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type bit = Prop type bitvec = bit[] let let let let let let Lo : bit = False Hi : bit = True vec n nm : bitvec = Arrayinit n (fun i -> var (sprintf "%s%d" nm i)) bitEq (b1:bit) (b2:bit) = (b1 <=> b2) AndL l = Seqreduce (fun x y -> And(x,y)) l vecEq (v1:bitvec) (v2:bitvec) = AndL (Arraymap2 bitEq v1 v2) These functions have types as follows: type bit = Prop type bitvec = bit [] val Lo : bit val Hi : bit val vec : int -> string -> bitvec val bitEq : bit -> bit -> Prop val AndL : #seq<Prop> -> Prop val vecEq : bitvec -> bitvec -> Prop You can now proceed to define larger circuits For example: let fourBitAdder (x:bitvec) (y:bitvec) (sum:bitvec) (carry:bitvec) = halfAdder x[0] y[0] sum[0] carry. java qr code reader zxing BeeTagg QR Reader for Java (en)
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17 Aug 2015 ... In this post, I'd like to share how to use ZXing to create QR code writer and reader for both desktop Java applications and Android mobile apps. [0] &&& fullAdder x[1] y[1] carry[0] sum[1] carry[1] &&& fullAdder x[2] y[2] carry[1] sum[2] carry[2] &&& fullAdder x[3] y[3] carry[2] sum[3] carry[3] Or, more generally, you can chain an arbitrary series of adders to form an N-bit adder First you define an abbreviation for the AndL function to represent the composition of multiple circuit blocks: let Blocks l = AndL l And here is the definition of an N-bit adder with a halfAdder at one end: let nBitCarryRippleAdder (n:int) (x:bitvec) (y:bitvec) (sum:bitvec) (carry:bitvec) = Blocks [ for i in 0 . n-1 -> if i = 0 then halfAdder x[i] y[i] sum[i] carry[i] else fullAdder x[i] y[i] carry[i-1] sum[i] carry. mysql> INSERT INTO testavg (cost, qty) VALUES (0.23, 5); qr code scanner java download Reading QRCode with Zxing in Java - Stack Overflow
Curiously your code works for me, but I had to remove the follow hint. tmpHintsMap.put(DecodeHintType.PURE_BARCODE, Boolean.FALSE);. When my image ... qr code scanner java mobile Java Code Examples com.google.zxing.Reader - Program Creek
This page provides Java code examples for com.google.zxing.Reader. ... Searches Bitmap image for a QR code, and returns the String representation * of it if a ... WriteAsync(pixels') } If you now return to the first part of the function, you can see that the overall operation of the function is to create numImages individual asynchronous operations, using a sequence expression that generates a list: let tasks = [ for i in 1 . numImages -> ProcessImageAsync(i) ] You can then compose these tasks in parallel using AsyncParallel and then run the resulting process using AsyncRun This waits for the overall operation to complete and returns the result AsyncRun (AsyncParallel tasks). [i] ] Using a similar approach, you get the following satisfying specification of a symmetric N-bit adder that accepts a carry as input and also gives a carry as output: let rippleAdder (n:int) (x:bitvec) (y:bitvec) (sum:bitvec) (carry:bitvec) = Blocks [ for i in 0 . n-1 -> fullAdder x[i] y[i] carry[i] sum[i] carry[i+1] ] Let s now look at the propositional formula for a halfAdder with variable inputs and outputs:. Query OK, 1 row affected (0.00 sec) Table 13-3 shows some of the primitives and combinators commonly used to build asynchronous workflows. Take the time to compare Listings 13-7 and 13-6. Notice the following: The overall structure and flow of the core of Listing 13-7 is quite similar to Listing 13-6, that is, the synchronous algorithm, even though it includes steps executed asynchronously. The performance characteristics of Listing 13-7 are the same as those of Listing 13-6. Any overhead involved in executing the asynchronous workflow is easily dominated by the overall cost of I/O and image processing. It is also much easier to experiment with modifications such as making the write operation synchronous. > halfAdder (var "x") (var "y") (var "sum") (var "carry");; > val it : Prop = And (Not (And (Not (And (Var "sum", Not (Not (And (Not (And (Var "x",Var "y")), Not (And (Not (Var "x"),Not (Var "y")))))))), Not (And (Not (Var "sum"), Not (Not (Not (And (Not (And (Var "x",Var "y")), Not (And (Not (Var "x"),Not (Var "y"))))))))))), Not (And (Not (And (Var "carry",And (Var "x",Var "y"))), Not (And (Not (Var "carry"),Not (And (Var "x",Var "y"))))))) mysql> INSERT INTO testavg (cost, qty) VALUES (47.50, 81); Async.Catch: Async<'a> -> Async<Choice<'a,exn>> Async.Primitive: ('a -> unit) * (exn -> unit) -> Async<'a> qr code scanner java source code New QR Code Reader Library - DZone Mobile
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