DataTable dtTitle = ds.Tables[];
DataTable dtDetail = ds.Tables[];
int columns = dtTitle.Columns.Count; string error = "";//导出出错的原因
Aspose.Cells.Workbook wb = new Aspose.Cells.Workbook(); //工作簿
Worksheet sheet = wb.Worksheets[]; //第一张工作表
Cells cells = sheet.Cells;//单元格
cells.SetColumnWidth(, 15f);//第一列的宽
cells.SetColumnWidth(, 10f);
cells.SetColumnWidth(, 10f);
cells.SetColumnWidth(, 10f);
DataRow dr = null;
string p = "";
if (dtTitle != null && dtTitle.Rows.Count > )
{
try
{
#region //为第一行表头单元格添加样式
Aspose.Cells.Style styleTitle = wb.Styles[wb.Styles.Add()];//新增样式
//设置居中
styleTitle.HorizontalAlignment = TextAlignmentType.Center;
//设置背景颜色
styleTitle.ForegroundColor = System.Drawing.Color.FromArgb(, , );
styleTitle.Pattern = BackgroundType.Solid;
//粗体
styleTitle.Font.IsBold = true; //设置边框
//styleTitle.Borders[BorderType.LeftBorder].LineStyle = CellBorderType.Thin;
//styleTitle.Borders[BorderType.LeftBorder].Color = System.Drawing.Color.Black;
//styleTitle.Borders[BorderType.RightBorder].LineStyle = CellBorderType.Thin;
//styleTitle.Borders[BorderType.RightBorder].Color = System.Drawing.Color.Black;
//styleTitle.Borders[BorderType.TopBorder].LineStyle = CellBorderType.Thin;
//styleTitle.Borders[BorderType.TopBorder].Color = System.Drawing.Color.Black;
//styleTitle.Borders[BorderType.BottomBorder].LineStyle = CellBorderType.Thin;
//styleTitle.Borders[BorderType.BottomBorder].Color = System.Drawing.Color.Black;
#endregion #region 拼接表头
for (int i = ; i < dtTitle.Rows.Count; i++)
{
dr = dtTitle.Rows[i]; #region 学号 姓名 均分 总分
cells.Merge(, , , );//合并单元格
cells[, ].PutValue(dr["F4"]);//填写内容
cells[, ].SetStyle(styleTitle);//表头样式 cells.Merge(, , , );//合并单元格
cells[, ].PutValue(dr["F5"]);//填写内容
cells[, ].SetStyle(styleTitle);//表头样式 cells.Merge(, , , );//合并单元格
cells[, ].PutValue(dr["F9"]);//填写内容
cells[, ].SetStyle(styleTitle);//表头样式 cells.Merge(, , , );//合并单元格
cells[, ].PutValue(dr["F8"]);//填写内容
cells[, ].SetStyle(styleTitle);//表头样式 cells.Merge(, , , columns - );//合并单元格
cells[, ].PutValue("作业分数记录");//填写内容
cells[, ].SetStyle(styleTitle);//表头样式
#endregion for (int n = ; n < columns; n++)
{
p = "F" + (n + );
cells[, n - ].PutValue(dr[p]);//填写内容
cells[, n - ].SetStyle(styleTitle);//表头样式
cells.SetColumnWidth(n - , 15f);
}
}
//让各列自适应宽度
//sheet.AutoFitColumns();
#endregion
}
catch (Exception e)
{
error += "DataTableToExcel-Error:" + e.Message;
}
}
if (dtDetail != null && dtDetail.Rows.Count > )
{
Aspose.Cells.Style styleCell = wb.Styles[wb.Styles.Add()];//新增样式
//设置居中
//styleCell.HorizontalAlignment = TextAlignmentType.Center;
float result=0.00f;
for (int i = ; i < dtDetail.Rows.Count; i++)
{
dr = dtDetail.Rows[i]; #region 学号 姓名 均分 总分
styleCell.HorizontalAlignment = TextAlignmentType.Left;
cells[i + , ].PutValue(dr["F4"]);//填写内容
cells[i + , ].SetStyle(styleCell);//表头样式 styleCell.HorizontalAlignment = TextAlignmentType.Center;
cells[i + , ].PutValue(dr["F5"]);//填写内容
cells[i + , ].SetStyle(styleCell);//表头样式 styleCell.HorizontalAlignment = TextAlignmentType.Right;
if (float.TryParse(dr["F9"].ToString(), out result))
{
cells[i + , ].PutValue(result.ToString("0.00"));//填写内容
}
else
{
cells[i + , ].PutValue(dr["F9"]);//填写内容
}
cells[i + , ].SetStyle(styleCell);//表头样式 if (float.TryParse(dr["F8"].ToString(), out result))
{
cells[i + , ].PutValue(result.ToString("0.00"));//填写内容
}
else
{
cells[i + , ].PutValue(dr["F8"]);//填写内容
}
cells[i + , ].SetStyle(styleCell);//表头样式 #endregion
for (int n = ; n < columns; n++)
{
p = "F" + (n + );
if (float.TryParse(dr[p].ToString(), out result))
{
cells[i + , n - ].PutValue(result.ToString("0.00"));//填写内容
}
else
{
cells[i + , n - ].PutValue(dr[p]);//填写内容
}
cells[i + , n - ].SetStyle(styleCell);//样式
}
}
} string finalPath = MapPath("~" + "/UploadFiles/ExportClass/" + filename + ".xls");
wb.Save(finalPath);
//进行编码,便于中文名文件下载
string SiteRoot = "http://" + Request.Url.Authority.ToString() + "/UploadFiles/ExportClass/" + Uri.EscapeDataString(filename + ".xls"); //下载excel
ClientScript.RegisterStartupScript(this.GetType(), "", ",<script type='text/javascript'>window.open('" + SiteRoot + "');</script>");

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAABPAAAAIxCAIAAABMxdF/AAAgAElEQVR4nOy93ZMt11mnuf+O+QfO3M3FROhmIk7E6duOibmYCNzjgcEOm+bA0DCNwY2bAETTzHTTAtx0H9PGQdEYTAPuGNkYDv4CLNtItnRUKn2WhS3L+ih9WrJ9/CEM9Oy52PJWnlwr11qZ+cv1rjfzeeKNE1V5ctd+32ev3Dt/lVW1d//Tm//Vh+9+6tOPv/ah+772wbue/P27nviLV75z12v/36e+u6coiqIoiqIoiqKoZmvXDbR33n3xB598/OQjp//pv97znj/+LEVRFEVR8rr2R5+hKIqiKEpStwTaj9z30ofuee6Ddz35h3/5xT/45OMURVEURenrExRFURRFaeqWQPtn97/yZze++if3vvgnn3/hw597nqIoiqIoeX2IoiiKoihR3RJor95xJ0VRFEVRFEVRFEW5qH6g3cPa+c7f/t3vfvT+n/2tj/3hXz54/tTL50+9bN2RBlYvAAAAAMC6IdBunUe+/MI7f/PPP/hXD9/89ndf++4/HOq7f//fVlCsXgAAAACAdXP1jjt7KYBAuyEe+fIL73rvRx/+8kvf+Pbfd+ubrzmoJ59+7vTBxxI7jFq9u92u90H00+PGIeY8HAAAAAAAMIqrd9zZSwEE2q3wnb/9u3f91scefvKrL9/8u169+s3W66ff9Qvf/4P/9Afe8sM//6/+7dA+Y1dvmGmHAurY7QAAAAAAsARX77izlwIItFvhdz96/3/5i4efe/Vvw3rha03Xe973e29681vPn3juJ3/65375V35jaLeZqzeRTgm0AAAAAAAtcPWOO3spYG2BluwR5ZkXv/7zJ5984vlvPvXSdw71lRe+9bkH/uYjH/v0f/3wX3zirhtPPn/zmZe/02a95e0/+qM//s7sboWrN/Hzw0M/S8yPHAMAAAAAtMDVO+48nv+/fka++kBL9tjv93d++tH3f+zBLz73rUP9zcU377nx8Ec/8Zn/908+/vt/+OH3/ec//p0PfOjxp7/2xPPfbqp+6md+8U1vfuuh3vwDb0/vXB5oJfsAAAAAAEBlrt5xZzcCrC3QHnLI0N/1qd5OQ/zbD9z18fuffvTpb75eT7xw/9kjn/7r+7qZ9iMfv+cLz36ztbrjP/z2m9781vec/GF2TwItAAAAAMC6uXrHnb0UQKD1TeHPwf7s+z72mUdfPHvyG4f64lMvnD/+RC/T/v4Hrz/0lZut1U/89M+96c1vvffxlx76ys27Tp/8yF+dPvSVm58+ffLPP/1Qb8+xf+W4RN2En08GAAAAAICFuHrHnb0UQKB1T0m4eudv/vldD7907xe/fqivPPfKU88818u0f/yhT9z40tdbq+//wR9+y9v/2Y0vff3H/vm//MG3/Z+//p/+4Dfe90c/9KPv+Mmf+cXensv9UajCHQAAAAAAYFGu3nHn8fx/hb9Du81Auy/4PeFffv9ffvier/z1+auHOn/6ay+93M+0H/30g/d84dWm6qP3/M2b3vzWn/yZf33PF179s8+c/8L/8x/f9Oa3/uDbfyy68+TVW3KVdd3rBwAAAADABVfvuLMbAVYVaLM/O2rSVTXSA/7uR+9/3/VH/urhVw71qUdeuXj5ZjfT3nX32aceeumuR15pqv7Nf/i9N735rb/yng8cPv3n/+KX3vTmt77rF3/1T//6S+HO/JVjAAAAAIB1c/WOO3spYFWBNvrx0JZN8ciXX/iFk0997IGXj/WJs5cffvLVLz3z1ceeeO5zDz/ziQde/OTZy63VT7zzl77/B3/4k2cvv/1H3/EjP/6u3zj58Ft/6Cfe/AM/9NZ/+hPhznOu0Fa+IQAAAAAATODqHXf2UgCBdhP83d//wy+//y9/688e/dP7Xgzr+v0vtVb/5H9/27UPfPz73/Ijv/Trv3v9/pc++FdfyN6EQAsAAAAAsG6u3nFnLwWsJNB2fwS09+Og/IzogWde/Po7rv35H9311J33PN+rD3/+hdbqp37ujh9/57++/dd+p/wmBFoAAAAAgHVz9Y47eylgJYEWSvjo5x//2ff91QfueuaPPvtctz7412uoCat38rc5Nv7NEQAAAAAAE67ecWcvBRBot8Wdn370n/37P/2NP3ns9z51caw/uGsNxeoFAAAAAFg3V++4s5cCCLSb48vPvXL7ySf/5W/f9SsfPPuPH3n85JPP/Oe/WEOxegEAAAAA1s3VO+7sVT/QUhRFURRFURRFUZSL4gotAAAAAAAAuCQSaM+fe42iKIqiKIqiKIqiGi8CLUVRFEVRFEVRFOWy+B1aiqIoiqIoiqIoymXdEmhPrp+q6ua12777+O9Q8+vmtdu++w//bcV1cv3UvAcGZMAWCpOYbK0wicnWCpOYpP8Wyrb/659/KhNoH3325vz60AOv3bx229+e/xY1v25eu+073/37FdfJ9VPzHhiQAVsoTGKytcIkJlsrTGKS/lso2/4PgXbwj0IdAu0fffbFmfV6oH30PdT8unnttm+99ncrrpPrp+Y9MCADtlCYxGRrhUlMtlaYxCT9t1C2/R8Dbfx3aLWB9rVHfqPxunTlsnkP2bp57bZvfPu7FerSlcu9qnO/J9dP69xRb8xq91htQJOHr+aA851UNrMmk1GZ5i05NdmTad6MU5OhupZltmzShUBfJl34XMhkdOolVCy3Euo8cEv0P9S5I/+FT+y9QBv/kWNZoH3o11quS1cuH/9tuW5eu+1r33ytQl26cjm7ZYk6uX5aZ8DeRHWmqzlgb6L1DTjfSePVsklfMn2ZbFlsyyatXrPWZ9KFQF8mXfhcyGS1A3O5leD37PfwTdKSjW32H+022nwv0Cp/5Phzj3+9F2i/8+CvtFyXrlw+/tty3bx221e/8Z0KdenK5eyWJerk+ikDMmA1Jy1XyyZ9yWzZZFRjs259mWxWY+MmXQj0ZdKFz4VM9qZeTsJyK8HvudMhDZZsbLP/o/xuw9Hmi/4o1IQ0e/f5q6/97Xf7gfaBX265Ll25fPy35bp57baXvvbtCnXpyuXsliXq5Pqp1YB1ynDAlT2CEictV8smfcls2aQjje5Mtuy2ZZMuBPoy6cLnQia7Uy9qYLmV4Pfc6dB5+BAsMdGi6ye7iv7k7DvXPvTQr/7x6c//9t3vuPapd1z7lCDQfvbRV25+8zs3v/mdXqD99ukvNluXrlyOftxg3bx22/OvfLNChb8gV+d+T66fVhuwzh21M2CdkasNOM2J1cJemclQpnk/Tk02rs6XSY5uuVLzHtZh0oXPhUwep156/OVWgt9zp0Pn3f7DLS33/3xs/USb1wfaTz/81VdevXmofqC98XPN1qUrl6MfN1g3r9128fLNCnXpyuXsliXq5Pqp1YB1ynDAlT2CEictV8smfcls2WRXYzeJmTfm2uTQlnaqZZMuBPoy6cLnQiYPU1d4WltuJfg9dzp2fnwUlpto0fWTbV4caD/10EvPv/TqsXqB9lv3vqvNin5b17yrobp57banX/hGhbp05XJ2yxJ1cv3UasA6ZTjgyh5BiZOWq2WTvmS2bDKqsVm3vkw2q7Fxky4E+jLpwudCJg8n1RUMLLcS/J479cwv+kAst356H0ebVwbavzx78emLl7rVD7Sf/+k269KVy9kt7dTNa7d95bmvVahLVy5ntyxRJ9dPGZABqzlpuVo26UtmyyajGpt168tksxobN+lCoBeTXYeN+1zIZG/q5SQstxL8njsdOz980Pu0/f6/EjuCos3LAu0nT1944ivP96oXaL95z//VYF26cnnUdvO6ee22J559tUJdunI5u2WJOrl+WmfA3kR1pqs5YG+i9Q0430nj1bJJXzJ9mWxZbMsmrV6z1mfShUAvJk1OM5oyWe3AXG4l+D37HVp+S0xUZ/0cLviHu2kC7cdvPPeFLz4TVj/Q3v1jDdalK5dHbTevm9du++LTr1So8Mew69zvyfXTOnfUG7PaPVYb0OThqzngfCeVzazJ5EGmeQ/rMPnFW1emeTNOTYbqWpbZskkXAh2ZdHFoL2cyOvgSNpZbCXVOG5bov9vq0Mct9x9tNdr8In/lOKxDoL352auUoK7d9oWvvLziOrl+at4DAzJgC4VJTLZWmMRka4VJTNJ/C2Xbf91A+5m3U4K6dttjX35pxXVy/dS8BwZkwBYKk5hsrTCJydYKk5ik/xbKtv9eoP2f/8lP9QPthx54TVI3r932jbveQs2vm9due/hLL664Tq6fmvfAgAzYQmESk60VJjHZWmESk/TfQtn23w20/+gfv+0f/eO33RJob167jWqwTq6fUhRFURRFURRFbbwyP3K8f/RXVXXz2m3/9H/cU6p6740dRVEURVEURUlq75mz8wvrFmZB/3OoHWjNj1XvRaClKIqijtWlZM/w46X3LOktnKWHuWeK2kIZBpL5EAhtIdBSI4pAS1EURR3LKtCOSp7H/5qQVAm0FFWtDAPJfAiEtrgPtJeuXCbQVisCLUVRFHWoRFAMQ2BhoA3/q3Dnsckz0eSE3EtR1PwyDCTzIRDa4jvQHt5fmEBbrQi0FEVR1KFGBT9hoC2hsHnVbhRFzS/DQDIfAqEtjgPtIcoSaGsWgZaiKIp6741+dBwKfsft0Z17t8p+kaEG0l8wcfPonpNDMkVRc8owkMyHQGiLeaD9hfd8/G3/4uRNV9/9fVff/X1X382PHDddBFqKoigqjHmJ7JfeObpbNlKG2xPJM7pPdM/wJhRFVSvDQDIfAqEt5oH2Le/4zUe/+PTXb377G9967Rvfeo1A23QRaCmKoqhDhRk1vWcYaKd95URALQm0Y++UcEtRdcowkMyHQGiLeaD9337k3z/3wkvPv/TqS1+7+dLXbhJomy4CLUVRFHWoUalPvnNv+/xA+97ihExR1BJlGEjmQyC0pYVA+8zF809fvPj8V7/+4isE2raLQEtRFEUdKoydJanyvWOulEZ3jt5X9q4L0ylplqKsyjCQzIdAaEsjgfapZ567eOnV57/6jTUH2t7rbrg93Lm1V9YlAm2JjcT+7Ve34VHTeZk07DPRuccBKYqK1kJPbuUvkYVfduhlNPHcFf36FEUtWoaBZD4EQlsItFWr/MVyVEioVgTamQMKz/maqvK2nQ5IUVRYSzy5lb/2Hel9Gu489IIbvXn2vyiKWqgMA8l8CIS2EGgrVQnh/ukt9WvRQJs4HclqtNVSOGC0/6E9h7a0VuVL2umAFEUNVfjkNrRP4RPF0LPl0NeM7pZ+Vsk+Tb2XBEtRRmUYSOZDILTFfaAtrEYCbfn/Zl/4TUobaLOUOGxBy6gBE52XbGmt0meE2Y3tD0hRFEVRVIUyDCTzIRDaQqCtWm3G1PKSX6EtF1KYCRusoekKZ2l8xvK2nQ5IURRFUVSFMgwk8yEQ2kKgtazoqXwJVg0vHWiHnKRv0ngNBdcw3Lb5oI+aLj21xwEpiqIoiqpQhoFkPgRCW5oOtDev3Sas1gJtYXIz77NbiwbaUVpaM5NtuHyKUTbMa0JG9TUgRVEURVEV6uz8gqI81oau0JYQ7m/+5NKrJX6HNiFnlENzOdkxo4Ok9298tPlCVjkgRVEURVFjy/AK23zOuMJpim3/Gwq0vcqex7eZ3Kyu0JYEXdsHtGTGXrclszQ+WqL5krjubkCKoiiKohYqw0AyHwKhLQRam5p2Hm9+9m/+PrS+Am00ypZE9/ZHC2cMU/o6Bpxgo/Juq6ml14YLn21K2OzCbvPh2Pj43lfjBKujmizfuUGThoFkPgRCWxwH2ktXLh+LQFunzH+HNoGhljmzj93SWkUfgqHHxeOA5eOXr8z0gp/2NVdQS0ztTmO5hPLRJkgoYehW4cdzvuY6Ho7yPc1HnjB++eysxrG6ouOM/ZqOTBoGkvkQCG3xGmh7ITabadsJtNMO8gk3WaIW+h3a9w4/JyZukt7YckWnG7Jh3u3kR7BwZ/MpKuvKikoYe6/D1T5KznuDtZFYS+U+oyYbrFESJn9xuYTyByLRSYOPy6iHI/zfwv3bnH3s+NG5Sr64fPzGV+M0q4Utaa2amDQMJPMhENriNdCm823LgdZ1LfEjxxTlvaa98Cf2SWM+r5cqwbzJliXM2X9CM+au5ntOfzDz4XBR01ZUyfhz9p/QjLnJsc7Lx2nZpGEgmQ+B0BYCLTWiCLQUFdbQGUO4ZdQLf3fj8eMJpwheSnhWNPbRaaeaklByqxISX/b4cZsPSvlc4SCJ0aY9HC2PP2qQaeOXaxzVdndj4iGrb3XsLCVb2jdpGEjmQyC0hUBLjSgCLUWFVfh639t/7Febdn7gtKLnRnUenXbKXAILu/zhCAdJjDbt4Wh//MKhpo0/9lYl/zv0Bas9HGmrE77UEv5rmjQMJPMhENqyhkDr8Y9COS0CLUXNrMKTid7GktMO75Vm5pdNb2mnRkkod1VBwqieo7cylz/n4ThuSXxQ8+GoPH7iwc3utsT4hT1HG176sZhjNdHbQlYrmzQMJPMhENriPtCWpNmlA+17Pv9GLfck2EIRaCmqWyVE9y/5suFdmM9bQWb48UKPkfm8LUtgYY99OKLjZHUVPhztjx/dZ+gmY8cvIbr/2OnqPAqGVts3aRhI5kMgtMV3oC1MszUD7bozLYGWorqVftmOnohkTyNGnXCsqZYe3IW9RiSkdxu1YquNZvtwJKZITNfs4NMesqiT7NcvbKPwf8c+XoWjWVkt8Vz+v+2bNAwk8yEQ2uI40Jan2cqBdsWxlkBLUWGVvIqPOsnobhn6eK2VOGeSPC5zTra2JqFk58RXCP+ru2Xo4war5OEo9DDn4Wh5/FFbpo1fsnPhozD0uGS/SAtWw41jrbZs0jCQzIdAaIvXQHvpyuVetRZoV5lpCbQUFdbQSUnhy3nh+cHQmceaakhdKCRNoec2q0TC/C8+YedtLuzCh2Ota7J8NZZsmTP+mlbjqEU1Vt1Y7U2ZNAwk8yEQ2uI10I6tsYH2/SIWfU6kKMq2hl6zu0y4ebiP+aSVTS5xftm+yXIJJcyRwMIe9XCkx5n/cDQ+fglzxh/6Itmvn765yQMx1uqEhrP/1bJJw0AyHwKhLQTaSH3gD/6LKtCuKdMeL89ykZaiKIqiKIoSlmEgmQ+B0JZtBdrC0gba8vttud5LoKUoiqIoiqKWKcNAMh8CoS1NB9qb124TVnma1QbadWTa9xJoKYqiKIqiqGXq7PyCojxWJtA++9XXVHVy/XT/C/tuRX/N45Bm5YH2/e9/f/TuHLHfv27sf/jv/7vjllVydn6xu33XLeuOxDAgFIJJFZhUgUkVmFSBSRVnXCE0hf7nUDXQljzdLBdoa2pdiG0GWut29DAgFIJJFZhUgUkVmFSBSRUEKlvofw42gTbREIE2S80V043N2QitytjdFyfJF2wNBoRCMKkCkyowqQKTKjCpgkBlC/3PYVag7b4JbXmgPd53NP9UC7S9e+/9cG9iozlzVsxxkF2M7m5pEl95PscXJ9UXLGdo0uxKGLV+6g+Y7ark8W15QBNGOZl2q42YjILJCbAmVWBSRdZJVCYmQ+qsyYWarwP92+I10PZCbDbTHgLt8Y6jh98xzS70O7RD997rZPe9X1gNN7bAzBUzaq6uipKny/QTayGHF6c5X0HCcYqssbHrp/KA3UdkqKuSZdD7tJ0BTZj2pIHJQjA5AdakCkyq4BVHRbU1qWjWDPq3xWugTefb+B+F+h5DAWnRQPv+712kTcezof9aTaDtUTLXqNeewq+ZoJFDemagTexTecDEtxiWO72Y1qojOL1YFExOgDWpApMqqgXamX22D2uyBPq3ZYuB9oBVoB269/R/bSrQ7nKEX6G7cQWBNjGOr0Cb/vZN9ps73d3St1rTi2IJnF4sCiYnwJpUgUkVJU6m3QqTQxvn3Mq7Sfq3xXegHfU7tL37bi3QRtNaYn8rJL9Dm9gyeYfCb75maeGQHhVo97d+CyC6vbuxwUA71H93t/TXXNOLYgm9FcLphRZMTiM8kDE5DUyqiJrkFWcsvOKUQP+2+A60wiu0u86b0LZ2hTaxc33q/w5t4n/TTOvQ/JBOKyp8zUjsU23AoVOx9P/yolhId51zeqEFkxMY62TarTAZ3WfCrTAZ3WfCrbZgcs8rTgH0bwuB9o1P2wy0TaXZfcXfoS2MqSVbRmF+SG8h0Jav/3DL6l8UJ8DphRZMToDwoAKTKsa+OCZutXGTPViTUejfFgLt6x+3GWhbS7N7xYopGTD6xJfYIpRme0hMyKttBtrEdyLSDxAvihPg9EILJidADFOBSRUE2oVgTUahf1u8BtoJb9vTu+/w2Dt7/KFjPfbYeXndf/9pSQ3d+9Dh3WCa3Vf5keOEgcTNVd7WEWibes1Ip9kVDFifkpWPyclgcgLEMBWYVIFJFbzilED/tngNtN2/CKX6o1BWgXZ/6+WscEt3uzk1/yhUKGFUHp5Ga4F2H1se++AFJrpDVJphoB16NL0PaMLQEYFJCZicQLkTTKbBpApMqojOjsku9G+L40A7qsJAG1Iz0PpF8iPHQ4R7JraE/3v84nPa835IZ2FAKASTKjCpApMqMKkCkyq8m6R/Wwi0b0CgLcH7is/CgN5Z/YDVwKQKTKrApApMqsCkCu8m6d8WAu0bEGhL8L7iszCgd1Y/YDUwqQKTKjCpApMqMKnCu0n6t6XpQHty/VRYZ+cXmVo40OYboCiKoiiKoiiKopxU1Su0u9t33QrjNVdoSzhz/i2cLGfnF9ml4hoGhEIwqQKTKjCpApMqMKnC++kl/dti279ZoI12Q6AtwfuKz9J7cbJuRw8DQiGYVIFJFZhUgUkVmFTh/fSS/m3ZYqAd6oZAW0L9FTP2rxbP/EPH3RenyV+kZRgQCsGkCkyqwKQKTKrApAoClS30PwdNoC18H9re002YeRp5H9rjfyXez8aQmStmN0zJPgk/KlfHF6eZX2cChZOmb5jeuLcYMNuV9wFNSEhLHAWYLIQ1OQGObhWYVIFJFVknUZljTS7XfwXo3xb3gfbSlcvlgfZ4x9Fjr1qgDe89bCa7gxXCFVM4VOIlp/uBStHhxUnypebQmy7cPrQlaqP7aeUBu6t9bKvTbtXII7goifHTZ2nhpxs3GYU1OQGObhWYVIFJFUPjp8+7Jpic2act9G/LhgLt8V6H8k+dQDvnKbUF6gTa3TDhzeWBVvJ1ZlKYScItrb1mlOeroY2ND2hC+vRCGGgVzfpjiVNecYvtUS08KJptGkyqKHEy7VaYjG4vudWKTdK/Lb4D7SHKjg20B6wCbXjvJaf1Wwu00f/NnsQPRd9RtHBIp6N+ektTrxmj8tXQxpYHtCL9/ECgnQnhYQLEMBWYVEGgVYHJEujfFgLtGywdaHs/ddz9OBrD5mezJagZaNMZtbf9+L8zdbVwSK870KZXta8BrQifKIb+N7Edk0MQHqYRPldjchqYVDFkMvEyhMmQ6CtO4vQsvNV+Aybp3xbHgfaYYyWBdrfbGQbasLHCM9T6VPijUN2dox/3tvSMzXRlfkgn+vf1mpF9RLLnZNGN7QxoS/fAKXy6wGQhhIcJTHshw2QIJlUMOSk8tejdamifLZjcx15xWJM96N8WAu0bn9549P5jPfjQw+X1wNmDhTV072Fjaw20XRKn3Wl6N99IoHWXUsYGWncDtgMmtXCiNgFimApMqsDkQkRfYjBJ/7Z4DbSHvwXVrTmB9hCTCLQlGP4O7dAOawq0Y9Ns+F+NvGYMfRtiqCt3AzYFgVYLp7wTIDyowKQKTC4EgTYK/dviNdBGL9XO/B3a/X6/dKA9ZtrEqTyBNpqFwmgU7pD+soU0GGhHJf8GXzOGHprCh6z9AeuT/l4AgXYmnPJOgPCgApMqMKki+oqDyR70bwuB9hZMAu0+ltaGNppT/wrtUF4dOqdfWaCNxvt9MHL5+jEMtNGuVjCgCYknh8QZAyYLGRKV3WHLJsudYDINJlVgUkV0dkx2oX9b1hBoSyoMtFGqBVq/zFkxuxzd3XofDz0D7tVXs70f0lkYEArBpApMqsCkCkyqwKQK7ybp3xYC7S0QaLN4X/FZGNA7qx+wGphUgUkVmFSBSRWYVOHdJP3bQqDtQ6BN433FZ2FA76x+wGpgUgUmVWBSBSZVYFKFd5P0b0vTgfbk+qmwzs4vSmrpQFvYBkVRFEVRFEVRFNVyVb1Cu7t9162hkM0V2jRnzr+Fk+Xs/KJwqTiFAaEQTKrApApMqsCkCkyq8H56Sf+22PZvFmgTPRFo03hf8Vl6L07W7ehhQCgEkyowqQKTKjCpApMqvJ9e0r8tWwy06Z4ItGkkK2Y38Bfeh3Yr+cPFM/+48ZHui5PkC7YGA0IhmFSBSRWYVIFJFZhUQaCyhf7nMCvQXrpyuVuFgfZ430P5Z+lA++ijjw29/cy+4P27zJmzYnY5wv3349PvTI4vTpKvNpaojbSl7m5DN+n+V7UBE21nF3/iS6U37q0fwWpMWyqYDBnlZNqtMInJUWBSRVoaJsupsyYXar4O9G+L70A79grt8Y4Tz24VAm337nr3ftwS/pdS/AyqXaHdBW8/23sGjP5X9uk1y+HFadptZzL0oJfMkn5F6X5abcD0K1zJxujXOS6MoX0MH8FqTFsqmAwZ62TarTAZ3WfCrTAZ3WfCrTZrsvvp0Hlg+Ckmw0+XWJOKZs2gf1s2FGiP9xo9qI7/RaBNM3PFlA9SGG8mfOU0hofE5ECbWNLh9moDJs4VSl7nhr7O6l8US6gWaGf22T6cqKnApIqSV39MllAt0M5vtXE4ukugf1u8BtpRafbZ2PvQDh17VoG2d6ivNdDuO5P26O0TVZHIPEMvTmNpLdDO/BZAuLHOgKOSVfomW3tRLGHaUsFkCCdqKjCpgkCrIjF+4jkTkyEc3SXQvy2OA235L9COCrS73e7+x05HBdobN+4vr/vuu3HffTfCHrYTaA8UvtKEz4CJBy76v2OxPSTChJ+I/eFtSzZWC7SJtgm08/ygabIAACAASURBVJmwVDAZ0ntu4URtDtE12dshvEn4KSazz/mYLGTIZOKEAZMhPE+WQP+2OA60oy7YZgNt9wW4TqDtPUEMfRD91JCZfxQq+nH4abhzNhoNqRtL41doE9NlX04OmFyhLZmi8NRt9S+KJUxbKpiM0n1uweRkWJMqxkpL3AqT0U/TZwuYjMLzZBb6t8VroB37E8itBdqxz7PrCLT7MQNG94x+mzD7X6NoLdCm90n/l2GgTXdCoJ3JNJ+YzMKJ2mQItComfDdwaDdMRj8l0M6EozsK/dtCoH394y7VfuQ4eu+FzxRWyH/keCh8ht8ITEtQKVpNoB3ak0C7Agi0C8GJ2mQItCoS4499/sdk+Gn0jKvkVkP7bMFkD47uKPRvi9dAK/+R4972moE22tWKA+1QOk2PXM1Aa4G23ENTgXbCo0mgLYfwoCKaFjA5AdakiqHxR31LF5P78csvcStMhh9zdPegf1u8Btre34WS/FGo7valA+3hp47Tx3/iO4iGLPQjx+GW8Al06Cbh15xjrLU/CpXYGN428emRmm/bM7SAy08jEl9q6Ot7f1IuZNpSwWRIdHZMToA1qSIcfxdw3J641dDG/YZN9v536GNM9ojOztHdhf5tcRxoR1UYaNNUCLQLOV0a1R+F2g+/Qnd3jj4Phl8t3Bh99SrB+yGdhQGhEEyqwKQKTKrApApMqvBukv5tIdDGIdAO4X3FZ2FA76x+wGpgUgUmVWBSBSZVYFKFd5P0bwuBdhACbRTvKz4LA3pn9QNWA5MqMKkCkyowqQKTKrybpH9bmg60J9dPhXV2fjGqlg60Y/uhKIqiKIqiKIqi2qmqV2h3t++6lU3bXKGNcub8WzhZzs4vxi4VXzAgFLL6g70arEkVmFSBSRWYVOH9FYf+bbHt3yzQljRHoI3ifcVn6b04WbejhwGhkNUf7NVgTarApApMqsCkCu+vOPRvyxYDbWFzBNoowhWT/kPE0T96HO4zxOSuui9Ok79IyzAgFOL95a0dWJMqMKkCkyowqcL7Kw792+I40I59H9re081Q5jlur/A+tN07DZOYJJ7JmbliyiNoiYrsgziB44vT5K8wmbSTxFDRWw19nfoDzl/qo25l+AjWpI7JhZrfGqxJju5RYFIFJlVknURljjW5XP8VoH9bvAbaXojNZtpDoD3ecfrYO3xc4Qrt7ntvtdrrYWhjC0hWTO+pbWiH7sMxSsscXYcXp8k3VxFOmhgq/K+EqMoDhg9ir6vsYzr2Vo08gotSzaSiWWBNxveZcCtMRveZcCtMRveZcKvNmgy3l9xqxa849G/LSgJtyRXa471GD6rjfx23P/zwI4X1pS89UV5f/OKXDpXooXCjCXNWzC5Hd8/ETUq+oMmAQkIbiaEKX5IPVB4w8XAsd3oxo18flDiZdqutmazDFkxWCw+KZpsmKy26EZMhPE+qGBo/LXNrJunfli0G2gNDrwfH7QTaKPN/5Ljk4/DpsuT0SGKphUN61Boo2dnqNSN9AsEp72Q4UfPFFkwSaFUQaFXwPKkCkyXQvy2+A+2o36Ht3XdrgXb3PaKm1hRoh+jttu9Mnd5t6NNptHBIjw20oZ9GXjPGBtroIbC1F8VChh70xDMJJq3YiMlRT0SJHViTQy953R3SWzB5gOdJCdGX6ei5x9Ct9hswSf+2OA603Rxb8ju0vfseOqiOHywdaA+ZNiT7QmVLhSu0+1tfcqI7HDcmmNah+SFdfgYT3d7Oa0b2set+3H2NTOy5b2lAQ7LHS7hP4lZD+2zBZB22YHLs6pp2q82aTG8ZuhUmw095npxG+DLN0d2D/m1xHGjH/lGo3n17CbRNpdl93Su00f2ju0U/nYb5IT020EZ3a+E1IxFoE7PwolgC4cEXWzDJmlQx7WUOkyGsyYUo+ZZKuGX1JunfFgLt6x+HqamFQNtamt3Xeh/aMAtNewKdgO0hMSrpJXYzf81IfCciPQgviiVwouaLLZhkTapIjF/+AoHJPWtyMQi0UejfFgJtn+72OoF26PBuMM3uq/8ObXrPxPPjZHvuAm37rxnpE7Ls6Vr7A9aHEzVfbMEka1LFtFMCTIawJlVEX6Yx2YP+bfEaaLt/EUr1R6HC7UsH2u7zQi+tpfOeIa1doR21vQQvgbb3AhNN+9HFYxhoh1Z1tE9HA5pQ7gST5mzEJGtSReJJMtyeuNXQxv2GTSY2TrjVfnsmoxsxuad/axwH2lEVBtoSTH7kuHFqvg/t8d/0bkP3Na1J74d0FgaEQjCpApMqMKkCkyowqcK7Sfq3hUCbgkAb4n3FZ2FA76x+wGpgUgUmVWBSBSZVYFKFd5P0bwuBNgWBNsT7is/CgN5Z/YDVwKQKTKrApApMqsCkCu8m6d+WpgPtyfVTYZ2dX4ytpQPthJYoiqIoiqIoiqKoFqrqFdrd7btulQRurtCGnDn/Fk6Ws/OLCUvFEVsY0LqFlYBJFZhUsfqnr2pgUgUmVXh/nqR/W2z7Nwu0hf0RaEO8r/gsvRcn63b0bGFA6xZWAiZVYFLF6p++qoFJFZhU4f15kv5t2WKgLe+PQBuyxIop/IvE4d+Ll3eyv/XFaYmvb84WBrRuYSVgUgUmVaz+6asamFSBSRXenyfp3xavgbb7JrQlb0V7DLTH+x6KQ93tn/v8vSX1hcf/przuv//0WN077b0nTeK9amxZLtCm38hnHwu0S8g5vjgJv+YEwqHS71EUqhjyU23AbFfl36EYO6BuiE2DSRWYVNHI8/OiDL0OJp48wx3SG/fbMLkf6WTarTApNLlQ83Wgf1u8BtpeuC28Qnu84/TrwfHTOoF2lzutH3qmMKHaFdq0h+4jpfVzeHESfsEJhOsz/YIRfppYVHUGHGog/bJX/qXSA47vFyJgUgUmVbTw/FyT3qte4Z77Zl4IbBnrZNqtMBndZ8KtvD9P0r8tGwq0x3uNHlTH/yLQptGumMS398IX8vCBS6SgybRwSIffztwPL4Ps+tk38JqRDrQTBlzxi2I7YFIFJlVszeSigVbTYsMQw1SUOJl2qzWZpH9b3AfakjT7bOx9aIeexVoLtE2l2f3CV2i74TYdaLuRT6vI/JAeeqlYQaAddUI2tH31L4rtgEkVmFSxKZPlaTbcgefJPYFWB4G2BPq3hUDb30KgTSNfMWGILQm03e1azA/psYF2P3yhO7rRNtAOtbofHnBrL4rtgEkVmFSxKZO9F7vEk+ee58kYocB9wSkWJqOEy6/3sh69Sfjpik3Svy2+A21hmi0JtL1D9IB5oG0tze4XC7T74PUmHWizr+6TsT0koutwaEt0e/Z1pf6AQ0OVdD6024pfFNsBkyowqWI7Jsc+W/I8GaV7kkCgncyQk/T56tZM0r8tBNr+pwTaNPLfod0H8ksCbXe7FgKtlsRjRKBtHEyqwKSK7ZhMv7oRHiZAoJ3MWCfTbuXdJP3b4jjQlqfZbKDdBRw22gbaBtPsvrHfoe3ur8LwkIiuw+7/Dt0qu5vVa8aoczICbWtgUgUmVWzEZPZFjfAwAWLYZAi0JdC/LQTaPt3tBNqQpQNtuHHfeR7sxbwlFDVySGdfG4a2t/OaUfjyltg/sVsLA64eTKrApIqNmBz75Dm0w8afJ6NnC5icAIG2BPq3hUDbp36g3d96aS7boS0m70PbNdMLt+GVzJk0ckiPOqEZWj9RP3UG3AWku9p7G3ALYFIFJlVsxOTQa2L6PIHnyZDo7JicQLmTzZqkf1scB9pRFQbaEqoFWkfUCbThM13hDefj/ZDOwoBQCCZVYFIFJlVgUgUmVXg3Sf+2EGhTEGhDvK/4LAzondUPWA1MqsCkCkyqwKQKTKrwbpL+bSHQpiDQhnhf8VkY0DurH7AamFSBSRWYVIFJFZhU4d0k/dvSdKA9uX4qrLPzi7G1dKCd0BJFURRFURRFURTVQlW9Qru7fdetksDNFdqQM+ffwslydn4xYak4ggGhEEyqwKQKTKrApIrVnxRVw7tJ+rfFtn+zQFvY340yHh5D94aLyl0I7ys+S+9l3rodPQwIhWBSBSZVYFIFJlWs/qSoGt5N0r8tWwy05f0RaEO0K0b4p4xVf/G4+zIv+YKtwYBQCCZVYFIFJlVgUoX3GNAO3k3Svy2OA+2lK5ePVR5oj/fdyz+7WzlsrBZos2/VtcT700xjzoqJvj3PhFsdt6eZ1uTxZX7azeeQHiExUXb9dHeuP2C2q+yj1viAJmBSRdZJVCYmQxLGhhbk0K0wyZqUUMfkcv1vCu8m6d8Wr4G2F2KzmfYQaI93HD4lRZ/Ulg60hzsd6iRxBmDIzBVzHDnKcZ80gjGGObzML3oXJYSrYmjw6PpJLO/KA/Ye2bCr7JHY+IAmYFLFtKdfTIYkxvf79GUCa1JFNZMz+4QD3k3Svy0bCrTHey08+dsvH2hvxH7qeN2B9kB0xsIznvB/tYm3kUM6NCM8IxT2mSV7Lpt9vBof0IRqgVbRbNNwyqsibdLp05cJrEkVmPSFd5P0b8sWA+2BkihlGGjbTLP7JgPtqP2ztHBIR0fweEZYci5LoJ0AgVZFiZNpt8Jk4tP0bpgMP2VNTgCTvvBukv5t8RpoJ/wObe++e1Fq6PqeYaAdasmWOr9DuxumZJ850lo4pKPNezwjTJ9AdP838ai1PKAV4YGwTzqJbsHkgfBJI/tMgskoCWken74MYU2qwKQjvJukf1u8BtpFr9B2n/gqB9ruXQ91a4vkd2i7H08eLX3DyV/W/JAuPPMb2t7Oq+/QYg7/N3EwhlvaGdCW7glZ1kl0Cyb3XOvWkZbm7unLENakCkz6wrtJ+reFQBvBKtCWtGSOcMUUBtq0liEmd2V+SG8h0JZ8Oym9QwsDtgMnapMpyV2YLIFAq4I1qQKTvvBukv5tIdBGOD5/VQi0x0ybzmDrC7SJtLMPXkKyOwv92B4SE76p0earb+JbDGNPfNscsCkItJPhlFcFgVYFa1IFJn3h3ST920Kg7X/c+7ROoC18Sm0B1Y8cp8PqUKANP+7tE33tGQWBVk7iWAu3cHpRQlQpJicw1sm0W23W5NCn6d0wGX7KmpwAJn3h3ST92+I10Gr/KNT+1gtK3e0VAu0uIN2SLZI/CpU+HU+foCe+yTo/ze6tD4nyQBsG+95SGVo/hoF21FJ3NKAJ0dkxOYFyJ5hMMzT+3vPTlwmsSRWYdIR3k/Rvi+NAO6rCQFtInSu0jpi/YqLnOtFzoH0QgRI37O4w9NVK8H5IZ2FAKASTKjCpApMqMKkCkyq8m6R/Wwi0eQi0Xbyv+CwM6J3VD1gNTKrApApMqsCkCkyq8G6S/m0h0OYh0HbxvuKzMKB3Vj9gNTCpApMqMKkCkyowqcK7Sfq3pelAe3L9VFhn5xfT6nOfvzddZw8+VF6nDzzQq8mNURRFURRFURRFUVZV9Qrt7vZdt8pj99KBdrlvGCzBmfNv4WRhQO+sfsBqYFIFJlVgUgUmVWBShXeT9G+Lbf9mgXZUlwTaLt5XfBYG9M7qB6wGJlVgUgUmVWBSBSZVeDdJ/7ZsMdCO7ZJA28V2xQz97eLJf9M4xPshnYUBoRBMqsCkCkyqwKQKTKrwbpL+bXEcaMe+D20vze6Ct8UbenuYaoE20dIy/qcwc8Xshgn3SXwc/cpzGjvi/ZDOwoBQCCZVYFIFJlVgUgUmVXg3Sf+2eA20vRCbzbSHQHu84zAXJeJQnUAbhrrC9iojXDHpaJr+d5/MxnO+C+D9kM7CgFAIJlVgUgUmVWBSBSZVeDdJ/7ZsKNAe77WXi7obo1QItGFLBNrovyXfiZjpyvshnYUBoRBMqsCkCkyqwKQKTKrwbpL+bdlioD2QSI+93Ux+5HjjgXboR47DWxFox8KAUAgmVWBSBSZVYFIFJlV4N0n/tqwh0Jb8Gm020A79qCqBtof5Fdr015kvyvshnYUBoRBMqsCkCkyqwKQKTKrwbpL+bfEaaLt/FEp+hbb7W5p7oz8KtdZAW/Irr4lAO/Q1ox9Pw/shnYUBoRBMqsCkCkyqwKQKTKrwbpL+bXEcaIU/cjz0XwTaENsfOU5fpJVY8n5IZ2FAKASTKjCpApMqMKkCkyq8m6R/Wwi0EXrxiUDbxfBHjktuNR/vh3QWBoRCMKkCkyowqQKTKjCpwrtJ+rfFa6Dt/Q5tNvFO+5HjAwTaLua/Q8sV2pkwIBSCSRWYVIFJFZhUgUkV3k3Svy1eA23vd2hnBtr9rb/b2dvTJNCmWzKktSu04e/fztTl/ZDOwoBQCCZVYFIFJlVgUgUmVXg3Sf+2OA60oyoMtOVUC7QumLNiwj8E1SPcc9/JqOXZdU6s9X5IZ2FAKASTKjCpApMqMKkCkyq8m6R/Wwi0ecII2qtHHnm0vO6770avhEIr4H3FZ2FA76x+wGpgUgUmVWBSBSZVYFKFd5P0bwuBNg+Btov3FZ+FAb2z+gGrgUkVmFSBSRWYVIFJFd5N0r8tTQfak+unwjo7v5hWSwfayY1RFEVRFEVRFEVRVlX1Cu3u9l23ymM3V2i7nDn/Fk6Ws/OLyUvFBVsY0LqFlbD6pVINTKrApAqeJ1VgUoV3k/Rvi23/ZoF2VJcE2i7eV3yW3gmTdTt6tjCgdQsrYfVLpRqYVIFJFTxPqsCkCu8m6d+WLQbasV0SaLsssWJG/d3joR1UdE+Y5F+8BbYwoHULK2H1S6UamFSBSRU8T6rApArvJunfFq+Btvf2s8f3pB16W9pjoD3e9y72dqbRmFQz0CYi3DIPwWgWCrTl248bF3JyPGFa4otnyYb57K26fqK3qjbg2FkSD+ioL+X9SbkdbI+Fasw/6LK32oLJXUC4PXvD9MY9JpMyx5pcdIrtgEkV3k3Svy0uA20vuIbhdijQHu84fHIfeq3dVwy04euQ1LaGpQNt4uMhtM0cTpi0X7OQ6JosWajhxsSt6gw4dpb0+e6oL+X9SbkdDI+Fakw76CasydWb7NLNYNHtQ1sw2aP8lIDnSSswqcK7Sfq3xV+gPeTVCYH2eK/lOeEAgbbLcoE2jKmFQVfbTDuH9HKBVtZiMem2o5MO3ZYTtWpswWS1QKto1g1DgTaxZ/dTTB4h0LYPJlV4N0n/tvgLtGFqHRtoDxS+Tux2uzqBtvfy02aa3W/jCq32C05m2rl1dKP5eczYJrO7tTbgKtmCSQKtnFHfcMRkAky6AJMqvJukf1sItK9/PBSQDAPtcpltDoZ/FCr7sQTzQzo6e2IlRI21dh4THSexT2I7J2rV2IjJUYdPYgfW5IHw+Tn99BV+iskDQ68CmGwKTKrwbpL+bSHQ9j/ufnr4oEKgDU+ksmdUVlj9UajByLu6QHske0YS3dLgecyopFq4W1MDrpUtmBy7uqbdagsmD4QSEi+10f2HNh7YssnEp0M7YLICmFTh3ST920KgjdBCoC3vtjL8Dm01Cs+tx96q8oAlB1p6T07UrNiCSQKtFmKYivRTPSbbAZMqvJukf1sItBF6+WrpQFtyyXEjgTaxpfdfy9HOIb2CQDvqnIxA2xpbMEmgFVIoKrsDJguf5xNbMFkNTKrwbpL+bSHQ9j8OPzV5H9qxMaYaJldow8yfzv9zMDwkVnZuPfbslkDbGlswubKDzhYCrQpMOgKTKrybpH9b1hBon/3eO9P23p921BXaREB69NHHhPWFx/+mV0NdLZfZ5iBfMYnpsq/Z6ZtPw/aQiD7oQxsn3Gpfa8Ch7zskVnXi3KvBAbfARkyu5qAzJzyo95icBCYdgUkV3k3Svy1eA+3YCgNtOTUDbftoV0z0ZXvfeQ3ubQn3ETZzwPshnYUBoRBMqsCkCkyqwKQKTKrwbpL+bSHQ5iHQdvG+4rMwoHdWP2A1MKkCkyowqQKTKjCpwrtJ+reFQJuHQNvF+4rPwoDeWf2A1cCkCkyqwKQKTKrApArvJunflqYD7cn1U2GdnV9Mq6UD7eTGKIqiKIqiKIqiKKuqeoV2d/uuW+Wxmyu0Xc6cfwsnCwN6Z/UDVgOTKjCpApMqMKkCkyq8m6R/W2z7Nwu0o7ok0HbxvuKzMKB3Vj9gNTCpApMqMKkCkyowqcK7Sfq3ZYuBdmyXBNou2hUz9OYEiR1K/nfOXz/2fkhnYUAoBJMqMKkCkyowqQKTKrybpH9bvAba6PvNDr0JbTfQHu87+h4w0bdrqxZoEy0t438Kc1ZM+j30ensO7RP9r12MaU16P6SzMCAUgkkVmFSBSRWYVIFJFd5N0r8tLgPtpSuXw+wa3dgLtMc7jr6p6VCXdQJtOum1k2lnBtruv2MjaHj1NX39dhreD+ksDAiFYFIFJlVgUgUmVWBShXeT9G+Lv0B7SK297Brd2Au0x3uN/lSqbaDNRrX1Bdp9wVDRxMsV2pkwIBSCSRWYVIFJFZhUgUkV3k3Svy3+Au3kHznu3XfJD74e/svkR47XGmjDGUuusvYu7Xa/2lBIJtAOwYBQCCZVYFIFJlVgUgUmVXg3Sf+2EGhf/3joyp5VoO11tYD8iagCbTp5RmMqV2glMCAUgkkVmFSBSRWYVIFJFd5N0r8tBNr+x/sgR3GFtkvl36ENo+xQoB36YCzeD+ksDAiFYFIFJlVgUgUmVWBShXeT9G8LgTYCgTaB8HdouxtLbkKglcCAUAgmVWBSBSZVYFIFJlV4N0n/thBoI/QuIT740MPpOn3ggfIi0CZ+nDjcOb3nkJY5urwf0lkYEArBpApMqsCkCkyqwKQK7ybp3xYCbf/j8FMCbZflfoc2cel1yAy/QzsBBoRCMKkCkyowqQKTKjCpwrtJ+reFQPvGp0NByCTQplsyZP4V2n0yu0b/NxtoEx+PxfshnYUBoRBMqsCkCkyqwKQKTKrwbpL+bfEaaMdWGGjLqRZoXSAJtN0tJb/MPLR/9Dr2zG8BeD+kszAgFIJJFZhUgUkVmFSBSRXeTdK/LQTaPATaLt5XfBYG9M7qB6wGJlVgUgUmVWBSBSZVeDdJ/7YQaPMQaLt4X/FZGNA7qx+wGphUgUkVmFSBSRWYVOHdJP3b0nSgPbl+Kqyz84tptXSgndwYRVEURVEURVEUZVVVr9Dubt91qzx2c4W2y5nzb+FkOTu/mLxUXMCAUAgmVWBSxepfgKqBSRWYVOHdJP3bYtu/WaAd1SWBtov3FZ+ld+pp3Y4eBoRCMKkCkypW/wJUDUyqwKQK7ybp35YtBtqxXRJouyy6Ygr/OvGi72PUPfVc7l4MYUAoBJMqMKnC+ylXO2BSBSZVeDdJ/7Z4DbS9t5y9dOXysdKB9njfiTd97f1XzUDbe0+alb0PbcguR+KGwja6HE89F/r6hUTfsiixc2hsSGO1AbNdhcfg5C/V3bmRR3BpRjmZditMYnIUCWnCo1vb82bBpApMqvBukv5tcRloe8E1DLdDgfZ4x+HLZOLltlqg7XZV3l5lFloxu++9hex+YNhdEmEnh1NP4RecQHR9Jk6sw08T66fOgEMNpONB+ZcyH9CWsU6m3QqT0X0m3GqzJo8fC4/u+a3CHpM6MKnCu0n6t8VfoD3k1aErsYlAe7zXwlOWIwTaLkusmHDqUd/g19LCIR1erNgPGyhZKuZnhOlAO2HAjZ/yVothimabBpMq0t/D4uhuDUyqwKQK7ybp3xZ/gTaRWgsD7YEwMETZ7XZ1Am3vhXwjgTaa3LL/FX4qxPyQHjr/W0GgTT9qnPKWQwxTgUkVaWkc3a2BSRWYVOHdJP3bQqB9/eMuvd0ItF0WukKbeAiO+yQ+FWJ+SI8NtPtbBUa3dzfaBtrEo8wp7yhCk8SwCYQvBHtMToWj2xGYVIFJFd5N0r8tawu0iT8K1bvv3nlM9L8OH2QD7X333SivGzfu71V4j4mWzFl6xaTPe8LoOxSAJ2N7SAwtgOiW6PbstwPqD1i4qjnlLWesk2m32oLJ/a3f98HkZDi6fYFJFZhU4d0k/duyqkCbuGybDrRD/0WgDbF6255qQgi0WuY/ppzyhhBoFwKTkyHQ+gKTKjCpwrtJ+rdlPYE2kWanBdrjt+2XDrTR640bCbTh7KGK4569jxdyYnhIJMbf+wy06ceIU97JEGgXApOTIdD6ApMqMKnCu0n6t2UlgTadZif/yPGBCldow7veSKDtkf0uQ/fj9QXaLtlz6KHt7ZwRFsaAxP6J3VoY0BACrYroCwEmJ8DR7QtMqsCkCu8m6d+WNQTaw9vSdmvCFdqhy2J7o0CbbskQ80Cb+E6EhEYO6VFpMLpUhtZPnQF3Aemu9t4GNKfcCSbTRGfH5AQ4uh2BSRWYVOHdJP3b4jXQjq0w0JZTM9C2z0IrZug06Pi/vQ96NxR24v2QzsKAUAgmVWBSBSZVYFIFJlV4N0n/thBo8xBou3hf8VkY0DurH7AamFSBSRWYVIFJFZhU4d0k/dtCoM1DoO3ifcVnYUDvrH7AamBSBSZVYFIFJlVgUoV3k/RvS9OB9uT6qbDOzi+m1dKBdnJjFEVRFEVRFEVRlFVVvUK7u33XrfLYzRXaLmfOv4WT5ez8YvJSccEWBrRuYSVgUsXqD7pqYFIFR7cKTKrwbpL+bbHt3yzQjuqSQNvF+4rP0jthsm5HzxYGtG5hJWBSxeoPumpgUgVHtwpMqvBukv5t2WKgHdslgbaLdsUk/kDx0LtlZL/azD963D1hmvN1mmULA1q3sBIwqWL1B101MKmCo1sFJlV4N0n/tngNtL03m02/CW030B7vO/Gug73/qhBoR70Rny1zVkw4Ufr9eKIfp7/+qP2jHE+YJn+FOUQVJRZndJ+hL3Wg8oCJAy26MTtgeuPe+kltTWBShe2zSh2GnqnkR/fqTe6nnhLwPGkCJlV4N0n/trgMtL3gGobboUB7vOPwyX3oFWK/fKCNdlLeXmUkK2Z3a/IMpztuj9LdLcG03g4nTNNuO5Psg544jyn/UjUHDB+vaFfpB2vsAeL9SbkdMKnC8FnFhMRRn9hzX3Z0r97ktFMCniet8YtmaQAAIABJREFUwKQK7ybp3xZ/gfaQV4euxCYC7fFexybGyj9yvLVAGx2tcPwlLLVzSC8XaBXd5QlXcnn/if/lRK0amFSxNZOLBlpNiw1DoPUFJlV4N0n/tvgLtInUWhhoDxS+4u52u2ygPf/C4+UV3jza2CoDbXj5dCjN9hLv0HXXTQXaUWmwnfOY7IGWfdQ4UbMCkyo2ZbI8zYY7cHTvCbTewKQK7ybp35b1BNrs79D27rv3opuITHUCbTrprSbQ9j4dMl+e5bq3TefkQto5pCdIKFk/5oE2bHXo6Au/wp4TtYpgUsWmTBa+toY77zm69/t9TOC+4OUAk1ZgUoV3k/Rvy3oCrfAKbS8VcIW2izDQ7geG3QfJJ5t71xdoyxdA4+cx0ZOz7n9xotYsmFSxHZPpw5mju5Duix3Pk42DSRXeTdK/LQTaCATaBEv8yHHha3Pi48QL/1haOKSzQrK3bec8puQ7R+mNnKhZgUkV2zGZfqbi6J4AgbZxMKnCu0n6t4VAG6F3eZBA22WJv3K8z81bGGgTX7Ac80N6Tprdt3ceQ6D1CyZVbMRk9pmKo3sCBNrGwaQK7ybp35Y1BNrCt+3p3Xf5efbSgXbs65AtDQba6I9mOQ20hRkv8b+tncdkDzRO1JoFkyo2YnLUz9okdtj40Z3+pm3006EdNm6yDphU4d0k/duyhkDb/YtQ0/4o1D7207BHKlyhjd57oiVDlnvbnpLkUx50PQbaXcBxe3Tn6A3TG/emgXaoq6GNE261t35SWxOYVLERk0PPVBzdY4nOjsk2waQK7ybp35Z2Au2/+9Vf/3e/9u7SQDu2wkBbTuUfOW6cmSsm8WLc2y3xabgx3GHoK2fxfkhnYUAoBJMqMKkCkyowqQKTKrybpH9b2gm0467QEmit8L7iszCgd1Y/YDUwqQKTKjCpApMqMKnCu0n6t6WdQMsVWh94X/FZGNA7qx+wGphUgUkVmFSBSRWYVOHdJP3b0k6gjVyhPbl+Kqyz84tptXSgndwYRVEURVEURVEUZVVVr9Dubt91qzx2c4W2y5nzb+FkOTu/mLxUXLCFAa1bWAmYVLH6g64amFTB0a0Ckyq8m6R/W2z7r/o7tAulWQLtyuidMFm3o2cLA1q3sBIwqWL1B101MKmCo1sFJlV4N0n/trQTaOtdoR3VIoG2h3DFTP5DxImvM/9rdk+YZn6pNtnCgNYtrARMqlj9QVcNTKrg6FaBSRXeTdK/Le0E2lnvQ5vdfgy0x/tOvMNb979qBtqSN50zZ+aK2Q0zYbfjztGPp3E8YZr5daYRTlpi4Lhn9Ov0blV5wJJVnZ1u1K28Pym3AyZV2D6rVGPa09fYo3v1Joek8TzZJphU4d0k/dviMtBeunI5GlyHth8D7fGOwyf3oVeI0wceyNa9995XXo8++livoi0Vtlef+ldo07uF0ma6OpwwzfkKk8k+6InR0mc53U9rDliyqsdOnb2V9yfldsCkCsNnlWpMe/qacHSv3mSXbpqNbh/awvNkNTCpwrtJ+rfFX6A9RNYJgfZ4r4Wn0QeWDrRDLbWTYHvMXzHht5/LI2vif1X22jmkywNtOslbfWN+2qrmRK0dMKliCyarBdqZffpiKNAm9ux+iskKYFKFd5P0b4u/QDv0o8WJoPts7H1oC8+z6wTaUS3Zolox5QOWXJYcdTEzTTuH9Nir9CXni/vqAxJo/YJJFVswmX6+Kvx2G0d3l1FPnpi0ApMqvJukf1sItK9/HL1aWJJmFw20JRcwKzNnxUSvzYbmy3fbd6SpLLVzSK810EZXdWKpc6JmBSZVbMRk9GX0+F9DNwk/5eg+MOqUAJNWYFKFd5P0b8tKAu3xU8kV2uOntoE20aEhkhUzKqoV/q9KVyOH9Ng0G90neivbQJt9mLJTcKJWDUyq2ILJxCGZePri6B4i+i2/of+N7j+08cB2TC4NJlV4N0n/thBoI1QLtImWJuSZOiz0O7Tp7zqXPFjdb2DPaa+FQ7r8+saEW5lfoR36dGgjJ2pWYFLFFkwSaLWkny15nmwHTKrwbpL+bVlDoD38LahuSQLtbrcj0IZIAu1+5OlOYaCVWDI/pKel2XC3oVsRaKEQTKrYgsmhQzL99MXRHaXwaTC7AyYrgEkV3k3Svy1rCLQl29v8keMJLZkz/31ow4+HpisJvUNfZLIx20OiMOOV3NZLoOVErVkwqWILJgm0Qgi0jsCkCu8m6d8WAu0bn4Y/+Lp0oM3+TFHYkjkz/yhU+fbCC5VrCrS7gOP26M7pLQ0G2v3Aqh7aOOFWe+sntTWBSRUbMZk9kKMbObpDhqTxPNkgmFTh3ST92+I10I6tMNBmKUyzwiu0LtCumOgLbbgl8V9Dr9xDXyGL90M6CwNCIZhUgUkVmFSBSRWYVOHdJP3bQqAdhEAbxfuKz8KA3ln9gNXApApMqsCkCkyqwKQK7ybp3xYC7SBLB9olhFbA+4rPwoDeWf2A1cCkCkyqwKQKTKrApArvJunflqYD7cn1U2GdnV+MqqUD7dh+KIqiKIqiKIqiqHaq6hXa3e27bmXTNldoo5w5/xZOlrPzi7FLxRdbGNC6hZWASRWrP+iqgUkVHN0qMKnCu0n6t8W2f7NAW9IcgTaK9xWfpXfCZN2Oni0MaN3CSsCkitUfdNXApAqObhWYVOHdJP3bssVAW9jc5z5/b2H99V/fXV6PPPLooRY1uxzaFbPLIbyvQronTPXvvQJbGNC6hZWASRWrP+iqgUkVHN0qMKnCu0n6t8VroO293+ylK5e7lQi0x/uOvlVMN0fVD7SJlpbxP4VFV0x60jqJ93jCJP/KJYSjlY+8G34Ho+5/VR6wZFVnpxt1K+9Pyu2ASRW2zyrVqHN0b9bk8b9G3YrnyaXBpArvJunfFpeBNkyt0RAbBtrjHYdP7uGLROVAG74IpduzQr5idsNo76iQwwmTyV1nH/TsqUzJl605YMmqHjt19lben5TbAZMqDJ9VqlHt6N6myePHhc/zPE9WA5MqvJukf1v8BdpDdp0QaI/3WvhCWzPQhi21k2B7LBFoR21fmnYO6fJAG13SQ7eqNuC0VU2gbQdMqtiCyZJvwnJ0lzA0/qjneUxWA5MqvJukf1v8BdowwWbT7LOx96HNnmfb/sjxpgJta1doTe43pOQEMbtDuLHygARav2BSxRZMEmhVpE0SaFsDkyq8m6R/W1YSaNO/QFsSaMMc1UKgtY12UUyu0CZCr9xPO4f0WgNt9FFLPJScqFmBSRUbMZl9TibQFpIwSaBtDUyq8G6S/m1ZSaDN/vjxqCu0h0/NA22iQ0NauEK7qI1GDumxaTa6T/RWtoE2u6o55W0HTKrYgsnsUxbfriokbZJA2xqYVOHdJP3bsoZAW/Jf6UAb/ld5mq3zI8crDrQHygdcWkULh3T5d+Un3Mr8Cu3Qp0MbOVGzApMqtmCSGKYCk77ApArvJunfFgJtBAJtgiVWTPnl2QpXrc0P6WlpNtxt6FYEWigEkyq2YDJxSJb/uA1H955A6w1MqvBukv5tWUOgXeJHjgm0Qyz0O7SSqCPB9pAoHLzktl4C7difVORErRqYVLEFk0OHZPrpi6M7hEDrC0yq8G6S/m1ZQ6Dt/V2oCX8Uan/rRcL9mF+gXSjQhi01wnIrJj1v9CruEnIMD4mh0abF+wYD7X7gUR7aOOFWe+sntTWBSRUbMRl97so+p3F0hyRe4BLP85g0AZMqvJukf1u8BtqxFQbaNEsH2oWEVkC7YoZea4dey6NfQdjP3vqQqAADQiGYVIFJFZhUgUkVmFTh3ST920KgjUOgHcL7is/CgN5Z/YDVwKQKTKrApApMqsCkCu8m6d8WAm0cAu0Q3ld8Fgb0zuoHrAYmVWBSBSZVYFIFJlV4N0n/tjQdaE+unwrr7PyisO5/8HTpQFveDEVRFEVRFEVRFNVgVb1Cu7t9161Ezr779O4bY7h7DPfcc88999xT7XsGcs6cfwsny9n5RflS8QgDQiGYVIFJFat/AaoGJlVgUoV3k/Rvi23/ZoE23RaBNoH3FZ+ld+pp3Y4eBoRCMKkCkypW/wJUDUyqwKQK7ybp35YtBtpsWwTaBNoVI/k7xto/dNw99RR+2XZgQCgEkyowqcL7KVc7YFIFJlV4N0n/tngNtBPeh7Z3MjH0PjG73W7pQFv4TnFDb2ljy5wVE52x5FaFO+xuZVqTx1PPaTefyZyVMHST3g2rDVg+S/aBG6XF9hGsxrSlgskQTErYBUS3p2+Y3ri3PmVZE5hUgUkV3k3Svy0uA20vuIbhdijQHu84fJnsfrp0oO3dabSTRHu2zAy03X8LT4CGdtvHTnrCDyYMaJhmw08LV8LQyWJ4kzoDjpol/WCN1WL4CFZj2lLBZAgml6D3LF24577MpKbFzYNJFZhU4d0k/dviL9Ae8moi0A5doT3ea/Yls3Kg7RFtrx1UgXZfPGN2t+jJ05xAO+2GcsoDbXrNhIFW1mIxibaH/nfotpzy7ivGMEWzTYPJJSDQtg8mVWBShXeT9G+Lv0AbhtixgfZA4hWXQJtg/o8cdz/dF0xavkP3g00F2sR/hRtbC7RjFwCnvHtimA5MyilPs+EOmKwGJlVgUoV3k/Rvy3oCbfZ3aHv33XvRPXL36d31f4e220O3veietqgCbfrq3G6YxD6TG+tifkhHV0L3vxI3LNloHmjDAdMPIqe8UUJpCSeJHTCJSS2JZ+n0zntMVgSTKjCpwrtJ+rdlJYE2e8G2/ApthUAbvd/exjC8qaTPpMLv0E77suHXnPbV2jmkw7n2yZWQPe0+UH/AoZ6zJ6/RLZzy7rmuqAOTWtLqMNkOmFSBSRXeTdK/LSsJtCV/FKp330Mn2e0E2pJu6yP8HdruxuytSr6g5FsA7RzSJRc00v/VQqAd1XB0I6e8IcQwFZjUkn7ixWQ7YFIFJlV4N0n/thBo+xBo0wiv0IYbo3tGP+jtFl6VJdAO7VlzwLFnt9GNnPKGEMNUYFLIhO9OYtIKTKrApArvJunfFgJt/+OlA23Yw7QzKiuW+x3a8BHJXnoNd4uG21EYHhLZlTAqH5oH2vknr9Nu5f1JuQRMqsCkkEJR2R0wWQFMqsCkCu8m6d+WNQTa7l+EmvZHofadLLR0oB26nFi40Zz5V2j3t8ovjLj72LnOEn5sD4n0SujtGd42vcOBOgPuAsLt0Z27G7M7RM14f1IuBJMqMKliF3vOwWSbYFIFJlV4N0n/tngNtGMrDLRD1LxC6xFJoO1uiZ4D9XaIntnsYhlpaOdyvB/SWRgQCsGkCkyqwKQKTKrApArvJunfFgJtHwJtGu8rPgsDemf1A1YDkyowqQKTKjCpApMqvJukf1sItH0+c+Ozn7nx2c99/t7yOnvwofJaVGgFvK/4LAzondUPWA1MqsCkCkyqwKQKTKrwbpL+bWk60J5cPxXW2flFSS0daAvboCiKoiiKoiiKolquqldod7fvuhVN2Ic0yxXaBGfOv4WT5ez8omSp+GULA1q3sBIwqWL1B101WJMqMKkCkyq8m6R/W2z7Nwu0Qw0RaLN4X/FZeqee1u3o2cKA1i2sBEyqWP1BVw3WpApMqsCkCu8m6d+WLQbaRENLB9pqZpfD+4rP0j31tO5lEbYwoHULKwGTKlZ/0FWDNakCkyowqcK7Sfq3xWug7b7fbPdNaIfeivYYaI/3Hb4HzG63qxBoE+8rM/QmfguYn458xQy96U70ARK+Pc8Qx1NP7ZcdRWL2of3DfYZuZTvg2PWfuFViQG3PmwWTKlp4VqkAR7cjMKkCkyq8m6R/W1wG2qHU2gu6YaA93nE0L+2Xv0IbvdOhloY22rLoiikZNuFQwuHUU/s1RxGe2PX+N3qT9Jbup4YDjl3/iVulB5zfKuwxqcP8WaUCHN2+wKQKTKrwbpL+bfEXaA+RdUKgPd5r4iWz8o8cdy+mDbVEoN0nL8/KM7/tIZF90CWBdlaLMxjqKj01p7xWYFLFFkxydPsCkyowqcK7Sfq3xV+gTQTXoTT7bOx9aKMXwawCbfTTxEZDtnCFVvsFJzAq0JYsm0bOCNOPHae8rYFJFVswydHtC0yqwKQK7ybp3xYC7esfHyDQZrEKtHUuz+6tD4kD0dQ6NGzURrNnhIkHjlPe1sCkio2Y5Oh2BCZVYFKFd5P0b8t6Am0izbZ5hXbapTZzrP4o1HFn7b2HtHBIp4N9ekvLZ4Tp7+BwytsamFSxBZMc3b7ApApMqvBukv5tIdDeQrVAW57WVh9ou6SHLc+9c2jhkB4VaKM7tHlGyCmvLzCpYgsmObp9gUkVmFTh3ST927KSQJtOs60F2sKX9vTOVtj+yPGom0yjhUOaQJvdrc0BVwYmVWzBJEe3LzCpApMqvJukf1sItLd8XOd9aId0EGjTJz3bDLTZ80JHZ4Sc8voCkyq2YJKj2xeYVIFJFd5N0r8tBNo3Pt0t/0eh0j8uS6DlR44PRBdnb9jex9Edooq8/FEopwOuCUyq2IhJjm5HYFIFJlV4N0n/tngNtGMrDLRRbjx6/6EefOjh8rq4eK6wlhZaAe2KGcqo0VOZaHaNbpyD90M6CwNCIZhUgUkVmFSBSRWYVOHdJP3bQqC9BQJtFu8rPgsDemf1A1YDkyowqQKTKjCpApMqvJukf1sItLdAoM3ifcVnYUDvrH7AamBSBSZVYFIFJlVgUoV3k/RvS9OB9uT6qbDOzi+ytXSgLemBoiiKoiiKoiiKar+qXqHd3b7rVjRhc4U2y5nzb+FkOTu/KFkqftnCgNYtrARMqlj9QVcN1qQKTKrApArvJunfFtv+zQLtUEME2izeV3yW3qmndTt6tjCgdQsrAZMqVn/QVYM1qQKTKjCpwrtJ+rdli4E20RCBNsv8FVP4d4mPu6X/9PGor1lC99RT9TWbYgsDWrewEjCpYvUHXTVYkyowqQKTKrybpH9bvAba8H1oj5UOtMf7Dt8SZrfbVQu05alM/rY0M6kQaLtRtvDmSwRa1RecQHRxDoX56A6J7wIYDjjU1YQBE7fy/qTcDphU0cKzytJwdPsCkyowqcK7Sfq3xWWg7QXXMNwOBdrjHYcvk4dP6wTa6Et7+UZbJIE2Sm+fxM3TXyd98pTlcOo57bYSwhO73v+G+4/awXzAA93HMbp9aMvh08StvD8ptwMmVTRy0FWDo7t9MKkCkyq8m6R/W/wF2kNenRBoj/eaeMmsEGgT916y0ZyZKybxTfroljCjZk+JZmJ7SGQf9Anjt3mJY+iUN7Fn91NOeSuASRVbM8nR3T6YVIFJFd5N0r8t/gJtmFrHBtoD0Ytg/MhxljkrZiij7nM5reSKpUpUC4e0MNCG/9vagJzyNgsmVWzKJEe3CzCpApMqvJukf1vWEGgLf4e2d9+9F90DBNos2t+hjcbR8Jxm7MdzaOGQnhBoe98gSOzf2oDp/vec8tqBSRWbMsnR7QJMqsCkCu8m6d+WNQRartDWpEKg3Xd+jzS8nBv9TkTI5PZaOKSH+h9aIaNCvvmAQ4919H+j+w9tPGA+4GrApIrtmOTo9gImVWBShXeT9G8LgfYWCLRZ5H8U6rgx3C378dD+c2jhkB61EhInf14CbeLToR045a0AJlVsxyRHtxcwqQKTKrybpH9bCLS3QKDNssTb9kSvqRYG2jASzzTWwiGdPe1L/FfWQwt/9SqxhVPedsCkio2Y5Oh2BCZVYFKFd5P0bwuB9paP7zn7/KEee+y8vJ5+5tnCit77hI2GLPc+tL1H5Hhm07ucWxJ050hr4ZDOngWW7EyghZlgUsVGTHJ0OwKTKjCpwrtJ+rdlDYF2/h+F2n8vOBFos1QItNFzmqHdhr7sZG8tHNJhtu+l+sQ+0S/SpbVAuy/of2iHcOPeesA1gUkVGzHJ0e0ITKrApArvJunfFq+BdmyFgTZKtUDrF8mKCUNaeOISnhtFd+v+1/zG9taHRAUYEArBpApMqsCkCkyqwKQK7ybp3xYC7Rsc0yyBNoH3FZ+FAb2z+gGrgUkVmFSBSRWYVIFJFd5N0r8tBNo3INCW4H3FZ2FA76x+wGpgUgUmVWBSBSZVYFKFd5P0b0vTgfbk+qmwzs4v0lUh0GZ7oCiKoiiKoiiKolxU1Su0u9t33QrjNVdoSzhz/i2cLAzondUPWA1MqsCkCkyqwKQKTKrwbpL+bbHt3yzQRrtZOtBWlrsQ3ld8Fgb0zuoHrAYmVWBSBSZVYFIFJlV4N0n/tmwx0A51Q6AtYf6Kyf414/T+kj0TeD+kszAgFIJJFZhUgUkVmFSBSRXeTdK/LV4D7YT3oe2l2TBW1Qy0Q9Gr+y6jibe0MWTmiomm2YSN4w7Rd/Hp7qYy5v2QzsKAUAgmVWBSBSZVYFIFJlV4N0n/trgMtL3gGobboUB7vOPou55WC7Rj30y1nTS7n7diEtdmex8PJdje9rEXe0vwfkhnYUAoBJMqMKkCkyowqQKTKrybpH9b/AXaQ16dEGiP9xq9Klgt0CauSa4+0B5JX3Ht7lN40VV4Qdv7IZ2FAaEQTKrApApMqsCkCkyq8G6S/m3xF2jD1Do20B4IL/TZ/sjxUNBtKs3upb9Dm42gXSdZDypR3g/pLAwIhWBSBSZVYFIFJlVgUoV3k/Rvy9oC7dCv0WYDbc0fOd5vONBGf9h7aLf0RdqhYDzzIq33QzoLA0IhmFSBSRWYVIFJFZhU4d0k/duyhkDb/aNQTq/QdrNZYrcWmP87tMd/0xG0JNtH8210z3K8H9JZGBAKwaQKTKrApApMqsCkCu8m6d+WlQTamT9yfOD+x06P9eBDD5fXE098uaQS976RQHug8ArtPpZRh4RwhbYcBoRCMKkCkyowqQKTKjCpwrtJ+reFQPsGVoF2KIk1mGb36t+h3Q9n13Cf8H+HduMKbQIGhEIwqQKTKjCpApMqMKnCu0n6t2UNgTbxB6JG/cix4RXaRFetsVCg3Q+E/MSW8CtEt4zF+yGdhQGhEEyqwKQKTKrApApMqvBukv5tWUOg7f0O7YRAe/iUQFuCKtCGOTZx5TZ6LTdxPZZAm4ABoRBMqsCkCkyqwKQKTKrwbpL+bfEaaMdWGGhDagZav2h/hzb6y67hD2Anfjl26OaT2/N+SGdhQCgEkyowqQKTKjCpApMqvJukf1sItG9AoC3B+4rPwoDeWf2A1cCkCkyqwKQKTKrApArvJunfFgLtGxBoS/C+4rMwoHdWP2A1MKkCkyowqQKTKjCpwrtJ+rel6UB7cv1UWGfnF+laOtBmG6AoiqIoiqIoiqK8VNUrtLvbd90K4zVXaEs4c/4tnCwM6J3VD1gNTKrApApMqsCkCkyq8G6S/m2x7d8s0Ea7IdCW4H3FZ2FA76x+wGpgUgUmVWBSBSZVYFKFd5P0b8sWA+1QNwTaEoQrpuRvEaf32Q0zuSvvh3QWBoRCMKkCkyowqQKTKjCpwrtJ+rfFX6A9vuVs911noxujgfZ43029D200iakSmpY5KyaRPxMzJmafcJMs3g/pLAwIhWBSBSZVYFIFJlVgUoV3k/Rvi7NA28urh0+jG6OB9njH0bczrRZow+Da6yS6vREkK+b47rL74TeSLcm9Y7NxCd4P6SwMCIVgUgUmVWBSBSZVYFKFd5P0b4uzQBvNt4WB9niv0RxVLdCG9761QBsOOGQgffPEngTaBAwIhWBSBSZVYFIFJlVgUoV3k/RvyxYD7YEwF1n9yHE0zrWZZveKHznufhr9r1GBliu0Y2FAKASTKjCpApMqMKkCkyq8m6R/Wwi0r3+82+0+9+C9x2oh0ErimRzJFdqS6bQxtRzvh3QWBoRCMKkCkyowqQKTKjCpwrtJ+rfFcaA9BlfVFdrWAu3Q/rZoV0zJXIl9uEI7AQaEQjCpApMqMKkCkyowqcK7Sfq3xWug7f2J45mB9kBTgTbbrRWV37ZHvlsW74d0FgaEQjCpApMqMKkCkyowqcK7Sfq3xWWgTSdYAu2iVHjbHu1uNQd0AQNCIZhUgUkVmFSBSRWYVOHdJP3b4i/QhnmVHzmuSZtXaKPSpuH9kM7CgFAIJlVgUgUmVWBSBSZVeDdJ/7Y4C7SXrlzuVbg9GoOzV2h3dn8Uan/rxcb0RnNaC7RRaXO68n5IZ2FAKASTKjCpApMqMKkCkyq8m6R/W5wF2skVBtqQmoHWL5IVUxjU07tN+68s3g/pLAwIhWBSBSZVYFIFJlVgUoV3k/RvC4H2DQi0JXhf8VkY0DurH7AamFSBSRWYVIFJFZhU4d0k/dtCoH0DAm0J3ld8Fgb0zuoHrAYmVWBSBSZVYFIFJlV4N0n/tjQdaE+unwrr7PwiXUsH2mwDFEVRFEVRFEVRlJeqeoV2d/uuW2G85gptCWfOv4WThQG9s/oBq4FJFZhUgUkVmFSBSRXeTdK/Lbb9mwXaaDcE2hK8r/gsDOid1Q9YDUyqwKQKTKrApApMqvBukv5t2WKgHeqGQFuCdsVE/xbxLoewgRDvh3QWBoRCMKkCkyowqQKTKjCpwrtJ+rfFX6BNvOXs0JvQdgPt8b7bfx/a6J7mzFkx4ZjhB9FblXxBVe71fkhnYUAoBJMqMKkCkyowqQKTKrybpH9bnAXaXmTtfhqNuL1Ae7zjMPDUDLS9ew87SfRpjmTF9HJsesZpWXcy3g/pLAwIhWBSBSZVYFIFJlVgUoV3k/Rvi7NAO5RvDx+kA+3xXqMharfbnX3hoWM9/PAj5fXlLz9ZUol773VSuKcJ8kAbvShdeOn1qEh1eXZvfUhUgAGhEEyqwKQKTKrApApMqvBukv5tWUmgLfmR4959h7moTqAN7z3RWHpPExb6kePeboWfcoV2AgwIhWBSBSZVYFIFJlVgUoV3k/RvC4H29Y+rXaEN7z3RWHpPE2YG2t6n0cuqvUvT0U+HvsL8i7TeD+ksDAiFYFIFJlVgUgUmVWBShXeT9G+L40A79o9C9e67zSuf+V3NAAAgAElEQVS04fYVB9p9EFZ7u6WTbfhf0bsYi/dDOgsDQiGYVIFJFZhUgUkVmFTh3ST92+I10Eaz6+RAe8A80JZvNGSJHzku/xnjfXGg5QrtEAwIhWBSBSZVYFIFJlVgUoV3k/Rvi8tAOxRcXQfa8mu2tizxV473sZha+CPH0Q/mSPN+SGdhQCgEkyowqQKTKjCpApMqvJukf1v8BdpEavX7I8flv1JrTrVAu88l2+zNp+H9kM7CgFAIJlVgUgUmVWBSBSZVeDdJ/7Y4C7SHN5vtluoKreEfhUr/NaPVB9rsTwsX/sixKtN6P6SzMCAUgkkVmFSBSRWYVIFJFd5N0r8tzgLt5AoDbUjNQOuXmSumJHkmfvo6GoCjN+F3aIdgQCgEkyowqQKTKjCpApMqvJukf1sItG9AoC3B+4rPwoDeWf2A1cCkCkyqwKQKTKrApArvJunfFgLtGxBoS/C+4rMwoHdWP2A1MKkCkyowqQKTKjCpwrtJ+rel6UB7cv1UWGfnF5laONDmG6AoiqIoiqIoiqKcVNUrtLvbd90K4zVXaEs4c/4tnCwM6J3VD1gNTKrApApMqsCkCkyq8G6S/m2x7d8s0Ea7IdCW4H3FZ2FA76x+wGpgUgUmVWBSBSZVYFKFd5P0b8sWA+1QNwTaErQrJv23iLN/A1n4x42PeD+kszAgFIJJFZhUgUkVmFSBSRXeTdK/Lf4CbfRNaIfemTYMtMf7jrwP7UMPHetzn7+3vB586OGS6t1d79PwTWiH3pnWljkrpjx/hm/MW/gmvQTaLAwIhWBSBSZVYFIFJlVgUoV3k/Rvi7NA28urh0+jG6OB9njH0WhULdCm34v1mN/CjS0wc8X00mkYXNM3DDf23pl2/ncBvB/SWRgQCsGkCkyqwKQKTKrApArvJunfFmeBNp1v04H2eK9DibFOoA3vvSTQtoNkxXQjaLgx+nH2YqzqWwDeD+ksDAiFYFIFJlVgUgUmVWBShXeT9G/LFgPtgTAyWf3IMYE2/HgfeAgvvfZ+IHnoy47F+yGdhQGhEEyqwKQKTKrApApMqvBukv5tIdC+/nHNHzkO7z38r8QvjtpS4Xdooz+KPHRdPXrbyR3urQ+JCjAgFIJJFZhUgUkVmFSBSRXeTdK/LY4DbXmabeQKbe/XaKMf72+NskP7GCL5Hdrux4nRsjurfsy4i/dDOgsDQiGYVIFJFZhUgUkVmFTh3ST92+I10I5Ks9lAe6C1QJvu1grhikkE2pIrtOEO4a0m4P2QzsKAUAgmVWBSBSZVYFIFJlV4N0n/trgMtGPTLIFWiGrFlPy+a/kV2mjcndaY90M6CwNCIZhUgUkVmFSBSRWYVOHdJP3b4i/QTkizTn/keKhbW1Q/cpz4YH+rhPLfoSXQlsCAUAgmVWBSBSZVYFIFJlV4N0n/tjgLtJeuXO7V0MaxV2h3dn8Uah/7E75DG82R/FGoaPIc9cHx0yFjBNohGBAKwaQKTKrApApMqsCkCu8m6d8WZ4F2coWBNkq1QOuX+SsmjJrRCNr77dnobblCOwEGhEIwqQKTKjCpApMqMKnCu0n6t4VAewsE2izeV3wWBvTO6gesBiZVYFIFJlVgUgUmVXg3Sf+2EGhvgUCbxfuKz8KA3ln9gNXApApMqsCkCkyqwKQK7ybp35amA+3J9VNhnZ1f5GvJQFvUAEVRFEVRFEVRFOWhmrtCu//eRVp5oF30GwM1OXP+LZwsDOid1Q9YDUyqwKQKTKrApApMqvBukv5tse2/xUALabyv+CwM6J3VD1gNTKrApApMqsCkCkyq8G6S/m0h0MI4vK/4LAzondUPWA1MqsCkCkyqwKQKTKrwbpL+bfEXaKPvN5t+E1oCrRDvKz4LA3pn9QNWA5MqMKkCkyowqQKTKrybpH9bnAXaXl49fBrdSKBdCO8rPgsDemf1A1YDkyowqQKTKjCpApMqvJukf1ucBdp0viXQVsD7is/CgN5Z/YDVwKQKTKrApApMqsCkCu8m6d8WAi2Mw/uKz8KA3ln9gNXApApMqsCkCkyqwKQK7ybp35b1BFp+h7YO3ld8Fgb0zuoHrAYmVWBSBSZVYFIFJlV4N0n/tjgOtEPZlSu0i+J9xWdhQO+sfsBqYFIFJlVgUgUmVWBShXeT9G+L10A7lGYJtEvjfcVnYUDvrH7AamBSBSZVYFIFJlVgUoV3k/Rvi8tAm0izBNql8b7iszCgd1Y/YDUwqQKTKjCpApMqMKnCu0n6t8VfoA3zKm/bUxPvKz4LA3pn9QNWA5MqMKkCkyowqQKTKrybpH9bnAXa419+6v0JqHALgXYhvK/4LAzondUPWA1MqsCkCkyqwKQKTKrwbpL+bXEWaCcXgVaF9xWfhQG9s/oBq4FJFZhUgUkVmFSBSRXeTdK/LQRaGIf3FZ+FAb2z+gGrgUkVmFSBSRWYVIFJFd5N0r8tBFoYh/cVn4UBvbP6AauBSRWYVIFJFZhUgUkV3k3Svy1NB9qT66fCOju/oCiKoiiKoiiKoihJcYXWH2fOv4WThQG9s/oBq4FJFZhUgUkVmFSBSRXeTdK/Lbb9E2j94X3FZ2FA76x+wGpgUgUmVWBSBSZVYFKFd5P0bwuBFsbhfcVnYUDvrH7AamBSBSZVYFIFJlVgUoV3k/Rvi79Am37LWd6Hdmm8r/gsDOid1Q9YDUyqwKQKTKrApApMqvBukv5tcRZoe3k1/JRAuzTeV3wWBvTO6gesBiZVYFIFJlVgUgUmVXg3Sf+2OAu02XxLoF0a7ys+CwN6Z/UDVgOTKjCpApMqMKkCkyq8m6R/W9YTaA8fE2iXxvuKz8KA3ln9gNXApApMqsCkCkyqwKQK7ybp3xYCLYzD+4rPwoDeWf2A1cCkCkyqwKQKTKrApArvJunfFseBNkyzBNoKeF/xWRjQO6sfsBqYVIFJFZhUgUkVmFTh3ST92+I10A79dSgC7dJ4X/FZGNA7qx+wGphUgUkVmFSBSRWYVOHdJP3b4jLQRv8WVPrtfAi0Kryv+CwM6J3VD1gNTKrApApMqsCkCkyq8G6S/m3xF2iHrsFyhbYO3ld8Fgb0zuoHrAYmVWBSBSZVYFIFJlV4N0n/tjgLtNmLsQTapfG+4rMwoHdWP2A1MKkCkyowqQKTKjCpwrtJ+rfFWaCdXARaFd5XfBYG9M7qB6wGJlVgUgUmVWBSBSZVeDdJ/7YQaGEc3ld8Fgb0zuoHrAYmVWBSBSZVYFIFJlV4N0n/thBoYRzeV3wWBvTO6gesBiZVYFIFJlVgUgUmVXg3Sf+2NB1oT66fCuvs/IKiKIqiKIqiKIqiJMUVWn+cOf8WThYG9M7qB6wGJlVgUgUmVWBSBSZVeDdJ/7bY9k+g9Yf3FZ+FAb2z+gGrgUkVmFSBSRWYVIFJFd5N0r8tBFoYh/cVn4UBvbP6AauBSRWYVIFJFZhUgUkV3k3Svy3+Am30TWjTb05LoBXifcVnYUDvrH7AamBSBSZVYFIFJlVgUoV3k/Rvi7NA2wurx0+jIZZAuwTeV3wWBvTO6gesBiZVYFIFJlVgUgUmVXg3Sf+2OAu0Q/mWQFsN7ys+CwN6Z/UDVgOTKjCpApMqMKkCkyq8m6R/W9YQaLNplkArxPuKz8KA3ln9gNXApApMqsCkCkyqwKQK7ybp35aVBNr0L9ASaIV4X/FZGNA7qx+wGphUgUkVmFSBSRWYVOHdJP3b4jjQDv28MX8UalG8r/gsDOid1Q9YDUyqwKQKTKrApApMqvBukv5t8RpoEz9mTKBdFO8rPgsDemf1A1YDkyowqQKTKjCpApMqvJukf1tcBtr0L80SaBfF+4rPwoDeWf2A1cCkCkyqwKQKTKrApArvJunfFn+BNsyr/MhxTbyv+CwM6J3VD1gNTKrApApMqsCkCkyq8G6S/m1xFmh7f/+p+2u0/FGoOnhf8VkY0DurH7AamFSBSRWYVIFJFZhU4d0k/dviLNBOLgKtCu8rPgsDemf1A1YDkyowqQKTKjCpApMqvJukf1sItDAO7ys+CwN6Z/UDVgOTKjCpApMqMKkCkyq8m6R/Wwi0MA7vKz4LA3pn9QNWA5MqMKkCkyowqQKTKrybpH9bmg60J9dPhXV2fkFRFEVRFEVRFEVRkuIKrT/OnH8LJwsDemf1A1YDkyowqQKTKjCpApMqvJukf1ts+yfQ+sP7is/CgN5Z/YDVwKQKTKrApApMqsCkCu8m6d8WAi2Mw/uKz8KA3ln9gNXApApMqsCkCkyqwKQK7ybp3xZ/gTb6lrO8D201vK/4LAzondUPWA1MqsCkCkyqwKQKTKrwbpL+bXEWaHt59fBpdCOBdiG8r/gsDOid1Q9YDUyqwKQKTKrApApMqvBukv5tcRZoo/l26KosgXYJvK/4LAzondUPWA1MqsCkCkyqwKQKTKrwbpL+bWkk0D759MXTz7/87IuvEmhbx/uKz8KA3ln9gNXApApMqsCkCkyqwKQK7ybp35ZGAu2Xnnz6y08/9+VnXpgeaPkd2jp4X/FZGNA7qx+wGphUgUkVmFSBSRWYVOHdJP3bYh5o/5f/4+fvf/Dxp5557qlnn3/q2TGB9phdwz8QRaBdDu8rPgsDemf1A1YDkyowqQKTKjCpApMqvJukf1vsA+0PvPN/fdv//aar7/6+q+/+vqvvLg20iQRLoF0U7ys+CwN6Z/UDVgOTKjCpApMqMKkCkyq8m6R/W8wD7bUPPfSrf3z687999zuufeod1z5VFGjTCZZAuyjeV3wWBvTO6gesBiZVYFIFJlVgUgUmVXg3Sf+2+Au0YV4l0NbE+4rPwoDeWf2A1cCkCkyqwKQKTKrApArvJunfFmeB9viXn3p/AircQqBdCO8rPgsDemf1A1YDkyowqQKTKjCpApMqvJukf1ucBdrJRaBV4X3FZ2FA76x+wGpgUgUmVWBSBSZVYFKFd5P0bwuBFsbhfcVnYUDvrH7AamBSBSZVYFIFJlVgUoV3k/RvC4EWxuF9xWdhQO+sfsBqYFIFJlVgUgUmVWBShXeT9G9L04H25PqpsM7OLyiKoiiKoiiKoihKUlyh9ceZ82/hZGFA76x+wGpgUgUmVWBSBSZVYFKFd5P0b4tt/wRaf3hf8VkY0DurH7AamFSBSRWYVIFJFZhU4d0k/dtCoIVxeF/xWRjQO6sfsBqYVIFJFZhUgUkVmFTh3ST92+Iv0KbfhHborWgJtCq8r/gsDOid1Q9YDUyqwKQKTKrApApMqvBukv5tcRZoe2E1zK7RNEugFeJ9xWdhQO+sfsBqYFIFJlVgUgUmVWBShXeT9G+Ls0Cbja8E2qXxvuKzMKB3Vj9gNTCpApMqMKkCkyowqcK7Sfq3ZVWBdijNEmiFeF/xWRjQO6sfsBqYVIFJFZhUgUkVmFTh3ST920KghXF4X/FZGNA7qx+wGphUgUkVmFSBSRWYVOHdJP3b4jjQlqdZAq0Q7ys+CwN6Z/UDVgOTKjCpApMqMKkCkyq8m6R/W7wG2vLfniXQavG+4rMwoHdWP2A1MKkCkyowqQKTKjCpwrtJ+rfFZaAdm2YJtEK8r/gsDOid1Q9YDUyqwKQKTKrApApMqvBukv5t8Rdoo9mVQFsN7ys+CwN6Z/UDVgOTKjCpApMqMKkCkyq8m6R/W5wF2ktXLveKQFsZ7ys+CwN6Z/UDVgOTKjCpApMqMKkCkyq8m6R/W5wF2slFoFXhfcVnYUDvrH7AamBSBSZVYFIFJlVgUoV3k/RvC4EWxuF9xWdhQO+sfsBqYFIFJlVgUgUmVWBShXeT9G8LgRbG4X3FZ2FA76x+wGpgUgUmVWBSBSZVYFKFd5P0b8v/396ZP0V15mucX/0D/MWf/AempmruTNXNZWZuxrpJJpPcmsnMaCKICkpAR4NRFiMyCGjU4B6TuOGC14QoigKyKbvI0t3I1jQNTdMLTe979+kN9P5wzJkzvTd57eY0z1OfOvWe97zv6e/71FtdPJyGXtGB9nrTMEFGRCoAAAAAAAAAAIAIeELLPY1w/Fc4EYUFcl1Jv8C4CU6SEpwkJThJSnCSlOAkKXHdSdSfWCW2fgRa7onrOz6isECuK+kXGDfBSVKCk6QEJ0kJTpISnCQlrjuJ+hMrBFooNnF9x0cUFsh1Jf0C4yY4SUpwkpTgJCnBSVKCk6TEdSdRf2LFvUAb+CW0oToRaN+EuL7jIwoL5LqSfoFxE5wkJThJSnCSlOAkKcFJUuK6k6g/seJYoPXLq/Rp0E4E2jckru/4iMICua6kX2DcBCdJCU6SEpwkJThJSnCSlLjuJOpPrDgWaIPmWwTaeIrrOz6isECuK+kXGDfBSVKCk6QEJ0kJTpISnCQlrjuJ+hMrBFooNnF9x0cUFsh1Jf0C4yY4SUpwkpTgJCnBSVKCk6TEdSdRf2KVDIEWf0MbT3F9x0cUFsh1Jf0C4yY4SUpwkpTgJCnBSVKCk6TEdSdRf2LF4UDLTrN4Qhs3cX3HRxQWyHUl/QLjJjhJSnCSlOAkKcFJUoKTpMR1J1F/YsXVQOv3L44RaOMmru/4iMICua6kX2DcBCdJCU6SEpwkJThJSnCSlLjuJOpPrDgZaMMnWATaNyqu7/iIwgK5rqRfYNwEJ0kJTpISnCQlOElKcJKUuO4k6k+suBdoA/MqAm08xfUdH1FYINeV9AuMm+AkKcFJUoKTpAQnSQlOkhLXnUT9iRXHAi37nz+x/wUU/ilU3MT1HR9RWCDXlfQLjJvgJCnBSVKCk6QEJ0kJTpIS151E/YkVxwLtskGgJSWu7/iIwgK5rqRfYNwEJ0kJTpISnCQlOElKcJKUuO4k6k+sEGih2MT1HR9RWCDXlfQLjJvgJCnBSVKCk6QEJ0kJTpIS151E/YkVAi0Um7i+4yMKC+S6kn6BcROcJCU4SUpwkpTgJCnBSVLiupOoP7FaOYF2Y/bpjdmn/y3QXm8aJsiISAUAAAAAAAAAABDB7wnth+mleEK70jXC8V/hRBQWyHUl/QLjJjhJSnCSlOAkKcFJUoKTpMR1J1F/YpXY+vGRY+6J6zs+orBArivpFxg3wUlSgpOkBCdJCU6SEpwkJa47ifoTKwRaKDZxfcdHFBbIdSX9AuMmOElKcJKU4CQpwUlSgpOkxHUnUX9ixb1AG/QrZ/E9tHET13d8RGGBXFfSLzBugpOkBCdJCU6SEpwkJThJSlx3EvUnVhwLtH55lT4N2olA+4bE9R0fUVgg15X0C4yb4CQpwUlSgpOkBCdJCU6SEtedRP2JFccCbdB8i0AbT3F9x0cUFsh1Jf0C4yY4SUpwkpTgJCnBSVKCk6TEdSdRf2KFQAvFJq7v+IjCArmupF9g3AQnSQlOkhKcJCU4SUpwkpS47iTqT6ySLdCG+jNaBFpS4vqOjygskOtK+gXGTXCSlOAkKcFJUoKTpAQnSYnrTqL+xGpFB9oLd/q5RQKtJKv42NU0KAcAAABWIfUjFAAAAM4R+H7+RdULP/4t0NpdSxwiaQLthTv9fkvjFa8j7lVZ9SgAAACwGsg9VefHgQttMZFbfnfL55c35pwBAID4s+Wzb3PKfoz1jSspCXw/jxBopxY8HILOgS9fvuIo3sWXdNQUyDwMvOJ1vDsFvOJ1ypYSXvE69qVlMKP10S9xsmYCAAAAWCXknqpj/+I491RdwcX2mPhkz4VxscxiddodbrsTAADihMPpdlLuOaUhI++7WN+4kpLA9/MIgVa04OEQdKBdXHoVhrUbKhmY0/BTlk1Md/b4XqfZ5zNuNoO383nF615ZrtGZ9vydF+fvvDh9i3f82rMj3zz94nTj/i9r95Td8ZsVFNGCl36J8w9EAAAAwOqB/gFItOCiyT1VV/RdV0xszD2rUGnnNUaD2WYy2wEAIE5YnVY75aDcG3PPxvrGlZQEvp9HCLSTKg+btRsqw5yGIvyw5d0k6Cw60Hp9L0OxdkNlYJvduTyC3oGOylHeweV9nWa7RC42vOJ1dJpdWlqiMy2veJ3F5tGbXQt6p0Jtn1VaX0zpswov+00MZFzpoV/icuM0AAAAsKoI/AHo4KWeUGz4YEdg58bcs1LZ/KxctaCz6ExWEH/0nMVqdwY9AhANRrPdbHXSgTbMG1cysTH7dJirMQdaocrDZu2GSnabfRqKiMOWd5+gU+hA6/a9DMXaDZVRdsZEqDtEeWfqpzTbOkEF0l/9OfOEVtF82Gzz6MzUgs4pV9slCuuk1Dgwrtmy7+ugcxleKF6n2VttswAAAMBqg/kBiG6ECbT/+0l+qEA7O6eclihkKoNKawEgSs6e/85ocQQeE14Y4Apag9VkttsdqyvQfpheGjHQMu/nEQJtw4iTzdoNlUyDxm9A4PiIw5Z3q6Dj6UDr9LwMw9oNlUF76Jv79UfsZH+AOdSdw+PwvE6zjaPOoPCK1z04k8srXidvKuYVr9OaKJXOIVuwzSgsk7PGUbG+d1i1addXoaY3jjr5Mjf9EjdbJQAAAMAqJMpA+0n2sTCBdkaqEM3IZhU6udoEQJScPvedzmQPPCa8MMAVFnRWg9lmc7hWW6D9n48+JxNoW8adbNZuqKSPDH4D/Aa/uWFBB9OB1uF+GR76JkFPAxsRO/3afi8UsRg6ajaPOcNw/s4LXvE6k9WjNVHzOodMZZuWW4SzxhGxbkioaR9U/mVHRai5gp/S7I1WCQAAALA6iSbQ7vj8m/CB9tngeGMHv2tI/HxMBkCUlB0/J5brAo8JLwxwhWGRakqh05ntqzDQpr6bRSDQtk9SbNZuqGQaNH4DAsdHHLa8WwUdTwdaW3Ss3VDp1/DrZBOm0+8OQV8iFHTUbJugwnO6mqczUSr9Tw9mpaZRsZ4n1D4fUXfx5xt65n7/UV7Qicwnja+3SAAAAIBVS8RA+9k/v48YaLsHR2rbBlufT3bwZgCIkpKjZyYk6sBjwgsDXKF/QjEh1WhNqzTQ/sdv//5zA22PmGKzdkMlu80+DUXEYcu7T9ApdKA1O6Ni7YZKv0aozsCrP7Pf7FyyUK/TbKeIishX15+rtA6ZyjatsEzOmkbEep5Q2zey0MVXPhmQP+iQvPVhTuCsMSXSLAAAACC5HkWgPRjFE9qO/uEfm543do+3DogBiJLiitMj06rAY8ILA1zh2Yh0fGZBbVylgTbwasyBtl/iYrN2Q2WY01CEH7a8mwSdRQdaucEXirUbKgPbP7PTrx3q5dhorIt01LS7liIm+R4x9eWV7jmVdVpuFkqMI2Ld0IQmq/DKln0XNu366i87Kt76IPfX72X5TZlQvU6zVc0zAAAAwCqHyN/QPnkmqH7YW/v0RUOvCIAo+aLslEA0H3hMeGGAK7TzJMOiBZVhNQbaoFdjDrT8OTeHoCOiROsdlrmDwv7AsF8P+zTopTCdfhPDj5RoX38ZLF2tSO15LnFFpPhc04TE+GJKNzihySq8Unii5tqDsYs1I+9nlAQOFqlfp9lrzTMAAAAAYH4AevXq1bL/y3FrN//qvY7bDYN324YBiJKCkhNBjwBEycMuYe+wVKa2rLZAG+pq4Pt5hEA7qnBzCDoi2l1Lo0rP00lqBTL608eArzXNMNWKNZ4hqSsi+ypqdpXcyiq8MiR10c9m399yOHCYWPOvlwAAAADAtaZ/Bdqf8z20zZ3889XNl+52XnvQC+JPVd0zAFYhNx4N3Xs6Pq3Ur6pAG+ZqzN9DSycursA89lzJXLjTf7Vp5mrTzJurlnkJAAAAAFwNFmhLqvpi4oMtJdUPOu+39j98OlT/lA/iT2M7AKuRlu6RjkFxc/fEtvxrsb5xJSUxB1o6dHGFK49nEl5DNEUyxOElAAAAAJB7qs6Po9UDMfH+J/v/knlsU+5ZAACIP5kFVQdONcb6xpWUBL6fBw+0m0oeAgAAAAAAAAAA3CIlNa38FQRBEARBEARBHNS5usl582KfxA3A6iQlNa1ctOBJIF0TRpnBl9gaAAAAAAAA4Bxa62LFbYHS5OsRuxiqWiRf3h5KL2tYyZRe7/+hS8kuewUimHNPqjx+CObcCS8saSDicEpqWvn4vDeBNPG1coMvsTUAAAAAAADAOdSWxYLLz2UG3xMhxVBytfdy/XjL/csx0dFY3f5CPSazxcSk0h7NrD6R2Y+z914cvdnPLntF0T1FjSrc1W3iA+dbP8y78cuPT//y49Mf5t04cL61uk08qnB3TyW+SDYRvyAm4RW+OYdTUtPKRxS+BFLbp1IalxJbAwAAAAAAAJxj3rT0j7Ods1pv44iTIeerFoOoXTvaEBMGUfv9Z/K+KXNM8Gety5hF848zreyyVw5dIleLQJt/4clvMs5XPeLxJucNFspgoXiT81WPeL/JOJ9/4UmLQNslciW8VAbBnOv9vFvv51UHRTC3gkol7nBKalo5X+aLyJr1mWFOox8TyO0O+bx5KZqRAAAAAAAAAAaZcWnnydZpjfeBwMGQUd5gnuk0jNfHhHmms6ZrbmDaOjBtPXr0aEVFRUVFRVlZWWlpaUlJSXFx8cGDBwsKCg4cOLBv3759+/bt3bt3YNo6KrMzs2KaODBt3X60kV32CuHxqOMxX7v7ZOP1Rzyd2WV3L9pdi1Zq0Uot2l2LlGdJb3Vff8TbfbLxMV/7eDTxBdMMzrr++Nktt+9lIO/n3R6cdSW8wvAO26hF23IdTklNK++bcUfDmvWZfu3AnvDjg3KlWTJv8kVZAwAAAAAAAIBmRuPd/mWTWOO7z6cYtpQ12KUdZuE9s/DeiRMnjh8/fuzYsWPHjjE58/Dhw4cOHSoqKioqKsrPz9+/f79ZeM8u7bj9VDIksQ1JbBUVFb0DL2g6eoeedPW3tD9rbO161NR+v771bl1Tzf3GnJycIYltct7JzKInvnr1ymS2CsXS3Nxcpl1QUHC3romGnjgksW2raGSXHcia9Zlr1mcG7fTrD9Pp1xP+Fe/zqQGJ+/ClrpsNw3ItJdFQEq13TueV6X00czqvwuBV6tCaoU0AAApySURBVKmqR/zi7zoHJO6IN4wPAxL3e59VW6iXC5YlNhbq5R/zbq+cOoM6bHMtMSzD4ZTUtPJ+iTsMzP5goDuZq4GNUIOD8m2DWGNdDF8DAAAAAAAAwI8ZrTfzePOU2vfjkIshvayBkj2xT9y0T9w8fvz4q1evlpZeLi29LCsrc3u8TspttTuLiop0RovOaFnQGvPy8uwTNynZkxut0wKpQyB1MIE26FNWJpcKpI4ZtYuZRU9kQmx2djY70P744DENPVEgdWytaGSX7QeTJgL7mathOsM0wtA67r7yWLzl8B3+jPH5lKl/xs6XuYbl3n8h8/CklEDqGBDpt/3z+yuPxa3j7oi3jQN9M553P6sWKl1to7a2Udvttul+saNt1CZUuv6w+2bfjCfhFYZyWCBz6e2LH2cf3JT9hd62NCyP2eGU1LTyhhFnTARG3DXrM5lLgcPC3+2re0KlyRdrDQAAAAAAAKxyZnXerBMtfKnzXJOOgR1ojx079vLlS9/iom9xsbS0lHK5bQ7KZLXn5+erdUa1zqhU6/fs2eMXaMvKyuhAW1JS4ltcdDgpncEkUy5MiqV79+5l51K/QFtWVsaE2KysrIiBll12UNaszwx1yrTDd9INv/uE4vGw5dMTTdXNY+3D8/UD6uYR01OhrV1o7xDa2ydobE/GLI8F+p4x9dU6/o4v6x8PW6K585vm8bDl7V03eqfsVZ2Gqk5D8TctwxJ7Vaehd8r+h103VkiRgQ63jJqeCm3zJu9HmYUfZRWqzN5lOJySmlbeNOoMj192pXuYI3tA4GD2paCcqhXOm3wRawAAAAAAAACwkeq8O0+28mYdZxrVDGlH6j2yZmrka2rka+ZjxuxPGtMfM87Ly8vLy9uzZ8+uXbuoka89suaLD4VdE+auCXNpaWlP/3BP/3BxcbHX5+v6ScKp2d27d9O5NDs7u2vCLFQ6mFn0xIiBlp7YNWHOKG9glx2UNeszQ50y7fCddMPvPqFoFJje3V3VPDDbPChr5qsXzO4Fs0dj8arNP2HxqMxulZF6IlA97J56d/eVRoEpmju/aRoFprdzr/eJ7Te7DTe7DXsqqpUa6ma3oU9sf3vXjRVSpJ/DSp2TcfivOwr/llW4PIdTUtPK28ad4VmzPtOvzT4GjgnVE5TTtcIFsy+akQAAAAAAAAAGmd6b/VXbkMReWa9i2FxabxOU62p/pav9VVlZmdfnc7k9Lrfn0KFDFpvDYLZqDea8vDy5SitXaaUKdU5Ojq72VzZBecWdkZo+bU2ftqSkhA60Bw8e9Hi9VptDrTXMyubHRZKcnBw6l2ZlZdX0aYckNmYWPZEJsVu3bg0aaOmJNX3a9LIGdtlBWbM+M9Qp0w7aSbfpU+bI9ISinmf8xaZTPS/kT3iynnGN1uLelF24MbtoU3bhph0Fm7ILN2YXbtxRoDG5ukYWOgVz/5lxtp5nzP+2J+FUt06+lfnNoMT+Q5/hh77XgfaHPsOgxP527vXq1smEV0jDOPxUoFAZqb+9djWCw+E3SUpqWnn7pDM8fs9a6R7myG6EmRKKM/eFaosvYg0AAAAAAAAANnKj99PKJ4PT1pN1cobNpfWOsTP6h2/pH75VWlrq9ngdlMtBuYqKiowWm9ZgXtAa9+zZI1WqpUr1jEy1c+dO/cO3HGNnjn0/Ujugrx3QFxcX04G2oKDA7fEyT2jHJmeys7PpXLpt27baAf0LmYOZRU9kQmx6enrQQEtPrB3Qp5c1sMsOypr1maFOmXbQTr+e8GMYHg7qfrHp1LGqrvKbz88/EopVjj9lHPjT1vwPMvI/zMj/ICP/g4z8P6Z9LlRYKmv4J272pG4793BQJ1UYEo5Gb/17/o1RmbNjwtIoMO2pqJarnR0TllGZ879zqjR6a8IrpGEcPlr9fFxmei89LxqHw2+SlNS08u4pKjxr1mfSR6bB7mcusQmcHopzDyY11sWINQAAAAAAAADYKI2+3FNPB8SW47VShs2l9Y7xU6aWd0wt7wT+Q2PmY8Y5OTk5OTk7d+7MysoytbzjGD9VeXe8gW9q4JsOHjxIB9oDBw643B6TxTav1k3PKkaF01lZWXQuzcjIaOCbRuYczCx6YkEI1dxvpKEnNvBN6WUN7LKDsmZ9ZqhTph20068n/BiGun7NO7uuHvy66dSd/m8bhRKNQ6Z3KY1upcGt0LvnDW65jprVOKaU5ou1gsPftL2Xe6muXxNxFXGgrl/z+0+vlV7tnlFTfIn90v2hiTn7jJoqvdr9+0+vrZAi/RwWyc2Mw3/eXvDn7QWP2gaW4XBKalp53zQVhjXrM9kNOq/69fgNDsy3Ye5/4eGkzroYvgYAAAAAAACAHyqTb9fp9v4p09Efpxk2H6mnROesPRutPRsPHTpkc1Bmq91ste/fv1+tN82r9bJ5TU5Ojlg6L5bOiySK7du3W3s2UqJzF+vFbWPWtjFrQUFB93NB93PBvn37KJebeUL7Yly8bds2Opemp6e3jVnHFBQzi5kY6pt+2BPbxqzpZQ3ssoOyZn2m3yndw+4P2uk33W98qJe737ew4+ijvK8eXq4bqn4irucvdEyank3bbj3qq3707ObDZ1V1vZfudp6rbjlzo3HP8fuffHHnft9CxFXEgft9C/f7Fn6XffXo9R6N2SPVujRmz9HrPb/LvkpfSniFQR1uECxU1fXWPx34a1bB37IK6p8O0A7faZ+ubhqN0uGU1LTywVkqGtasz2SOQXvozeQ3JvDUj4uPJvW2xShrAAAAAAAAANCoLb7dZzqeTxrLvxcxbD5S75Z86+R/6uR/WlRURP/drMFszcvLm9cY5CrtrGJh586dolmFaFYhnJFt3brVyf/ULfm2qlXSO+XonXIcOHCADrR79+7dvXt3Tk5OdnZ2VlbWtm3bMjIy6Fy6efPm3inH5LyLmcVMDB9o6Ym9U470sgZ22X74PR4L7A862K8z4hg/LjdJj98e+nXa6RuNgoYBaZdQx5uzjSkcwnnnpNIxpnDwpZYuobZpYO6HlpH/yjhTeLH9cpM0zA3jSW3vfG3v/O+yr5y41eNwLZ641fP3/Bt0Z8JrC+Mwf85mtPs+yS7cnF3Y1DEoiN3hlNS0csEcFR72ZgrVz74U+IQ2zM2/eTRptC9GrAEAAAAAAADARmP17TnX+UyoL709zsAOtIH/0Jj5mPH27du3b9++devWLVu2hAq0YdIpkUDLLnuFcLdbvvXIvUMXm59NKEflJonWqTC65k3uBZNLaXBJNI5xmXFAqDz09eNPvrhzvXkq4QX7FX+3W/7bnZcrb/f8dudl+jThVUV02Oby2anF1u6h1q6hZTickppWPiJ3JZDv6kUmx2JiawAAAAAAAIBz6Ky+vec7e8e1JTdfMKQdqffKr7kni2LCK7/2Q5ecJ3XxpK59+/bt3bs36OPZ9PT0zZs3b968+eOPP+ZJXWK1h5kV00Se1JVe1sAue4Vwsmb80qPxTUV3Kv+vW7xgMjg8VrfP4V6kPIs2l89kd8/MG0/e7PxrfvWp7wdP1ownvGA/ajqlNZ3S1B2X6EbC63mjDr+TceSdjCP/D1so9sZeDAzcAAAAAElFTkSuQmCC" alt="" />

Aspose.Cells导出Excel(2)的更多相关文章

  1. Aspose.Cells导出Excel(1)

    利用Aspose.Cells导出excel 注意的问题 1.DataTable的处理 2.进行编码,便于中文名文件下载 3.别忘了Aspose.Cells.dll(可以自己在网上搜索) public ...

  2. C#使用Aspose.Cells导出Excel简单实现

    首先,需要添加引用Aspose.Cells.dll,官网下载地址:http://downloads.aspose.com/cells/net 将DataTable导出Xlsx格式的文件下载(网页输出) ...

  3. C#+Aspose.Cells 导出Excel及设置样式 (Webform/Winform)

    在项目中用到,特此记录下来,Aspose.Cells 不依赖机器装没有装EXCEL都可以导出,很方便.具体可以参考其他 http://www.aspose.com/docs/display/cells ...

  4. C# 使用Aspose.Cells 导出Excel

    今天在工作中碰到同事用了一种新型的方式导入excel,在此做个学习记录. 插件:Aspose.Cells 第一步:准备好导出的模板,例子: C#代码: #region 验证数据 if (model = ...

  5. aspose.Cells 导出Excel

    aspose aspse.Cells可以操作Excel,且不依赖于系统环境. 使用模板,通过绑定输出数据源 这种适合于对格式没有特别要求的,直接绑定数据源即可.和数据绑定控件差不多. Workbook ...

  6. Aspose.Cells 导出 excel

    Aspose.Cells.Workbook book = new Aspose.Cells.Workbook(); Aspose.Cells.Worksheet sheet = book.Worksh ...

  7. 使用Aspose.Cells读取Excel

      最新更新请访问: http://denghejun.github.io Aspose.Cells读取Excel非常方便,以下是一个简单的实现读取和导出Excel的操作类: 以下是Aspose.Ce ...

  8. 报表中的Excel操作之Aspose.Cells(Excel模板)

    原文:报表中的Excel操作之Aspose.Cells(Excel模板) 本篇中将简单记录下Aspose.Cells这个强大的Excel操作组件.这个组件的强大之处,就不多说,对于我们的报表总是会有导 ...

  9. 怎么使用Aspose.Cells读取excel 转化为Datatable

    说明:vs2012 asp.net mvc4 c# 使用Aspose.Cells 读取Excel 转化为Datatable 1.HTML前端代码 <%@ Page Language=" ...

随机推荐

  1. [原] KVM 虚拟化原理探究(3)— CPU 虚拟化

    KVM 虚拟化原理探究(3)- CPU 虚拟化 标签(空格分隔): KVM [TOC] CPU 虚拟化简介 上一篇文章笼统的介绍了一个虚拟机的诞生过程,从demo中也可以看到,运行一个虚拟机再也不需要 ...

  2. Autofac - 方法注入

    方法注入, 其实就是在注册类的时候, 把这个方法也注册进去. 那么在生成实例的时候, 会自动调用这个方法. 其实现的方法, 有两种. 准备工作: public interface IAnimal { ...

  3. NDK开发_笔记0

    自谷歌搜索退出中国以来,谷歌对全球第二大市场中国的态度一直保持冷淡.可是北京时间12月8日,谷歌2016开发者大会在北京召开,同时专门针对中国的谷歌开发者网站已经上线:https://develope ...

  4. CentOS:ECDSA host key "ip地址" for has changed and you have requested strict checking(转)

    原文地址:http://blog.csdn.net/ausboyue/article/details/52775281 Linux SSH命令错误:ECDSA host key "ip地址& ...

  5. Linux模块编程框架

    Linux是单内核系统,可通用计算平台的外围设备是频繁变化的,不可能将所有的(包括将来即将出现的)设备的驱动程序都一次性编译进内核,为了解决这个问题,Linux提出了可加载内核模块(Loadable ...

  6. 解决WINDOWS防火墙开启后Ping不通

    WINDOWS系统由于安全考虑,当开启防火墙时,默认不允许外主机对其进行ping功能,即别的电脑ping不通本机.别的主机ping不通本机是因为本机的防火墙关闭了ICMP回显功能,只要把这回显功能打开 ...

  7. TDD原则

    TDD 介绍 测试驱动开发,或者叫 TDD,是一个敏捷方法,通过确保在代码是先前手动编写测试用 例,用测试来驱动开发,从而翻转开发生命周期(它不只是作为一种校验工具). TDD 的原则很简单的: 只有 ...

  8. Chrome代码下载及编译

    2-3年前在做客户端开发时,看过CHROME的一部分代码,主要是BASE库相关的.其项目之大,编译时间之长给我留下了深刻的印象. 3年后的最近,想着再读一下其他部分的代码,所以就对其纠结的下载和编译过 ...

  9. Thinking in Unity3D:基于物理着色(PBS)的材质系统

    关于<Thinking in Unity3D> 笔者在研究和使用Unity3D的过程中,获得了一些Unity3D方面的信息,同时也感叹Unity3D设计之精妙.不得不说,笔者最近几年的引擎 ...

  10. ABP框架实践基础篇之开发UI层

    返回总目录<一步一步使用ABP框架搭建正式项目系列教程> 说明 其实最开始写的,就是这个ABP框架实践基础篇.在写这篇博客之前,又回头复习了一下ABP框架的理论,如果你还没学习,请查看AB ...