if s w e f f e c t s = 1 {\displaystyle \mathbf {sweffects} =1} then S w i n g E f f e c t s γ t = t i m e a d j ∗ s w i n g s t s d e m γ − S w i n g e r , p − 1 ∗ ( W D e m o c t − 1 − D E M O C P O L I T Y γ − S w i n g e e t − 1 ) + t i m e a d j ∗ s w i n g s t s d e m γ − S w i n g e r , p − 2 ∗ ( D E M O C P O L I T Y γ − S w i n g e r t − 1 − D E M O C P O L I T Y γ − S w i n g e e t − 1 ) + t i m e a d j ∗ s w i n g s t s d e m γ − S w i n g e r , p − 3 ∗ ( R g D e m o c − D E M O C P O L I T Y γ − S w i n g e e t − 1 ) {\displaystyle SwingEffects_{\gamma }^{t}=timeadj*\mathbf {swingstsdem} _{\gamma -Swinger,p-1}*(WDemoc^{t-1}-DEMOCPOLITY_{\gamma -Swingee}^{t-1})+timeadj*\mathbf {swingstsdem} _{\gamma -Swinger,p-2}*(DEMOCPOLITY_{\gamma -Swinger}^{t-1}-DEMOCPOLITY_{\gamma -Swingee}^{t-1})+timeadj*\mathbf {swingstsdem} _{\gamma -Swinger,p-3}*(RgDemoc-DEMOCPOLITY_{\gamma -Swingee}^{t-1})}
where
t i m e a d j = .2 {\displaystyle timeadj=.2}
W D e m o c t − 1 = ∑ R D E M O C P O L I T Y γ t − 1 R {\displaystyle WDemoc^{t-1}={\frac {\sum ^{R}DEMOCPOLITY_{\gamma }^{t-1}}{R}}}
else
<math>SwingEffects^t_{\gamma}=0
then 
