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SwiftOCR . SwiftOCR is a fast and simple OCR library written in Swift. It uses a neural ... We currently support iOS and OS X. ... NOTE: This software depends on other packages that may be licensed under different open source licenses.

Master-details data binding is accomplished much differently from how you do it in Windows Forms You saw a simple example earlier in Listing A8 You set up separate data source controls for each bound control that will participate in the master-details presentation The first data source binds to the parent collection of data in a normal fashion If the child data source is a SqlDataSource, it sets its SelectCommand to an appropriate query to get the child collection of data You can then choose between either providing a parameterized WHERE clause in the SelectCommand as shown earlier, or you can set the FilterExpression property on the data source control to a valid filter criteria and provide anyFilterParameters that feed it An example of this approach is shown in Listing A9



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Write an alternative gcd algorithm, based on the following observations (arrange that A > B ) a gcd(A, B) = 2 gcd(A / 2, B / 2) if A and B are both even b gcd(A, B) = gcd(A I 2, B)if A is even and B is odd c gcd(A, B) = gcd(A, B / 2) if A is odd and B is even d gcd(A, B) = gcd((A + B) 12, (A - B) / 2) if A and B are both odd Solve the following equation Assume that A 2 I , B > I , and P 2 0

If you don t know the path where you want to publish the form template, use the Browse button adjacent to the Form template path and le name text box





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Strassen's algorithm for matrix multiplication multiplies two N x N matrices by performing seven recursive calls to multiply two N / 2 x N / 2 matrices The additional overhead is quadratic What is the running time of Strassen's algorithm

<%@ Page Language="C#" AutoEventWireup="true" CodeFile="MasterDetailsaspxcs" Inherits="MasterDetails" %> <!DOCTYPE html PUBLIC "-//W3C//DTD XHTML 11//EN" "http://wwww3org/TR/xhtml11/DTD/xhtml11dtd"> <html xmlns="http://wwww3org/1999/xhtml" > <head runat="server"> <title>Master Details Sample</title> </head> <body> <form id="form1" runat="server"> <div> <asp:GridView ID="m_CustomersGrid" runat="server" AutoGenerateColumns="False" DataSourceID="m_CustomersDataSource" EmptyDataText="There are no data records to display" DataKeyNames="CustomerID" AllowPaging="True"> <Columns> <asp:CommandField ShowSelectButton="True" /> <asp:BoundField DataField="CompanyName" HeaderText="CompanyName" SortExpression="CompanyName" /> <asp:BoundField DataField="ContactName" HeaderText="ContactName" SortExpression="ContactName" /> <asp:BoundField DataField="Phone" HeaderText="Phone" SortExpression="Phone" /> <asp:BoundField DataField="CustomerID" HeaderText="CustomerID" ReadOnly="True" SortExpression="CustomerID" /> </Columns> </asp:GridView> <asp:SqlDataSource ID="m_CustomersDataSource" runat="server"

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The last step before we nish the wizard is entering the users access path, the location where users will go to create a new form from the template In our example, the path is shown in Figure 94 as http://mycomputer: 81/mysite/MeetingRequestxsn Note that the access location is different from the path where we published InfoPath needs to know where users will be opening the form because it grants slightly elevated (instead of restricted) permissions when a form is opened from the location where it was originally published This security feature ensures that a form template

Contains four algorithms for the maximum subsequence sum problem BinarySearchcpp Contains the binary search shown in Figure 612 and a test program Included in the test program is a test of the STL equivalent

61 Balls are drawn from a box as specified in Theorem 61 in the combinations given in (a)-(d) What are the corresponding values of i, j, and k a Red, 5 , 6 b Blue, 5, 6 c Blue, 3, Red d 6,5, Red

can t be distributed and opened from any location with high privileges We ll talk more about InfoPath security in 11

62 Why isn't an implementation based solely on Theorem 62 sufficient to obtain a subquadratic running time for the maximum contiguous subsequence sum problem

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following are true: a T1(N)+ T,(N) = O(F(N)) b Tl(N) - T,(W = O(F(N)) c T,(N)fT,(N)= 0(1) d T,(N) = O(T,(N)) 64 Group the following into equivalent Big-Oh functions: x2, X, x2 + X, x2 - X, and (x3 I (x - I))

When publishing to a le share such as \\mycomputer\myshare\ Formxsn, the access path will typically be the same as the publish path But be careful if you have mapped network drives such as Y: mapped to \\mycomputer\myshare If you had such a mapping, it s okay to use Y:\Formxsn as the publish location, but it would not work for the access path since your users may not all have \\mycomputer\ myshare mapped to the same Y: drive letter

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NET - royalty free, convert image to searchable PDF — Edit ... Note: you need download the dependency dlls from Asprise.com: Java OCR API Free Download  ...












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