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Side by Side Diff: src/gpu/GrProcOptInfo.cpp

Issue 1467553002: New API for computing optimization invariants. (Closed) Base URL: https://skia.googlesource.com/skia.git@master
Patch Set: Created 5 years ago
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1 /* 1 /*
2 * Copyright 2014 Google Inc. 2 * Copyright 2014 Google Inc.
3 * 3 *
4 * Use of this source code is governed by a BSD-style license that can be 4 * Use of this source code is governed by a BSD-style license that can be
5 * found in the LICENSE file. 5 * found in the LICENSE file.
6 */ 6 */
7 7
8 #include "GrProcOptInfo.h" 8 #include "GrProcOptInfo.h"
9 9
10 #include "GrGeometryProcessor.h" 10 #include "GrGeometryProcessor.h"
11 11
12 #include "batches/GrDrawBatch.h" 12 #include "batches/GrDrawBatch.h"
13 13
14 void GrProcOptInfo::calcColorWithBatch(const GrDrawBatch* batch,
15 const GrFragmentProcessor* const processo rs[],
16 int cnt) {
17 GrInitInvariantOutput out;
18 batch->getInvariantOutputColor(&out);
19 fInOut.reset(out);
20 this->internalCalc(processors, cnt, batch->willReadFragmentPosition());
21 }
22
23 void GrProcOptInfo::calcCoverageWithBatch(const GrDrawBatch* batch,
24 const GrFragmentProcessor* const proce ssors[],
25 int cnt) {
26 GrInitInvariantOutput out;
27 batch->getInvariantOutputCoverage(&out);
28 fInOut.reset(out);
29 this->internalCalc(processors, cnt, batch->willReadFragmentPosition());
30 }
31
32 void GrProcOptInfo::calcWithInitialValues(const GrFragmentProcessor * const proc essors[], 14 void GrProcOptInfo::calcWithInitialValues(const GrFragmentProcessor * const proc essors[],
33 int cnt, 15 int cnt,
34 GrColor startColor, 16 GrColor startColor,
35 GrColorComponentFlags flags, 17 GrColorComponentFlags flags,
36 bool areCoverageStages, 18 bool areCoverageStages,
37 bool isLCD) { 19 bool isLCD) {
38 GrInitInvariantOutput out; 20 GrInitInvariantOutput out;
39 out.fIsSingleComponent = areCoverageStages; 21 out.fIsSingleComponent = areCoverageStages;
40 out.fColor = startColor; 22 out.fColor = startColor;
41 out.fValidFlags = flags; 23 out.fValidFlags = flags;
42 out.fIsLCDCoverage = isLCD; 24 out.fIsLCDCoverage = isLCD;
43 fInOut.reset(out); 25 fInOut.reset(out);
44 this->internalCalc(processors, cnt, false); 26 this->internalCalc(processors, cnt, false);
45 } 27 }
46 28
29 void GrProcOptInfo::initUsingInvariantOutput(GrInitInvariantOutput invOutput) {
30 fInOut.reset(invOutput);
31 }
32
33 void GrProcOptInfo::completeCalculations(const GrFragmentProcessor * const proce ssors[], int cnt) {
34 this->internalCalc(processors, cnt, false);
35 }
36
47 void GrProcOptInfo::internalCalc(const GrFragmentProcessor* const processors[], 37 void GrProcOptInfo::internalCalc(const GrFragmentProcessor* const processors[],
48 int cnt, 38 int cnt,
49 bool initWillReadFragmentPosition) { 39 bool initWillReadFragmentPosition) {
50 fFirstEffectiveProcessorIndex = 0; 40 fFirstEffectiveProcessorIndex = 0;
51 fInputColorIsUsed = true; 41 fInputColorIsUsed = true;
52 fInputColor = fInOut.color(); 42 fInputColor = fInOut.color();
53 fReadsFragPosition = initWillReadFragmentPosition; 43 fReadsFragPosition = initWillReadFragmentPosition;
54 44
55 for (int i = 0; i < cnt; ++i) { 45 for (int i = 0; i < cnt; ++i) {
56 const GrFragmentProcessor* processor = processors[i]; 46 const GrFragmentProcessor* processor = processors[i];
(...skipping 14 matching lines...) Expand all
71 fInputColor = fInOut.color(); 61 fInputColor = fInOut.color();
72 fInputColorIsUsed = true; 62 fInputColorIsUsed = true;
73 // Since we are clearing all previous color stages we are in a state where we have found 63 // Since we are clearing all previous color stages we are in a state where we have found
74 // zero stages that don't multiply the inputColor. 64 // zero stages that don't multiply the inputColor.
75 fInOut.resetNonMulStageFound(); 65 fInOut.resetNonMulStageFound();
76 // Reset these since we don't care if previous stages read these val ues 66 // Reset these since we don't care if previous stages read these val ues
77 fReadsFragPosition = initWillReadFragmentPosition; 67 fReadsFragPosition = initWillReadFragmentPosition;
78 } 68 }
79 } 69 }
80 } 70 }
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