| /dports/math/z3/z3-z3-4.8.13/src/util/ |
| H A D | ema.h | 24 double m_alpha, m_beta, m_value; variable
26 bool invariant() const { return 0 <= m_alpha && m_alpha <= m_beta && m_beta <= 1; } in invariant()
28 ema(): m_alpha(0), m_beta(1), m_value(0), m_period(0), m_wait(0) { in ema()
33 m_alpha(alpha), m_beta(1), m_value(0), in ema()
39 m_alpha = alpha; in set_alpha()
48 if (m_beta <= m_alpha || m_wait--) return; in update()
51 if (m_beta < m_alpha) m_beta = m_alpha; in update()
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| /dports/math/py-z3-solver/z3-z3-4.8.10/src/util/ |
| H A D | ema.h | 24 double m_alpha, m_beta, m_value; variable
26 bool invariant() const { return 0 <= m_alpha && m_alpha <= m_beta && m_beta <= 1; } in invariant()
28 ema(): m_alpha(0), m_beta(1), m_value(0), m_period(0), m_wait(0) { in ema()
33 m_alpha(alpha), m_beta(1), m_value(0), in ema()
39 m_alpha = alpha; in set_alpha()
48 if (m_beta <= m_alpha || m_wait--) return; in update()
51 if (m_beta < m_alpha) m_beta = m_alpha; in update()
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| /dports/science/dakota/dakota-6.13.0-release-public.src-UI/packages/external/queso/src/stats/src/ |
| H A D | InverseGammaJointPdf.C | 41 m_alpha(alpha), in InverseGammaJointPdf()
92 result -= (m_alpha[i]+1.)*log(domainVector[i]); in lnValue()
107 queso_assert_equal_to(m_alpha.sizeLocal(), m_beta.sizeLocal()); in distributionMean()
110 for (unsigned int i = 0; i < m_alpha.sizeLocal(); ++i) { in distributionMean()
111 queso_assert_greater(m_alpha[i], 1); in distributionMean()
112 meanVector[i] = m_beta[i] / (m_alpha[i] - 1); in distributionMean()
120 queso_assert_equal_to(m_alpha.sizeLocal(), m_beta.sizeLocal()); in distributionVariance()
127 for (unsigned int i = 0; i < m_alpha.sizeLocal(); ++i) { in distributionVariance()
128 queso_assert_greater(m_alpha[i], 2); in distributionVariance()
129 covMatrix(i,i) = m_beta[i]*m_beta[i] / (m_alpha[i] - 1) / in distributionVariance()
[all …]
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| H A D | BetaJointPdf.C | 42 m_alpha(alpha), in BetaJointPdf()
106 const double ln_gamma_a = std::lgamma(m_alpha[i]); in lnValue()
110 (m_alpha[i] - 1) * std::log(domainVector[i]) + in lnValue()
123 (*gradVector)[i] = (m_alpha[i] - 1.0) / domainVector[i] + in lnValue()
148 queso_assert_equal_to (n_params, m_alpha.sizeLocal()); in distributionMean()
151 meanVector[i] = m_alpha[i] / (m_alpha[i] + m_beta[i]); in distributionMean()
159 unsigned int n_params = m_alpha.sizeLocal(); in distributionVariance()
168 covMatrix(i,i) = (m_alpha[i] * m_beta[i]) / in distributionVariance()
169 ((m_alpha[i] + m_beta[i]) * in distributionVariance()
170 (m_alpha[i] + m_beta[i]) * in distributionVariance()
[all …]
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| /dports/devel/boost-docs/boost_1_72_0/boost/math/interpolators/detail/ |
| H A D | cardinal_quadratic_b_spline_detail.hpp | 91 m_alpha.resize(n + 2); in cardinal_quadratic_b_spline_detail()
136 m_alpha[n+1] = rhs[n+1]; in cardinal_quadratic_b_spline_detail()
138 m_alpha[i] = rhs[i] - m_alpha[i+1]*super_diagonal[i]; in cardinal_quadratic_b_spline_detail()
140 m_alpha[0] = m_alpha[2] + rhs[0]; in cardinal_quadratic_b_spline_detail()
157 if (j_max >= m_alpha.size()) { in operator ()()
158 j_max = m_alpha.size() - 1; in operator ()()
164 y += m_alpha[j]*detail::b2_spline(x - j); in operator ()()
183 if (j_max >= m_alpha.size()) { in prime()
184 j_max = m_alpha.size() - 1; in prime()
196 return m_t0 + (m_alpha.size()-3)/m_inv_h; in t_max()
[all …]
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| H A D | cardinal_quintic_b_spline_detail.hpp | 156 m_alpha.resize(n + 4, std::numeric_limits<Real>::quiet_NaN()); in cardinal_quintic_b_spline_detail()
158 m_alpha[n+3] = rhs[n+3]/diagonal[n+3]; in cardinal_quintic_b_spline_detail()
159 m_alpha[n+2] = rhs[n+2] - first_superdiagonal[n+2]*m_alpha[n+3]; in cardinal_quintic_b_spline_detail()
161 … m_alpha[i] = rhs[i] - first_superdiagonal[i]*m_alpha[i+1] - second_superdiagonal[i]*m_alpha[i+2]; in cardinal_quintic_b_spline_detail()
172 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in operator ()()
184 s += m_alpha[j]*cardinal_b_spline<5, Real>(x - j + 2); in operator ()()
193 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in prime()
203 s += m_alpha[j]*cardinal_b_spline_prime<5, Real>(x - j + 2); in prime()
213 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in double_prime()
230 return m_t0 + (m_alpha.size()-5)/m_inv_h; in t_max()
[all …]
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| /dports/devel/hyperscan/boost_1_75_0/boost/math/interpolators/detail/ |
| H A D | cardinal_quadratic_b_spline_detail.hpp | 93 m_alpha.resize(n + 2); in cardinal_quadratic_b_spline_detail()
138 m_alpha[n+1] = rhs[n+1]; in cardinal_quadratic_b_spline_detail()
140 m_alpha[i] = rhs[i] - m_alpha[i+1]*super_diagonal[i]; in cardinal_quadratic_b_spline_detail()
142 m_alpha[0] = m_alpha[2] + rhs[0]; in cardinal_quadratic_b_spline_detail()
159 if (j_max >= m_alpha.size()) { in operator ()()
160 j_max = m_alpha.size() - 1; in operator ()()
166 y += m_alpha[j]*detail::b2_spline(x - j); in operator ()()
185 if (j_max >= m_alpha.size()) { in prime()
186 j_max = m_alpha.size() - 1; in prime()
198 return m_t0 + (m_alpha.size()-3)/m_inv_h; in t_max()
[all …]
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| H A D | cardinal_quintic_b_spline_detail.hpp | 156 m_alpha.resize(n + 4, std::numeric_limits<Real>::quiet_NaN()); in cardinal_quintic_b_spline_detail()
158 m_alpha[n+3] = rhs[n+3]/diagonal[n+3]; in cardinal_quintic_b_spline_detail()
159 m_alpha[n+2] = rhs[n+2] - first_superdiagonal[n+2]*m_alpha[n+3]; in cardinal_quintic_b_spline_detail()
161 … m_alpha[i] = rhs[i] - first_superdiagonal[i]*m_alpha[i+1] - second_superdiagonal[i]*m_alpha[i+2]; in cardinal_quintic_b_spline_detail()
172 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in operator ()()
184 s += m_alpha[j]*cardinal_b_spline<5, Real>(x - j + 2); in operator ()()
193 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in prime()
203 s += m_alpha[j]*cardinal_b_spline_prime<5, Real>(x - j + 2); in prime()
213 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in double_prime()
230 return m_t0 + (m_alpha.size()-5)/m_inv_h; in t_max()
[all …]
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| /dports/devel/R-cran-BH/BH/inst/include/boost/math/interpolators/detail/ |
| H A D | cardinal_quadratic_b_spline_detail.hpp | 93 m_alpha.resize(n + 2); in cardinal_quadratic_b_spline_detail()
138 m_alpha[n+1] = rhs[n+1]; in cardinal_quadratic_b_spline_detail()
140 m_alpha[i] = rhs[i] - m_alpha[i+1]*super_diagonal[i]; in cardinal_quadratic_b_spline_detail()
142 m_alpha[0] = m_alpha[2] + rhs[0]; in cardinal_quadratic_b_spline_detail()
159 if (j_max >= m_alpha.size()) { in operator ()()
160 j_max = m_alpha.size() - 1; in operator ()()
166 y += m_alpha[j]*detail::b2_spline(x - j); in operator ()()
185 if (j_max >= m_alpha.size()) { in prime()
186 j_max = m_alpha.size() - 1; in prime()
198 return m_t0 + (m_alpha.size()-3)/m_inv_h; in t_max()
[all …]
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| H A D | cardinal_quintic_b_spline_detail.hpp | 156 m_alpha.resize(n + 4, std::numeric_limits<Real>::quiet_NaN()); in cardinal_quintic_b_spline_detail()
158 m_alpha[n+3] = rhs[n+3]/diagonal[n+3]; in cardinal_quintic_b_spline_detail()
159 m_alpha[n+2] = rhs[n+2] - first_superdiagonal[n+2]*m_alpha[n+3]; in cardinal_quintic_b_spline_detail()
161 … m_alpha[i] = rhs[i] - first_superdiagonal[i]*m_alpha[i+1] - second_superdiagonal[i]*m_alpha[i+2]; in cardinal_quintic_b_spline_detail()
172 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in operator ()()
184 s += m_alpha[j]*cardinal_b_spline<5, Real>(x - j + 2); in operator ()()
193 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in prime()
203 s += m_alpha[j]*cardinal_b_spline_prime<5, Real>(x - j + 2); in prime()
213 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in double_prime()
230 return m_t0 + (m_alpha.size()-5)/m_inv_h; in t_max()
[all …]
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| /dports/science/py-scipy/scipy-1.7.1/scipy/_lib/boost/boost/math/interpolators/detail/ |
| H A D | cardinal_quadratic_b_spline_detail.hpp | 93 m_alpha.resize(n + 2); in cardinal_quadratic_b_spline_detail()
138 m_alpha[n+1] = rhs[n+1]; in cardinal_quadratic_b_spline_detail()
140 m_alpha[i] = rhs[i] - m_alpha[i+1]*super_diagonal[i]; in cardinal_quadratic_b_spline_detail()
142 m_alpha[0] = m_alpha[2] + rhs[0]; in cardinal_quadratic_b_spline_detail()
159 if (j_max >= m_alpha.size()) { in operator ()()
160 j_max = m_alpha.size() - 1; in operator ()()
166 y += m_alpha[j]*detail::b2_spline(x - j); in operator ()()
185 if (j_max >= m_alpha.size()) { in prime()
186 j_max = m_alpha.size() - 1; in prime()
198 return m_t0 + (m_alpha.size()-3)/m_inv_h; in t_max()
[all …]
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| H A D | cardinal_quintic_b_spline_detail.hpp | 156 m_alpha.resize(n + 4, std::numeric_limits<Real>::quiet_NaN());
158 m_alpha[n+3] = rhs[n+3]/diagonal[n+3];
159 m_alpha[n+2] = rhs[n+2] - first_superdiagonal[n+2]*m_alpha[n+3];
161 … m_alpha[i] = rhs[i] - first_superdiagonal[i]*m_alpha[i+1] - second_superdiagonal[i]*m_alpha[i+2];
172 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) {
184 s += m_alpha[j]*cardinal_b_spline<5, Real>(x - j + 2);
193 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) {
203 s += m_alpha[j]*cardinal_b_spline_prime<5, Real>(x - j + 2);
213 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) {
230 return m_t0 + (m_alpha.size()-5)/m_inv_h;
[all …]
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| /dports/devel/boost-libs/boost_1_72_0/boost/math/interpolators/detail/ |
| H A D | cardinal_quadratic_b_spline_detail.hpp | 91 m_alpha.resize(n + 2); in cardinal_quadratic_b_spline_detail()
136 m_alpha[n+1] = rhs[n+1]; in cardinal_quadratic_b_spline_detail()
138 m_alpha[i] = rhs[i] - m_alpha[i+1]*super_diagonal[i]; in cardinal_quadratic_b_spline_detail()
140 m_alpha[0] = m_alpha[2] + rhs[0]; in cardinal_quadratic_b_spline_detail()
157 if (j_max >= m_alpha.size()) { in operator ()()
158 j_max = m_alpha.size() - 1; in operator ()()
164 y += m_alpha[j]*detail::b2_spline(x - j); in operator ()()
183 if (j_max >= m_alpha.size()) { in prime()
184 j_max = m_alpha.size() - 1; in prime()
196 return m_t0 + (m_alpha.size()-3)/m_inv_h; in t_max()
[all …]
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| H A D | cardinal_quintic_b_spline_detail.hpp | 156 m_alpha.resize(n + 4, std::numeric_limits<Real>::quiet_NaN()); in cardinal_quintic_b_spline_detail()
158 m_alpha[n+3] = rhs[n+3]/diagonal[n+3]; in cardinal_quintic_b_spline_detail()
159 m_alpha[n+2] = rhs[n+2] - first_superdiagonal[n+2]*m_alpha[n+3]; in cardinal_quintic_b_spline_detail()
161 … m_alpha[i] = rhs[i] - first_superdiagonal[i]*m_alpha[i+1] - second_superdiagonal[i]*m_alpha[i+2]; in cardinal_quintic_b_spline_detail()
172 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in operator ()()
184 s += m_alpha[j]*cardinal_b_spline<5, Real>(x - j + 2); in operator ()()
193 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in prime()
203 s += m_alpha[j]*cardinal_b_spline_prime<5, Real>(x - j + 2); in prime()
213 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in double_prime()
230 return m_t0 + (m_alpha.size()-5)/m_inv_h; in t_max()
[all …]
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| /dports/devel/boost-python-libs/boost_1_72_0/boost/math/interpolators/detail/ |
| H A D | cardinal_quadratic_b_spline_detail.hpp | 91 m_alpha.resize(n + 2); in cardinal_quadratic_b_spline_detail()
136 m_alpha[n+1] = rhs[n+1]; in cardinal_quadratic_b_spline_detail()
138 m_alpha[i] = rhs[i] - m_alpha[i+1]*super_diagonal[i]; in cardinal_quadratic_b_spline_detail()
140 m_alpha[0] = m_alpha[2] + rhs[0]; in cardinal_quadratic_b_spline_detail()
157 if (j_max >= m_alpha.size()) { in operator ()()
158 j_max = m_alpha.size() - 1; in operator ()()
164 y += m_alpha[j]*detail::b2_spline(x - j); in operator ()()
183 if (j_max >= m_alpha.size()) { in prime()
184 j_max = m_alpha.size() - 1; in prime()
196 return m_t0 + (m_alpha.size()-3)/m_inv_h; in t_max()
[all …]
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| H A D | cardinal_quintic_b_spline_detail.hpp | 156 m_alpha.resize(n + 4, std::numeric_limits<Real>::quiet_NaN()); in cardinal_quintic_b_spline_detail()
158 m_alpha[n+3] = rhs[n+3]/diagonal[n+3]; in cardinal_quintic_b_spline_detail()
159 m_alpha[n+2] = rhs[n+2] - first_superdiagonal[n+2]*m_alpha[n+3]; in cardinal_quintic_b_spline_detail()
161 … m_alpha[i] = rhs[i] - first_superdiagonal[i]*m_alpha[i+1] - second_superdiagonal[i]*m_alpha[i+2]; in cardinal_quintic_b_spline_detail()
172 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in operator ()()
184 s += m_alpha[j]*cardinal_b_spline<5, Real>(x - j + 2); in operator ()()
193 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in prime()
203 s += m_alpha[j]*cardinal_b_spline_prime<5, Real>(x - j + 2); in prime()
213 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in double_prime()
230 return m_t0 + (m_alpha.size()-5)/m_inv_h; in t_max()
[all …]
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| /dports/math/stanmath/math-4.2.0/lib/boost_1.75.0/boost/math/interpolators/detail/ |
| H A D | cardinal_quadratic_b_spline_detail.hpp | 93 m_alpha.resize(n + 2); in cardinal_quadratic_b_spline_detail()
138 m_alpha[n+1] = rhs[n+1]; in cardinal_quadratic_b_spline_detail()
140 m_alpha[i] = rhs[i] - m_alpha[i+1]*super_diagonal[i]; in cardinal_quadratic_b_spline_detail()
142 m_alpha[0] = m_alpha[2] + rhs[0]; in cardinal_quadratic_b_spline_detail()
159 if (j_max >= m_alpha.size()) { in operator ()()
160 j_max = m_alpha.size() - 1; in operator ()()
166 y += m_alpha[j]*detail::b2_spline(x - j); in operator ()()
185 if (j_max >= m_alpha.size()) { in prime()
186 j_max = m_alpha.size() - 1; in prime()
198 return m_t0 + (m_alpha.size()-3)/m_inv_h; in t_max()
[all …]
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| H A D | cardinal_quintic_b_spline_detail.hpp | 156 m_alpha.resize(n + 4, std::numeric_limits<Real>::quiet_NaN()); in cardinal_quintic_b_spline_detail()
158 m_alpha[n+3] = rhs[n+3]/diagonal[n+3]; in cardinal_quintic_b_spline_detail()
159 m_alpha[n+2] = rhs[n+2] - first_superdiagonal[n+2]*m_alpha[n+3]; in cardinal_quintic_b_spline_detail()
161 … m_alpha[i] = rhs[i] - first_superdiagonal[i]*m_alpha[i+1] - second_superdiagonal[i]*m_alpha[i+2]; in cardinal_quintic_b_spline_detail()
172 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in operator ()()
184 s += m_alpha[j]*cardinal_b_spline<5, Real>(x - j + 2); in operator ()()
193 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in prime()
203 s += m_alpha[j]*cardinal_b_spline_prime<5, Real>(x - j + 2); in prime()
213 if (t < m_t0 || t > m_t0 + (m_alpha.size()-5)/m_inv_h) { in double_prime()
230 return m_t0 + (m_alpha.size()-5)/m_inv_h; in t_max()
[all …]
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| /dports/math/polymake/polymake-4.5/external/permlib/include/permlib/search/partition/ |
| H A D | backtrack_refinement.h | 64 unsigned long m_alpha;
79 return m_sorter(backtrackA->m_alpha, backtrackB->m_alpha); in operator()
91 : Refinement<PERM>(n, Backtrack), m_alpha(-1), m_cellElementIndex(-1), m_cellIndex(-1) in BacktrackRefinement()
111 return m_alpha; in alpha()
133 if (m_alpha == static_cast<unsigned long>(-1)) { in init()
135 this->m_alpha = pi.partition[pi.partitionCellBorder[minCell]]; in init()
137 const unsigned int givenMinCell = pi.partitionCellOf[m_alpha]; in init()
143 if (pi.partition[j] == m_alpha) { in init()
150 this->m_alpha = pi.partition[pi.partitionCellBorder[minCell]]; in init()
162 br->m_alpha = pi.partition[i]; in init()
[all …]
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| /dports/math/permlib/PermLib-0.2.9/include/permlib/search/partition/ |
| H A D | backtrack_refinement.h | 64 unsigned long m_alpha;
79 return m_sorter(backtrackA->m_alpha, backtrackB->m_alpha); in operator()
91 : Refinement<PERM>(n, Backtrack), m_alpha(-1), m_cellElementIndex(-1), m_cellIndex(-1) in BacktrackRefinement()
111 return m_alpha; in alpha()
133 if (m_alpha == static_cast<unsigned long>(-1)) { in init()
135 this->m_alpha = pi.partition[pi.partitionCellBorder[minCell]]; in init()
137 const unsigned int givenMinCell = pi.partitionCellOf[m_alpha]; in init()
143 if (pi.partition[j] == m_alpha) { in init()
150 this->m_alpha = pi.partition[pi.partitionCellBorder[minCell]]; in init()
162 br->m_alpha = pi.partition[i]; in init()
[all …]
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| /dports/graphics/agg/agg-2.5/examples/ |
| H A D | component_rendering.cpp | 17 agg::slider_ctrl<agg::rgba8> m_alpha; member in the_application
22 m_alpha(5, 5, 320-5, 10+5, !flip_y) in the_application()
24 m_alpha.label("Alpha=%1.0f"); in the_application()
25 m_alpha.range(0, 255); in the_application()
26 m_alpha.value(255); in the_application()
27 add_ctrl(m_alpha); in the_application()
55 agg::gray8(0, unsigned(m_alpha.value()))); in on_draw()
60 agg::gray8(0, unsigned(m_alpha.value()))); in on_draw()
65 agg::gray8(0, unsigned(m_alpha.value()))); in on_draw()
67 agg::render_ctrl(ras, sl, rbase, m_alpha); in on_draw()
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| H A D | image_alpha.cpp | 67 agg::spline_ctrl<agg::rgba8> m_alpha; member in the_application
77 m_alpha(2, 2, 200, 30, 6, !flip_y) in the_application()
79 m_alpha.value(0, 1.0); in the_application()
80 m_alpha.value(1, 1.0); in the_application()
81 m_alpha.value(2, 1.0); in the_application()
82 m_alpha.value(3, 0.5); in the_application()
83 m_alpha.value(4, 0.5); in the_application()
84 m_alpha.value(5, 1.0); in the_application()
85 m_alpha.update_spline(); in the_application()
86 add_ctrl(m_alpha); in the_application()
[all …]
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| /dports/math/cgal/CGAL-5.3/include/CGAL/Arr_geometry_traits/ |
| H A D | One_root_number.h | 44 NT m_alpha;
53 m_alpha (0), in _One_root_number()
61 m_alpha (val), in _One_root_number()
69 m_alpha (a), in _One_root_number()
81 return Self (-m_alpha);
128 m_alpha += val;
135 m_alpha -= val;
142 m_alpha *= val;
151 m_alpha /= val;
159 return (m_alpha); in alpha()
[all …]
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| /dports/net/ns3/ns-allinone-3.35/ns-3.35/src/internet/model/ |
| H A D | tcp-htcp.cc | 69 m_alpha (0), in TcpHtcp()
84 m_alpha (sock.m_alpha), in TcpHtcp()
118 … * tcb->m_segmentSize) + (tcb->m_cWnd * m_alpha)) / tcb->m_cWnd); in CongestionAvoidance()
133 m_alpha = 1; in UpdateAlpha()
141 m_alpha = (1 + 10 * diffSec + 0.25 * (diffSec * diffSec)); in UpdateAlpha()
143 m_alpha = 2 * (1 - m_beta) * m_alpha; in UpdateAlpha()
144 if (m_alpha < 1) in UpdateAlpha()
146 m_alpha = 1; in UpdateAlpha()
148 NS_LOG_DEBUG ("Updated m_alpha: " << m_alpha); in UpdateAlpha()
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| /dports/games/wop/wop-0.4.3/src/ |
| H A D | splashscreen.cpp | 10 m_alpha = 0; in SplashScreen()
24 LOG( 5 ) INFO( "SplashScreen::draw: drawing logo with alpha %d\n", m_alpha ); in draw()
37 if ( m_alpha < 255 ) { in update()
39 m_alpha += 5; in update()
40 LOG( 5 ) INFO( "SplashScreen::update: setting alpha to %d\n", m_alpha ); in update()
41 SDL_SetAlpha( m_logo, SDL_SRCALPHA | SDL_RLEACCEL, m_alpha ); in update()
|