flash synchronously with that of the attractee, while the bulk of the group continues
to flash in synchrony. With enough attractees the group synchrony falls apart,
destroying the potential for success.
29.2 Biosynchronicity Model Equations
V_4(t) ¼ V_4(t À dt) + (ΔV_4) * dt
INIT V_4 ¼ 0.02
INFLOWS:
ΔV_4 ¼ if (V_4 <¼ .05) then (INPUT_CURRENTÀV_4/R4)/C4+BOOST else
ÀV_4/dt
V_1(t) ¼ V_1(t À dt) + (ΔV_1) * dt
INIT V_1 ¼ 0.01
INFLOWS:
ΔV_1 ¼ if V_1<¼.05 then (INPUT_CURRENTÀV_1/R1)/C1+BOOST else
ÀV_1/dt
V_2(t) ¼ V_2(t À dt) + (ΔV_2) * dt
INIT V_2 ¼ 0.015
INFLOWS:
ΔV_2 ¼ if (V_2 <¼ .05) then (INPUT_CURRENTÀV_2/R2)/C2+BOOST else
ÀV_2/dt
V_3(t) ¼ V_3(t À dt) + (ΔV_3) * dt
INIT V_3 ¼ 0
Fig. 29.3
244
29 Biosynchronicity