STANDING TARGET, front
   Head:   3,4   (12)
   Torso:  7,6   (42)
   Legs:   7,10  (70)
   Total target height:          20
   Total target surface area:    124

FLOAT CalcBulletDeviation( SOLDIERTYPE *pShooter, FLOAT *dShotOffsetX, FLOAT *dShotOffsetY, OBJECTTYPE *pWeapon, UINT32 uiRange )

// Get gun's effective range
// Get gun's accuracy
// Clamp accuracy between value of 0 to 100

// Calculate the maximum possible deviation of the bullet at Normal Distance
// this value is obtained from the setting, which right now I believe is 5
// MaxPossibleDeviation = 5 (from setting)

// MaxBulletDeviationForThisGun = MaxPossibleDeviation * (100 - GunAccuracy) / 100
// This means a gun with accuracy of 0 will have a max deviation radius of 5 at Normal Distance
// It's also worth noting that this value is linearly scaled with regards to gun accuracy value
// However, actual accuracy is scaled by the bullet deviation SQUARED because it's a circle,
// meaning a 50% reduction in bullet deviation radius results in a 75% smaller circle.

// If you have "Range affects deviation" option turned on in the settings, the MaxBulletDeviationForThisGun
// is further multiplied by a ratio based on target distance and the gun's effective range.

// Pick a random value between 0 and MaxBulletDeviationForThisGun
// This value is now BulletDeviation at Normal Distance
// The value is then further broken down into x and y components (up and down / left and right)
// So at this point we know how much the bullet will stray left/right up/down relative
// to the original shot AT NORMAL DISTANCE

// The above deviation values are then FURTHER scaled by the ratio of the actual distance of the shot 
// to the normal shooting distance (assume that at 7 tiles).
// So if your deviation is calculated to be 5 (maximum) to the left of target at normal distance,
// if your target is 14 tiles away your actual deviation is going to be 10 units to the left of target.

*dEndZ = __max(-127, *dEndZ + (dShotOffsetY * 11.3f)); // Y, which represented up/down offset, is actually the Z axis in 3d game terms...

#define STANDING_FIRING_POS 175.0f
#define STANDING_HEAD_TARGET_POS 175.0f
#define STANDING_TORSO_TARGET_POS 127.0f
#define STANDING_LEGS_TARGET_POS 47.0f

	if (iRange > 0 && iHeightDifference > 0)
	{
		FLOAT iTempPenalty = gGameCTHConstants.BASE_SHOOTING_UPWARDS * iHeightDifference;
		iTempPenalty /= iRange;

		iBaseModifier += iTempPenalty;
	}

	iBaseModifier += GetGearAimBonus ( pSoldier, iSightRange, ubAimTime );

	iBaseModifier += GetPercentBaseModifier( pInHand, gAnimControl[ pSoldier->usAnimState ].ubEndHeight );

	iChance = (INT32)(iChance * (100+iBaseModifier)) / 100;

	dDeltaX = dEndX - dStartX;
	dDeltaY = dEndY - dStartY;
	dDeltaZ = dEndZ - dStartZ;

	//lal bugfix
	if( dDeltaZ > 0 )
		d2DDistance = Distance3D( dDeltaX, dDeltaY, dDeltaZ );
	else
		d2DDistance = Distance2D( dDeltaX, dDeltaY );

	ddOrigHorizAngle = atan2( dDeltaY, dDeltaX );
	ddOrigVerticAngle = atan2( dDeltaZ, (d2DDistance * 2.56f) );

#define CONVERT_HEIGHTUNITS_TO_DISTANCE( n ) ((n) / (HEIGHT_UNITS / CELL_X_SIZE) )
#define HEIGHT_UNITS 256
#define CELL_X_SIZE 10