feat(apk): scanner le QR du poste depuis l'app (ZXing.Delphi, Apache 2.0)
Le scanner du systeme demandait avec quoi ouvrir le lien. L'app ouvre la camera arriere, decode une image sur quatre et remplit URL + jeton des qu'un lien pmserver://sync est lu. Rien n'est enregistre avant Save. Co-Authored-By: Claude Opus 5 <noreply@anthropic.com>
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Vendored
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{
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* Copyright 2008 ZXing authors
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*
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* Licensed under the Apache License, Version 2.0 (the "License");
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* you may not use this file except in compliance with the License.
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* You may obtain a copy of the License at
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*
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* http://www.apache.org/licenses/LICENSE-2.0
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*
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* Unless required by applicable law or agreed to in writing, software
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* distributed under the License is distributed on an "AS IS" BASIS,
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* WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
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* See the License for the specific language governing permissions and
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* limitations under the License.
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* Original Authors: Sean Owen and William Rucklidge
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* Delphi Implementation by E. Spelt and K. Gossens
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}
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unit ZXing.Common.ReedSolomon.ReedSolomonDecoder;
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interface
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uses
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System.SysUtils,
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// Hint: ZXing.Common.ReedSolomon.GenericGFPoly is implemented in GenericGF as second class
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ZXing.Common.ReedSolomon.GenericGF;
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type
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/// <summary>
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/// Implements Reed-Solomon encoding, as the name implies.
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/// </summary>
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TReedSolomonDecoder = class sealed
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public
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constructor Create(field: TGenericGF);
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public
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function decode(received: TArray<Integer>; twoS: Integer): boolean;
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strict private
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function findErrorLocations(errorLocator: IGenericGFPoly): TArray<Integer>;
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strict private
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function findErrorMagnitudes(errorEvaluator: IGenericGFPoly;
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errorLocations: TArray<Integer>): TArray<Integer>;
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private
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function runEuclideanAlgorithm(a: IGenericGFPoly; b: IGenericGFPoly;
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pR: Integer): TArray<IGenericGFPoly>;
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strict private
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field: TGenericGF;
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end;
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implementation
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{ TReedSolomonDecoder }
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constructor TReedSolomonDecoder.Create(field: TGenericGF);
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begin
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self.field := field
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end;
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function TReedSolomonDecoder.decode(received: TArray<Integer>;
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twoS: Integer): boolean;
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var
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i, eval, position: Integer;
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poly, syndrome, sigma, omega: IGenericGFPoly;
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sigmaOmega: TArray<IGenericGFPoly>;
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errorLocations: TArray<Integer>;
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syndromeCoefficients, errorMagnitudes: TArray<Integer>;
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noError: boolean;
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begin
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poly := TGenericGFPoly.Create(self.field, received);
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syndromeCoefficients := TArray<Integer>.Create();
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SetLength(syndromeCoefficients, twoS);
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try
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noError := true;
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i := 0;
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while ((i < twoS)) do
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begin
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eval := poly.evaluateAt(self.field.exp((i + self.field.GeneratorBase)));
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syndromeCoefficients[((Length(syndromeCoefficients) - 1) - i)] := eval;
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if (eval <> 0) then
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noError := false;
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inc(i)
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end;
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if (noError) then
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begin
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Result := true;
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Exit;
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end;
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syndrome := TGenericGFPoly.Create(self.field, syndromeCoefficients);
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sigmaOmega := self.runEuclideanAlgorithm(self.field.buildMonomial(twoS, 1),
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syndrome, twoS);
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if (sigmaOmega = nil) then
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begin
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Result := false;
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Exit
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end;
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sigma := sigmaOmega[0];
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errorLocations := self.findErrorLocations(sigma);
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if (errorLocations = nil) then
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begin
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Result := false;
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Exit
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end;
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omega := sigmaOmega[1];
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errorMagnitudes := self.findErrorMagnitudes(omega, errorLocations);
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i := 0;
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while (i < Length(errorLocations)) do
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begin
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position := ((Length(received) - 1) - self.field.log(errorLocations[i]));
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if (position < 0) then
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begin
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Result := false;
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Exit
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end;
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received[position] := TGenericGF.addOrSubtract(received[position],
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errorMagnitudes[i]);
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inc(i)
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end;
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finally
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SetLength(sigmaOmega, 0);
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SetLength(syndromeCoefficients, 0);
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end;
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Result := true;
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end;
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function TReedSolomonDecoder.findErrorLocations(errorLocator: IGenericGFPoly)
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: TArray<Integer>;
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var
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numErrors, e, i: Integer;
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begin
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numErrors := errorLocator.Degree;
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if (numErrors = 1) then
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begin
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Result := TArray<Integer>.Create(errorLocator.getCoefficient(1));
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Exit
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end;
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Result := TArray<Integer>.Create();
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SetLength(Result, numErrors);
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e := 0;
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i := 1;
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while (((i < self.field.Size) and (e < numErrors))) do
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begin
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if (errorLocator.evaluateAt(i) = 0) then
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begin
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Result[e] := self.field.inverse(i);
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inc(e)
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end;
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inc(i);
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end;
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if (e <> numErrors) then
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begin
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Result := nil;
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end;
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end;
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function TReedSolomonDecoder.findErrorMagnitudes(errorEvaluator: IGenericGFPoly;
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errorLocations: TArray<Integer>): TArray<Integer>;
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var
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s, i, xiInverse, denominator, j, term, termPlus1: Integer;
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begin
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s := Length(errorLocations);
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Result := TArray<Integer>.Create();
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SetLength(Result, s);
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i := 0;
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while ((i < s)) do
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begin
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xiInverse := self.field.inverse(errorLocations[i]);
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denominator := 1;
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j := 0;
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while ((j < s)) do
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begin
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if (i <> j) then
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begin
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term := self.field.multiply(errorLocations[j], xiInverse);
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if ((term and 1) = 0) then
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begin
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termPlus1 := (term or 1)
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end
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else
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begin
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termPlus1 := (term and (not 1));
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end;
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denominator := self.field.multiply(denominator, termPlus1)
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end;
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inc(j)
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end;
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Result[i] := self.field.multiply(errorEvaluator.evaluateAt(xiInverse),
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self.field.inverse(denominator));
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if (self.field.GeneratorBase <> 0) then
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Result[i] := self.field.multiply(Result[i], xiInverse);
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inc(i)
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end;
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end;
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function TReedSolomonDecoder.runEuclideanAlgorithm(a, b: IGenericGFPoly;
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pR: Integer): TArray<IGenericGFPoly>;
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var
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temp, rLastLast, tLastLast, rLast, tLast, t, q, sigma, omega,
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R: IGenericGFPoly;
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denominatorLeadingTerm, dltInverse, degreeDiff, scale, inverse,
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sigmaTildeAtZero: Integer;
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begin
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if (a.Degree < b.Degree) then
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begin
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temp := a;
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a := b;
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b := temp
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end;
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rLast := a;
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R := b;
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tLast := self.field.Zero;
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t := self.field.One;
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while ((R.Degree >= (pR div 2))) do
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begin
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rLastLast := rLast;
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tLastLast := tLast;
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rLast := R;
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tLast := t;
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if (rLast.isZero) then
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begin
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Result := nil;
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Exit
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end;
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R := rLastLast;
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q := self.field.Zero;
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denominatorLeadingTerm := rLast.getCoefficient(rLast.Degree);
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dltInverse := self.field.inverse(denominatorLeadingTerm);
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while (((R.Degree >= rLast.Degree) and not R.isZero)) do
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begin
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degreeDiff := (R.Degree - rLast.Degree);
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scale := self.field.multiply(R.getCoefficient(R.Degree), dltInverse);
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q := q.addOrSubtract(self.field.buildMonomial(degreeDiff, scale));
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R := R.addOrSubtract(rLast.multiplyByMonomial(degreeDiff, scale))
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end;
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t := q.multiply(tLast).addOrSubtract(tLastLast);
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if (R.Degree >= rLast.Degree) then
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begin
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Result := nil;
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Exit
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end
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end;
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sigmaTildeAtZero := t.getCoefficient(0);
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if (sigmaTildeAtZero = 0) then
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begin
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Result := nil;
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Exit
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end;
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inverse := self.field.inverse(sigmaTildeAtZero);
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sigma := t.multiply(inverse);
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omega := R.multiply(inverse);
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Result := TArray<IGenericGFPoly>.Create(sigma, omega);
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end;
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end.
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