const VertexPositionNormalTangentColorTexture g_sphereVB[] = {
    { XMFLOAT3(-0.000000f,-0.500000f,-0.000000f), XMFLOAT3(-0.000000f,-1.000000f,-0.000000f), XMFLOAT4(0.995185f,0.000000f,-0.098017f,-1.000000f),
      0xFFFFFFFF, XMFLOAT2(1.000000f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,-0.000000f), XMFLOAT3(-0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.995185f,0.000000f,0.098017f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.968750f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,-0.000000f), XMFLOAT3(-0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.956940f,0.000000f,0.290285f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.937500f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,-0.000000f), XMFLOAT3(-0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.881921f,0.000000f,0.471397f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.906250f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,-0.000000f), XMFLOAT3(-0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.773010f,0.000000f,0.634393f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.875000f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,-0.000000f), XMFLOAT3(-0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.634394f,0.000000f,0.773010f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.843750f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,-0.000000f), XMFLOAT3(-0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.471397f,0.000000f,0.881921f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.812500f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,-0.000000f), XMFLOAT3(-0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.290285f,0.000000f,0.956940f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.781250f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,0.000000f), XMFLOAT3(-0.000000f,-1.000000f,0.000000f), XMFLOAT4(-0.098017f,0.000000f,0.995185f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.750000f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,0.000000f), XMFLOAT3(-0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.098017f,0.000000f,0.995185f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.718750f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,0.000000f), XMFLOAT3(-0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.290284f,0.000000f,0.956940f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.687500f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,0.000000f), XMFLOAT3(-0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.471397f,0.000000f,0.881921f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.656250f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,0.000000f), XMFLOAT3(-0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.634393f,0.000000f,0.773010f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.625000f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,0.000000f), XMFLOAT3(-0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.773010f,0.000000f,0.634394f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.593750f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,0.000000f), XMFLOAT3(-0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.881921f,0.000000f,0.471397f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.562500f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,0.000000f), XMFLOAT3(-0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.956940f,0.000000f,0.290285f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.531250f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,0.000000f), XMFLOAT3(-0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.995185f,0.000000f,0.098017f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.500000f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,0.000000f), XMFLOAT3(0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.995185f,0.000000f,-0.098017f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.468750f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,0.000000f), XMFLOAT3(0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.956940f,0.000000f,-0.290284f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.437500f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,0.000000f), XMFLOAT3(0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.881921f,0.000000f,-0.471397f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.406250f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,0.000000f), XMFLOAT3(0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.773010f,0.000000f,-0.634393f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.375000f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,0.000000f), XMFLOAT3(0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.634394f,0.000000f,-0.773010f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.343750f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,0.000000f), XMFLOAT3(0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.471397f,0.000000f,-0.881921f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.312500f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,0.000000f), XMFLOAT3(0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.290285f,0.000000f,-0.956940f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.281250f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,0.000000f), XMFLOAT3(0.000000f,-1.000000f,0.000000f), XMFLOAT4(0.098017f,0.000000f,-0.995185f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.250000f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,-0.000000f), XMFLOAT3(0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.098017f,0.000000f,-0.995185f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.218750f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,-0.000000f), XMFLOAT3(0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.290284f,0.000000f,-0.956940f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.187500f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,-0.000000f), XMFLOAT3(0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.471397f,0.000000f,-0.881921f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.156250f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,-0.000000f), XMFLOAT3(0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.634393f,0.000000f,-0.773010f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.125000f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,-0.000000f), XMFLOAT3(0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.773010f,0.000000f,-0.634393f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.093750f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,-0.000000f), XMFLOAT3(0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.881921f,0.000000f,-0.471397f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.062500f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.500000f,-0.000000f), XMFLOAT3(0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.956940f,0.000000f,-0.290285f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.031250f,1.000000f) },
    { XMFLOAT3(-0.000000f,-0.500000f,-0.000000f), XMFLOAT3(-0.000000f,-1.000000f,-0.000000f), XMFLOAT4(-0.995185f,0.000000f,-0.098017f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.000000f,1.000000f) },
    { XMFLOAT3(0.000000f,-0.490393f,0.097545f), XMFLOAT3(0.000000f,-0.980785f,0.195090f), XMFLOAT4(-0.995367f,0.018758f,0.094304f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(1.000000f,0.937500f) },
    { XMFLOAT3(0.019030f,-0.490393f,0.095671f), XMFLOAT3(0.038060f,-0.980785f,0.191342f), XMFLOAT4(-0.986369f,-0.006198f,0.164433f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.968750f,0.937500f) },
    { XMFLOAT3(0.037329f,-0.490393f,0.090120f), XMFLOAT3(0.074658f,-0.980785f,0.180240f), XMFLOAT4(-0.935337f,-0.006198f,0.353704f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.937500f,0.937500f) },
    { XMFLOAT3(0.054193f,-0.490393f,0.081106f), XMFLOAT3(0.108386f,-0.980785f,0.162212f), XMFLOAT4(-0.848360f,-0.006198f,0.529383f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.906250f,0.937500f) },
    { XMFLOAT3(0.068975f,-0.490393f,0.068975f), XMFLOAT3(0.137950f,-0.980785f,0.137950f), XMFLOAT4(-0.728782f,-0.006198f,0.684718f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.875000f,0.937500f) },
    { XMFLOAT3(0.081106f,-0.490393f,0.054193f), XMFLOAT3(0.162212f,-0.980785f,0.108386f), XMFLOAT4(-0.581197f,-0.006198f,0.813739f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.843750f,0.937500f) },
    { XMFLOAT3(0.090120f,-0.490393f,0.037329f), XMFLOAT3(0.180240f,-0.980785f,0.074658f), XMFLOAT4(-0.411276f,-0.006198f,0.911490f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.812500f,0.937500f) },
    { XMFLOAT3(0.095671f,-0.490393f,0.019030f), XMFLOAT3(0.191342f,-0.980785f,0.038060f), XMFLOAT4(-0.225551f,-0.006198f,0.974212f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.781250f,0.937500f) },
    { XMFLOAT3(0.097545f,-0.490393f,-0.000000f), XMFLOAT3(0.195090f,-0.980785f,-0.000000f), XMFLOAT4(-0.031158f,-0.006198f,0.999495f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.750000f,0.937500f) },
    { XMFLOAT3(0.095671f,-0.490393f,-0.019030f), XMFLOAT3(0.191342f,-0.980785f,-0.038060f), XMFLOAT4(0.164433f,-0.006198f,0.986369f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.718750f,0.937500f) },
    { XMFLOAT3(0.090120f,-0.490393f,-0.037329f), XMFLOAT3(0.180240f,-0.980785f,-0.074658f), XMFLOAT4(0.353704f,-0.006198f,0.935337f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.687500f,0.937500f) },
    { XMFLOAT3(0.081106f,-0.490393f,-0.054193f), XMFLOAT3(0.162212f,-0.980785f,-0.108386f), XMFLOAT4(0.529383f,-0.006198f,0.848360f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.656250f,0.937500f) },
    { XMFLOAT3(0.068975f,-0.490393f,-0.068975f), XMFLOAT3(0.137950f,-0.980785f,-0.137950f), XMFLOAT4(0.684718f,-0.006198f,0.728782f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.625000f,0.937500f) },
    { XMFLOAT3(0.054193f,-0.490393f,-0.081106f), XMFLOAT3(0.108386f,-0.980785f,-0.162212f), XMFLOAT4(0.813739f,-0.006198f,0.581197f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.593750f,0.937500f) },
    { XMFLOAT3(0.037329f,-0.490393f,-0.090120f), XMFLOAT3(0.074658f,-0.980785f,-0.180240f), XMFLOAT4(0.911489f,-0.006198f,0.411277f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.562500f,0.937500f) },
    { XMFLOAT3(0.019030f,-0.490393f,-0.095671f), XMFLOAT3(0.038060f,-0.980785f,-0.191342f), XMFLOAT4(0.974212f,-0.006198f,0.225551f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.531250f,0.937500f) },
    { XMFLOAT3(0.000000f,-0.490393f,-0.097545f), XMFLOAT3(0.000000f,-0.980785f,-0.195090f), XMFLOAT4(0.999495f,-0.006198f,0.031158f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.500000f,0.937500f) },
    { XMFLOAT3(-0.019030f,-0.490393f,-0.095671f), XMFLOAT3(-0.038060f,-0.980785f,-0.191342f), XMFLOAT4(0.986369f,-0.006198f,-0.164432f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.468750f,0.937500f) },
    { XMFLOAT3(-0.037329f,-0.490393f,-0.090120f), XMFLOAT3(-0.074658f,-0.980785f,-0.180240f), XMFLOAT4(0.935337f,-0.006198f,-0.353704f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.437500f,0.937500f) },
    { XMFLOAT3(-0.054193f,-0.490393f,-0.081106f), XMFLOAT3(-0.108386f,-0.980785f,-0.162212f), XMFLOAT4(0.848360f,-0.006198f,-0.529383f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.406250f,0.937500f) },
    { XMFLOAT3(-0.068975f,-0.490393f,-0.068975f), XMFLOAT3(-0.137950f,-0.980785f,-0.137950f), XMFLOAT4(0.728782f,-0.006198f,-0.684718f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.375000f,0.937500f) },
    { XMFLOAT3(-0.081106f,-0.490393f,-0.054193f), XMFLOAT3(-0.162212f,-0.980785f,-0.108386f), XMFLOAT4(0.581197f,-0.006198f,-0.813739f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.343750f,0.937500f) },
    { XMFLOAT3(-0.090120f,-0.490393f,-0.037329f), XMFLOAT3(-0.180240f,-0.980785f,-0.074658f), XMFLOAT4(0.411276f,-0.006198f,-0.911490f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.312500f,0.937500f) },
    { XMFLOAT3(-0.095671f,-0.490393f,-0.019030f), XMFLOAT3(-0.191342f,-0.980785f,-0.038060f), XMFLOAT4(0.225551f,-0.006198f,-0.974212f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.281250f,0.937500f) },
    { XMFLOAT3(-0.097545f,-0.490393f,-0.000000f), XMFLOAT3(-0.195090f,-0.980785f,-0.000000f), XMFLOAT4(0.031158f,-0.006198f,-0.999495f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.250000f,0.937500f) },
    { XMFLOAT3(-0.095671f,-0.490393f,0.019030f), XMFLOAT3(-0.191342f,-0.980785f,0.038060f), XMFLOAT4(-0.164433f,-0.006198f,-0.986369f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.218750f,0.937500f) },
    { XMFLOAT3(-0.090120f,-0.490393f,0.037329f), XMFLOAT3(-0.180240f,-0.980785f,0.074658f), XMFLOAT4(-0.353704f,-0.006198f,-0.935337f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.187500f,0.937500f) },
    { XMFLOAT3(-0.081106f,-0.490393f,0.054193f), XMFLOAT3(-0.162212f,-0.980785f,0.108386f), XMFLOAT4(-0.529383f,-0.006198f,-0.848360f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.156250f,0.937500f) },
    { XMFLOAT3(-0.068975f,-0.490393f,0.068975f), XMFLOAT3(-0.137950f,-0.980785f,0.137950f), XMFLOAT4(-0.684718f,-0.006198f,-0.728782f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.125000f,0.937500f) },
    { XMFLOAT3(-0.054193f,-0.490393f,0.081106f), XMFLOAT3(-0.108386f,-0.980785f,0.162212f), XMFLOAT4(-0.813739f,-0.006198f,-0.581197f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.093750f,0.937500f) },
    { XMFLOAT3(-0.037329f,-0.490393f,0.090120f), XMFLOAT3(-0.074658f,-0.980785f,0.180240f), XMFLOAT4(-0.911489f,-0.006198f,-0.411277f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.062500f,0.937500f) },
    { XMFLOAT3(-0.019030f,-0.490393f,0.095671f), XMFLOAT3(-0.038060f,-0.980785f,0.191342f), XMFLOAT4(-0.974212f,-0.006198f,-0.225551f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.031250f,0.937500f) },
    { XMFLOAT3(0.000000f,-0.490393f,0.097545f), XMFLOAT3(0.000000f,-0.980785f,0.195090f), XMFLOAT4(-0.995367f,-0.018758f,-0.094304f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.000000f,0.937500f) },
    { XMFLOAT3(0.000000f,-0.461940f,0.191342f), XMFLOAT3(0.000000f,-0.923880f,0.382683f), XMFLOAT4(-0.995886f,0.034679f,0.083722f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(1.000000f,0.875000f) },
    { XMFLOAT3(0.037329f,-0.461940f,0.187665f), XMFLOAT3(0.074658f,-0.923880f,0.375330f), XMFLOAT4(-0.983275f,-0.005502f,0.182043f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.968750f,0.875000f) },
    { XMFLOAT3(0.073223f,-0.461940f,0.176777f), XMFLOAT3(0.146447f,-0.923880f,0.353553f), XMFLOAT4(-0.928867f,-0.005502f,0.370373f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.937500f,0.875000f) },
    { XMFLOAT3(0.106304f,-0.461940f,0.159095f), XMFLOAT3(0.212608f,-0.923880f,0.318190f), XMFLOAT4(-0.838763f,-0.005502f,0.544469f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.906250f,0.875000f) },
    { XMFLOAT3(0.135299f,-0.461940f,0.135299f), XMFLOAT3(0.270598f,-0.923880f,0.270598f), XMFLOAT4(-0.716426f,-0.005502f,0.697642f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.875000f,0.875000f) },
    { XMFLOAT3(0.159095f,-0.461940f,0.106304f), XMFLOAT3(0.318190f,-0.923880f,0.212608f), XMFLOAT4(-0.566556f,-0.005502f,0.824005f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.843750f,0.875000f) },
    { XMFLOAT3(0.176777f,-0.461940f,0.073223f), XMFLOAT3(0.353553f,-0.923880f,0.146447f), XMFLOAT4(-0.394915f,-0.005502f,0.918701f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.812500f,0.875000f) },
    { XMFLOAT3(0.187665f,-0.461940f,0.037329f), XMFLOAT3(0.375330f,-0.923880f,0.074658f), XMFLOAT4(-0.208097f,-0.005502f,0.978093f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.781250f,0.875000f) },
    { XMFLOAT3(0.191342f,-0.461940f,-0.000000f), XMFLOAT3(0.382683f,-0.923880f,-0.000000f), XMFLOAT4(-0.013282f,-0.005502f,0.999897f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.750000f,0.875000f) },
    { XMFLOAT3(0.187665f,-0.461940f,-0.037329f), XMFLOAT3(0.375330f,-0.923880f,-0.074658f), XMFLOAT4(0.182043f,-0.005502f,0.983275f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.718750f,0.875000f) },
    { XMFLOAT3(0.176777f,-0.461940f,-0.073223f), XMFLOAT3(0.353553f,-0.923880f,-0.146447f), XMFLOAT4(0.370373f,-0.005502f,0.928867f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.687500f,0.875000f) },
    { XMFLOAT3(0.159095f,-0.461940f,-0.106304f), XMFLOAT3(0.318190f,-0.923880f,-0.212608f), XMFLOAT4(0.544469f,-0.005502f,0.838763f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.656250f,0.875000f) },
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    { XMFLOAT3(0.000000f,0.490393f,0.097545f), XMFLOAT3(0.000000f,0.980785f,0.195090f), XMFLOAT4(-0.995367f,0.018758f,-0.094304f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.000000f,0.062500f) },
    { XMFLOAT3(-0.000000f,0.500000f,-0.000000f), XMFLOAT3(-0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.995185f,0.000000f,0.098017f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(1.000000f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,-0.000000f), XMFLOAT3(-0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.956940f,0.000000f,0.290285f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.968750f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,-0.000000f), XMFLOAT3(-0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.881921f,0.000000f,0.471397f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.937500f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,-0.000000f), XMFLOAT3(-0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.773010f,0.000000f,0.634393f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.906250f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,-0.000000f), XMFLOAT3(-0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.634393f,0.000000f,0.773010f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.875000f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,-0.000000f), XMFLOAT3(-0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.471397f,0.000000f,0.881921f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.843750f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,-0.000000f), XMFLOAT3(-0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.290284f,0.000000f,0.956940f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.812500f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,-0.000000f), XMFLOAT3(-0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.098017f,0.000000f,0.995185f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.781250f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,0.000000f), XMFLOAT3(-0.000000f,1.000000f,0.000000f), XMFLOAT4(0.098017f,0.000000f,0.995185f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.750000f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,0.000000f), XMFLOAT3(-0.000000f,1.000000f,0.000000f), XMFLOAT4(0.290285f,0.000000f,0.956940f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.718750f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,0.000000f), XMFLOAT3(-0.000000f,1.000000f,0.000000f), XMFLOAT4(0.471397f,0.000000f,0.881921f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.687500f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,0.000000f), XMFLOAT3(-0.000000f,1.000000f,0.000000f), XMFLOAT4(0.634393f,0.000000f,0.773010f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.656250f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,0.000000f), XMFLOAT3(-0.000000f,1.000000f,0.000000f), XMFLOAT4(0.773010f,0.000000f,0.634393f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.625000f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,0.000000f), XMFLOAT3(-0.000000f,1.000000f,0.000000f), XMFLOAT4(0.881921f,0.000000f,0.471397f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.593750f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,0.000000f), XMFLOAT3(-0.000000f,1.000000f,0.000000f), XMFLOAT4(0.956940f,0.000000f,0.290284f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.562500f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,0.000000f), XMFLOAT3(-0.000000f,1.000000f,0.000000f), XMFLOAT4(0.995185f,0.000000f,0.098017f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.531250f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,0.000000f), XMFLOAT3(-0.000000f,1.000000f,0.000000f), XMFLOAT4(0.995185f,0.000000f,-0.098017f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.500000f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,0.000000f), XMFLOAT3(0.000000f,1.000000f,0.000000f), XMFLOAT4(0.956940f,0.000000f,-0.290285f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.468750f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,0.000000f), XMFLOAT3(0.000000f,1.000000f,0.000000f), XMFLOAT4(0.881921f,0.000000f,-0.471397f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.437500f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,0.000000f), XMFLOAT3(0.000000f,1.000000f,0.000000f), XMFLOAT4(0.773010f,0.000000f,-0.634394f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.406250f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,0.000000f), XMFLOAT3(0.000000f,1.000000f,0.000000f), XMFLOAT4(0.634393f,0.000000f,-0.773010f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.375000f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,0.000000f), XMFLOAT3(0.000000f,1.000000f,0.000000f), XMFLOAT4(0.471396f,0.000000f,-0.881921f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.343750f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,0.000000f), XMFLOAT3(0.000000f,1.000000f,0.000000f), XMFLOAT4(0.290284f,0.000000f,-0.956940f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.312500f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,0.000000f), XMFLOAT3(0.000000f,1.000000f,0.000000f), XMFLOAT4(0.098017f,0.000000f,-0.995185f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.281250f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,0.000000f), XMFLOAT3(0.000000f,1.000000f,0.000000f), XMFLOAT4(-0.098017f,0.000000f,-0.995185f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.250000f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,-0.000000f), XMFLOAT3(0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.290285f,0.000000f,-0.956940f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.218750f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,-0.000000f), XMFLOAT3(0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.471397f,0.000000f,-0.881921f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.187500f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,-0.000000f), XMFLOAT3(0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.634393f,0.000000f,-0.773010f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.156250f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,-0.000000f), XMFLOAT3(0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.773011f,0.000000f,-0.634393f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.125000f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,-0.000000f), XMFLOAT3(0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.881921f,0.000000f,-0.471397f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.093750f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,-0.000000f), XMFLOAT3(0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.956940f,0.000000f,-0.290285f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.062500f,0.000000f) },
    { XMFLOAT3(0.000000f,0.500000f,-0.000000f), XMFLOAT3(0.000000f,1.000000f,-0.000000f), XMFLOAT4(-0.995185f,0.000000f,-0.098017f,1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.031250f,0.000000f) },
    { XMFLOAT3(-0.000000f,0.500000f,-0.000000f), XMFLOAT3(-0.000000f,1.000000f,-0.000000f), XMFLOAT4(0.995185f,0.000000f,0.098017f,-1.000000f),
      0xFFFFFFFF, XMFLOAT2(0.000000f,0.000000f) },
};

const uint16_t g_sphereIB[] = {
    1, 33, 0,
    34, 33, 1,
    2, 34, 1,
    35, 34, 2,
    3, 35, 2,
    36, 35, 3,
    4, 36, 3,
    37, 36, 4,
    5, 37, 4,
    38, 37, 5,
    6, 38, 5,
    39, 38, 6,
    7, 39, 6,
    40, 39, 7,
    8, 40, 7,
    41, 40, 8,
    9, 41, 8,
    42, 41, 9,
    10, 42, 9,
    43, 42, 10,
    11, 43, 10,
    44, 43, 11,
    12, 44, 11,
    45, 44, 12,
    13, 45, 12,
    46, 45, 13,
    14, 46, 13,
    47, 46, 14,
    15, 47, 14,
    48, 47, 15,
    16, 48, 15,
    49, 48, 16,
    17, 49, 16,
    50, 49, 17,
    18, 50, 17,
    51, 50, 18,
    19, 51, 18,
    52, 51, 19,
    20, 52, 19,
    53, 52, 20,
    21, 53, 20,
    54, 53, 21,
    22, 54, 21,
    55, 54, 22,
    23, 55, 22,
    56, 55, 23,
    24, 56, 23,
    57, 56, 24,
    25, 57, 24,
    58, 57, 25,
    26, 58, 25,
    59, 58, 26,
    27, 59, 26,
    60, 59, 27,
    28, 60, 27,
    61, 60, 28,
    29, 61, 28,
    62, 61, 29,
    30, 62, 29,
    63, 62, 30,
    31, 63, 30,
    64, 63, 31,
    32, 64, 31,
    65, 64, 32,
    0, 65, 32,
    33, 65, 0,
    34, 66, 33,
    67, 66, 34,
    35, 67, 34,
    68, 67, 35,
    36, 68, 35,
    69, 68, 36,
    37, 69, 36,
    70, 69, 37,
    38, 70, 37,
    71, 70, 38,
    39, 71, 38,
    72, 71, 39,
    40, 72, 39,
    73, 72, 40,
    41, 73, 40,
    74, 73, 41,
    42, 74, 41,
    75, 74, 42,
    43, 75, 42,
    76, 75, 43,
    44, 76, 43,
    77, 76, 44,
    45, 77, 44,
    78, 77, 45,
    46, 78, 45,
    79, 78, 46,
    47, 79, 46,
    80, 79, 47,
    48, 80, 47,
    81, 80, 48,
    49, 81, 48,
    82, 81, 49,
    50, 82, 49,
    83, 82, 50,
    51, 83, 50,
    84, 83, 51,
    52, 84, 51,
    85, 84, 52,
    53, 85, 52,
    86, 85, 53,
    54, 86, 53,
    87, 86, 54,
    55, 87, 54,
    88, 87, 55,
    56, 88, 55,
    89, 88, 56,
    57, 89, 56,
    90, 89, 57,
    58, 90, 57,
    91, 90, 58,
    59, 91, 58,
    92, 91, 59,
    60, 92, 59,
    93, 92, 60,
    61, 93, 60,
    94, 93, 61,
    62, 94, 61,
    95, 94, 62,
    63, 95, 62,
    96, 95, 63,
    64, 96, 63,
    97, 96, 64,
    65, 97, 64,
    98, 97, 65,
    33, 98, 65,
    66, 98, 33,
    67, 99, 66,
    100, 99, 67,
    68, 100, 67,
    101, 100, 68,
    69, 101, 68,
    102, 101, 69,
    70, 102, 69,
    103, 102, 70,
    71, 103, 70,
    104, 103, 71,
    72, 104, 71,
    105, 104, 72,
    73, 105, 72,
    106, 105, 73,
    74, 106, 73,
    107, 106, 74,
    75, 107, 74,
    108, 107, 75,
    76, 108, 75,
    109, 108, 76,
    77, 109, 76,
    110, 109, 77,
    78, 110, 77,
    111, 110, 78,
    79, 111, 78,
    112, 111, 79,
    80, 112, 79,
    113, 112, 80,
    81, 113, 80,
    114, 113, 81,
    82, 114, 81,
    115, 114, 82,
    83, 115, 82,
    116, 115, 83,
    84, 116, 83,
    117, 116, 84,
    85, 117, 84,
    118, 117, 85,
    86, 118, 85,
    119, 118, 86,
    87, 119, 86,
    120, 119, 87,
    88, 120, 87,
    121, 120, 88,
    89, 121, 88,
    122, 121, 89,
    90, 122, 89,
    123, 122, 90,
    91, 123, 90,
    124, 123, 91,
    92, 124, 91,
    125, 124, 92,
    93, 125, 92,
    126, 125, 93,
    94, 126, 93,
    127, 126, 94,
    95, 127, 94,
    128, 127, 95,
    96, 128, 95,
    129, 128, 96,
    97, 129, 96,
    130, 129, 97,
    98, 130, 97,
    131, 130, 98,
    66, 131, 98,
    99, 131, 66,
    100, 132, 99,
    133, 132, 100,
    101, 133, 100,
    134, 133, 101,
    102, 134, 101,
    135, 134, 102,
    103, 135, 102,
    136, 135, 103,
    104, 136, 103,
    137, 136, 104,
    105, 137, 104,
    138, 137, 105,
    106, 138, 105,
    139, 138, 106,
    107, 139, 106,
    140, 139, 107,
    108, 140, 107,
    141, 140, 108,
    109, 141, 108,
    142, 141, 109,
    110, 142, 109,
    143, 142, 110,
    111, 143, 110,
    144, 143, 111,
    112, 144, 111,
    145, 144, 112,
    113, 145, 112,
    146, 145, 113,
    114, 146, 113,
    147, 146, 114,
    115, 147, 114,
    148, 147, 115,
    116, 148, 115,
    149, 148, 116,
    117, 149, 116,
    150, 149, 117,
    118, 150, 117,
    151, 150, 118,
    119, 151, 118,
    152, 151, 119,
    120, 152, 119,
    153, 152, 120,
    121, 153, 120,
    154, 153, 121,
    122, 154, 121,
    155, 154, 122,
    123, 155, 122,
    156, 155, 123,
    124, 156, 123,
    157, 156, 124,
    125, 157, 124,
    158, 157, 125,
    126, 158, 125,
    159, 158, 126,
    127, 159, 126,
    160, 159, 127,
    128, 160, 127,
    161, 160, 128,
    129, 161, 128,
    162, 161, 129,
    130, 162, 129,
    163, 162, 130,
    131, 163, 130,
    164, 163, 131,
    99, 164, 131,
    132, 164, 99,
    133, 165, 132,
    166, 165, 133,
    134, 166, 133,
    167, 166, 134,
    135, 167, 134,
    168, 167, 135,
    136, 168, 135,
    169, 168, 136,
    137, 169, 136,
    170, 169, 137,
    138, 170, 137,
    171, 170, 138,
    139, 171, 138,
    172, 171, 139,
    140, 172, 139,
    173, 172, 140,
    141, 173, 140,
    174, 173, 141,
    142, 174, 141,
    175, 174, 142,
    143, 175, 142,
    176, 175, 143,
    144, 176, 143,
    177, 176, 144,
    145, 177, 144,
    178, 177, 145,
    146, 178, 145,
    179, 178, 146,
    147, 179, 146,
    180, 179, 147,
    148, 180, 147,
    181, 180, 148,
    149, 181, 148,
    182, 181, 149,
    150, 182, 149,
    183, 182, 150,
    151, 183, 150,
    184, 183, 151,
    152, 184, 151,
    185, 184, 152,
    153, 185, 152,
    186, 185, 153,
    154, 186, 153,
    187, 186, 154,
    155, 187, 154,
    188, 187, 155,
    156, 188, 155,
    189, 188, 156,
    157, 189, 156,
    190, 189, 157,
    158, 190, 157,
    191, 190, 158,
    159, 191, 158,
    192, 191, 159,
    160, 192, 159,
    193, 192, 160,
    161, 193, 160,
    194, 193, 161,
    162, 194, 161,
    195, 194, 162,
    163, 195, 162,
    196, 195, 163,
    164, 196, 163,
    197, 196, 164,
    132, 197, 164,
    165, 197, 132,
    166, 198, 165,
    199, 198, 166,
    167, 199, 166,
    200, 199, 167,
    168, 200, 167,
    201, 200, 168,
    169, 201, 168,
    202, 201, 169,
    170, 202, 169,
    203, 202, 170,
    171, 203, 170,
    204, 203, 171,
    172, 204, 171,
    205, 204, 172,
    173, 205, 172,
    206, 205, 173,
    174, 206, 173,
    207, 206, 174,
    175, 207, 174,
    208, 207, 175,
    176, 208, 175,
    209, 208, 176,
    177, 209, 176,
    210, 209, 177,
    178, 210, 177,
    211, 210, 178,
    179, 211, 178,
    212, 211, 179,
    180, 212, 179,
    213, 212, 180,
    181, 213, 180,
    214, 213, 181,
    182, 214, 181,
    215, 214, 182,
    183, 215, 182,
    216, 215, 183,
    184, 216, 183,
    217, 216, 184,
    185, 217, 184,
    218, 217, 185,
    186, 218, 185,
    219, 218, 186,
    187, 219, 186,
    220, 219, 187,
    188, 220, 187,
    221, 220, 188,
    189, 221, 188,
    222, 221, 189,
    190, 222, 189,
    223, 222, 190,
    191, 223, 190,
    224, 223, 191,
    192, 224, 191,
    225, 224, 192,
    193, 225, 192,
    226, 225, 193,
    194, 226, 193,
    227, 226, 194,
    195, 227, 194,
    228, 227, 195,
    196, 228, 195,
    229, 228, 196,
    197, 229, 196,
    230, 229, 197,
    165, 230, 197,
    198, 230, 165,
    199, 231, 198,
    232, 231, 199,
    200, 232, 199,
    233, 232, 200,
    201, 233, 200,
    234, 233, 201,
    202, 234, 201,
    235, 234, 202,
    203, 235, 202,
    236, 235, 203,
    204, 236, 203,
    237, 236, 204,
    205, 237, 204,
    238, 237, 205,
    206, 238, 205,
    239, 238, 206,
    207, 239, 206,
    240, 239, 207,
    208, 240, 207,
    241, 240, 208,
    209, 241, 208,
    242, 241, 209,
    210, 242, 209,
    243, 242, 210,
    211, 243, 210,
    244, 243, 211,
    212, 244, 211,
    245, 244, 212,
    213, 245, 212,
    246, 245, 213,
    214, 246, 213,
    247, 246, 214,
    215, 247, 214,
    248, 247, 215,
    216, 248, 215,
    249, 248, 216,
    217, 249, 216,
    250, 249, 217,
    218, 250, 217,
    251, 250, 218,
    219, 251, 218,
    252, 251, 219,
    220, 252, 219,
    253, 252, 220,
    221, 253, 220,
    254, 253, 221,
    222, 254, 221,
    255, 254, 222,
    223, 255, 222,
    256, 255, 223,
    224, 256, 223,
    257, 256, 224,
    225, 257, 224,
    258, 257, 225,
    226, 258, 225,
    259, 258, 226,
    227, 259, 226,
    260, 259, 227,
    228, 260, 227,
    261, 260, 228,
    229, 261, 228,
    262, 261, 229,
    230, 262, 229,
    263, 262, 230,
    198, 263, 230,
    231, 263, 198,
    232, 264, 231,
    265, 264, 232,
    233, 265, 232,
    266, 265, 233,
    234, 266, 233,
    267, 266, 234,
    235, 267, 234,
    268, 267, 235,
    236, 268, 235,
    269, 268, 236,
    237, 269, 236,
    270, 269, 237,
    238, 270, 237,
    271, 270, 238,
    239, 271, 238,
    272, 271, 239,
    240, 272, 239,
    273, 272, 240,
    241, 273, 240,
    274, 273, 241,
    242, 274, 241,
    275, 274, 242,
    243, 275, 242,
    276, 275, 243,
    244, 276, 243,
    277, 276, 244,
    245, 277, 244,
    278, 277, 245,
    246, 278, 245,
    279, 278, 246,
    247, 279, 246,
    280, 279, 247,
    248, 280, 247,
    281, 280, 248,
    249, 281, 248,
    282, 281, 249,
    250, 282, 249,
    283, 282, 250,
    251, 283, 250,
    284, 283, 251,
    252, 284, 251,
    285, 284, 252,
    253, 285, 252,
    286, 285, 253,
    254, 286, 253,
    287, 286, 254,
    255, 287, 254,
    288, 287, 255,
    256, 288, 255,
    289, 288, 256,
    257, 289, 256,
    290, 289, 257,
    258, 290, 257,
    291, 290, 258,
    259, 291, 258,
    292, 291, 259,
    260, 292, 259,
    293, 292, 260,
    261, 293, 260,
    294, 293, 261,
    262, 294, 261,
    295, 294, 262,
    263, 295, 262,
    296, 295, 263,
    231, 296, 263,
    264, 296, 231,
    265, 297, 264,
    298, 297, 265,
    266, 298, 265,
    299, 298, 266,
    267, 299, 266,
    300, 299, 267,
    268, 300, 267,
    301, 300, 268,
    269, 301, 268,
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