x1 6 apps/HelloHexagon/pipeline.cpp Expr blur5(Expr x0, Expr x1, Expr x2, Expr x3, Expr x4) { x1 9 apps/HelloHexagon/pipeline.cpp x1 = cast<uint16_t>(x1); x1 13 apps/HelloHexagon/pipeline.cpp return cast<uint8_t>((x0 + 4*x1 + 6*x2 + 4*x3 + x4 + 8)/16); x1 24 apps/opengl_demo/layout.cpp int x0, x1, y0, y1, lx, ly; x1 28 apps/opengl_demo/layout.cpp x0 = border_sz; x1 = x0 + width; x1 33 apps/opengl_demo/layout.cpp x1 = state.window_width - border_sz; x0 = x1 - width; x1 50 apps/opengl_demo/layout.cpp OpenGLHelpers::display_texture(texture_id, 2.0*x0/state.window_width-1.0, 2.0*x1/state.window_width-1.0, 2.0*y0/state.window_height-1.0, 2.0*y1/state.window_height-1.0); x1 35 apps/opengl_demo/opengl_helpers.cpp void OpenGLHelpers::display_texture(GLuint texture_id, float x0, float x1, float y0, float y1) x1 46 apps/opengl_demo/opengl_helpers.cpp glTexCoord2d(1, 0); glVertex2f(x1, y1); x1 49 apps/opengl_demo/opengl_helpers.cpp glTexCoord2d(1, 1); glVertex2f(x1, y0); x1 16 apps/opengl_demo/opengl_helpers.h void display_texture(GLuint texture_id, float x0, float x1, float y0, float y1); x1 110 src/AssociativeOpsTable.cpp Expr x1 = Variable::make(t, "x1"); \ x1 175 src/AssociativeOpsTable.cpp {{max(x0, y0), select(y0 < x0, x1, y1)}, {tmin, zero}, true}, x1 182 src/AssociativeOpsTable.cpp {{min(x0, y0), select(x0 < y0, x1, y1)}, {tmax, zero}, true}, x1 189 src/AssociativeOpsTable.cpp {{x0 * y0 - x1 * y1, x1 * y0 + x0 * y1}, {one, zero}, true}, x1 772 src/CodeGen_Hexagon.cpp int x1 = -1; x1 778 src/CodeGen_Hexagon.cpp x1 = i; x1 784 src/CodeGen_Hexagon.cpp if (x1 == -1) { x1 792 src/CodeGen_Hexagon.cpp int dx = x1 - x0; x1 793 src/CodeGen_Hexagon.cpp int dy = indices[x1] - indices[x0]; x1 488 src/IROperator.cpp Expr x1 = reduced - 1.0f; x1 489 src/IROperator.cpp Expr result = evaluate_polynomial(x1, coeff, sizeof(coeff)/sizeof(coeff[0])); x1 722 src/IROperator.cpp Expr x1 = reduced - 1.0f; x1 734 src/IROperator.cpp Expr result = evaluate_polynomial(x1, coeff, sizeof(coeff)/sizeof(coeff[0])); x1 41 test/correctness/newtons_method.cpp Expr x1 = g()[0], y1 = g()[1]; x1 43 test/correctness/newtons_method.cpp Expr x0 = x1 - y1 * (x1 - x2) / (y1 - y2); x1 47 test/correctness/newtons_method.cpp x0 = select(baseline > 0, x0, x1); x1 54 test/correctness/newtons_method.cpp g() = Tuple(x0, y0, x1, y1); x1 7 test/correctness/split_reuse_inner_name_bug.cpp Var x("x"), x0, x1, x2, x3; x1 11 test/correctness/split_reuse_inner_name_bug.cpp f.compute_root().split(x, x0, x, 16).split(x, x, x1, 2).split(x, x2, x, 4).split(x, x, x3, 2);