I have read many forum posts regarding how to join two DataTables, so by considering those requirements I have decided to write this article. So let us learn step-by-step how to Join two DataTables using LINQ
LINQ
Language-Integrated Query (LINQ) is a set of features introduced in Visual Studio 2008 that extends powerful query capabilities to the language syntax of C# and Visual Basic. Using LINQ you can manipulate the data similar to as is done using SQL queries . Let us learn practically how to convert a LINQ query result into a DataTable by creating a sample application.
Now create the project as:
Now create the project as:
- "Start" - "All Programs" - "Microsoft Visual Studio 2010".
- "File" - "New Project" - "C#" - "Empty Project" (to avoid adding a master page).
- Provide the Project name such as "JoinDataTableUsingLINQ" or another as you wish and specify the location.
- Then right-click on Solution Explorer and select "Add New Item" then select Default.aspx page.
- Drag and drop three Grid view to bind the records after Joining the two data table .
<%@ Page Language="C#" AutoEventWireup="true" CodeFile="Default.aspx.cs" Inherits="_Default" %> <!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 1.0 Transitional//EN" "http://www.w3.org/TR/xhtml1/DTD/xhtml1-transitional.dtd"> <html xmlns="http://www.w3.org/1999/xhtml"> <head runat="server"> <title></title> </head> <body style="background-color: Blue"> <h4 style="color: White"> Article by Vithal Wadje</h4> <form id="form1" runat="server"> <div> <h4 style="color: White"> Product Table Records Before joining </h4> <asp:GridView ID="GridView1" runat="server" CellPadding="4" ForeColor="#333333" GridLines="None"> <AlternatingRowStyle BackColor="White" /> <EditRowStyle BackColor="#7C6F57" /> <FooterStyle BackColor="#1C5E55" Font-Bold="True" ForeColor="White" /> <HeaderStyle BackColor="#1C5E55" Font-Bold="True" ForeColor="White" /> <PagerStyle BackColor="#666666" ForeColor="White" HorizontalAlign="Center" /> <RowStyle BackColor="#E3EAEB" /> <SelectedRowStyle BackColor="#C5BBAF" Font-Bold="True" ForeColor="#333333" /> <SortedAscendingCellStyle BackColor="#F8FAFA" /> <SortedAscendingHeaderStyle BackColor="#246B61" /> <SortedDescendingCellStyle BackColor="#D4DFE1" /> <SortedDescendingHeaderStyle BackColor="#15524A" /> </asp:GridView> <br /> <h4 style="color: White"> Tax Master Table Records Before joining </h4> <asp:GridView ID="GridView2" runat="server" CellPadding="4" ForeColor="#333333" GridLines="None"> <AlternatingRowStyle BackColor="White" /> <EditRowStyle BackColor="#7C6F57" /> <FooterStyle BackColor="#1C5E55" Font-Bold="True" ForeColor="White" /> <HeaderStyle BackColor="#1C5E55" Font-Bold="True" ForeColor="White" /> <PagerStyle BackColor="#666666" ForeColor="White" HorizontalAlign="Center" /> <RowStyle BackColor="#E3EAEB" /> <SelectedRowStyle BackColor="#C5BBAF" Font-Bold="True" ForeColor="#333333" /> <SortedAscendingCellStyle BackColor="#F8FAFA" /> <SortedAscendingHeaderStyle BackColor="#246B61" /> <SortedDescendingCellStyle BackColor="#D4DFE1" /> <SortedDescendingHeaderStyle BackColor="#15524A" /> </asp:GridView> <br /> </div> <h4 style="color: White"> Tax and Product Table Records after joining </h4> <asp:GridView ID="GridView3" runat="server" CellPadding="4" ForeColor="#333333" GridLines="None"> <AlternatingRowStyle BackColor="White" /> <EditRowStyle BackColor="#7C6F57" /> <FooterStyle BackColor="#1C5E55" Font-Bold="True" ForeColor="White" /> <HeaderStyle BackColor="#1C5E55" Font-Bold="True" ForeColor="White" /> <PagerStyle BackColor="#666666" ForeColor="White" HorizontalAlign="Center" /> <RowStyle BackColor="#E3EAEB" /> <SelectedRowStyle BackColor="#C5BBAF" Font-Bold="True" ForeColor="#333333" /> <SortedAscendingCellStyle BackColor="#F8FAFA" /> <SortedAscendingHeaderStyle BackColor="#246B61" /> <SortedDescendingCellStyle BackColor="#D4DFE1" /> <SortedDescendingHeaderStyle BackColor="#15524A" /> </asp:GridView> <br /> </form> </body> </html>
Now let's use the scenario that we have one Product table and one Tax Master Table and we want to join these tables depending on Tax Id, so let us create the tables instead of going to the DataBase.
Open the Default.aspx.cs Page and provide the following code to create the Product table as in the following:
//creating Product DataTable DataTable dt = new DataTable(); DataRow dr = null; dt.TableName = "Product"; dt.Columns.Add("Id",typeof(int)); dt.Columns[0].AutoIncrementSeed=1; dt.Columns[0].AutoIncrement = true; dt.Columns.Add("Product Name"); dt.Columns.Add("Brand Name"); dt.Columns.Add("Tax Id",typeof(int)); dr = dt.NewRow(); dr["Product Name"] = "Laptop"; dr["Brand Name"] = "Samsung"; dr["Tax Id"] = 1; dt.Rows.Add(dr); DataRow dr1 = null; dr1 = dt.NewRow(); dr1["Product Name"] = "Mouse"; dr1["Brand Name"] = "Dell"; dr1["Tax Id"] = 1; dt.Rows.Add(dr1); DataRow dr2 = null; dr2 = dt.NewRow(); dr2["Product Name"] = "Mobile"; dr2["Brand Name"] = "Apple"; dr2["Tax Id"] = 1; dt.Rows.Add(dr2); DataRow dr3 = null; dr3 = dt.NewRow(); dr3["Product Name"] = "Book"; dr3["Brand Name"] = "C# Corner Press"; dr3["Tax Id"] = 2; dt.Rows.Add(dr3);
The Product table records will be such as follows:
Now let us create the Tax Master table using the following code:
//creating Tax DataTable DataTable dtTax = new DataTable(); dtTax.TableName = "taxmaster"; dtTax.Columns.Add("Tax Id", typeof(int)); dtTax.Columns[0].AutoIncrementSeed = 1; dtTax.Columns[0].AutoIncrement = true; dtTax.Columns.Add("Product Category"); dtTax.Columns.Add("Charge", typeof(int)); DataRow drtax = null; drtax = dtTax.NewRow(); drtax["Product Category"] = "Electronics"; drtax["Charge"] = 10; dtTax.Rows.Add(drtax); DataRow drtax1 = null; drtax1 = dtTax.NewRow(); drtax1["Product Category"] = "Educational"; drtax1["Charge"] = 8; dtTax.Rows.Add(drtax1);
Now the Tax Master table records will be such as follows:
Now let us see the preceding two tables, one is Product and the other is Tax Master. From them we want to display the tax charge of each product and tax charges are in the Tax Master table, so to get it we need to join the preceding two tables using LINQ .
So let us write the code to join the Product and Tax Master tables as in the following:
//joining Product and Tax DataTable var JoinResult = (from p in dt.AsEnumerable() join t in dtTax.AsEnumerable() on p.Field<int>("Tax Id") equals t.Field<int>("Tax Id") select new { ProductName = p.Field<string>("Product Name"), BrandName = p.Field<string>("Brand Name"), ProductCategory = t.Field<string>("Product Category"), TaxCharge = t.Field<int>("Charge") }).ToList();
Now create a function to name the LINQResultToDataTable that converts the LINQ result to a table as in the following
public DataTable LINQResultToDataTable<T>(IEnumerable<T> Linqlist) { DataTable dt = new DataTable(); PropertyInfo[] columns = null; if (Linqlist == null) return dt; foreach (T Record in Linqlist) { if (columns == null) { columns = ((Type)Record.GetType()).GetProperties(); foreach (PropertyInfo GetProperty in columns) { Type IcolType = GetProperty.PropertyType; if ((IcolType.IsGenericType) && (IcolType.GetGenericTypeDefinition() == typeof(Nullable<>))) { IcolType = IcolType.GetGenericArguments()[0]; } dt.Columns.Add(new DataColumn(GetProperty.Name, IcolType)); } } DataRow dr = dt.NewRow(); foreach (PropertyInfo p in columns) { dr[p.Name] = p.GetValue(Record, null) == null ? DBNull.Value : p.GetValue (Record, null); } dt.Rows.Add(dr); } return dt; }
The preceding function takes the LINQ query result and converts it into the Data Table. If you want to learn more about IEnumerable and the preceding function, refer to the following article of mine:
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eINTk092ksheQXsa6Y6rFEVa5tJIpt5VJfMPlr9U6T4I+F2g/FvUPH9j4Z+H1l491aAW194lg0yzi1i9i2xr5ct2qCZ12xRDazkYjQfwjGZo3wV+DPhvxrofiXSvAvws03xL4YsF0rRtWtNDsIb/SLNYmhW2tp1jEkMIikeMRoyqEdlxgkUlSqXuHtadrHos67bjrXzT+09e+NNK/4KKfAqTwHoHhPxJrLeA/GwktfEPiG40O1SH7b4Y3OJ4LK8cuG2AJ5QBDMd42gN9BP4v0sv/wAhLT/f/SE/xrzn4sfCGH4qfEjS/FGnfGHxV4E1DR9Ol0y1Gg2fhm48qOaRZJys2o6Xd3CeaYrcSIkqxt9lhJTcu461IycbIzpyinqfLtp+058VvgZ8T/jLZ2Hgfw83xR+JHxr03w5FZ6VfR6/pemlfAulXu6N76fRBdSSQWeBG81qQ0jlTL5QSafx1+0x8S/gr8XfHfj3WfCvhvw18S3+H3wu0fUNJ1u5U6bbPf+Ntc0yWWR7S4nWJWhuGmUJPOISyhmm2Hf8AR3hX9mvwTbaF4v0rx74nh+NGmeN7q1vtUs/HGh+GZre4uLdFjSaSOy021WeTy4rdN9wJWVbWAIUC4Nb41fsr/C74mfBiPwXoVj4A8E2C3/h6Vv7N0SzEUlhpGtQ6tHpxijMa/Z3dLhAmdkZvJXCMWZX5/ZVLXRt7Snsan7Mnxd8U+OvE3xO8KeM73wprWt/DbxBDpEmseHLCbT7HUEm0+1vQGtpbi5eCeP7TsdPPkyAj5XfsXK+LBx4+v/8Atn/6LWu+8CaL8P8A4MeDYfD/AIM0vwZ4P8P2rvLFpmhWltp9nEzsWdlhhVUBZiSSBkk5NeZ+PNZi1/xbeXUBzC7AIcdQqhc/pXqYFSi/ePPxjjJaGQxpA5B/+tS1GRivT5zzuUu2t4Ub/wCtWpbX24f/AFq59W2mrVtc7aOYOU3vtWaPtJrOjucrT/ONLnDlL32k0faTVHzjR5xo5w5S99pNH2k1R840ecaOcOUvfaTSNPuFUvONHnGjnDlHXXzj/wCtWfN8rf8A1quM+4VVuEzzT5w5SDzPr+VKJM//AKqjcYNIDijmFyk2/wDzilEn1qHd7Ub/AGo5x8pYEmf/ANVLvx/+qoA2adu9hT5xcpYEuRSiT61W34o30c4cpa8z3P5UCXHc/lVcHNLRzhylnzKUSVWDYo30c4uUs76N9V930o3fSjnDkLG+jfVfd9KN30o5w5Cxvo31X3fSjd9KOcOQsGSmF8HqfyqLd9KQtmjnHyk6zY//AFVPFdY9aoU5ZMGjnDlNVbnPrTvtGPX8qzY56lWXdRzhyl37T/nFKtzmqW+l8ylzj5S95+KX7Sao+caPONLmFyF77SaPtJqj5xo840c4+UvfaTRVHzjRRzhynukjYaqtw5K81PJ3rB8dalPZaN5doQt7fTR2dqSMhZZWCKxHoCcn2BrlOla6DtOh1PxxqU1poFml2bZ/LuLueTyrS3bGdpfBLN0+VAxGRnGa2x+zt4gu1/e+KtKt2IyVj0d5gv8AwIzoT+Qr0fwh4btfBXhq10uyj8u3s49ozjc56s7erMxJJ7kmud+A/wAdtI/aB8Karq+jW+p21to/iPWPDEy3kaI7XOl6jcafcOoRmBjaa2dkJIYoVLKpJUeVUxdRv3dD04YaCWqucpJ+y9rcn/M62I/7l8//ACXVaX9k/W5P+Z4sh/3Lx/8Akuuk+HH7W3gD4t/8K/8A+Ef186h/wtLw5ceLfC/+g3MX9qaXB9j824+eNfK2/b7T5JdjnzeFO19vovmcd6z+s1e/5f5F+wp9vzPD2/ZA1l/+Z5sv/CdP/wAl0xv2OtZYf8j1Zf8AhOn/AOS69L1/4vafoHxZ8OeDDBf3WseJLO91GIwKhis7W08lZZpizAhTJcQRqFDMWkHG1WZeL8F/tpeGPHnxn0fwTZaf4hF7r6+I5LC+khhFlcpoV5Y2V8wYSF8G4vlSPKfN5ExO1fLMh9Zq/wA35f5D9hT7fmY//DHOtf8AQ9WX/hOn/wCS6a37GutMf+R7sv8AwnD/APJde7eZx3o8znvR9Zrd/wAv8hewp9vzPBz+xjrJH/I92X/hOH/5Lpp/Yu1k/wDM92X/AITh/wDkutK7/bt8JWfxtfwG2neJDrCePYfh2ZhBD9m/tCXw2fESy7vN3fZ/sYKFtu/zvl2bP3le0eZx3o+tVv5vy/yD6vT7fmeCH9ivWD/zPll/4Th/+S6af2KNYP8AzPll/wCE4f8A5Lr33zOe9Hm/Wn9arfzfgv8AIX1el2/M8C/4Yn1jP/I+WX/hOH/5Lpp/Yk1gn/kfbL/wnD/8l1X8cf8ABSTwx4J1nxPcDwf8QdV8A+BNRfSvFXj2ytbM6B4duYmCXKyiS5S9mjtiyiea2tZoYcSb5B5M/l9j+09+2J4b/ZS0DUr/AF2w1/VF0fwprfjO7h0qGGSWHTdJt0muXPmSRjcxkiijXPzPKudqh3U+t1v5vwX+Q/q1P+X8zlT+xHrBH/I+2X/hOH/5Lpf+GI9YB/5H2y/8Js//ACXW78Ev2zLP4rfEkeDNe8E+Ofhl4wutJbX9N0nxQNPd9Z09JEiluLabT7u7t28qSWJZIzKsqedEzRhZEZt79or9pGy/Z10rw0ZdB8ReK9Y8Y65H4e0TRtE+yi81G7a3uLplVrqeCBFS3tbmVjJKvyxEDcxVSfW63834L/IPq1L+X8zhV/Ym1hT/AMj5Zf8AhOH/AOS6eP2K9Zx/yPll/wCE4f8A5Lr3vzOe9cX8fPjzpP7Onw+i8S63b6ldWM2taRoQjsY0eXz9T1O102BsOyDYs13GznOQiuQGICk+tVv5vwX+Qvq1L+X8zzj/AIYs1jP/ACPln/4Th/8Akul/4Ys1k/8AM+Wf/hOH/wCS69Y+GPxd8P8Axj0K+1Lw3fnUbLTdX1HQrmTyJIfKvbC7lsruLEiqT5dxBKm4Aq23KllIJ6LzOe9H1qt/N+X+QfVqX8v5ngn/AAxVq+P+R7sv/CcP/wAl0f8ADFWr/wDQ92X/AITh/wDkuve/N+tHmcd6PrVf+b8v8g+rUv5fzPBP+GK9Yx/yPdl/4Th/+S6Q/sUauf8Ame7L/wAJw/8AyXXvnmc96yvGvjrS/h14XvNa1q8Sw0yxQPPO4JCAkKOACSSSAAASSQBzT+tV+kvwX+Qvq1L+X8zxO6/Yu16JCYfGml3DgZCS6I8IY+7C4cj8jXnHjrwVr/wo1KC28RWMcEd0/lW19ayGazuHxnYHIBV8A/K6qTg4zivqMfGDw1ceJ9J0WPW7CXU9dtGvtPgjlEhuoAM+YpGRgjJHPzBXIyFbFzx94OsviN4Nv9E1KLzrTUITGwwNyHqrr6MrAMD2IFaU8ZVi/f1RE8JTkvd0Z8gifA/+vR55z1/Ws/Q2uYrea0vCDfabPJZXJC4DSROUZgPQlcj2Iq5zXr81zzLEhlJpN9cf4P8AjJp/jX4reNfCFtZ6tDqHgX7B9tuLiKNbW6+2QNNH5DLIWbaqkNvRMHpuHNdd+dFw5R2+mvIaPzpOaLhYY8ppu805lIpCD70BYaTmmt9KeVJprAg0XCw3OewpKdzQQaLhYbSq200bSaNppXCxYhnqcS7qpKSpqaNyaLhYsb6N9RbqN1FwsiXfRvqLdRuouFkS76N9RbqN1FwsiXfTZDkUzdRuo5gsRSrzULHB6CrLDNQupFO4WGbvYUqtmjmjmi4WFzS03mjmi4WQ7NLu9hSAn3pcGi4WDd9KN9GDRg0XCwb6VWyaOaOaLhYdRmm80vPvRcLC5ozSfnR+dFwsLmjNJ+dH50XCwuaKT86PzouFgPSm76Xmjmi4WHI/FSLLmoeacrEetFwsTb6cJqiBI9aXcfei4WJPNpfN+lRbjRupXCxL5v0o31Fuo3UXCxLvoqLdRRcLI9+kb+VYiRHXfjJ4UsEPFm8+qzD/AGI4/LGf+BzIf+A1Q/4XBoWpXZttJu/+EgvcHbbaShvZGPp+7yB9SQB3Irtvgx4B1HQ7y/8AEGvxJb61q6pEtojiQadbISUiLDKtISxZyvGSqgkIGPNXqKMbdTooU22n0PRS+SOmK+APAf8AwTPn0vx34U8Taj8N9Dudd1b40+O7zxneXklpdyah4L1b/hJjDaz73YTWMzXemubIAhZJTI0Sv5zD73Mvr+HHSnLJg9OteU4pnpqdj82/2Kf+CcU3wM8Ufsma3q/7Nvh/T9Z+GXhHVfB/izULe28PPdQaqX0l7XXvMW43TQl7fUmWRSbtDeOTCplkrzj/AIJ5fsnal40/ZF+FPiHRv2enXSpfgquneJpZvE9lp8nxdmuo9NksYhcQXD3AS3SCUrJeLC1sGEECmJiR+tm+s7wj4T0n4f8AhXTtC0HS9O0TRNHto7Ow0+wtktrWygjUKkUUSAKiKoACqAAAABS9mh+0PAdU1PxdawfF34n6T4e1U+MteuIfAvgi1udLmMlpb2872sF3cQld0ds2o3V3dSTY2tZpBISVVccJ+1D+wx45ng8F+Hfg9df8I/H4U+CnjXwNpfiKa+WJ9N1W+/sEafJIwJn3ymyuXaeNHZGRnJ3sgb7K30b6fIhc5+dUH7EHi6/+GvxM/wCFc/A0fAzwhrWjeGrO7+Ga6tpVm/jZrHUnudYhDadczWkJvtNb+zxcSzJJOWxP5UUaSHP/AOCgv7F/ib9oL9mTw14S+GH7Nz+ANHs9C8RyaVoWnaV4GtdS8L6/IYRZStNLNc29lazZuJXm0tje+YsDebblDu/SXfRvpezQ/aHwZ4v/AGBvF3xg+PJn8Z+DrfXPB+qfGzS/F2rRXd9bSQX+kw/DcaPNJNEJcyxNqQ+zvAynzVZi0bwMxPON+wr4o8IaL4H07xd8DYfjN8KfButfECzsPhrHcaLNHpUV9r7XHh/Uoob+5is3ig0xZrZEMomtUvUVI/8AWCP9Ft9G+j2aD2jPgf4QfsffEH4V/HL4E6pq/wAPP+E+8VeF/CmnaJ4i8V+Il0fV9K0BLa1u2P8AZN/NcprNvemSRIXk+zSQXAKMyxMZJl+nNC+Nvxb1DR9LmvfgoNPuruw8L3F7bf8ACYWUv2G4v7p49bt9wXEn9kwBJt68Xm/ZFtYE165vo30+Wwuc/Pf9qDXfE/7I/wCyL8TPgtr3hmOw8KfE/W/Emn6V8U7/AFKytvCHhuz8R3t5dvLrUjSrc2k1u17cxJiBoLiVbJPtMcl0wi9F+J/wP1v9pH9kT9pnUPDulXGoax4+8A6p8O/AVtdFbWW90+20+7trZ90pSNBd39xdSrNlUkt2tHLbQuPsPfRvpcgc58VfF74MfGj9sC31nXNN8M6v8EdU8K/C/wAQ+EPCY1rV7B9Yv9Z1VLP/AEoyadcXcFrawixjVJBI05knd/LQQp53j/wR/wCCUunza58Ibi9+Cnii20/wx8Ro9b1nS/Hun+BPsel2Z8ParBLNY2+gqluVkvv7J80tEJpXtbSQqRbho/0130b6ORD9ofl/4w/4J6/GD4p/HH446jH4HXwlN8TvAPxD8JajqEMXhrTtE1e41CSGPRJkFgDqd1ugTfLPqbvIkrTeWkCSlD3/AMQ/gP8AGH9pH4geKfE9x8Jdc8Ex32n/AAp060sdX1zR57mc6H4zuNU1OQm1u5o1WK1m8xcvmRQAo8wmNf0B30b6PZoPaHyB+wb8A/EH7E+h+JvCfhf4DaF4ej1/4oeILi41mxudK02wbQ7mfVb7TLxUt2aeVLdTYWH2aSOJ4hPmMNFCc/M/wW/4J7/EXTfB/wAUV8VfCLxpYaV440Lwvc33hnQbLwFa2mo+IbPUL24vRHpkM0OnzaafMhU/2hNLdzW+1WmMkcZj/VffRvo9mg9ofk98U/2atf8Ain8Xde8H3/7PHhzWvHb/ALPnhXTtM0zw/Pp2j6N8NNXm1HxOsF9HFJdlbX7OxyJrB7qe3KSJA0qyM7fS37PP7LXjPwb+3ZceNNf8EZ8Fy3mpHSY2vLEnQtaNlaQXfifyEmIUawI7mPZFumg2+a8aPql+IfrqDwnpNr4sutfj0vTo9dvrSHT7nUltkF3cW0LyyQwPLje0aPPOyoTtUzSEAF2zo76FBB7Qn836VzXxgbVZfhlrceh6RpuvapLaPFb6ffuq212WG0q+75SME/KSA2MFlB3De30b6uxPMfN37Kf7LHin9mX4mpJKug67pWu6WE1HUEzFc6RcId3kxZyZI3JGThd3lgkIUVX+lg+CemKgMmT06Ugl9Px4603q7sSstEfI3xY0dvDH7Qvi6zc/LqLw6vAAOAksewgf8Dic/jXJ/EjwFH8TPBN9ocuseJNBjvvLzfaDqBsNQg2SpJ+7mAJXds2txyrMO9fRf7UXwR1D4jQ6fr3h2KKbxHoivGLWSQRrqds5BeHecKsgKqyFuMhlJUOWHzxqfjWx8NXn2XXPP8O3qnDW+rRNZuD7eYAG+qkg9ia9OhOMo26nnVoOMr9D538IfsUHUPi34+s7nxb8cdF0+1Gmix1218Sz2t3r++2YyGa6MWLnyWwi4/1YO09a+oZP3kjN6nPSsL/hZvhr/oYNC/8AA+L/AOKo/wCFm+Gv+hg0L/wPi/8Aiq2ULGLlc29v+cUbf84rF/4Wb4aH/Mw6H/4Hxf8AxVH/AAs7w1/0MOh/+B8X/wAVVWEbW3/OKYUwf/rVkf8ACzfDJ/5mHQ//AAPi/wDiqa/xM8NY/wCRh0P/AMD4v/iqLAbG3H/6qMD1rDb4neGh/wAzBof/AIHxf/FUn/CzvDX/AEMGif8AgfF/8VSsBtnkU3b/AJxWMfib4aP/ADMGif8AgfF/8VTT8TvDI/5mHQ//AAPi/wDiqdgNvb/nFGB61h/8LP8ADX/QwaH/AOB8X/xVJ/ws7w1/0MGif+B8X/xVKwG7getORuetYH/CzvDf/QwaH/4Hxf8AxVA+J3hr/oYNE/8AA+L/AOKosB0yHinVzkXxR8Nf9DDon/gfF/8AFVOvxP8ADJ/5mLQ//A+L/wCKosBuUVi/8LM8M/8AQw6H/wCB8X/xVH/CzPDP/Qw6H/4Hxf8AxVHKBtUVi/8ACzPDP/Qw6H/4Hxf/ABVH/CzPDP8A0MOh/wDgfF/8VRygbVFYv/CzPDP/AEMOh/8AgfF/8VR/wszwz/0MOh/+B8X/AMVRygbVRunH/wBasn/hZnhn/oYdD/8AA+L/AOKpG+JfhnH/ACMOh/8AgfF/8VRygaTr/nFN2/5xWTL8S/DWP+Rh0P8A8D4v/iqib4m+Gl/5mDQ//A+L/wCKosBuAYP/ANalzWD/AMLP8Nf9DBof/gfF/wDFUD4neGv+hg0P/wAD4v8A4qiwG9mlHP8A+qsH/hZ3hn/oYdD/APA+L/4qlHxP8Nf9DDof/gfF/wDFU7Ab2B60YHrWF/ws7w1/0MGif+B8X/xVH/CzvDX/AEMGif8AgfF/8VRYDdwPWjb/AJxWF/ws7w1/0MGif+B8X/xVL/ws7w1/0MGh/wDgfF/8VRYDc2/5xRt/zisP/hZ/hr/oYND/APA+L/4qgfE7w1n/AJGDQ/8AwPi/+KosBubf84o2/wCcVif8LN8M/wDQw6H/AOB8X/xVL/ws7w1/0MOh/wDgfF/8VRYDa2/5xRt/zisX/hZ3hr/oYdD/APA+L/4qj/hZ3hr/AKGHQ/8AwPi/+KosFza2/wCcUbf84rF/4Wd4a/6GHQ//AAPi/wDiqP8AhZ3hr/oYdD/8D4v/AIqiwXNrb/nFG3/OKxf+FneGv+hh0P8A8D4v/iqP+Fm+Gj/zMOh/+B8X/wAVRYLm1t/zilC4P/1qw/8AhZvhn/oYdD/8D4v/AIqk/wCFneGv+hg0P/wPi/8AiqLAb45p44H/ANaueX4n+Gv+hg0P/wAD4v8A4qnr8T/DJP8AyMOh/wDgfF/8VSsBvZpaw/8AhaHhn/oYdD/8D4v/AIqj/hZ/hn/oYdD/APA+L/4qjlEblFYf/Cz/AAz/ANDDof8A4Hxf40v/AAs7wz/0MWh/+B8X/wAVRyjNuisT/hZvhn/oYtC/8GEX/wAVRRygfcjXLOuCxIPUE9azrrX0juzb28El7cj70cIGI/8AeY4VfoTn0BqHXb6SOOG2tyFub2TyY2x/qxglm/BQfxxWppVhBo1ksECKqLySTlnJ6sT3JPU15TVj073KPmaxnP8AZ2nbfT7c2/8ALysfrRaa+rXIt7iCSxuTyscwGJP91hlW+gOfUCua1z9ojRtH+J9j4WjiuL+7upRBPLbKHjs5G+6rdyfXH3Rye9dlrGl2fiDT5LS9giuLaUYdHGQRU69Rjt/0o3/SpfCHw48L6npzRzeHNAa4tH8qRv7PiHmcAq33e4I/HNc78QvEXw4+HUsyT+FtPvjauI7hrXTLfy7dyMhGkkKIHxzt3buRxyK53iYp2aN1Qk1e5u+Z9KN/0qj8NJfht8WIbn+ydD0Frixfy7m2k0+ESwHJHIAIIyD8ykj3rqf+FQ+FP+hZ0D/wXxf/ABNL61HsP6vLuYm/6UeZ9K2/+FQ+FP8AoWdA/wDBfF/8TR/wqHwp/wBCzoH/AIL4v/iaPrUewfV5dzE3/Sjf9K2/+FQ+FP8AoWdA/wDBfF/8TR/wqHwp/wBCzoH/AIL4v/iaPrUewfV5dzE8z6Ub/pW3/wAKh8Kf9CzoH/gvi/8AiaP+FQ+FP+hZ0D/wXxf/ABNH1qPYPq8u5ib/AKUeZ9K2/wDhUPhT/oWdA/8ABfF/8TR/wqHwp/0LOgf+C+L/AOJo+tR7B9Xl3MTf9KN/0rb/AOFQ+FP+hZ0D/wAF8X/xNH/CofCn/Qs6B/4L4v8A4mj61HsH1eXcxPM+lG/6Vt/8Kh8Kf9CzoH/gvi/+Jo/4VD4U/wChZ0D/AMF8X/xNH1qPYPq8u5ib/pR5n0rb/wCFQ+FP+hZ0D/wXxf8AxNH/AAqHwp/0LOgf+C+L/wCJo+tR7B9Xl3MTf9KN/wBK2/8AhUPhT/oWdA/8F8X/AMTR/wAKh8Kf9CzoH/gvi/8AiaPrUewfV5dzE8z6Ub/pW3/wqHwp/wBCzoH/AIL4v/iaP+FQ+FP+hZ0D/wAF8X/xNH1qPYPq8u5h7s+n5Ubh6D8q3P8AhUPhT/oWdA/8F8X/AMTR/wAKh8Kf9CzoH/gvi/8AiaPrUewfV5dzD3fT8qetyyLgMQB0APStn/hUPhT/AKFnQP8AwXxf/E0f8Kh8Kf8AQs6B/wCC+L/4mj61HsH1eXcx/tkn99vzo+2Sf32/Otj/AIVD4U/6FnQP/BfF/wDE0f8ACofCn/Qs6B/4L4v/AImj6zDsP2E+5j/bJP77fnR9sk/vt+dbH/CofCn/AELOgf8Agvi/+Jo/4VD4U/6FnQP/AAXxf/E0fWYdg9hPuY/2yT++350fbJP77fnWx/wqHwp/0LOgf+C+L/4mj/hUPhT/AKFnQP8AwXxf/E0fWYdg9hPuY/2yT++350fbJP77fnWx/wAKh8Kf9CzoH/gvi/8AiaP+FQ+FP+hZ0D/wXxf/ABNH1mHYPYT7mP8AbJP77fnR9sk/vt+dbH/CofCn/Qs6B/4L4v8A4mj/AIVD4U/6FnQP/BfF/wDE0fWYdg9hPuY/2yT++350fbJP77fnWx/wqHwp/wBCzoH/AIL4v/iaP+FQ+FP+hZ0D/wAF8X/xNH1mHYPYT7mP9sk/vt+dH2yT++351sf8Kh8Kf9CzoH/gvi/+Jo/4VD4U/wChZ0D/AMF8X/xNH1mHYPYT7mP9sk/vt+dH2yT++351sf8ACofCn/Qs6B/4L4v/AImj/hUPhT/oWdA/8F8X/wATR9Zh2D2E+5j/AGyT++350fbJP77fnWx/wqHwp/0LOgf+C+L/AOJo/wCFQ+FP+hZ0D/wXxf8AxNH1mHYPYT7mP9sk/vt+dH2yT++351sf8Kh8Kf8AQs6B/wCC+L/4mj/hUPhT/oWdA/8ABfF/8TR9Zh2D2E+5j/bJP77fnR9sk/vt+dbH/CofCn/Qs6B/4L4v/iaP+FQ+FP8AoWdA/wDBfF/8TR9Zh2D2E+5j/bJP77fnR9sk/vt+dbH/AAqHwp/0LOgf+C+L/wCJo/4VD4U/6FnQP/BfF/8AE0fWYdg9hPuY/wBsk/vt+dH2yT++351sf8Kh8Kf9CzoH/gvi/wDiaP8AhUPhT/oWdA/8F8X/AMTR9Zh2D2E+5j/bJP77fnR9sk/vt+dbH/CofCn/AELOgf8Agvi/+Jo/4VD4U/6FnQP/AAXxf/E0fWYdg9hPuY/2yT++350fbJP77fnWx/wqHwp/0LOgf+C+L/4mj/hUPhT/AKFnQP8AwXxf/E0fWYdg9hPuY/2yT++350fbJP77fnWx/wAKh8Kf9CzoH/gvi/8AiaP+FQ+FP+hZ0D/wXxf/ABNH1mHYPYT7mP8AbJP77fnR9sk/vt+dbH/CofCn/Qs6B/4L4v8A4mj/AIVD4U/6FnQP/BfF/wDE0fWYdg9hPuY/2yT++350fbJP77fnWx/wqHwp/wBCzoH/AIL4v/iaP+FQ+FP+hZ0D/wAF8X/xNH1mHYPYT7mP9sk/vt+dH2yT++351sf8Kh8Kf9CzoH/gvi/+Jo/4VD4U/wChZ0D/AMF8X/xNH1mHYPYT7mP9sk/vt+dH2yT++351sf8ACofCn/Qs6B/4L4v/AImj/hUPhT/oWdA/8F8X/wATR9Zh2D2E+5j/AGyT++350fbJP77fnWx/wqHwp/0LOgf+C+L/AOJo/wCFQ+FP+hZ0D/wXxf8AxNH1mHYPYT7mP9sk/vt+dH2yT++351sf8Kh8Kf8AQs6B/wCC+L/4mj/hUPhT/oWdA/8ABfF/8TR9Zh2D2E+5j/bJP77fnR9sk/vt+dbH/CofCn/Qs6B/4L4v/iaP+FQ+FP8AoWdA/wDBfF/8TR9Zh2D2E+5j/bJP77fnR9sk/vt+dbH/AAqHwp/0LOgf+C+L/wCJo/4VD4U/6FnQP/BfF/8AE0fWYdg9hPuY/wBsk/vt+dH2yT++351sf8Kh8Kf9CzoH/gvi/wDiaP8AhUPhT/oWdA/8F8X/AMTR9Zh2D2E+5j/bJP77fnR9sk/vt+dbH/CofCn/AELOgf8Agvi/+Jo/4VD4U/6FnQP/AAXxf/E0fWYdg9hPuY/2yT++350Vsf8ACofCn/Qs6B/4L4v/AImij6zDsHsJ9zhbmYL410vd0NvcBfdv3WP03VV+L8muv4AvR4cIXUiANw/1gj/j8vtvx0/TnFJ4stZ7iziubIBr7T5PtEKk4EvBDIf95Sw+pB7VoaB4ktfEmnLc2rkqSVdGGHicdUcdmB4Ir0XDqefGfQ+X/hrpviSDXXHhSZYNV8tixYWzTMufmI88dc9dvPrX0T8Fv+Eqg8L3C+L5TNqP2tvJZhCD5OxMZ8n5fvb/AH6VS1r4MaRq/j2y19Wltbm1mFw6QnaJ5B0YnqM/xY+8OvU56HxN4rsPCGjS32oXEdvbwjJZmA3HsBk9TS5blKVjrPh1N5uvavt+6sduD/vfvCf0K18gSXHxJ+LPw41LTVms7PSvD97OmpW6S7bm4nDlpmlUZZuWZtpxnHAJAr6k+GfxJ8KaD4fMl74s8LrqGoSG5uVGqwERkgBUB3fwqFHvgnvXP+OPDXwy8Ya9eapa+PbXw1qWpKq3txo2vW0DXm3IUurblLAEjcAG5615FWEnNtJnp0pRUEmzxv8AYV1Kzl8ZaFFY311c6s1xevfweUyx2tmIGXk9DumFsfYjA5zVT/gpJ8dH/Zh/ax8CfEePSzrcngT4RfEbX008S+V9sNsNDmEZfDbAdmC207Rk4OMV7/8ACCz+FXwR06WHRfEvh3z7gKs93caxBJPMF+6pO4AKP7qgDJJxkk1u6r4y+GOu+JLLWb3VfAd5q+m21xZ2l9Pc2klzawT+WZ4o5CSyJJ5UW9QQG8tMg7RjCdGq2pRTTSl+MJRX3OVzelWpqSc9VdXXzTPlLxl/wUF+LP7POk+KtJ8Xz/Cfxvr8eieGNV0jXfD+n3mj6Lo7a5qh0uM6lFLd3bm3hcG4EyTR+fFHIoSIr5lWP2/f20/jP+xL8GLWOw1bwJ4++J2naJrPjDVbbT/Ab2WmS6LYLFvnb7X4ih+xIjzQxvIs95K5m3R2jBHFe8fD74a/s7/CX4d654Q8K6B8F/DPhPxOJRrOiaTY6ZZadqwlj8qT7Rbxqscu+P5G3qcrweOKxJ/2av2U7rwbovhyTwB+z5J4e8N3E91pGltoejmz0uafHnSQQ7NkTybV3sgBbAznFaThNv3VbXt03irbe7pd7zV07Xus6U4Rt7R3Wnl0Sb/7e1aW0G1a9rP4s+Jus+JfF37Zl1f+EP7D0/xHq37RPh2ayfWElubKxaX4ZsTJJHEY3nEaszCNXi80qF8yLd5i+1fD79vj4yfGjVPBPw+0q7+FHhT4hX1343t9c8R6rod9faFcf8I3qsenFbOwW/gmVrj7RHOd92/kJFIMS5DL9ORQ/BaDW01NE+F6ajHqEWrJdqLETrexWv2OO5D/AHhMlr+4WTO4RfICF4rF+IPwv/Z0+LXg/wD4R7xV4d+CnibQP7Um1z+zNWsNMvbP+0Jmkea88qRWT7RI0srNLjexkcknccp0pcvJFPl+fSEIL7nFyt9rRPTZRmmoOclzJJN97Oo397lG38tnbfXwTwh+3p8YPir/AMKs1iWPwd8MvBnxR8M2P9katd+Er7xXZ6t4gukuv9FW5ttQtWsoBst5Ynubfy7lJCqzpIVWrf8AwTo+NnxUtv8Agmn8L9e8V+JtI8f+IdZ8ERalbtBp19Lr0ryG2jhlnja4upbsReZI086hS2U2xLzn3u68G/AK++Lml/ECbSvg/N480O1FjpviR7XTm1fT7cI6CGG6I86OPZJIu1WAxIwxhjVr4YaX8EPgjDLH4Lt/hV4RjnmnuZE0WOwsBJLOUaaQiLblpDHGXJ5Youc4FUoSXP7vxPtsvesv/Jt1aySST1kznXuu+yj9/X8lve7bbeyXh3w98M2XiL4WwzXXhfUfG3gvw3rviRNSsdWiWxdJHuGaG/kW+8lGMcYmVznfG07ELvUgdn8DNEuY/Hvwa1bU3vpNc1XwRf8A2qS5u5puEGniPCSHCEqQW2qpZiSwJr0jW5vg54lNsdRb4Z6gbO4lvLc3JsZfInlcPJKm7O13cBmYckjJOaTVJfg5rni9PEN63wzvNfidJE1Oc2Ml4jJjYwlOXBXAwc8YGKlU5ro/6i1+vytb0HON737/AIyv/Xc+bvFfhvU/h/fWWjS+Hn8N6ndaQYfG+px3kD/8JFbyapZxyXzmNy2GV7oh5/LcLJKoBCnHrWgKvhqw8f8Agrw1Gmn6dqfiuPQtFgs18mLTlmsbea+MIQYjEQNzKAAAJMjIJru/Dd/8IPBmkX9ho83w30qw1UFb22s3soIbwEFSJEXAfIJHzA8E1NofiH4W+GG0z+zNW8E6ZFo0U0NjBZ39vBb2qylWk2RIwQElRztzy2D8zZcackrNXXp3advTS3zbVtinVje6fW/ppa/r+mmu5wHxD8XP8GfjD4jn0G0sE+yeGvDui2izA/Y9PafUrq3jaQKQdkYkDbQVLBcArncNGX4r6yvjrR9E16z8Ka1qOmeL49K/tK3sHjjQSaXPdB4Y3lkaC4UYRv3j5RyeN+B2EHiT4VWun6taR3/w+jtdfkkm1SFZ7MR6k8gxI0y5xIzDglsk96TRPEPwp8NaTY2GnXvw90+x0udrmyt7aaziitJWDAyRqpARiHcFlAPzt6mp9nUcbO9/+Df/AD1638hOUNeVrVW/8l5V+mh4z4l+OvjDxt8AL3/hJF8NGz8c/DvWNYto9NtZ4pbCSGCIFXeSVxIrrPu4VChG35/vHofsvhz9njx7p974bh03wzYr4NvNS8RW1jZn7KixmH7LdSW0O1WlLmdVbh5FEignb8voz+JfhXLpsFm1/wDD9rO1tJNPhgM9mY4baQKJIFXOBGwVQyD5SFGRxUPhrVPhH4M8P3mk6PcfDnSdL1Hd9rs7OSygt7rcu1t8a4Vsrwcg5HFN05Xbin/XNb7lJfd8yvaQbjd7P/5H/L8fkeSj4x/Enx14j8NafcXem+GdS0zxsul3aNppH2yKTSpLlBNDBqEqADL5Tz33Hyn+QoUbsNA+L118WfjRdeD9X0rSNd8B63b6iLWS60qONbhrO4hikQq91M06B2dSz28Ayild4Oa6CCD4LW3hz+x40+F8ekGdbk2KixFsZV4WTy/u7h2bGRV3R9c+E3h3xNda1p938O7HWb5ma5v7eWziubgscsXkUhmJIGcnnFP2cr6x016d4pfmrkc6stddPzk/1X3Hmnwf0zQfgd8H/F2t+HtE0LSNduPFWp6RZS2uixySXLHVJIba12rJBuXJVFVpo0TgllVTWbo3xP8AF/xQ+Ivw9vVbw5ofiZLbxPps8l9bmW2j+zXVohIgiuWy5EYyi3LBcs29wu1vYtQ8WfC7VvD15pF1qXgG50nUJXmurKW4tHt7mR38x3eMnazM/wAxJBJbnrWXqFl8E9W0S2026i+Ftzp1lvFvaSpYPBBvZWfYh+VdzKpOByVBPQVKp1NLp6K3/ktv1b89O2tc8L3T6t/ffT8vS3nY8puf2jdT0u91Dx5BpdvJq2qeCvDyx24b/R0ludSu4RIDI8YMQMm8BpIwwwC6Z3DsfCviHxPq3x0+Htx410yLRNVax12ziUiGD7YM2MiFYo7m5CMUWT5BM5xEzcA4HeXnjL4Y6jDcx3Gq+A50vbNdOuFkubRhPbLu2wOCfmjG98IflG5uOTWR9i+CZ8I/2B5Xwt/sH7R9r/s3ZYfZPOxjzPK+5vxxuxmqUJJ3Ue9vnf8AJN+t/JC54t3v2/CKX6HA+AfiRr3grwxHqFi1jZ+DtS8U67cXutTaXLqaKH1V1gUJFPG8aSAv+/2yIuFLBVOa0fD3xa8U6n4jsvD3hSz8FaE2o6l4mMss2mTSRL9hvo40fyo5o90kvmEyMWGWYuOmxu31C/8AhDq8+jyXU3w3uZPDoVdKeV7J20wLtKiAn/VY2rjZjG0egq/ZeOPhppt8l1b6v4FguY2ndJo7u1V0adg85DA5BkYBn/vEAnJFR7GdkknomvwVn8rbbeurbdSLd7rV3/O6/Hff8EeVav8AtZ+KtW+GE3iLSF8I6U2j+CLfxXe2+qRzTfbZZhMBFCVlj8tFaAjcwcsZEXCn5j2fwVSLxR40+LC31vBcQ6jqNkLiCSMPFIr6PZ7lKnIKkEjBzxXN/G3wT4D+LenWGk23ir4T6PodpaGxXOm2txqNlC5xKtlcfaFS13R/LxC+OvPAHWanp/wT1zXTql9F8Lr7VGQRte3K2Ety6hPLAMjZYjYAvXpx0pzpSkp+78Sa9Lu/5WVvIOeKkrPb/Jf8F38zwX9n7QrrwtP4Y8R+HbX/AErw18O9Iup9Pt02jU7WW5vmuogq9ZTgSpxkyRqDw5NdH8J20P4waz4esdUNprHgjX9f8U39tBKBJY6vdrf77dZFPyyAQtcSqjAgmPdjKDHtnhXxT8LfAsaromo+ANHVIRbKtjcWluFiDu4jGwj5Q8jtjpl2PUmq99qvwj1PwpLoNxc/DmfQ55TPJp0klm1rJIX8wuYidpYuS2cZzz1q5Rm5c3Lff8ZX/DRrs9eonOLW9tvwjy/j17rQ4XQ7xNK0jxv4N8LyeVpWo+J18P6Klq5EWmiS1ikv0g2jEaQD7S4VflWQFBtxgcz44+F/hKxg+N2rPpenafq/huezh0DU7eERX+nTJpVn9litplHmKTLsVUU/OX24O4g+kfC3T/hr8JoLSCx8b6VdWWkLLDo9rdatZmLRoZCC0UWwKzD5QN8xkkxkb/mbOvLqPwhn8bjxM8/w3fxIpBGrM9kb4EJsH777/wBz5evTjpU+ynfrta/X7NvmrP0ber6tVYp309Om/wCun3bHHw/G/wCJHin4san4f0bQbH7FoD21hqV1JbQyiCaa0SY3DE30MoRGlGI1t38wRMBKpb5PPvAvxT174C/sl+F7rQY9C1DxDqWj3PirUYk0TH2uBEjMtxczSX0P7ze6K82ZHfeCsJ2mvc9Z1f4SeI/Fdpr2oXPw5v8AXLAKLbUbiSylu7faSy7JWy64JJGDwSai1m4+DviPS9NstQf4aX9loyldPt7g2UsViCACIlbIQYAHy46Cj2dSz01dunr+F7O3bS+1iM4Kyk7pf199uvzt3w/EH7SOq6Vp3iydbfSo20bX9E0uySVXJkivhYmQt843OPtEu0rgfIMg4OeH+D+oeJYvjtotpp+t2lnodzrHi+a7spLSWT7T5erR7iSs6Ju2yAIxQ+X+84ffhfVdXu/g/wCIPEMGrX8nw1vdVtUSOC9uGspLiFUbcirIcsArcgA8HkVPc698KL24s5Zrz4eSy6feSahau81mzW1zI2550JPyyMxyXHzE8k01Tkpcyj3/ACS/Rv1dvMjnTgot9n+D/wA/62OU+MP7TV/4a8W6P/wikmma9oxfTX1R0tklijhvbsQRSLd/a4x84EhURwTnKfNtDA1R8Z/tF+MPAem+JzqMegWetWN9arp2lXmmzwxCym1KO1W5e9Wd45laOQE7ERo2Pzp0B6+4f4N3d5ptxKfhlJPo0SwafK/2EvYxqdypEeqKDyAuADWF468K/CXxN4V1TTtL1b4deH5db1Czv9SuLUWYbUDb3aXJEwVl8zdtdcsTjzCcHkFKlNNaO1/wbX5f8BdGrdSD2fb8N/69L+eV4s/aW8WfDKz1s6oPDGsyeHdXXSrhrO2ns1u/OsluI3UNLJ5fkElp+ZMQB5AV2bG920cXK6TbfbJre4u/KXz5beIxxSPgbmRSzFVJzgFmIHc9a4DRdQ+EPhyxtrXT5/hvYW1kJlt4bZ7KJIBMMTBFXAXeAA2PvY5zW1pnxZ8B6JptvZ2fiXwjaWlpGsMEEOo28ccKKMKqqGwFAAAA4GKfs52tZ9Onl/nr8/JCc43Tv3/P/LT/AIc66iuY/wCF2eDP+hu8Mf8Ag0g/+Ko/4XZ4M/6G7wx/4NIP/iqXs59mP2ke509Fcx/wuzwZ/wBDd4Y/8GkH/wAVR/wuzwZ/0N3hj/waQf8AxVHs59mHtI9zp6K5j/hdngz/AKG7wx/4NIP/AIqj/hdngz/obvDH/g0g/wDiqPZz7MPaR7nT0VzH/C7PBn/Q3eGP/BpB/wDFUf8AC7PBn/Q3eGP/AAaQf/FUezn2Ye0j3OnormP+F2eDP+hu8Mf+DSD/AOKo/wCF2eDP+hu8Mf8Ag0g/+Ko9nPsw9pHudPRXMf8AC7PBn/Q3eGP/AAaQf/FUf8Ls8Gf9Dd4Y/wDBpB/8VR7OfZh7SPc6eiuY/wCF2eDP+hu8Mf8Ag0g/+Ko/4XZ4M/6G7wx/4NIP/iqPZz7MPaR7nT0VzH/C7PBn/Q3eGP8AwaQf/FUf8Ls8Gf8AQ3eGP/BpB/8AFUezn2Ye0j3OnormP+F2eDP+hu8Mf+DSD/4qj/hdngz/AKG7wx/4NIP/AIqj2c+zD2ke509Fcx/wuzwZ/wBDd4Y/8GkH/wAVR/wuzwZ/0N3hj/waQf8AxVHs59mHtI9zp6K5j/hdngz/AKG7wx/4NIP/AIqj/hdngz/obvDH/g0g/wDiqPZz7MPaR7nT0VzH/C7PBn/Q3eGP/BpB/wDFUf8AC7PBn/Q3eGP/AAaQf/FUezn2Ye0j3OnormP+F2eDP+hu8Mf+DSD/AOKo/wCF2eDP+hu8Mf8Ag0g/+Ko9nPsw9pHudPRXMf8AC7PBn/Q3eGP/AAaQf/FUf8Ls8Gf9Dd4Y/wDBpB/8VR7OfZh7SPc6eiuY/wCF2eDP+hu8Mf8Ag0g/+Ko/4XZ4M/6G7wx/4NIP/iqPZz7MPaR7nT0VzH/C7PBn/Q3eGP8AwaQf/FUf8Ls8Gf8AQ3eGP/BpB/8AFUezn2Ye0j3OnormP+F2eDP+hu8Mf+DSD/4qj/hdngz/AKG7wx/4NIP/AIqj2c+zD2ke509Fcx/wuzwZ/wBDd4Y/8GkH/wAVR/wuzwZ/0N3hj/waQf8AxVHs59mHtI9zp6K5j/hdngz/AKG7wx/4NIP/AIqj/hdngz/obvDH/g0g/wDiqPZz7MPaR7nT0VzH/C7PBn/Q3eGP/BpB/wDFUUezn2Ye0j3OK8z3rG1bwfFeagb2zurnStQYANcWrKPNA6CRGBR/qRkdiK/k6/4bZ+M3/RW/id/4VN9/8do/4bZ+M3/RW/id/wCFTff/AB2v7y/4kyzj/oY0v/AJnxP9rR/lP6v/AOzvFHl7P+Eh0zH9/wDsk+Z+fnbf/Ham0nwfFZ6gt7eXVzquoKMJcXRX9znqI0UBE+oGT3Jr+Tr/AIbZ+M3/AEVv4nf+FTff/HaP+G2fjN/0Vv4nf+FTff8Ax2j/AIkyzj/oY0v/AACQv7Vj/Kz+uD7Q398/nR9ob++fzr+R/wD4bZ+M3/RW/id/4VN9/wDHaP8Ahtn4zf8ARW/id/4VN9/8dpf8SZZx/wBDGl/4BMf9rR/lP64PtDf3z+dH2hv75/Ov5H/+G2fjN/0Vv4nf+FTff/HaP+G2fjN/0Vv4nf8AhU33/wAdo/4kyzj/AKGNL/wCYf2tH+U/rg+0N/fP50faG/vn86/kf/4bZ+M3/RW/id/4VN9/8do/4bZ+M3/RW/id/wCFTff/AB2j/iTLOP8AoY0v/AJh/a0f5T+uD7Q398/nR9ob++fzr+R//htn4zf9Fb+J3/hU33/x2j/htn4zf9Fb+J3/AIVN9/8AHaP+JMs4/wChjS/8AmH9rR/lP64PtDf3z+dH2hv75/Ov5H/+G2fjN/0Vv4nf+FTff/HaP+G2fjN/0Vv4nf8AhU33/wAdo/4kyzj/AKGNL/wCYf2tH+U/rg+0N/fP50faG/vn86/kf/4bZ+M3/RW/id/4VN9/8do/4bZ+M3/RW/id/wCFTff/AB2j/iTLOP8AoY0v/AJh/a0f5T+uD7Q398/nR9ob++fzr+R//htn4zf9Fb+J3/hU33/x2j/htn4zf9Fb+J3/AIVN9/8AHaP+JMs4/wChjS/8AmH9rR/lP64PtDf3z+dH2hv75/Ov5H/+G2fjN/0Vv4nf+FTff/HaP+G2fjN/0Vv4nf8AhU33/wAdo/4kyzj/AKGNL/wCYf2tH+U/rg+0N/fP50faG/vn86/kf/4bZ+M3/RW/id/4VN9/8do/4bZ+M3/RW/id/wCFTff/AB2j/iTLOP8AoY0v/AJh/a0f5T+uD7Q398/nR9ob++fzr+R//htn4zf9Fb+J3/hU33/x2j/htn4zf9Fb+J3/AIVN9/8AHaP+JMs4/wChjS/8AmH9rR/lP64PtDf3z+dH2hv75/Ov5H/+G2fjN/0Vv4nf+FTff/HaP+G2fjN/0Vv4nf8AhU33/wAdo/4kyzj/AKGNL/wCYf2tH+U/rg+0N/fP50faG/vn86/kf/4bZ+M3/RW/id/4VN9/8do/4bZ+M3/RW/id/wCFTff/AB2j/iTLOP8AoY0v/AJh/a0f5T+uD7Q398/nR9ob++fzr+R//htn4zf9Fb+J3/hU33/x2j/htn4zf9Fb+J3/AIVN9/8AHaP+JMs4/wChjS/8AmH9rR/lP64PtDf3z+dH2hv75/Ov5H/+G2fjN/0Vv4nf+FTff/HaP+G2fjN/0Vv4nf8AhU33/wAdo/4kyzj/AKGNL/wCYf2tH+U/rg+0N/fP50faG/vn86/kf/4bZ+M3/RW/id/4VN9/8do/4bZ+M3/RW/id/wCFTff/AB2j/iTLOP8AoY0v/AJh/a0f5T+uD7Q398/nR9ob++fzr+R//htn4zf9Fb+J3/hU33/x2j/htn4zf9Fb+J3/AIVN9/8AHaP+JMs4/wChjS/8AmH9rR/lP64PtDf3z+dH2hv75/Ov5H/+G2fjN/0Vv4nf+FTff/HaP+G2fjN/0Vv4nf8AhU33/wAdo/4kyzj/AKGNL/wCYf2tH+U/rg+0N/fP50faG/vn86/kf/4bZ+M3/RW/id/4VN9/8do/4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Kq92t8J2nliFuvlLCbWNmIRzKoUxt9Bwtn/AB5jKuHp5tRlShKclKapLmVo0HCLi9oScsQnO104xu/5tq1DBe2n7OXupPl13ftJL5Wp8rW922rXVjL/AOCyv/BPTwt/wTf+M/g7wRoHivT/ABBqJ8LWdxrcQjvEvHvG3tJdsJIhAkMpO2KOKZ2VYT5iqTuf6B/4IufBT9mv/goN+0tpvww1j4D6VNp2gfDf+1dY1y68Ra5Dqur63BJbJcSqsGoLbRWzGdgsaxbjsDbl3eWvgP8AwWd/b2+HH/BRz47eHviL4M0jxtouuPolvpmt2mtJapaWxhQbEtjE7vL87zEyv5eR5YESkEnW/wCCHn7fHwr/AOCbXx/174jfEA/EDUb2+0O58P2uleHtDs7qJo5pLeUzvcT30BVlMG3yxEwIbO8Ywcs0wHE+K8M1KvLELNVSfwSlCp7Zu2vsnFNLXlv7qVn2Zgp4eOLpuCXJ7l/TRu9+uj++27ZQ8GfsuaJ/wUg8G3Enwu+HXg74L33wrF7dePtZ/tTW7/Rbm0nnt4tMeOB5NQvllBF2JPLjMaqnmPIqnbH7r/wTs/4JA6V4Y/4KGfGf9n39oDwd4a8Vap4V+H1x4m0zUbXXL+0t4bhGtfImgmSa2VoXW7O/7RH8rQj7gD7vFv8AgnP+2B+zz+xp8VfixrviXRfH/irUdUsorf4eeKIPD9imp+HJSzvPc/ZZL5ore4J8kRzRTSSRiNtrLvYH6J8S/wDBdv4QN/wVS8c/Hix8M/Em+8MeOfhongebTJ7OytL+yne6tBNKpFzLG6LbQyOuSpaXZGVRSZR5HFlXjd1cbkuSUq31Z0XKlUbmqntW6NSKVWU/afaqxfO4JKKp8sVBSqdmG+qPESqVmklONtrNcyUk1tbl18++54Z+zR/wSqk8Cftcfsz3Hj0eDPix8GfjrrDWFpqWg3+pRWF6Fd7eaF2ZLO7hnjbEi8BGwOZFDpVz9ob/AII73/jf9sz42WXw/uPCPw1+FPgjx1b+DNKvfEuoX72suoXckUdtp0LRxXVxLKTKrMzjYinc8iit3wR/wVl+F3wm1b9kvwNoFp8Qrj4S/s6avc+J9W1K60eyj1zxFqU0s0+IrMXjRQxB5GUZu2OJ2JBMSh/S9e/4Lw/D7xT4Y/aL8H2et/Hf4daT8UfGCeNPCXi7wna2tvr+izyR2y3FrcwJqEStDm3wClzmRZGyEwAM8ZmPiLDM1jaFKbi6bhqnyqH1xqNV0lePt/q9pSSg5KLfu6ci5qcMM4csmlfkb62ajV5kvJy9nzWfez0uvzT8X+ANX/Za+P2oeG/HXhOwvNZ8F6o9nq+gapNN9lnkiYh4ZJLWaOQxnH3oZlyCCrYOa/an43f8EnfgR8K/29/AfhOX9mfTbP8AZ+1jwZJrni34h3niLxJaWvha5CXRy2oS6h9ijUGK3/dSKXPnZzgivxh+JnjfRPjH+0jqeta54n+Id54e1bUt1xrus+XrviSa2GFE8yvNCk05VQdhnUDhfMIXcf1L+Kf/AAcVfDCb9tTw78QPDOk/EPWPh7rfhKDwD8QfBXiHw7YJDq2mxvdSLdwul/Kkk6m5dRDLGqGN5lMg8zK+l4r4Pi/GSwEsl9r7T6vX9qqU61OHtHGnyWcZpKon7R0udtKSSn7ruGElhY1K3PpHS17N2U03bo3y3v326o+BNA/YDh+Ovxe+N03w48Y6Fa/Bn4QXVxcXHjjxRNNHaR6c11JDYs4tYJZpZrgLhFhgO8g4VcgVvD/gjb8V9A+IvxO0fxhqHgz4e6D8JJrK317xd4gv510DffPCtiIZYIJpZPPWeKQYiHlo2ZvJPFe7fsq/8FT/AII/sbX37QXgfwFN8cPDvwr+MtgLrQtY0yztbPxT4F1JGmEUcQTUNtxbokifvftEUh8vYV+YyVg+Av8Agqt4E134DfHb4JfFLXPjd488C/FG20+80rxzqQt9T8V2eq2i2+Hntbi78s2jSQqywrdl4kj2eY5k8yL0a/EHHX1irHCYeX1ePsFFyheq6cvYe1qWso+2hevzU3fmag4Qai/a0qWDk26jSbnLZ6JfY87Pdvdap6pX8Z8Nf8EpPFmvzfEzU5fiF8I7H4efCu9tNN1T4gDXJ7/wxfXN00KwQ2k9nbzyzs3nIWxEBEM+YYzwep+G/wDwQw+M3xF/aX+KPwia+8FaD46+Fml/23cWeqXt0sOvWJ5W5sZ4reSJ0YNFjzmiP75QQCkojv8AwI/bu+EHg79kH4w/s4a7bfEuy+F3jnXNO8QaN4isLCxv9dhubZrQTi4tHuIIFjuFttyqk7m3LBC1zgyH6B8If8F4vhr4w/b1+O3xX8b6H490fQfHngQ/Dzwtp+i6XZ6jdW1kePtd40t5bqJcqH8qPeP3xTzB5QeTDOc+8Q6LxSwdDmUYvkfs1rb6t7OSSbvKo5Yn2kL+4oRty6SnlQp4WUl7R295X8lztPbdKFne+r012XzB4X/4JG+KJb7xDr6fEb4Fa58Pvh7oNj4m8T+K7bxHd6j4d0/7RO0celTSWUDXL3rGNt0VuhIVkxIDJHu+mv8Agox/wRT0rxv+3v8ACX4S/s7eGvDvhOXxZ8NE8Xaw82s6heaZFIs1wJbgSTNc3BjO2KNEiVySyfLyzV80fsU/t3eBPhN+yL8dvgB8QYfF3/CCfFcWt7pmv6BpttdappV9azxvG0tnNcwxyRSLGhZRcAoY9oLb96e0ftZ/8Fefhh+0P+2d8MPiH4Uu/jl8Kl+FXgqPw9pXiPSk0271SS7iYPC0untKkL2wMlws0bXRFwjIpWMbw/HnD4//ANYL0JT5KMa6hJQfsZJ0KTpVKkIy9+ftnUjyJSlBRTULNuWuG+qRw0/aJc8tN72tUp2adtLw5m5LzVraHwZ8evg5D8DvHEejW/jHwf45gmsoL5NT8Nz3EloBKu7ynW4hgmimTo8UkSsh4IzX60/Ab/gnF8LfjZ+x7+yp478N/spaP4z1r4teJH07xuLDW/FCWWi6ZFPNFJeCYaiyWpCxq26YurNuVUyQB8Af8FdP20/Bv7fH7X8/xB8E+Grvw/Yz6NZWN/cXtnBZ3mvX0St51/PDA8kcbuWCACR/khQlsnA+ibv/AIKG/sz+Jf2VP2aPhnqms/HqBP2f9efXbi+0/wAHaZFLrhe5NwYYm/tjNqVJ2iX94eN20HgdvHMeJsyyPKKtBV6GIcm6yg6jcU6FTSaoSpc37107K8WnraKUkuZKlHE1OWzhySte3xWXLvezvfXVLvY81/aX/wCCaPhL4j/t3fGjQv2e/F+hT/Bf4ZacfEWreK9WvpbnR/Ddt5IkktxcW0c812Fl3wxeVHJK+3B37HlPqH/BNT/gjFouqft7ePfh98fLjRbqPwD4LuPFthpNte6glp4pt3EQttQW4t4Vc2AWYOyiWG53mNfLO2ZV9Ci/4OLPBXir9sX48+Jb3wh478CeB/jF4RtfDEGr+EbiBfFmnXFiLpLPU9xkijE5S6YECUmPyoVDuEyfKv2GP+Cpfwx/Zv8A2sPHnxB8f+OP2ivif/bngCXwLYalrdhaalql0LiSOaW4kE2p/wCixRPHtjtlluN293MsZPl185icZ4j1chxGAqUqlKccNSUGnz1pVHCnzy9rCPKqin7SM9m04zio2lJ+hL6h9b5vs868kl7t/VWctUrNrSytGXN+JP8Aglhcftm+J/D/AIz+FOl/Dj4K+EfifqF1onw+8L6v4r1bUpfGNzp8DfabiwmmsjLHBK8TFftxgw7quRuQV578Gf8Agjh8R/jN8AvGHxCXxT8NfC2nfDvxL/wi3iyy8S6tcaZc+HLlZ44ZXuHe3+zeXH5gc7JndgpREeUrE3u/7M//AAV5+Evw++H37Plj4y0/4k3Oq/sta5rN14XfSNKsfI8X2V2j+Qt75l2GsJVfyt3lfal2q2NxYFeUn/4KkfDr4h/8E8f2kfh74qh8cWPxF+PXjebxyjaZolpcaNpkwuoLmK1Mz3sczIxgCNIIcxh8hJSuG9ujmfH2Gl9ToUpKlGrSgpSi6klT+sTg23JudT/ZVTqznJ8yqNxum3Bc6WFnCnOq7Sa95KyV+Wenayagk7e9dt31tw3g3/giP8TfH43aP4x+FGoxaxrt94c8Gz2utz3Ft8RL2zt5biddKmjt2iaMCF0865a3iMmE356eDfsqfBY/FX9r3wJ4B1WDTIZta8T2mjz2Ws3N1ZW1xK1wsf2OaW2ilnh81/3PmJGxQyBjgAkfZHwH/wCCwnh3TP8Agmh4I+CGu+Mfj38KfE3w616a8sfEPwzmiX+29Nlklle0us3lqyNunZVYeYq+XG5VzuQ/O/8AwTg8OeIviz/wUn+GHiDS9I8Ua/BpXxB0XXtZuxHLqc1ha/2vbl7q8mROm5xvmcKCzdicV9RluccTwwebTz61ONFVFSkly35edQqKXwv2keSXKm3CfNdpOMY8VaNB0IuHxPdX2u37vfTSz0vvq9F6l+0f/wAEo9e1X9sD9oGw0ex8AfB74efBVbW8168vfEWp6vofh9LiGFoLaK6No19dyys52gW27OV/ubu1/Yq/4I1eI9K/4KAeJPhT8R/Cvw98d3WleDJfE+n6fe+LtV0XTdespSqQ6nZ3tlZyyMqMw/dzJFuJIIypA9Z/4KCft++DPhn+2h+3F8FfHsHiWPwX8YrvSkTW/Dlpb3+oaLqGnwWpUm2mngjmiZkww85GXZgcsSrPhX/wXy+FWk/8FKb34ua/4e+Ilr4J0D4ZR/DTwxYWGnWV3qd3CsySm8vN93FHE5Kn93G0g5A3DBLfmjz7xCxnD1sJQlKM8LBwcebmbdDDSjJVOf2jqSqyrwl73MoxUrp+/P1pUMHDES9s7NVXddkqkbaWtZw5m9LJrl20fzj+zr/wQh+I37TXwU+GXjzQfiR8G7PR/i1ezaXoUOo6lqUF419EJzLaPELFj5i/Zp8lC8eIyd+0qTD8A/8AgnFeXn7Ff7VPiLxJ4Z8FX/iX4Q6lbaHPd3vijUbTUPBtxb3LLdSw21tbSWmoJP8ANEPMnUx/Z2YD5lLfQP7I3/BYP9nz9mr9nj9m/wAFXX/C5dTuvgX4v1HxTd3UXhXTUj1cXUWpIIY1OqZj2/bU+Y7s+W3AyBXF6L/wVK+B+i/A79s3wkg+KzS/tJ+IrjWdCnbw5YbdLjdmuFW5/wCJjnd50skZ8vcAkaPklzEnq1894/r4nE4edCp7FVqbptU5Qfs44yzu48raeGUZyT+LWLTTlB81CGGjOg5NWuufZ2XLPW2q3UOj3fy5Hxl/wbxfF3wraXn2Xx78GvEGoQ+B5PiHaabpms3xutT0hOGliEtlGqHJQL57RK5c7Gby5fL5b9l3/ghv8VP2ofCPw51OLxR8OPBd18XE1C48H6X4jvL9L3XLaxRXuLhBa2c8ccYVvlEro74JVSME/Y1n/wAF1f2arX4rwa79k+OR0+H4LL8Ifs//AAjGlecQJS/27f8A2pj7px5e3r/F2rq/2Nfifofwn/ZA/Zd0/wAT/Hqw+H3xR1TSNWT4dXPib4Xaj4i1HRbfU7t9Pj/s6Swu47PYVijKrqCXLq0mfkiKRjwMZ4heIWBy1vHwdOrKSUG8POUtaNeTtCnCbcIThSdV8rag58urik6eGwsnG7Wkby1292lfV9FOVSN77qHfX8WfiF4Q/wCFf+PNZ0L+0LPVjo97LZG8tIriKC5MblC6JcRxTKpI4EkaOO6qeKxq7z9qP4W6j8D/ANpTx94N1fWbXxDq3hbxDfaVe6pbOzxX88Nw8ckoLc/Myk885Jrg6/qvL68a+Fp14S5lKKal3ur32W++y9DzsZT9niJ00rWbVu1nt1/NhRRRXYcwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV1Xwi+Ofjb9n7xNLrXgLxh4p8EazPbNZy3+gatPptzJAzK7RNJC6sULIhKk4JRTjgVytFY18PSr03RrxUovdNXT9U9BptO6Leva9feKtcvNT1O8u9R1LUZ3uru7upmmnupnYs8kjsSzOzEksSSSSTVSiitIxUUoxVkgbbd2FFFFUIK9O+HP7a/xl+D3gdPDHhL4t/E3wt4ajMhTSdI8UX1jYr5hJkxDFKqDcSS3HJJzXmNFcmMwGGxcPZYunGpFO9pJSV+9nfUqMpRd4uzCiiiuskKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoor6H8FeCtGu/Bukyy6TpkkkllC7u9qhZyUUkk45Nfkfi34t4TgLCYfF4vDyrKtJxSi0rWV7u5z4jEKik2j54or6a/4QLQ/+gLpP/gHH/hR/wgWh/wDQF0n/AMA4/wDCvwn/AInRyX/oXVf/AAOByf2nH+U+ZaK+mv8AhAtD/wCgLpP/AIBx/wCFH/CBaH/0BdJ/8A4/8KP+J0cl/wChdV/8DgH9px/lPmWivpr/AIQLQ/8AoC6T/wCAcf8AhR/wgWh/9AXSf/AOP/Cj/idHJf8AoXVf/A4B/acf5T5lor6a/wCEC0P/AKAuk/8AgHH/AIUf8IFof/QF0n/wDj/wo/4nRyX/AKF1X/wOAf2nH+U+ZaK+mv8AhAtD/wCgLpP/AIBx/wCFH/CBaH/0BdJ/8A4/8KP+J0cl/wChdV/8DgH9px/lPmWivpr/AIQLQ/8AoC6T/wCAcf8AhR/wgWh/9AXSf/AOP/Cj/idHJf8AoXVf/A4B/acf5T5lor6a/wCEC0P/AKAuk/8AgHH/AIUf8IFof/QF0n/wDj/wo/4nRyX/AKF1X/wOAf2nH+U+ZaK+mv8AhAtD/wCgLpP/AIBx/wCFH/CBaH/0BdJ/8A4/8KP+J0cl/wChdV/8DgH9px/lPmWivpr/AIQLQ/8AoC6T/wCAcf8AhR/wgWh/9AXSf/AOP/Cj/idHJf8AoXVf/A4B/acf5T5lor6a/wCEC0P/AKAuk/8AgHH/AIUf8IFof/QF0n/wDj/wo/4nRyX/AKF1X/wOAf2nH+U+ZaK+mv8AhAtD/wCgLpP/AIBx/wCFH/CBaH/0BdJ/8A4/8KP+J0cl/wChdV/8DgH9px/lPmWivpr/AIQLQ/8AoC6T/wCAcf8AhR/wgWh/9AXSf/AOP/Cj/idHJf8AoXVf/A4B/acf5T5lor6a/wCEC0P/AKAuk/8AgHH/AIUf8IFof/QF0n/wDj/wo/4nRyX/AKF1X/wOAf2nH+U+ZaK+mv8AhAtD/wCgLpP/AIBx/wCFH/CBaH/0BdJ/8A4/8KP+J0cl/wChdV/8DgH9px/lPmWivpr/AIQLQ/8AoC6T/wCAcf8AhR/wgWh/9AXSf/AOP/Cj/idHJf8AoXVf/A4B/acf5T5lor6a/wCEC0P/AKAuk/8AgHH/AIUf8IFof/QF0n/wDj/wo/4nRyX/AKF1X/wOAf2nH+U+ZaK+mv8AhAtD/wCgLpP/AIBx/wCFH/CBaH/0BdJ/8A4/8KP+J0cl/wChdV/8DgH9px/lPmWivpr/AIQLQ/8AoC6T/wCAcf8AhR/wgWh/9AXSf/AOP/Cj/idHJf8AoXVf/A4B/acf5T5lor6a/wCEC0P/AKAuk/8AgHH/AIUf8IFof/QF0n/wDj/wo/4nRyX/AKF1X/wOAf2nH+U+ZaK+mv8AhAtD/wCgLpP/AIBx/wCFeP8A7QOkWui+MraKztbe0jayRykMYRSd8gzgDrwPyr9B8MvpIZbxpnkckwuDnSk4ylzSlFr3emhtQxsasuVI4Wiiiv6RO0KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr7d/YU8DeHPij8Ufhr4X8VW+t3Gj+J59P0iQ6TfxWVzA1wY4llDyQTKQhbcV2fMBjcuc18RV9z/APBPnWNE8L/Gr4Va34j8Qad4Z0Xw9e6Zq93e3sF1Ogjt3ilZFS2hlkLsFIX5duSMso5r+M/pk8rynLFPb20r+nJr/X3HmZltD1/r5d76d9D6B/bH/wCCeEHhb9uDVfgr8FdA8Y+IdR8OWgvL+71nWbORJYjbRXBmZhBbRWkUYcqWlkYMSmCpIUr/AMFCv2CvCn7KH7OPwX8YaHN4gXV/iNa3M2qWl7rdlq9pbNEkBU21xawxpIjeYxDhnVlK4J6n6M8Zft9fBq4/bh+OWtReP7C58GfHfwVJ4eg1y10jUxP4ZuI7OOFDdQyWqSGORg//AB7+aflTcFGSPBv+Chn7SXw0+In7GvwB+HHhDxZL4r8QfDKwmttUubXSbi201zIqK2yS5WKYkNEu0eThlfJKMuw/5uRlVVGmne75W++8+b0WkfvXRo9nEYfLo1cRUi42tNRSasrKnyNLdt3lqn0d9T5E8JTaXb+JrF9bs7+/0lZl+121jeJZ3E0fdUmeKVUb/aMbgf3TX6ca1/wRi+Deq/ta3Hwa0e++K1hqk/gRfF9t4lutUsL2wsJHmeJYri2WzhYoCoO5Z1LZxhfvV+ZHhHSbbXfE9jZ3mq2Gh2txMqS6hepO9vaLnl3EEckpUf7EbN6A19y/8Fg/2+Lb47eONJk+E3xq1jUvA954dh0TVvDlhPrGmwyTI0pllmt5oYoJI5EdFzlmOzDKAAT14m/soqG7cl/5Lo3btKz/AA7ni5W8PGFSddJ25XZ2u/e1Sv3Wjtqt97HgvgT/AIJlfGb4teGLHXvB3he08VeHdV1WXRrLU9O1uweGWdC4IcGcNAp2ZDTBAd8fOXTdU0n/AIJufGrXNFub228EyOIJdQhitW1OyS+1FrAkXf2O1aYT3giIILW6SAkYBJr1W5/aA8C/8OY4PhZD480+Px4PGB8RXGiLZairTWuDGITN9n+zmQNtkwZNmFHzbwFr2b4C/wDBRD4SWsf7NnjfXvEh0DVf2f8Aw1qui6j4YGlXc97rsj2Qgt2s5Y4zbASHk+fLFtbOcj5qT5ouavpHra/2Oa+m/v8AuWXe/Q2pYXA1FTcpWcldrmWj9py8uq933Pf95+R8zfsF/wDBP3XP2nvHHhTUtf0HVIvhnr2uLoMuq2+u2OkXEs7KxP2QXQdrpowrO0cMTkiNxlcEi/8AtFf8Ez/E/h345/GbTfhrp8+v+Cvg/cf8TO91HWtPivbK3EAm82VGeJmGA/zJFg7COoNfQPwf/b4+FHxP+FvwM/4SvxXa/DfV/hJ8RbzxJqGmS6XfXkOpWc9xNchrdraCRTIrSqhEhj6SMM/KrO8Pft/fCDxX8Yv2xUk8VXXh/SPjhon2Lw7qur6RdeQbhYJoCJEtUuJUjJlDqxTJRTuVG+SsZTqupdRtaM7Lu/3bjd7a3ml10s76I6KWCy/2Cg6ifNKPvXSaVqidk9Uk+S9733VtWfHXjP8AYH+LfgL41+Gvh3qHg+ZvGPjC1jvdI0+zv7W++2W7lws3mwSvEsYEbszO4CqhZiFGa9N/Z7/4JE/E/wCKH7R3gvwZ4ksrDw7pHim0/tr+14dasL63uNNRv3slrJBLIk8mBgIhYjerMBHlq+sfEH/BTP4IeEf2/Ph340s/Fh8TeDZfhufAWt3dtpF9BcaHIJQ/2lopYUMkZyBiEuwAfjIUP84f8E+/it8JP2Dv2/vDfiO7+JSeK/Cq2up291rGn6BfRW9jHLG8dsXSWNbhpCBmRUhKoWQK8uWKbxnK+3SdvNrnUV5XtB3eju0jnr4LBU3FKXNeVNP3o+6pKm5PRe9a81pblcVfsfLvibwZZfCb4xXOjeJIRrGnaVebLuLQ9etJTcxcHbFexLcQBtpGWCyBWyCuQQPtD9sL/glL4G+Gfwctfin8JtS8W+P/AAX4V1CXTvH2jS6lbjV9HkicCQpKlrtRVz8zNA+1WSXDRsSvxj418PaDf/Gi80/TfFlhPodzehRr91ZXUFoA2DJL5SxvceSrFtp8rzGQBjEjEov1L8N/+ChEP7GP/BQHxV4v8Ma/p3xD+Gvj27d/EGn2VvdRQ31nK7/I0d5DCftMQZmB2lDvK7yHbERU5U4q9pWuu19NJeT89n8y/wDYqdbEKok4c3KrNXUW5e9Hvy2W2jXqjyn4k/sd3Hjj9pDxn4R+Enh7W30jwMXj1G78Q+ILERQBJTH58t5JHaW8KuSoWNvmJyAzdBV0D/gmp8a/E3x01z4aWngv/iufDtol/eaRNrFhBKbdgpEsLPOqTr8y5MLPjIBxX0L+z/8AtNfBfT/2tv2jfF+s+OtS8Pad4oe6fwbC0Gpf2NqxkmlZPt9rbRs00aDy8Q3CGIh3Do3AHug/4KI/Aq6/4Kt6r8XD8TNPi8G3nw9GhRyvomrfaPtjOAYzEtoSNoTcW+7hhgk5AxnUqQp03CN24ttdnytrXzatbzWvQ6P7OwNStU56qSVRJWlFLk51FtLyWqfbddT4esP+CS37QWp6holvD4BDnxGsp06X+3dNFvcyREiSATG48sXA2v8AuGYS4ilOzEUm3gfhL+xt8SfjdrWvWGgeGy03hi6jsdVk1G/ttLt7G5kmEEds811JFH57ynYsW7exyApwa/Qb9nX9tD4G/CbwL+y3puofF3QJZ/g5eatc6+YdD1sq4uoLhIxBmxG8hpVB3be+M1xnw2/bw+G2j/DT9ojwTZeOfC/hnWPEnxBm8b+DPFGqeEptZ0q8Ek8ciRSW0llNJC8ax4DtbkozkpkqN206jjUnFK6V7Oz1tKKv/wCAtu275dOxh/Z2BdGlP2lpSSuuaLs+STt0t7ySu9FfU/O3xV4V1PwN4lv9G1mwu9L1bS53tbyzuojFNbSoSrI6nkMCCCDWfXdftMfEu/8AjD8d/EviTU/Ev/CZahqd1un1saYmmrqbKioZVt0VQiHb8uVViuCyqxKjhauk5OCc97a+vz1PDxCpqrJUb8t3a9r2vpe2l7b20Pc/+Cc3wF8IftR/tZeGvh54yTxIth4qeS2hutF1GGzmspEieXewlt5hIuIyu0bDlgd3GD9C+Of+Cavwp139nn9oHxT4X1Dx74Wv/gZr9zo8V54i1azv9J8R+QxUxxtFa27R3DnaoTLhWkiGW3/L4d/wSz+JXhL4I/tseD/G/jbxTp/hbQPCsst3PJc2l5cyXW6GSIRxJbQSnfmQN8+xcKfmzgH6l8cfttfCW8+EX7Qy/EH4oj47XHjjUbyb4eeHZNM1W6HhTzPtIgnjn1G3iW0ZBPGGW3PyrD8pfO0Z4tyVN8m/K7W780bbdbc2+lt9Ej3cmhhZU7Yjl+LXmaWnJL52vyv3U3dWWrPlXwv/AMEs/jv428L6BrekeB11LRvE+ny6npt9ba5p0lvPBEqs5MguNqOA3+rcq5KuApKMBz9v+wL8W7r4NXXj1PCLnw5Y6RHr9yf7RtBfwadI7pHeNZeb9qFu5jcrKYtrIjOCVBavZf20P2gPAvxE/wCCc37P3gXw5480/WPEfw+juhrmkQ2Wow4e4w6Mry26Qv5Q3ox35Bf5N6ktX058Lv26f2evAf7GOq+BbT4qXsmqeIvhj/YTtr9hrN/d2mptA6G2MvkSJDaR+YqxxW37ldsjYJIZ3iJzgqrgr8smo+aSk7+d7RWnV+fumBy/A1pUIVanLzU4yk+aNlJuKcdtHG7bTd7Ly1+IvBH/AASq+O/xI8IeF9e0TwXaX+k+NIDcaJcL4j0pRqIEZkKIGuQ3mhFcmIgSARSfL+7fHOfs3/sa+M/jdr13eDwrfzeF/DGp29h4inn1e00H7M8kwiFstxe/uxcsxCrGEkfcVGw5AP3h+yh+3L8D/hd8NP2VbfWPijpNrefCZtWu/ENt/YmrvJCb20uUSKMpZskjI8yqxDbeCVLDBPlOg/tUfCnxb+zb8WPhRqPj6w8Otd/FBfGui6++k6jJY67ZtOjOhSO3adJVjQkCWNFLbF3AAsNpTcMZ7NK8E9/JVIx+fuNy035dNzKWX4N4OnVVS03G7XNH4vZyklt7vvJR1va+p4p/wVT/AGPfDX7Dn7Vcngbwne69f6SukWt+JdXmilufMl37huijjXA2jHy5969n+Hf/AAS1+H37W/7GS+K/hDqvim1+L0GmHXpfBut6tbXyXtit3c2pMEkdrbne72zlSchW2xtjesleY/8ABY39p/wN+1x+2LN4r+H+pajq2ix6Ra6c1zc6e1mk0kQbLRBz5hTDDl0jO4MNpGGONcfHp/2W9b+C3jP4Z/Enw7rfijwPor6de22n2mpxhGbUL66eOYXNrAkkLxXaxsEcncHxgBXPLhVKWDtVbU3PR9UrzabXb4b+ReJeFpY+pyRjKmktLr+6nyv+ZateZiePv2dtK8YX3wu8N/DPwb48bxv46097uex1LWre+xKl7d2bRLGlnbmIKbN5WeRyEViGwELnO8R/8E/fiv4T8a+CNBvvD2mpefEjcPDM8fiHTZrDWGBA2xXiXBttxJUBTICxdQASyg/S/j/9tz4PftIf8FKfhN8TdW1PxB8N/CFv4cU+JToTXdpd6ZqZkv5p4VmtFE5SWWZd0sA3Os7Z2MX2+lftTfty/Bb4u+Nf2YLrSfiToK2/ws8XyajrxXQtWt47e1FxFOrxL9kLSArb7O8jPKjOOZHXo19tCMlZSm+bryx5mt/SzW91r1uVHBYGr7V+00ivdd1Hm0T1T1u7u/Z+lj5G17/gkp+0H4Zsr64vvh/5EGlXYs9Qc65prDTXK7g9xi4PkQ7fm86TbFtIbfgg1xmo/sK/FjSf2h5vhVceDbyPx1bQC6m083NuYoYPKEvntciT7OsIQgmQybAeCQRivvb4t/tl/A7xx8Of2i9Ls/i74fW7+K/jLTNb0fzdD1tY4ra3NkzmYixJVv3UgCgN90c81p+I/wDgpl8Cl/4KX+K/Fo8S2WpeBfiH8Ox4Wm14eHbq4/sa5UkkT2lxbh5o3CKCqpIrZQMMbtvHCvWdOEpR1ad1bZ+zUkt/57w/yOiplOXc7Ua1kpJX5ovT2sot6W+xyz8ru9+n5i/GD4KeJvgL4ri0bxVpn9nXlzZw6javHcxXdtfWsy74ri3uIWeGeJhnEkbsuQwzlSByte0fto/GfU/i34l8NQaj8Q/D/wARU8OaQNNs7rQ/DC6Dp2m26yuY7WGP7NbOyqm1vmhUKXZV3Abj4vXXTk5K78+/fTfy/wCBc+exlKnTrOFJ3WnZ9NdYtp69n9z0Ou+A+neDNW+LeiwfEO/1fTPBjysdVuNKAN6kYjYgRZRxvLBVGVI+bnA5H1zq/wCx7+z9oP8AwT88L/Hy50j4xfYvEPiU6BLo8fi7TWltI1edWnWU6WBI2ICRHtUZbG8YzXwxX3V8Qvjh8L9R/wCCNnhn4PWnxQ8N3XjzQNefxHNZJpesLHMjfaXFtHK1kE8/9+q/MVjyG/eYwSqzkoc0ejj/AOlK/ntf/hzvyf2MpzhX5bck2m7fEovl30+K2nXrdHjXjj/gnh441eDxP4r+H/h+/wBY+G1hBda9pN1fajZw6vdaFHM6R6g1izx3RiZVz5iwBWwSvFUvB/8AwTU+MXjz4W6L420zQNBm8J+IGEdjqkni7R4LeSTDHymMl0vlyDawMb7XBUggEYr7r/ZO/bs/Z7+DX7LOkeGrj4q6gda1H4d3Wi6muu2GsajNp2pTLHtt4XEEkdvZx/OgjtsKwVGcOyhq8n/4J5fHD4N/BX9lLx78N/iD8bbWDSfi1pc4vLTTdI1h5PC1yYkjjZSLPbNJIruJQriMC2RcyByRnN1Ie0jDXkSt/ealJNfOKTT8/Oy7o4DA1JUpTml7RvmtKNoe7GUd9bczcWnqrbu138PeDvDemaN8X7PR/FVtcanp0V/9ivo9D1m2VpfmKZgu1juISA2CHVZFYDg8hh9S/wDBRH/gnJoPwK/a48MfBf4PaP498VeKtfsYL5JNS1W1uftPnGUeWsUdrCIhGImd5XlKBckhApavmHwj4c0ew+N9np8vi7Q4dEs9Sx/wkMtve/YZIo23CYRrbtchXCjA8ncCwyByR+mPxI/4KXfBfSP+Cqvhz4v6X41s/EPgvVPCZ8H6k9rpWpQ3+hMS7/bDHNaorx7ii4idpMFzs4AbSs/3dJw1d5X6XtC8U77Xlpr8ziwFGi/b067SV4JO8XZOTU2v5rR1036bnzL+0/8A8E5vD3wA/wCCc/hD4pSvrdt461PxEdB1SyXxFp2s6R8i3IeSCW0j25LwD5fOk8s70YllOPzJ/aT/AOR5tf8ArwT/ANGSV+pX7Sv7Q/wp0z/gll4S+Cfh7x5J428WaH4rutbN1p2i3cNiYmlnKiSS7SCQM0dzn5I3+eNlIClZD+Wv7Sf/ACPNr/14J/6Mkr+lPokOT8QU5f8APupbp9iN/wAbnZXp4eFelHD2+DWzT15pbtaXtY89ooor/VE2CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/SX4F/8ABJr9oD4j/BLwd4h0bwD9s0fXtDstRsbj+3NNj8+CaBJI32vcBlyrA4YAjPIBr82q/rG/4Jy/8o9vgR/2Tvw//wCm23r+J/prVHHJMtt/z9n/AOkHXhMrpY6ThVbVu1v1TPyI/wCHM/7Sf/ROP/Lg0v8A+SaP+HM/7Sf/AETj/wAuDS//AJJr93aK/wA6vrEjv/1Qwf8ANL71/wDIn4Rf8OZ/2k/+icf+XBpf/wAk0f8ADmf9pP8A6Jx/5cGl/wDyTX7u0UfWJB/qhg/5pfev/kT8Iv8AhzP+0n/0Tj/y4NL/APkmj/hzP+0n/wBE4/8ALg0v/wCSa/d2ij6xIP8AVDB/zS+9f/In4Rf8OZ/2k/8AonH/AJcGl/8AyTR/w5n/AGk/+icf+XBpf/yTX7u0UfWJB/qhg/5pfev/AJE/CL/hzP8AtJ/9E4/8uDS//kmj/hzP+0n/ANE4/wDLg0v/AOSa/d2ij6xIP9UMH/NL71/8ifhF/wAOZ/2k/wDonH/lwaX/APJNH/Dmf9pP/onH/lwaX/8AJNfu7RR9YkH+qGD/AJpfev8A5E/CL/hzP+0n/wBE4/8ALg0v/wCSaP8AhzP+0n/0Tj/y4NL/APkmv3doo+sSD/VDB/zS+9f/ACJ+EX/Dmf8AaT/6Jx/5cGl//JNH/Dmf9pP/AKJx/wCXBpf/AMk1+7tFH1iQf6oYP+aX3r/5E/CL/hzP+0n/ANE4/wDLg0v/AOSaP+HM/wC0n/0Tj/y4NL/+Sa/d2ij6xIP9UMH/ADS+9f8AyJ+EX/Dmf9pP/onH/lwaX/8AJNH/AA5n/aT/AOicf+XBpf8A8k1+7tFH1iQf6oYP+aX3r/5E/CL/AIcz/tJ/9E4/8uDS/wD5Jo/4cz/tJ/8AROP/AC4NL/8Akmv3doo+sSD/AFQwf80vvX/yJ+EX/Dmf9pP/AKJx/wCXBpf/AMk0f8OZ/wBpP/onH/lwaX/8k1+7tFH1iQf6oYP+aX3r/wCRPwi/4cz/ALSf/ROP/Lg0v/5Jo/4cz/tJ/wDROP8Ay4NL/wDkmv3doo+sSD/VDB/zS+9f/In4Rf8ADmf9pP8A6Jx/5cGl/wDyTR/w5n/aT/6Jx/5cGl//ACTX7u0UfWJB/qhg/wCaX3r/AORPwi/4cz/tJ/8AROP/AC4NL/8Akmj/AIcz/tJ/9E4/8uDS/wD5Jr93aKPrEg/1Qwf80vvX/wAifhF/w5n/AGk/+icf+XBpf/yTR/w5n/aT/wCicf8AlwaX/wDJNfu7RR9YkH+qGD/ml96/+RPwi/4cz/tJ/wDROP8Ay4NL/wDkmj/hzP8AtJ/9E4/8uDS//kmv3doo+sSD/VDB/wA0vvX/AMifhF/w5n/aT/6Jx/5cGl//ACTR/wAOZ/2k/wDonH/lwaX/APJNfu7RR9YkH+qGD/ml96/+RPwi/wCHM/7Sf/ROP/Lg0v8A+SaP+HM/7Sf/AETj/wAuDS//AJJr93aKPrEg/wBUMH/NL71/8ifhF/w5n/aT/wCicf8AlwaX/wDJNfF3/BRj9mbxv+yp8bdL8PePdE/sHWLzQ4tRht/tlvdb4GnuI1fdC7qMtE4wTn5emCM/1XV+An/B1R/ykJ8Hf9k7sv8A05anX9NfRJqyl4g00/8An1V/JHPieH8Pg6ftqTk352/yR+Z1FFFf6pnmhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFf1e/8E/tKi13/gm/8ErKdrlIbz4baFBI1vcSW0yq2lwAlJY2V0bB4ZGDA8ggjNfyhV/V/wD8E+bSTUP+CcfwQgiup7GWb4b6DGlzAEMtux0uAB1DqyFl6jcrLkcgjiv4i+m5rkeW3V/3s/8A0g9/IP4svQ57/glz4etfCX7OGsaXZCZbPTvG3iO2gEs7zyBE1S4Vd0khZ3OByzMWPUkmvo6vM/2Y/wBmaD9l/wAO6xpdn4s8WeKLXWNTn1dhrn2Im2uJ5HlnaM21tBgSSOWKtuAIG0KMg+mV/nS37sU91GK+aST/ABPp5NOpOS2cpNejk2jM8ZeEtK8eeFr7R9c0zT9Z0nUIjFdWN9bJcW1yn9143BVh7EV82f8ABIzwb4Z+HH7A3hnV7LStC0F9RW9utWvYLaK1N15V7cqsk8gA3bI1wGcnaoxwBX0p4u0O48S+GrywtNX1DQbm6jMceoWCQPc2h/voJ45Yif8AfjYe1eB+E/8AgnNb+EfhHafD+H4t/FibwNav8+iyHRUjuozOZ5IZJo9OS48uRywYLKCVZlyAcVEU+d+dv1Hpy2Zyn7Uf7dHjX4E/GPUbO1/4QdtE0rVdEs4tFa2uNS1jV7S9lhjnvXntpymmRo83lxm7tysrxHa5LqtQeNP2t/jfH4s+Pg0nS/hbY6b8EvIvY7W5+3Xtxrlq1kt40XnBoFglaLcQ/lyKrsIyjhTM3c/FP/gnLoHxO1/xjdJ45+Ifh2x8d6rZa5qul6XPp/2R7+08jybhTPaSygg28RKeYY2K8pXlfwz/AGfbj48ftW/tAWGtax8XdE8LeIJ9JtrlX0NtLsPGlrb2EVrcrJPcWI4aRJEY2ckJdJGKkpsK5w53HkT960mr9/3dr97PmfmnsleK1vBS5pK8Vbyvr+DkvxW/2nW0j9pTxNp37YHjT4i6h4g0yXwBo3wjsfGCaMdHkW5jsZftM4gjl+1bFuC6KXlaNg4CoI0xur0LTP2qvif4Q8W/C5vEtj4G1fRfjNaypo0GmwXdhNoOomzN5b21zO0k/wBphdFeNrhLeIqV3+Vg7R6T4g/Y38LeIfjNJ4we61m2S98PR+GNS0O3lhTStVsY/O8uOZPLMuF85/ljkRWAUMrAYrJ+HH7Hfh34DLoupXPiPx34s0r4dW9w3hjTNTMd8nh2No3Rltktrdbm5cQEwp5zTyBDtTljnZOKVtoq9vJc9Rv5tSjZu9mm31vlL3td20r+clCCVvJSUr7XTStoreOfCP8Abr+LWrfCz4a/EXxXp3w6Xwr4y8XjwhqGl6VBefbrQy3k1nDdx3MkpQgTKgaEw8qC4kBbYn2lXxb/AME2v2YH8RfA7wlqPi+8+JNqfCXiHUNUtfCGv6X/AGZYWN6bq4eC7WOa0jupcRzB13TPErucKGTC/aVEdIJS33+Vlp9/M/Rr0Uys6j5dtV8+aX6cq9U/VlFFFAgooooAKKKKACvl3/goz8OfEXjHXPAGr6T4M8P/ABd0rwo9/f6t8OtTvYoW16No4oVvIY5Q0Uz2pkJCyKR+/wALhylfUVeffF39nq0+K/i/Q/EUfiLxT4W8ReG7S7s9N1HRbqJGgS5e3abfFNFLBNkW6qFmjdBuLBRIsbpnNNuPr+j6ddbem6s0maQaTd+zX36f1+T2Pnv4UftE6N4P/ZT8S+Ivhc6aAkfjCCy1ax+I0h00/DpZPssEsd3FcXEZZIIwpit450BV44oyNm2se7/4KJ/E+L9njU/EOm6B4K1jW9D+JFv4JuJ7+11Pw/Bd2881qsUy2MyyXEEjLchWEkh8vG8CUYjPs+sfsAeGdb8DnT5vEvjP/hIX8UweNJfFYuLT+15tUhwsUzA25tdqxKsQiFuIwijC5y1c7q3/AATL0vWvDutaZP8AFP4qvb+IPE1t4vvWLaMXk1OAxsswJ047QXhiYxj5B5YCqqkqbp3UlzbLkXyXs72v0sqiV9XdXbv7qdraf3vxU7Xt5uDdtNNEre9xfjv9sP42eCLP42wtH8LLi6+CVrbazd3I06/WPV7aezW5FlHD9pJikXbOPtRkYHbH/ow3MU6X9oD9uLxF8L/jB4d0OCTwl4dtfEumWNzo8fiSyukt/EdzO0n2iCDVFlS1gmt0WNhDMm6cyoqsm8Guh8V/8E8dP8ZXXxRku/iV8SQPi9axWWvxxjR1XyYl8uNIf+JflMQlos5JKuSSXAcXfFH7Amj+NNIOnap45+IF7pl/Y2Gm65ZSTaeYPEVvZtuhW4X7J+7bqGktfIdgeW+VNpTurc3938nzf+29+9r3bcnHlst7P/223/t3bdK6Vrea/Gb9tL4n/DTwj+0hcWsngO4vfgrdWE+mvLod35V/aXNqtwYZkF7nzV8xV81WCnYT5XzALN8Xf2wPjJo3xa+LOg6Dpnwz07S/h14Lg8X215qH27UJ71WS6byniRoFUyGDbxJ+5Az+/wB+1O8+Of8AwTr8MfHbVvHUlz4s8eaBpvxKtrW38R6Xo13aQWuoPbR+XBNue2eZGVQoKpII3CKHRhkGPVf+Cd2k6jrvjG9j+IvxMtf+E28NweE72I3OnXXk6fDuCIktxZyzM+2SZTLLJI7ec5LFgjLi1U9nZfFy/wDk3K1f/wACs7aq1766GilT5ouXz/8AAoP/ANJ5131VtDI8Y/teeN/FmqeEdP8ABlt4S8OS6/8ADx/iA134lgmu7e72iH/iXwiKaAoy+aGknJcIpU+U2ePWv2VvjJqf7QvwA8L+N9U0Oy8OyeKbGLU4LC11F78QwSqHj3SvBAd+0jICFQejMMGvl749/s0aDp/jHwh4M8ZyfF/VvB3grwtFZaFq0HgTT/GUF9L5zK6S26aReR280MKW6LL5ETSqxG9tjFvqv9nSHWoPhJpo1y51S7n3Sm1l1Sygsr9rTzG+z/aIYI44o5fK2ZRY49vCsisGrqTg1OUdru3l70vxtyq3aN92zmcXFRi97K//AIDF/de7b7u2yR3FFFFQMKKKKACiiigBCNwxXzb/AME+PBVj8PPGfx/0jTftxs7X4jyMjXt/PfXDl9K06Rmeed3lkJZmOXYnmvpI8ivLfgH+y6nwD8aeMNbi8b+M/E0vje+Gp6jb6wNP8gXQjji86MW1pCynyoo0xuK4XO3d81KnpUcn1i18+aLX5P7yp601HqpJ/Llkv/bkep0UUUyQooooAK/AT/g6o/5SE+Dv+yd2X/py1Ov37r8BP+Dqj/lIT4O/7J3Zf+nLU6/pz6I3/Jwqf/Xqr+SPKzn/AHZ+qPzOooor/Vg+QCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/rv/wCCavw2+3f8E5/gDP8AbdvnfDjw6+3yc4zplucfer+RCv7Af+Cf3jjS/hv/AMErPgRretXQstM0/wCGHhuSaXY0jc6ZaqqoiAu7sxVVRAWdmVVBYgH+IPpuy5cjy1/9PZ/+kH0nDkFKrNeR6z/wqz/p+/8AIH/2VH/CrP8Ap+/8gf8A2VZnwQ/ak8EftEalr9h4X1O9fV/Cs0UGsaVqmkXmj6nprSxiWJpbS8iinVJEOUcptfDbSdpx6DX+cl5H1fs4PY5H/hVn/T9/5A/+yo/4VZ/0/f8AkD/7Ktrxn4utPAfha+1i+j1Kaz0+IzSpp+nXGo3LKP8Annb26STSH/ZRGPtXMfs5/tL+B/2tfhdbeM/h7r0XiLw5dzS2yXS281uyyxOUdHimRJEYEdGUEggjIIJFJttLoN0oJJvqXf8AhVn/AE/f+QP/ALKj/hVn/T9/5A/+yrB8B/tf/D/4ofHHxL8OvD2r3+r+KvB0gh1uO20W+ey0uUruEUt75P2VZCM4TzdxKsAMqwHplHM2lLo9V6B7KKbTWqOR/wCFWf8AT9/5A/8AsqP+FWf9P3/kD/7Kuuoo5mHso9jkf+FWf9P3/kD/AOyo/wCFWf8AT9/5A/8Asq66ijmYeyj2OR/4VZ/0/f8AkD/7Kj/hVn/T9/5A/wDsq66ijmYeyj2OR/4VZ/0/f+QP/sqP+FWf9P3/AJA/+yrrqKOZh7KPY5H/AIVZ/wBP3/kD/wCyo/4VZ/0/f+QP/sq66ijmYeyj2OR/4VZ/0/f+QP8A7Kj/AIVZ/wBP3/kD/wCyrrq8s+On7ZngP9nHxloegeK5vFcOq+JTs0qLTfB+saumoSYkYwxyWdrKjTBYnYxBt4VdxXaQaXO72vuP2Md7bHS/8Ks/6fv/ACB/9lR/wqz/AKfv/IH/ANlXP/Bz9sf4d/HbxzqnhbQNcuYfFmjQrc3mga1pN7oesRQMFIn+x30MM7Q/On7xUKZYDdk4r0ueYW8Lu24hFLEKpYkD0A5J9hTcmldiVKDdkcp/wqz/AKfv/IH/ANlR/wAKs/6fv/IH/wBlXjU3/BUr4exfBifxz/YnxD/siHxq3gTyX8OyxXS3wuktvMljcj7LDvcHNyYn/h2eYRGfpOhSk48y2/4Cl+Uk/mDpRT5X/Vm1+aa+RyP/AAqz/p+/8gf/AGVH/CrP+n7/AMgf/ZV11FHMw9lHscj/AMKs/wCn7/yB/wDZUf8ACrP+n7/yB/8AZV11FHMw9lHscj/wqz/p+/8AIH/2VH/CrP8Ap+/8gf8A2VddRRzMPZR7HI/8Ks/6fv8AyB/9lR/wqz/p+/8AIH/2VddRRzMPZR7HI/8ACrP+n7/yB/8AZUf8Ks/6fv8AyB/9lXXUUczD2UexyP8Awqz/AKfv/IH/ANlR/wAKs/6fv/IH/wBlXWs20ZPAHJJ7VwnwG/ad8BftQaZrl78P/E2n+K7Dw5qsmi313Y73tkukRJGSOUgJKu2RDvjLIc8McHApNtpdNfltf7wdKCV36fPf9H9xe/4VZ/0/f+QP/sqP+FWf9P3/AJA/+yrrqKOZh7KPY5H/AIVZ/wBP3/kD/wCyo/4VZ/0/f+QP/sq66ijmYeyj2OR/4VZ/0/f+QP8A7Kv55/8Ag7O0D/hHP+CjHguDzfO3fDixfdt24/4meqDHU+lf0jV/OV/wd6/8pJ/BH/ZNLD/06atX9PfREbfiFT/69VfyR4+ewisI2u6Pysooor/Vw+HCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/sA/4J/aronh3/glj8BNW8RS6da6To3wy8OahPdXxUQ2Yi0u2fzizcLtxkN2xX8f9f18/sG/C7wz8Y/8Aglb8ANB8XeHdC8VaHcfDbwzJLp2sWEV9aSsmmWzKWilVkJUgEEjgiv4f+m/f+w8s5d/ay/8ASD6bhm3tp821jpPgJ4Htrz44eKPifq8Z0nxL8RLC2tNJ0m6cRXcGi2OfLeSHhvNeW6aSQMCYhNDG21lYH2uuG+E37Mfw2+Ad9eXXgX4e+B/BdzqEaxXU2g6Da6c9yinKq7QopYAkkA5xmu5r/OR2skun9fju9tW9D63VtuW/9flsvJIZP/qH/wB01+Z3wk+JGrf8E6PFHhe80LTZ9c8MftL+E9Nbw/ZRqz29v43jtYYI43K8Rw3kRjZ5D0Nu56A1+kPjLwXo/wARfC97oniDSdM13RdSjMN5p+o2qXVrdIeqSRuCrr7EEVh+Cv2fvAfw18P2Gk+HPBHhHQNK0q+Op2Nlpuj29rb2d2VZDcRxxoFSUqzKXUBsMRnBqIx99yezsn5rW68t1JPpKKdht+7b5+jWqf6P+65K+p8DeDIPEP7Dej/tqyeB2m1rxb4K8N+HbyK9a3WWW8vjpc0tzfvGch2Mry3DKcgnIweh9Cl0248M/Hv4Z6R4E8f+P/GPgn40+A9WvddhuvGWo6hLGlvbxTWusWVwZjPZPJLciIi2aKJvNQBVZFx9T+Bv2Ufhb8L/ABxP4m8NfDXwB4d8SXIkE2raZ4etLS+l8w5k3TRxhzvPLZPPetD4Wfs++AvgZLqL+CfBHhDwe+sOsl+2h6Nb6eb5l3bTKYUXeRubBbONx9TUyg5xabs3G2n+GUX8tU+msfRxafLy26Pr11i035rlf/gT6XT+Af2d/wBoS6s5P2ENT1/4l66uqeONK1Sy1yLUvFtyYtdKWkgtzcW8k3lzTfaXVFkZDIX2LuJCgL8NP2i/iH8MdP8AFeqtd+L9Z8QX/wAPvEniLwjqFv4ll8SeF/Hc9uLaY38VvM32jTJ4CyxGxMQhGXWPa2fM+7/B/wCyt8MPh74o/tvQPhv4C0PWvtMl5/aGn+H7S2uvPkVkkl8xIw29ld1LZyQ7AnBNXfAf7PfgH4V+J77W/DHgfwh4c1nVIUt72/0vRrezuruJMBUkkjRWdV2rgMSBtHpWtWTqTlNaX5vlzJ+mzd/Pe17OKp2g1dXS5fnyvr6rTbyva9/mX9hvSPiNpXxt0DxFe+K9G1D4e+P/AAebiKxHxI1bxpPqt7FJFINVgN1YQR2cZjnKSRQskOXhCxqVAr7Krj/hv+z34B+DmtarqXhDwP4Q8K6jrrb9SutH0a2sZtQbczZmeJFaQ7mY/MTyxPeuwqpyTsoqy/4Ldvley0WisklZGdODju7vTXvZJX+drvV66ttsKKKKg0CiiigAooooAK+Xv29P+Tnf2VP+yhXP/pmv6+oa4D4q/sofC347a/Dqvjf4a+APGWqW0AtYbzXPD1pqNxFCGZhGrzRswQMzHaDjLE9zQm1OMl0af3O/6D+zKPeMl/4Emvwvc+af23b6y+I//BSn9mjQvBktrf8AxD8F6tfaz4h+yMrT6LoD2myYXTAExJOzxrGrkbmIwDnI4n9ljxF8ZPit40+H/wAVbjxHo2l2dz4qvdG8X2Vz8Q9Wv/t++WW3/sxdANgLSxubZ1iKtFIHCRM8skgkeQ/cPwo+Bngn4DaPc6f4G8HeFvBlheTfaLi20LSYNOhnlwF3ukKKGbAAyRnAFV4f2dPh9bfE+68bR+BPBqeM76NornX10W2GqXCMgjZXudnmsCgCkFvugDpRT9xq2urfzdtPRpWe923K1m4in76d+qS+S5tfW8rrskktVzH56eN/+TC/jL/2cnL/AOpPZ1+nteUf8MG/A3/hHH0f/hTPwo/siW6W+ex/4RHT/sz3AUoJjH5W0yBWZQ2M4YjODXqNhYQaVYw2trDFbW1tGsUMMSBEiRRhVVRwAAAAB0xRS9yhGj2t+FOEP/bL/PyHN81Rz7834zlL/wBu/AmooooEFFFFABRRRQAUUUUAFFFFABXzf+wnOjfG39pyMOpkT4m7mUHlQdE0rBI98H8jX0eRkVxHwv8A2Zfhv8ENbvtT8F/D7wR4Q1LU08u8u9E0K10+e7Xdu2yPEis43c4JPPNFP3ajk9nFx++UZf8Attvn5ak/epqPaSl90ZR/9uv8juKKKKACiiigAr+cr/g71/5ST+CP+yaWH/p01av6Na/nK/4O9f8AlJP4I/7JpYf+nTVq/p/6If8AycOn/wBeqv5I8XP/APdH6o/Kyiiiv9XT4UKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr+tr/gm7401K1/4J3fAWJLnakfw58PKo8teANMtwO1fyS1/Vh+w9rt94b/4JmfBO80zSJ9d1GP4deHltrCKVITcSNp9sq7pH+VEBOWbkhQxCsQFP8R/Tbt/YmW3/wCfs/8A0g9/IL+1kl2PpP8A4TvVf+fr/wAhJ/hR/wAJ3qv/AD9f+Qk/wrxf9nz47678UfFnjfw34o8KWvhjX/A17bW1wdP1VtV069S4t1njeK4aCBtwDYeNolK/KeQ4r1Gv85uVH0/PLua//Cd6r/z9f+Qk/wAKP+E71X/n6/8AISf4Vy3i+81Ww8M3s2h2Wn6lq0cRa1tb69eyt5n/ALrzJFKyD3Eb/SvJf2Gf2yYf2y/hlf6pcaC3hHxJod8bHV9CkvlvWsiyLNBIJQib45YZEdW2DksOdpNKNpNxW6V/le35jcpJKTejdvnZv8kz6D/4TvVf+fr/AMhJ/hR/wneq/wDP1/5CT/Cvmr9mj9te9/ag+PfxA8O6N4VsbXwj4DuIrY69PrL/AGnVjKrmOWC0Ftt8ljHJh2nBK7GCkNx3kX7RXhz4h+E/FMnw48TeB/G+veG7Z3lsrXX4pIrebD7EuXgEzwhijDJQn5WwDg1EpRjT9o9rX+XoWlNz5L63t8/U9Z/4TvVf+fr/AMhJ/hR/wneq/wDP1/5CT/Cvnb9ib9snR/2mPg94On1bxB4Mi+Iut6JHq+o+HdOv0Fzaq2DvFs0jzLHhlILZ+8OeRWT+1T+1F4p+B/wH8ReLvCt/8PfGcmj+KrXSLkBpol0WCW7t7d7eVI5ZfPu0M3zAvbABwxT5Nkm04ck/Zve9vnzKP5vfYzU5NXT/AKtf8vmfT/8Awneq/wDP1/5CT/Cj/hO9V/5+v/ISf4VwXij41eDfBHjTSvDmteLfDOkeIddIGmaXe6pBb3uokttHkwuweTLcDaDzxXTVNk1dD5pJ2bNf/hO9V/5+v/ISf4Uf8J3qv/P1/wCQk/wrIooshc8u5r/8J3qv/P1/5CT/AAo/4TvVf+fr/wAhJ/hWRRRZBzy7mv8A8J3qv/P1/wCQk/wo/wCE71X/AJ+v/ISf4VkUUWQc8u5r/wDCd6r/AM/X/kJP8KP+E71X/n6/8hJ/hWRWR498baf8NfBGr+IdWmFvpmiWct9dSH+GONC7Y98DgdzUycYpyeyKjzyait2dd/wneq/8/X/kJP8ACj/hO9V/5+v/ACEn+FeJ/sdftPR/tZfBz/hJJNCuvCmsWWo3ek6voV3N5tzo91byshikO1fmKbH+6OJB1610Fl+0l8O9S8Y2nh238e+C5/EF/LLBa6ZHrds15cyRMySokQfezIyOrADKlGBxg1bhZ8vVkqback9Eemf8J3qv/P1/5CT/AAo/4TvVf+fr/wAhJ/hXmmo/tI/DvSPFcOg3fj3wXa65c350uHTptbtku5bwCMm2WIvvMoEsWUA3fvE4+YZ4z4b/ALQHijxN+2h8RPh3q+m6BZaF4W0PTdW0u4tJ5Zru6FzJcIzTswRE/wBSMRqrbevmNnCyrO3nf00V3+BV5JNt7W/F2/M9+/4TvVf+fr/yEn+FH/Cd6r/z9f8AkJP8K4L4afGnwd8abG6uvB3izw14strGXyLmbRtUgv0t5MZ2O0TMFbHODzXTU+XyJ5pdzX/4TvVf+fr/AMhJ/hR/wneq/wDP1/5CT/CsiiiyDnl3Nf8A4TvVf+fr/wAhJ/hR/wAJ3qv/AD9f+Qk/wrIoosg55dzX/wCE71X/AJ+v/ISf4Uf8J3qv/P1/5CT/AArIoosg55dzX/4TvVf+fr/yEn+FH/Cd6r/z9f8AkJP8KyKKLIOeXc1/+E71X/n6/wDISf4Uf8J3qv8Az9f+Qk/wrHJwOmfb1ryz9mD9o+//AGhZvHcOpeD77wXeeCfEkmgPZXt/Bd3EwFtb3CyuYC0SFluF+RJJAMffPQCSbcVulf5XS/NoblJLmb0vb52b/JM9r/4TvVf+fr/yEn+FH/Cd6r/z9f8AkJP8KyKKLIXPLua//Cd6r/z9f+Qk/wAKP+E71X/n6/8AISf4VkUUWQc8u5r/APCd6r/z9f8AkJP8K/n1/wCDrvVrjWf+CiPgyW5k8x1+HNioO0Dj+09UPb6mv3zr8BP+Dqj/AJSE+Dv+yd2X/py1Ov6d+iMl/wARCp/9eqv5I8rOZN4Z37o/M6iiiv8AVg+OCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/qq/Yr8Y2HgP/gmN8E9R1OHXJ7JPh14ejkTSNMvNRvDv062X5IbSOSc9eqL8vXIAzX8qtf1jf8E5f+Ue3wI/7J34f/8ATbb1/EX021fI8tX/AE9n/wCkHv5A7VZPyOT/AGHfhXd+Bfid8R9W0O8+IK/DHxE9ncaNp/jFr/7bFqA84300SagftkcTs0WfPUM8gdhlNrN9JUUV/nTfRLtofS7ty7/1/wAP3d31Mzxj4mt/B3he+1O7i1Ca2sojJIlhYT39yw9EggR5ZD/sopPtXwfpHwz+IWl3fw28YfCvRfEukXHxF8OWvw58exalo93pV1oMkMK+TrPkzxozPbJ9ojVyPLcmNQxzX6B0VnyJy5n5fdqmn5NNry3WqL5motL+tmn8pJPs7Weh+fX/AArHVfFEv7UngT4d+HfGXh3/AISvw1pWkeD5tQ8L6pplheJY6c1tNAt1PBHEmf8AVKzuN2/cu9QTXo3h7Q7v9oX9oH4YeLvC/gzxZ4JHhDwdqek+JY9Y0G40T5biCJbXSlM8ca3Kxzq8m6DfCnlZ3jeob6/oqZU+ZNTd7q34Sjf5qT+fldNqfLy8v2dv/JXr/wCAqz6etmvgP9l34F6re/Dz9nDwda+Bdc8JeK/g3rU+o+K9QvtBlsLa1jEN1BcwwXJQRXpvHeM7rZ5VKrvdh8ueR1Lw/NpH7C/xn8L6D8PPiBp/9r/FdNT0LSLT4f6tb79OOoWVwkkUAtRtiENtMegClVU4Z0Vv0qorR3dR1erd/K/NCX3e4kl01e7FzJpJ9Lfhz/rNs+C/jX8D734h/Ev4r6R4ruvjXFo/xFvdO1rw7D4b8M21xZauiW0C29vPeSaZcT6bPBcQHP2iWBIxIHGMyGvvG2Ro7eNWJLKoBJOcnHrgZ/Kn0U42jFQXT9FZfOy1fXyJm3KXM/6vv8r7LoFFFFAgooooAKKKKACvnj9svX9a+JPjTwf8LfD9trFi+ralBq2qa5d+DdS1bQbeK1cTw2s0sJijJmnjjyPtCBUjcORvRJPoeila7TfR3+7/AIP/AAdCk7XPi/4QW3i/9mv/AIKBeL9H8TWGp+L/AAz8YrG2v9R1Pw54A1W20PSdXQeQBIzS3cYWeDHmSeaVDIu8RgEnxz4LfDzTfHX7PXiD4Y+CvBWoaf4pf40XOoafqll4Zmh0rRYbPWd/2w3yRC2Qw20MkKxeYJeVRU2suf0vuomuLaRFkeFnUqJEALRkj7wyCMj3BHtXnH7MX7M9n+y74V1fSbDxL4n8Swazq1zrUsmtfY/MjuLhzJOU+zW8A2u5LYIOCcLgcUUfdmpP7Kt62nCcV6RUbelktdSqkrwaW7afp7koyfzunbq737Hw8fh3oWu+Df2rvhd4W+H97J4m8YePTYaLLpfheX+zrVxBYtFJLexReRbLbSPJcYlkQjcxQMz4Pe/Gv4deMfij8evj9oegaX4tfUtd+HOk6NZanPoV1ZWGs3VpNcPd20d3PD9kJkjlCDcxjbzSPmVXx9Rfs+/sx237PWv+NdRtvFXirxFL471Y63fpq4sdkN0UWNni+z20JAZEiUqxYfulIAJYt6bUqP7uMeqik/X2fJ+Gvrp2SG6r55tbOTa9HNT/APbUvLXvc+YP2NvANjffG7UvHltefGO/1LUvDNtpOqN418N2/h1LTy5RJb26QRadZi4ljDTqZozIiKAoZgyY+n6KK0bukvX8W3+b/wA7vUytrf8ArRJL8F/lZaBRRRSAKKKKACiiigAooooAQnAr5v8A2G/FD6l8Yvjosug+M9Ji1vxh/bWnXGseGNQ0qC+tTp9jb745LmGNWIlgkGzO7A3Y2nNfSNFKOk3Lumvvaf5xX4jbvDk80/uTX5SYUUUUxBRRRQAV+An/AAdUf8pCfB3/AGTuy/8ATlqdfv3X4Cf8HVH/ACkJ8Hf9k7sv/Tlqdf059Eb/AJOFT/69VfyR5Wc/7s/VH5nUUUV/qwfIBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFf2L/APBMb/lGx+z1/wBk08N/+mu2r+Oiv6+v2D/iBZ/C7/glF8Cdcvo7qeKz+GXhoR21rH5lxezPptqkUEKfxSySMiIvdnUV/D/033bI8tb/AOfs/wD0g+m4aV6s15fqfR1FfKf7APjb4heIf2mv2iNM+IWttqGoaNqehtBp0E7vp+hC40tLhrW2B42oXCtJhTKyFyAW2j6sr/OPon3Sf3pP9T64KKyvG/hS28ceEr/SbyXU4LW+hMUkmnajcaddIPWO4t3jmib/AGkdT71+Sfh34+XPhv8A4J6+EPGWg+PPj1ZfG0awsUOveJNc8SDwbM/9pTQ7b+61R/7Fa1+zjadr7y6qFPmZFKL5qip93Ff+BO34D5W43Xn+CufsDRXh3xR/ao8S2PxVvvAXw58G6P468YaD4eh8R6vDqHiFtEs4oJnkjt4YJRbXLSTyvDJtVkSNVUFpVJAPLeBv+CjUX7Qej+BLf4VeF4Nf8VeNtEu/EMmmeIdXOi2+h2tpcC0uEuZ44Ll/PF0TEsaQsD5cjMyALufmv6tzX03+zL7ib6Xem342av2burLrfQ+mqK/PH9oL9qTwx8d9Q/Zm+KOqx6l4JvPCXxSu9B8T6XqOqv5Hh+8tbG+F3DKiOLeVkeMFJ9m8xuMbfMZK+zP2dviL44+KPhWbV/GPgvS/BMN0+/SraHWbi9vJ7fc4WS5hms7ZrV2URuIjvdRJhxG6lacVeDl2bXdW5YyTT63UtPRtXQ5+7JR7q/ne8otW8nHX1V7M9CooopAFFFFABRRRQAUUUUAFFFfLP7YHxV8S+OP2xfhV8BdB1rVfCekeMtO1HxF4n1jSpRBqUthaKEWztpvv25llcb5o8SqoHluhyaNXJQW7/RNv5JJt9dNE3ZD0Scnsv87L720l66tLU+pqK8A1j4Hah+zN4h/4TTw54/1oeD9C0TUX1PQfHPja8udKkuGWJoryTUbwXVxboghKtlniRWLJGrNL5nzT+yP+2m3xm/aI+H2lz63+z/K2ra5r3ih49I+KJv8AUTLOz28EC2psE3TpbXBVI94MkcTufKxsLhac1Tju1+N9u2qTd79r2b0Urxh7R7X/AAtv99lbz8tf0Vor5j/4KA/GnxVpfxM+DPwi8H6td+F7/wCMuuXVnqOv2axm80zTbO2NxdC28wMqXEi4RZSreWNxUbtpHXaf+yjc/Cz4ieFNc8K/EDx/aeH9IvJrnxFo2v8Aiu/1621eE2dxEjeZfSTzRNHJIj7I5EibG5kZ0jZZTXK5y0V2vuSbfpra/dPorhLR8q1dr/i0vndP/Poe3UV8raL/AMFJry5sPAHjLUPAcNj8HfidrEeiaH4lTXvN1G3lnZo7SW9sDbqkEM8ikKyXMrKHj3ohYqvK3/8AwVR8fHw18UfEOn/s66/eeG/hLf6xp2uTyeL9NgureSxtVuEYwklWVt37wxSSmNSCgnbMakpKKcpacqbflblvftbmjpvqhqLclBbtpLzve1u9+WWu2h9p0V8v/C3/AIKMXet+M7ey8deA/wDhAtM1P4ey/Eewuf7cTU7hbCBo1uEuYo4lSJx5qunlyzb0I3eW+6NeJ8A/8Fk9I8beKb/SrTw74Y8RXlx4Tu/FmhWfhHx5Ya5ezJbbWkstQTbFFYXaxOshUSzxkJMFkdkAdz9y/N0Tb9I81/8A0iX3Owoe/bl6tL7+W3/pUfS+p9rUV4j+xF+1D4v/AGsvh3aeLtb+GjeA/DmuaPp2r6FdPr8WoyamtzEzyo0SRo0PlkLtZv8AWJIjYQ7kX4n/AGi/HnhL4QfGj9qjTNb+OXxC8E694TsNJ1H4fWLfE7VpLn7dNYvcMltp8t2y3qPc+UrQtFIgV9oCKeFXboycZrVJuy1eltEur8go2qpOD3tr01637H6jUV8X+HP+Cgnxj0K9+HPw+uvgbqPij4oa/wDDmDxbqBn1+00S3luk+zJdQ7GV2hKtMwIkVMShYwpQmVbcv/BYXwinx70TwxGPBVzoeteLj4JDweNbaTxLa3294BPJowj3rZm5TyxKZ/MwyuYgrDOsqbVRU1q22l52lyu3/b2nmQqi5PaPRJJvyvHm1/7d1PsWivmX4Pf8FEZPi14n8SC28I2d54d8OLqz3d5ouvrqWo6SbCSRBb6jYeRHJZ3Vx5TtFEWkVlVv3mcA9N+xd+2Df/ta6ZdX7eHvD9to6WFpe2ms+HvE66/pV68xl32gmEELJcwBE86J0BQyqBuGGOcPf+Hsn8ne332f9WLn7ivLvb56L9Vc90orN8X6Xfa54Xv7PTNTfRb+6haKC/SBJ3s2YY8xUf5Cy9RuBXIGVYZB+efgz8MtZ+Fv7eGr6X4W8VeNtZ+Hdv4PjbxDYeIfEt5r0djrL3INp9nlvJZpopGtvPaWJXVArWzFfnWiOs+V9b/gm9fusvNpBLSDl6fi0v1v6J/P6YooooAKKKKACv5yv+DvX/lJP4I/7JpYf+nTVq/o1r+cr/g71/5ST+CP+yaWH/p01av6f+iH/wAnDp/9eqv5I8XP/wDdH6o/Kyiiiv8AV0+FCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK/r3/AGEPhR4W+NH/AASv/Z90Pxj4a0DxZosnw48MzPp+s6dDf2rOul2xVjFKrKSD0OMiv5CK/e79jv8A4Olv2fv2fP2RvhZ4B1nwf8Y7nWPBHhDSfD99NZaVpr20s9pZQwSNEz36sULRkqWVSQRkA8V/JP0tOB894lyjAUMjwsq8oVJOSjbRcujd/M9/IcVToVJOpK10fo9+zL/wT08CfsrftAfEfx14Y0PwlpZ8btZpYWWl+HLfTv8AhH7eG2jimt4pI+sc0sYmZVVBuxkMRur3yvys/wCIvX9mz/oSPjj/AOCbS/8A5Y0f8Rev7Nn/AEJHxx/8E2l//LGv4Y/4gF4h2Uf7Jq2SSWi2XzPpf7Uwe/Oj9P8AxpZ6xqPhW+g8P3+m6ZrMsRW0u9QsHvrWB+zSQJNC0i/7IlQ+9fIej/8ABM34mwfseR/Ae8+M/hMfD24jkstSn074fSwa3d2U9089zDHcS6pNBEziSRBJ9mYoCCASM18+f8Rev7Nn/QkfHH/wTaX/APLGj/iL1/Zs/wChI+OP/gm0v/5Y1P8AxL/4gu98pq626K2nle3X59Slm+FVnGolY+yda/Ya1TwJ8WdL8afCTxnZeCdXg8LW/g/U4Nb0N9fstWsrX/j0lZFuraRbmHLgS+awZWwyHrWTpn/BNtPg7f8Aw81r4T+Lx4U8V+A9MvNDnvdc0j+2bXxHY3czXMyXlvDNaN5gu289HiljCFnXYysAvyZ/xF6/s2f9CR8cf/BNpf8A8saP+IvX9mz/AKEj44/+CbS//ljVvwE8RG+Z5VWvdvZdb369eZ3WzvqR/aWDtbnVrJfdZL7rKz3VtD6N+Lf/AASYh+KPgvwV4dn8T+HL/R9I8XXvjjxTBrvhRtRHizU7zzvtBxHeQpbQ4uJQiBZGTbCd7FCX9l/Yy/Z/8b/sz/DVPCPij4h2fxB0bSFFvoMzaFJY6hY2wZ9sE87Xc4uQiGNEbYjAR/MXJ4+Df+IvX9mz/oSPjj/4JtL/APljR/xF6/s2f9CR8cf/AATaX/8ALGiHgH4hxi4RymrZ+S7JLr0SSX8qulZN3cs0wkmnKorr/Nt/e22+73vZH6p0V+Vn/EXr+zZ/0JHxx/8ABNpf/wAsaP8AiL1/Zs/6Ej44/wDgm0v/AOWNL/iAXiH/ANCmr9y/zH/auE/5+I/VOivys/4i9f2bP+hI+OP/AIJtL/8AljR/xF6/s2f9CR8cf/BNpf8A8saP+IBeIf8A0Kav3L/MP7Vwn/PxH6p0V+Vn/EXr+zZ/0JHxx/8ABNpf/wAsaP8AiL1/Zs/6Ej44/wDgm0v/AOWNH/EAvEP/AKFNX7l/mH9q4T/n4j9U6K/Kz/iL1/Zs/wChI+OP/gm0v/5Y0f8AEXr+zZ/0JHxx/wDBNpf/AMsaP+IBeIf/AEKav3L/ADD+1cJ/z8R+qdeL/tV/sfR/tCeIfCPi/QfEd14F+Jnw+uJZ/D3iO3tEvFijmXZcWlzbOVFxbSpwyb0YEKVded3wp/xF6/s2f9CR8cf/AATaX/8ALGj/AIi9f2bP+hI+OP8A4JtL/wDljS/4gD4hXT/smrdeS/zD+1cJZr2i1Pv7wx8I/iNf3t1feMviPpuo3sVlNa6Vb+HNAn0PTbaWVCv2m4hkvbmS5kXPyqZkjUZPl79si6vwl+Alv8J9Ytp4L43MGn+GdN8M2cLQ7TBFaGYmQsWYs0hlXPTHlrkt1r87P+IvX9mz/oSPjj/4JtL/APljR/xF6/s2f9CR8cf/AATaX/8ALGqXgH4hrbKavToul/P+8/6SE80wjVnUVv8Ahn+cU/L5s+9f2vf2RNO/at8M6Iya1qPhHxn4MvxrPhTxNp8cctxod8qlQ5ikBSaFh8skL8SLxlThhP4Q+D/xF1jXrWf4i/EHQvEGmaerGLS/DXhqfQLe+dkKE3plvrt50Ck7YlMUeWJdZMJs+A/+IvX9mz/oSPjj/wCCbS//AJY0f8Rev7Nn/QkfHH/wTaX/APLGpXgB4hWcf7Jq2euytsl37Jfcuw3m2FbT9otNPle/5t/e+7Pqz4a/8E3r/wAE+GvCfgXUPH0WtfCT4feIYvEXhvQ20LytWtngmae0tbjUPtDJNbQyNlQttHIfLiUy7VYOzR/2AfG9j8DPjx4PuPiV4VmuPjhqV9qMt9H4MuI00c30It7pFiOpMZf3Sr5ZLrsfLMJAdg+Vv+IvX9mz/oSPjj/4JtL/APljR/xF6/s2f9CR8cf/AATaX/8ALGiXgB4hTi4yymq1JNPRa35b311b5Y3e7tqxrNsIpKaqK6aa8rc1rdkuaWm2p9TaL/wTv8T3PxQ8Kav4l8feFdb0LQvh7P8ADfUNKt/CFxaSapYTiLzZFnOpSeVKTDHg7HABcYJIZej0T9k74o6b8IrjwVd/F/SdU0nT9Hn0bQp5/CUqXaxvGYEfUmjv1S+aO3YqPLS2DSbZWDFQK+Nv+IvX9mz/AKEj44/+CbS//ljR/wARev7Nn/QkfHH/AME2l/8Ayxp1PALxDqKUZ5TVale+i1u5N9e8pNdru1iaeaYSm4uE1dWt8kkvwjFPvZXufof+yZ8FNQ/Zv/Zt8F+AdT1uz8Rz+DdKg0ePUbXTW09LqGBRHETC00xV/LVAx8whmBICghRxnwC/Zb8a/Cf9p/4kfELWvHPhbXbP4k/YzdaXZeFJ9PlszZxGG22TvqEwI8tj5mYvnbBUxgbT8R/8Rev7Nn/QkfHH/wAE2l//ACxo/wCIvX9mz/oSPjj/AOCbS/8A5Y1c/AXxEnUdWWU1bu/Rdd+pMMxwUIKnGasj7o1v9mDxJq37dmifF9PF+iRaPo3hu58M/wBgHw9K1zNBPJFO8n2z7YFDiaGMj/RyAm5SCSHWn8Of2T/Fnwj8U6hp3h/4iQWvwy1LxDL4jOhS6G7avYyTT/ap7W21FbpES1kud7FJLWR9k0qCQZVk+I/+IvX9mz/oSPjj/wCCbS//AJY0f8Rev7Nn/QkfHH/wTaX/APLGoj4BeIcUkspq6X6Lq+Z9e+pUs0wkrtzWtvwXKvw0PqbRP+CbusQfF5vGeofEHT5vEVpoWqaPZa/p/hk6f4iuWvYREjahfrdH7bHagDyEMcbJsjJkZlLN2H7L37EsnwA+Nvi7x5qGteHtQ1nxXp9vp1z/AGD4aGgR6iYpp5jfagiTypd6hI0x33CrCMbgIwGwPin/AIi9f2bP+hI+OP8A4JtL/wDljR/xF6/s2f8AQkfHH/wTaX/8saI+AXiHG3LlNXRW2Wzvfr1u7hLNMJJWlUW9/wAv8lbtY/Tzx5p+tat4N1K28OapYaJrs8DJZX97p7X8FpIejvAssRkA/u+YvbntXlP7N/wD+JnweewtPEPxD8Ha/o1u813fLpfgufTNR1y8lVt891czajdKdzsZCI4ozuSNVZI18s/DP/EXr+zZ/wBCR8cf/BNpf/yxo/4i9f2bP+hI+OP/AIJtL/8AljQvALxDTbWU1ddNl/n/AFp2Q3muEaSdRf1/X592fqnRX5Wf8Rev7Nn/AEJHxx/8E2l//LGj/iL1/Zs/6Ej44/8Agm0v/wCWNH/EAvEP/oU1fuX+Yf2rhP8An4j9U6K/Kz/iL1/Zs/6Ej44/+CbS/wD5Y0f8Rev7Nn/QkfHH/wAE2l//ACxo/wCIBeIf/Qpq/cv8w/tXCf8APxH6p1/OV/wd6/8AKSfwR/2TSw/9OmrV9xf8Rev7Nn/QkfHH/wAE2l//ACxr8nv+C7P/AAUc8Ef8FPf2ufDvj7wDpfirSNH0jwhbeH5of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Now we have a common DataTable after joining the Product and Tax Master tables, so let us bind three grid views from the three Data Tables so we can understand the difference. The entire code of Defualt.aspx.cs will be such as follows.
Now run the application, then the GirdView records will be such as follows before joining:
Now see the third GiridView records will be such as follows after joining:
From the preceding example it's clear that we can join two DataTables using LINQ.
Notes
I hope this article is useful for all readers, if you have any suggestion then please contact me including beginners also.
- You can also bind the DataTables from the database.
I hope this article is useful for all readers, if you have any suggestion then please contact me including beginners also.
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