3 o0 Z3 n2 x' }! u; s // Define the return value variable.% Y s+ G6 W2 R. W- n% L8 P& C
def returnValue2 u% D" m" j0 }$ {; R6 |9 K0 U' X
: p0 `. b+ s0 R1 i* h* r% T9 T // Note the simulation time.. ~% K. L' F. G1 Z7 K& k
def time = GetTickCountInTimeUnits() * A7 x5 \) p" C c& [2 e6 e. G' J; m7 A0 @
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// This is an agent decision. % \9 Q8 m2 o" d2 t' ? if (watchedNode.pressure<200) { ! s# e ]% Q: {3 v 9 z) R4 L+ @8 u. P // This is a task.6 u5 N$ `* f9 F4 u7 h+ M
setPressure(watchedAgent.pressure) ; H, ^: Q0 J6 ^' ~5 K2 i3 O' _( y k w& y- B3 a
} else {1 H0 W: i4 o1 O/ C$ t. @
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// Return the results.1 e) R, ~) c) s+ U- v
return returnValue ) P3 f) _9 d; v& Z4 T " j: g6 S8 y, c* O6 O/ v }( a4 O) R% r; Y c+ O
6 f! D( L' G8 E) W9 R0 D /**# v$ k ~5 ]6 ~) z1 \+ g( |
* / M/ M$ Q2 x3 L( @7 a. c. ]9 q * This is the step behavior.9 K$ D( O# q6 h0 B/ f$ s) M
* @method step 7 s* i8 f$ ]& g. G0 c V2 n/ T *. T2 y- S! J1 ^6 w
*/ 5 z0 l) c$ C& ]% k @ScheduledMethod(2 l1 p+ G. d9 a: g G7 }
start = 1d,0 I3 p, u1 U" C2 x) b# H
interval = 1d, : x$ Q3 @0 v9 ]9 U, } shuffle = false . y+ w+ O: e2 I# K- u+ ^ E ) 1 [3 p# I- r, e2 i; r public void step() { ( C' d4 z0 c5 D# q V/ Y + w1 |4 |0 T- l) s2 \$ @$ K // Note the simulation time.& P0 |5 H8 J, H3 K" d* Q
def time = GetTickCountInTimeUnits()2 K0 ?2 d7 N! D' x: P
3 m0 Y9 Z% N8 ]! } w5 H // This is a task. S& d1 I% J1 p: @' P6 \( Q7 o measurePressure=pressure+ RandomDraw(-20.0, 20.0)8 z( z" B0 q/ U) ~, [- g6 X
// End the method.$ n+ k8 s- m& C% X+ h9 M
return- z! `2 ] n. F4 ]
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}