AME 8.6 enterprise Thu Nov 30 17:15:56 GMT 2006 true Desktop1 Mitotic oscillator This is a mitotic oscillator. true cd1 true cd2 true cd3 true cd4 true cd5 true cd6 true cd7 true C true M true XNW true 0.1 0.0 vi 0.025 1 0.025 fn40.025 true 0.02 0.0 kd 0.01 1 0.01 fn50.01 true 0.1 0.0 vd 0.25 1 0.25 fn60.25 true 0.05 0.0 Kd 0.02 1 0.02 fn60.02 true 5 0 v1 3.0 1 3.0 fn113.0 true 1 0 Kc 0.5 1 0.5 fn110.5 true 0.01 0.0 K1 0.005 1 0.005 fn110.005 true 5 0.0 V2 1.5 1 1.5 fn121.5 true 0.01 0.0 K2 0.005 1 0.005 fn120.005 true 2 0 v3 1 int 1 fn181 true 0.01 0.0 K3 0.005 1 0.005 fn180.005 true 1.0 0.0 V4 0.5 1 0.5 fn190.5 true 0.01 0.0 K4 0.005 1 0.005 fn190.005 true fn1 0.0 1 0.0 C0.0 true fn2 0.5 1 0.5 M0.5 true fn3 0.5 1 0.5 XNW0.5 true fn4 vi 1 vi flow1vi true fn5 kd*C 1 kd*C flow2kdC true fn6 vd*XNW*C/(Kd+C) 1 vd*XNW*C/(Kd+C) flow3vdXNWCKdC true fn11 (v1*(C/(Kc+C))*(1-M)/(K1+(1-M))) 1 v1*(C/(Kc+C))*(1-M)/(K1+(1-M)) flow4v1CKcC1MK11M true fn12 V2*M/(K2+M) 1 V2*M/(K2+M) flow5V2MK2M true fn18 (v3*M*(1-XNW)/(K3+(1-XNW))) 1 v3*M*(1-XNW)/(K3+(1-XNW)) flow6v3M1XNWK31XNW true fn19 V4*XNW/(K4+XNW) 1 V4*XNW/(K4+XNW) flow7V4XNWK4XNW true flow1 true flow2 true flow3 true flow4 true flow5 true flow6 true flow7 i1 i2 i3 i4 i5 i6 i11 i12 i18 i19 true i24 none in_hierarchy vi 1 true i25 none in_hierarchy kd 1 true i26 none in_hierarchy C 1 true i27 none in_hierarchy vd 1 true i28 none in_hierarchy Kd 1 true i29 none in_hierarchy v1 1 true i30 none in_hierarchy Kc 1 true i31 none in_hierarchy K1 1 true i32 none in_hierarchy V2 1 true i33 none in_hierarchy K2 1 true i34 none in_hierarchy v3 int true i35 none in_hierarchy K3 1 true i36 none in_hierarchy V4 1 true i37 none in_hierarchy K4 1 true i38 none in_hierarchy C 1 i39 none in_hierarchy XNW 1 true i40 none in_hierarchy C 1 true i41 none in_hierarchy M 1 true i42 none in_hierarchy M 1 i43 none in_hierarchy XNW 1 true i44 none in_hierarchy M 1 i45 none in_hierarchy XNW 1 node00001 node00002 node00003 node00004 node00005 node00006 node00007 node00008 node00009 node00010 node00011 node00012 node00013 node00015 node00017 node00019 node00021 node00022 node00023 node00024 node00025 node00027 node00029 node00031 node00033 node00035 node00036 node00037 node00038 node00039 node00041 node00043 node00045