xBR-Hybrid-v5 for tests

/*
   Hyllian's 2xBR v3.8c+ReverseAA (squared) Shader - BETA5

   Copyright (C) 2011/2012 Hyllian/Jararaca - [email protected]

   This program is free software; you can redistribute it and/or
   modify it under the terms of the GNU General Public License
   as published by the Free Software Foundation; either version 2
   of the License, or (at your option) any later version.

   This program is distributed in the hope that it will be useful,
   but WITHOUT ANY WARRANTY; without even the implied warranty of
   MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
   GNU General Public License for more details.

   You should have received a copy of the GNU General Public License
   along with this program; if not, write to the Free Software
   Foundation, Inc., 59 Temple Place - Suite 330, Boston, MA  02111-1307, USA.

*/


/*
 *  ReverseAA part of the code
 *
 *  Copyright (c) 2012, Christoph Feck <[email protected]>
 *  All Rights reserved.
 *
 *  Redistribution and use in source and binary forms, with or without
 *  modification, are permitted provided that the following conditions are met:
 *
 *    * Redistributions of source code must retain the above copyright notice,
 *      this list of conditions and the following disclaimer.
 *
 *    * Redistributions in binary form must reproduce the above copyright
 *      notice, this list of conditions and the following disclaimer in the
 *      documentation and/or other materials provided with the distribution.
 *
 *  THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
 *  AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
 *  IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
 *  ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE
 *  LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR
 *  CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF
 *  SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS
 *  INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN
 *  CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE)
 *  ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE
 *  POSSIBILITY OF SUCH DAMAGE.
 *
 */


const static float coef           = 2.0;
const static float4 eq_threshold  = float4(15.0, 15.0, 15.0, 15.0);
const static half y_weight        = 48.0;
const static half u_weight        = 7.0;
const static half v_weight        = 6.0;
const static half3x3 yuv          = half3x3(0.299, 0.587, 0.114, -0.169, -0.331, 0.499, 0.499, -0.418, -0.0813);
const static half3x3 yuv_weighted = half3x3(y_weight*yuv[0], u_weight*yuv[1], v_weight*yuv[2]);
const static float4 delta         = float4(0.5, 0.5, 0.5, 0.5);
const static float sharpness      = 0.65;

float lum(half3 A, half3 B)
{
    return abs(dot(A-B, yuv_weighted[0]));
}

float4 df(float4 A, float4 B)
{
    return float4(abs(A-B));
}

bool4 eq(float4 A, float4 B)
{
    return (df(A, B) < float4(15.0, 15.0, 15.0, 15.0));
}

bool4 eq2(float4 A, float4 B)
{
    return (df(A, B) < float4(2.0, 2.0, 2.0, 2.0));
}


float4 weighted_distance(float4 a, float4 b, float4 c, float4 d, float4 e, float4 f, float4 g, float4 h)
{
    return (df(a,b) + df(a,c) + df(d,e) + df(d,f) + 4.0*df(g,h));
}



struct input
{
    half2 video_size;
    float2 texture_size;
    half2 output_size;
};


struct out_vertex {
    half4 position : POSITION;
    half4 color    : COLOR;
    float2 texCoord : TEXCOORD0;
    float4 t1;
    float4 t2;
    float4 t3;
    float4 t4;
    float4 t5;
    float4 t6;
    float4 t7;
};

/*    VERTEX_SHADER    */
out_vertex main_vertex
(
    half4 position    : POSITION,
    half4 color    : COLOR,
    float2 texCoord : TEXCOORD0,

       uniform half4x4 modelViewProj,
    uniform input IN
)
{
    out_vertex OUT;

    OUT.position = mul(modelViewProj, position);
    OUT.color = color;

    float2 ps = float2(1.0/IN.texture_size.x, 1.0/IN.texture_size.y);
    float dx = ps.x;
    float dy = ps.y;

    //    A1 B1 C1
    // A0  A  B  C C4
    // D0  D  E  F F4
    // G0  G  H  I I4
    //    G5 H5 I5

    OUT.texCoord = texCoord;
    OUT.t1 = texCoord.xxxy + half4( -dx, 0, dx,-2.0*dy); // A1 B1 C1
    OUT.t2 = texCoord.xxxy + half4( -dx, 0, dx,    -dy); //  A  B  C
    OUT.t3 = texCoord.xxxy + half4( -dx, 0, dx,      0); //  D  E  F
    OUT.t4 = texCoord.xxxy + half4( -dx, 0, dx,     dy); //  G  H  I
    OUT.t5 = texCoord.xxxy + half4( -dx, 0, dx, 2.0*dy); // G5 H5 I5
    OUT.t6 = texCoord.xyyy + half4(-2.0*dx,-dy, 0,  dy); // A0 D0 G0
    OUT.t7 = texCoord.xyyy + half4( 2.0*dx,-dy, 0,  dy); // C4 F4 I4

    return OUT;
}


/*    FRAGMENT SHADER    */
half4 main_fragment(in out_vertex VAR, uniform sampler2D decal : TEXUNIT0, uniform input IN) : COLOR
{
    bool4 edr, edr_left, edr_up, px; // px = pixel, edr = edge detection rule
    bool4 interp_restriction_lv1, interp_restriction_lv2_left, interp_restriction_lv2_up;
    bool4 nc, nc30, nc60, nc45; // new_color
    float4 fx, fx_left, fx_up, final_fx; // inequations of straight lines.

    float2 fp = frac(VAR.texCoord*IN.texture_size);

    half3 A1 = tex2D(decal, VAR.t1.xw).rgb;
    half3 B1 = tex2D(decal, VAR.t1.yw).rgb;
    half3 C1 = tex2D(decal, VAR.t1.zw).rgb;

    half3 A  = tex2D(decal, VAR.t2.xw).rgb;
    half3 B  = tex2D(decal, VAR.t2.yw).rgb;
    half3 C  = tex2D(decal, VAR.t2.zw).rgb;

    half3 D  = tex2D(decal, VAR.t3.xw).rgb;
    half3 E  = tex2D(decal, VAR.t3.yw).rgb;
    half3 F  = tex2D(decal, VAR.t3.zw).rgb;

    half3 G  = tex2D(decal, VAR.t4.xw).rgb;
    half3 H  = tex2D(decal, VAR.t4.yw).rgb;
    half3 I  = tex2D(decal, VAR.t4.zw).rgb;

    half3 G5 = tex2D(decal, VAR.t5.xw).rgb;
    half3 H5 = tex2D(decal, VAR.t5.yw).rgb;
    half3 I5 = tex2D(decal, VAR.t5.zw).rgb;

    half3 A0 = tex2D(decal, VAR.t6.xy).rgb;
    half3 D0 = tex2D(decal, VAR.t6.xz).rgb;
    half3 G0 = tex2D(decal, VAR.t6.xw).rgb;

    half3 C4 = tex2D(decal, VAR.t7.xy).rgb;
    half3 F4 = tex2D(decal, VAR.t7.xz).rgb;
    half3 I4 = tex2D(decal, VAR.t7.xw).rgb;

    float4 b = mul( half4x3(B, D, H, F), yuv_weighted[0] );
    float4 c = mul( half4x3(C, A, G, I), yuv_weighted[0] );
    float4 e = mul( half4x3(E, E, E, E), yuv_weighted[0] );
    float4 a = c.yzwx;
    float4 d = b.yzwx;
    float4 f = b.wxyz;
    float4 g = c.zwxy;
    float4 h = b.zwxy;
    float4 i = c.wxyz;

    float4 i4 = mul( half4x3(I4, C1, A0, G5), yuv_weighted[0] );
    float4 i5 = mul( half4x3(I5, C4, A1, G0), yuv_weighted[0] );
    float4 h5 = mul( half4x3(H5, F4, B1, D0), yuv_weighted[0] );
    float4 f4 = h5.yzwx;


    float4 Ao = float4( 1.0, -1.0, -1.0, 1.0 );
    float4 Bo = float4( 1.0,  1.0, -1.0,-1.0 );
    float4 Co = float4( 1.5,  0.5, -0.5, 0.5 );
    float4 Ax = float4( 1.0, -1.0, -1.0, 1.0 );
    float4 Bx = float4( 0.5,  2.0, -0.5,-2.0 );
    float4 Cx = float4( 1.0,  1.0, -0.5, 0.0 );
    float4 Ay = float4( 1.0, -1.0, -1.0, 1.0 );
    float4 By = float4( 2.0,  0.5, -2.0,-0.5 );
    float4 Cy = float4( 2.0,  0.0, -1.0, 0.5 );

    // These inequations define the line below which interpolation occurs.
    fx      = (Ao*fp.y+Bo*fp.x);
    fx_left = (Ax*fp.y+Bx*fp.x);
    fx_up   = (Ay*fp.y+By*fp.x);

    interp_restriction_lv1      = ((e!=f) && (e!=h) && ( !eq(f,b) && !eq(f,c) || !eq(h,d) && !eq(h,g) || eq(e,i) && (!eq(f,f4) && !eq(f,i4) || !eq(h,h5) && !eq(h,i5)) || eq(e,g) || eq(e,c)) );
    interp_restriction_lv2_left = ((e!=g) && (d!=g));
    interp_restriction_lv2_up   = ((e!=c) && (b!=c));

    float4 fx45 = smoothstep(Co - delta, Co + delta, fx);
    float4 fx30 = smoothstep(Cx - delta, Cx + delta, fx_left);
    float4 fx60 = smoothstep(Cy - delta, Cy + delta, fx_up);


    edr      = ((weighted_distance( e, c, g, i, h5, f4, h, f) + 3.5) < weighted_distance( h, d, i5, f, i4, b, e, i)) && interp_restriction_lv1;
    edr_left = ((coef*df(f,g)) <= df(h,c)) && interp_restriction_lv2_left;
    edr_up   = (df(f,g) >= (coef*df(h,c))) && interp_restriction_lv2_up;

    nc45 = ( edr &&             bool4(fx45));
    nc30 = ( edr && edr_left && bool4(fx30));
    nc60 = ( edr && edr_up   && bool4(fx60));

    px = (df(e,f) <= df(e,h));

    half3 res = E;


    float3 n1, n2, n3, n4, s, aa, bb, cc, dd;


    n1 = B1; n2 = B; s = E; n3 = H; n4 = H5;
    aa = n2-n1; bb = s-n2; cc = n3-s; dd = n4-n3;

    float3 t = (7 * (bb + cc) - 3 * (aa + dd)) / 16;

    float3 m = (s < 0.5) ? 2*s : 2*(1.0-s);

        m = min(m, sharpness*abs(bb));
        m = min(m, sharpness*abs(cc));

    t = clamp(t, -m, m);


    float3 s1 = (2*fp.y-1)*t + s;

    n1 = D0; n2 = D; s = s1; n3 = F; n4 = F4;
    aa = n2-n1; bb = s-n2; cc = n3-s; dd = n4-n3;

    t = (7 * (bb + cc) - 3 * (aa + dd)) / 16;

    m = (s < 0.5) ? 2*s : 2*(1.0-s);

        m = min(m, sharpness*abs(bb));
        m = min(m, sharpness*abs(cc));

    t = clamp(t, -m, m);

    float3 s0 = (2*fp.x-1)*t + s;


    nc = (nc30 || nc60 || nc45);

    float blend = 0.0;
    half3 pix;

    float4 r1 = lerp(e, f, edr);

    if ( all(eq2(r1,e)) )
    {
        pix = res = s0;
    }
    else
    {
        pix = res = E;
    }


    float4 final45 = dot(nc45, fx45);
    float4 final30 = dot(nc30, fx30);
    float4 final60 = dot(nc60, fx60);

    float4 maximo = max(max(final30, final60), final45);

         if (nc.x) {pix = px.x ? F : H; blend = maximo.x;}
    else if (nc.y) {pix = px.y ? B : F; blend = maximo.y;}
    else if (nc.z) {pix = px.z ? D : B; blend = maximo.z;}
    else if (nc.w) {pix = px.w ? H : D; blend = maximo.w;}

    res = lerp(res, pix, blend);

    return half4(res, 1.0);
}