExpress.XtraReports.UI.XRRichText xrRichText3; + private DevExpress.XtraReports.UI.XRLabel xrLabel5; + private DevExpress.XtraReports.UI.XRLabel xrLabel13; } } diff --git a/ReportImp/TwgJonathan/InvoiceCustomerReport.resx b/ReportImp/TwgJonathan/InvoiceCustomerReport.resx index 2d5211c9b..018f998e4 100644 --- a/ReportImp/TwgJonathan/InvoiceCustomerReport.resx +++ b/ReportImp/TwgJonathan/InvoiceCustomerReport.resx @@ -120,7 +120,14 @@ 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N+nIzJsdf32v3dVJi0vWLw/IN6XgdvZy9t6OZmmWuHfGPw4I5QeCOsulEPR3lUlxIMSZ53iuNG9hRj89h1X24e8bB3X00uMVA3RNryTQ/45z1QTquo7FtlyeN7u0DQqb7WRnivfWcyCxJv/bMfraAQAAug0Kxregd/i740ItV88uo7RSzNup75DXKM3g9ga3ohT4p53RVoUgt2vGf+sc6/PGfPe9D/5Zj7JBf2+ZmCsgOvJcCsBLqaf8dZ28Q8CbDorcIb9fSdwILj9oNTDFdicN9L9JGxjbwe8x0C++irUF3bn72Erh/u5oNwAAwBc3JBhXS9VHd050HvXnH6U40zIlb6OYwVxncCsOA//OVQOlINc7S6zNfB+8EPR3DYbE8th1+kfNsFnfZS5J2eWWwtfSs/bhnDcIeF/K37lcGucI92CmzetJsa13DwrH1TkStO/u28b0S38GAADAjg50WzpH26yEnGPGUnWxvU/YNDv+eU2fu753BCZnKc1q9wa3ohD4dy3dFjHwz87odge5paXhFRuqlVwW9A+8V+Jqhd016M/Ux3nlBgNGnHemUC9f89s1wIU59J4K4b7+/S755zOqkOLs9+fMeEdbo5Xa5O3Zl/43OSa3x8TIPAEAgDcQZ/GeG7jpzkNNOiUY79/1PSxXX+X98VqHs9qdnbtSJ3NE4J/rkIa8dwa5ojSo0DPoEgO304P+3oGQkuf9o65LPrf3fsjNnodzLx6gh70okvz23kt3IN9VunT7GbjKqqEFr1/Pnsf62nz/jZar+1u7puvX85h//eu/1d93r5YBAAA3tXXMtmBcdyxq0snBeFM+k9nxKbu+n6UQgI5azj5lVlvEpaD5767zZ6xKgwq9nd1Cmc8L+jvKIwRYlb/ZHb4TdW29gyTC+p5XD9DT+i/lov/9XYSAUAY2MwNDubS17zV1ajY9C93b7o2mB0/T/Om8p8el98zq9wkAABggmSXZft81G8wcpVOC8RHL6Rt+o7aHlO3M91VLAeiIWe247HlXzqMCf90xTb6nv7qD3NKgQsd3HweFsmU+IOi3yrs56Nf5lf+t/yYVvxd9fd3vv+pZQlVuSwceKmDtLovVxDqSHTypTaGMpM25IFjfzZ4f1PErqPJ6qUMvA0DqXiBABwDgjcVgrmuJeugkJBu4LR6M/971vTG4aaWXm49ekqzPr667f1a71GEfEPjH5ey7WboY+HfN1JaWyvd8D1OD/sIqgtag/yC/2cGVXHAeBks6v28dQMV0i13RM8uMs2V3V/F1hl0d6UlnB+t6oO/s9v5IGKhN8qfbIXXvP4P3uJrmd7k2tgUAAOBio2bFY4dgC3Kn7Viul6lnOvKHKR00mJXPWrmlz2EGdFCecuePnzFkVrsQ1DX/lNcmvoeZX779+c72lCC3d1DhYEChq8x1cPE8d8dASym/OjjYZIPzQe/x7r7z+DNV6bXqY1ahB8JGlMcq9LUl389Pa/A1fb6Y91uSZgfrevBnxbqkA3RdFi/llQTh+r7RxwEAgMVIxyR2lLreFd9SOH5b/j1pBmJEfmNQtNzPnB0sN29+d3hzcP6uAFQUlld3z2qL0KHPn795+famEOT2LpWfFvRb32dPeccZt/wASCG/8Tr3wfmAgEDP0G6DVXcI0HXwJ/ex/pu7Cu2wriMNg2Txu9xtKphLMVgPwb8+Tyt9HT33+yylVRj637b868GTVe8RAAC+rNiZ/9az5Pv5oD9pifo2y9Izi58G47Py2ivOOmdnonoDRHFw/uZZ1s1BEDpmYMGYze1dsnlw7qYgd2MOKHR+p/H7zK5SiAFSU3mbKysO8htWsOxXfAwJznPn3vJyhwBdD/yUyvFO5Doy9aRrJYhwBuv/jAjW0/tf/rf+91WofD7vLz3AEF/temmPR92PAACgQwya5Odt8oFTZUpmxae9hz1q8GClZeq1zKBoQIAoDs7f1aHWs5gv5z8I6mpMXs5uzxT3nrs8s901oFB4P775N+TjKyLZduIov7lVE6OCgVi/Xssx2TBx9QBdz57Ltei/uSv9vfS2JTlnBOt69nnGdYxitLW/cgOMOq18XQAAvL1SZ7uUYocrDW6bAxTLqFnxZ34nv9s+kxXEhTRq1tk+v7lUuVbpHeXJAwvNgeimdO6eQYXSzHZYqdBxTxUHKxq/z4MBlsP85q41DMwMCM6Fvt5w7uQ6Vw/Qdfm8S5CkXzlIB01meQbrnz/htrt3X8rZEayn31EYWGq4j87kfbaHa+po0wAAQKddxymTJAh5WfI9qDOdegnEP4NoV6dCpzNm8c8SgzhrufmIWefS+ecuZ+9YXr0pDSyEwZiO88fBqynnzs0kh/POHFDoqC+hnO0BlmIgGevArhx1AN1jF9xmZuVXDtAzM7NvOXt+VVAr95QnWJc6ncvnyz1wk/0B9L1hpgEDvQAAoIN0uHcP6NgxnBnYxqBnmxG3AreqdMa77VcyA635s86HQVcNc7a1c+ZZHA4sdNSF2TPbZr1vnNneWAMK8fssLj0vKQzkHQ6wWHVsZHCTy19ukGPlAF1/b733xyp0G9BTD0epDdZjkudLCNb1IEqujq0qrKjJDGLFwYjvPW0aAAAYRC8HjaPn0x7S0jHLzcDVpBhgvM2s+JHSrPCIWY6D83cFieJgtrW7g24FffLfejvNhXe2uwctdLDyPHfnMm/5vgrn7hpQEOH8SZnUDLBYAxEjyjGVC86tOrZqgL777gYOXlxJB7Ty3de0Lb311cMTrOs2U59rdXpQfsQgLwAAGCjtPM/urOY66laKgXj6rvhpnTVLmD2p6Fj2OpgVbl6evDk4/5Dl7LuBn9+payM1Yc0Qh9Q5sGAFlEPOXR6w6OokH5x7ZCAcdn4O9+VBWcTBuF3A0zsQoeWC81Jwu2KAvguaKoPY1cVBo5d7tWbwLNyHn3XncHXGaEmwvrufdIqvfmWXwa9Kt/13yjsAAF/CLhgZMDObk+1E/w7EZUZ8mUA8ZwuAZnfoS7PCvUGcODh/dyBnBmUVs61H4sCCveS8M+jbzWD+PnfXoEhpQKR3wKJ47kn38lF+rcGCWJbZWe1WRrvyS/9darUAPQw4qXumJoi9g0zdLH43m5eB48/BimKdmyXM/svzyajP+tpWD9bj4OnvPBcGsgAAwEV2AXoyK6D/tofucK3ekdnkZoNHl404mBXuDrSuWs4ey+twtvWIlLkOYsK5BwwsWHkfMShSGBDpHrAolEn3uVvEOrZrT0KeBs+ai1xwHj7noK6tFKDnZpjP2N38DPr7CfXy4LsReqDs6u9oE4N1PeCQTfKdrvhOt87/6HsSAAAMYHWoQycjvitc06k6kglyuwKfM5izwQN3Vj6YFe6auRWlGdYRs86H5+/soMaBi3wd7RxYCHmftBS/lO8R99S21FynEef2yg1iPfMzaL8BTQd/8doPg3OxSoCeC86vzM9I+r1zSTVtTctS/zCA2dlO1srkbzewp9Mqwbr+Tt6lrgEA8HasIOLlQT5gljK816fPvejyOmtGNZTFwGCjMAPaPXMrCrO33d+nKJy/+yfCYvAyZcm5mJX3g3x3D4hswuekG7YNPHet0ox5SJM2nMwNCNUG52KFAD3udaCD8+prWFny/nh6bYftWe64o3sxHaiKA4JTy+/l8x6Pf+S/eZbBXxms63v17PYCAABUSh/aYca4sMt67zLVXMd6pSC9NKM6YjZ4U5pdvc1yduP8I2Zw4w7quzo4YuCiVPa9eT/Id/eAiLYNMvSWiVcYWDLKMJbjlMGCwv3p2kjs6gA91MF9APsuwfluVUBNG28cV1zqrwN6+d+zy/Co7sSBl++7a8mkM4P13YqTiu8EAABcRAfoyX+X2d1dsKH/ziu7NHeBzsKsGdVUCDDeeTl7//lLO6h3DVwclH1X3ktLvHvzfeSMzr2I3405ePcsx846bIkDK/ugp6HtUG3eLsiaKbdq5p2Dc/n/+u9ydLtS873otmJUO11yFKCnvMF6GDztaIcs4Xs5eSADAAB0sAL05N93Hcqtc9L6kN+N5ktq6GiPMHs2eGOW46AZ0MIAw5DZ25nnjx37/LLwARuezZzZLpRLd75XEF9NyQ8+bNc6MTAX5m/SZ9qrGi/BSuM5vMIAUaYc3z04r7k2PXBWs5lcpr043B1egt/eIF59h4efuXEF69JWDQzWdb0b8bwBAAATHQXowuxcSkeqsRNxdZAeZ1Tt2eBBM5OlJdUjZldLAwxDlrOX899/fuN9/xg8Z+tjrakz8taMbuE+uovkd6B3QXGmDIfcJznxHt2teugZWJHvLT1Xb8BWwxpgOLO9mykbnFf+NJp+DoTjDp4pmY3aqmaEkzy6XolI1Twvj5wZrOsVa0ez/gAAYAGeDkeuoyn/v7WTqztnIZ3QaT2YzW7q+GtWcBHL+S7L2a38jzi/vSy8cwd1EZdj77/jzrI/LJfOfF+lNiiXgCG+N9sU4NSyBkB6BgWFvmdmXoe1id7IduZqZnBe8R3l2v+jZ0n4PFVHa+7n3Yz7wfvtltYZdEsM1qUcrLYwLVdXsK4Ho2oHTQAAwMU8AbqIHYp9x7mxw5nrpLWe68js2eDNwQBA9/LCwrLqIR3/g/yPOH8+eB6wLHzmjHxugGo791FgsZp4L8jsWk1g8E+YLe/8bmrtgqnfqXnmU+iAZdZgoBWYh7Ls3GhzJaOD85q2Zfd5Ffd0Zsb9cAm9Ja2bo2ejY3m6gnWr3ckNZNSULwAAWIA3QBdhFjHTiWjtALR21modznpWdChrHAwAdC2pFhcvZx+T/0zwLKm27lnid5xdUdA7I3+wVL673M8Qv9tvcZY8+x1k0i855qzrs2bNJfUObOWCyZEDDltwpT/jmf8BA0QryQ3Udgbnh2Wj7++aADkGqi/1ved7nxmgp5zBehhA24L1XF2fNRgFAAAmSDsvNZ2klO4wxXM0Bda5Tps1O+BxMBvc1enfHAwAdC2pFqXgc8QAQ+zQZWctT8l/R/AsCisKunfgN2f7B5TLLFLecTBHfjbxP7n851L8u1ODcnF4/4yp37vAOQY25izkETlv1asBAwa3VhIGUvTsbEdwXhM87t6lrpwF3wW4jUvbN5n8/9qVhdxzA18D8QbrekBi5kACAACYQD3IXQG60B2neJ6mIF130ms7fTkHs57DOsyzBwAKweeQ5eZx2fZuRvWE/HcHz6UZf6nLPd+xtVohlov7Ppkl5lNmbl3BeHI9xaWys1n3T8jboHK2Bod0krKIwZWUpaRvUr6Swn0S/3scxNjVjV2avIneFXLfVwiWK9rpTHBbG5y7N5IT+tkk35n+Gy+9XL6UQj4HD+I9g/WjQaE0HwOeEwAA4ETqQd7UIdYdqJ5Oge5Mh06OI9CaPRu8KQWHIwYArAAxnr97WfXsAYxS/ruD5/KMa9eKgnhuK6DrWirfQj4vDcJDx7whEN9SDMjlHDJLfuq1pOI1ZevfiFnzjf4uwwBLZkBqVIpBflf9XlWuXQ3fVcW15p4RNcF5LiCuGUzSx9UG9SW5Zf01adQzJ6dqBUe8/uS+P/y+AADAhdIHe2uALnIdsOYgff+7rVWdwNCBynS+R80Gi4PgsHsAoBQg9gafojiAMWKTtqP8dwaFBzP+TfVtk5sd3MqlJijwkO8xMysrs7ch6Ty0pnCuOEPeW/YjlAaGRt6nQtfDNEiL7dXhkuGatAU/vffOqsI9nS+rqk37cs+GquA8t5S+4h6PzwH3cSW5c4bzfn73n/fX9lqJXmL+ePytzzdDbbAe0+mvsgAAgEppZ7m3I5HriLUElDGI1DMVVT9pk+n8V3UiaxQCuCGBRWE5eHfwKUIH0g5umwdnNgfl05X/UmDXO+N/cO7u1Qoifob89nH+czqTWp79reW+m0muXwfML6nzO0xZg0RWAJ2uUDgaINnKOc5Gfl+tnEeLQfKuzah9lzv3PbQG51XH5Z4dlXkt2Z0zSbmBL33dowf4jhCsAwBwY/o9vZpOUInumKSzVh6ho7WfBTkMIuWz4ud2zwZv3mE5uzEDJql72fZB+XTnP85K7Tqavd9x7MznVxMMWmYdA7982ThTHOjYgsMf26yd/syVhKXGuSBtu6YBq0JS2QDt83O6Boi+oty9UTvYFgZJMm1O1bGNwbnQdU3ql/4bL10Ou/pl5C29hppn1yxJsL4faNkngnUAAK6WC4R7g85MJ6lqibqW66jVzETU/E2NOBN32+XsYlZwKw7Kpzv/1sDFiBn/g9UE3ash4qDFLu+5tM3aJjPgIW0BeO8AyhXi8n1zYCLUj876p1llXhMU4jdrRUloMyruaetd7ZrvIdfmWwGwptvSkN+G546WthPbOfVn5colLcPe9mqUMID9ePyZa/syaQvWb9f+AABwe2GWSz2ca2dKLLqD1jqTEUb/Vb5ynaHRDpZrdwdwVy1nj99Fd2cxvgtu5b+rfHId4CTvXe+xWzN7MQ15HUK+v8y5t/z/JeUfA+/uz1pJnL2W+yZb7+L1Dw/MRa4+hrZiwme9M6tdqr03YrvT9D3kgvPa54a+50Y9J0JA+5qf0DbHVUnpf98NQr8E9gPa3NE8wXpst+Sn45rbXgAA4KQ7OMmDWQKiw46ZFjvreilg07uAuSWGLXmqEWfhdrNHMf9dKwuENSu8lU/3+QvL2XuDW2HNro0qn8LASPdGbVbwMWI1wUYPKMXzhxn/3rJfVezoF993nRWYC90+bGU+IkD7Kqz72jPgtntdamurK74HIzivaudzz65RdU0PXqf52a0eSmb6dZ56267ZCNYBAFiUuUS0sbOb63S1dlQyQWfVpnG14qyttVz7LsvZzQC0tdw3ccBlFwgNK5/ywEjXwEXp3DFwbj53KpSRLv8BgxYrigGdbHq3ay92199ZNyxmUFkZ2OGT2W7UBtfGqpTawd3cc6L2O8wOiA1YgbTJBOjPoDS2iXoQOtT39Hrkf7+etUzKo6bcZyFYBwBgQblZzBCkN3S0dQeqOdjPdIZqZ3aO5K53y+uIzzA7wCOXs+uO4u8y6g5A4/LhXWdtRPkcBP5dAxcHgy7dqwm03Qxi5buzdxG/q8OfJ4v1YuqKgdyS9q3Me+v7V3HUbui/z4nB6K5tqF0tpWeat+9Q/12OEdhX5buWXsqu85bLg07eNnK7v0K5fg5OTruPjlQPxBGsAwAwXy4gjg9hd0CpAzA5r/6bGrnOUFcAV5hZHdHRL3WAe2eFRQxA7Vn5zo6SNUMZU9U7qSUzA/+Dc7vrcI20rFrr+Gpqg/J4zbLJ3ZSy3ViztfHzu+rMV3HQblTNmgvdrofjH49/alfrjA7Oa4/1yrSBv9Iy0oPQ+m9fz1YW67c+xxLBb0OwPrUtAADgy8p15FoevLtOTuUMi6Y7dbVLIVMHM6v9y7XLHeCuWeFNaVa+toNcIp1v4/zd72vHWalskNU7MDLz3EdeymnwTN6Z4sCV7CR/3BH//F3wqbPlG3OliyOo/OoK93X1LyPE+rGrG7EtrqoH2faxMsA+MzgXepl7bapd4p+q/KzLfwqtNlgf8TwFAAAZuc6UNwgMM3GqU+U9x2aXH0fnzOzkD5i1FaXAuWVgQ7M6x7Ec+mfljSWrng58SSFA6A78C2Xffe4a6Wee8XmjxM72N7mPcuWnU/gbGew4KSguruQYUOe/gtju7e7r8H06VtvkZs2370H/bU5ckbH7Lmvb3rOD840eGD5KPW3ltmolV0679Hj8bH2OjlIVrFfWDwAA4KCDYukkeTvoenYgnKOhcx07MC+dgZpOSm6QIHYeumdWT1rObs36d8/KF2eeP5ezV3XgLVb5jAj8Z57bI61bZ36ulwrIs0GbTtv7sDX32SjxPs8GhGcNutyddW94y9AaGBxyjsqBy+zg6gnB+UbyX2gjfw9cdbaVqargN/3syu9ilpjf/CBsw2o3AABwIBukOzsjmSDT9Y7eJnaWdF4OH/7pTMiI5XcxcN6tMIjn7w6cRbZj+jsArerclpgdqkG7vxfLx1l/UoeDFh3nFjX1KaXeQa/6/ebZ5BpikCZL1v+T+56tJPdHWL4+oA57WXU+pAEDXu8ufufZGVjPwFVpkMSzD0VuU7/QZlfWrewM9onBeUquOVzP5z0l6Xvvc6RGeOZV7K4eXzvpfi70sNpmgnQAACbQwVbLA1fPBrQGgdIxUh2AqmA/zBxWLqksKSypHhI4xxmnbCd7RJBSnF0bsPu7FWSNCPxzHf547qHv4Hs63ro+eo4dQepLEjhIMF7syOsUZ8nl3rjs/dZQJ418jxhQe3elwDwkx2qheI/tvgvvPVYI1KoG0FYKzlch33NcAbNrA5MyHjJA3CPez5etegAA4EuIMyqvQZ3zgds6+52jO6NndOBLge2QwNmYfQhlNSBIieefMqstZr4zPPPcQn+38r/131hCub7mqWrAqNWzk27VxYOkAvKu77xXKbCMA17dA2rvrFR+ITmWXo+6x+J59nXTMUiQbaecz5t3J4Ml2XIaOFjcI7dvQO8zDAAAKCFIVzMr3g50ZtlkUzATOoGv7/5WB1Reh4HtgNmK0qyVt4xzCrP+3bPacfBGf6/P76W3fIrn7uzwHQyKVHdwdf2oDYo8iisrCinMqn98/JDveUa+WhwFliNWcryzuEpl116k33ntfVe8BxzvmgtzhUtlGxYHu3bve3vuxa9ma39z5d7btvfSg/IMsgAAMEF2VLyyI7jRsyutnQgduM3oxBUC2yEzFAezVtUzTpYY1O1nsz7PXz0rZrGWJo8YWJh5blEYFHEPWsj3qMtW/02P7HLffb6lXEIwHmbHnfflGUJgadX3z3KrnvH9apJAbFdnn3VAAnNHQG0FdrEuVb2vLszAWgL8ynpozbyPaGe/gtx3IN9jbxvfK82T5Ef/OwAAGEAHC97Zaz2qHjpxDZ2IOKP/exZ9YGdEL3l+SSMC26NZZ0cnO6c4K+aYXbPEgHTXIY+pehOpnJj37IqFITvLl/Le8d2mgefIuhiWsqp8hnof91SQujLqs2aIdV0GuszAksDcFtpL+35oKr/iDLzzXHEgbRfke9qB3DnCPdTZTn1Fuq6MGMzsoQfk9L8DAIBBdgGOc8ZwF5w6j9/oDbp6l9CVgsMRga0ozNy6Zq0shU3ahsz6F1YVuJbD5hTy7p7VzjHzPmBQRAfSI8pa7OrKgJUVZwgDIZ+7T+/KW11LdTD4lRyuNmgov1Jg7p19D22lfg78bmeqg8JdG77djwPa2pLYzv8adZ+uRA0uN71GNoquw/rfAQDAIHH2+qWj5+1Q9R6/0TPdnk5mygzeBgW2xeXsI2aGS+8od8wMb0qrCnoHFkp5H/E+snX+UYMim7ROe1eW5EiZ67LQf7OaGYHlVxFny4uDGlud9dwTxcC84ee5Cu+aV+/Sbgb4nxtWVl9bi/jZL2Ua6mTjM2g1L6t5Lv7pR9UmXpoXAADeXiZ4cAUkmeObHt4jlsxbgeeIwFYU3vXsnnWOs/7WcvbumeGD83ft/h6XP1tL/btXLByevyPvOfqzevOvz6f/fRXbMuxcHX+W9+/AcmiZ312so9/NNuh3fZXfp3cF0qMD89Igo2fwKAyY5fLVuJLKKzdrn1yHlPP3Ee3+FTLP1ervZTTdfrU+4wEAgINeDu5Z2ij08a3LmHVHwNvR0wHoiOBQxHcrdx3RUTO3B8vlXd9FTmHJues3kXMOyqY77wfndwUmteL77b8/r/OVi7Rey7Xof79SDNbK75Y3BpZfgZRJbgb5pewaZna3Qancfbud09v2HA50OfKXC45n3pM5yesXxbor309vO3emOPDx8r17B8S2lQ29bXCs37u6ov8OAAAMFjpuSYdA/rdn5iFzfFMQEs/zumTeMXO85WNURzEGalbnu385e2Ema8Q7ygfn71pVsHUAd+f9XTbN5xbh/MY+AiPK5kh6bVKf9L976GBmdt6PPIPyo9nehsDyKwj7FBysNAjlFwc1PN93DDrNc8cZc9fSeFEapPMEcTHI37UpZ7xvXhL3jrDao+e1xnavq92eKfuKlnOgWq9saP1ecsF5KEcCdAAAzqEfxt7ZGT0z4+n0pXZL+5xL3aUz4vl7izV7JfnpnY2JnVxrJmvIcvbi+Rs7bJtsJ3L7rjrzLgrBxJDz1xi5Wdzu9Y2Oc7WKy9f/PArKY/7kZ95cgeU7i/fTt1Lg/Cy7LQh03mNhFU0m8E3O617KLkp7TngHuqx31r3nmSl+V8eDTw2DJzOFAcncAINz9Y4eDNyuVf/dEb0aTZ2PAB0AgLPoTo13piEdtW+dRReZ4PK0HWxLHdqWmSvtYMm2a1Ak5+D8TYMmmzAzUygb/fdepRn/EWXvpYKRrjo46t6o5QkqY/lu7+y67vl3ta0yyAZNuuziSgPvwF38jMPfRO8IzK17yTUIaAWPct3eaz7Tc1DqqP7LAIOjPEaLbfY+j47gPHxHmRVH3gFZq41X7VfXiiIAAOCgZ689HQShZ+F7Om+6k9BzrhpWByd0SAZsRHbGcvmD8zcHt7FssjMqI8pGmCsWnB1MyxYM6f9eoutDTxnqQaeWoKtE8haXXlfNkm9lS1D+6aX8CgGzSk0/7xXbSete/UyNQWMxMG949cdczeK477dl+/G4S2aua8o8eX2g6rpGyLWr3u/JCqq9KxsK37X8osMtNroEAOAt6c6dp7MSZu2SB3zPUrjdsuDP9+Kr8+JRWrI9YmDADD4HLdku5b/3/Acb2FV3Ii3WioV4/q4Z/03aufR8n7s62HG9u3ujcxa9JSCP1yAzsgTlUc27y8+yS2bKPYGPCIOfB6sZYp1vChArAnPXCpQ4oLU7n+e+jKs49Gqo36lh1UGveF01myJOfc3DCqrDgKTj+88F1d622RqcTp8fevBdnwMAAEw0YBb99SeqOgJE/T5dT8CfYwWH8bq7NlETceniriO4dZj133tZnbxYVq4OuWZ10GPZuGZmcmKncDd7FFP3igKR+35Dp9ORd/X99S1zV/eGJziJ1/I9Bnm7OmWlLaicGWzcUQxsDssx/M3j8afnu9okS6yLn9O6jF2EATTrPpXUcK/qeprms/a+tAb2cmkr49pzj1I1aFI5GOGRC6rjZ1U/E8yg2rniqPAMeVl1pfsFr2cBAADTpR0+6Uh4Onih4/DaYegKqnXn09OJsZSCw9AJdXRwcmIZZGflPJ1cy2H+O89vzvg73121WJ13+cyWQEgrlY/ueB7R5/Ecq8mxL7PomXtDvrsYjEuQJEuoc53noxR+Xqm3Hr+jQkASUvx+Psuv4T6qXSbfE5SGenQ0wPAZmLvOXbovawPVUttXk65YAv8sz8xAh7cMS6yySWeqa5h12DkYUxgo2H3XBOgAAFxMP4ylI6n/pkSP7Hs6H5oOanrPZ3ZKnMsCLaXl5iOCz9iJzp2/O/+5Gefk3CMGRuz35AesWBCF8mkq/5HL3IUO+EMg/jnDvQsOatJLQNlxX3wFepnuSxk27LwutuDuaCY2+ZzmZd3h/jna9KwhMI8Bn1X/qlezxBVDdt4+63sYAK0pr56yahVXDm0b93WtmElZq6m8A4a555e37Y8DmPvZdxkoMO4B3SfQ/w4AAE6gO2y1nTQRA7HfD/7MTKFHmJXSHQlHp2YzMzi0gtt4/V3LzUXsOOY70Z35jx227IzziBl5YQ5cDJqVnxn8q451V6dd3xveFOrY53vn36zONPZywbk3sNnEpdGed//DZnKtddCa3VXX4W5jYsC/C9TiOV2zuoVl8T/Sf5PzquOqNm9rXW3QY9Tn5comfme7mWqLGVS3LGlvGCggQAcAYAH6gewNsnVnwtPZy8kEkO5ASXeUvJ2bHKvjtJXZiE6ezvdL/jvLNTcjE87dOOOslWbnRszKi9nBf/r9yufof/c6CkiS/P8nBoLMjnfIDop0DNpY9fn5vf1e1dAclNfMMss92vIZ8vfmayzO1TKh/cvU57Rt1YMjufzGAciazdtOXwLfKl7TbhDH+9wxl7QfBNWa3tMl5KVykEo/g/S/AwCAk+iOlydg051ib4CfozspnhmITejUOmcvLGZgWNnpOWItixyR/5kz8hvdqXvmf9DAhdVx9QYZR/QKjt5gWQcscYZQlrn/kHOPKBv8pgfQeu/NXL3eZnk9baQWg/LD99elXW75nFJgHpJzeXw83+7+k2t4+TvnayI1gxPP/Hbei7NYA5+6bI5Y5/G0/zWDKEfS40c8ywEAQKMQxCWdA+/Scj3rfdQxOxKX5710Vmo7GBv5e8815JRmhUcEt1aHKqbqd0ItuQBDkqfDVnIwsNBVB8QWaOjzx2sYEvxrL5/j7GTnvNRj5y8lwEfdq+6VN1qyz0HzZnKb2qA8zpa3/QTbQWAe7hnnfZ8LzuX81sBBen21AV78jOLy/vi5zWUzmtV2S9l4BhPCeTIrs8Iz2PFdxWfmvm55N5R7ba+62z8AANBBB0KemcnQwVIBvv4br9zso6ej0SN2mvRS+61c3J3cnMKsvOud0JyDwLl6RsZidSpjci3HtJSuwQoORkiDBAlM9L97jV42D9tLgHfxYIjcA2FFRu3P5XVslBZXyZQD84Y2xQjOi4Gjbje9n5tcS7HM5JquWgJvBsPOti8OAO9XJjjP07OkPaWfua31EQAADKQ7HaWOmJYJ8LsDwUwQ2D0rdsRcatjQ4ckpdMrCoIinY6ZVBM7dM0+l3dO9nfEca2YqJOdsUAvd2e39PL1snk7vPHoG1tN+jRIGlg5mgpPU9/56YfM3ST33ZDY4l5U3B3nNrMZy/XxnSvJ+tAQ+/NuJS+D1K11J2bied+ZzxnEeq61sXSH1svphwCA7AAAYIHSIXh/0VUsURejQvT7gmztmG6OTWN2B8Th4V7s7MIzBsz0r3xk8z5yRF6Xy6R1Y2My+hhphKXLy2SM+9+WaLp7ZfWe6foY2aMD356EHeDKpKygXYZDMuBfDdcfZZX2chw78a4LzTWawtvrYnPgcWGYJfNqOtwTDuefA0coEzVph1PrqVeb7rl5BBwAAJtMj8p6AWC+RG/EOW1xO2PU+ekns/FnvOQ/ZHbww69w9Kx9n5LMd14GBc3b5bEvnNOco+Nd/P9voz3/ZeImZqWl03Um/wxH3QQ09w7rN8PYG5TVLv1uXsmu6HQ/BozPvmYHVriB9U1MOW1n0lnlJuD5nMBzznls95V3SvnteST1rWZ0Tn396YMv9fQMAgInCA7tjiaLugIwI4EZ0GHNi4Lzr6MXAuXpgwlIKPL2dO+1gYGHIe/LWcvxR5SNmXsM206j/+5H0O2s5XtP1d/YM31el69BLfYo/VaaPmSHOkv/orb8iviKxW8b8kgYu8c62/w3Xoc+zfQct57KsuATeYg7SOtrRXDAdzyGDH+42JZen1u8bAABMllmmWf3ud88y+RK9BM+Tp5xCp9c1m2EpBJ7ds/InDCyYy/FHvctuLdEccQ16YMQ7C55+d5If/e9eu1nVkwLFr0aV8W5gKX6f4WfSeu/BmRyBpwzydd+LKd1u9dyLudVP8ZxDVzTEwHWZJfBari31DlbE9nJXli2r1Kz2neAcAIDF6c6OZ/mcDqZHBCSxE6aXTboCr9SuIzroPeeDwLM5vyIGevmBhQHvyYtS8O+pAxarcxhT9+CI9R67p1OuN3bzHGt5KVPeQ58i/c5CIPa5YVs2UA9/81lPtnfCu7/jHjVBebyuv0a0pzl61nvE4Gqu3Y5lP2VFQ2gja37ObsB7+keWXNJu7EAfVixdfA8AAIAD8iDXHYLaTkXomOhlkpXHluRmZHo6WaGTOCBwFjHw1LP8aYesq/NjBZ7DBhaMHYFD6lyOv8ktqdyuoaWzmTpYju/6fvWM94jyfXkPfcDPt2Hv5XtP2oUwu5oJSnTaZtd762IL897bBhLkHpw8u7l7FWNAvRelQbktUB/RvmhhoM1ukz8/f8AgRI7Z1jlWJMTBjd2qgNYl7blAP57P1T4CAIAL7R7ojuV0PceW6NnNEPw3dlzluJaOjlYKnns7+1bgGc4/qGNl5n/Acnyhl5y/pM7gv9j575gVUuep7lRb9Gsj+t/RLy3fXL2NAeivXF03ksyuf2+tQx66fsSgvPm30Vukway0Xfrfe1mri/T19rYHceWEPH+K33UMdJs/y5Jrj7zPKSvAb3mOWu1vGNx15AkAACxCd6hyHV+LDixHdQZyndlR5/aIwfOu4xPy1Pme5azAM3WUf/33LYrBf+d3NnM5flp3R5RFWMKc5NFzH6GOp3zjkvI/dRtlpdmz689VRycH5amXtmDiaxhWm6DLO+Tn8zv6cZBkuXq2HbPSjODcWtIe2+vqz8q1++EZd1Cnc0qBvidPAABgITqwCKPulQ/23bEDl/bqpYtnBumHwXNnPqxO1YjAc7Nb4ZDmf1zwv++sDtoEzlwSPKjjmXb4RyyDDXUmyeeo7xG/peXrCWZiYNU2u955r69E1fnuQamSuHy76tWD0WlGcG622Y5yHBXgi9je7NrIkc8QAABwoV0w6lhmp4/1dFiO6A7IGUF6ada25314YS1F3Mrc20nLsZaZjsi/OBy86Az+rdm3UcvxN+kAxqiBpTTfI+8DfErrQ09daJxd716efbUzA/SUlFvNBnkj0ozgPNfeeWe8RwT4G7ONbwj0AQDAosJsR+NS93js78Dkc8O4riBtE2dhXnd2nxSkHwTP3Tuoh6Wa+Q7akMAzBs7WhkmuXYUtpcGL3lmbM5bjp/SGWfrfW7zk3zHIhTrp9zXinhHbTK8ngIxLrm83uz561UiLeJ9/jwMkUo7FQZLnUvj42/Nhw7nf76Dr72VocD5qxntEgL/JXveAVUsAAGBBu+Xqjp3ZwwyJ6sDov2l1RpA+M3iOncl9J69h93GLOTtzgx3g4/e763SG/A+Ykbfo+q7/vcUKAdA7S7+vEfU6JwaQEgju7tlc2mbXZ9XTkfR9doc8a2ZbNGAQNWW2qY42e1SAL8xXigbs9QEAABaWGen/pf/GojtNI0f0ZwbpeiZ1O7enI5ZTMaPd3TkuzfpL/r2dwBxzyfmA4N9cqjloOX7JpAA9XTZPgD5Y+n311r0a7tn1wUHiaHFvhzTP1e37CmJ7sf8eBq9W0QMZkrwz3iMC/I3VBo++bgAAsKDQIVUBU+3S5XjslKXuIhekxw5PdyCngtzu4DlujrTrUEnZ1pbnkeKs/4CBi5lLzs1ZMEknBTkE6PeTfl+j7iOPZHY9e1+E733QwOEsOu8j2s/Z4mCnHjwOZT2yHsRnzO679cx4WwOzLQOaVjvZci4AAHBj0rnUnaDagDUzGz10hsbs/PQHjPITSN3Bc2lGu3cp+MZc6jjwPcTcDFIs5+4l59Zs0NmdzukB+uPxj/539HmpNxN/JqyG3Mvb5me6LktaNUiPbd3L/bdykG7ue/H5vnlXW5SyZuc9zxarbW7ZA8SagW85FwAAeAM6QPPMBuoAdVTQmDI6xZd1XOLMixXUjpnRNmaRkmvv7qweLDnv+h5LgxeeTvAoswP0UefEb/q+H3FfjZCr22HA6aL26EhmIHW5ID20RSe1F/q+jd+fa0m7uWrK2W5a7Xxsg5f6jgAAwMn0TEBtp0jP0Hhm4D2ynapBwbDHzKB2Y84iDVriaa1MiKl74CP3XYX8d/ym/NaRjfXLnb+wk/Tvcvxb/3sLfZ3639FHD6qE776x/syg76GVAyqd15BOer2kJH7Hu2XdsTyHtu9xYHU3CDBsSbszr9YM/IiVSwAA4A3oQFtSbYcjDX5iB2PI70xruVmLs2YaQsfM6EiOCGpF8TMGLZm3llKOWHI+a/BiN2DRsFlSOkvlWSFSopa4Dwn68So7uzhoQ8QR0npZO6h5lWxZDnjVp0W4pzPBcsxT96ad2mpL2vXgXkt+AADAF7ALtB3LNneB5aR3RkMnKRMEzpwNOuM9avMzBvz0m8gty00+oyvgsWaVYnJ3XjelPHtnmNKO9ahOcFrnRwX92MsFRfFekd/K/tZav0aYUa9myg1ybvV3RDtTEvY7+VwFs2+/tzShHc8Fw2E1huN6C+XmGni02rSWGXgAAPBF7ALtyo3fwvJBPbs9aWY7fFaukzN4SaTIvb8ZP6srqN3EWZndtWyfof++hZxHfzejysvsuHYOXph5bjivdIrTc4yaMUy/NwL0uQoDQM/yl2DJO3DTY7cE3xms1ZDr6b1HtcJM8FaOMujRXY7SPsaN9cpBuaQJvy1ffE5Ufpa1qqml7bRWL41aHQUAAN5UDLRfOlO1gXaYIVGdD28nxiM3MxLzOySwFbo8Rr4fWMj/kM+IGy/tOuK9S86FNRO0lX9rh/NgmXzT96pXhuh/b6Wuv2ogC+1ifc7WOVVX/g5Bz8S2J67keX0lqLHOl2wDE1vgrP+9hzUIlpZj/Fz5qblvUv4hJeUq/3v772Gw7rNN+5W7h3WK529uK0qsJe2e12NGrdYyg/xBe4oAAIAvYDcz5NicSQdDnmNbmAFdwwyHZZv5GNVBNvM86DNChzDzvmlM3TvAWx37njK3OrEj8qwGKYYF0mrgpmnwAH6hfaqZlY33lARUcg97gqqSXPA34/uPg4OvnxMHqnruh1RsK4qrE0am9PvQeRklN/DpDYb1c2w7h7d9Ntt6x8Z0AAAAge7kxGWBVR0K3eHzHNuiFNzN6Di3OugMN7+rndptqLaVg7ODmjNrRt58/37ABlZ6sKn3fKmXvC5Uz76SuFz7e65eGml7b70pwNXtYvzup7zeoOvuLslMrvN1D0tcEeMpx+oUzvl4/Dny3ssJAxqZFRZXLWnP1ZV4rua2EgAAfHGZzk717KPu6M0O0oX1jp8EeqM6sq1m5y2+Z73rWIbU+Y7jrBn5g3dhhyx9fXlPfOBO6zp4IkC/XgwyZc+I/H2wr2N/hXpWEXgVZkKntmvxmmTFyu6zn3n4XCo+bLM8OU8cjPshgwBhmXum7dIp5uM/8Zgfco5ReTqSe+UgpGuWtMt3tmvXWoJ8AACAF2FGQi+xrBz9j7MZpwfp1gxIS0drhFnvaqfMGegBO8CXBhZaZ8RKAX9Y+jmoE5sJol3LU0v0ElgC9PXEDcp+5uqvTiEwy8zyxrqaX/Uy6ZcqLPEd72xbEq9Blo/LYFzTgNld6XtxKwv9XZZY5/C2GVZb7BkoAAAAKJJgSXc2aoM+I8CfHqSLQmDZvNmYlzWrM2omJc5A7zrsI66xNLDQMyNf2PXd3RkuiXXv9zviA2fPhR4E6i1vzBXaMc97659L4fN7LTiDv9HitRQHHuTevTKPZ7AGY71L2nPtnLeNNvPi/Dk3AACAKnp2IXQ6ajtAmSD1rCC9OFPbMQPska4iiEFo1QqEktiptN5v7N4B3poF8nZaU7MCfov+3kcG/0KXDwH6fSTvW+frYyGNWvUyQmwH5F41Bx3isnP5+bkl8jxKYTl69Ux1brM/7zmEeZ5B+4oAAABk6WWeniD7yiBdWJubxXz8Z+YMR7ICofld7ZT5LuyAGeg4I78rp3jupgD0YDChewl+TljarL5j/Tc99PnjZzSVD64V62d4b123UboOtQ5OnSHWyd0M7kuSV3wWvoZaesA4fD/OVQ25Nsl7DmsAeERbDAAAcCh2ZF+DN8c7mFcH6cJaXh3zMq0DPiQwP3gXtqccrY7ms1wa838wmNC9kiBH1zP53635t+QCIQL0e7uirs4gdT0u5c+2c7GuDv9N9TOEdip/741Z0l55DmEOZjrPAwAA0CUsDd0H2dWdVx08heMn/066VprRDekz2F2qg2UNLEhA0TsDHd/VzwYmntmkVAgSMh3pmIasJMgJ360qp9ZrsMRr09dEgH5TxYGvGy9R3lYG5ILIZ50d/JvqM620pD03gx/KkzYAAABcQe+MHTsm1bMxVpA+OpA6EmearI75Z6DeGfz2smZ7Ypl3vQtbDKI73gkvbKzVPZhQYqzwcHW8a1h1hs75/cwc+FpJaLONepvcK5e3dyX6e4qDC9XPndygrPe5EwaoM+1xqC8nDjIDAADsxHc2Xzo6ng5KNpj6DHKqZ+NHOQrUZ7+jfkR3CEcsxS9uAtd4rQfv+U8NXrPLTR2vX9SyZs/PuEaMYwVa2/fYOji1unjdxd9UX3U2PX3mhHaqsg20vmvvqzvWr4L0vl4EAAAwjA5qQ5Du6PBYQfpVHZ4YYO46csn1yW7I387Om3REt/LtHcCIgWz2GlsDzNISYW8nuEV2RcbgTeE25oqDz8+sns3DdXIzqc+6Whn0vYO4/P21LZgwqDVSaGcczwcrqPa0dVb75p19BwAAOIXu4LVs+pbt/Fy40c7hjLp0+D6XgJ+WP+kI9n5ebufxWNbNQXRhifApnVe9kiOmKe8N7947VXWkdeUBzvEum8CNFgYA42+qv1Mdzm166b1Gs858tpnD2xgAAIBuuVnwliB9F/ycGORZtkA9F4A+0+Lvbaa2mfi0fHtnfbNl0/H+eq0wq5WbzZ40A6j3XdhWi6T/7S714KuxZkBjmjKYM8u2XPuq1Tx3EMtotzLLG1QXVlp82cEcAABwEyFI14FaQ6BkLUc8I+AriYMQxfc279JhfnY6HctES9JZ+bOWCBdmtaqXrXoYS+jDwEb63wjQ11NY4XG7TeBy13LFap5VJe30/vt2tA2FAL/6vXcAAIDL5YKYliB99c5RGETQ722m+fzsMC89qz46b2GVwQmzStas+cyVFqE+7uv1c2f49L+PLle022aadV0J9eVmm8BZ9X6XTmx3JE/yWTrpvztD/K7zgblzSXtuECSW7fBfgwAAAJhuYJAuS1J37w+GDpdjJmSmo/fUQ15llldmtxYYWLizg5mx5vfnj8TPLe4Mn/6bJxDAPIWlyaes8BgprhbZ1/vMf0uu86/eV1dyalYSxfRr9mqimBfZf8IcuPAsabcGQbwBPgAAwHKym3Y1BOnCWvK+ymy6iB1F+cmyYqc1dpp/rJLvu4gzWruylXoxc9Y+F5zL/9d/l/47HflrxWD29LqijbrPc4OU6bXUrOYZlRdzZvkghfflJQ8D7o3w/coAQeGaw2c+Hn97VtRYgyB3258AAADANDJIv9NSVenoHW4qFzuQYWZ9QKf1HVUMekjHecqsubCC81xdS/+G7/MaccWNtZrltCArBpCh3uQGc2qFlUh65UZhYHLbhV3//UuS5e+ZY2scntuR4kBlCNolhV+nUMvk48BD+Pf4t7uyyKX4t66VA4VBENd5AAAAljcySBcxYNsFvitu9lSz/DLtDMYlod9bO9DvIr428Gfuez7ru87tgWAF5+zifq1kyfWuvpxRVzZxgGAf6DW8jpP7NYvacyXlYQ1s/T/PwJY1OBo3xNy1V3GAUu5f8/NHp/DdN7xGVBwEcZQRAADArYwO0q0OY0xTZ1VbxTx/z3UGc+krBuxh+az9vW4BwfQZrdweClZwLkJAkvztWQEh7Ndf4nd22sqauDx6F5B6Bwists17HmEF+Z621yrf2lcFYgB8uBy9JYW2tGMFklU+NYMgAAAAtzc6SBfWbPrWyTqrc+7lmVlX1/SfMDMlGy+9QdAeO+/fjl4HOCswF97gXBCgX8Nacn3mJnDFZfXOn4W0guGwLN1xnpCnTNuynbumbKzrknPUHG8JAxkSGH+2Y+F33PVn6BTvf2n75FciwnvsnvLQYvu7GzAIgyAd1wYAAHA72SC9891QqzMaO1y3eIcw/Ib4Z4e1anb95Ro/j5GZdpml+tbbeZ1BOr2xY/4jdrJ3nWMj/Toz2M3Vz6PgXKS/AS9J/zvGM4LH0wZyhBVQe2e7S8GwZ5MzEWfyd3na2tma1UXWaoDetnoF1nfmHQQBAAB4G61B0JFCp9LdYb6SlENPwP5y3XEjpm3mabcZU8dsUejsJxs6xeXp4TPigEHV7JhO4ZjPmcfDQGKk3LvDtZ32NLiS/Ot/x1ixjqV15tTd2YuDgs7l0Va7FVYBOO6BGOTv6rB3kFKXbXKO08p3hpGDIAAAAG8nN8szannhwbL3/9wlUN9sgfAz8M105u+eYlD+84qOshlsOV6/eKlvjuPQJi3v3iXXXlb7EgYZnfnIBcPxXK5geMRGZ7lNEVuvazXxtZVdu+kdBAEAAHhr2Xd9B81mWLNJLx2zmwXqqSRoT9/l3AUNK6aR75L2KnTcPTOOLytCRtRf2OQ7S8v7rPu4sHlb+I1x/fclxYDaGQyP2OgsrH7JtR+Px5/6b+9m1CAIAADAl2DN2ozqGIafv8osa0w6abcO1HOSJeevy81z5Tw4xWBFPmvbzG7Z9+JzgU2YjXXWhzTAl+P1v2Ms+X7S7+yMGdDCrLl7BtY6l7fNKwwYVK9EslaPtNwHq7GeLS2DIAAAAF+K2Ul0LM88EgPWXWc2/SzPrOk72DZu0ykEEDG4V+kz0NZp0Hd0lpH1Tc/OeWYt0UYH6PF7mzL4Y850N7yTLXnMtUEtwfCIjc7CvZ5ZPfIOG8GVVgTc/doAAABOo4OdrfM6MnA+DNTjLtB04t5TKbDRf3tkFyjKzCX1Zjpd7qHsJ8yK5tqjmCSAdQ3kmPXOGQzHV3d2K4Lk3J5XK3LX1jLosJpS+XgHQQAAAFDoyLYsJS2pCNT/uWInccxhzpo7A5tNWD6r6mnLeeCXC9CfKW406Al6tdg2ZGfNvd9xDBh3e2G0DDxaM96etvGdl31bqx28gyAAAABQSktBZeZnZGcrbDiVmXHRHTxvxxzrsJa7egKbVKyfr4GA8/1htCsG6K/f719xHwRZEXP4PVvBdEzuIK+wAaG73uVmvOO5qme8rfvgHepurnzeYUUAAADAUqzNlKTTOzpglg5z2Fk883np50qevJ1rXCPOqFkDPU0d91xwLp+h/w7z7AJ0O6jW33v4Kb9cwG7OTstrCw1Lo3MBYzifc4+CETPepdUjLddmCQMA6n6L7em0Ac446JD/3irLBwAAAA6xg7oLsmJyz2odiQHYj1ynT3/2rE4n+ljvoUpqmb1M6fPO3KAMeTpAD/+tYoBNpy141N/pMzVsKGYG1A0BY2nGuzZf1sDDyLbTumad5N4bsb9H/LxSGz3s2gAAAGCwOpot74XWCu/D24MDz88PHWZn5xvjJYMru6Cm5Z1fTQdyYQaS7/10uQD95d8/A7hvMWDftRlHqXVmeURALUbNeOdm8UfcBylrz5CjJAF9WI1Ucf9IecR9AeSXJMyBgBkrqwAAAHDAWvbesrNyrTg796fxuS8dRJbAn68UmIfk+OkpC8H5Oo4CdO0lYC8EeOF7/Vxh4aorpYDaGzDGgchcPa6eFbZmtONqjyFtU+maw4DEv//9P3LtNe1mPE7aTplhf011xw7fmwQAAAAO1rL32FFrere4VujoZzqmOj1niAZ1iLF3FJiHYKsziI6f8frOOcH5pbwBuma9s97SdowIqDe5fHnbNGsW3/vue4l1zdbgRryHvuv7qDfFNnbYagAAAAB0smbTw0yRYyloizhIIJ9/uIQ2diR/ENSNcfS+cevGXhrB+ZpaA/T4fe4H9hwbrm3CDPKAgFpYPw/mmfEuzGgPuRfEiGt+tpuZ76EmxZl1Bj4BAABWZc2mh/S5tHl6Ry7+VJss5TwO1j93kv7Tu/QVn++75oKQtGxHzajlfiKL4HwNLQG6+a608/1wMSKg3kiwqc8Tz1U9423tz9Eyi2/J3Q+t15yK75bL7u/yfnlIku/0/4fftee+AwAAuBerA372+4meYD0m6YwyI2SIs+XF8hy91DVXlwjO16ED9NK9XZr1bRkkGxFQC3M23znjfcZGcLnPaLlmAAAAfDFWZ3zr+I7stNbwButxdj37O81fSbIMdjdL+VJe8s6rI5ipkQtG4iyhGQTiXOG+ev1+soFiYabb/VN71kodb0AtcgNAMVXPeMf85K6ta0Y7VSg/9ysBAAAA+MKsznToXF4QqIvY2T0MOnVev0rAHsun+DNKsUw+d4keXB7mO7zGxle4lh70iqtknnVi1Ey3MANq568DxAHE3W+ue2fzz9gIziq/llcCAAAAgKDwbuaU2ddacXmr+3eaY6c8vJ8peb9zRzkOomxlsAs2dIqbQ00ZWLF2pZZgRP8t1hD3I9jXk88BuN0gT5jpds76moM2zoBaFN7hrp7NL+THPYtvsQY3R34GAAAAvjhrxunZQb6447nNrofg28inlWKnPwTtYTOlys7+mSSwiJtBfW4AVXmN8d3yae/nW69EjH6HF3OEAZ5Mvdkl50y3sAb3WlZU5F6biOeqnvG28uNZFn+k0E4O+wwAAAAgiLPWxd/M9s6KzdITsKfXk+yG/C3MuDtnEL3k/M9AXN69l1lvZ/7jTPm0oHxjBTy8X3svsb7tZnzDd9kw0y1ygzaxblT9lNjGnI121rFcgD9yEKkwM99UfgAAAEC1w0D9onfUS5Ll4CHo1XluSXF2WoLhNJCvSvHvw7G55cSetL1nH2f/p8/SWe8Bh8SS9tva7pH0/pD/rf+uZOSmaOZstOMd7jM2grPer29ZKQAAAAA0qwzUT/t5Ni8dtFvXsVoKAdRnnk/f+C5s0pcpJ96vfR/pbLMnQLfqhnfQZtRstJUfuT79ty0OXu9wrRQAAAAAhqkI1GXXcHmH9dRgsoXkMbPEfLeM+4yUzNB/LrF3zkCOFGcz8+XgmNHE+rwBerz/d6tSWgZtrNcmPO9wFwJ8d34sVj7jrPny7RwAAAC+gCRQ33Vc0w7sasvfa23Be1jS+rpkfVuq/pLUdT+Xw7/8zecgQDhPeMd9sZ3lS4F5CEYuHDTAHJ4A3Vre7QmoNyNmo2PgPCQ/lrR8XvI6aGYeAAAAGK4U2MWOt7w3Pfy3uNEvDrSY39+KewxgnJoAPS7v3u1D4F2GLka9t14I8IfU1VH5BAAAAC4jM1q55aaqgxtm1UfNcKGNDJaEGf38DOQW7Cy7pwDGOArQR/we+cZ6T9zz3noxcHbmxxJ/EWJ3T3jyCQAAACzjKPgLHer4rrp3Bg599M7dOhGYfy2lAH3U8u5R761bAb43PxbzZ96c+QQAAACWdRQQxg4wwfpEMutYMWASlrITmH8tuQC9+HNlzuXdI95bP2MjOCv4jxteVuUTAAAAuI3Y6S9uKhc73c9gnY5xu1je33OB1kt5f3z8h4GR9yHfuWeptw7QC4Gqa/f++N5693viszeCKwT/7vfrAQAAgFsK76o/Hj+NjrdOv7xBx1cV3889Dso/B0HYtO+N6Hezt70e9N9p1jL2tK54Z6l1XtI8eerciAC/ZMTsPgAAAPBWpJNcG6zH3eB/xqXY1R39dxbLT5avF1cmbIHHqOAG6zBnvSsGY3JBcFpfvIGqFfB73hMvBPhDNoIr7Urv+Zk3AAAA4K15gvXYof4dsDvfjb2rsOQ3/h67Lo9cir/JLisQXIEW1mdtamaldFbdWoIe/q4hULXyEt4Td9yb1mCDJ8AviUvmd4NZ3tl9AAAA4EuJs2gSiO5m0qwUAwsJQn7Ed9hv3eGW/D9nyDPBj5WSoPzW1w9baXl2xYaA/+SC1K3ueOuNmRfHe+uFd8GHbQRnDkg4ByMAAACAL0067zLzF2fXs4FFKYXg9nOm/Yd09j0zemeQgCjOjH/3BuPh+j6Do7B8vTYgwn0ZgexuU7OaX1B4OYdzlroQVO/yUmJuBDdoB/XikvnF2gIAAADgduJy2uaA/dlBjzPuMbiV2frPmXcJ4iU5ZxJzJADYzhc3cPuxBeG5oKE2bSsFRs0u4h6kTubqQqmuhmMKs+reZejiYKl4dVCdm9X2BvglI96JBwAAAOAgAUFYZhvfzbYCkVEpLiGXAPl3ygQro1IyQ05A/gU8X+2QJeLq+w6vPKR1o3J5dphNz90XDbPUhaC3Ki+iMKtdHGyoVXwnnnsIAAAAOFeybFxmrGV5+66zvmKKQcszGB8RrOBe9LLx9BWGdPdxCTb1sdqoZeiiEFS7lorP3gjOOr/nnXgAAAAAJ5AOegzc5f3cdLn5KQG8BFXJzHtYVr/ie/G4jqMu/tLHpkYtQxeloFf/raUwWOBeYp8T96rYlV3LYAQAAACAhTzfQ1fvj1emby/HDwg+8HVkA+FMKi0pt97tLh2TUwiq//EsFY+DBfvralhin2PuJN/wW+4AAAAAAAQvgfC2yiMzE54LkEctQxdmUO0Meq3BghGz2qUBhO033wEAAAAAcMkF12kQHjc++74FpK9Hfy5D14FqCFad73aHoNcIqj1Bb+56Yn7GbARXXsLffX4AAAAAwBdkveNdM1NdePfavWN5Iaj+yxP0WtfjHSzIsQYQ4vldS/gBAAAAAAhKS7RrguuR716PmIEvXM+YjeBKAwgDzg8AAAAA+IKsJdo1wXWcRX7+5FoSCLvf7S7+Zrgj6DXfWR+0EVx4H1+f2zmAAAAAAADAi9xsde0u61Zg3/LutTkD7wyqc0vOWwYLcuIAwn7W3DmAAAAAAADAjg6wa5doF2aRDwP71KgZ+MKSc/dgQY71LrsMCHgGEAAAAAAA2InvaafB5k/9N1ohEK4K7FOjZuBzqwDiebqXnBc2vqt6Nx8AAAAAgEMyQ50GnUdB8chZ5BEz8IXgeciSc3PZfcW7+QAAAAAAVEuDZAlE9b9vCjuiu2eRzfe4nTPwZvDsfGc9p3S9nmX3AAAAAABUSWef5X/rfxdmINwwi/zx8fEtey7HDHx8Z33eRnDGDvDeZfcAAAAAAFRLA1H9vnYpEJZAO/3bI6UZac8MfOH99+7g+eB6q5fdAwAAAADgIgFtGoims88hEM5v3vaXNxC2ZqS9M/BTN4IrXa9j2T0AAAAAAG7WBnGFzdvcgfCIGenZG8GNvF4AAAAAANzS4DksNf/cvG1IIFxYiu6agTfffx+xEZyVx4brBQAAAACg2csGcTKrnQ+Eqzdv24xYil56H3zERnAjfy4OAAAAAABT2C394+NHKe2C085AuLgUfZ2N4OxVAo48AgAAAABQJReEOpJr8zZhLkV3nmvE7LtlVB4BAAAAAKjWEqB7N28TcSn6z9y5PDPw5uz7gF3USz/x5skjAAAAAABu6v3yv+X/h5T5KbHWQLjw02SupejmzPaA98Gtc8c8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- - { \ r t f 1 \ d e f f 0 { \ f o n t t b l { \ f 0   C a l i b r i ; } { \ f 1   T i m e s   N e w   R o m a n ; } { \ f 2   A r i a l ; } } { \ c o l o r t b l   ; \ r e d 0 \ g r e e n 0 \ b l u e 0   ; \ r e d 0 \ g r e e n 0 \ b l u e 2 5 5   ; } { \ * \ d e f c h p   \ f 1 \ f s 2 4 } { \ * \ d e f p a p   \ w i d c t l p a r } { \ s t y l e s h e e t   { \ q l \ f 1 \ f s 2 4   N o r m a l ; } { \ s 1 \ s b a s e d o n 0 \ s n e x t 0 \ q c \ o u t l i n e l e v e l 0 \ s a 2 4 0 \ f 2 \ f s 1 4 \ b   H e a d i n g   1 ; } { \ s 2 \ s b a s e d o n 0 \ s n e x t 2 \ q l \ s a 2 4 0 \ t q c \ t x 4 5 3 6 \ t q r \ t x 9 0 7 2 \ f 2 \ f s 2 4   H e a d e r ; } { \ s 3 \ s b a s e d o n 0 \ s n e x t 3 \ q l \ f 2 \ f s 1 6   F u \ ' d f z e i l e 2 ; } { \ s 4 \ s b a s e d o n 0 \ s n e x t 4 \ q r \ f 2 \ f s 2 0   K o p f z e i l e 2 ; } { \ s 5 \ s b a s e d o n 0 \ s n e x t 5 \ q l \ t q c \ t x 4 5 3 6 \ t q r \ t x 9 0 7 2 \ f 1 \ f s 2 0   F o o t e r ; } { \ * \ c s 6 \ f 1 \ f s 2 4 \ c f 1   D e f a u l t   P a r a g r a p h   F o n t ; } { \ * \ c s 7 \ s b a s e d o n 6 \ f 1 \ f s 2 4 \ c f 1   L i n e   N u m b e r ; } { \ * \ c s 8 \ f 1 \ f s 2 4 \ u l \ c f 2   H y p e r l i n k ; } { \ * \ t s 9 \ t s r o w d \ f 1 \ f s 2 4 \ q l \ t s c e l l p a d d f l 3 \ t s c e l l p a d d l 1 0 8 \ t s c e l l p a d d f b 3 \ t s c e l l p a d d f r 3 \ t s c e l l p a d d r 1 0 8 \ t s c e l l p a d d f t 3 \ t s v e r t a l t \ c l t x l r t b   N o r m a l   T a b l e ; } { \ * \ t s 1 0 \ t s r o w d \ s b a s e d o n 9 \ f 1 \ f s 2 4 \ q l \ t r b r d r t \ b r d r s \ b r d r w 1 0 \ t r b r d r l \ b r d r s \ b r d r w 1 0 \ t r b r d r b \ b r d r s \ b r d r w 1 0 \ t r b r d r r \ b r d r s \ b r d r w 1 0 \ t r b r d r h \ b r d r s \ b r d r w 1 0 \ t r b r d r v \ b r d r s \ b r d r w 1 0 \ t s c e l l p a d d f l 3 \ t s c e l l p a d d l 1 0 8 \ t s c e l l p a d d f r 3 \ t s c e l l p a d d r 1 0 8 \ t s v e r t a l t \ c l t x l r t b   T a b l e   S i m p l e   1 ; } } { \ * \ l i s t o v e r r i d e t a b l e } \ n o u i c o m p a t \ h t m a u t s p \ s p l y t w n i n e \ t r o w d \ i r o w 0 \ i r o w b a n d 0 \ l a s t r o w \ t r g a p h 7 0 \ t r l e f t - 7 0 \ t r f t s W i d t h 3 \ t r w W i d t h 9 4 9 5 \ t r f t s W i d t h B 3 \ t r a u t o f i t 1 \ t r p a d d f l 3 \ t r p a d d l 7 0 \ t r p a d d f b 3 \ t r p a d d f r 3 \ t r p a d d r 7 0 \ t r p a d d f t 3 \ t b l i n d t y p e 3 \ t b l i n d 0 \ c l v e r t a l t \ c l b r d r t \ b r d r n o n e \ c l b r d r l \ b r d r n o n e \ c l b r d r b \ b r d r n o n e \ c l b r d r r \ b r d r n o n e \ c l t x l r t b \ c l f t s W i d t h 3 \ c l w W i d t h 5 3 8 7 \ c l p a d f b 3 \ c l p a d f l 3 \ c l p a d f r 3 \ c l p a d r 7 0 \ c l p a d f t 3 \ c l p a d t 7 0 \ c e l l x 5 3 4 0 \ c l v e r t a l t \ c l b r d r t \ b r d r n o n e \ c l b r d r l \ b r d r n o n e \ c l b r d r b \ b r d r n o n e \ c l b r d r r \ b r d r n o n e \ c l t x l r t b \ c l f t s W i d t h 3 \ c l w W i d t h 4 1 0 8 \ c l p a d f b 3 \ c l p a d f l 3 \ c l p a d f r 3 \ c l p a d r 7 0 \ c l p a d f t 3 \ c l p a d t 7 0 \ c e l l x 9 4 5 0 \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ w i d c t l p a r \ t q c \ t x 2 5 5 2 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 2 \ f s 1 6 \ b \ c f 0   T r \ u 2 2 8 \ ' e 4 g e r : } { \ f 2 \ f s 1 6 \ c f 0     S t i f t u n g   S t .   Z e n o   K i r c h s e e o n } \ f 2 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ w i d c t l p a r \ t q c \ t x 2 5 5 2 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 2 \ f s 1 6 \ c f 1   S i t z   d e r   G e s e l l s c h a f t :   A m   H i r t e n f e l d   1 1 ,   8 5 6 1 4   K i r c h s e e o n } \ f 2 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ w i d c t l p a r \ t q c \ t x 2 5 5 2 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 2 \ f s 1 6 \ c f 1   R e c h t s f o r m :   \ u 2 4 6 \ ' f 6 f f e n t l i c h e   S t i f t u n g   d e s   b \ u 2 5 2 \ ' f c r g e r l i c h e n   R e c h t s } \ f 2 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ w i d c t l p a r \ t q c \ t x 2 5 5 2 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 2 \ f s 1 6 \ c f 1   G e s c h \ u 2 2 8 \ ' e 4 f t s f \ u 2 5 2 \ ' f c h r e r :   B e r n d   Z i m m e r } \ f 2 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ w i d c t l p a r \ t q c \ t x 2 5 5 2 \ t x 2 8 3 5 \ t q c \ t x 4 5 3 6 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 2 \ f s 1 6 \ c f 1   S t i f t u n g s r a t :   H e r r   D o m k a p i t u l a r   F r a n z l   ( 1 .   V o r s . ) , } { \ f 2 \ f s 1 6 \ c f 1   \ l i n e   } { \ f 2 \ f s 1 6 \ c f 1   H e r r   R A   R i c h t e r   ( 2 .   V o r s . ) ,   H e r r   E n g e l m a n n ,   H e r r   F o r c h h a m m e r , } { \ f 2 \ f s 1 6 \ c f 1   \ l i n e   } { \ f 2 \ f s 1 6 \ c f 1   H e r r   D r .   G u b e r ,   F r a u   R a u s c h e r   M d L } \ f 2 \ f s 1 6 \ c f 1 \ c e l l \ p a r d \ p l a i n \ s 5 \ q r \ i n t b l \ l i 4 9 7 \ l i n 4 9 7 \ w i d c t l p a r \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 1 \ f s 1 6 \ c f 0   S t i f t u n g   S t .   Z e n o   K i r c h s e e o n   \ u 8 2 1 1 \ ' 9 6   T W G   J o h n a t h a n } \ f 1 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q r \ i n t b l \ l i 4 9 7 \ l i n 4 9 7 \ w i d c t l p a r \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 1 \ f s 1 6 \ c f 1   A m   H i r t e n f e l d   1 1 ,   8 5 6 1 4   K i r c h s e e o n } \ f 1 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q r \ i n t b l \ l i 4 9 7 \ l i n 4 9 7 \ w i d c t l p a r \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 1 \ f s 1 6 \ c f 1   T e l . :   ( 0 8 0 9 1 )   2 7 3 4   -   F a x :   ( 0 8 0 9 1 )   5 3 8 1 4 4 } \ f 1 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q r \ i n t b l \ l i 4 9 7 \ l i n 4 9 7 \ w i d c t l p a r \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 1 \ f s 1 6 \ c f 1   w w w . t w g - k i r c h s e e o n . d e } \ f 1 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q r \ i n t b l \ f i 2 8 4 \ l i 2 1 3 \ l i n 2 1 3 \ w i d c t l p a r \ t q c \ t x 4 9 7 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 1 \ f s 1 6 \ c f 1   i n f o @ t w g . s t z e n o . d e } \ f 1 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ f i 2 8 4 \ l i 2 1 3 \ l i n 2 1 3 \ w i d c t l p a r \ t q c \ t x 4 9 7 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 \ f 1 \ f s 1 6 \ c f 1 \ c e l l \ t r o w d \ i r o w 0 \ i r o w b a n d 0 \ l a s t r o w \ t r g a p h 7 0 \ t r l e f t - 7 0 \ t r f t s W i d t h 3 \ t r w W i d t h 9 4 9 5 \ t r f t s W i d t h B 3 \ t r a u t o f i t 1 \ t r p a d d f l 3 \ t r p a d d l 7 0 \ t r p a d d f b 3 \ t r p a d d f r 3 \ t r p a d d r 7 0 \ t r p a d d f t 3 \ t b l i n d t y p e 3 \ t b l i n d 0 \ c l v e r t a l t \ c l b r d r t \ b r d r n o n e \ c l b r d r l \ b r d r n o n e \ c l b r d r b \ b r d r n o n e \ c l b r d r r \ b r d r n o n e \ c l t x l r t b \ c l f t s W i d t h 3 \ c l w W i d t h 5 3 8 7 \ c l p a d f b 3 \ c l p a d f l 3 \ c l p a d f r 3 \ c l p a d r 7 0 \ c l p a d f t 3 \ c l p a d t 7 0 \ c e l l x 5 3 4 0 \ c l v e r t a l t \ c l b r d r t \ b r d r n o n e \ c l b r d r l \ b r d r n o n e \ c l b r d r b \ b r d r n o n e \ c l b r d r r \ b r d r n o n e \ c l t x l r t b \ c l f t s W i d t h 3 \ c l w W i d t h 4 1 0 8 \ c l p a d f b 3 \ c l p a d f l 3 \ c l p a d f r 3 \ c l p a d r 7 0 \ c l p a d f t 3 \ c l p a d t 7 0 \ c e l l x 9 4 5 0 \ r o w \ p a r d \ p l a i n \ q l \ f 1 \ f s 2 4 \ l a n g 1 0 3 1 \ l a n g f e 1 0 3 1 \ c f 1 \ p a r }  + + Die Stiftung St. Zeno Kirchseeon - Interne Verwaltung ist zertifiziert nach +DIN EN ISO 9001:2015, MĂĽnchen, 27.11.2025, durch QM-Germany +​Rechtsform: öffentliche Stiftung des bĂĽrgerlichen Rechts +Sitz der Gesellschaft: Am Hirtenfeld 11, 85614 Kirchseeon +GeschäftsfĂĽhrerin: Lena Lorenz + +Stiftungsrat: Herr Domkapitular Franzl (1. Vors.), +Herr Engelmann, Herr Dr. Guber, Frau Rauscher MdL, Herr Zeiler \ No newline at end of file diff --git a/ReportImp/TwgJonathan/Rechnung.Designer.cs b/ReportImp/TwgJonathan/Rechnung.Designer.cs index 9bc7cb771..7265273c2 100644 --- a/ReportImp/TwgJonathan/Rechnung.Designer.cs +++ b/ReportImp/TwgJonathan/Rechnung.Designer.cs @@ -59,7 +59,6 @@ namespace TwgJonathan this.xrLabel2 = new DevExpress.XtraReports.UI.XRLabel(); this.bottomMarginBand1 = new DevExpress.XtraReports.UI.BottomMarginBand(); this.xrLabel1 = new DevExpress.XtraReports.UI.XRLabel(); - this.xrRichText3 = new DevExpress.XtraReports.UI.XRRichText(); this.Page1 = new DevExpress.XtraReports.UI.GroupHeaderBand(); this.xrTable1 = new DevExpress.XtraReports.UI.XRTable(); this.xrTableRow17 = new DevExpress.XtraReports.UI.XRTableRow(); @@ -91,8 +90,9 @@ namespace TwgJonathan this.fieldEinzel = new DevExpress.XtraReports.UI.CalculatedField(); this.fieldGruppe = new DevExpress.XtraReports.UI.CalculatedField(); this.bindingSource1 = new System.Windows.Forms.BindingSource(this.components); + this.xrLabel8 = new DevExpress.XtraReports.UI.XRLabel(); + this.xrLabel13 = new DevExpress.XtraReports.UI.XRLabel(); ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).BeginInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrRichText3)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).BeginInit(); ((System.ComponentModel.ISupportInitialize)(this)).BeginInit(); @@ -341,9 +341,10 @@ namespace TwgJonathan // bottomMarginBand1 // this.bottomMarginBand1.Controls.AddRange(new DevExpress.XtraReports.UI.XRControl[] { - this.xrLabel1, - this.xrRichText3}); - this.bottomMarginBand1.HeightF = 135.8444F; + this.xrLabel13, + this.xrLabel8, + this.xrLabel1}); + this.bottomMarginBand1.HeightF = 122.6188F; this.bottomMarginBand1.Name = "bottomMarginBand1"; // // xrLabel1 @@ -357,15 +358,7 @@ namespace TwgJonathan this.xrLabel1.SizeF = new System.Drawing.SizeF(731F, 18F); this.xrLabel1.StylePriority.UseFont = false; this.xrLabel1.Text = "Stiftung St. Zeno, Hypo Vereinsbank München, Filiale Kirchseeon (BLZ 70020270) Ko" + - "nto: 49 617 933 IBAN: DE 02700 202 700049.617.933; BIC: HYVEDEMMXXX"; - // - // xrRichText3 - // - this.xrRichText3.Font = new DevExpress.Drawing.DXFont("Verdana", 10F); - this.xrRichText3.LocationFloat = new DevExpress.Utils.PointFloat(0F, 28.00001F); - this.xrRichText3.Name = "xrRichText3"; - this.xrRichText3.SerializableRtfString = resources.GetString("xrRichText3.SerializableRtfString"); - this.xrRichText3.SizeF = new System.Drawing.SizeF(726.9984F, 90.00002F); + "nto: 49 617 933 IBAN: DE 02700 202 700049.617.933; BIC: HYVEDEMMXXX"; // // Page1 // @@ -673,6 +666,32 @@ namespace TwgJonathan // this.bindingSource1.DataSource = typeof(BeWo.Report.ReportObjects.ServiceInvoiceRO); // + // xrLabel8 + // + this.xrLabel8.Font = new DevExpress.Drawing.DXFont("Arial", 7F); + this.xrLabel8.LocationFloat = new DevExpress.Utils.PointFloat(0.0005722046F, 27.99997F); + this.xrLabel8.Multiline = true; + this.xrLabel8.Name = "xrLabel8"; + this.xrLabel8.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel8.SizeF = new System.Drawing.SizeF(318.7568F, 84.4693F); + this.xrLabel8.StylePriority.UseFont = false; + this.xrLabel8.Text = resources.GetString("xrLabel8.Text"); + // + // xrLabel13 + // + this.xrLabel13.Font = new DevExpress.Drawing.DXFont("Arial", 7F); + this.xrLabel13.LocationFloat = new DevExpress.Utils.PointFloat(390.3705F, 28.00001F); + this.xrLabel13.Multiline = true; + this.xrLabel13.Name = "xrLabel13"; + this.xrLabel13.Padding = new DevExpress.XtraPrinting.PaddingInfo(2, 2, 0, 0, 100F); + this.xrLabel13.SizeF = new System.Drawing.SizeF(318.7568F, 58.45376F); + this.xrLabel13.StylePriority.UseFont = false; + this.xrLabel13.StylePriority.UseTextAlignment = false; + this.xrLabel13.Text = "Stiftung St. Zeno Kirchseeon – TWG Johnathan\r\nAm Hirtenfeld 11, 85614 Kirchseeon\r" + + "\nTel.: (08091) 2734 - Fax: (08091) 538144\r\nwww.twg-kirchseeon.de\r\ninfo@twg.stzen" + + "o.de"; + this.xrLabel13.TextAlignment = DevExpress.XtraPrinting.TextAlignment.TopRight; + // // Rechnung // this.Bands.AddRange(new DevExpress.XtraReports.UI.Band[] { @@ -693,7 +712,7 @@ namespace TwgJonathan new DevExpress.Drawing.DXFontAdditionalProperty("GdiCharSet", ((byte)(0)))}); this.FormattingRuleSheet.AddRange(new DevExpress.XtraReports.UI.FormattingRule[] { this.ruleRateFactorNull}); - this.Margins = new DevExpress.Drawing.DXMargins(70F, 26F, 401.375F, 135.8444F); + this.Margins = new DevExpress.Drawing.DXMargins(70F, 26F, 401.375F, 122.6188F); this.PageHeight = 1169; this.PageWidth = 827; this.PaperKind = DevExpress.Drawing.Printing.DXPaperKind.A4; @@ -701,7 +720,6 @@ namespace TwgJonathan xrWatermark1.Id = "Watermark1"; this.Watermarks.Add(xrWatermark1); ((System.ComponentModel.ISupportInitialize)(this.xrTable3)).EndInit(); - ((System.ComponentModel.ISupportInitialize)(this.xrRichText3)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.xrTable1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this.bindingSource1)).EndInit(); ((System.ComponentModel.ISupportInitialize)(this)).EndInit(); @@ -718,7 +736,6 @@ namespace TwgJonathan private DevExpress.XtraReports.UI.XRLabel lblAdresse; private DevExpress.XtraReports.UI.XRLabel xrLabel5; private DevExpress.XtraReports.UI.GroupFooterBand GroupFooter1; - private DevExpress.XtraReports.UI.XRRichText xrRichText3; private DevExpress.XtraReports.UI.XRPictureBox xrPictureBox1; private DevExpress.XtraReports.UI.XRLabel lblReststunden; private DevExpress.XtraReports.UI.XRTable xrTable1; @@ -769,5 +786,7 @@ namespace TwgJonathan private DevExpress.XtraReports.UI.XRTableRow xrTableRow8; private DevExpress.XtraReports.UI.XRTableCell xrTableCell23; private DevExpress.XtraReports.UI.XRTableCell xrTableCell24; + private DevExpress.XtraReports.UI.XRLabel xrLabel13; + private DevExpress.XtraReports.UI.XRLabel xrLabel8; } } diff --git a/ReportImp/TwgJonathan/Rechnung.resx b/ReportImp/TwgJonathan/Rechnung.resx index 790383172..0c69c8564 100644 --- a/ReportImp/TwgJonathan/Rechnung.resx +++ b/ReportImp/TwgJonathan/Rechnung.resx @@ -120,7 +120,14 @@ 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- - { \ r t f 1 \ d e f f 0 { \ f o n t t b l { \ f 0   C a l i b r i ; } { \ f 1   T i m e s   N e w   R o m a n ; } { \ f 2   A r i a l ; } } { \ c o l o r t b l   ; \ r e d 0 \ g r e e n 0 \ b l u e 0   ; \ r e d 0 \ g r e e n 0 \ b l u e 2 5 5   ; } { \ * \ d e f c h p   \ f 1 \ f s 2 4 } { \ * \ d e f p a p   \ w i d c t l p a r } { \ s t y l e s h e e t   { \ q l \ f 1 \ f s 2 4   N o r m a l ; } { \ s 1 \ s b a s e d o n 0 \ s n e x t 0 \ q c \ o u t l i n e l e v e l 0 \ s a 2 4 0 \ f 2 \ f s 1 4 \ b   H e a d i n g   1 ; } { \ s 2 \ s b a s e d o n 0 \ s n e x t 2 \ q l \ s a 2 4 0 \ t q c \ t x 4 5 3 6 \ t q r \ t x 9 0 7 2 \ f 2 \ f s 2 4   H e a d e r ; } { \ s 3 \ s b a s e d o n 0 \ s n e x t 3 \ q l \ f 2 \ f s 1 6   F u \ ' d f z e i l e 2 ; } { \ s 4 \ s b a s e d o n 0 \ s n e x t 4 \ q r \ f 2 \ f s 2 0   K o p f z e i l e 2 ; } { \ s 5 \ s b a s e d o n 0 \ s n e x t 5 \ q l \ t q c \ t x 4 5 3 6 \ t q r \ t x 9 0 7 2 \ f 1 \ f s 2 0   F o o t e r ; } { \ * \ c s 6 \ f 1 \ f s 2 4 \ c f 1   D e f a u l t   P a r a g r a p h   F o n t ; } { \ * \ c s 7 \ s b a s e d o n 6 \ f 1 \ f s 2 4 \ c f 1   L i n e   N u m b e r ; } { \ * \ c s 8 \ f 1 \ f s 2 4 \ u l \ c f 2   H y p e r l i n k ; } { \ * \ t s 9 \ t s r o w d \ f 1 \ f s 2 4 \ q l \ t s c e l l p a d d f l 3 \ t s c e l l p a d d l 1 0 8 \ t s c e l l p a d d f b 3 \ t s c e l l p a d d f r 3 \ t s c e l l p a d d r 1 0 8 \ t s c e l l p a d d f t 3 \ t s v e r t a l t \ c l t x l r t b   N o r m a l   T a b l e ; } { \ * \ t s 1 0 \ t s r o w d \ s b a s e d o n 9 \ f 1 \ f s 2 4 \ q l \ t r b r d r t \ b r d r s \ b r d r w 1 0 \ t r b r d r l \ b r d r s \ b r d r w 1 0 \ t r b r d r b \ b r d r s \ b r d r w 1 0 \ t r b r d r r \ b r d r s \ b r d r w 1 0 \ t r b r d r h \ b r d r s \ b r d r w 1 0 \ t r b r d r v \ b r d r s \ b r d r w 1 0 \ t s c e l l p a d d f l 3 \ t s c e l l p a d d l 1 0 8 \ t s c e l l p a d d f r 3 \ t s c e l l p a d d r 1 0 8 \ t s v e r t a l t \ c l t x l r t b   T a b l e   S i m p l e   1 ; } } { \ * \ l i s t o v e r r i d e t a b l e } \ n o u i c o m p a t \ h t m a u t s p \ s p l y t w n i n e \ t r o w d \ i r o w 0 \ i r o w b a n d 0 \ l a s t r o w \ t r g a p h 7 0 \ t r l e f t - 7 0 \ t r f t s W i d t h 3 \ t r w W i d t h 9 4 9 5 \ t r f t s W i d t h B 3 \ t r a u t o f i t 1 \ t r p a d d f l 3 \ t r p a d d l 7 0 \ t r p a d d f b 3 \ t r p a d d f r 3 \ t r p a d d r 7 0 \ t r p a d d f t 3 \ t b l i n d t y p e 3 \ t b l i n d 0 \ c l v e r t a l t \ c l b r d r t \ b r d r n o n e \ c l b r d r l \ b r d r n o n e \ c l b r d r b \ b r d r n o n e \ c l b r d r r \ b r d r n o n e \ c l t x l r t b \ c l f t s W i d t h 3 \ c l w W i d t h 5 3 8 7 \ c l p a d f b 3 \ c l p a d f l 3 \ c l p a d f r 3 \ c l p a d r 7 0 \ c l p a d f t 3 \ c l p a d t 7 0 \ c e l l x 5 3 4 0 \ c l v e r t a l t \ c l b r d r t \ b r d r n o n e \ c l b r d r l \ b r d r n o n e \ c l b r d r b \ b r d r n o n e \ c l b r d r r \ b r d r n o n e \ c l t x l r t b \ c l f t s W i d t h 3 \ c l w W i d t h 4 1 0 8 \ c l p a d f b 3 \ c l p a d f l 3 \ c l p a d f r 3 \ c l p a d r 7 0 \ c l p a d f t 3 \ c l p a d t 7 0 \ c e l l x 9 4 5 0 \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ w i d c t l p a r \ t q c \ t x 2 5 5 2 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 2 \ f s 1 6 \ b \ c f 0   T r \ u 2 2 8 \ ' e 4 g e r : } { \ f 2 \ f s 1 6 \ c f 0     S t i f t u n g   S t .   Z e n o   K i r c h s e e o n } \ f 2 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ w i d c t l p a r \ t q c \ t x 2 5 5 2 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 2 \ f s 1 6 \ c f 1   S i t z   d e r   G e s e l l s c h a f t :   A m   H i r t e n f e l d   1 1 ,   8 5 6 1 4   K i r c h s e e o n } \ f 2 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ w i d c t l p a r \ t q c \ t x 2 5 5 2 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 2 \ f s 1 6 \ c f 1   R e c h t s f o r m :   \ u 2 4 6 \ ' f 6 f f e n t l i c h e   S t i f t u n g   d e s   b \ u 2 5 2 \ ' f c r g e r l i c h e n   R e c h t s } \ f 2 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ w i d c t l p a r \ t q c \ t x 2 5 5 2 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 2 \ f s 1 6 \ c f 1   G e s c h \ u 2 2 8 \ ' e 4 f t s f \ u 2 5 2 \ ' f c h r e r :   B e r n d   Z i m m e r } \ f 2 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ w i d c t l p a r \ t q c \ t x 2 5 5 2 \ t x 2 8 3 5 \ t q c \ t x 4 5 3 6 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 2 \ f s 1 6 \ c f 1   S t i f t u n g s r a t :   H e r r   D o m k a p i t u l a r   F r a n z l   ( 1 .   V o r s . ) , } { \ f 2 \ f s 1 6 \ c f 1   \ l i n e   } { \ f 2 \ f s 1 6 \ c f 1   H e r r   R A   R i c h t e r   ( 2 .   V o r s . ) ,   H e r r   E n g e l m a n n ,   H e r r   F o r c h h a m m e r , } { \ f 2 \ f s 1 6 \ c f 1   \ l i n e   } { \ f 2 \ f s 1 6 \ c f 1   H e r r   D r .   G u b e r ,   F r a u   R a u s c h e r   M d L } \ f 2 \ f s 1 6 \ c f 1 \ c e l l \ p a r d \ p l a i n \ s 5 \ q r \ i n t b l \ l i 4 9 7 \ l i n 4 9 7 \ w i d c t l p a r \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 1 \ f s 1 6 \ c f 0   S t i f t u n g   S t .   Z e n o   K i r c h s e e o n   \ u 8 2 1 1 \ ' 9 6   T W G   J o h n a t h a n } \ f 1 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q r \ i n t b l \ l i 4 9 7 \ l i n 4 9 7 \ w i d c t l p a r \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 1 \ f s 1 6 \ c f 1   A m   H i r t e n f e l d   1 1 ,   8 5 6 1 4   K i r c h s e e o n } \ f 1 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q r \ i n t b l \ l i 4 9 7 \ l i n 4 9 7 \ w i d c t l p a r \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 1 \ f s 1 6 \ c f 1   T e l . :   ( 0 8 0 9 1 )   2 7 3 4   -   F a x :   ( 0 8 0 9 1 )   5 3 8 1 4 4 } \ f 1 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q r \ i n t b l \ l i 4 9 7 \ l i n 4 9 7 \ w i d c t l p a r \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 1 \ f s 1 6 \ c f 1   w w w . t w g - k i r c h s e e o n . d e } \ f 1 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q r \ i n t b l \ f i 2 8 4 \ l i 2 1 3 \ l i n 2 1 3 \ w i d c t l p a r \ t q c \ t x 4 9 7 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 { \ f 1 \ f s 1 6 \ c f 1   i n f o @ t w g . s t z e n o . d e } \ f 1 \ f s 1 6 \ c f 1 \ p a r \ p a r d \ p l a i n \ s 5 \ q l \ i n t b l \ f i 2 8 4 \ l i 2 1 3 \ l i n 2 1 3 \ w i d c t l p a r \ t q c \ t x 4 9 7 \ t x 2 8 3 5 \ t x 6 0 9 6 \ t q r \ t x 9 0 7 2 \ f 1 \ f s 1 6 \ c f 1 \ c e l l \ t r o w d \ i r o w 0 \ i r o w b a n d 0 \ l a s t r o w \ t r g a p h 7 0 \ t r l e f t - 7 0 \ t r f t s W i d t h 3 \ t r w W i d t h 9 4 9 5 \ t r f t s W i d t h B 3 \ t r a u t o f i t 1 \ t r p a d d f l 3 \ t r p a d d l 7 0 \ t r p a d d f b 3 \ t r p a d d f r 3 \ t r p a d d r 7 0 \ t r p a d d f t 3 \ t b l i n d t y p e 3 \ t b l i n d 0 \ c l v e r t a l t \ c l b r d r t \ b r d r n o n e \ c l b r d r l \ b r d r n o n e \ c l b r d r b \ b r d r n o n e \ c l b r d r r \ b r d r n o n e \ c l t x l r t b \ c l f t s W i d t h 3 \ c l w W i d t h 5 3 8 7 \ c l p a d f b 3 \ c l p a d f l 3 \ c l p a d f r 3 \ c l p a d r 7 0 \ c l p a d f t 3 \ c l p a d t 7 0 \ c e l l x 5 3 4 0 \ c l v e r t a l t \ c l b r d r t \ b r d r n o n e \ c l b r d r l \ b r d r n o n e \ c l b r d r b \ b r d r n o n e \ c l b r d r r \ b r d r n o n e \ c l t x l r t b \ c l f t s W i d t h 3 \ c l w W i d t h 4 1 0 8 \ c l p a d f b 3 \ c l p a d f l 3 \ c l p a d f r 3 \ c l p a d r 7 0 \ c l p a d f t 3 \ c l p a d t 7 0 \ c e l l x 9 4 5 0 \ r o w \ p a r d \ p l a i n \ q l \ f 1 \ f s 2 4 \ l a n g 1 0 3 1 \ l a n g f e 1 0 3 1 \ c f 1 \ p a r }  + + Die Stiftung St. Zeno Kirchseeon - Interne Verwaltung ist zertifiziert nach +DIN EN ISO 9001:2015, MĂĽnchen, 27.11.2025, durch QM-Germany +​Rechtsform: öffentliche Stiftung des bĂĽrgerlichen Rechts +Sitz der Gesellschaft: Am Hirtenfeld 11, 85614 Kirchseeon +GeschäftsfĂĽhrerin: Lena Lorenz + +Stiftungsrat: Herr Domkapitular Franzl (1. Vors.), +Herr Engelmann, Herr Dr. Guber, Frau Rauscher MdL, Herr Zeiler \ No newline at end of file