
Preprocessing Cost Relations
=====================================

#### Computed strongly connected components 
0. recursive  : [eval_rank2_20/7,eval_rank2_21/7,eval_rank2_bb6_in/7,eval_rank2_bb7_in/7,eval_rank2_bb8_in/7]
1. recursive  : [eval_rank2_14/15,eval_rank2_15/15,eval_rank2_26/15,eval_rank2_27/15,eval_rank2__critedge1_in/15,eval_rank2_bb3_in/15,eval_rank2_bb4_in/15,eval_rank2_bb5_in/15,eval_rank2_bb6_in_loop_cont/16]
2. recursive  : [eval_rank2_29/23,eval_rank2_30/23,eval_rank2_31/23,eval_rank2_32/23,eval_rank2__critedge_in/23,eval_rank2_bb1_in/23,eval_rank2_bb2_in/23,eval_rank2_bb3_in_loop_cont/24]
3. non_recursive  : [eval_rank2_stop/13]
4. non_recursive  : [eval_rank2_bb9_in/13]
5. non_recursive  : [exit_location/1]
6. non_recursive  : [eval_rank2_bb1_in_loop_cont/14]
7. non_recursive  : [eval_rank2_8/13]
8. non_recursive  : [eval_rank2_7/13]
9. non_recursive  : [eval_rank2_6/13]
10. non_recursive  : [eval_rank2_5/13]
11. non_recursive  : [eval_rank2_4/13]
12. non_recursive  : [eval_rank2_3/13]
13. non_recursive  : [eval_rank2_2/13]
14. non_recursive  : [eval_rank2_1/13]
15. non_recursive  : [eval_rank2_0/13]
16. non_recursive  : [eval_rank2_bb0_in/13]
17. non_recursive  : [eval_rank2_start/13]

#### Obtained direct recursion through partial evaluation 
0. SCC is partially evaluated into eval_rank2_bb6_in/7
1. SCC is partially evaluated into eval_rank2_bb3_in/15
2. SCC is partially evaluated into eval_rank2_bb1_in/23
3. SCC is completely evaluated into other SCCs
4. SCC is completely evaluated into other SCCs
5. SCC is completely evaluated into other SCCs
6. SCC is partially evaluated into eval_rank2_bb1_in_loop_cont/14
7. SCC is partially evaluated into eval_rank2_8/13
8. SCC is completely evaluated into other SCCs
9. SCC is completely evaluated into other SCCs
10. SCC is completely evaluated into other SCCs
11. SCC is completely evaluated into other SCCs
12. SCC is completely evaluated into other SCCs
13. SCC is completely evaluated into other SCCs
14. SCC is completely evaluated into other SCCs
15. SCC is completely evaluated into other SCCs
16. SCC is completely evaluated into other SCCs
17. SCC is partially evaluated into eval_rank2_start/13

Control-Flow Refinement of Cost Relations
=====================================

### Specialization of cost equations eval_rank2_bb6_in/7 
* CE 17 is refined into CE [18] 
* CE 14 is refined into CE [19] 
* CE 16 is refined into CE [20] 
* CE 15 is refined into CE [21] 


### Cost equations --> "Loop" of eval_rank2_bb6_in/7 
* CEs [21] --> Loop 18 
* CEs [18] --> Loop 19 
* CEs [19] --> Loop 20 
* CEs [20] --> Loop 21 

### Ranking functions of CR eval_rank2_bb6_in(V_10,V_x_2,V_y_2,B,C,D,E) 
* RF of phase [18]: [-V_x_2/3+V_y_2/3-2/3]

#### Partial ranking functions of CR eval_rank2_bb6_in(V_10,V_x_2,V_y_2,B,C,D,E) 
* Partial RF of phase [18]:
  - RF of loop [18:1]:
    -V_x_2/3+V_y_2/3-2/3


### Specialization of cost equations eval_rank2_bb3_in/15 
* CE 9 is refined into CE [22] 
* CE 12 is refined into CE [23] 
* CE 11 is refined into CE [24,25] 
* CE 13 is refined into CE [26] 
* CE 10 is refined into CE [27,28,29,30] 


### Cost equations --> "Loop" of eval_rank2_bb3_in/15 
* CEs [29] --> Loop 22 
* CEs [30] --> Loop 23 
* CEs [28] --> Loop 24 
* CEs [27] --> Loop 25 
* CEs [22] --> Loop 26 
* CEs [23] --> Loop 27 
* CEs [25] --> Loop 28 
* CEs [24] --> Loop 29 
* CEs [26] --> Loop 30 

### Ranking functions of CR eval_rank2_bb3_in(V_10,V_14,V_5,V_x_1,V_x_2,V_y_1,V_y_2,B,C,D,E,F,G,H,I) 
* RF of phase [22,24]: [V_x_1+V_y_1/2-3,-V_x_1/2+V_y_1/2-3/2]
* RF of phase [25]: [-V_x_1/2+V_y_1/2,V_y_1/2-1/2]

#### Partial ranking functions of CR eval_rank2_bb3_in(V_10,V_14,V_5,V_x_1,V_x_2,V_y_1,V_y_2,B,C,D,E,F,G,H,I) 
* Partial RF of phase [22,24]:
  - RF of loop [22:1]:
    V_x_1+V_y_1/2-9/2
    -V_x_1/5+V_y_1/5-6/5
  - RF of loop [24:1]:
    -V_x_1/2+V_y_1/2-3/2
    V_y_1/2-2
* Partial RF of phase [25]:
  - RF of loop [25:1]:
    -V_x_1/2+V_y_1/2
    V_y_1/2-1/2


### Specialization of cost equations eval_rank2_bb1_in/23 
* CE 5 is refined into CE [31] 
* CE 3 is refined into CE [32,33,34,35,36,37,38,39] 
* CE 6 is refined into CE [40] 
* CE 4 is refined into CE [41,42,43,44,45,46,47,48,49,50,51,52,53] 


### Cost equations --> "Loop" of eval_rank2_bb1_in/23 
* CEs [53] --> Loop 31 
* CEs [52] --> Loop 32 
* CEs [51] --> Loop 33 
* CEs [46] --> Loop 34 
* CEs [44] --> Loop 35 
* CEs [42] --> Loop 36 
* CEs [41] --> Loop 37 
* CEs [45] --> Loop 38 
* CEs [50] --> Loop 39 
* CEs [49] --> Loop 40 
* CEs [48] --> Loop 41 
* CEs [47] --> Loop 42 
* CEs [43] --> Loop 43 
* CEs [31] --> Loop 44 
* CEs [39] --> Loop 45 
* CEs [38] --> Loop 46 
* CEs [37] --> Loop 47 
* CEs [36] --> Loop 48 
* CEs [34] --> Loop 49 
* CEs [33] --> Loop 50 
* CEs [35] --> Loop 51 
* CEs [40] --> Loop 52 
* CEs [32] --> Loop 53 

### Ranking functions of CR eval_rank2_bb1_in(V_10,V_14,V_15,V_16,V_5,V_x_0,V_x_1,V_x_2,V_y_0,V_y_1,V_y_2,B,C,D,E,F,G,H,I,J,K,L,M) 

#### Partial ranking functions of CR eval_rank2_bb1_in(V_10,V_14,V_15,V_16,V_5,V_x_0,V_x_1,V_x_2,V_y_0,V_y_1,V_y_2,B,C,D,E,F,G,H,I,J,K,L,M) 
* Partial RF of phase [31,32,33,34,35,36,37,38,39,40,41,42,43]:
  - RF of loop [31:1,42:1]:
    V_x_0/3+V_y_0/9-11/9
    V_y_0/6-5/6 depends on loops [36:1,37:1] 
  - RF of loop [32:1]:
    V_x_0/3+V_y_0/9-1
    V_y_0/3-1 depends on loops [36:1,37:1] 
  - RF of loop [33:1]:
    V_y_0-3 depends on loops [36:1,37:1] 
  - RF of loop [33:1,34:1]:
    3/7*V_x_0+V_y_0/7-9/7
  - RF of loop [34:1]:
    V_y_0/4-3/4 depends on loops [36:1,37:1] 
  - RF of loop [35:1]:
    V_y_0 depends on loops [36:1,37:1] 
  - RF of loop [35:1,36:1,37:1,43:1]:
    V_x_0/2-1/2 depends on loops [31:1,32:1,33:1,34:1,38:1,39:1,40:1,41:1,42:1] 
  - RF of loop [37:1]:
    -V_y_0+1 depends on loops [31:1,32:1,33:1,34:1,35:1,38:1,39:1,40:1,41:1,42:1,43:1] 
  - RF of loop [38:1]:
    3/7*V_x_0+V_y_0/7-11/7
    V_y_0/4-5/4 depends on loops [36:1,37:1] 
  - RF of loop [39:1]:
    V_x_0/3+V_y_0/9-13/9
    V_y_0/6-7/6 depends on loops [36:1,37:1] 
  - RF of loop [40:1]:
    V_x_0/3+V_y_0/9-10/9
    V_y_0/3-4/3 depends on loops [36:1,37:1] 
  - RF of loop [41:1]:
    3/11*V_x_0+V_y_0/11-13/11
    V_y_0/8-7/8 depends on loops [36:1,37:1] 
  - RF of loop [43:1]:
    V_y_0-2 depends on loops [36:1,37:1] 


### Specialization of cost equations eval_rank2_bb1_in_loop_cont/14 
* CE 7 is refined into CE [54] 
* CE 8 is refined into CE [55] 


### Cost equations --> "Loop" of eval_rank2_bb1_in_loop_cont/14 
* CEs [54] --> Loop 54 
* CEs [55] --> Loop 55 

### Ranking functions of CR eval_rank2_bb1_in_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N) 

#### Partial ranking functions of CR eval_rank2_bb1_in_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N) 


### Specialization of cost equations eval_rank2_8/13 
* CE 2 is refined into CE [56,57,58,59,60,61,62,63,64,65,66,67,68,69,70,71,72] 


### Cost equations --> "Loop" of eval_rank2_8/13 
* CEs [67] --> Loop 56 
* CEs [66] --> Loop 57 
* CEs [65] --> Loop 58 
* CEs [69] --> Loop 59 
* CEs [64] --> Loop 60 
* CEs [63,70] --> Loop 61 
* CEs [62] --> Loop 62 
* CEs [61,68] --> Loop 63 
* CEs [59,60,72] --> Loop 64 
* CEs [71] --> Loop 65 
* CEs [58] --> Loop 66 
* CEs [56] --> Loop 67 
* CEs [57] --> Loop 68 

### Ranking functions of CR eval_rank2_8(V_10,V_14,V_15,V_16,V_5,V_m,V_x_0,V_x_1,V_x_2,V_y_0,V_y_1,V_y_2,B) 

#### Partial ranking functions of CR eval_rank2_8(V_10,V_14,V_15,V_16,V_5,V_m,V_x_0,V_x_1,V_x_2,V_y_0,V_y_1,V_y_2,B) 


### Specialization of cost equations eval_rank2_start/13 
* CE 1 is refined into CE [73,74,75,76,77,78,79,80,81,82,83,84,85] 


### Cost equations --> "Loop" of eval_rank2_start/13 
* CEs [85] --> Loop 69 
* CEs [84] --> Loop 70 
* CEs [83] --> Loop 71 
* CEs [82] --> Loop 72 
* CEs [81] --> Loop 73 
* CEs [80] --> Loop 74 
* CEs [79] --> Loop 75 
* CEs [78] --> Loop 76 
* CEs [77] --> Loop 77 
* CEs [76] --> Loop 78 
* CEs [75] --> Loop 79 
* CEs [74] --> Loop 80 
* CEs [73] --> Loop 81 

### Ranking functions of CR eval_rank2_start(V_10,V_14,V_15,V_16,V_5,V_m,V_x_0,V_x_1,V_x_2,V_y_0,V_y_1,V_y_2,B) 

#### Partial ranking functions of CR eval_rank2_start(V_10,V_14,V_15,V_16,V_5,V_m,V_x_0,V_x_1,V_x_2,V_y_0,V_y_1,V_y_2,B) 


Computing Bounds
=====================================

#### Cost of chains of eval_rank2_bb6_in(V_10,V_x_2,V_y_2,B,C,D,E):
* Chain [[18],21]: 1*it(18)+0
  Such that:it(18) =< V_y_2/2-E/2

  with precondition: [B=2,V_y_2+2*V_x_2=2*D+E,C>=1,D>=V_x_2+1,V_y_2+2*V_x_2>=3*D,3*D+2>=2*V_x_2+V_y_2] 

* Chain [[18],20]: 1*it(18)+0
  Such that:it(18) =< V_y_2/2-E/2

  with precondition: [B=2,V_y_2+2*V_x_2=2*D+E,0>=C,D>=V_x_2+1,V_y_2+2*V_x_2>=3*D+3] 

* Chain [[18],19]: 1*it(18)+0
  Such that:it(18) =< -V_x_2/3+V_y_2/3

  with precondition: [B=3,V_y_2>=V_x_2+3] 

* Chain [21]: 0
  with precondition: [B=2,C=V_10,V_x_2=D,V_y_2=E,V_y_2>=V_x_2,V_x_2+2>=V_y_2] 

* Chain [20]: 0
  with precondition: [B=2,V_x_2=D,V_y_2=E,0>=C,V_y_2>=V_x_2+3] 

* Chain [19]: 0
  with precondition: [B=3,V_y_2>=V_x_2] 


#### Cost of chains of eval_rank2_bb3_in(V_10,V_14,V_5,V_x_1,V_x_2,V_y_1,V_y_2,B,C,D,E,F,G,H,I):
* Chain [[25],30]: 1*it(25)+0
  Such that:it(25) =< -V_x_1/2+V_y_1/2

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+1,V_x_1+3>=V_y_1] 

* Chain [[25],29]: 1*it(25)+0
  Such that:it(25) =< 1

  with precondition: [B=3,V_x_1+3=V_y_1,V_x_1>=1] 

* Chain [[25],27]: 1*it(25)+0
  Such that:it(25) =< V_y_1/2-F/2

  with precondition: [B=4,F=V_x_1,V_10=C,F=G,D=H,D+1=I,E>=1,F>=1,V_y_1>=D+2,D+1>=F,2*F+2>=V_y_1+D] 

* Chain [[25],26]: 1*it(25)+0
  Such that:it(25) =< 1

  with precondition: [B=4,D=V_x_1+1,D+2=V_y_1,V_10=C,D=F+1,D=G+1,D=H,D+1=I,0>=E,D>=2] 

* Chain [[22,24],[25],30]: 1*it(22)+1*it(24)+1*it(25)+1*s(3)+0
  Such that:s(3) =< -2*V_x_1+2*V_y_1
aux(1) =< V_x_1+V_y_1/2
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(7) =< -V_x_1+V_y_1
aux(8) =< -V_x_1/2+V_y_1/2
it(22) =< aux(7)
it(25) =< aux(7)
it(25) =< aux(8)
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(8)
it(24) =< aux(8)
it(24) =< aux(5)
s(3) =< aux(5)
s(3) =< aux(8)

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+4] 

* Chain [[22,24],[25],29]: 1*it(22)+1*it(24)+1*it(25)+1*s(3)+0
  Such that:it(25) =< 1
aux(1) =< V_x_1+V_y_1/2
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(9) =< -V_x_1/2+V_y_1/2
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(9)
it(24) =< aux(9)
it(24) =< aux(5)
s(3) =< aux(5)
s(3) =< aux(9)

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+5] 

* Chain [[22,24],[25],27]: 1*it(22)+1*it(24)+1*it(25)+1*s(3)+0
  Such that:it(25) =< 3/2
s(3) =< -2*V_x_1+2*V_y_1
it(22) =< -V_x_1+V_y_1
aux(1) =< V_x_1+V_y_1/2
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(6) =< V_y_1/2-G/2
aux(10) =< V_x_1+V_y_1/2-3/2*G
aux(11) =< -V_x_1/2+V_y_1/2
it(25) =< aux(10)
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(10)
it(24) =< aux(10)
it(22) =< aux(11)
it(24) =< aux(11)
it(24) =< aux(5)
s(3) =< aux(5)
it(24) =< aux(6)
s(3) =< aux(6)

  with precondition: [B=4,F=G,D=H,D+1=I,0>=C,V_x_1>=1,E>=1,F>=V_x_1,F>=D,D+1>=F,V_y_1+2*V_x_1>=3*F+4] 

* Chain [[22,24],[25],26]: 1*it(22)+1*it(24)+1*it(25)+1*s(3)+0
  Such that:it(25) =< 1
aux(1) =< V_x_1+V_y_1/2
aux(2) =< V_x_1+V_y_1/2-3/2*F
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(6) =< V_y_1/2-F/2
aux(12) =< -V_x_1/2+V_y_1/2
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(2)
it(24) =< aux(2)
it(22) =< aux(12)
it(24) =< aux(12)
it(24) =< aux(5)
s(3) =< aux(5)
it(24) =< aux(6)
s(3) =< aux(6)

  with precondition: [B=4,D=F+1,D=G+1,D=H,D+1=I,0>=C,0>=E,V_x_1>=1,D>=V_x_1+1,V_y_1+2*V_x_1>=3*D+2] 

* Chain [[22,24],30]: 1*it(22)+1*it(24)+1*s(3)+0
  Such that:aux(1) =< V_x_1+V_y_1/2
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(13) =< -V_x_1/2+V_y_1/2
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(13)
it(24) =< aux(13)
it(24) =< aux(5)
s(3) =< aux(5)
s(3) =< aux(13)

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+4] 

* Chain [[22,24],29]: 1*it(22)+1*it(24)+1*s(3)+0
  Such that:aux(1) =< V_x_1+V_y_1/2
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(14) =< -V_x_1/2+V_y_1/2
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(14)
it(24) =< aux(14)
it(24) =< aux(5)
s(3) =< aux(5)
s(3) =< aux(14)

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+4] 

* Chain [[22,24],28]: 1*it(22)+1*it(24)+1*s(3)+1*s(4)+0
  Such that:s(3) =< -2*V_x_1+2*V_y_1
aux(1) =< V_x_1+V_y_1/2
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(15) =< -V_x_1+V_y_1
aux(16) =< -V_x_1/2+V_y_1/2
aux(2) =< aux(15)
it(22) =< aux(15)
s(4) =< aux(15)
aux(2) =< aux(16)
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(2)
it(24) =< aux(2)
it(22) =< aux(16)
it(24) =< aux(16)
it(24) =< aux(5)
s(3) =< aux(5)
s(3) =< aux(2)

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+6] 

* Chain [[22,24],26]: 1*it(22)+1*it(24)+1*s(3)+0
  Such that:aux(1) =< V_x_1+V_y_1/2
aux(2) =< V_x_1+V_y_1/2-D/2-G
s(3) =< -2/5*V_x_1+2/5*V_y_1-2/5*D+2/5*G
aux(3) =< -V_x_1/2+V_y_1/2
aux(4) =< -V_x_1/2+V_y_1/2-D/2+G/2
it(22) =< -V_x_1/5+V_y_1/5-D/5+G/5
aux(5) =< V_y_1/2
aux(6) =< V_y_1/2-D/2
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(2)
it(24) =< aux(2)
it(22) =< aux(3)
it(24) =< aux(3)
it(22) =< aux(4)
it(24) =< aux(4)
it(24) =< aux(5)
s(3) =< aux(5)
it(24) =< aux(6)
s(3) =< aux(6)

  with precondition: [B=4,F=G,D=H,D+1=I,0>=C,0>=E,V_x_1>=1,F>=V_x_1,D>=F+2,V_y_1+2*V_x_1>=2*F+D+2] 

* Chain [[22,24],23,[25],30]: 1*it(22)+1*it(24)+1*it(25)+1*s(3)+1*s(5)+1
  Such that:it(25) =< 1/2
s(3) =< -2*V_x_1+2*V_y_1
aux(1) =< V_x_1+V_y_1/2
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(17) =< -V_x_1+V_y_1
aux(18) =< -V_x_1/2+V_y_1/2
aux(2) =< aux(17)
it(22) =< aux(17)
s(5) =< aux(17)
aux(2) =< aux(18)
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(2)
it(24) =< aux(2)
it(22) =< aux(18)
it(24) =< aux(18)
it(24) =< aux(5)
s(3) =< aux(5)
s(3) =< aux(2)

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+8] 

* Chain [[22,24],23,[25],27]: 1*it(22)+1*it(24)+1*it(25)+1*s(3)+1*s(5)+1
  Such that:it(25) =< 1/2
aux(1) =< V_x_1+V_y_1/2
aux(2) =< V_x_1+V_y_1/2-3/2*F
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(6) =< V_y_1/2-F/2
aux(6) =< V_y_1/2-F/2+1/2
aux(19) =< -2*V_x_1+2*V_y_1+6
aux(20) =< -V_x_1+V_y_1+3
aux(21) =< -V_x_1/2+V_y_1/2
s(3) =< aux(19)
s(5) =< aux(19)
aux(4) =< aux(20)
it(22) =< aux(20)
s(5) =< aux(20)
aux(4) =< aux(21)
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(2)
it(24) =< aux(2)
it(22) =< aux(21)
it(24) =< aux(21)
it(22) =< aux(4)
it(24) =< aux(4)
it(24) =< aux(5)
s(3) =< aux(5)
it(24) =< aux(6)
s(3) =< aux(6)

  with precondition: [B=4,D+1=F,D+1=G,D=H,D+1=I,V_x_1>=1,C>=1,E>=1,D>=V_x_1,V_y_1+2*V_x_1>=3*D+8] 

* Chain [[22,24],23,30]: 1*it(22)+1*it(24)+1*s(3)+1*s(5)+1
  Such that:s(3) =< -2*V_x_1+2*V_y_1+4
aux(1) =< V_x_1+V_y_1/2
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(22) =< -V_x_1+V_y_1+2
aux(23) =< -V_x_1/2+V_y_1/2
aux(2) =< aux(22)
it(22) =< aux(22)
s(5) =< aux(22)
aux(2) =< aux(23)
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(2)
it(24) =< aux(2)
it(22) =< aux(23)
it(24) =< aux(23)
it(24) =< aux(5)
s(3) =< aux(5)
s(3) =< aux(2)

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+6] 

* Chain [[22,24],23,29]: 1*it(22)+1*it(24)+1*s(3)+1*s(5)+1
  Such that:s(3) =< -2*V_x_1+2*V_y_1
aux(1) =< V_x_1+V_y_1/2
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(24) =< -V_x_1+V_y_1
aux(25) =< -V_x_1/2+V_y_1/2
aux(2) =< aux(24)
it(22) =< aux(24)
s(5) =< aux(24)
aux(2) =< aux(25)
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(2)
it(24) =< aux(2)
it(22) =< aux(25)
it(24) =< aux(25)
it(24) =< aux(5)
s(3) =< aux(5)
s(3) =< aux(2)

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+8] 

* Chain [[22,24],23,27]: 1*it(22)+1*it(24)+1*s(3)+1*s(5)+1
  Such that:aux(1) =< V_x_1+V_y_1/2
aux(2) =< V_x_1+V_y_1/2-D/2-G
s(3) =< -2/5*V_x_1+2/5*V_y_1-2/5*D+2/5*G
aux(3) =< -V_x_1/2+V_y_1/2
aux(4) =< -V_x_1/2+V_y_1/2-D/2+G/2
it(22) =< -V_x_1/5+V_y_1/5-D/5+G/5
aux(5) =< V_y_1/2
aux(6) =< V_y_1/2-D/2
aux(26) =< -2*V_x_1+2*V_y_1-2*D+2*G+2
aux(27) =< -V_x_1+V_y_1-D+G+1
s(3) =< aux(26)
s(5) =< aux(26)
aux(4) =< aux(27)
it(22) =< aux(27)
s(5) =< aux(27)
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(2)
it(24) =< aux(2)
it(22) =< aux(3)
it(24) =< aux(3)
it(22) =< aux(4)
it(24) =< aux(4)
it(24) =< aux(5)
s(3) =< aux(5)
it(24) =< aux(6)
s(3) =< aux(6)

  with precondition: [B=4,F=G,D=H,D+1=I,V_x_1>=1,C>=1,E>=1,F>=V_x_1+1,F>=D,D+1>=F,V_y_1+2*V_x_1>=2*F+D+4] 

* Chain [[22,24],23,26]: 1*it(22)+1*it(24)+1*s(3)+1*s(5)+1
  Such that:aux(1) =< V_x_1+V_y_1/2
aux(2) =< V_x_1+V_y_1/2-3/2*D
s(3) =< -2/5*V_x_1+2/5*V_y_1
it(22) =< -V_x_1/5+V_y_1/5
aux(5) =< V_y_1/2
aux(6) =< V_y_1/2-D/2
aux(28) =< -2*V_x_1+2*V_y_1
aux(29) =< -V_x_1+V_y_1
aux(30) =< -V_x_1/2+V_y_1/2
s(3) =< aux(28)
s(5) =< aux(28)
aux(4) =< aux(29)
it(22) =< aux(29)
s(5) =< aux(29)
aux(4) =< aux(30)
it(22) =< aux(1)
it(24) =< aux(1)
it(22) =< aux(2)
it(24) =< aux(2)
it(22) =< aux(30)
it(24) =< aux(30)
it(22) =< aux(4)
it(24) =< aux(4)
it(24) =< aux(5)
s(3) =< aux(5)
it(24) =< aux(6)
s(3) =< aux(6)

  with precondition: [B=4,D=F+1,D=G+1,D=H,D+1=I,0>=E,V_x_1>=1,C>=1,D>=V_x_1+2,V_y_1+2*V_x_1>=3*D+2] 

* Chain [30]: 0
  with precondition: [B=3,V_x_1>=1] 

* Chain [29]: 0
  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+1] 

* Chain [28]: 1*s(4)+0
  Such that:s(4) =< -V_x_1/3+V_y_1/3

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+4] 

* Chain [27]: 0
  with precondition: [B=4,C=V_10,D=V_14,E=V_5,G=V_x_2,I=V_y_2,V_x_1=F,V_y_1=H,V_x_1>=1,V_x_1>=V_y_1] 

* Chain [26]: 0
  with precondition: [B=4,C=V_10,D=V_14,G=V_x_2,I=V_y_2,V_x_1=F,V_y_1=H,0>=E,V_x_1>=1,V_y_1>=V_x_1+1] 

* Chain [23,[25],30]: 1*it(25)+1*s(5)+1
  Such that:it(25) =< 1/2
s(5) =< -V_x_1/3+V_y_1/3

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+6] 

* Chain [23,[25],27]: 1*it(25)+1*s(5)+1
  Such that:it(25) =< 1/2
s(5) =< V_y_1/2-D/2

  with precondition: [B=4,D+1=F,D+1=G,D=H,D+1=I,3*D+6=2*V_x_1+V_y_1,V_x_1>=1,C>=1,E>=1,D>=V_x_1] 

* Chain [23,30]: 1*s(5)+1
  Such that:s(5) =< -V_x_1/3+V_y_1/3+2/3

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+4] 

* Chain [23,29]: 1*s(5)+1
  Such that:s(5) =< -V_x_1/3+V_y_1/3

  with precondition: [B=3,V_x_1>=1,V_y_1>=V_x_1+6] 

* Chain [23,27]: 1*s(5)+1
  Such that:s(5) =< -V_x_1+F+1

  with precondition: [B=4,I=D+1,F=G,I=H+1,I+2*F+1=2*V_x_1+V_y_1,V_x_1>=1,C>=1,E>=1,F>=V_x_1+1,I>=F,F+1>=I] 

* Chain [23,26]: 1*s(5)+1
  Such that:s(5) =< -V_x_1+D

  with precondition: [B=4,F+1=D,F=G,F+1=H,F+2=I,3*F+3=2*V_x_1+V_y_1,0>=E,V_x_1>=1,C>=1,F>=V_x_1+1] 


#### Cost of chains of eval_rank2_bb1_in(V_10,V_14,V_15,V_16,V_5,V_x_0,V_x_1,V_x_2,V_y_0,V_y_1,V_y_2,B,C,D,E,F,G,H,I,J,K,L,M):
* Chain [[31,32,33,34,35,36,37,38,39,40,41,42,43],53]: 3*it(31)+1*it(32)+1*it(33)+2*it(34)+1*it(35)+2*it(36)+2*it(38)+2*it(39)+1*it(40)+2*it(41)+2*it(42)+1*it(43)+1*s(68)+1*s(209)+1*s(210)+2*s(211)+1*s(212)+1*s(221)+1*s(222)+1*s(223)+1*s(224)+1*s(230)+1*s(231)+1*s(232)+1*s(239)+1*s(240)+1*s(241)+1*s(242)+1*s(243)+1*s(245)+1*s(255)+1*s(256)+1*s(257)+1*s(263)+1*s(264)+1*s(265)+1*s(266)+1*s(267)+1*s(276)+1*s(277)+1*s(278)+0
  Such that:s(68) =< 1
aux(54) =< V_x_0/4+V_y_0/2
aux(364) =< V_x_0+3/2*V_y_0
aux(365) =< 2*V_x_0+V_y_0
aux(366) =< V_x_0/2+V_y_0/2
aux(367) =< V_x_0/3+V_y_0/9
aux(368) =< V_x_0/3+4/9*V_y_0
aux(369) =< V_x_0/3+11/18*V_y_0
aux(370) =< 2/3*V_x_0+5/9*V_y_0
aux(371) =< 2/3*V_x_0+11/9*V_y_0
aux(372) =< 2/7*V_x_0+3/7*V_y_0
aux(373) =< 3/2*V_x_0+V_y_0/2
aux(374) =< 3/4*V_x_0+V_y_0/2
aux(375) =< 3/7*V_x_0+V_y_0/7
aux(376) =< 3/11*V_x_0+V_y_0/11
aux(377) =< 5/3*V_x_0+5/9*V_y_0
aux(378) =< 9/11*V_x_0+14/11*V_y_0
it(34) =< aux(364)
it(38) =< aux(364)
it(39) =< aux(364)
it(40) =< aux(364)
it(41) =< aux(364)
it(42) =< aux(364)
it(43) =< aux(364)
it(35) =< aux(364)
it(38) =< aux(365)
it(39) =< aux(365)
it(40) =< aux(365)
it(41) =< aux(365)
it(42) =< aux(365)
it(43) =< aux(365)
s(239) =< aux(365)
it(35) =< aux(365)
it(36) =< aux(365)
it(32) =< aux(366)
it(33) =< aux(366)
it(34) =< aux(366)
it(35) =< aux(366)
it(38) =< aux(366)
it(39) =< aux(366)
it(40) =< aux(366)
it(41) =< aux(366)
it(42) =< aux(366)
it(43) =< aux(366)
it(31) =< aux(367)
it(32) =< aux(367)
it(39) =< aux(367)
it(40) =< aux(367)
it(42) =< aux(367)
s(263) =< aux(367)
it(41) =< aux(367)
it(43) =< aux(368)
s(277) =< aux(368)
it(41) =< aux(369)
it(42) =< aux(369)
it(43) =< aux(369)
it(33) =< aux(370)
it(34) =< aux(370)
it(35) =< aux(370)
it(38) =< aux(370)
it(39) =< aux(370)
it(40) =< aux(370)
it(41) =< aux(370)
it(42) =< aux(370)
it(43) =< aux(370)
it(32) =< aux(371)
it(33) =< aux(371)
it(34) =< aux(371)
it(35) =< aux(371)
it(38) =< aux(371)
it(39) =< aux(371)
it(40) =< aux(371)
it(41) =< aux(371)
it(42) =< aux(371)
it(43) =< aux(371)
it(38) =< aux(372)
it(39) =< aux(372)
it(40) =< aux(372)
it(41) =< aux(372)
it(42) =< aux(372)
it(43) =< aux(372)
s(239) =< aux(372)
s(240) =< aux(372)
s(241) =< aux(372)
it(35) =< aux(372)
it(40) =< aux(373)
it(41) =< aux(373)
it(42) =< aux(373)
it(43) =< aux(373)
it(38) =< aux(374)
it(39) =< aux(374)
it(40) =< aux(374)
it(41) =< aux(374)
it(42) =< aux(374)
it(43) =< aux(374)
s(240) =< aux(374)
it(36) =< aux(374)
it(33) =< aux(375)
it(34) =< aux(375)
it(38) =< aux(375)
s(263) =< aux(375)
it(35) =< aux(375)
it(39) =< aux(375)
it(40) =< aux(375)
it(41) =< aux(375)
it(42) =< aux(375)
it(43) =< aux(375)
it(41) =< aux(376)
s(276) =< aux(376)
it(33) =< aux(377)
it(34) =< aux(377)
it(35) =< aux(377)
it(36) =< aux(377)
it(38) =< aux(377)
it(39) =< aux(377)
it(40) =< aux(377)
it(41) =< aux(377)
it(42) =< aux(377)
it(43) =< aux(377)
aux(276) =< aux(378)
it(42) =< aux(378)
it(43) =< aux(378)
aux(67) =< aux(54)-1/2
aux(82) =< aux(373)
aux(58) =< aux(54)
aux(78) =< aux(366)
aux(108) =< aux(54)-3/2
s(275) =< aux(276)*2
s(255) =< aux(369)*(4/5)
s(256) =< aux(369)*(2/5)
s(242) =< aux(371)*(2/5)
s(243) =< aux(371)*(1/5)
s(249) =< aux(371)*(1/2)
s(220) =< aux(371)*2
aux(109) =< it(33)*aux(108)
s(236) =< it(33)*aux(67)
s(238) =< it(33)*aux(82)
s(234) =< it(33)*aux(78)
s(221) =< aux(367)*(3/2)
aux(73) =< it(31)*aux(58)
s(215) =< it(31)*aux(58)
s(216) =< it(31)*aux(67)
s(218) =< it(31)*aux(373)
s(214) =< it(31)*aux(366)
s(230) =< aux(109)*(4/5)
s(231) =< aux(109)*(2/5)
aux(91) =< it(32)*aux(67)
s(229) =< it(32)*aux(82)
s(226) =< it(32)*aux(78)
s(209) =< aux(73)*(4/5)
s(210) =< aux(73)*(2/5)
s(222) =< aux(91)*(4/5)
s(223) =< aux(91)*(2/5)
s(264) =< s(275)
s(266) =< s(275)
s(265) =< aux(276)
s(266) =< aux(276)
s(265) =< aux(373)
s(267) =< aux(373)
s(267) =< aux(276)
s(267) =< aux(366)
s(264) =< aux(366)
s(256) =< aux(373)
s(257) =< aux(373)
s(256) =< aux(369)
s(257) =< aux(369)
s(257) =< aux(366)
s(255) =< aux(366)
s(242) =< s(220)
s(211) =< s(220)
s(248) =< aux(371)
s(243) =< aux(371)
s(211) =< aux(371)
s(248) =< s(249)
s(243) =< aux(373)
s(245) =< aux(373)
s(243) =< s(249)
s(245) =< s(249)
s(243) =< s(248)
s(245) =< s(248)
s(245) =< aux(366)
s(242) =< aux(366)
s(231) =< s(238)
s(232) =< s(238)
s(231) =< aux(364)
s(232) =< aux(364)
s(231) =< s(236)
s(232) =< s(236)
s(231) =< aux(109)
s(232) =< aux(109)
s(232) =< s(234)
s(230) =< s(234)
s(232) =< aux(366)
s(230) =< aux(366)
s(221) =< aux(377)
s(223) =< s(229)
s(224) =< s(229)
s(223) =< aux(377)
s(224) =< aux(377)
s(223) =< aux(91)
s(224) =< aux(91)
s(224) =< s(226)
s(222) =< s(226)
s(224) =< aux(370)
s(222) =< aux(370)
s(209) =< s(220)
s(215) =< aux(371)
s(210) =< aux(371)
s(210) =< s(218)
s(212) =< s(218)
s(210) =< aux(366)
s(212) =< aux(366)
s(210) =< s(216)
s(212) =< s(216)
s(210) =< s(215)
s(212) =< s(215)
s(212) =< s(214)
s(209) =< s(214)
s(209) =< aux(366)

  with precondition: [B=3,V_x_0>=2,V_x_0+2*V_y_0>=8,V_y_0+4*V_x_0>=18] 

* Chain [[31,32,33,34,35,36,37,38,39,40,41,42,43],52]: 2*it(31)+1*it(32)+1*it(33)+2*it(34)+1*it(35)+1*it(36)+1*it(37)+2*it(38)+2*it(39)+1*it(40)+2*it(41)+2*it(42)+1*it(43)+1*s(209)+1*s(210)+2*s(211)+1*s(212)+1*s(221)+1*s(222)+1*s(223)+1*s(224)+1*s(230)+1*s(231)+1*s(232)+1*s(239)+1*s(240)+1*s(241)+1*s(242)+1*s(243)+1*s(245)+1*s(254)+1*s(255)+1*s(256)+1*s(257)+1*s(263)+1*s(264)+1*s(265)+1*s(266)+1*s(267)+1*s(276)+1*s(277)+1*s(278)+0
  Such that:aux(314) =< V_x_0+3/2*V_y_0
aux(316) =< 2*V_x_0+V_y_0
aux(319) =< V_x_0/2+V_y_0/2
aux(322) =< V_x_0/3+V_y_0/9
aux(324) =< V_x_0/3+4/9*V_y_0
aux(326) =< V_x_0/3+11/18*V_y_0
aux(54) =< V_x_0/4+V_y_0/2
aux(330) =< 2/3*V_x_0+5/9*V_y_0
aux(332) =< 2/3*V_x_0+11/9*V_y_0
aux(334) =< 2/7*V_x_0+3/7*V_y_0
aux(336) =< 3/2*V_x_0+V_y_0/2
aux(338) =< 3/4*V_x_0+V_y_0/2
aux(340) =< 3/7*V_x_0+V_y_0/7
aux(342) =< 3/11*V_x_0+V_y_0/11
aux(344) =< 5/3*V_x_0+5/9*V_y_0
aux(346) =< 9/11*V_x_0+14/11*V_y_0
it(34) =< aux(314)
it(38) =< aux(314)
it(39) =< aux(314)
it(40) =< aux(314)
it(41) =< aux(314)
it(42) =< aux(314)
it(43) =< aux(314)
s(237) =< aux(314)
it(38) =< aux(316)
it(39) =< aux(316)
it(40) =< aux(316)
it(41) =< aux(316)
it(42) =< aux(316)
it(43) =< aux(316)
s(239) =< aux(316)
it(32) =< aux(319)
it(33) =< aux(319)
it(34) =< aux(319)
it(35) =< aux(319)
it(38) =< aux(319)
it(39) =< aux(319)
it(40) =< aux(319)
it(41) =< aux(319)
it(42) =< aux(319)
it(43) =< aux(319)
s(213) =< aux(319)
aux(77) =< aux(322)
it(31) =< aux(322)
it(32) =< aux(322)
it(39) =< aux(322)
it(40) =< aux(322)
it(42) =< aux(322)
s(263) =< aux(322)
it(43) =< aux(324)
s(277) =< aux(324)
aux(250) =< aux(326)
it(41) =< aux(326)
it(42) =< aux(326)
it(43) =< aux(326)
it(33) =< aux(330)
it(34) =< aux(330)
it(35) =< aux(330)
it(38) =< aux(330)
it(39) =< aux(330)
it(40) =< aux(330)
it(41) =< aux(330)
it(42) =< aux(330)
it(43) =< aux(330)
s(225) =< aux(330)
aux(62) =< aux(332)
it(32) =< aux(332)
it(33) =< aux(332)
it(34) =< aux(332)
it(35) =< aux(332)
it(38) =< aux(332)
it(39) =< aux(332)
it(40) =< aux(332)
it(41) =< aux(332)
it(42) =< aux(332)
it(43) =< aux(332)
it(38) =< aux(334)
it(39) =< aux(334)
it(40) =< aux(334)
it(41) =< aux(334)
it(42) =< aux(334)
it(43) =< aux(334)
s(239) =< aux(334)
s(240) =< aux(334)
s(241) =< aux(334)
it(40) =< aux(336)
it(41) =< aux(336)
it(42) =< aux(336)
it(43) =< aux(336)
s(250) =< aux(336)
it(38) =< aux(338)
it(39) =< aux(338)
it(40) =< aux(338)
it(41) =< aux(338)
it(42) =< aux(338)
it(43) =< aux(338)
s(240) =< aux(338)
it(33) =< aux(340)
it(34) =< aux(340)
it(38) =< aux(340)
s(263) =< aux(340)
it(41) =< aux(342)
it(33) =< aux(344)
it(34) =< aux(344)
it(35) =< aux(344)
it(36) =< aux(344)
it(38) =< aux(344)
it(39) =< aux(344)
it(40) =< aux(344)
it(41) =< aux(344)
it(42) =< aux(344)
it(43) =< aux(344)
s(228) =< aux(344)
aux(276) =< aux(346)
it(42) =< aux(346)
it(43) =< aux(346)
aux(67) =< aux(54)-1/2
aux(82) =< aux(336)
aux(58) =< aux(54)
aux(78) =< aux(319)
aux(108) =< aux(54)-3/2
s(275) =< aux(276)*2
s(255) =< aux(250)*(4/5)
s(256) =< aux(250)*(2/5)
s(254) =< aux(77)
s(242) =< aux(62)*(2/5)
s(243) =< aux(62)*(1/5)
s(249) =< aux(62)*(1/2)
s(220) =< aux(62)*2
aux(109) =< it(33)*aux(108)
s(236) =< it(33)*aux(67)
s(238) =< it(33)*aux(82)
s(234) =< it(33)*aux(78)
s(221) =< aux(77)*(3/2)
aux(73) =< it(31)*aux(58)
s(215) =< it(31)*aux(58)
s(216) =< it(31)*aux(67)
s(218) =< it(31)*aux(336)
s(214) =< it(31)*aux(319)
s(230) =< aux(109)*(4/5)
s(231) =< aux(109)*(2/5)
aux(91) =< it(32)*aux(67)
s(229) =< it(32)*aux(82)
s(226) =< it(32)*aux(78)
s(209) =< aux(73)*(4/5)
s(210) =< aux(73)*(2/5)
s(222) =< aux(91)*(4/5)
s(223) =< aux(91)*(2/5)
s(264) =< s(275)
s(266) =< s(275)
s(265) =< aux(276)
s(266) =< aux(276)
s(265) =< s(250)
s(267) =< s(250)
s(267) =< aux(276)
s(267) =< s(213)
s(264) =< s(213)
s(256) =< s(250)
s(257) =< s(250)
s(256) =< aux(250)
s(257) =< aux(250)
s(257) =< s(213)
s(255) =< s(213)
s(242) =< s(220)
s(211) =< s(220)
s(248) =< aux(62)
s(243) =< aux(62)
s(211) =< aux(62)
s(248) =< s(249)
s(243) =< s(250)
s(245) =< s(250)
s(243) =< s(249)
s(245) =< s(249)
s(243) =< s(248)
s(245) =< s(248)
s(245) =< s(213)
s(242) =< s(213)
s(231) =< s(238)
s(232) =< s(238)
s(231) =< s(237)
s(232) =< s(237)
s(231) =< s(236)
s(232) =< s(236)
s(231) =< aux(109)
s(232) =< aux(109)
s(232) =< s(234)
s(230) =< s(234)
s(232) =< s(213)
s(230) =< s(213)
s(221) =< s(228)
s(223) =< s(229)
s(224) =< s(229)
s(223) =< s(228)
s(224) =< s(228)
s(223) =< aux(91)
s(224) =< aux(91)
s(224) =< s(226)
s(222) =< s(226)
s(224) =< s(225)
s(222) =< s(225)
s(209) =< s(220)
s(215) =< aux(62)
s(210) =< aux(62)
s(210) =< s(218)
s(212) =< s(218)
s(210) =< s(213)
s(212) =< s(213)
s(210) =< s(216)
s(212) =< s(216)
s(210) =< s(215)
s(212) =< s(215)
s(212) =< s(214)
s(209) =< s(214)
s(209) =< s(213)

  with precondition: [B=3,V_x_0>=2] 

* Chain [[31,32,33,34,35,36,37,38,39,40,41,42,43],51]: 2*it(31)+1*it(32)+1*it(33)+2*it(34)+1*it(35)+1*it(36)+1*it(37)+2*it(38)+2*it(39)+1*it(40)+2*it(41)+2*it(42)+1*it(43)+1*s(209)+1*s(210)+2*s(211)+1*s(212)+1*s(221)+1*s(222)+1*s(223)+1*s(224)+1*s(230)+1*s(231)+1*s(232)+1*s(239)+1*s(240)+1*s(241)+1*s(242)+1*s(243)+1*s(245)+1*s(254)+1*s(255)+1*s(256)+1*s(257)+1*s(263)+1*s(264)+1*s(265)+1*s(266)+1*s(267)+1*s(276)+1*s(277)+1*s(278)+1*s(279)+0
  Such that:aux(335) =< 2*V_x_0+3*V_y_0
aux(325) =< 3*V_x_0+4*V_y_0
aux(331) =< 6*V_x_0+5*V_y_0
aux(347) =< 9*V_x_0+14*V_y_0
aux(345) =< 15*V_x_0+5*V_y_0
aux(54) =< V_x_0/4+V_y_0/2
aux(379) =< V_x_0+3/2*V_y_0
aux(380) =< 2*V_x_0+V_y_0
aux(381) =< 3*V_x_0+V_y_0
aux(382) =< 3*V_x_0+11/2*V_y_0
aux(383) =< 6*V_x_0+11*V_y_0
aux(384) =< V_x_0/2+V_y_0/2
aux(385) =< V_x_0/3+V_y_0/9
aux(386) =< V_x_0/3+4/9*V_y_0
aux(387) =< V_x_0/3+11/18*V_y_0
aux(388) =< 2/3*V_x_0+5/9*V_y_0
aux(389) =< 2/3*V_x_0+11/9*V_y_0
aux(390) =< 2/7*V_x_0+3/7*V_y_0
aux(391) =< 3/2*V_x_0+V_y_0/2
aux(392) =< 3/4*V_x_0+V_y_0/2
aux(393) =< 3/7*V_x_0+V_y_0/7
aux(394) =< 3/11*V_x_0+V_y_0/11
aux(395) =< 5/3*V_x_0+5/9*V_y_0
aux(396) =< 9/11*V_x_0+14/11*V_y_0
aux(323) =< aux(381)
aux(341) =< aux(381)
aux(343) =< aux(381)
aux(327) =< aux(382)
s(279) =< aux(382)
aux(333) =< aux(383)
s(279) =< aux(383)
aux(323) =< aux(385)
aux(325) =< aux(386)
aux(327) =< aux(387)
aux(331) =< aux(388)
aux(333) =< aux(389)
aux(335) =< aux(390)
aux(341) =< aux(393)
aux(343) =< aux(394)
aux(345) =< aux(395)
aux(347) =< aux(396)
it(34) =< aux(379)
it(38) =< aux(379)
it(39) =< aux(379)
it(40) =< aux(379)
it(41) =< aux(379)
it(42) =< aux(379)
it(43) =< aux(379)
it(35) =< aux(379)
it(38) =< aux(380)
it(39) =< aux(380)
it(40) =< aux(380)
it(41) =< aux(380)
it(42) =< aux(380)
it(43) =< aux(380)
s(239) =< aux(380)
it(35) =< aux(380)
it(36) =< aux(380)
it(37) =< aux(380)
it(32) =< aux(384)
it(33) =< aux(384)
it(34) =< aux(384)
it(35) =< aux(384)
it(38) =< aux(384)
it(39) =< aux(384)
it(40) =< aux(384)
it(41) =< aux(384)
it(42) =< aux(384)
it(43) =< aux(384)
aux(77) =< aux(385)
it(31) =< aux(385)
it(32) =< aux(385)
it(39) =< aux(385)
it(40) =< aux(385)
it(42) =< aux(385)
s(263) =< aux(385)
aux(77) =< aux(323)
it(31) =< aux(323)
it(32) =< aux(323)
it(39) =< aux(323)
it(40) =< aux(323)
it(41) =< aux(323)
it(42) =< aux(323)
it(43) =< aux(386)
s(277) =< aux(386)
it(43) =< aux(325)
s(277) =< aux(325)
aux(250) =< aux(387)
it(41) =< aux(387)
it(42) =< aux(387)
it(43) =< aux(387)
aux(250) =< aux(327)
it(41) =< aux(327)
it(42) =< aux(327)
it(43) =< aux(327)
it(33) =< aux(388)
it(34) =< aux(388)
it(35) =< aux(388)
it(38) =< aux(388)
it(39) =< aux(388)
it(40) =< aux(388)
it(41) =< aux(388)
it(42) =< aux(388)
it(43) =< aux(388)
s(225) =< aux(388)
it(33) =< aux(331)
it(34) =< aux(331)
it(35) =< aux(331)
it(38) =< aux(331)
it(39) =< aux(331)
it(40) =< aux(331)
it(41) =< aux(331)
it(42) =< aux(331)
it(43) =< aux(331)
s(225) =< aux(331)
aux(62) =< aux(389)
it(32) =< aux(389)
it(33) =< aux(389)
it(34) =< aux(389)
it(35) =< aux(389)
it(38) =< aux(389)
it(39) =< aux(389)
it(40) =< aux(389)
it(41) =< aux(389)
it(42) =< aux(389)
it(43) =< aux(389)
aux(62) =< aux(333)
it(32) =< aux(333)
it(33) =< aux(333)
it(34) =< aux(333)
it(35) =< aux(333)
it(38) =< aux(333)
it(39) =< aux(333)
it(40) =< aux(333)
it(41) =< aux(333)
it(42) =< aux(333)
it(43) =< aux(333)
it(38) =< aux(390)
it(39) =< aux(390)
it(40) =< aux(390)
it(41) =< aux(390)
it(42) =< aux(390)
it(43) =< aux(390)
s(239) =< aux(390)
s(240) =< aux(390)
s(241) =< aux(390)
it(35) =< aux(335)
it(38) =< aux(335)
it(39) =< aux(335)
it(40) =< aux(335)
it(41) =< aux(335)
it(42) =< aux(335)
it(43) =< aux(335)
s(239) =< aux(335)
s(241) =< aux(335)
it(40) =< aux(391)
it(41) =< aux(391)
it(42) =< aux(391)
it(43) =< aux(391)
it(38) =< aux(392)
it(39) =< aux(392)
it(40) =< aux(392)
it(41) =< aux(392)
it(42) =< aux(392)
it(43) =< aux(392)
s(240) =< aux(392)
it(36) =< aux(392)
it(37) =< aux(392)
it(33) =< aux(393)
it(34) =< aux(393)
it(38) =< aux(393)
s(263) =< aux(393)
it(33) =< aux(341)
it(34) =< aux(341)
it(35) =< aux(341)
it(38) =< aux(341)
it(39) =< aux(341)
it(40) =< aux(341)
it(41) =< aux(341)
it(42) =< aux(341)
it(43) =< aux(341)
it(41) =< aux(394)
it(41) =< aux(343)
s(276) =< aux(343)
it(33) =< aux(395)
it(34) =< aux(395)
it(35) =< aux(395)
it(36) =< aux(395)
it(38) =< aux(395)
it(39) =< aux(395)
it(40) =< aux(395)
it(41) =< aux(395)
it(42) =< aux(395)
it(43) =< aux(395)
s(228) =< aux(395)
it(33) =< aux(345)
it(34) =< aux(345)
it(35) =< aux(345)
it(36) =< aux(345)
it(37) =< aux(345)
it(38) =< aux(345)
it(39) =< aux(345)
it(40) =< aux(345)
it(41) =< aux(345)
it(42) =< aux(345)
it(43) =< aux(345)
s(228) =< aux(345)
aux(276) =< aux(396)
it(42) =< aux(396)
it(43) =< aux(396)
aux(276) =< aux(347)
it(42) =< aux(347)
it(43) =< aux(347)
aux(67) =< aux(54)-1/2
aux(82) =< aux(391)
aux(58) =< aux(54)
aux(78) =< aux(384)
aux(108) =< aux(54)-3/2
s(275) =< aux(276)*2
s(255) =< aux(250)*(4/5)
s(256) =< aux(250)*(2/5)
s(254) =< aux(77)
s(242) =< aux(62)*(2/5)
s(243) =< aux(62)*(1/5)
s(249) =< aux(62)*(1/2)
s(220) =< aux(62)*2
aux(109) =< it(33)*aux(108)
s(236) =< it(33)*aux(67)
s(238) =< it(33)*aux(82)
s(234) =< it(33)*aux(78)
s(221) =< aux(77)*(3/2)
aux(73) =< it(31)*aux(58)
s(215) =< it(31)*aux(58)
s(216) =< it(31)*aux(67)
s(218) =< it(31)*aux(391)
s(214) =< it(31)*aux(384)
s(230) =< aux(109)*(4/5)
s(231) =< aux(109)*(2/5)
aux(91) =< it(32)*aux(67)
s(229) =< it(32)*aux(82)
s(226) =< it(32)*aux(78)
s(209) =< aux(73)*(4/5)
s(210) =< aux(73)*(2/5)
s(222) =< aux(91)*(4/5)
s(223) =< aux(91)*(2/5)
s(264) =< s(275)
s(266) =< s(275)
s(265) =< aux(276)
s(266) =< aux(276)
s(265) =< aux(391)
s(267) =< aux(391)
s(267) =< aux(276)
s(267) =< aux(384)
s(264) =< aux(384)
s(256) =< aux(391)
s(257) =< aux(391)
s(256) =< aux(250)
s(257) =< aux(250)
s(257) =< aux(384)
s(255) =< aux(384)
s(242) =< s(220)
s(211) =< s(220)
s(248) =< aux(62)
s(243) =< aux(62)
s(211) =< aux(62)
s(248) =< s(249)
s(243) =< aux(391)
s(245) =< aux(391)
s(243) =< s(249)
s(245) =< s(249)
s(243) =< s(248)
s(245) =< s(248)
s(245) =< aux(384)
s(242) =< aux(384)
s(231) =< s(238)
s(232) =< s(238)
s(231) =< aux(379)
s(232) =< aux(379)
s(231) =< s(236)
s(232) =< s(236)
s(231) =< aux(109)
s(232) =< aux(109)
s(232) =< s(234)
s(230) =< s(234)
s(232) =< aux(384)
s(230) =< aux(384)
s(221) =< s(228)
s(223) =< s(229)
s(224) =< s(229)
s(223) =< s(228)
s(224) =< s(228)
s(223) =< aux(91)
s(224) =< aux(91)
s(224) =< s(226)
s(222) =< s(226)
s(224) =< s(225)
s(222) =< s(225)
s(209) =< s(220)
s(215) =< aux(62)
s(210) =< aux(62)
s(210) =< s(218)
s(212) =< s(218)
s(210) =< aux(384)
s(212) =< aux(384)
s(210) =< s(216)
s(212) =< s(216)
s(210) =< s(215)
s(212) =< s(215)
s(212) =< s(214)
s(209) =< s(214)
s(209) =< aux(384)

  with precondition: [B=3,V_x_0>=2,V_x_0+2*V_y_0>=4,V_y_0+4*V_x_0>=16] 

* Chain [[31,32,33,34,35,36,37,38,39,40,41,42,43],50]: 2*it(31)+1*it(32)+1*it(33)+2*it(34)+1*it(35)+1*it(36)+1*it(37)+2*it(38)+2*it(39)+1*it(40)+2*it(41)+2*it(42)+1*it(43)+1*s(209)+1*s(210)+2*s(211)+1*s(212)+1*s(221)+1*s(222)+1*s(223)+1*s(224)+1*s(230)+1*s(231)+1*s(232)+1*s(239)+1*s(240)+1*s(241)+1*s(242)+1*s(243)+1*s(245)+1*s(254)+1*s(255)+1*s(256)+1*s(257)+1*s(263)+1*s(264)+1*s(265)+1*s(266)+1*s(267)+1*s(276)+1*s(277)+1*s(278)+0
  Such that:aux(314) =< V_x_0+3/2*V_y_0
aux(316) =< 2*V_x_0+V_y_0
aux(319) =< V_x_0/2+V_y_0/2
aux(322) =< V_x_0/3+V_y_0/9
aux(324) =< V_x_0/3+4/9*V_y_0
aux(326) =< V_x_0/3+11/18*V_y_0
aux(54) =< V_x_0/4+V_y_0/2
aux(330) =< 2/3*V_x_0+5/9*V_y_0
aux(332) =< 2/3*V_x_0+11/9*V_y_0
aux(334) =< 2/7*V_x_0+3/7*V_y_0
aux(336) =< 3/2*V_x_0+V_y_0/2
aux(338) =< 3/4*V_x_0+V_y_0/2
aux(340) =< 3/7*V_x_0+V_y_0/7
aux(342) =< 3/11*V_x_0+V_y_0/11
aux(344) =< 5/3*V_x_0+5/9*V_y_0
aux(346) =< 9/11*V_x_0+14/11*V_y_0
it(34) =< aux(314)
it(38) =< aux(314)
it(39) =< aux(314)
it(40) =< aux(314)
it(41) =< aux(314)
it(42) =< aux(314)
it(43) =< aux(314)
s(237) =< aux(314)
it(38) =< aux(316)
it(39) =< aux(316)
it(40) =< aux(316)
it(41) =< aux(316)
it(42) =< aux(316)
it(43) =< aux(316)
s(239) =< aux(316)
it(32) =< aux(319)
it(33) =< aux(319)
it(34) =< aux(319)
it(35) =< aux(319)
it(38) =< aux(319)
it(39) =< aux(319)
it(40) =< aux(319)
it(41) =< aux(319)
it(42) =< aux(319)
it(43) =< aux(319)
s(213) =< aux(319)
aux(77) =< aux(322)
it(31) =< aux(322)
it(32) =< aux(322)
it(39) =< aux(322)
it(40) =< aux(322)
it(42) =< aux(322)
s(263) =< aux(322)
it(43) =< aux(324)
s(277) =< aux(324)
aux(250) =< aux(326)
it(41) =< aux(326)
it(42) =< aux(326)
it(43) =< aux(326)
it(33) =< aux(330)
it(34) =< aux(330)
it(35) =< aux(330)
it(38) =< aux(330)
it(39) =< aux(330)
it(40) =< aux(330)
it(41) =< aux(330)
it(42) =< aux(330)
it(43) =< aux(330)
s(225) =< aux(330)
aux(62) =< aux(332)
it(32) =< aux(332)
it(33) =< aux(332)
it(34) =< aux(332)
it(35) =< aux(332)
it(38) =< aux(332)
it(39) =< aux(332)
it(40) =< aux(332)
it(41) =< aux(332)
it(42) =< aux(332)
it(43) =< aux(332)
it(38) =< aux(334)
it(39) =< aux(334)
it(40) =< aux(334)
it(41) =< aux(334)
it(42) =< aux(334)
it(43) =< aux(334)
s(239) =< aux(334)
s(240) =< aux(334)
s(241) =< aux(334)
it(40) =< aux(336)
it(41) =< aux(336)
it(42) =< aux(336)
it(43) =< aux(336)
s(250) =< aux(336)
it(38) =< aux(338)
it(39) =< aux(338)
it(40) =< aux(338)
it(41) =< aux(338)
it(42) =< aux(338)
it(43) =< aux(338)
s(240) =< aux(338)
it(33) =< aux(340)
it(34) =< aux(340)
it(38) =< aux(340)
s(263) =< aux(340)
it(41) =< aux(342)
it(33) =< aux(344)
it(34) =< aux(344)
it(35) =< aux(344)
it(36) =< aux(344)
it(38) =< aux(344)
it(39) =< aux(344)
it(40) =< aux(344)
it(41) =< aux(344)
it(42) =< aux(344)
it(43) =< aux(344)
s(228) =< aux(344)
aux(276) =< aux(346)
it(42) =< aux(346)
it(43) =< aux(346)
aux(67) =< aux(54)-1/2
aux(82) =< aux(336)
aux(58) =< aux(54)
aux(78) =< aux(319)
aux(108) =< aux(54)-3/2
s(275) =< aux(276)*2
s(255) =< aux(250)*(4/5)
s(256) =< aux(250)*(2/5)
s(254) =< aux(77)
s(242) =< aux(62)*(2/5)
s(243) =< aux(62)*(1/5)
s(249) =< aux(62)*(1/2)
s(220) =< aux(62)*2
aux(109) =< it(33)*aux(108)
s(236) =< it(33)*aux(67)
s(238) =< it(33)*aux(82)
s(234) =< it(33)*aux(78)
s(221) =< aux(77)*(3/2)
aux(73) =< it(31)*aux(58)
s(215) =< it(31)*aux(58)
s(216) =< it(31)*aux(67)
s(218) =< it(31)*aux(336)
s(214) =< it(31)*aux(319)
s(230) =< aux(109)*(4/5)
s(231) =< aux(109)*(2/5)
aux(91) =< it(32)*aux(67)
s(229) =< it(32)*aux(82)
s(226) =< it(32)*aux(78)
s(209) =< aux(73)*(4/5)
s(210) =< aux(73)*(2/5)
s(222) =< aux(91)*(4/5)
s(223) =< aux(91)*(2/5)
s(264) =< s(275)
s(266) =< s(275)
s(265) =< aux(276)
s(266) =< aux(276)
s(265) =< s(250)
s(267) =< s(250)
s(267) =< aux(276)
s(267) =< s(213)
s(264) =< s(213)
s(256) =< s(250)
s(257) =< s(250)
s(256) =< aux(250)
s(257) =< aux(250)
s(257) =< s(213)
s(255) =< s(213)
s(242) =< s(220)
s(211) =< s(220)
s(248) =< aux(62)
s(243) =< aux(62)
s(211) =< aux(62)
s(248) =< s(249)
s(243) =< s(250)
s(245) =< s(250)
s(243) =< s(249)
s(245) =< s(249)
s(243) =< s(248)
s(245) =< s(248)
s(245) =< s(213)
s(242) =< s(213)
s(231) =< s(238)
s(232) =< s(238)
s(231) =< s(237)
s(232) =< s(237)
s(231) =< s(236)
s(232) =< s(236)
s(231) =< aux(109)
s(232) =< aux(109)
s(232) =< s(234)
s(230) =< s(234)
s(232) =< s(213)
s(230) =< s(213)
s(221) =< s(228)
s(223) =< s(229)
s(224) =< s(229)
s(223) =< s(228)
s(224) =< s(228)
s(223) =< aux(91)
s(224) =< aux(91)
s(224) =< s(226)
s(222) =< s(226)
s(224) =< s(225)
s(222) =< s(225)
s(209) =< s(220)
s(215) =< aux(62)
s(210) =< aux(62)
s(210) =< s(218)
s(212) =< s(218)
s(210) =< s(213)
s(212) =< s(213)
s(210) =< s(216)
s(212) =< s(216)
s(210) =< s(215)
s(212) =< s(215)
s(212) =< s(214)
s(209) =< s(214)
s(209) =< s(213)

  with precondition: [B=3,V_x_0>=2] 

* Chain [[31,32,33,34,35,36,37,38,39,40,41,42,43],49]: 3*it(31)+1*it(32)+1*it(33)+2*it(34)+1*it(35)+2*it(36)+2*it(38)+2*it(39)+1*it(40)+2*it(41)+2*it(42)+1*it(43)+1*s(209)+1*s(210)+2*s(211)+1*s(212)+1*s(221)+1*s(222)+1*s(223)+1*s(224)+1*s(230)+1*s(231)+1*s(232)+1*s(239)+1*s(240)+1*s(241)+1*s(242)+1*s(243)+1*s(245)+1*s(255)+1*s(256)+1*s(257)+1*s(263)+1*s(264)+1*s(265)+1*s(266)+1*s(267)+1*s(276)+1*s(277)+1*s(278)+0
  Such that:aux(54) =< V_x_0/4+V_y_0/2
aux(397) =< V_x_0+3/2*V_y_0
aux(398) =< 2*V_x_0+V_y_0
aux(399) =< V_x_0/2+V_y_0/2
aux(400) =< V_x_0/3+V_y_0/9
aux(401) =< V_x_0/3+4/9*V_y_0
aux(402) =< V_x_0/3+11/18*V_y_0
aux(403) =< 2/3*V_x_0+5/9*V_y_0
aux(404) =< 2/3*V_x_0+11/9*V_y_0
aux(405) =< 2/7*V_x_0+3/7*V_y_0
aux(406) =< 3/2*V_x_0+V_y_0/2
aux(407) =< 3/4*V_x_0+V_y_0/2
aux(408) =< 3/7*V_x_0+V_y_0/7
aux(409) =< 3/11*V_x_0+V_y_0/11
aux(410) =< 5/3*V_x_0+5/9*V_y_0
aux(411) =< 9/11*V_x_0+14/11*V_y_0
it(34) =< aux(397)
it(38) =< aux(397)
it(39) =< aux(397)
it(40) =< aux(397)
it(41) =< aux(397)
it(42) =< aux(397)
it(43) =< aux(397)
it(35) =< aux(397)
it(38) =< aux(398)
it(39) =< aux(398)
it(40) =< aux(398)
it(41) =< aux(398)
it(42) =< aux(398)
it(43) =< aux(398)
s(239) =< aux(398)
it(35) =< aux(398)
it(36) =< aux(398)
it(32) =< aux(399)
it(33) =< aux(399)
it(34) =< aux(399)
it(35) =< aux(399)
it(38) =< aux(399)
it(39) =< aux(399)
it(40) =< aux(399)
it(41) =< aux(399)
it(42) =< aux(399)
it(43) =< aux(399)
it(31) =< aux(400)
it(32) =< aux(400)
it(39) =< aux(400)
it(40) =< aux(400)
it(42) =< aux(400)
s(263) =< aux(400)
it(41) =< aux(400)
it(43) =< aux(401)
s(277) =< aux(401)
it(41) =< aux(402)
it(42) =< aux(402)
it(43) =< aux(402)
it(33) =< aux(403)
it(34) =< aux(403)
it(35) =< aux(403)
it(38) =< aux(403)
it(39) =< aux(403)
it(40) =< aux(403)
it(41) =< aux(403)
it(42) =< aux(403)
it(43) =< aux(403)
it(32) =< aux(404)
it(33) =< aux(404)
it(34) =< aux(404)
it(35) =< aux(404)
it(38) =< aux(404)
it(39) =< aux(404)
it(40) =< aux(404)
it(41) =< aux(404)
it(42) =< aux(404)
it(43) =< aux(404)
it(38) =< aux(405)
it(39) =< aux(405)
it(40) =< aux(405)
it(41) =< aux(405)
it(42) =< aux(405)
it(43) =< aux(405)
s(239) =< aux(405)
s(240) =< aux(405)
s(241) =< aux(405)
it(35) =< aux(405)
it(40) =< aux(406)
it(41) =< aux(406)
it(42) =< aux(406)
it(43) =< aux(406)
it(38) =< aux(407)
it(39) =< aux(407)
it(40) =< aux(407)
it(41) =< aux(407)
it(42) =< aux(407)
it(43) =< aux(407)
s(240) =< aux(407)
it(36) =< aux(407)
it(33) =< aux(408)
it(34) =< aux(408)
it(38) =< aux(408)
s(263) =< aux(408)
it(35) =< aux(408)
it(39) =< aux(408)
it(40) =< aux(408)
it(41) =< aux(408)
it(42) =< aux(408)
it(43) =< aux(408)
it(41) =< aux(409)
s(276) =< aux(409)
it(33) =< aux(410)
it(34) =< aux(410)
it(35) =< aux(410)
it(36) =< aux(410)
it(38) =< aux(410)
it(39) =< aux(410)
it(40) =< aux(410)
it(41) =< aux(410)
it(42) =< aux(410)
it(43) =< aux(410)
aux(276) =< aux(411)
it(42) =< aux(411)
it(43) =< aux(411)
aux(67) =< aux(54)-1/2
aux(82) =< aux(406)
aux(58) =< aux(54)
aux(78) =< aux(399)
aux(108) =< aux(54)-3/2
s(275) =< aux(276)*2
s(255) =< aux(402)*(4/5)
s(256) =< aux(402)*(2/5)
s(242) =< aux(404)*(2/5)
s(243) =< aux(404)*(1/5)
s(249) =< aux(404)*(1/2)
s(220) =< aux(404)*2
aux(109) =< it(33)*aux(108)
s(236) =< it(33)*aux(67)
s(238) =< it(33)*aux(82)
s(234) =< it(33)*aux(78)
s(221) =< aux(400)*(3/2)
aux(73) =< it(31)*aux(58)
s(215) =< it(31)*aux(58)
s(216) =< it(31)*aux(67)
s(218) =< it(31)*aux(406)
s(214) =< it(31)*aux(399)
s(230) =< aux(109)*(4/5)
s(231) =< aux(109)*(2/5)
aux(91) =< it(32)*aux(67)
s(229) =< it(32)*aux(82)
s(226) =< it(32)*aux(78)
s(209) =< aux(73)*(4/5)
s(210) =< aux(73)*(2/5)
s(222) =< aux(91)*(4/5)
s(223) =< aux(91)*(2/5)
s(264) =< s(275)
s(266) =< s(275)
s(265) =< aux(276)
s(266) =< aux(276)
s(265) =< aux(406)
s(267) =< aux(406)
s(267) =< aux(276)
s(267) =< aux(399)
s(264) =< aux(399)
s(256) =< aux(406)
s(257) =< aux(406)
s(256) =< aux(402)
s(257) =< aux(402)
s(257) =< aux(399)
s(255) =< aux(399)
s(242) =< s(220)
s(211) =< s(220)
s(248) =< aux(404)
s(243) =< aux(404)
s(211) =< aux(404)
s(248) =< s(249)
s(243) =< aux(406)
s(245) =< aux(406)
s(243) =< s(249)
s(245) =< s(249)
s(243) =< s(248)
s(245) =< s(248)
s(245) =< aux(399)
s(242) =< aux(399)
s(231) =< s(238)
s(232) =< s(238)
s(231) =< aux(397)
s(232) =< aux(397)
s(231) =< s(236)
s(232) =< s(236)
s(231) =< aux(109)
s(232) =< aux(109)
s(232) =< s(234)
s(230) =< s(234)
s(232) =< aux(399)
s(230) =< aux(399)
s(221) =< aux(410)
s(223) =< s(229)
s(224) =< s(229)
s(223) =< aux(410)
s(224) =< aux(410)
s(223) =< aux(91)
s(224) =< aux(91)
s(224) =< s(226)
s(222) =< s(226)
s(224) =< aux(403)
s(222) =< aux(403)
s(209) =< s(220)
s(215) =< aux(404)
s(210) =< aux(404)
s(210) =< s(218)
s(212) =< s(218)
s(210) =< aux(399)
s(212) =< aux(399)
s(210) =< s(216)
s(212) =< s(216)
s(210) =< s(215)
s(212) =< s(215)
s(212) =< s(214)
s(209) =< s(214)
s(209) =< aux(399)

  with precondition: [B=3,V_x_0>=2,V_x_0+2*V_y_0>=4,V_y_0+4*V_x_0>=16] 

* Chain [[31,32,33,34,35,36,37,38,39,40,41,42,43],48]: 2*it(31)+1*it(32)+1*it(33)+2*it(34)+1*it(35)+1*it(36)+1*it(37)+2*it(38)+2*it(39)+1*it(40)+2*it(41)+2*it(42)+1*it(43)+1*s(209)+1*s(210)+2*s(211)+1*s(212)+1*s(221)+1*s(222)+1*s(223)+1*s(224)+1*s(230)+1*s(231)+1*s(232)+1*s(239)+1*s(240)+1*s(241)+1*s(242)+1*s(243)+1*s(245)+1*s(254)+1*s(255)+1*s(256)+1*s(257)+1*s(263)+1*s(264)+1*s(265)+1*s(266)+1*s(267)+1*s(276)+1*s(277)+1*s(278)+1*s(280)+1*s(282)+1*s(283)+2*s(289)+3*s(290)+1*s(292)+3*s(293)+1
  Such that:aux(325) =< V_x_0+V_y_0
aux(316) =< 2*V_x_0+V_y_0
s(283) =< 2*V_x_0+3*V_y_0+2
s(284) =< 6*V_x_0+5*V_y_0
s(283) =< 9*V_x_0+14*V_y_0+10
s(284) =< 12*V_x_0+10*V_y_0
aux(317) =< 19*V_x_0+19*V_y_0
aux(339) =< 24*V_x_0+24*V_y_0
aux(345) =< 35*V_x_0+35*V_y_0
aux(319) =< V_x_0/2+V_y_0/2
aux(322) =< V_x_0/3+V_y_0/9
aux(324) =< V_x_0/3+4/9*V_y_0
aux(326) =< V_x_0/3+11/18*V_y_0
aux(54) =< V_x_0/4+V_y_0/2
aux(330) =< 2/3*V_x_0+5/9*V_y_0
aux(332) =< 2/3*V_x_0+11/9*V_y_0
aux(334) =< 2/7*V_x_0+3/7*V_y_0
aux(336) =< 3/2*V_x_0+V_y_0/2
aux(320) =< 3/2*V_x_0+3/2*V_y_0
aux(338) =< 3/4*V_x_0+V_y_0/2
aux(340) =< 3/7*V_x_0+V_y_0/7
aux(342) =< 3/11*V_x_0+V_y_0/11
aux(339) =< 5/2*V_x_0+5/2*V_y_0
aux(344) =< 5/3*V_x_0+5/9*V_y_0
aux(325) =< 9/2*V_x_0+9/2*V_y_0
aux(346) =< 9/11*V_x_0+14/11*V_y_0
aux(412) =< V_x_0+3/2*V_y_0
aux(413) =< 2*V_x_0+3*V_y_0
aux(414) =< 3*V_x_0+3*V_y_0
aux(415) =< 4*V_x_0+4*V_y_0
aux(416) =< 4*V_x_0+6*V_y_0
aux(417) =< 7*V_x_0+7*V_y_0
aux(418) =< 8*V_x_0+8*V_y_0
aux(419) =< 9*V_x_0+14*V_y_0
aux(420) =< 18*V_x_0+28*V_y_0
aux(421) =< 33*V_x_0+33*V_y_0
aux(422) =< 39*V_x_0+39*V_y_0
aux(423) =< 7/2*V_x_0+7/2*V_y_0
aux(424) =< 27/2*V_x_0+27/2*V_y_0
aux(425) =< 33/2*V_x_0+33/2*V_y_0
s(286) =< aux(412)
s(281) =< aux(413)
s(282) =< aux(413)
aux(320) =< aux(414)
aux(343) =< aux(414)
aux(317) =< aux(415)
aux(327) =< aux(415)
s(280) =< aux(416)
s(285) =< aux(416)
aux(323) =< aux(417)
aux(343) =< aux(417)
aux(315) =< aux(418)
aux(331) =< aux(418)
s(281) =< aux(419)
s(282) =< aux(419)
s(286) =< aux(419)
s(280) =< aux(420)
s(285) =< aux(420)
aux(323) =< aux(421)
aux(345) =< aux(421)
aux(331) =< aux(422)
aux(347) =< aux(422)
aux(315) =< aux(423)
aux(337) =< aux(423)
aux(327) =< aux(424)
aux(337) =< aux(425)
aux(347) =< aux(425)
s(289) =< s(285)
s(280) =< s(285)
s(290) =< s(281)
s(292) =< s(281)
s(292) =< s(286)
s(290) =< s(284)
s(293) =< s(284)
s(290) =< s(286)
s(293) =< s(286)
s(293) =< aux(347)
s(280) =< aux(347)
s(280) =< s(286)
s(289) =< aux(347)
s(289) =< s(286)
it(34) =< aux(412)
it(38) =< aux(412)
it(39) =< aux(412)
it(40) =< aux(412)
it(41) =< aux(412)
it(42) =< aux(412)
it(43) =< aux(412)
s(237) =< aux(412)
it(34) =< aux(315)
it(35) =< aux(315)
it(38) =< aux(315)
it(39) =< aux(315)
it(40) =< aux(315)
it(41) =< aux(315)
it(42) =< aux(315)
it(43) =< aux(315)
s(237) =< aux(315)
it(38) =< aux(316)
it(39) =< aux(316)
it(40) =< aux(316)
it(41) =< aux(316)
it(42) =< aux(316)
it(43) =< aux(316)
s(239) =< aux(316)
it(35) =< aux(317)
it(36) =< aux(317)
it(37) =< aux(317)
it(38) =< aux(317)
it(39) =< aux(317)
it(40) =< aux(317)
it(41) =< aux(317)
it(42) =< aux(317)
it(43) =< aux(317)
s(239) =< aux(317)
it(32) =< aux(319)
it(33) =< aux(319)
it(34) =< aux(319)
it(35) =< aux(319)
it(38) =< aux(319)
it(39) =< aux(319)
it(40) =< aux(319)
it(41) =< aux(319)
it(42) =< aux(319)
it(43) =< aux(319)
s(213) =< aux(319)
it(32) =< aux(320)
it(33) =< aux(320)
it(34) =< aux(320)
it(35) =< aux(320)
it(38) =< aux(320)
it(39) =< aux(320)
it(40) =< aux(320)
it(41) =< aux(320)
it(42) =< aux(320)
it(43) =< aux(320)
s(213) =< aux(320)
aux(77) =< aux(322)
it(31) =< aux(322)
it(32) =< aux(322)
it(39) =< aux(322)
it(40) =< aux(322)
it(42) =< aux(322)
s(263) =< aux(322)
aux(77) =< aux(323)
it(31) =< aux(323)
it(32) =< aux(323)
it(39) =< aux(323)
it(40) =< aux(323)
it(41) =< aux(323)
it(42) =< aux(323)
it(43) =< aux(324)
s(277) =< aux(324)
it(43) =< aux(325)
s(277) =< aux(325)
aux(250) =< aux(326)
it(41) =< aux(326)
it(42) =< aux(326)
it(43) =< aux(326)
aux(250) =< aux(327)
it(41) =< aux(327)
it(42) =< aux(327)
it(43) =< aux(327)
it(33) =< aux(330)
it(34) =< aux(330)
it(35) =< aux(330)
it(38) =< aux(330)
it(39) =< aux(330)
it(40) =< aux(330)
it(41) =< aux(330)
it(42) =< aux(330)
it(43) =< aux(330)
s(225) =< aux(330)
it(33) =< aux(331)
it(34) =< aux(331)
it(35) =< aux(331)
it(38) =< aux(331)
it(39) =< aux(331)
it(40) =< aux(331)
it(41) =< aux(331)
it(42) =< aux(331)
it(43) =< aux(331)
s(225) =< aux(331)
aux(62) =< aux(332)
it(32) =< aux(332)
it(33) =< aux(332)
it(34) =< aux(332)
it(35) =< aux(332)
it(38) =< aux(332)
it(39) =< aux(332)
it(40) =< aux(332)
it(41) =< aux(332)
it(42) =< aux(332)
it(43) =< aux(332)
aux(62) =< aux(327)
it(32) =< aux(327)
it(33) =< aux(327)
it(34) =< aux(327)
it(35) =< aux(327)
it(38) =< aux(327)
it(39) =< aux(327)
it(40) =< aux(327)
it(38) =< aux(334)
it(39) =< aux(334)
it(40) =< aux(334)
it(41) =< aux(334)
it(42) =< aux(334)
it(43) =< aux(334)
s(239) =< aux(334)
s(240) =< aux(334)
s(241) =< aux(334)
s(239) =< aux(315)
s(241) =< aux(315)
it(40) =< aux(336)
it(41) =< aux(336)
it(42) =< aux(336)
it(43) =< aux(336)
s(250) =< aux(336)
it(40) =< aux(337)
it(41) =< aux(337)
it(42) =< aux(337)
it(43) =< aux(337)
s(250) =< aux(337)
it(38) =< aux(338)
it(39) =< aux(338)
it(40) =< aux(338)
it(41) =< aux(338)
it(42) =< aux(338)
it(43) =< aux(338)
s(240) =< aux(338)
it(36) =< aux(339)
it(37) =< aux(339)
it(38) =< aux(339)
it(39) =< aux(339)
it(40) =< aux(339)
it(41) =< aux(339)
it(42) =< aux(339)
it(43) =< aux(339)
s(240) =< aux(339)
it(33) =< aux(340)
it(34) =< aux(340)
it(38) =< aux(340)
s(263) =< aux(340)
it(33) =< aux(323)
it(34) =< aux(323)
it(35) =< aux(323)
it(38) =< aux(323)
it(43) =< aux(323)
it(41) =< aux(342)
it(41) =< aux(343)
s(276) =< aux(343)
it(33) =< aux(344)
it(34) =< aux(344)
it(35) =< aux(344)
it(36) =< aux(344)
it(38) =< aux(344)
it(39) =< aux(344)
it(40) =< aux(344)
it(41) =< aux(344)
it(42) =< aux(344)
it(43) =< aux(344)
s(228) =< aux(344)
it(33) =< aux(345)
it(34) =< aux(345)
it(35) =< aux(345)
it(36) =< aux(345)
it(37) =< aux(345)
it(38) =< aux(345)
it(39) =< aux(345)
it(40) =< aux(345)
it(41) =< aux(345)
it(42) =< aux(345)
it(43) =< aux(345)
s(228) =< aux(345)
aux(276) =< aux(346)
it(42) =< aux(346)
it(43) =< aux(346)
aux(276) =< aux(347)
it(42) =< aux(347)
it(43) =< aux(347)
aux(67) =< aux(54)-1/2
aux(82) =< aux(336)
aux(58) =< aux(54)
aux(78) =< aux(319)
aux(108) =< aux(54)-3/2
s(275) =< aux(276)*2
s(255) =< aux(250)*(4/5)
s(256) =< aux(250)*(2/5)
s(254) =< aux(77)
s(242) =< aux(62)*(2/5)
s(243) =< aux(62)*(1/5)
s(249) =< aux(62)*(1/2)
s(220) =< aux(62)*2
aux(109) =< it(33)*aux(108)
s(236) =< it(33)*aux(67)
s(238) =< it(33)*aux(82)
s(234) =< it(33)*aux(78)
s(221) =< aux(77)*(3/2)
aux(73) =< it(31)*aux(58)
s(215) =< it(31)*aux(58)
s(216) =< it(31)*aux(67)
s(218) =< it(31)*aux(336)
s(214) =< it(31)*aux(319)
s(230) =< aux(109)*(4/5)
s(231) =< aux(109)*(2/5)
aux(91) =< it(32)*aux(67)
s(229) =< it(32)*aux(82)
s(226) =< it(32)*aux(78)
s(209) =< aux(73)*(4/5)
s(210) =< aux(73)*(2/5)
s(222) =< aux(91)*(4/5)
s(223) =< aux(91)*(2/5)
s(264) =< s(275)
s(266) =< s(275)
s(265) =< aux(276)
s(266) =< aux(276)
s(265) =< s(250)
s(267) =< s(250)
s(267) =< aux(276)
s(267) =< s(213)
s(264) =< s(213)
s(256) =< s(250)
s(257) =< s(250)
s(256) =< aux(250)
s(257) =< aux(250)
s(257) =< s(213)
s(255) =< s(213)
s(242) =< s(220)
s(211) =< s(220)
s(248) =< aux(62)
s(243) =< aux(62)
s(211) =< aux(62)
s(248) =< s(249)
s(243) =< s(250)
s(245) =< s(250)
s(243) =< s(249)
s(245) =< s(249)
s(243) =< s(248)
s(245) =< s(248)
s(245) =< s(213)
s(242) =< s(213)
s(231) =< s(238)
s(232) =< s(238)
s(231) =< s(237)
s(232) =< s(237)
s(231) =< s(236)
s(232) =< s(236)
s(231) =< aux(109)
s(232) =< aux(109)
s(232) =< s(234)
s(230) =< s(234)
s(232) =< s(213)
s(230) =< s(213)
s(221) =< s(228)
s(223) =< s(229)
s(224) =< s(229)
s(223) =< s(228)
s(224) =< s(228)
s(223) =< aux(91)
s(224) =< aux(91)
s(224) =< s(226)
s(222) =< s(226)
s(224) =< s(225)
s(222) =< s(225)
s(209) =< s(220)
s(215) =< aux(62)
s(210) =< aux(62)
s(210) =< s(218)
s(212) =< s(218)
s(210) =< s(213)
s(212) =< s(213)
s(210) =< s(216)
s(212) =< s(216)
s(210) =< s(215)
s(212) =< s(215)
s(212) =< s(214)
s(209) =< s(214)
s(209) =< s(213)

  with precondition: [B=3,V_x_0>=2,V_x_0+2*V_y_0>=10,V_y_0+4*V_x_0>=19] 

* Chain [[31,32,33,34,35,36,37,38,39,40,41,42,43],47]: 2*it(31)+1*it(32)+1*it(33)+2*it(34)+1*it(35)+1*it(36)+1*it(37)+2*it(38)+2*it(39)+1*it(40)+2*it(41)+2*it(42)+1*it(43)+1*s(209)+1*s(210)+2*s(211)+1*s(212)+1*s(221)+1*s(222)+1*s(223)+1*s(224)+1*s(230)+1*s(231)+1*s(232)+1*s(239)+1*s(240)+1*s(241)+1*s(242)+1*s(243)+1*s(245)+1*s(254)+1*s(255)+1*s(256)+1*s(257)+1*s(263)+1*s(264)+1*s(265)+1*s(266)+1*s(267)+1*s(276)+1*s(277)+1*s(278)+1*s(294)+1*s(296)+1*s(297)+1*s(300)+0
  Such that:s(294) =< 1
aux(314) =< V_x_0+3/2*V_y_0
aux(339) =< 3*V_x_0+2*V_y_0
aux(325) =< 3*V_x_0+4*V_y_0
aux(331) =< 6*V_x_0+5*V_y_0
aux(325) =< 6*V_x_0+8*V_y_0
s(296) =< 18*V_x_0+28*V_y_0
aux(339) =< 24*V_x_0+24*V_y_0
aux(331) =< 39*V_x_0+39*V_y_0
aux(319) =< V_x_0/2+V_y_0/2
aux(322) =< V_x_0/3+V_y_0/9
aux(324) =< V_x_0/3+4/9*V_y_0
aux(326) =< V_x_0/3+11/18*V_y_0
aux(54) =< V_x_0/4+V_y_0/2
aux(330) =< 2/3*V_x_0+5/9*V_y_0
aux(332) =< 2/3*V_x_0+11/9*V_y_0
aux(334) =< 2/7*V_x_0+3/7*V_y_0
aux(336) =< 3/2*V_x_0+V_y_0/2
aux(320) =< 3/2*V_x_0+3/2*V_y_0
aux(338) =< 3/4*V_x_0+V_y_0/2
aux(340) =< 3/7*V_x_0+V_y_0/7
aux(342) =< 3/11*V_x_0+V_y_0/11
aux(344) =< 5/3*V_x_0+5/9*V_y_0
aux(346) =< 9/11*V_x_0+14/11*V_y_0
aux(337) =< 27/2*V_x_0+27/2*V_y_0
aux(337) =< 33/2*V_x_0+33/2*V_y_0
aux(426) =< 2*V_x_0+V_y_0
aux(427) =< 3*V_x_0+3*V_y_0
aux(428) =< 6*V_x_0+3*V_y_0
aux(429) =< 6*V_x_0+9*V_y_0
aux(430) =< 6*V_x_0+11*V_y_0
aux(431) =< 9*V_x_0+14*V_y_0
aux(432) =< 12*V_x_0+6*V_y_0
aux(433) =< 12*V_x_0+18*V_y_0
aux(434) =< 12*V_x_0+22*V_y_0
aux(435) =< 27*V_x_0+27*V_y_0
aux(436) =< 33*V_x_0+33*V_y_0
aux(317) =< aux(426)
s(298) =< aux(426)
aux(320) =< aux(427)
aux(323) =< aux(427)
aux(343) =< aux(427)
s(297) =< aux(428)
s(299) =< aux(428)
aux(315) =< aux(429)
aux(327) =< aux(430)
s(297) =< aux(431)
s(299) =< aux(431)
aux(317) =< aux(432)
s(296) =< aux(432)
aux(315) =< aux(433)
aux(327) =< aux(434)
aux(341) =< aux(435)
aux(343) =< aux(435)
aux(323) =< aux(436)
aux(341) =< aux(436)
s(298) =< aux(436)
s(297) =< aux(317)
s(300) =< aux(317)
s(297) =< s(299)
s(300) =< s(299)
s(300) =< s(298)
s(296) =< s(298)
s(296) =< s(299)
it(34) =< aux(314)
it(38) =< aux(314)
it(39) =< aux(314)
it(40) =< aux(314)
it(41) =< aux(314)
it(42) =< aux(314)
it(43) =< aux(314)
s(237) =< aux(314)
it(34) =< aux(315)
it(35) =< aux(315)
it(38) =< aux(315)
it(39) =< aux(315)
it(40) =< aux(315)
it(41) =< aux(315)
it(42) =< aux(315)
it(43) =< aux(315)
s(237) =< aux(315)
it(38) =< aux(426)
it(39) =< aux(426)
it(40) =< aux(426)
it(41) =< aux(426)
it(42) =< aux(426)
it(43) =< aux(426)
s(239) =< aux(426)
it(35) =< aux(317)
it(36) =< aux(317)
it(37) =< aux(317)
it(38) =< aux(317)
it(39) =< aux(317)
it(40) =< aux(317)
it(41) =< aux(317)
it(42) =< aux(317)
it(43) =< aux(317)
s(239) =< aux(317)
it(32) =< aux(319)
it(33) =< aux(319)
it(34) =< aux(319)
it(35) =< aux(319)
it(38) =< aux(319)
it(39) =< aux(319)
it(40) =< aux(319)
it(41) =< aux(319)
it(42) =< aux(319)
it(43) =< aux(319)
s(213) =< aux(319)
it(32) =< aux(320)
it(33) =< aux(320)
it(34) =< aux(320)
it(35) =< aux(320)
it(38) =< aux(320)
it(39) =< aux(320)
it(40) =< aux(320)
it(41) =< aux(320)
it(42) =< aux(320)
it(43) =< aux(320)
s(213) =< aux(320)
aux(77) =< aux(322)
it(31) =< aux(322)
it(32) =< aux(322)
it(39) =< aux(322)
it(40) =< aux(322)
it(42) =< aux(322)
s(263) =< aux(322)
aux(77) =< aux(323)
it(31) =< aux(323)
it(32) =< aux(323)
it(39) =< aux(323)
it(40) =< aux(323)
it(41) =< aux(323)
it(42) =< aux(323)
it(43) =< aux(324)
s(277) =< aux(324)
it(43) =< aux(325)
s(277) =< aux(325)
aux(250) =< aux(326)
it(41) =< aux(326)
it(42) =< aux(326)
it(43) =< aux(326)
aux(250) =< aux(327)
it(41) =< aux(327)
it(42) =< aux(327)
it(43) =< aux(327)
it(33) =< aux(330)
it(34) =< aux(330)
it(35) =< aux(330)
it(38) =< aux(330)
it(39) =< aux(330)
it(40) =< aux(330)
it(41) =< aux(330)
it(42) =< aux(330)
it(43) =< aux(330)
s(225) =< aux(330)
it(33) =< aux(331)
it(34) =< aux(331)
it(35) =< aux(331)
it(38) =< aux(331)
it(39) =< aux(331)
it(40) =< aux(331)
it(41) =< aux(331)
it(42) =< aux(331)
it(43) =< aux(331)
s(225) =< aux(331)
aux(62) =< aux(332)
it(32) =< aux(332)
it(33) =< aux(332)
it(34) =< aux(332)
it(35) =< aux(332)
it(38) =< aux(332)
it(39) =< aux(332)
it(40) =< aux(332)
it(41) =< aux(332)
it(42) =< aux(332)
it(43) =< aux(332)
aux(62) =< aux(327)
it(32) =< aux(327)
it(33) =< aux(327)
it(34) =< aux(327)
it(35) =< aux(327)
it(38) =< aux(327)
it(39) =< aux(327)
it(40) =< aux(327)
it(38) =< aux(334)
it(39) =< aux(334)
it(40) =< aux(334)
it(41) =< aux(334)
it(42) =< aux(334)
it(43) =< aux(334)
s(239) =< aux(334)
s(240) =< aux(334)
s(241) =< aux(334)
s(239) =< aux(315)
s(241) =< aux(315)
it(40) =< aux(336)
it(41) =< aux(336)
it(42) =< aux(336)
it(43) =< aux(336)
s(250) =< aux(336)
it(40) =< aux(337)
it(41) =< aux(337)
it(42) =< aux(337)
it(43) =< aux(337)
s(250) =< aux(337)
it(38) =< aux(338)
it(39) =< aux(338)
it(40) =< aux(338)
it(41) =< aux(338)
it(42) =< aux(338)
it(43) =< aux(338)
s(240) =< aux(338)
it(36) =< aux(339)
it(37) =< aux(339)
it(38) =< aux(339)
it(39) =< aux(339)
it(40) =< aux(339)
it(41) =< aux(339)
it(42) =< aux(339)
it(43) =< aux(339)
s(240) =< aux(339)
it(33) =< aux(340)
it(34) =< aux(340)
it(38) =< aux(340)
s(263) =< aux(340)
it(33) =< aux(341)
it(34) =< aux(341)
it(35) =< aux(341)
it(38) =< aux(341)
it(39) =< aux(341)
it(40) =< aux(341)
it(41) =< aux(341)
it(42) =< aux(341)
it(43) =< aux(341)
it(41) =< aux(342)
it(41) =< aux(343)
s(276) =< aux(343)
it(33) =< aux(344)
it(34) =< aux(344)
it(35) =< aux(344)
it(36) =< aux(344)
it(38) =< aux(344)
it(39) =< aux(344)
it(40) =< aux(344)
it(41) =< aux(344)
it(42) =< aux(344)
it(43) =< aux(344)
s(228) =< aux(344)
it(33) =< aux(323)
it(34) =< aux(323)
it(35) =< aux(323)
it(36) =< aux(323)
it(37) =< aux(323)
it(38) =< aux(323)
it(43) =< aux(323)
s(228) =< aux(323)
aux(276) =< aux(346)
it(42) =< aux(346)
it(43) =< aux(346)
aux(276) =< aux(323)
aux(67) =< aux(54)-1/2
aux(82) =< aux(336)
aux(58) =< aux(54)
aux(78) =< aux(319)
aux(108) =< aux(54)-3/2
s(275) =< aux(276)*2
s(255) =< aux(250)*(4/5)
s(256) =< aux(250)*(2/5)
s(254) =< aux(77)
s(242) =< aux(62)*(2/5)
s(243) =< aux(62)*(1/5)
s(249) =< aux(62)*(1/2)
s(220) =< aux(62)*2
aux(109) =< it(33)*aux(108)
s(236) =< it(33)*aux(67)
s(238) =< it(33)*aux(82)
s(234) =< it(33)*aux(78)
s(221) =< aux(77)*(3/2)
aux(73) =< it(31)*aux(58)
s(215) =< it(31)*aux(58)
s(216) =< it(31)*aux(67)
s(218) =< it(31)*aux(336)
s(214) =< it(31)*aux(319)
s(230) =< aux(109)*(4/5)
s(231) =< aux(109)*(2/5)
aux(91) =< it(32)*aux(67)
s(229) =< it(32)*aux(82)
s(226) =< it(32)*aux(78)
s(209) =< aux(73)*(4/5)
s(210) =< aux(73)*(2/5)
s(222) =< aux(91)*(4/5)
s(223) =< aux(91)*(2/5)
s(264) =< s(275)
s(266) =< s(275)
s(265) =< aux(276)
s(266) =< aux(276)
s(265) =< s(250)
s(267) =< s(250)
s(267) =< aux(276)
s(267) =< s(213)
s(264) =< s(213)
s(256) =< s(250)
s(257) =< s(250)
s(256) =< aux(250)
s(257) =< aux(250)
s(257) =< s(213)
s(255) =< s(213)
s(242) =< s(220)
s(211) =< s(220)
s(248) =< aux(62)
s(243) =< aux(62)
s(211) =< aux(62)
s(248) =< s(249)
s(243) =< s(250)
s(245) =< s(250)
s(243) =< s(249)
s(245) =< s(249)
s(243) =< s(248)
s(245) =< s(248)
s(245) =< s(213)
s(242) =< s(213)
s(231) =< s(238)
s(232) =< s(238)
s(231) =< s(237)
s(232) =< s(237)
s(231) =< s(236)
s(232) =< s(236)
s(231) =< aux(109)
s(232) =< aux(109)
s(232) =< s(234)
s(230) =< s(234)
s(232) =< s(213)
s(230) =< s(213)
s(221) =< s(228)
s(223) =< s(229)
s(224) =< s(229)
s(223) =< s(228)
s(224) =< s(228)
s(223) =< aux(91)
s(224) =< aux(91)
s(224) =< s(226)
s(222) =< s(226)
s(224) =< s(225)
s(222) =< s(225)
s(209) =< s(220)
s(215) =< aux(62)
s(210) =< aux(62)
s(210) =< s(218)
s(212) =< s(218)
s(210) =< s(213)
s(212) =< s(213)
s(210) =< s(216)
s(212) =< s(216)
s(210) =< s(215)
s(212) =< s(215)
s(212) =< s(214)
s(209) =< s(214)
s(209) =< s(213)

  with precondition: [B=3,V_x_0>=2,V_x_0+2*V_y_0>=12,V_y_0+4*V_x_0>=20] 

* Chain [[31,32,33,34,35,36,37,38,39,40,41,42,43],46]: 2*it(31)+1*it(32)+1*it(33)+2*it(34)+1*it(35)+1*it(36)+1*it(37)+2*it(38)+2*it(39)+1*it(40)+2*it(41)+2*it(42)+1*it(43)+1*s(209)+1*s(210)+2*s(211)+1*s(212)+1*s(221)+1*s(222)+1*s(223)+1*s(224)+1*s(230)+1*s(231)+1*s(232)+1*s(239)+1*s(240)+1*s(241)+1*s(242)+1*s(243)+1*s(245)+1*s(254)+1*s(255)+1*s(256)+1*s(257)+1*s(263)+1*s(264)+1*s(265)+1*s(266)+1*s(267)+1*s(276)+1*s(277)+1*s(278)+1*s(301)+1*s(302)+1*s(303)+2*s(312)+1*s(313)+1*s(314)+1*s(316)+1*s(317)+1*s(319)+1*s(320)+1
  Such that:s(301) =< 1/2
aux(314) =< V_x_0+3/2*V_y_0
aux(316) =< 2*V_x_0+V_y_0
s(309) =< 2*V_x_0+11/3*V_y_0
aux(320) =< 3*V_x_0+3*V_y_0+4
s(308) =< 3*V_x_0+11/2*V_y_0
aux(331) =< 4*V_x_0+4*V_y_0
aux(325) =< 5*V_x_0+5*V_y_0
s(305) =< 6*V_x_0+11*V_y_0+10
aux(325) =< 9*V_x_0+9*V_y_0
s(303) =< 12*V_x_0+22*V_y_0+20
aux(317) =< 16*V_x_0+16*V_y_0
s(306) =< 18*V_x_0+28*V_y_0
s(306) =< 18*V_x_0+28*V_y_0+44
aux(339) =< 21*V_x_0+21*V_y_0
aux(347) =< 33*V_x_0+33*V_y_0
aux(319) =< V_x_0/2+V_y_0/2
aux(322) =< V_x_0/3+V_y_0/9
aux(324) =< V_x_0/3+4/9*V_y_0
aux(326) =< V_x_0/3+11/18*V_y_0
aux(54) =< V_x_0/4+V_y_0/2
aux(330) =< 2/3*V_x_0+5/9*V_y_0
aux(332) =< 2/3*V_x_0+11/9*V_y_0
aux(334) =< 2/7*V_x_0+3/7*V_y_0
aux(336) =< 3/2*V_x_0+V_y_0/2
aux(338) =< 3/4*V_x_0+V_y_0/2
aux(340) =< 3/7*V_x_0+V_y_0/7
aux(342) =< 3/11*V_x_0+V_y_0/11
aux(344) =< 5/3*V_x_0+5/9*V_y_0
aux(346) =< 9/11*V_x_0+14/11*V_y_0
aux(339) =< 21/2*V_x_0+21/2*V_y_0
aux(337) =< 27/2*V_x_0+27/2*V_y_0
aux(437) =< 3*V_x_0+3*V_y_0
aux(438) =< 6*V_x_0+11*V_y_0
aux(439) =< 7*V_x_0+7*V_y_0
aux(440) =< 12*V_x_0+22*V_y_0
aux(441) =< 27*V_x_0+27*V_y_0
aux(442) =< 35*V_x_0+35*V_y_0
aux(320) =< aux(437)
aux(327) =< aux(437)
aux(347) =< aux(437)
s(308) =< aux(438)
aux(315) =< aux(439)
s(302) =< aux(440)
aux(327) =< aux(441)
aux(315) =< aux(442)
s(303) =< aux(440)
s(312) =< s(309)
s(313) =< aux(438)
s(314) =< aux(438)
s(315) =< aux(438)
s(316) =< aux(438)
s(315) =< s(308)
s(314) =< s(306)
s(317) =< s(306)
s(314) =< s(315)
s(317) =< s(315)
s(314) =< s(308)
s(317) =< s(308)
s(317) =< aux(327)
s(302) =< aux(327)
s(302) =< s(315)
s(318) =< s(305)
s(313) =< s(305)
s(319) =< s(305)
s(318) =< s(308)
s(313) =< s(306)
s(320) =< s(306)
s(313) =< s(318)
s(320) =< s(318)
s(313) =< s(308)
s(320) =< s(308)
s(320) =< aux(327)
s(303) =< aux(327)
s(303) =< s(318)
it(34) =< aux(314)
it(38) =< aux(314)
it(39) =< aux(314)
it(40) =< aux(314)
it(41) =< aux(314)
it(42) =< aux(314)
it(43) =< aux(314)
s(237) =< aux(314)
it(34) =< aux(315)
it(35) =< aux(315)
it(38) =< aux(315)
it(39) =< aux(315)
it(40) =< aux(315)
it(41) =< aux(315)
it(42) =< aux(315)
it(43) =< aux(315)
s(237) =< aux(315)
it(38) =< aux(316)
it(39) =< aux(316)
it(40) =< aux(316)
it(41) =< aux(316)
it(42) =< aux(316)
it(43) =< aux(316)
s(239) =< aux(316)
it(35) =< aux(317)
it(36) =< aux(317)
it(37) =< aux(317)
it(38) =< aux(317)
it(39) =< aux(317)
it(40) =< aux(317)
it(41) =< aux(317)
it(42) =< aux(317)
it(43) =< aux(317)
s(239) =< aux(317)
it(32) =< aux(319)
it(33) =< aux(319)
it(34) =< aux(319)
it(35) =< aux(319)
it(38) =< aux(319)
it(39) =< aux(319)
it(40) =< aux(319)
it(41) =< aux(319)
it(42) =< aux(319)
it(43) =< aux(319)
s(213) =< aux(319)
it(32) =< aux(320)
it(33) =< aux(320)
it(34) =< aux(320)
it(35) =< aux(320)
it(38) =< aux(320)
it(39) =< aux(320)
it(40) =< aux(320)
it(41) =< aux(320)
it(42) =< aux(320)
it(43) =< aux(320)
s(213) =< aux(320)
aux(77) =< aux(322)
it(31) =< aux(322)
it(32) =< aux(322)
it(39) =< aux(322)
it(40) =< aux(322)
it(42) =< aux(322)
s(263) =< aux(322)
aux(77) =< aux(437)
it(31) =< aux(437)
it(32) =< aux(437)
it(39) =< aux(437)
it(40) =< aux(437)
it(41) =< aux(437)
it(42) =< aux(437)
it(43) =< aux(324)
s(277) =< aux(324)
it(43) =< aux(325)
s(277) =< aux(325)
aux(250) =< aux(326)
it(41) =< aux(326)
it(42) =< aux(326)
it(43) =< aux(326)
aux(250) =< aux(327)
it(41) =< aux(327)
it(42) =< aux(327)
it(43) =< aux(327)
it(33) =< aux(330)
it(34) =< aux(330)
it(35) =< aux(330)
it(38) =< aux(330)
it(39) =< aux(330)
it(40) =< aux(330)
it(41) =< aux(330)
it(42) =< aux(330)
it(43) =< aux(330)
s(225) =< aux(330)
it(33) =< aux(331)
it(34) =< aux(331)
it(35) =< aux(331)
it(38) =< aux(331)
it(39) =< aux(331)
it(40) =< aux(331)
it(41) =< aux(331)
it(42) =< aux(331)
it(43) =< aux(331)
s(225) =< aux(331)
aux(62) =< aux(332)
it(32) =< aux(332)
it(33) =< aux(332)
it(34) =< aux(332)
it(35) =< aux(332)
it(38) =< aux(332)
it(39) =< aux(332)
it(40) =< aux(332)
it(41) =< aux(332)
it(42) =< aux(332)
it(43) =< aux(332)
aux(62) =< aux(327)
it(32) =< aux(327)
it(33) =< aux(327)
it(34) =< aux(327)
it(35) =< aux(327)
it(38) =< aux(327)
it(39) =< aux(327)
it(40) =< aux(327)
it(38) =< aux(334)
it(39) =< aux(334)
it(40) =< aux(334)
it(41) =< aux(334)
it(42) =< aux(334)
it(43) =< aux(334)
s(239) =< aux(334)
s(240) =< aux(334)
s(241) =< aux(334)
s(239) =< aux(315)
s(241) =< aux(315)
it(40) =< aux(336)
it(41) =< aux(336)
it(42) =< aux(336)
it(43) =< aux(336)
s(250) =< aux(336)
it(40) =< aux(337)
it(41) =< aux(337)
it(42) =< aux(337)
it(43) =< aux(337)
s(250) =< aux(337)
it(38) =< aux(338)
it(39) =< aux(338)
it(40) =< aux(338)
it(41) =< aux(338)
it(42) =< aux(338)
it(43) =< aux(338)
s(240) =< aux(338)
it(36) =< aux(339)
it(37) =< aux(339)
it(38) =< aux(339)
it(39) =< aux(339)
it(40) =< aux(339)
it(41) =< aux(339)
it(42) =< aux(339)
it(43) =< aux(339)
s(240) =< aux(339)
it(33) =< aux(340)
it(34) =< aux(340)
it(38) =< aux(340)
s(263) =< aux(340)
it(33) =< aux(441)
it(34) =< aux(441)
it(35) =< aux(441)
it(38) =< aux(441)
it(39) =< aux(441)
it(40) =< aux(441)
it(41) =< aux(441)
it(42) =< aux(441)
it(43) =< aux(441)
it(41) =< aux(342)
s(276) =< aux(441)
it(33) =< aux(344)
it(34) =< aux(344)
it(35) =< aux(344)
it(36) =< aux(344)
it(38) =< aux(344)
it(39) =< aux(344)
it(40) =< aux(344)
it(41) =< aux(344)
it(42) =< aux(344)
it(43) =< aux(344)
s(228) =< aux(344)
it(33) =< aux(437)
it(34) =< aux(437)
it(35) =< aux(437)
it(36) =< aux(437)
it(37) =< aux(437)
it(38) =< aux(437)
it(43) =< aux(437)
s(228) =< aux(437)
aux(276) =< aux(346)
it(42) =< aux(346)
it(43) =< aux(346)
aux(276) =< aux(347)
it(42) =< aux(347)
it(43) =< aux(347)
aux(67) =< aux(54)-1/2
aux(82) =< aux(336)
aux(58) =< aux(54)
aux(78) =< aux(319)
aux(108) =< aux(54)-3/2
s(275) =< aux(276)*2
s(255) =< aux(250)*(4/5)
s(256) =< aux(250)*(2/5)
s(254) =< aux(77)
s(242) =< aux(62)*(2/5)
s(243) =< aux(62)*(1/5)
s(249) =< aux(62)*(1/2)
s(220) =< aux(62)*2
aux(109) =< it(33)*aux(108)
s(236) =< it(33)*aux(67)
s(238) =< it(33)*aux(82)
s(234) =< it(33)*aux(78)
s(221) =< aux(77)*(3/2)
aux(73) =< it(31)*aux(58)
s(215) =< it(31)*aux(58)
s(216) =< it(31)*aux(67)
s(218) =< it(31)*aux(336)
s(214) =< it(31)*aux(319)
s(230) =< aux(109)*(4/5)
s(231) =< aux(109)*(2/5)
aux(91) =< it(32)*aux(67)
s(229) =< it(32)*aux(82)
s(226) =< it(32)*aux(78)
s(209) =< aux(73)*(4/5)
s(210) =< aux(73)*(2/5)
s(222) =< aux(91)*(4/5)
s(223) =< aux(91)*(2/5)
s(264) =< s(275)
s(266) =< s(275)
s(265) =< aux(276)
s(266) =< aux(276)
s(265) =< s(250)
s(267) =< s(250)
s(267) =< aux(276)
s(267) =< s(213)
s(264) =< s(213)
s(256) =< s(250)
s(257) =< s(250)
s(256) =< aux(250)
s(257) =< aux(250)
s(257) =< s(213)
s(255) =< s(213)
s(242) =< s(220)
s(211) =< s(220)
s(248) =< aux(62)
s(243) =< aux(62)
s(211) =< aux(62)
s(248) =< s(249)
s(243) =< s(250)
s(245) =< s(250)
s(243) =< s(249)
s(245) =< s(249)
s(243) =< s(248)
s(245) =< s(248)
s(245) =< s(213)
s(242) =< s(213)
s(231) =< s(238)
s(232) =< s(238)
s(231) =< s(237)
s(232) =< s(237)
s(231) =< s(236)
s(232) =< s(236)
s(231) =< aux(109)
s(232) =< aux(109)
s(232) =< s(234)
s(230) =< s(234)
s(232) =< s(213)
s(230) =< s(213)
s(221) =< s(228)
s(223) =< s(229)
s(224) =< s(229)
s(223) =< s(228)
s(224) =< s(228)
s(223) =< aux(91)
s(224) =< aux(91)
s(224) =< s(226)
s(222) =< s(226)
s(224) =< s(225)
s(222) =< s(225)
s(209) =< s(220)
s(215) =< aux(62)
s(210) =< aux(62)
s(210) =< s(218)
s(212) =< s(218)
s(210) =< s(213)
s(212) =< s(213)
s(210) =< s(216)
s(212) =< s(216)
s(210) =< s(215)
s(212) =< s(215)
s(212) =< s(214)
s(209) =< s(214)
s(209) =< s(213)

  with precondition: [B=3,V_x_0>=2,V_x_0+2*V_y_0>=14,V_y_0+4*V_x_0>=21] 

* Chain [[31,32,33,34,35,36,37,38,39,40,41,42,43],45]: 2*it(31)+1*it(32)+1*it(33)+2*it(34)+1*it(35)+1*it(36)+1*it(37)+2*it(38)+2*it(39)+1*it(40)+2*it(41)+2*it(42)+1*it(43)+1*s(209)+1*s(210)+2*s(211)+1*s(212)+1*s(221)+1*s(222)+1*s(223)+1*s(224)+1*s(230)+1*s(231)+1*s(232)+1*s(239)+1*s(240)+1*s(241)+1*s(242)+1*s(243)+1*s(245)+1*s(254)+1*s(255)+1*s(256)+1*s(257)+1*s(263)+1*s(264)+1*s(265)+1*s(266)+1*s(267)+1*s(276)+1*s(277)+1*s(278)+1*s(321)+2*s(329)+2*s(330)+2*s(332)+2*s(333)+1
  Such that:s(321) =< 1/2
aux(314) =< V_x_0+3/2*V_y_0
aux(325) =< 3*V_x_0+4*V_y_0
s(326) =< 3*V_x_0+11/2*V_y_0
aux(339) =< 6*V_x_0+4*V_y_0
aux(331) =< 6*V_x_0+5*V_y_0
aux(325) =< 6*V_x_0+8*V_y_0
aux(347) =< 9*V_x_0+14*V_y_0
aux(317) =< 12*V_x_0+6*V_y_0
aux(331) =< 12*V_x_0+10*V_y_0
aux(347) =< 18*V_x_0+28*V_y_0
aux(319) =< V_x_0/2+V_y_0/2
aux(322) =< V_x_0/3+V_y_0/9
aux(324) =< V_x_0/3+4/9*V_y_0
aux(326) =< V_x_0/3+11/18*V_y_0
aux(54) =< V_x_0/4+V_y_0/2
aux(330) =< 2/3*V_x_0+5/9*V_y_0
aux(332) =< 2/3*V_x_0+11/9*V_y_0
aux(334) =< 2/7*V_x_0+3/7*V_y_0
aux(336) =< 3/2*V_x_0+V_y_0/2
aux(320) =< 3/2*V_x_0+3/2*V_y_0
aux(338) =< 3/4*V_x_0+V_y_0/2
aux(340) =< 3/7*V_x_0+V_y_0/7
aux(342) =< 3/11*V_x_0+V_y_0/11
aux(344) =< 5/3*V_x_0+5/9*V_y_0
aux(346) =< 9/11*V_x_0+14/11*V_y_0
aux(337) =< 27/2*V_x_0+27/2*V_y_0
aux(337) =< 33/2*V_x_0+33/2*V_y_0
aux(443) =< 2*V_x_0+V_y_0
aux(444) =< 3*V_x_0+2*V_y_0
aux(445) =< 3*V_x_0+3*V_y_0
aux(446) =< 6*V_x_0+9*V_y_0
aux(447) =< 6*V_x_0+11*V_y_0
aux(448) =< 12*V_x_0+18*V_y_0
aux(449) =< 12*V_x_0+22*V_y_0
aux(450) =< 27*V_x_0+27*V_y_0
aux(451) =< 33*V_x_0+33*V_y_0
aux(317) =< aux(443)
s(328) =< aux(443)
aux(339) =< aux(444)
s(328) =< aux(444)
aux(320) =< aux(445)
aux(323) =< aux(445)
aux(333) =< aux(445)
aux(315) =< aux(446)
s(323) =< aux(446)
s(326) =< aux(446)
aux(327) =< aux(447)
s(323) =< aux(447)
aux(315) =< aux(448)
s(322) =< aux(448)
aux(327) =< aux(449)
s(322) =< aux(449)
aux(333) =< aux(450)
aux(341) =< aux(450)
aux(323) =< aux(451)
aux(341) =< aux(451)
s(329) =< s(322)
s(330) =< s(323)
s(331) =< s(323)
s(332) =< s(323)
s(331) =< s(326)
s(330) =< aux(327)
s(333) =< aux(327)
s(330) =< s(331)
s(333) =< s(331)
s(330) =< s(326)
s(333) =< s(326)
s(333) =< s(328)
s(329) =< s(328)
s(329) =< s(331)
it(34) =< aux(314)
it(38) =< aux(314)
it(39) =< aux(314)
it(40) =< aux(314)
it(41) =< aux(314)
it(42) =< aux(314)
it(43) =< aux(314)
s(237) =< aux(314)
it(34) =< aux(315)
it(35) =< aux(315)
it(38) =< aux(315)
it(39) =< aux(315)
it(40) =< aux(315)
it(41) =< aux(315)
it(42) =< aux(315)
it(43) =< aux(315)
s(237) =< aux(315)
it(38) =< aux(443)
it(39) =< aux(443)
it(40) =< aux(443)
it(41) =< aux(443)
it(42) =< aux(443)
it(43) =< aux(443)
s(239) =< aux(443)
it(35) =< aux(317)
it(36) =< aux(317)
it(37) =< aux(317)
it(38) =< aux(317)
it(39) =< aux(317)
it(40) =< aux(317)
it(41) =< aux(317)
it(42) =< aux(317)
it(43) =< aux(317)
s(239) =< aux(317)
it(32) =< aux(319)
it(33) =< aux(319)
it(34) =< aux(319)
it(35) =< aux(319)
it(38) =< aux(319)
it(39) =< aux(319)
it(40) =< aux(319)
it(41) =< aux(319)
it(42) =< aux(319)
it(43) =< aux(319)
s(213) =< aux(319)
it(32) =< aux(320)
it(33) =< aux(320)
it(34) =< aux(320)
it(35) =< aux(320)
it(38) =< aux(320)
it(39) =< aux(320)
it(40) =< aux(320)
it(41) =< aux(320)
it(42) =< aux(320)
it(43) =< aux(320)
s(213) =< aux(320)
aux(77) =< aux(322)
it(31) =< aux(322)
it(32) =< aux(322)
it(39) =< aux(322)
it(40) =< aux(322)
it(42) =< aux(322)
s(263) =< aux(322)
aux(77) =< aux(323)
it(31) =< aux(323)
it(32) =< aux(323)
it(39) =< aux(323)
it(40) =< aux(323)
it(41) =< aux(323)
it(42) =< aux(323)
it(43) =< aux(324)
s(277) =< aux(324)
it(43) =< aux(325)
s(277) =< aux(325)
aux(250) =< aux(326)
it(41) =< aux(326)
it(42) =< aux(326)
it(43) =< aux(326)
aux(250) =< aux(327)
it(41) =< aux(327)
it(42) =< aux(327)
it(43) =< aux(327)
it(33) =< aux(330)
it(34) =< aux(330)
it(35) =< aux(330)
it(38) =< aux(330)
it(39) =< aux(330)
it(40) =< aux(330)
it(41) =< aux(330)
it(42) =< aux(330)
it(43) =< aux(330)
s(225) =< aux(330)
it(33) =< aux(331)
it(34) =< aux(331)
it(35) =< aux(331)
it(38) =< aux(331)
it(39) =< aux(331)
it(40) =< aux(331)
it(41) =< aux(331)
it(42) =< aux(331)
it(43) =< aux(331)
s(225) =< aux(331)
aux(62) =< aux(332)
it(32) =< aux(332)
it(33) =< aux(332)
it(34) =< aux(332)
it(35) =< aux(332)
it(38) =< aux(332)
it(39) =< aux(332)
it(40) =< aux(332)
it(41) =< aux(332)
it(42) =< aux(332)
it(43) =< aux(332)
aux(62) =< aux(333)
it(32) =< aux(333)
it(33) =< aux(333)
it(34) =< aux(333)
it(35) =< aux(333)
it(38) =< aux(333)
it(39) =< aux(333)
it(40) =< aux(333)
it(41) =< aux(333)
it(42) =< aux(333)
it(43) =< aux(333)
it(38) =< aux(334)
it(39) =< aux(334)
it(40) =< aux(334)
it(41) =< aux(334)
it(42) =< aux(334)
it(43) =< aux(334)
s(239) =< aux(334)
s(240) =< aux(334)
s(241) =< aux(334)
s(239) =< aux(315)
s(241) =< aux(315)
it(40) =< aux(336)
it(41) =< aux(336)
it(42) =< aux(336)
it(43) =< aux(336)
s(250) =< aux(336)
it(40) =< aux(337)
it(41) =< aux(337)
it(42) =< aux(337)
it(43) =< aux(337)
s(250) =< aux(337)
it(38) =< aux(338)
it(39) =< aux(338)
it(40) =< aux(338)
it(41) =< aux(338)
it(42) =< aux(338)
it(43) =< aux(338)
s(240) =< aux(338)
it(36) =< aux(339)
it(37) =< aux(339)
it(38) =< aux(339)
it(39) =< aux(339)
it(40) =< aux(339)
it(41) =< aux(339)
it(42) =< aux(339)
it(43) =< aux(339)
s(240) =< aux(339)
it(33) =< aux(340)
it(34) =< aux(340)
it(38) =< aux(340)
s(263) =< aux(340)
it(33) =< aux(341)
it(34) =< aux(341)
it(35) =< aux(341)
it(38) =< aux(341)
it(39) =< aux(341)
it(40) =< aux(341)
it(41) =< aux(341)
it(42) =< aux(341)
it(43) =< aux(341)
it(41) =< aux(342)
s(276) =< aux(333)
it(33) =< aux(344)
it(34) =< aux(344)
it(35) =< aux(344)
it(36) =< aux(344)
it(38) =< aux(344)
it(39) =< aux(344)
it(40) =< aux(344)
it(41) =< aux(344)
it(42) =< aux(344)
it(43) =< aux(344)
s(228) =< aux(344)
it(33) =< aux(323)
it(34) =< aux(323)
it(35) =< aux(323)
it(36) =< aux(323)
it(37) =< aux(323)
it(38) =< aux(323)
it(43) =< aux(323)
s(228) =< aux(323)
aux(276) =< aux(346)
it(42) =< aux(346)
it(43) =< aux(346)
aux(276) =< aux(347)
it(42) =< aux(347)
it(43) =< aux(347)
aux(67) =< aux(54)-1/2
aux(82) =< aux(336)
aux(58) =< aux(54)
aux(78) =< aux(319)
aux(108) =< aux(54)-3/2
s(275) =< aux(276)*2
s(255) =< aux(250)*(4/5)
s(256) =< aux(250)*(2/5)
s(254) =< aux(77)
s(242) =< aux(62)*(2/5)
s(243) =< aux(62)*(1/5)
s(249) =< aux(62)*(1/2)
s(220) =< aux(62)*2
aux(109) =< it(33)*aux(108)
s(236) =< it(33)*aux(67)
s(238) =< it(33)*aux(82)
s(234) =< it(33)*aux(78)
s(221) =< aux(77)*(3/2)
aux(73) =< it(31)*aux(58)
s(215) =< it(31)*aux(58)
s(216) =< it(31)*aux(67)
s(218) =< it(31)*aux(336)
s(214) =< it(31)*aux(319)
s(230) =< aux(109)*(4/5)
s(231) =< aux(109)*(2/5)
aux(91) =< it(32)*aux(67)
s(229) =< it(32)*aux(82)
s(226) =< it(32)*aux(78)
s(209) =< aux(73)*(4/5)
s(210) =< aux(73)*(2/5)
s(222) =< aux(91)*(4/5)
s(223) =< aux(91)*(2/5)
s(264) =< s(275)
s(266) =< s(275)
s(265) =< aux(276)
s(266) =< aux(276)
s(265) =< s(250)
s(267) =< s(250)
s(267) =< aux(276)
s(267) =< s(213)
s(264) =< s(213)
s(256) =< s(250)
s(257) =< s(250)
s(256) =< aux(250)
s(257) =< aux(250)
s(257) =< s(213)
s(255) =< s(213)
s(242) =< s(220)
s(211) =< s(220)
s(248) =< aux(62)
s(243) =< aux(62)
s(211) =< aux(62)
s(248) =< s(249)
s(243) =< s(250)
s(245) =< s(250)
s(243) =< s(249)
s(245) =< s(249)
s(243) =< s(248)
s(245) =< s(248)
s(245) =< s(213)
s(242) =< s(213)
s(231) =< s(238)
s(232) =< s(238)
s(231) =< s(237)
s(232) =< s(237)
s(231) =< s(236)
s(232) =< s(236)
s(231) =< aux(109)
s(232) =< aux(109)
s(232) =< s(234)
s(230) =< s(234)
s(232) =< s(213)
s(230) =< s(213)
s(221) =< s(228)
s(223) =< s(229)
s(224) =< s(229)
s(223) =< s(228)
s(224) =< s(228)
s(223) =< aux(91)
s(224) =< aux(91)
s(224) =< s(226)
s(222) =< s(226)
s(224) =< s(225)
s(222) =< s(225)
s(209) =< s(220)
s(215) =< aux(62)
s(210) =< aux(62)
s(210) =< s(218)
s(212) =< s(218)
s(210) =< s(213)
s(212) =< s(213)
s(210) =< s(216)
s(212) =< s(216)
s(210) =< s(215)
s(212) =< s(215)
s(212) =< s(214)
s(209) =< s(214)
s(209) =< s(213)

  with precondition: [B=3,V_x_0>=2,V_x_0+2*V_y_0>=18,V_y_0+4*V_x_0>=23] 

* Chain [[31,32,33,34,35,36,37,38,39,40,41,42,43],44]: 2*it(31)+1*it(32)+1*it(33)+2*it(34)+1*it(35)+1*it(36)+1*it(37)+2*it(38)+2*it(39)+1*it(40)+2*it(41)+2*it(42)+1*it(43)+1*s(209)+1*s(210)+2*s(211)+1*s(212)+1*s(221)+1*s(222)+1*s(223)+1*s(224)+1*s(230)+1*s(231)+1*s(232)+1*s(239)+1*s(240)+1*s(241)+1*s(242)+1*s(243)+1*s(245)+1*s(254)+1*s(255)+1*s(256)+1*s(257)+1*s(263)+1*s(264)+1*s(265)+1*s(266)+1*s(267)+1*s(276)+1*s(277)+1*s(278)+0
  Such that:aux(314) =< V_x_0+3/2*V_y_0
aux(315) =< V_x_0+3/2*V_y_0-H-3/2*K
aux(316) =< 2*V_x_0+V_y_0
aux(317) =< 2*V_x_0+V_y_0-2*H-K
aux(319) =< V_x_0/2+V_y_0/2
aux(320) =< V_x_0/2+V_y_0/2-H/2-K/2
aux(322) =< V_x_0/3+V_y_0/9
aux(323) =< V_x_0/3+V_y_0/9-H/3-K/9
aux(324) =< V_x_0/3+4/9*V_y_0
aux(325) =< V_x_0/3+4/9*V_y_0-H/3-4/9*K
aux(326) =< V_x_0/3+11/18*V_y_0
aux(327) =< V_x_0/3+11/18*V_y_0-H/3-11/18*K
aux(54) =< V_x_0/4+V_y_0/2
aux(330) =< 2/3*V_x_0+5/9*V_y_0
aux(331) =< 2/3*V_x_0+5/9*V_y_0-2/3*H-5/9*K
aux(332) =< 2/3*V_x_0+11/9*V_y_0
aux(333) =< 2/3*V_x_0+11/9*V_y_0-2/3*H-11/9*K
aux(334) =< 2/7*V_x_0+3/7*V_y_0
aux(335) =< 2/7*V_x_0+3/7*V_y_0-2/7*H-3/7*K
aux(336) =< 3/2*V_x_0+V_y_0/2
aux(337) =< 3/2*V_x_0+V_y_0/2-3/2*H-K/2
aux(338) =< 3/4*V_x_0+V_y_0/2
aux(339) =< 3/4*V_x_0+V_y_0/2-3/4*H-K/2
aux(340) =< 3/7*V_x_0+V_y_0/7
aux(341) =< 3/7*V_x_0+V_y_0/7-3/7*H-K/7
aux(342) =< 3/11*V_x_0+V_y_0/11
aux(343) =< 3/11*V_x_0+V_y_0/11-3/11*H-K/11
aux(344) =< 5/3*V_x_0+5/9*V_y_0
aux(345) =< 5/3*V_x_0+5/9*V_y_0-5/3*H-5/9*K
aux(346) =< 9/11*V_x_0+14/11*V_y_0
aux(347) =< 9/11*V_x_0+14/11*V_y_0-9/11*H-14/11*K
it(34) =< aux(314)
it(38) =< aux(314)
it(39) =< aux(314)
it(40) =< aux(314)
it(41) =< aux(314)
it(42) =< aux(314)
it(43) =< aux(314)
s(237) =< aux(314)
it(34) =< aux(315)
it(35) =< aux(315)
it(38) =< aux(315)
it(39) =< aux(315)
it(40) =< aux(315)
it(41) =< aux(315)
it(42) =< aux(315)
it(43) =< aux(315)
s(237) =< aux(315)
it(38) =< aux(316)
it(39) =< aux(316)
it(40) =< aux(316)
it(41) =< aux(316)
it(42) =< aux(316)
it(43) =< aux(316)
s(239) =< aux(316)
it(35) =< aux(317)
it(36) =< aux(317)
it(37) =< aux(317)
it(38) =< aux(317)
it(39) =< aux(317)
it(40) =< aux(317)
it(41) =< aux(317)
it(42) =< aux(317)
it(43) =< aux(317)
s(239) =< aux(317)
it(32) =< aux(319)
it(33) =< aux(319)
it(34) =< aux(319)
it(35) =< aux(319)
it(38) =< aux(319)
it(39) =< aux(319)
it(40) =< aux(319)
it(41) =< aux(319)
it(42) =< aux(319)
it(43) =< aux(319)
s(213) =< aux(319)
it(32) =< aux(320)
it(33) =< aux(320)
it(34) =< aux(320)
it(35) =< aux(320)
it(38) =< aux(320)
it(39) =< aux(320)
it(40) =< aux(320)
it(41) =< aux(320)
it(42) =< aux(320)
it(43) =< aux(320)
s(213) =< aux(320)
aux(77) =< aux(322)
it(31) =< aux(322)
it(32) =< aux(322)
it(39) =< aux(322)
it(40) =< aux(322)
it(42) =< aux(322)
s(263) =< aux(322)
aux(77) =< aux(323)
it(31) =< aux(323)
it(32) =< aux(323)
it(39) =< aux(323)
it(40) =< aux(323)
it(41) =< aux(323)
it(42) =< aux(323)
it(43) =< aux(324)
s(277) =< aux(324)
it(43) =< aux(325)
s(277) =< aux(325)
aux(250) =< aux(326)
it(41) =< aux(326)
it(42) =< aux(326)
it(43) =< aux(326)
aux(250) =< aux(327)
it(41) =< aux(327)
it(42) =< aux(327)
it(43) =< aux(327)
it(33) =< aux(330)
it(34) =< aux(330)
it(35) =< aux(330)
it(38) =< aux(330)
it(39) =< aux(330)
it(40) =< aux(330)
it(41) =< aux(330)
it(42) =< aux(330)
it(43) =< aux(330)
s(225) =< aux(330)
it(33) =< aux(331)
it(34) =< aux(331)
it(35) =< aux(331)
it(38) =< aux(331)
it(39) =< aux(331)
it(40) =< aux(331)
it(41) =< aux(331)
it(42) =< aux(331)
it(43) =< aux(331)
s(225) =< aux(331)
aux(62) =< aux(332)
it(32) =< aux(332)
it(33) =< aux(332)
it(34) =< aux(332)
it(35) =< aux(332)
it(38) =< aux(332)
it(39) =< aux(332)
it(40) =< aux(332)
it(41) =< aux(332)
it(42) =< aux(332)
it(43) =< aux(332)
aux(62) =< aux(333)
it(32) =< aux(333)
it(33) =< aux(333)
it(34) =< aux(333)
it(35) =< aux(333)
it(38) =< aux(333)
it(39) =< aux(333)
it(40) =< aux(333)
it(41) =< aux(333)
it(42) =< aux(333)
it(43) =< aux(333)
it(38) =< aux(334)
it(39) =< aux(334)
it(40) =< aux(334)
it(41) =< aux(334)
it(42) =< aux(334)
it(43) =< aux(334)
s(239) =< aux(334)
s(240) =< aux(334)
s(241) =< aux(334)
it(35) =< aux(335)
it(38) =< aux(335)
it(39) =< aux(335)
it(40) =< aux(335)
it(41) =< aux(335)
it(42) =< aux(335)
it(43) =< aux(335)
s(239) =< aux(335)
s(241) =< aux(335)
it(40) =< aux(336)
it(41) =< aux(336)
it(42) =< aux(336)
it(43) =< aux(336)
s(250) =< aux(336)
it(40) =< aux(337)
it(41) =< aux(337)
it(42) =< aux(337)
it(43) =< aux(337)
s(250) =< aux(337)
it(38) =< aux(338)
it(39) =< aux(338)
it(40) =< aux(338)
it(41) =< aux(338)
it(42) =< aux(338)
it(43) =< aux(338)
s(240) =< aux(338)
it(36) =< aux(339)
it(37) =< aux(339)
it(38) =< aux(339)
it(39) =< aux(339)
it(40) =< aux(339)
it(41) =< aux(339)
it(42) =< aux(339)
it(43) =< aux(339)
s(240) =< aux(339)
it(33) =< aux(340)
it(34) =< aux(340)
it(38) =< aux(340)
s(263) =< aux(340)
it(33) =< aux(341)
it(34) =< aux(341)
it(35) =< aux(341)
it(38) =< aux(341)
it(39) =< aux(341)
it(40) =< aux(341)
it(41) =< aux(341)
it(42) =< aux(341)
it(43) =< aux(341)
it(41) =< aux(342)
it(41) =< aux(343)
s(276) =< aux(343)
it(33) =< aux(344)
it(34) =< aux(344)
it(35) =< aux(344)
it(36) =< aux(344)
it(38) =< aux(344)
it(39) =< aux(344)
it(40) =< aux(344)
it(41) =< aux(344)
it(42) =< aux(344)
it(43) =< aux(344)
s(228) =< aux(344)
it(33) =< aux(345)
it(34) =< aux(345)
it(35) =< aux(345)
it(36) =< aux(345)
it(37) =< aux(345)
it(38) =< aux(345)
it(39) =< aux(345)
it(40) =< aux(345)
it(41) =< aux(345)
it(42) =< aux(345)
it(43) =< aux(345)
s(228) =< aux(345)
aux(276) =< aux(346)
it(42) =< aux(346)
it(43) =< aux(346)
aux(276) =< aux(347)
it(42) =< aux(347)
it(43) =< aux(347)
aux(67) =< aux(54)-1/2
aux(82) =< aux(336)
aux(58) =< aux(54)
aux(78) =< aux(319)
aux(108) =< aux(54)-3/2
s(275) =< aux(276)*2
s(255) =< aux(250)*(4/5)
s(256) =< aux(250)*(2/5)
s(254) =< aux(77)
s(242) =< aux(62)*(2/5)
s(243) =< aux(62)*(1/5)
s(249) =< aux(62)*(1/2)
s(220) =< aux(62)*2
aux(109) =< it(33)*aux(108)
s(236) =< it(33)*aux(67)
s(238) =< it(33)*aux(82)
s(234) =< it(33)*aux(78)
s(221) =< aux(77)*(3/2)
aux(73) =< it(31)*aux(58)
s(215) =< it(31)*aux(58)
s(216) =< it(31)*aux(67)
s(218) =< it(31)*aux(336)
s(214) =< it(31)*aux(319)
s(230) =< aux(109)*(4/5)
s(231) =< aux(109)*(2/5)
aux(91) =< it(32)*aux(67)
s(229) =< it(32)*aux(82)
s(226) =< it(32)*aux(78)
s(209) =< aux(73)*(4/5)
s(210) =< aux(73)*(2/5)
s(222) =< aux(91)*(4/5)
s(223) =< aux(91)*(2/5)
s(264) =< s(275)
s(266) =< s(275)
s(265) =< aux(276)
s(266) =< aux(276)
s(265) =< s(250)
s(267) =< s(250)
s(267) =< aux(276)
s(267) =< s(213)
s(264) =< s(213)
s(256) =< s(250)
s(257) =< s(250)
s(256) =< aux(250)
s(257) =< aux(250)
s(257) =< s(213)
s(255) =< s(213)
s(242) =< s(220)
s(211) =< s(220)
s(248) =< aux(62)
s(243) =< aux(62)
s(211) =< aux(62)
s(248) =< s(249)
s(243) =< s(250)
s(245) =< s(250)
s(243) =< s(249)
s(245) =< s(249)
s(243) =< s(248)
s(245) =< s(248)
s(245) =< s(213)
s(242) =< s(213)
s(231) =< s(238)
s(232) =< s(238)
s(231) =< s(237)
s(232) =< s(237)
s(231) =< s(236)
s(232) =< s(236)
s(231) =< aux(109)
s(232) =< aux(109)
s(232) =< s(234)
s(230) =< s(234)
s(232) =< s(213)
s(230) =< s(213)
s(221) =< s(228)
s(223) =< s(229)
s(224) =< s(229)
s(223) =< s(228)
s(224) =< s(228)
s(223) =< aux(91)
s(224) =< aux(91)
s(224) =< s(226)
s(222) =< s(226)
s(224) =< s(225)
s(222) =< s(225)
s(209) =< s(220)
s(215) =< aux(62)
s(210) =< aux(62)
s(210) =< s(218)
s(212) =< s(218)
s(210) =< s(213)
s(212) =< s(213)
s(210) =< s(216)
s(212) =< s(216)
s(210) =< s(215)
s(212) =< s(215)
s(212) =< s(214)
s(209) =< s(214)
s(209) =< s(213)

  with precondition: [B=5,E=H,E+1=I,F=K,E+F=L,1>=E,V_x_0>=2,E>=0,V_y_0+5*V_x_0>=5*E+F+9,V_x_0+2*V_y_0>=2*F+E] 

* Chain [53]: 1*s(68)+0
  Such that:s(68) =< 1

  with precondition: [V_y_0=3,B=3,V_x_0>=2] 

* Chain [52]: 0
  with precondition: [B=3] 

* Chain [51]: 1*s(279)+0
  Such that:s(279) =< V_y_0/2

  with precondition: [B=3,3>=V_y_0,V_x_0>=2,V_y_0>=1] 

* Chain [50]: 0
  with precondition: [B=3,V_x_0>=2] 

* Chain [49]: 0
  with precondition: [B=3,V_x_0>=2,V_y_0>=1] 

* Chain [48]: 1*s(280)+1*s(282)+1*s(283)+2*s(289)+2*s(290)+1*s(291)+1*s(292)+3*s(293)+1
  Such that:s(288) =< V_x_0/2+V_y_0/2
s(284) =< 3/2*V_x_0+V_y_0/2
s(281) =< V_y_0
s(280) =< 2*V_y_0
s(286) =< V_y_0/2
s(282) =< V_y_0/3
s(283) =< V_y_0/3+2/3
s(287) =< V_y_0/5
s(285) =< 2/5*V_y_0
s(289) =< s(285)
s(280) =< s(285)
s(290) =< s(287)
s(291) =< s(287)
s(291) =< s(281)
s(292) =< s(281)
s(292) =< s(286)
s(291) =< s(284)
s(293) =< s(284)
s(291) =< s(286)
s(293) =< s(286)
s(293) =< s(288)
s(280) =< s(288)
s(280) =< s(286)
s(290) =< s(284)
s(290) =< s(286)
s(289) =< s(288)
s(289) =< s(286)

  with precondition: [B=3,V_x_0>=2,V_y_0>=4] 

* Chain [47]: 1*s(294)+1*s(296)+1*s(297)+1*s(300)+0
  Such that:s(294) =< 1
s(298) =< V_x_0/2+V_y_0/2
s(295) =< 3/2*V_x_0+V_y_0/2
s(299) =< V_y_0/2
s(297) =< V_y_0/5
s(296) =< 2/5*V_y_0
s(297) =< s(295)
s(300) =< s(295)
s(297) =< s(299)
s(300) =< s(299)
s(300) =< s(298)
s(296) =< s(298)
s(296) =< s(299)

  with precondition: [B=3,V_x_0>=2,V_y_0>=5] 

* Chain [46]: 1*s(301)+1*s(302)+1*s(303)+2*s(312)+1*s(313)+1*s(314)+1*s(316)+1*s(317)+1*s(319)+1*s(320)+1
  Such that:s(301) =< 1/2
s(311) =< V_x_0/2+V_y_0/2
s(306) =< 3/2*V_x_0+V_y_0/2
s(304) =< V_y_0
s(305) =< V_y_0+2
s(302) =< 2*V_y_0
s(303) =< 2*V_y_0+4
s(308) =< V_y_0/2
s(309) =< V_y_0/3
s(310) =< V_y_0/5
s(307) =< 2/5*V_y_0
s(303) =< s(307)
s(302) =< s(307)
s(312) =< s(309)
s(313) =< s(310)
s(314) =< s(310)
s(315) =< s(304)
s(314) =< s(304)
s(316) =< s(304)
s(315) =< s(308)
s(314) =< s(306)
s(317) =< s(306)
s(314) =< s(315)
s(317) =< s(315)
s(314) =< s(308)
s(317) =< s(308)
s(317) =< s(311)
s(302) =< s(311)
s(302) =< s(315)
s(318) =< s(305)
s(313) =< s(305)
s(319) =< s(305)
s(318) =< s(308)
s(313) =< s(306)
s(320) =< s(306)
s(313) =< s(318)
s(320) =< s(318)
s(313) =< s(308)
s(320) =< s(308)
s(320) =< s(311)
s(303) =< s(311)
s(303) =< s(318)

  with precondition: [B=3,V_x_0>=2,V_y_0>=6] 

* Chain [45]: 1*s(321)+2*s(329)+2*s(330)+2*s(332)+2*s(333)+1
  Such that:s(321) =< 1/2
s(328) =< V_x_0/2+V_y_0/2
s(324) =< 3/2*V_x_0+V_y_0/2
s(323) =< V_y_0
s(322) =< 2*V_y_0
s(326) =< V_y_0/2
s(327) =< V_y_0/5
s(325) =< 2/5*V_y_0
s(329) =< s(322)
s(329) =< s(325)
s(330) =< s(327)
s(331) =< s(323)
s(330) =< s(323)
s(332) =< s(323)
s(331) =< s(326)
s(330) =< s(324)
s(333) =< s(324)
s(330) =< s(331)
s(333) =< s(331)
s(330) =< s(326)
s(333) =< s(326)
s(333) =< s(328)
s(329) =< s(328)
s(329) =< s(331)

  with precondition: [B=3,V_x_0>=2,V_y_0>=8] 

* Chain [44]: 0
  with precondition: [B=5,C=V_10,D=V_14,E=V_15,F=V_16,G=V_5,I=V_x_1,J=V_x_2,K=V_y_0,L=V_y_1,M=V_y_2,V_x_0=H,1>=V_x_0] 


#### Cost of chains of eval_rank2_bb1_in_loop_cont(A,B,C,D,E,F,G,H,I,J,K,L,M,N):
* Chain [55]: 0
  with precondition: [A=3] 

* Chain [54]: 0
  with precondition: [A=5] 


#### Cost of chains of eval_rank2_8(V_10,V_14,V_15,V_16,V_5,V_m,V_x_0,V_x_1,V_x_2,V_y_0,V_y_1,V_y_2,B):
* Chain [68]: 0
  with precondition: [] 

* Chain [67]: 1*s(687)+0
  Such that:s(687) =< 1

  with precondition: [V_m=3] 

* Chain [66]: 1*s(688)+0
  Such that:s(688) =< V_m/2

  with precondition: [3>=V_m,V_m>=2] 

* Chain [65]: 0
  with precondition: [1>=V_m] 

* Chain [64]: 6*s(705)+6*s(706)+6*s(707)+3*s(708)+6*s(709)+6*s(710)+3*s(711)+3*s(712)+3*s(713)+3*s(714)+3*s(715)+9*s(716)+3*s(717)+3*s(718)+3*s(719)+3*s(720)+3*s(721)+3*s(728)+3*s(729)+3*s(730)+3*s(731)+3*s(738)+3*s(744)+3*s(745)+3*s(749)+3*s(750)+3*s(751)+3*s(752)+3*s(753)+3*s(754)+3*s(755)+3*s(756)+3*s(757)+6*s(758)+3*s(760)+3*s(761)+3*s(762)+3*s(763)+9*s(764)+0
  Such that:aux(484) =< V_m
aux(485) =< 2*V_m
aux(486) =< 3*V_m
aux(487) =< 3/4*V_m
aux(488) =< 4/7*V_m
aux(489) =< 4/9*V_m
aux(490) =< 4/11*V_m
aux(491) =< 5/2*V_m
aux(492) =< 5/4*V_m
aux(493) =< 5/7*V_m
aux(494) =< 7/9*V_m
aux(495) =< 11/9*V_m
aux(496) =< 17/9*V_m
aux(497) =< 17/18*V_m
aux(498) =< 20/9*V_m
aux(499) =< 23/11*V_m
s(705) =< aux(491)
s(706) =< aux(491)
s(707) =< aux(491)
s(708) =< aux(491)
s(709) =< aux(491)
s(710) =< aux(491)
s(711) =< aux(491)
s(706) =< aux(486)
s(707) =< aux(486)
s(708) =< aux(486)
s(709) =< aux(486)
s(710) =< aux(486)
s(711) =< aux(486)
s(712) =< aux(486)
s(713) =< aux(484)
s(714) =< aux(484)
s(705) =< aux(484)
s(715) =< aux(484)
s(706) =< aux(484)
s(707) =< aux(484)
s(708) =< aux(484)
s(709) =< aux(484)
s(710) =< aux(484)
s(711) =< aux(484)
s(716) =< aux(489)
s(713) =< aux(489)
s(707) =< aux(489)
s(708) =< aux(489)
s(710) =< aux(489)
s(717) =< aux(489)
s(711) =< aux(494)
s(718) =< aux(494)
s(709) =< aux(497)
s(710) =< aux(497)
s(711) =< aux(497)
s(714) =< aux(495)
s(705) =< aux(495)
s(715) =< aux(495)
s(706) =< aux(495)
s(707) =< aux(495)
s(708) =< aux(495)
s(709) =< aux(495)
s(710) =< aux(495)
s(711) =< aux(495)
s(713) =< aux(496)
s(714) =< aux(496)
s(705) =< aux(496)
s(715) =< aux(496)
s(706) =< aux(496)
s(707) =< aux(496)
s(708) =< aux(496)
s(709) =< aux(496)
s(710) =< aux(496)
s(711) =< aux(496)
s(706) =< aux(493)
s(707) =< aux(493)
s(708) =< aux(493)
s(709) =< aux(493)
s(710) =< aux(493)
s(711) =< aux(493)
s(712) =< aux(493)
s(719) =< aux(493)
s(720) =< aux(493)
s(708) =< aux(485)
s(709) =< aux(485)
s(710) =< aux(485)
s(711) =< aux(485)
s(706) =< aux(492)
s(707) =< aux(492)
s(708) =< aux(492)
s(709) =< aux(492)
s(710) =< aux(492)
s(711) =< aux(492)
s(719) =< aux(492)
s(714) =< aux(488)
s(705) =< aux(488)
s(706) =< aux(488)
s(717) =< aux(488)
s(709) =< aux(490)
s(714) =< aux(498)
s(705) =< aux(498)
s(715) =< aux(498)
s(721) =< aux(498)
s(706) =< aux(498)
s(707) =< aux(498)
s(708) =< aux(498)
s(709) =< aux(498)
s(710) =< aux(498)
s(711) =< aux(498)
s(710) =< aux(499)
s(711) =< aux(499)
s(722) =< aux(487)-1/2
s(723) =< aux(485)
s(724) =< aux(487)
s(725) =< aux(484)
s(726) =< aux(487)-3/2
s(727) =< aux(499)*2
s(728) =< aux(497)*(4/5)
s(729) =< aux(497)*(2/5)
s(730) =< aux(496)*(2/5)
s(731) =< aux(496)*(1/5)
s(732) =< aux(496)*(1/2)
s(733) =< aux(496)*2
s(734) =< s(714)*s(726)
s(735) =< s(714)*s(722)
s(736) =< s(714)*s(723)
s(737) =< s(714)*s(725)
s(738) =< aux(489)*(3/2)
s(739) =< s(716)*s(724)
s(740) =< s(716)*s(724)
s(741) =< s(716)*s(722)
s(742) =< s(716)*aux(485)
s(743) =< s(716)*aux(484)
s(744) =< s(734)*(4/5)
s(745) =< s(734)*(2/5)
s(746) =< s(713)*s(722)
s(747) =< s(713)*s(723)
s(748) =< s(713)*s(725)
s(749) =< s(739)*(4/5)
s(750) =< s(739)*(2/5)
s(751) =< s(746)*(4/5)
s(752) =< s(746)*(2/5)
s(753) =< s(727)
s(754) =< s(727)
s(755) =< aux(499)
s(754) =< aux(499)
s(755) =< aux(485)
s(756) =< aux(485)
s(756) =< aux(499)
s(756) =< aux(484)
s(753) =< aux(484)
s(729) =< aux(485)
s(757) =< aux(485)
s(729) =< aux(497)
s(757) =< aux(497)
s(757) =< aux(484)
s(728) =< aux(484)
s(730) =< s(733)
s(758) =< s(733)
s(759) =< aux(496)
s(731) =< aux(496)
s(758) =< aux(496)
s(759) =< s(732)
s(731) =< aux(485)
s(760) =< aux(485)
s(731) =< s(732)
s(760) =< s(732)
s(731) =< s(759)
s(760) =< s(759)
s(760) =< aux(484)
s(730) =< aux(484)
s(745) =< s(736)
s(761) =< s(736)
s(745) =< aux(491)
s(761) =< aux(491)
s(745) =< s(735)
s(761) =< s(735)
s(745) =< s(734)
s(761) =< s(734)
s(761) =< s(737)
s(744) =< s(737)
s(761) =< aux(484)
s(744) =< aux(484)
s(738) =< aux(498)
s(752) =< s(747)
s(762) =< s(747)
s(752) =< aux(498)
s(762) =< aux(498)
s(752) =< s(746)
s(762) =< s(746)
s(762) =< s(748)
s(751) =< s(748)
s(762) =< aux(495)
s(751) =< aux(495)
s(749) =< s(733)
s(740) =< aux(496)
s(750) =< aux(496)
s(750) =< s(742)
s(763) =< s(742)
s(750) =< aux(484)
s(763) =< aux(484)
s(750) =< s(741)
s(763) =< s(741)
s(750) =< s(740)
s(763) =< s(740)
s(763) =< s(743)
s(749) =< s(743)
s(749) =< aux(484)

  with precondition: [V_m>=2] 

* Chain [63]: 1*s(871)+1*s(873)+1*s(874)+2*s(877)+2*s(878)+1*s(879)+1*s(880)+3*s(881)+1*s(882)+1*s(887)+1*s(919)+1*s(924)+2*s(925)+2*s(926)+2*s(927)+1*s(928)+2*s(929)+2*s(930)+1*s(931)+1*s(933)+1*s(934)+1*s(935)+1*s(936)+1*s(937)+1*s(938)+2*s(941)+1*s(942)+1*s(943)+1*s(947)+1*s(948)+1*s(950)+1*s(959)+1*s(960)+1*s(961)+1*s(962)+1*s(963)+1*s(970)+1*s(976)+1*s(977)+1*s(981)+1*s(982)+1*s(983)+1*s(984)+1*s(985)+1*s(986)+1*s(987)+1*s(988)+1*s(989)+2*s(990)+1*s(992)+1*s(993)+1*s(994)+1*s(995)+1*s(996)+1
  Such that:s(882) =< 1
aux(502) =< 3*V_m
s(884) =< 5*V_m
s(905) =< 6*V_m
s(885) =< 7*V_m
s(906) =< 9*V_m
s(886) =< 11*V_m
s(907) =< 15*V_m
s(908) =< 17*V_m
s(910) =< 18*V_m
s(909) =< 23*V_m
s(903) =< 27*V_m
s(911) =< 30*V_m
s(912) =< 34*V_m
s(887) =< 46*V_m
s(913) =< 54*V_m
s(914) =< 66*V_m
s(872) =< V_m/2
s(873) =< V_m/3
s(874) =< V_m/3+2/3
s(875) =< V_m/5
s(876) =< 2/5*V_m
s(892) =< 3/4*V_m
s(899) =< 4/7*V_m
s(889) =< 4/9*V_m
s(900) =< 4/11*V_m
s(883) =< 5/2*V_m
s(898) =< 5/4*V_m
s(895) =< 5/7*V_m
s(890) =< 7/9*V_m
s(893) =< 11/9*V_m
s(894) =< 17/9*V_m
s(891) =< 17/18*V_m
s(901) =< 20/9*V_m
s(902) =< 23/11*V_m
aux(503) =< V_m
aux(504) =< 2*V_m
s(897) =< aux(502)
s(915) =< aux(502)
s(916) =< aux(502)
s(897) =< s(905)
s(917) =< s(905)
s(918) =< s(905)
s(919) =< s(906)
s(920) =< s(906)
s(921) =< s(907)
s(922) =< s(908)
s(919) =< s(909)
s(920) =< s(909)
s(915) =< s(910)
s(887) =< s(910)
s(921) =< s(911)
s(922) =< s(912)
s(923) =< s(913)
s(918) =< s(913)
s(917) =< s(914)
s(923) =< s(914)
s(916) =< s(914)
s(919) =< s(915)
s(924) =< s(915)
s(919) =< s(920)
s(924) =< s(920)
s(924) =< s(916)
s(887) =< s(916)
s(887) =< s(920)
s(925) =< s(883)
s(926) =< s(883)
s(927) =< s(883)
s(928) =< s(883)
s(929) =< s(883)
s(930) =< s(883)
s(931) =< s(883)
s(932) =< s(883)
s(925) =< s(921)
s(933) =< s(921)
s(926) =< s(921)
s(927) =< s(921)
s(928) =< s(921)
s(929) =< s(921)
s(930) =< s(921)
s(931) =< s(921)
s(932) =< s(921)
s(926) =< aux(502)
s(927) =< aux(502)
s(928) =< aux(502)
s(929) =< aux(502)
s(930) =< aux(502)
s(931) =< aux(502)
s(934) =< aux(502)
s(933) =< s(915)
s(935) =< s(915)
s(936) =< s(915)
s(926) =< s(915)
s(927) =< s(915)
s(928) =< s(915)
s(929) =< s(915)
s(930) =< s(915)
s(931) =< s(915)
s(934) =< s(915)
s(937) =< aux(503)
s(938) =< aux(503)
s(925) =< aux(503)
s(933) =< aux(503)
s(926) =< aux(503)
s(927) =< aux(503)
s(928) =< aux(503)
s(929) =< aux(503)
s(930) =< aux(503)
s(931) =< aux(503)
s(939) =< aux(503)
s(937) =< s(897)
s(938) =< s(897)
s(925) =< s(897)
s(933) =< s(897)
s(926) =< s(897)
s(927) =< s(897)
s(928) =< s(897)
s(929) =< s(897)
s(930) =< s(897)
s(931) =< s(897)
s(939) =< s(897)
s(940) =< s(889)
s(941) =< s(889)
s(937) =< s(889)
s(927) =< s(889)
s(928) =< s(889)
s(930) =< s(889)
s(942) =< s(889)
s(940) =< s(917)
s(941) =< s(917)
s(937) =< s(917)
s(927) =< s(917)
s(928) =< s(917)
s(929) =< s(917)
s(930) =< s(917)
s(931) =< s(890)
s(943) =< s(890)
s(931) =< s(885)
s(943) =< s(885)
s(944) =< s(891)
s(929) =< s(891)
s(930) =< s(891)
s(931) =< s(891)
s(944) =< s(922)
s(929) =< s(922)
s(930) =< s(922)
s(931) =< s(922)
s(938) =< s(893)
s(925) =< s(893)
s(933) =< s(893)
s(926) =< s(893)
s(927) =< s(893)
s(928) =< s(893)
s(929) =< s(893)
s(930) =< s(893)
s(931) =< s(893)
s(945) =< s(893)
s(938) =< s(886)
s(925) =< s(886)
s(933) =< s(886)
s(926) =< s(886)
s(927) =< s(886)
s(928) =< s(886)
s(929) =< s(886)
s(930) =< s(886)
s(931) =< s(886)
s(945) =< s(886)
s(946) =< s(894)
s(937) =< s(894)
s(938) =< s(894)
s(925) =< s(894)
s(933) =< s(894)
s(926) =< s(894)
s(927) =< s(894)
s(928) =< s(894)
s(929) =< s(894)
s(930) =< s(894)
s(931) =< s(894)
s(946) =< s(922)
s(937) =< s(922)
s(938) =< s(922)
s(925) =< s(922)
s(933) =< s(922)
s(926) =< s(922)
s(927) =< s(922)
s(928) =< s(922)
s(926) =< s(895)
s(927) =< s(895)
s(928) =< s(895)
s(929) =< s(895)
s(930) =< s(895)
s(931) =< s(895)
s(934) =< s(895)
s(947) =< s(895)
s(948) =< s(895)
s(934) =< s(921)
s(948) =< s(921)
s(928) =< aux(504)
s(929) =< aux(504)
s(930) =< aux(504)
s(931) =< aux(504)
s(949) =< aux(504)
s(928) =< s(903)
s(929) =< s(903)
s(930) =< s(903)
s(931) =< s(903)
s(949) =< s(903)
s(926) =< s(898)
s(927) =< s(898)
s(928) =< s(898)
s(929) =< s(898)
s(930) =< s(898)
s(931) =< s(898)
s(947) =< s(898)
s(935) =< s(884)
s(936) =< s(884)
s(926) =< s(884)
s(927) =< s(884)
s(928) =< s(884)
s(929) =< s(884)
s(930) =< s(884)
s(931) =< s(884)
s(947) =< s(884)
s(938) =< s(899)
s(925) =< s(899)
s(926) =< s(899)
s(942) =< s(899)
s(938) =< s(923)
s(925) =< s(923)
s(933) =< s(923)
s(926) =< s(923)
s(927) =< s(923)
s(928) =< s(923)
s(929) =< s(923)
s(930) =< s(923)
s(931) =< s(923)
s(929) =< s(900)
s(929) =< s(918)
s(950) =< s(918)
s(938) =< s(901)
s(925) =< s(901)
s(933) =< s(901)
s(935) =< s(901)
s(926) =< s(901)
s(927) =< s(901)
s(928) =< s(901)
s(929) =< s(901)
s(930) =< s(901)
s(931) =< s(901)
s(951) =< s(901)
s(938) =< s(917)
s(925) =< s(917)
s(933) =< s(917)
s(935) =< s(917)
s(936) =< s(917)
s(926) =< s(917)
s(931) =< s(917)
s(951) =< s(917)
s(952) =< s(902)
s(930) =< s(902)
s(931) =< s(902)
s(952) =< s(917)
s(953) =< s(892)-1/2
s(954) =< aux(504)
s(955) =< s(892)
s(956) =< aux(503)
s(957) =< s(892)-3/2
s(958) =< s(952)*2
s(959) =< s(944)*(4/5)
s(960) =< s(944)*(2/5)
s(961) =< s(940)
s(962) =< s(946)*(2/5)
s(963) =< s(946)*(1/5)
s(964) =< s(946)*(1/2)
s(965) =< s(946)*2
s(966) =< s(938)*s(957)
s(967) =< s(938)*s(953)
s(968) =< s(938)*s(954)
s(969) =< s(938)*s(956)
s(970) =< s(940)*(3/2)
s(971) =< s(941)*s(955)
s(972) =< s(941)*s(955)
s(973) =< s(941)*s(953)
s(974) =< s(941)*aux(504)
s(975) =< s(941)*aux(503)
s(976) =< s(966)*(4/5)
s(977) =< s(966)*(2/5)
s(978) =< s(937)*s(953)
s(979) =< s(937)*s(954)
s(980) =< s(937)*s(956)
s(981) =< s(971)*(4/5)
s(982) =< s(971)*(2/5)
s(983) =< s(978)*(4/5)
s(984) =< s(978)*(2/5)
s(985) =< s(958)
s(986) =< s(958)
s(987) =< s(952)
s(986) =< s(952)
s(987) =< s(949)
s(988) =< s(949)
s(988) =< s(952)
s(988) =< s(939)
s(985) =< s(939)
s(960) =< s(949)
s(989) =< s(949)
s(960) =< s(944)
s(989) =< s(944)
s(989) =< s(939)
s(959) =< s(939)
s(962) =< s(965)
s(990) =< s(965)
s(991) =< s(946)
s(963) =< s(946)
s(990) =< s(946)
s(991) =< s(964)
s(963) =< s(949)
s(992) =< s(949)
s(963) =< s(964)
s(992) =< s(964)
s(963) =< s(991)
s(992) =< s(991)
s(992) =< s(939)
s(962) =< s(939)
s(977) =< s(968)
s(993) =< s(968)
s(977) =< s(932)
s(993) =< s(932)
s(977) =< s(967)
s(993) =< s(967)
s(977) =< s(966)
s(993) =< s(966)
s(993) =< s(969)
s(976) =< s(969)
s(993) =< s(939)
s(976) =< s(939)
s(970) =< s(951)
s(984) =< s(979)
s(994) =< s(979)
s(984) =< s(951)
s(994) =< s(951)
s(984) =< s(978)
s(994) =< s(978)
s(994) =< s(980)
s(983) =< s(980)
s(994) =< s(945)
s(983) =< s(945)
s(981) =< s(965)
s(972) =< s(946)
s(982) =< s(946)
s(982) =< s(974)
s(995) =< s(974)
s(982) =< s(939)
s(995) =< s(939)
s(982) =< s(973)
s(995) =< s(973)
s(982) =< s(972)
s(995) =< s(972)
s(995) =< s(975)
s(981) =< s(975)
s(981) =< s(939)
s(871) =< aux(504)
s(877) =< s(876)
s(871) =< s(876)
s(878) =< s(875)
s(879) =< s(875)
s(879) =< aux(503)
s(880) =< aux(503)
s(880) =< s(872)
s(879) =< aux(504)
s(881) =< aux(504)
s(879) =< s(872)
s(881) =< s(872)
s(881) =< aux(503)
s(871) =< aux(503)
s(871) =< s(872)
s(878) =< aux(504)
s(878) =< s(872)
s(877) =< aux(503)
s(877) =< s(872)

  with precondition: [V_m>=4] 

* Chain [62]: 1*s(997)+1*s(1001)+1*s(1002)+1*s(1003)+0
  Such that:s(997) =< 1
s(998) =< V_m
s(999) =< 2*V_m
s(1000) =< V_m/2
s(1001) =< V_m/5
s(1002) =< 2/5*V_m
s(1001) =< s(999)
s(1003) =< s(999)
s(1001) =< s(1000)
s(1003) =< s(1000)
s(1003) =< s(998)
s(1002) =< s(998)
s(1002) =< s(1000)

  with precondition: [V_m>=5] 

* Chain [61]: 2*s(1004)+1*s(1009)+1*s(1010)+2*s(1015)+1*s(1016)+1*s(1017)+1*s(1019)+1*s(1020)+1*s(1022)+1*s(1023)+2*s(1065)+2*s(1066)+2*s(1068)+2*s(1069)+2*s(1070)+2*s(1071)+2*s(1072)+1*s(1073)+2*s(1074)+2*s(1075)+1*s(1076)+1*s(1078)+1*s(1079)+1*s(1080)+1*s(1081)+1*s(1082)+1*s(1083)+2*s(1086)+1*s(1087)+1*s(1088)+1*s(1092)+1*s(1093)+1*s(1095)+1*s(1104)+1*s(1105)+1*s(1106)+1*s(1107)+1*s(1108)+1*s(1115)+1*s(1121)+1*s(1122)+1*s(1126)+1*s(1127)+1*s(1128)+1*s(1129)+1*s(1130)+1*s(1131)+1*s(1132)+1*s(1133)+1*s(1134)+2*s(1135)+1*s(1137)+1*s(1138)+1*s(1139)+1*s(1140)+1*s(1141)+1
  Such that:s(1008) =< V_m+2
s(1010) =< 2*V_m+4
aux(507) =< 3*V_m
s(1049) =< 5*V_m
s(1050) =< 6*V_m
s(1026) =< 7*V_m
s(1028) =< 10*V_m
s(1029) =< 11*V_m
s(1051) =< 15*V_m
s(1052) =< 17*V_m
s(1031) =< 18*V_m
s(1030) =< 23*V_m
s(1047) =< 27*V_m
s(1053) =< 30*V_m
s(1054) =< 34*V_m
s(1055) =< 54*V_m
s(1056) =< 66*V_m
s(1011) =< V_m/2
s(1012) =< V_m/3
s(1013) =< V_m/5
s(1014) =< 2/5*V_m
s(1036) =< 3/4*V_m
s(1043) =< 4/7*V_m
s(1033) =< 4/9*V_m
s(1044) =< 4/11*V_m
s(1025) =< 5/2*V_m
s(1042) =< 5/4*V_m
s(1039) =< 5/7*V_m
s(1034) =< 7/9*V_m
s(1037) =< 11/9*V_m
s(1027) =< 17/2*V_m
s(1038) =< 17/9*V_m
s(1035) =< 17/18*V_m
s(1045) =< 20/9*V_m
s(1046) =< 23/11*V_m
aux(508) =< 1/2
aux(509) =< V_m
aux(510) =< 2*V_m
s(1004) =< aux(508)
s(1009) =< aux(510)
s(1010) =< s(1014)
s(1009) =< s(1014)
s(1015) =< s(1012)
s(1016) =< s(1013)
s(1017) =< s(1013)
s(1018) =< aux(509)
s(1017) =< aux(509)
s(1019) =< aux(509)
s(1018) =< s(1011)
s(1017) =< aux(510)
s(1020) =< aux(510)
s(1017) =< s(1018)
s(1020) =< s(1018)
s(1017) =< s(1011)
s(1020) =< s(1011)
s(1020) =< aux(509)
s(1009) =< aux(509)
s(1009) =< s(1018)
s(1021) =< s(1008)
s(1016) =< s(1008)
s(1022) =< s(1008)
s(1021) =< s(1011)
s(1016) =< aux(510)
s(1023) =< aux(510)
s(1016) =< s(1021)
s(1023) =< s(1021)
s(1016) =< s(1011)
s(1023) =< s(1011)
s(1023) =< aux(509)
s(1010) =< aux(509)
s(1010) =< s(1021)
s(1041) =< aux(507)
s(1031) =< aux(507)
s(1057) =< aux(507)
s(1028) =< s(1049)
s(1057) =< s(1049)
s(1041) =< s(1050)
s(1058) =< s(1050)
s(1059) =< s(1050)
s(1060) =< s(1051)
s(1061) =< s(1051)
s(1027) =< s(1051)
s(1062) =< s(1052)
s(1061) =< s(1052)
s(1060) =< s(1053)
s(1063) =< s(1053)
s(1062) =< s(1054)
s(1063) =< s(1054)
s(1059) =< s(1055)
s(1064) =< s(1055)
s(1058) =< s(1056)
s(1064) =< s(1056)
s(1065) =< s(1063)
s(1066) =< s(1061)
s(1067) =< s(1061)
s(1068) =< s(1061)
s(1067) =< s(1027)
s(1066) =< s(1062)
s(1069) =< s(1062)
s(1066) =< s(1067)
s(1069) =< s(1067)
s(1066) =< s(1027)
s(1069) =< s(1027)
s(1069) =< s(1057)
s(1065) =< s(1057)
s(1065) =< s(1067)
s(1070) =< s(1025)
s(1071) =< s(1025)
s(1072) =< s(1025)
s(1073) =< s(1025)
s(1074) =< s(1025)
s(1075) =< s(1025)
s(1076) =< s(1025)
s(1077) =< s(1025)
s(1070) =< s(1060)
s(1078) =< s(1060)
s(1071) =< s(1060)
s(1072) =< s(1060)
s(1073) =< s(1060)
s(1074) =< s(1060)
s(1075) =< s(1060)
s(1076) =< s(1060)
s(1077) =< s(1060)
s(1071) =< aux(507)
s(1072) =< aux(507)
s(1073) =< aux(507)
s(1074) =< aux(507)
s(1075) =< aux(507)
s(1076) =< aux(507)
s(1079) =< aux(507)
s(1078) =< s(1031)
s(1080) =< s(1031)
s(1081) =< s(1031)
s(1071) =< s(1031)
s(1072) =< s(1031)
s(1073) =< s(1031)
s(1074) =< s(1031)
s(1075) =< s(1031)
s(1076) =< s(1031)
s(1079) =< s(1031)
s(1082) =< aux(509)
s(1083) =< aux(509)
s(1070) =< aux(509)
s(1078) =< aux(509)
s(1071) =< aux(509)
s(1072) =< aux(509)
s(1073) =< aux(509)
s(1074) =< aux(509)
s(1075) =< aux(509)
s(1076) =< aux(509)
s(1084) =< aux(509)
s(1082) =< s(1041)
s(1083) =< s(1041)
s(1070) =< s(1041)
s(1078) =< s(1041)
s(1071) =< s(1041)
s(1072) =< s(1041)
s(1073) =< s(1041)
s(1074) =< s(1041)
s(1075) =< s(1041)
s(1076) =< s(1041)
s(1084) =< s(1041)
s(1085) =< s(1033)
s(1086) =< s(1033)
s(1082) =< s(1033)
s(1072) =< s(1033)
s(1073) =< s(1033)
s(1075) =< s(1033)
s(1087) =< s(1033)
s(1085) =< s(1058)
s(1086) =< s(1058)
s(1082) =< s(1058)
s(1072) =< s(1058)
s(1073) =< s(1058)
s(1074) =< s(1058)
s(1075) =< s(1058)
s(1076) =< s(1034)
s(1088) =< s(1034)
s(1076) =< s(1026)
s(1088) =< s(1026)
s(1089) =< s(1035)
s(1074) =< s(1035)
s(1075) =< s(1035)
s(1076) =< s(1035)
s(1089) =< s(1062)
s(1074) =< s(1062)
s(1075) =< s(1062)
s(1076) =< s(1062)
s(1083) =< s(1037)
s(1070) =< s(1037)
s(1078) =< s(1037)
s(1071) =< s(1037)
s(1072) =< s(1037)
s(1073) =< s(1037)
s(1074) =< s(1037)
s(1075) =< s(1037)
s(1076) =< s(1037)
s(1090) =< s(1037)
s(1083) =< s(1029)
s(1070) =< s(1029)
s(1078) =< s(1029)
s(1071) =< s(1029)
s(1072) =< s(1029)
s(1073) =< s(1029)
s(1074) =< s(1029)
s(1075) =< s(1029)
s(1076) =< s(1029)
s(1090) =< s(1029)
s(1091) =< s(1038)
s(1082) =< s(1038)
s(1083) =< s(1038)
s(1070) =< s(1038)
s(1078) =< s(1038)
s(1071) =< s(1038)
s(1072) =< s(1038)
s(1073) =< s(1038)
s(1074) =< s(1038)
s(1075) =< s(1038)
s(1076) =< s(1038)
s(1091) =< s(1059)
s(1082) =< s(1059)
s(1083) =< s(1059)
s(1070) =< s(1059)
s(1078) =< s(1059)
s(1071) =< s(1059)
s(1072) =< s(1059)
s(1073) =< s(1059)
s(1074) =< s(1059)
s(1075) =< s(1059)
s(1076) =< s(1059)
s(1071) =< s(1039)
s(1072) =< s(1039)
s(1073) =< s(1039)
s(1074) =< s(1039)
s(1075) =< s(1039)
s(1076) =< s(1039)
s(1079) =< s(1039)
s(1092) =< s(1039)
s(1093) =< s(1039)
s(1079) =< s(1060)
s(1093) =< s(1060)
s(1073) =< aux(510)
s(1074) =< aux(510)
s(1075) =< aux(510)
s(1076) =< aux(510)
s(1094) =< aux(510)
s(1073) =< s(1047)
s(1074) =< s(1047)
s(1075) =< s(1047)
s(1076) =< s(1047)
s(1094) =< s(1047)
s(1071) =< s(1042)
s(1072) =< s(1042)
s(1073) =< s(1042)
s(1074) =< s(1042)
s(1075) =< s(1042)
s(1076) =< s(1042)
s(1092) =< s(1042)
s(1080) =< s(1028)
s(1081) =< s(1028)
s(1071) =< s(1028)
s(1072) =< s(1028)
s(1073) =< s(1028)
s(1074) =< s(1028)
s(1075) =< s(1028)
s(1076) =< s(1028)
s(1092) =< s(1028)
s(1083) =< s(1043)
s(1070) =< s(1043)
s(1071) =< s(1043)
s(1087) =< s(1043)
s(1083) =< s(1064)
s(1070) =< s(1064)
s(1078) =< s(1064)
s(1071) =< s(1064)
s(1072) =< s(1064)
s(1073) =< s(1064)
s(1074) =< s(1064)
s(1075) =< s(1064)
s(1076) =< s(1064)
s(1074) =< s(1044)
s(1095) =< s(1059)
s(1083) =< s(1045)
s(1070) =< s(1045)
s(1078) =< s(1045)
s(1080) =< s(1045)
s(1071) =< s(1045)
s(1072) =< s(1045)
s(1073) =< s(1045)
s(1074) =< s(1045)
s(1075) =< s(1045)
s(1076) =< s(1045)
s(1096) =< s(1045)
s(1083) =< s(1058)
s(1070) =< s(1058)
s(1078) =< s(1058)
s(1080) =< s(1058)
s(1081) =< s(1058)
s(1071) =< s(1058)
s(1076) =< s(1058)
s(1096) =< s(1058)
s(1097) =< s(1046)
s(1075) =< s(1046)
s(1076) =< s(1046)
s(1097) =< s(1030)
s(1075) =< s(1030)
s(1076) =< s(1030)
s(1098) =< s(1036)-1/2
s(1099) =< aux(510)
s(1100) =< s(1036)
s(1101) =< aux(509)
s(1102) =< s(1036)-3/2
s(1103) =< s(1097)*2
s(1104) =< s(1089)*(4/5)
s(1105) =< s(1089)*(2/5)
s(1106) =< s(1085)
s(1107) =< s(1091)*(2/5)
s(1108) =< s(1091)*(1/5)
s(1109) =< s(1091)*(1/2)
s(1110) =< s(1091)*2
s(1111) =< s(1083)*s(1102)
s(1112) =< s(1083)*s(1098)
s(1113) =< s(1083)*s(1099)
s(1114) =< s(1083)*s(1101)
s(1115) =< s(1085)*(3/2)
s(1116) =< s(1086)*s(1100)
s(1117) =< s(1086)*s(1100)
s(1118) =< s(1086)*s(1098)
s(1119) =< s(1086)*aux(510)
s(1120) =< s(1086)*aux(509)
s(1121) =< s(1111)*(4/5)
s(1122) =< s(1111)*(2/5)
s(1123) =< s(1082)*s(1098)
s(1124) =< s(1082)*s(1099)
s(1125) =< s(1082)*s(1101)
s(1126) =< s(1116)*(4/5)
s(1127) =< s(1116)*(2/5)
s(1128) =< s(1123)*(4/5)
s(1129) =< s(1123)*(2/5)
s(1130) =< s(1103)
s(1131) =< s(1103)
s(1132) =< s(1097)
s(1131) =< s(1097)
s(1132) =< s(1094)
s(1133) =< s(1094)
s(1133) =< s(1097)
s(1133) =< s(1084)
s(1130) =< s(1084)
s(1105) =< s(1094)
s(1134) =< s(1094)
s(1105) =< s(1089)
s(1134) =< s(1089)
s(1134) =< s(1084)
s(1104) =< s(1084)
s(1107) =< s(1110)
s(1135) =< s(1110)
s(1136) =< s(1091)
s(1108) =< s(1091)
s(1135) =< s(1091)
s(1136) =< s(1109)
s(1108) =< s(1094)
s(1137) =< s(1094)
s(1108) =< s(1109)
s(1137) =< s(1109)
s(1108) =< s(1136)
s(1137) =< s(1136)
s(1137) =< s(1084)
s(1107) =< s(1084)
s(1122) =< s(1113)
s(1138) =< s(1113)
s(1122) =< s(1077)
s(1138) =< s(1077)
s(1122) =< s(1112)
s(1138) =< s(1112)
s(1122) =< s(1111)
s(1138) =< s(1111)
s(1138) =< s(1114)
s(1121) =< s(1114)
s(1138) =< s(1084)
s(1121) =< s(1084)
s(1115) =< s(1096)
s(1129) =< s(1124)
s(1139) =< s(1124)
s(1129) =< s(1096)
s(1139) =< s(1096)
s(1129) =< s(1123)
s(1139) =< s(1123)
s(1139) =< s(1125)
s(1128) =< s(1125)
s(1139) =< s(1090)
s(1128) =< s(1090)
s(1126) =< s(1110)
s(1117) =< s(1091)
s(1127) =< s(1091)
s(1127) =< s(1119)
s(1140) =< s(1119)
s(1127) =< s(1084)
s(1140) =< s(1084)
s(1127) =< s(1118)
s(1140) =< s(1118)
s(1127) =< s(1117)
s(1140) =< s(1117)
s(1140) =< s(1120)
s(1126) =< s(1120)
s(1126) =< s(1084)

  with precondition: [V_m>=6] 

* Chain [60]: 1*s(1142)+2*s(1150)+2*s(1151)+2*s(1153)+2*s(1154)+1
  Such that:s(1142) =< 1/2
s(1147) =< V_m/2
s(1148) =< V_m/5
s(1149) =< 2/5*V_m
aux(511) =< V_m
aux(512) =< 2*V_m
s(1150) =< aux(512)
s(1150) =< s(1149)
s(1151) =< s(1148)
s(1152) =< aux(511)
s(1151) =< aux(511)
s(1153) =< aux(511)
s(1152) =< s(1147)
s(1151) =< aux(512)
s(1154) =< aux(512)
s(1151) =< s(1152)
s(1154) =< s(1152)
s(1151) =< s(1147)
s(1154) =< s(1147)
s(1154) =< aux(511)
s(1150) =< aux(511)
s(1150) =< s(1152)

  with precondition: [V_m>=8] 

* Chain [59]: 1*s(1155)+1*s(1164)+1*s(1192)+2*s(1193)+1*s(1194)+1*s(1195)+1*s(1197)+1*s(1198)+1*s(1200)+1*s(1201)+2*s(1202)+2*s(1203)+2*s(1204)+1*s(1205)+2*s(1206)+2*s(1207)+1*s(1208)+1*s(1210)+1*s(1211)+1*s(1212)+1*s(1213)+1*s(1214)+1*s(1215)+2*s(1218)+1*s(1219)+1*s(1220)+1*s(1224)+1*s(1225)+1*s(1227)+1*s(1236)+1*s(1237)+1*s(1238)+1*s(1239)+1*s(1240)+1*s(1247)+1*s(1253)+1*s(1254)+1*s(1258)+1*s(1259)+1*s(1260)+1*s(1261)+1*s(1262)+1*s(1263)+1*s(1264)+1*s(1265)+1*s(1266)+2*s(1267)+1*s(1269)+1*s(1270)+1*s(1271)+1*s(1272)+1*s(1273)+1
  Such that:s(1155) =< 1/2
s(1169) =< V_m
s(1177) =< 2*V_m
s(1157) =< 3*V_m
s(1184) =< 6*V_m
s(1159) =< 6*V_m+4
s(1161) =< 8*V_m
s(1162) =< 10*V_m
s(1186) =< 14*V_m
s(1185) =< 17*V_m
s(1163) =< 17*V_m+10
s(1167) =< 21*V_m
s(1183) =< 27*V_m
s(1165) =< 32*V_m
s(1187) =< 34*V_m
s(1164) =< 34*V_m+20
s(1166) =< 46*V_m
s(1188) =< 54*V_m
s(1168) =< 66*V_m
s(1189) =< 70*V_m
s(1173) =< 3/4*V_m
s(1179) =< 4/7*V_m
s(1170) =< 4/9*V_m
s(1180) =< 4/11*V_m
s(1156) =< 5/2*V_m
s(1178) =< 5/4*V_m
s(1176) =< 5/7*V_m
s(1171) =< 7/9*V_m
s(1174) =< 11/9*V_m
s(1160) =< 17/2*V_m
s(1158) =< 17/3*V_m
s(1175) =< 17/9*V_m
s(1172) =< 17/18*V_m
s(1181) =< 20/9*V_m
s(1182) =< 23/11*V_m
s(1159) =< s(1184)
s(1190) =< s(1184)
s(1168) =< s(1184)
s(1160) =< s(1185)
s(1191) =< s(1186)
s(1192) =< s(1187)
s(1190) =< s(1188)
s(1191) =< s(1189)
s(1164) =< s(1187)
s(1193) =< s(1158)
s(1194) =< s(1185)
s(1195) =< s(1185)
s(1196) =< s(1185)
s(1197) =< s(1185)
s(1196) =< s(1160)
s(1195) =< s(1166)
s(1198) =< s(1166)
s(1195) =< s(1196)
s(1198) =< s(1196)
s(1195) =< s(1160)
s(1198) =< s(1160)
s(1198) =< s(1190)
s(1192) =< s(1190)
s(1192) =< s(1196)
s(1199) =< s(1163)
s(1194) =< s(1163)
s(1200) =< s(1163)
s(1199) =< s(1160)
s(1194) =< s(1166)
s(1201) =< s(1166)
s(1194) =< s(1199)
s(1201) =< s(1199)
s(1194) =< s(1160)
s(1201) =< s(1160)
s(1201) =< s(1190)
s(1164) =< s(1190)
s(1164) =< s(1199)
s(1202) =< s(1156)
s(1203) =< s(1156)
s(1204) =< s(1156)
s(1205) =< s(1156)
s(1206) =< s(1156)
s(1207) =< s(1156)
s(1208) =< s(1156)
s(1209) =< s(1156)
s(1202) =< s(1191)
s(1210) =< s(1191)
s(1203) =< s(1191)
s(1204) =< s(1191)
s(1205) =< s(1191)
s(1206) =< s(1191)
s(1207) =< s(1191)
s(1208) =< s(1191)
s(1209) =< s(1191)
s(1203) =< s(1157)
s(1204) =< s(1157)
s(1205) =< s(1157)
s(1206) =< s(1157)
s(1207) =< s(1157)
s(1208) =< s(1157)
s(1211) =< s(1157)
s(1210) =< s(1165)
s(1212) =< s(1165)
s(1213) =< s(1165)
s(1203) =< s(1165)
s(1204) =< s(1165)
s(1205) =< s(1165)
s(1206) =< s(1165)
s(1207) =< s(1165)
s(1208) =< s(1165)
s(1211) =< s(1165)
s(1214) =< s(1169)
s(1215) =< s(1169)
s(1202) =< s(1169)
s(1210) =< s(1169)
s(1203) =< s(1169)
s(1204) =< s(1169)
s(1205) =< s(1169)
s(1206) =< s(1169)
s(1207) =< s(1169)
s(1208) =< s(1169)
s(1216) =< s(1169)
s(1214) =< s(1159)
s(1215) =< s(1159)
s(1202) =< s(1159)
s(1210) =< s(1159)
s(1203) =< s(1159)
s(1204) =< s(1159)
s(1205) =< s(1159)
s(1206) =< s(1159)
s(1207) =< s(1159)
s(1208) =< s(1159)
s(1216) =< s(1159)
s(1217) =< s(1170)
s(1218) =< s(1170)
s(1214) =< s(1170)
s(1204) =< s(1170)
s(1205) =< s(1170)
s(1207) =< s(1170)
s(1219) =< s(1170)
s(1217) =< s(1184)
s(1218) =< s(1184)
s(1214) =< s(1184)
s(1204) =< s(1184)
s(1205) =< s(1184)
s(1206) =< s(1184)
s(1207) =< s(1184)
s(1208) =< s(1171)
s(1220) =< s(1171)
s(1208) =< s(1162)
s(1220) =< s(1162)
s(1221) =< s(1172)
s(1206) =< s(1172)
s(1207) =< s(1172)
s(1208) =< s(1172)
s(1221) =< s(1190)
s(1206) =< s(1190)
s(1207) =< s(1190)
s(1208) =< s(1190)
s(1215) =< s(1174)
s(1202) =< s(1174)
s(1210) =< s(1174)
s(1203) =< s(1174)
s(1204) =< s(1174)
s(1205) =< s(1174)
s(1206) =< s(1174)
s(1207) =< s(1174)
s(1208) =< s(1174)
s(1222) =< s(1174)
s(1215) =< s(1161)
s(1202) =< s(1161)
s(1210) =< s(1161)
s(1203) =< s(1161)
s(1204) =< s(1161)
s(1205) =< s(1161)
s(1206) =< s(1161)
s(1207) =< s(1161)
s(1208) =< s(1161)
s(1222) =< s(1161)
s(1223) =< s(1175)
s(1214) =< s(1175)
s(1215) =< s(1175)
s(1202) =< s(1175)
s(1210) =< s(1175)
s(1203) =< s(1175)
s(1204) =< s(1175)
s(1205) =< s(1175)
s(1206) =< s(1175)
s(1207) =< s(1175)
s(1208) =< s(1175)
s(1223) =< s(1190)
s(1214) =< s(1190)
s(1215) =< s(1190)
s(1202) =< s(1190)
s(1210) =< s(1190)
s(1203) =< s(1190)
s(1204) =< s(1190)
s(1205) =< s(1190)
s(1203) =< s(1176)
s(1204) =< s(1176)
s(1205) =< s(1176)
s(1206) =< s(1176)
s(1207) =< s(1176)
s(1208) =< s(1176)
s(1211) =< s(1176)
s(1224) =< s(1176)
s(1225) =< s(1176)
s(1211) =< s(1191)
s(1225) =< s(1191)
s(1205) =< s(1177)
s(1206) =< s(1177)
s(1207) =< s(1177)
s(1208) =< s(1177)
s(1226) =< s(1177)
s(1205) =< s(1183)
s(1206) =< s(1183)
s(1207) =< s(1183)
s(1208) =< s(1183)
s(1226) =< s(1183)
s(1203) =< s(1178)
s(1204) =< s(1178)
s(1205) =< s(1178)
s(1206) =< s(1178)
s(1207) =< s(1178)
s(1208) =< s(1178)
s(1224) =< s(1178)
s(1212) =< s(1167)
s(1213) =< s(1167)
s(1203) =< s(1167)
s(1204) =< s(1167)
s(1205) =< s(1167)
s(1206) =< s(1167)
s(1207) =< s(1167)
s(1208) =< s(1167)
s(1224) =< s(1167)
s(1215) =< s(1179)
s(1202) =< s(1179)
s(1203) =< s(1179)
s(1219) =< s(1179)
s(1215) =< s(1188)
s(1202) =< s(1188)
s(1210) =< s(1188)
s(1203) =< s(1188)
s(1204) =< s(1188)
s(1205) =< s(1188)
s(1206) =< s(1188)
s(1207) =< s(1188)
s(1208) =< s(1188)
s(1206) =< s(1180)
s(1227) =< s(1188)
s(1215) =< s(1181)
s(1202) =< s(1181)
s(1210) =< s(1181)
s(1212) =< s(1181)
s(1203) =< s(1181)
s(1204) =< s(1181)
s(1205) =< s(1181)
s(1206) =< s(1181)
s(1207) =< s(1181)
s(1208) =< s(1181)
s(1228) =< s(1181)
s(1215) =< s(1184)
s(1202) =< s(1184)
s(1210) =< s(1184)
s(1212) =< s(1184)
s(1213) =< s(1184)
s(1203) =< s(1184)
s(1208) =< s(1184)
s(1228) =< s(1184)
s(1229) =< s(1182)
s(1207) =< s(1182)
s(1208) =< s(1182)
s(1229) =< s(1168)
s(1207) =< s(1168)
s(1208) =< s(1168)
s(1230) =< s(1173)-1/2
s(1231) =< s(1177)
s(1232) =< s(1173)
s(1233) =< s(1169)
s(1234) =< s(1173)-3/2
s(1235) =< s(1229)*2
s(1236) =< s(1221)*(4/5)
s(1237) =< s(1221)*(2/5)
s(1238) =< s(1217)
s(1239) =< s(1223)*(2/5)
s(1240) =< s(1223)*(1/5)
s(1241) =< s(1223)*(1/2)
s(1242) =< s(1223)*2
s(1243) =< s(1215)*s(1234)
s(1244) =< s(1215)*s(1230)
s(1245) =< s(1215)*s(1231)
s(1246) =< s(1215)*s(1233)
s(1247) =< s(1217)*(3/2)
s(1248) =< s(1218)*s(1232)
s(1249) =< s(1218)*s(1232)
s(1250) =< s(1218)*s(1230)
s(1251) =< s(1218)*s(1177)
s(1252) =< s(1218)*s(1169)
s(1253) =< s(1243)*(4/5)
s(1254) =< s(1243)*(2/5)
s(1255) =< s(1214)*s(1230)
s(1256) =< s(1214)*s(1231)
s(1257) =< s(1214)*s(1233)
s(1258) =< s(1248)*(4/5)
s(1259) =< s(1248)*(2/5)
s(1260) =< s(1255)*(4/5)
s(1261) =< s(1255)*(2/5)
s(1262) =< s(1235)
s(1263) =< s(1235)
s(1264) =< s(1229)
s(1263) =< s(1229)
s(1264) =< s(1226)
s(1265) =< s(1226)
s(1265) =< s(1229)
s(1265) =< s(1216)
s(1262) =< s(1216)
s(1237) =< s(1226)
s(1266) =< s(1226)
s(1237) =< s(1221)
s(1266) =< s(1221)
s(1266) =< s(1216)
s(1236) =< s(1216)
s(1239) =< s(1242)
s(1267) =< s(1242)
s(1268) =< s(1223)
s(1240) =< s(1223)
s(1267) =< s(1223)
s(1268) =< s(1241)
s(1240) =< s(1226)
s(1269) =< s(1226)
s(1240) =< s(1241)
s(1269) =< s(1241)
s(1240) =< s(1268)
s(1269) =< s(1268)
s(1269) =< s(1216)
s(1239) =< s(1216)
s(1254) =< s(1245)
s(1270) =< s(1245)
s(1254) =< s(1209)
s(1270) =< s(1209)
s(1254) =< s(1244)
s(1270) =< s(1244)
s(1254) =< s(1243)
s(1270) =< s(1243)
s(1270) =< s(1246)
s(1253) =< s(1246)
s(1270) =< s(1216)
s(1253) =< s(1216)
s(1247) =< s(1228)
s(1261) =< s(1256)
s(1271) =< s(1256)
s(1261) =< s(1228)
s(1271) =< s(1228)
s(1261) =< s(1255)
s(1271) =< s(1255)
s(1271) =< s(1257)
s(1260) =< s(1257)
s(1271) =< s(1222)
s(1260) =< s(1222)
s(1258) =< s(1242)
s(1249) =< s(1223)
s(1259) =< s(1223)
s(1259) =< s(1251)
s(1272) =< s(1251)
s(1259) =< s(1216)
s(1272) =< s(1216)
s(1259) =< s(1250)
s(1272) =< s(1250)
s(1259) =< s(1249)
s(1272) =< s(1249)
s(1272) =< s(1252)
s(1258) =< s(1252)
s(1258) =< s(1216)

  with precondition: [3*V_m>=14] 

* Chain [58]: 1*s(1302)+2*s(1304)+2*s(1305)+2*s(1306)+1*s(1307)+2*s(1308)+2*s(1309)+1*s(1310)+1*s(1311)+1*s(1312)+1*s(1313)+1*s(1314)+1*s(1315)+1*s(1316)+2*s(1318)+2*s(1319)+1*s(1320)+2*s(1324)+1*s(1325)+1*s(1326)+1*s(1335)+1*s(1336)+1*s(1337)+1*s(1338)+1*s(1339)+1*s(1346)+1*s(1352)+1*s(1353)+1*s(1357)+1*s(1358)+1*s(1359)+1*s(1360)+1*s(1361)+1*s(1362)+1*s(1363)+1*s(1364)+1*s(1365)+2*s(1366)+1*s(1368)+1*s(1369)+1*s(1370)+1*s(1371)+2*s(1372)+2*s(1373)+2*s(1374)+1*s(1375)+2*s(1376)+2*s(1377)+1*s(1378)+1*s(1379)+1*s(1380)+2*s(1381)+1*s(1382)+1*s(1383)+3*s(1384)+1*s(1385)+1*s(1386)+1*s(1387)+1*s(1389)+1*s(1390)+1*s(1391)+1*s(1392)+1*s(1399)+1*s(1405)+1*s(1406)+1*s(1410)+1*s(1411)+1*s(1412)+1*s(1413)+1*s(1414)+1*s(1415)+1*s(1416)+1*s(1417)+1*s(1418)+2*s(1419)+1*s(1421)+1*s(1422)+1*s(1423)+1*s(1424)+2*s(1425)+0
  Such that:s(1284) =< V_m
s(1292) =< 2*V_m
s(1283) =< 3*V_m
s(1275) =< 4*V_m
s(1274) =< 5*V_m
s(1276) =< 7*V_m
s(1278) =< 11*V_m
s(1279) =< 17*V_m
s(1281) =< 20*V_m
s(1280) =< 23*V_m
s(1288) =< 3/4*V_m
s(1294) =< 4/7*V_m
s(1285) =< 4/9*V_m
s(1295) =< 4/11*V_m
s(1282) =< 5/2*V_m
s(1293) =< 5/4*V_m
s(1291) =< 5/7*V_m
s(1286) =< 7/9*V_m
s(1289) =< 11/9*V_m
s(1277) =< 17/2*V_m
s(1290) =< 17/9*V_m
s(1287) =< 17/18*V_m
s(1296) =< 20/9*V_m
s(1297) =< 23/11*V_m
s(1298) =< s(1275)
s(1299) =< s(1275)
s(1300) =< s(1275)
s(1301) =< s(1277)
s(1302) =< s(1277)
s(1303) =< s(1279)
s(1302) =< s(1279)
s(1298) =< s(1285)
s(1276) =< s(1286)
s(1301) =< s(1287)
s(1278) =< s(1289)
s(1303) =< s(1290)
s(1274) =< s(1291)
s(1299) =< s(1294)
s(1300) =< s(1295)
s(1281) =< s(1296)
s(1280) =< s(1297)
s(1304) =< s(1282)
s(1305) =< s(1282)
s(1306) =< s(1282)
s(1307) =< s(1282)
s(1308) =< s(1282)
s(1309) =< s(1282)
s(1310) =< s(1282)
s(1311) =< s(1282)
s(1305) =< s(1283)
s(1306) =< s(1283)
s(1307) =< s(1283)
s(1308) =< s(1283)
s(1309) =< s(1283)
s(1310) =< s(1283)
s(1312) =< s(1283)
s(1311) =< s(1283)
s(1313) =< s(1283)
s(1314) =< s(1283)
s(1315) =< s(1284)
s(1316) =< s(1284)
s(1304) =< s(1284)
s(1311) =< s(1284)
s(1305) =< s(1284)
s(1306) =< s(1284)
s(1307) =< s(1284)
s(1308) =< s(1284)
s(1309) =< s(1284)
s(1310) =< s(1284)
s(1317) =< s(1285)
s(1318) =< s(1285)
s(1315) =< s(1285)
s(1306) =< s(1285)
s(1307) =< s(1285)
s(1309) =< s(1285)
s(1319) =< s(1285)
s(1317) =< s(1298)
s(1318) =< s(1298)
s(1315) =< s(1298)
s(1306) =< s(1298)
s(1307) =< s(1298)
s(1308) =< s(1298)
s(1309) =< s(1298)
s(1310) =< s(1286)
s(1320) =< s(1286)
s(1310) =< s(1276)
s(1320) =< s(1276)
s(1321) =< s(1287)
s(1308) =< s(1287)
s(1309) =< s(1287)
s(1310) =< s(1287)
s(1321) =< s(1301)
s(1308) =< s(1301)
s(1309) =< s(1301)
s(1310) =< s(1301)
s(1316) =< s(1289)
s(1304) =< s(1289)
s(1311) =< s(1289)
s(1305) =< s(1289)
s(1306) =< s(1289)
s(1307) =< s(1289)
s(1308) =< s(1289)
s(1309) =< s(1289)
s(1310) =< s(1289)
s(1322) =< s(1289)
s(1316) =< s(1278)
s(1304) =< s(1278)
s(1311) =< s(1278)
s(1305) =< s(1278)
s(1306) =< s(1278)
s(1307) =< s(1278)
s(1308) =< s(1278)
s(1309) =< s(1278)
s(1310) =< s(1278)
s(1322) =< s(1278)
s(1323) =< s(1290)
s(1315) =< s(1290)
s(1316) =< s(1290)
s(1304) =< s(1290)
s(1311) =< s(1290)
s(1305) =< s(1290)
s(1306) =< s(1290)
s(1307) =< s(1290)
s(1308) =< s(1290)
s(1309) =< s(1290)
s(1310) =< s(1290)
s(1323) =< s(1303)
s(1315) =< s(1303)
s(1316) =< s(1303)
s(1304) =< s(1303)
s(1311) =< s(1303)
s(1305) =< s(1303)
s(1306) =< s(1303)
s(1307) =< s(1303)
s(1308) =< s(1303)
s(1309) =< s(1303)
s(1310) =< s(1303)
s(1305) =< s(1291)
s(1306) =< s(1291)
s(1307) =< s(1291)
s(1308) =< s(1291)
s(1309) =< s(1291)
s(1310) =< s(1291)
s(1312) =< s(1291)
s(1324) =< s(1291)
s(1325) =< s(1291)
s(1311) =< s(1274)
s(1305) =< s(1274)
s(1306) =< s(1274)
s(1307) =< s(1274)
s(1308) =< s(1274)
s(1309) =< s(1274)
s(1310) =< s(1274)
s(1312) =< s(1274)
s(1325) =< s(1274)
s(1307) =< s(1292)
s(1308) =< s(1292)
s(1309) =< s(1292)
s(1310) =< s(1292)
s(1305) =< s(1293)
s(1306) =< s(1293)
s(1307) =< s(1293)
s(1308) =< s(1293)
s(1309) =< s(1293)
s(1310) =< s(1293)
s(1324) =< s(1293)
s(1313) =< s(1293)
s(1314) =< s(1293)
s(1316) =< s(1294)
s(1304) =< s(1294)
s(1305) =< s(1294)
s(1319) =< s(1294)
s(1316) =< s(1299)
s(1304) =< s(1299)
s(1311) =< s(1299)
s(1305) =< s(1299)
s(1306) =< s(1299)
s(1307) =< s(1299)
s(1308) =< s(1299)
s(1309) =< s(1299)
s(1310) =< s(1299)
s(1308) =< s(1295)
s(1308) =< s(1300)
s(1326) =< s(1300)
s(1316) =< s(1296)
s(1304) =< s(1296)
s(1311) =< s(1296)
s(1313) =< s(1296)
s(1305) =< s(1296)
s(1306) =< s(1296)
s(1307) =< s(1296)
s(1308) =< s(1296)
s(1309) =< s(1296)
s(1310) =< s(1296)
s(1327) =< s(1296)
s(1316) =< s(1281)
s(1304) =< s(1281)
s(1311) =< s(1281)
s(1313) =< s(1281)
s(1314) =< s(1281)
s(1305) =< s(1281)
s(1306) =< s(1281)
s(1307) =< s(1281)
s(1308) =< s(1281)
s(1309) =< s(1281)
s(1310) =< s(1281)
s(1327) =< s(1281)
s(1328) =< s(1297)
s(1309) =< s(1297)
s(1310) =< s(1297)
s(1328) =< s(1280)
s(1309) =< s(1280)
s(1310) =< s(1280)
s(1329) =< s(1288)-1/2
s(1330) =< s(1292)
s(1331) =< s(1288)
s(1332) =< s(1284)
s(1333) =< s(1288)-3/2
s(1334) =< s(1328)*2
s(1335) =< s(1321)*(4/5)
s(1336) =< s(1321)*(2/5)
s(1337) =< s(1317)
s(1338) =< s(1323)*(2/5)
s(1339) =< s(1323)*(1/5)
s(1340) =< s(1323)*(1/2)
s(1341) =< s(1323)*2
s(1342) =< s(1316)*s(1333)
s(1343) =< s(1316)*s(1329)
s(1344) =< s(1316)*s(1330)
s(1345) =< s(1316)*s(1332)
s(1346) =< s(1317)*(3/2)
s(1347) =< s(1318)*s(1331)
s(1348) =< s(1318)*s(1331)
s(1349) =< s(1318)*s(1329)
s(1350) =< s(1318)*s(1292)
s(1351) =< s(1318)*s(1284)
s(1352) =< s(1342)*(4/5)
s(1353) =< s(1342)*(2/5)
s(1354) =< s(1315)*s(1329)
s(1355) =< s(1315)*s(1330)
s(1356) =< s(1315)*s(1332)
s(1357) =< s(1347)*(4/5)
s(1358) =< s(1347)*(2/5)
s(1359) =< s(1354)*(4/5)
s(1360) =< s(1354)*(2/5)
s(1361) =< s(1334)
s(1362) =< s(1334)
s(1363) =< s(1328)
s(1362) =< s(1328)
s(1363) =< s(1292)
s(1364) =< s(1292)
s(1364) =< s(1328)
s(1364) =< s(1284)
s(1361) =< s(1284)
s(1336) =< s(1292)
s(1365) =< s(1292)
s(1336) =< s(1321)
s(1365) =< s(1321)
s(1365) =< s(1284)
s(1335) =< s(1284)
s(1338) =< s(1341)
s(1366) =< s(1341)
s(1367) =< s(1323)
s(1339) =< s(1323)
s(1366) =< s(1323)
s(1367) =< s(1340)
s(1339) =< s(1292)
s(1368) =< s(1292)
s(1339) =< s(1340)
s(1368) =< s(1340)
s(1339) =< s(1367)
s(1368) =< s(1367)
s(1368) =< s(1284)
s(1338) =< s(1284)
s(1353) =< s(1344)
s(1369) =< s(1344)
s(1353) =< s(1282)
s(1369) =< s(1282)
s(1353) =< s(1343)
s(1369) =< s(1343)
s(1353) =< s(1342)
s(1369) =< s(1342)
s(1369) =< s(1345)
s(1352) =< s(1345)
s(1369) =< s(1284)
s(1352) =< s(1284)
s(1346) =< s(1327)
s(1360) =< s(1355)
s(1370) =< s(1355)
s(1360) =< s(1327)
s(1370) =< s(1327)
s(1360) =< s(1354)
s(1370) =< s(1354)
s(1370) =< s(1356)
s(1359) =< s(1356)
s(1370) =< s(1322)
s(1359) =< s(1322)
s(1357) =< s(1341)
s(1348) =< s(1323)
s(1358) =< s(1323)
s(1358) =< s(1350)
s(1371) =< s(1350)
s(1358) =< s(1284)
s(1371) =< s(1284)
s(1358) =< s(1349)
s(1371) =< s(1349)
s(1358) =< s(1348)
s(1371) =< s(1348)
s(1371) =< s(1351)
s(1357) =< s(1351)
s(1357) =< s(1284)
s(1372) =< s(1282)
s(1373) =< s(1282)
s(1374) =< s(1282)
s(1375) =< s(1282)
s(1376) =< s(1282)
s(1377) =< s(1282)
s(1378) =< s(1282)
s(1379) =< s(1282)
s(1373) =< s(1283)
s(1374) =< s(1283)
s(1375) =< s(1283)
s(1376) =< s(1283)
s(1377) =< s(1283)
s(1378) =< s(1283)
s(1380) =< s(1283)
s(1379) =< s(1283)
s(1381) =< s(1283)
s(1382) =< s(1284)
s(1383) =< s(1284)
s(1372) =< s(1284)
s(1379) =< s(1284)
s(1373) =< s(1284)
s(1374) =< s(1284)
s(1375) =< s(1284)
s(1376) =< s(1284)
s(1377) =< s(1284)
s(1378) =< s(1284)
s(1384) =< s(1285)
s(1382) =< s(1285)
s(1374) =< s(1285)
s(1375) =< s(1285)
s(1377) =< s(1285)
s(1376) =< s(1285)
s(1378) =< s(1286)
s(1385) =< s(1286)
s(1376) =< s(1287)
s(1377) =< s(1287)
s(1378) =< s(1287)
s(1383) =< s(1289)
s(1372) =< s(1289)
s(1379) =< s(1289)
s(1373) =< s(1289)
s(1374) =< s(1289)
s(1375) =< s(1289)
s(1376) =< s(1289)
s(1377) =< s(1289)
s(1378) =< s(1289)
s(1382) =< s(1290)
s(1383) =< s(1290)
s(1372) =< s(1290)
s(1379) =< s(1290)
s(1373) =< s(1290)
s(1374) =< s(1290)
s(1375) =< s(1290)
s(1376) =< s(1290)
s(1377) =< s(1290)
s(1378) =< s(1290)
s(1373) =< s(1291)
s(1374) =< s(1291)
s(1375) =< s(1291)
s(1376) =< s(1291)
s(1377) =< s(1291)
s(1378) =< s(1291)
s(1380) =< s(1291)
s(1386) =< s(1291)
s(1379) =< s(1291)
s(1375) =< s(1292)
s(1376) =< s(1292)
s(1377) =< s(1292)
s(1378) =< s(1292)
s(1373) =< s(1293)
s(1374) =< s(1293)
s(1375) =< s(1293)
s(1376) =< s(1293)
s(1377) =< s(1293)
s(1378) =< s(1293)
s(1381) =< s(1293)
s(1383) =< s(1294)
s(1372) =< s(1294)
s(1373) =< s(1294)
s(1379) =< s(1294)
s(1374) =< s(1294)
s(1375) =< s(1294)
s(1376) =< s(1294)
s(1377) =< s(1294)
s(1378) =< s(1294)
s(1376) =< s(1295)
s(1387) =< s(1295)
s(1383) =< s(1296)
s(1372) =< s(1296)
s(1379) =< s(1296)
s(1381) =< s(1296)
s(1373) =< s(1296)
s(1374) =< s(1296)
s(1375) =< s(1296)
s(1376) =< s(1296)
s(1377) =< s(1296)
s(1378) =< s(1296)
s(1377) =< s(1297)
s(1378) =< s(1297)
s(1388) =< s(1297)*2
s(1389) =< s(1287)*(4/5)
s(1390) =< s(1287)*(2/5)
s(1391) =< s(1290)*(2/5)
s(1392) =< s(1290)*(1/5)
s(1393) =< s(1290)*(1/2)
s(1394) =< s(1290)*2
s(1395) =< s(1383)*s(1333)
s(1396) =< s(1383)*s(1329)
s(1397) =< s(1383)*s(1330)
s(1398) =< s(1383)*s(1332)
s(1399) =< s(1285)*(3/2)
s(1400) =< s(1384)*s(1331)
s(1401) =< s(1384)*s(1331)
s(1402) =< s(1384)*s(1329)
s(1403) =< s(1384)*s(1292)
s(1404) =< s(1384)*s(1284)
s(1405) =< s(1395)*(4/5)
s(1406) =< s(1395)*(2/5)
s(1407) =< s(1382)*s(1329)
s(1408) =< s(1382)*s(1330)
s(1409) =< s(1382)*s(1332)
s(1410) =< s(1400)*(4/5)
s(1411) =< s(1400)*(2/5)
s(1412) =< s(1407)*(4/5)
s(1413) =< s(1407)*(2/5)
s(1414) =< s(1388)
s(1415) =< s(1388)
s(1416) =< s(1297)
s(1415) =< s(1297)
s(1416) =< s(1292)
s(1417) =< s(1292)
s(1417) =< s(1297)
s(1417) =< s(1284)
s(1414) =< s(1284)
s(1390) =< s(1292)
s(1418) =< s(1292)
s(1390) =< s(1287)
s(1418) =< s(1287)
s(1418) =< s(1284)
s(1389) =< s(1284)
s(1391) =< s(1394)
s(1419) =< s(1394)
s(1420) =< s(1290)
s(1392) =< s(1290)
s(1419) =< s(1290)
s(1420) =< s(1393)
s(1392) =< s(1292)
s(1421) =< s(1292)
s(1392) =< s(1393)
s(1421) =< s(1393)
s(1392) =< s(1420)
s(1421) =< s(1420)
s(1421) =< s(1284)
s(1391) =< s(1284)
s(1406) =< s(1397)
s(1422) =< s(1397)
s(1406) =< s(1282)
s(1422) =< s(1282)
s(1406) =< s(1396)
s(1422) =< s(1396)
s(1406) =< s(1395)
s(1422) =< s(1395)
s(1422) =< s(1398)
s(1405) =< s(1398)
s(1422) =< s(1284)
s(1405) =< s(1284)
s(1399) =< s(1296)
s(1413) =< s(1408)
s(1423) =< s(1408)
s(1413) =< s(1296)
s(1423) =< s(1296)
s(1413) =< s(1407)
s(1423) =< s(1407)
s(1423) =< s(1409)
s(1412) =< s(1409)
s(1423) =< s(1289)
s(1412) =< s(1289)
s(1410) =< s(1394)
s(1401) =< s(1290)
s(1411) =< s(1290)
s(1411) =< s(1403)
s(1424) =< s(1403)
s(1411) =< s(1284)
s(1424) =< s(1284)
s(1411) =< s(1402)
s(1424) =< s(1402)
s(1411) =< s(1401)
s(1424) =< s(1401)
s(1424) =< s(1404)
s(1410) =< s(1404)
s(1410) =< s(1284)

  with precondition: [5*V_m>=16] 

* Chain [57]: 1*s(1426)+2*s(1443)+2*s(1444)+2*s(1445)+1*s(1446)+2*s(1447)+2*s(1448)+1*s(1449)+1*s(1450)+1*s(1451)+2*s(1452)+1*s(1453)+1*s(1454)+3*s(1455)+1*s(1456)+1*s(1457)+1*s(1458)+1*s(1459)+1*s(1460)+1*s(1468)+1*s(1469)+1*s(1470)+1*s(1471)+1*s(1478)+1*s(1484)+1*s(1485)+1*s(1489)+1*s(1490)+1*s(1491)+1*s(1492)+1*s(1493)+1*s(1494)+1*s(1495)+1*s(1496)+1*s(1497)+2*s(1498)+1*s(1500)+1*s(1501)+1*s(1502)+1*s(1503)+1*s(1504)+0
  Such that:s(1426) =< 1
s(1430) =< V_m
s(1437) =< 2*V_m
s(1429) =< 3*V_m
s(1427) =< 3/4*V_m
s(1439) =< 4/7*V_m
s(1431) =< 4/9*V_m
s(1440) =< 4/11*V_m
s(1428) =< 5/2*V_m
s(1438) =< 5/4*V_m
s(1436) =< 5/7*V_m
s(1432) =< 7/9*V_m
s(1434) =< 11/9*V_m
s(1435) =< 17/9*V_m
s(1433) =< 17/18*V_m
s(1441) =< 20/9*V_m
s(1442) =< 23/11*V_m
s(1443) =< s(1428)
s(1444) =< s(1428)
s(1445) =< s(1428)
s(1446) =< s(1428)
s(1447) =< s(1428)
s(1448) =< s(1428)
s(1449) =< s(1428)
s(1450) =< s(1428)
s(1444) =< s(1429)
s(1445) =< s(1429)
s(1446) =< s(1429)
s(1447) =< s(1429)
s(1448) =< s(1429)
s(1449) =< s(1429)
s(1451) =< s(1429)
s(1450) =< s(1429)
s(1452) =< s(1429)
s(1453) =< s(1430)
s(1454) =< s(1430)
s(1443) =< s(1430)
s(1450) =< s(1430)
s(1444) =< s(1430)
s(1445) =< s(1430)
s(1446) =< s(1430)
s(1447) =< s(1430)
s(1448) =< s(1430)
s(1449) =< s(1430)
s(1455) =< s(1431)
s(1453) =< s(1431)
s(1445) =< s(1431)
s(1446) =< s(1431)
s(1448) =< s(1431)
s(1456) =< s(1431)
s(1447) =< s(1431)
s(1449) =< s(1432)
s(1457) =< s(1432)
s(1447) =< s(1433)
s(1448) =< s(1433)
s(1449) =< s(1433)
s(1454) =< s(1434)
s(1443) =< s(1434)
s(1450) =< s(1434)
s(1444) =< s(1434)
s(1445) =< s(1434)
s(1446) =< s(1434)
s(1447) =< s(1434)
s(1448) =< s(1434)
s(1449) =< s(1434)
s(1453) =< s(1435)
s(1454) =< s(1435)
s(1443) =< s(1435)
s(1450) =< s(1435)
s(1444) =< s(1435)
s(1445) =< s(1435)
s(1446) =< s(1435)
s(1447) =< s(1435)
s(1448) =< s(1435)
s(1449) =< s(1435)
s(1444) =< s(1436)
s(1445) =< s(1436)
s(1446) =< s(1436)
s(1447) =< s(1436)
s(1448) =< s(1436)
s(1449) =< s(1436)
s(1451) =< s(1436)
s(1458) =< s(1436)
s(1459) =< s(1436)
s(1450) =< s(1436)
s(1446) =< s(1437)
s(1447) =< s(1437)
s(1448) =< s(1437)
s(1449) =< s(1437)
s(1444) =< s(1438)
s(1445) =< s(1438)
s(1446) =< s(1438)
s(1447) =< s(1438)
s(1448) =< s(1438)
s(1449) =< s(1438)
s(1458) =< s(1438)
s(1452) =< s(1438)
s(1454) =< s(1439)
s(1443) =< s(1439)
s(1444) =< s(1439)
s(1456) =< s(1439)
s(1450) =< s(1439)
s(1445) =< s(1439)
s(1446) =< s(1439)
s(1447) =< s(1439)
s(1448) =< s(1439)
s(1449) =< s(1439)
s(1447) =< s(1440)
s(1460) =< s(1440)
s(1454) =< s(1441)
s(1443) =< s(1441)
s(1450) =< s(1441)
s(1452) =< s(1441)
s(1444) =< s(1441)
s(1445) =< s(1441)
s(1446) =< s(1441)
s(1447) =< s(1441)
s(1448) =< s(1441)
s(1449) =< s(1441)
s(1448) =< s(1442)
s(1449) =< s(1442)
s(1462) =< s(1427)-1/2
s(1463) =< s(1437)
s(1464) =< s(1427)
s(1465) =< s(1430)
s(1466) =< s(1427)-3/2
s(1467) =< s(1442)*2
s(1468) =< s(1433)*(4/5)
s(1469) =< s(1433)*(2/5)
s(1470) =< s(1435)*(2/5)
s(1471) =< s(1435)*(1/5)
s(1472) =< s(1435)*(1/2)
s(1473) =< s(1435)*2
s(1474) =< s(1454)*s(1466)
s(1475) =< s(1454)*s(1462)
s(1476) =< s(1454)*s(1463)
s(1477) =< s(1454)*s(1465)
s(1478) =< s(1431)*(3/2)
s(1479) =< s(1455)*s(1464)
s(1480) =< s(1455)*s(1464)
s(1481) =< s(1455)*s(1462)
s(1482) =< s(1455)*s(1437)
s(1483) =< s(1455)*s(1430)
s(1484) =< s(1474)*(4/5)
s(1485) =< s(1474)*(2/5)
s(1486) =< s(1453)*s(1462)
s(1487) =< s(1453)*s(1463)
s(1488) =< s(1453)*s(1465)
s(1489) =< s(1479)*(4/5)
s(1490) =< s(1479)*(2/5)
s(1491) =< s(1486)*(4/5)
s(1492) =< s(1486)*(2/5)
s(1493) =< s(1467)
s(1494) =< s(1467)
s(1495) =< s(1442)
s(1494) =< s(1442)
s(1495) =< s(1437)
s(1496) =< s(1437)
s(1496) =< s(1442)
s(1496) =< s(1430)
s(1493) =< s(1430)
s(1469) =< s(1437)
s(1497) =< s(1437)
s(1469) =< s(1433)
s(1497) =< s(1433)
s(1497) =< s(1430)
s(1468) =< s(1430)
s(1470) =< s(1473)
s(1498) =< s(1473)
s(1499) =< s(1435)
s(1471) =< s(1435)
s(1498) =< s(1435)
s(1499) =< s(1472)
s(1471) =< s(1437)
s(1500) =< s(1437)
s(1471) =< s(1472)
s(1500) =< s(1472)
s(1471) =< s(1499)
s(1500) =< s(1499)
s(1500) =< s(1430)
s(1470) =< s(1430)
s(1485) =< s(1476)
s(1501) =< s(1476)
s(1485) =< s(1428)
s(1501) =< s(1428)
s(1485) =< s(1475)
s(1501) =< s(1475)
s(1485) =< s(1474)
s(1501) =< s(1474)
s(1501) =< s(1477)
s(1484) =< s(1477)
s(1501) =< s(1430)
s(1484) =< s(1430)
s(1478) =< s(1441)
s(1492) =< s(1487)
s(1502) =< s(1487)
s(1492) =< s(1441)
s(1502) =< s(1441)
s(1492) =< s(1486)
s(1502) =< s(1486)
s(1502) =< s(1488)
s(1491) =< s(1488)
s(1502) =< s(1434)
s(1491) =< s(1434)
s(1489) =< s(1473)
s(1480) =< s(1435)
s(1490) =< s(1435)
s(1490) =< s(1482)
s(1503) =< s(1482)
s(1490) =< s(1430)
s(1503) =< s(1430)
s(1490) =< s(1481)
s(1503) =< s(1481)
s(1490) =< s(1480)
s(1503) =< s(1480)
s(1503) =< s(1483)
s(1489) =< s(1483)
s(1489) =< s(1430)

  with precondition: [5*V_m>=18] 

* Chain [56]: 1*s(1507)+1*s(1543)+1*s(1546)+2*s(1553)+3*s(1554)+1*s(1555)+3*s(1556)+2*s(1557)+2*s(1558)+2*s(1559)+1*s(1560)+2*s(1561)+2*s(1562)+1*s(1563)+1*s(1565)+1*s(1566)+1*s(1567)+1*s(1568)+1*s(1569)+1*s(1570)+2*s(1573)+1*s(1574)+1*s(1575)+1*s(1579)+1*s(1580)+1*s(1582)+1*s(1591)+1*s(1592)+1*s(1593)+1*s(1594)+1*s(1595)+1*s(1602)+1*s(1608)+1*s(1609)+1*s(1613)+1*s(1614)+1*s(1615)+1*s(1616)+1*s(1617)+1*s(1618)+1*s(1619)+1*s(1620)+1*s(1621)+2*s(1622)+1*s(1624)+1*s(1625)+1*s(1626)+1*s(1627)+1*s(1628)+1
  Such that:s(1512) =< V_m
s(1507) =< 5*V_m+2
s(1529) =< 6*V_m
s(1538) =< 7*V_m
s(1530) =< 8*V_m
s(1531) =< 10*V_m
s(1508) =< 11*V_m
s(1532) =< 14*V_m
s(1533) =< 16*V_m
s(1534) =< 23*V_m
s(1539) =< 27*V_m
s(1540) =< 33*V_m
s(1509) =< 38*V_m
s(1535) =< 46*V_m
s(1536) =< 66*V_m
s(1511) =< 70*V_m
s(1537) =< 78*V_m
s(1516) =< 3/4*V_m
s(1523) =< 4/7*V_m
s(1513) =< 4/9*V_m
s(1524) =< 4/11*V_m
s(1527) =< 5/2*V_m
s(1522) =< 5/4*V_m
s(1519) =< 5/7*V_m
s(1514) =< 7/9*V_m
s(1517) =< 11/9*V_m
s(1518) =< 17/9*V_m
s(1515) =< 17/18*V_m
s(1525) =< 20/9*V_m
s(1526) =< 23/11*V_m
aux(513) =< 2*V_m
aux(514) =< 3*V_m
aux(515) =< 5*V_m
s(1521) =< aux(514)
s(1541) =< s(1527)
s(1542) =< aux(515)
s(1543) =< aux(515)
s(1521) =< s(1529)
s(1544) =< s(1529)
s(1509) =< s(1530)
s(1545) =< s(1530)
s(1546) =< s(1531)
s(1547) =< s(1531)
s(1548) =< s(1532)
s(1544) =< s(1532)
s(1549) =< s(1533)
s(1550) =< s(1533)
s(1542) =< s(1534)
s(1543) =< s(1534)
s(1541) =< s(1534)
s(1546) =< s(1535)
s(1547) =< s(1535)
s(1548) =< s(1536)
s(1511) =< s(1536)
s(1550) =< s(1537)
s(1551) =< s(1537)
s(1549) =< s(1538)
s(1552) =< s(1538)
s(1545) =< s(1539)
s(1552) =< s(1540)
s(1551) =< s(1540)
s(1553) =< s(1547)
s(1546) =< s(1547)
s(1554) =< s(1542)
s(1555) =< s(1542)
s(1555) =< s(1541)
s(1554) =< s(1508)
s(1556) =< s(1508)
s(1554) =< s(1541)
s(1556) =< s(1541)
s(1556) =< s(1551)
s(1546) =< s(1551)
s(1546) =< s(1541)
s(1553) =< s(1551)
s(1553) =< s(1541)
s(1557) =< s(1527)
s(1558) =< s(1527)
s(1559) =< s(1527)
s(1560) =< s(1527)
s(1561) =< s(1527)
s(1562) =< s(1527)
s(1563) =< s(1527)
s(1564) =< s(1527)
s(1557) =< s(1549)
s(1565) =< s(1549)
s(1558) =< s(1549)
s(1559) =< s(1549)
s(1560) =< s(1549)
s(1561) =< s(1549)
s(1562) =< s(1549)
s(1563) =< s(1549)
s(1564) =< s(1549)
s(1558) =< aux(514)
s(1559) =< aux(514)
s(1560) =< aux(514)
s(1561) =< aux(514)
s(1562) =< aux(514)
s(1563) =< aux(514)
s(1566) =< aux(514)
s(1565) =< s(1509)
s(1567) =< s(1509)
s(1568) =< s(1509)
s(1558) =< s(1509)
s(1559) =< s(1509)
s(1560) =< s(1509)
s(1561) =< s(1509)
s(1562) =< s(1509)
s(1563) =< s(1509)
s(1566) =< s(1509)
s(1569) =< s(1512)
s(1570) =< s(1512)
s(1557) =< s(1512)
s(1565) =< s(1512)
s(1558) =< s(1512)
s(1559) =< s(1512)
s(1560) =< s(1512)
s(1561) =< s(1512)
s(1562) =< s(1512)
s(1563) =< s(1512)
s(1571) =< s(1512)
s(1569) =< s(1521)
s(1570) =< s(1521)
s(1557) =< s(1521)
s(1565) =< s(1521)
s(1558) =< s(1521)
s(1559) =< s(1521)
s(1560) =< s(1521)
s(1561) =< s(1521)
s(1562) =< s(1521)
s(1563) =< s(1521)
s(1571) =< s(1521)
s(1572) =< s(1513)
s(1573) =< s(1513)
s(1569) =< s(1513)
s(1559) =< s(1513)
s(1560) =< s(1513)
s(1562) =< s(1513)
s(1574) =< s(1513)
s(1572) =< s(1548)
s(1573) =< s(1548)
s(1569) =< s(1548)
s(1559) =< s(1548)
s(1560) =< s(1548)
s(1561) =< s(1548)
s(1562) =< s(1548)
s(1563) =< s(1514)
s(1575) =< s(1514)
s(1563) =< aux(513)
s(1575) =< aux(513)
s(1576) =< s(1515)
s(1561) =< s(1515)
s(1562) =< s(1515)
s(1563) =< s(1515)
s(1576) =< s(1545)
s(1561) =< s(1545)
s(1562) =< s(1545)
s(1563) =< s(1545)
s(1570) =< s(1517)
s(1557) =< s(1517)
s(1565) =< s(1517)
s(1558) =< s(1517)
s(1559) =< s(1517)
s(1560) =< s(1517)
s(1561) =< s(1517)
s(1562) =< s(1517)
s(1563) =< s(1517)
s(1577) =< s(1517)
s(1570) =< s(1550)
s(1557) =< s(1550)
s(1565) =< s(1550)
s(1558) =< s(1550)
s(1559) =< s(1550)
s(1560) =< s(1550)
s(1561) =< s(1550)
s(1562) =< s(1550)
s(1563) =< s(1550)
s(1577) =< s(1550)
s(1578) =< s(1518)
s(1569) =< s(1518)
s(1570) =< s(1518)
s(1557) =< s(1518)
s(1565) =< s(1518)
s(1558) =< s(1518)
s(1559) =< s(1518)
s(1560) =< s(1518)
s(1561) =< s(1518)
s(1562) =< s(1518)
s(1563) =< s(1518)
s(1578) =< s(1545)
s(1569) =< s(1545)
s(1570) =< s(1545)
s(1557) =< s(1545)
s(1565) =< s(1545)
s(1558) =< s(1545)
s(1559) =< s(1545)
s(1560) =< s(1545)
s(1558) =< s(1519)
s(1559) =< s(1519)
s(1560) =< s(1519)
s(1561) =< s(1519)
s(1562) =< s(1519)
s(1563) =< s(1519)
s(1566) =< s(1519)
s(1579) =< s(1519)
s(1580) =< s(1519)
s(1566) =< s(1549)
s(1580) =< s(1549)
s(1560) =< aux(513)
s(1561) =< aux(513)
s(1562) =< aux(513)
s(1581) =< aux(513)
s(1560) =< s(1552)
s(1561) =< s(1552)
s(1562) =< s(1552)
s(1563) =< s(1552)
s(1581) =< s(1552)
s(1558) =< s(1522)
s(1559) =< s(1522)
s(1560) =< s(1522)
s(1561) =< s(1522)
s(1562) =< s(1522)
s(1563) =< s(1522)
s(1579) =< s(1522)
s(1567) =< aux(515)
s(1568) =< aux(515)
s(1558) =< aux(515)
s(1559) =< aux(515)
s(1560) =< aux(515)
s(1561) =< aux(515)
s(1562) =< aux(515)
s(1563) =< aux(515)
s(1579) =< aux(515)
s(1570) =< s(1523)
s(1557) =< s(1523)
s(1558) =< s(1523)
s(1574) =< s(1523)
s(1570) =< s(1548)
s(1557) =< s(1548)
s(1565) =< s(1548)
s(1558) =< s(1548)
s(1563) =< s(1548)
s(1561) =< s(1524)
s(1561) =< s(1544)
s(1582) =< s(1544)
s(1570) =< s(1525)
s(1557) =< s(1525)
s(1565) =< s(1525)
s(1567) =< s(1525)
s(1558) =< s(1525)
s(1559) =< s(1525)
s(1560) =< s(1525)
s(1561) =< s(1525)
s(1562) =< s(1525)
s(1563) =< s(1525)
s(1583) =< s(1525)
s(1570) =< s(1511)
s(1557) =< s(1511)
s(1565) =< s(1511)
s(1567) =< s(1511)
s(1568) =< s(1511)
s(1558) =< s(1511)
s(1559) =< s(1511)
s(1560) =< s(1511)
s(1561) =< s(1511)
s(1562) =< s(1511)
s(1563) =< s(1511)
s(1583) =< s(1511)
s(1584) =< s(1526)
s(1562) =< s(1526)
s(1563) =< s(1526)
s(1584) =< s(1551)
s(1562) =< s(1551)
s(1563) =< s(1551)
s(1585) =< s(1516)-1/2
s(1586) =< aux(513)
s(1587) =< s(1516)
s(1588) =< s(1512)
s(1589) =< s(1516)-3/2
s(1590) =< s(1584)*2
s(1591) =< s(1576)*(4/5)
s(1592) =< s(1576)*(2/5)
s(1593) =< s(1572)
s(1594) =< s(1578)*(2/5)
s(1595) =< s(1578)*(1/5)
s(1596) =< s(1578)*(1/2)
s(1597) =< s(1578)*2
s(1598) =< s(1570)*s(1589)
s(1599) =< s(1570)*s(1585)
s(1600) =< s(1570)*s(1586)
s(1601) =< s(1570)*s(1588)
s(1602) =< s(1572)*(3/2)
s(1603) =< s(1573)*s(1587)
s(1604) =< s(1573)*s(1587)
s(1605) =< s(1573)*s(1585)
s(1606) =< s(1573)*aux(513)
s(1607) =< s(1573)*s(1512)
s(1608) =< s(1598)*(4/5)
s(1609) =< s(1598)*(2/5)
s(1610) =< s(1569)*s(1585)
s(1611) =< s(1569)*s(1586)
s(1612) =< s(1569)*s(1588)
s(1613) =< s(1603)*(4/5)
s(1614) =< s(1603)*(2/5)
s(1615) =< s(1610)*(4/5)
s(1616) =< s(1610)*(2/5)
s(1617) =< s(1590)
s(1618) =< s(1590)
s(1619) =< s(1584)
s(1618) =< s(1584)
s(1619) =< s(1581)
s(1620) =< s(1581)
s(1620) =< s(1584)
s(1620) =< s(1571)
s(1617) =< s(1571)
s(1592) =< s(1581)
s(1621) =< s(1581)
s(1592) =< s(1576)
s(1621) =< s(1576)
s(1621) =< s(1571)
s(1591) =< s(1571)
s(1594) =< s(1597)
s(1622) =< s(1597)
s(1623) =< s(1578)
s(1595) =< s(1578)
s(1622) =< s(1578)
s(1623) =< s(1596)
s(1595) =< s(1581)
s(1624) =< s(1581)
s(1595) =< s(1596)
s(1624) =< s(1596)
s(1595) =< s(1623)
s(1624) =< s(1623)
s(1624) =< s(1571)
s(1594) =< s(1571)
s(1609) =< s(1600)
s(1625) =< s(1600)
s(1609) =< s(1564)
s(1625) =< s(1564)
s(1609) =< s(1599)
s(1625) =< s(1599)
s(1609) =< s(1598)
s(1625) =< s(1598)
s(1625) =< s(1601)
s(1608) =< s(1601)
s(1625) =< s(1571)
s(1608) =< s(1571)
s(1602) =< s(1583)
s(1616) =< s(1611)
s(1626) =< s(1611)
s(1616) =< s(1583)
s(1626) =< s(1583)
s(1616) =< s(1610)
s(1626) =< s(1610)
s(1626) =< s(1612)
s(1615) =< s(1612)
s(1626) =< s(1577)
s(1615) =< s(1577)
s(1613) =< s(1597)
s(1604) =< s(1578)
s(1614) =< s(1578)
s(1614) =< s(1606)
s(1627) =< s(1606)
s(1614) =< s(1571)
s(1627) =< s(1571)
s(1614) =< s(1605)
s(1627) =< s(1605)
s(1614) =< s(1604)
s(1627) =< s(1604)
s(1627) =< s(1607)
s(1613) =< s(1607)
s(1613) =< s(1571)

  with precondition: [5*V_m>=19] 


#### Cost of chains of eval_rank2_start(V_10,V_14,V_15,V_16,V_5,V_m,V_x_0,V_x_1,V_x_2,V_y_0,V_y_1,V_y_2,B):
* Chain [81]: 0
  with precondition: [] 

* Chain [80]: 1*s(1629)+0
  Such that:s(1629) =< 1

  with precondition: [V_m=3] 

* Chain [79]: 1*s(1630)+0
  Such that:s(1630) =< V_m/2

  with precondition: [3>=V_m,V_m>=2] 

* Chain [78]: 0
  with precondition: [1>=V_m] 

* Chain [77]: 6*s(1647)+6*s(1648)+6*s(1649)+3*s(1650)+6*s(1651)+6*s(1652)+3*s(1653)+3*s(1654)+3*s(1655)+3*s(1656)+3*s(1657)+9*s(1658)+3*s(1659)+3*s(1660)+3*s(1661)+3*s(1662)+3*s(1663)+3*s(1670)+3*s(1671)+3*s(1672)+3*s(1673)+3*s(1680)+3*s(1686)+3*s(1687)+3*s(1691)+3*s(1692)+3*s(1693)+3*s(1694)+3*s(1695)+3*s(1696)+3*s(1697)+3*s(1698)+3*s(1699)+6*s(1700)+3*s(1702)+3*s(1703)+3*s(1704)+3*s(1705)+9*s(1706)+0
  Such that:s(1631) =< V_m
s(1632) =< 2*V_m
s(1633) =< 3*V_m
s(1634) =< 3/4*V_m
s(1635) =< 4/7*V_m
s(1636) =< 4/9*V_m
s(1637) =< 4/11*V_m
s(1638) =< 5/2*V_m
s(1639) =< 5/4*V_m
s(1640) =< 5/7*V_m
s(1641) =< 7/9*V_m
s(1642) =< 11/9*V_m
s(1643) =< 17/9*V_m
s(1644) =< 17/18*V_m
s(1645) =< 20/9*V_m
s(1646) =< 23/11*V_m
s(1647) =< s(1638)
s(1648) =< s(1638)
s(1649) =< s(1638)
s(1650) =< s(1638)
s(1651) =< s(1638)
s(1652) =< s(1638)
s(1653) =< s(1638)
s(1648) =< s(1633)
s(1649) =< s(1633)
s(1650) =< s(1633)
s(1651) =< s(1633)
s(1652) =< s(1633)
s(1653) =< s(1633)
s(1654) =< s(1633)
s(1655) =< s(1631)
s(1656) =< s(1631)
s(1647) =< s(1631)
s(1657) =< s(1631)
s(1648) =< s(1631)
s(1649) =< s(1631)
s(1650) =< s(1631)
s(1651) =< s(1631)
s(1652) =< s(1631)
s(1653) =< s(1631)
s(1658) =< s(1636)
s(1655) =< s(1636)
s(1649) =< s(1636)
s(1650) =< s(1636)
s(1652) =< s(1636)
s(1659) =< s(1636)
s(1653) =< s(1641)
s(1660) =< s(1641)
s(1651) =< s(1644)
s(1652) =< s(1644)
s(1653) =< s(1644)
s(1656) =< s(1642)
s(1647) =< s(1642)
s(1657) =< s(1642)
s(1648) =< s(1642)
s(1649) =< s(1642)
s(1650) =< s(1642)
s(1651) =< s(1642)
s(1652) =< s(1642)
s(1653) =< s(1642)
s(1655) =< s(1643)
s(1656) =< s(1643)
s(1647) =< s(1643)
s(1657) =< s(1643)
s(1648) =< s(1643)
s(1649) =< s(1643)
s(1650) =< s(1643)
s(1651) =< s(1643)
s(1652) =< s(1643)
s(1653) =< s(1643)
s(1648) =< s(1640)
s(1649) =< s(1640)
s(1650) =< s(1640)
s(1651) =< s(1640)
s(1652) =< s(1640)
s(1653) =< s(1640)
s(1654) =< s(1640)
s(1661) =< s(1640)
s(1662) =< s(1640)
s(1650) =< s(1632)
s(1651) =< s(1632)
s(1652) =< s(1632)
s(1653) =< s(1632)
s(1648) =< s(1639)
s(1649) =< s(1639)
s(1650) =< s(1639)
s(1651) =< s(1639)
s(1652) =< s(1639)
s(1653) =< s(1639)
s(1661) =< s(1639)
s(1656) =< s(1635)
s(1647) =< s(1635)
s(1648) =< s(1635)
s(1659) =< s(1635)
s(1651) =< s(1637)
s(1656) =< s(1645)
s(1647) =< s(1645)
s(1657) =< s(1645)
s(1663) =< s(1645)
s(1648) =< s(1645)
s(1649) =< s(1645)
s(1650) =< s(1645)
s(1651) =< s(1645)
s(1652) =< s(1645)
s(1653) =< s(1645)
s(1652) =< s(1646)
s(1653) =< s(1646)
s(1664) =< s(1634)-1/2
s(1665) =< s(1632)
s(1666) =< s(1634)
s(1667) =< s(1631)
s(1668) =< s(1634)-3/2
s(1669) =< s(1646)*2
s(1670) =< s(1644)*(4/5)
s(1671) =< s(1644)*(2/5)
s(1672) =< s(1643)*(2/5)
s(1673) =< s(1643)*(1/5)
s(1674) =< s(1643)*(1/2)
s(1675) =< s(1643)*2
s(1676) =< s(1656)*s(1668)
s(1677) =< s(1656)*s(1664)
s(1678) =< s(1656)*s(1665)
s(1679) =< s(1656)*s(1667)
s(1680) =< s(1636)*(3/2)
s(1681) =< s(1658)*s(1666)
s(1682) =< s(1658)*s(1666)
s(1683) =< s(1658)*s(1664)
s(1684) =< s(1658)*s(1632)
s(1685) =< s(1658)*s(1631)
s(1686) =< s(1676)*(4/5)
s(1687) =< s(1676)*(2/5)
s(1688) =< s(1655)*s(1664)
s(1689) =< s(1655)*s(1665)
s(1690) =< s(1655)*s(1667)
s(1691) =< s(1681)*(4/5)
s(1692) =< s(1681)*(2/5)
s(1693) =< s(1688)*(4/5)
s(1694) =< s(1688)*(2/5)
s(1695) =< s(1669)
s(1696) =< s(1669)
s(1697) =< s(1646)
s(1696) =< s(1646)
s(1697) =< s(1632)
s(1698) =< s(1632)
s(1698) =< s(1646)
s(1698) =< s(1631)
s(1695) =< s(1631)
s(1671) =< s(1632)
s(1699) =< s(1632)
s(1671) =< s(1644)
s(1699) =< s(1644)
s(1699) =< s(1631)
s(1670) =< s(1631)
s(1672) =< s(1675)
s(1700) =< s(1675)
s(1701) =< s(1643)
s(1673) =< s(1643)
s(1700) =< s(1643)
s(1701) =< s(1674)
s(1673) =< s(1632)
s(1702) =< s(1632)
s(1673) =< s(1674)
s(1702) =< s(1674)
s(1673) =< s(1701)
s(1702) =< s(1701)
s(1702) =< s(1631)
s(1672) =< s(1631)
s(1687) =< s(1678)
s(1703) =< s(1678)
s(1687) =< s(1638)
s(1703) =< s(1638)
s(1687) =< s(1677)
s(1703) =< s(1677)
s(1687) =< s(1676)
s(1703) =< s(1676)
s(1703) =< s(1679)
s(1686) =< s(1679)
s(1703) =< s(1631)
s(1686) =< s(1631)
s(1680) =< s(1645)
s(1694) =< s(1689)
s(1704) =< s(1689)
s(1694) =< s(1645)
s(1704) =< s(1645)
s(1694) =< s(1688)
s(1704) =< s(1688)
s(1704) =< s(1690)
s(1693) =< s(1690)
s(1704) =< s(1642)
s(1693) =< s(1642)
s(1691) =< s(1675)
s(1682) =< s(1643)
s(1692) =< s(1643)
s(1692) =< s(1684)
s(1705) =< s(1684)
s(1692) =< s(1631)
s(1705) =< s(1631)
s(1692) =< s(1683)
s(1705) =< s(1683)
s(1692) =< s(1682)
s(1705) =< s(1682)
s(1705) =< s(1685)
s(1691) =< s(1685)
s(1691) =< s(1631)

  with precondition: [V_m>=2] 

* Chain [76]: 1*s(1707)+1*s(1721)+1*s(1725)+1*s(1726)+1*s(1749)+1*s(1754)+2*s(1755)+2*s(1756)+2*s(1757)+1*s(1758)+2*s(1759)+2*s(1760)+1*s(1761)+1*s(1763)+1*s(1764)+1*s(1765)+1*s(1766)+1*s(1767)+1*s(1768)+2*s(1771)+1*s(1772)+1*s(1773)+1*s(1777)+1*s(1778)+1*s(1780)+1*s(1789)+1*s(1790)+1*s(1791)+1*s(1792)+1*s(1793)+1*s(1800)+1*s(1806)+1*s(1807)+1*s(1811)+1*s(1812)+1*s(1813)+1*s(1814)+1*s(1815)+1*s(1816)+1*s(1817)+1*s(1818)+1*s(1819)+2*s(1820)+1*s(1822)+1*s(1823)+1*s(1824)+1*s(1825)+1*s(1826)+2*s(1827)+2*s(1828)+1*s(1829)+1*s(1830)+3*s(1831)+1*s(1832)+1
  Such that:s(1707) =< 1
s(1742) =< V_m
s(1743) =< 2*V_m
s(1708) =< 3*V_m
s(1709) =< 5*V_m
s(1710) =< 6*V_m
s(1711) =< 7*V_m
s(1712) =< 9*V_m
s(1713) =< 11*V_m
s(1714) =< 15*V_m
s(1715) =< 17*V_m
s(1716) =< 18*V_m
s(1717) =< 23*V_m
s(1718) =< 27*V_m
s(1719) =< 30*V_m
s(1720) =< 34*V_m
s(1721) =< 46*V_m
s(1722) =< 54*V_m
s(1723) =< 66*V_m
s(1724) =< V_m/2
s(1725) =< V_m/3
s(1726) =< V_m/3+2/3
s(1727) =< V_m/5
s(1728) =< 2/5*V_m
s(1729) =< 3/4*V_m
s(1730) =< 4/7*V_m
s(1731) =< 4/9*V_m
s(1732) =< 4/11*V_m
s(1733) =< 5/2*V_m
s(1734) =< 5/4*V_m
s(1735) =< 5/7*V_m
s(1736) =< 7/9*V_m
s(1737) =< 11/9*V_m
s(1738) =< 17/9*V_m
s(1739) =< 17/18*V_m
s(1740) =< 20/9*V_m
s(1741) =< 23/11*V_m
s(1744) =< s(1708)
s(1745) =< s(1708)
s(1746) =< s(1708)
s(1744) =< s(1710)
s(1747) =< s(1710)
s(1748) =< s(1710)
s(1749) =< s(1712)
s(1750) =< s(1712)
s(1751) =< s(1714)
s(1752) =< s(1715)
s(1749) =< s(1717)
s(1750) =< s(1717)
s(1745) =< s(1716)
s(1721) =< s(1716)
s(1751) =< s(1719)
s(1752) =< s(1720)
s(1753) =< s(1722)
s(1748) =< s(1722)
s(1747) =< s(1723)
s(1753) =< s(1723)
s(1746) =< s(1723)
s(1749) =< s(1745)
s(1754) =< s(1745)
s(1749) =< s(1750)
s(1754) =< s(1750)
s(1754) =< s(1746)
s(1721) =< s(1746)
s(1721) =< s(1750)
s(1755) =< s(1733)
s(1756) =< s(1733)
s(1757) =< s(1733)
s(1758) =< s(1733)
s(1759) =< s(1733)
s(1760) =< s(1733)
s(1761) =< s(1733)
s(1762) =< s(1733)
s(1755) =< s(1751)
s(1763) =< s(1751)
s(1756) =< s(1751)
s(1757) =< s(1751)
s(1758) =< s(1751)
s(1759) =< s(1751)
s(1760) =< s(1751)
s(1761) =< s(1751)
s(1762) =< s(1751)
s(1756) =< s(1708)
s(1757) =< s(1708)
s(1758) =< s(1708)
s(1759) =< s(1708)
s(1760) =< s(1708)
s(1761) =< s(1708)
s(1764) =< s(1708)
s(1763) =< s(1745)
s(1765) =< s(1745)
s(1766) =< s(1745)
s(1756) =< s(1745)
s(1757) =< s(1745)
s(1758) =< s(1745)
s(1759) =< s(1745)
s(1760) =< s(1745)
s(1761) =< s(1745)
s(1764) =< s(1745)
s(1767) =< s(1742)
s(1768) =< s(1742)
s(1755) =< s(1742)
s(1763) =< s(1742)
s(1756) =< s(1742)
s(1757) =< s(1742)
s(1758) =< s(1742)
s(1759) =< s(1742)
s(1760) =< s(1742)
s(1761) =< s(1742)
s(1769) =< s(1742)
s(1767) =< s(1744)
s(1768) =< s(1744)
s(1755) =< s(1744)
s(1763) =< s(1744)
s(1756) =< s(1744)
s(1757) =< s(1744)
s(1758) =< s(1744)
s(1759) =< s(1744)
s(1760) =< s(1744)
s(1761) =< s(1744)
s(1769) =< s(1744)
s(1770) =< s(1731)
s(1771) =< s(1731)
s(1767) =< s(1731)
s(1757) =< s(1731)
s(1758) =< s(1731)
s(1760) =< s(1731)
s(1772) =< s(1731)
s(1770) =< s(1747)
s(1771) =< s(1747)
s(1767) =< s(1747)
s(1757) =< s(1747)
s(1758) =< s(1747)
s(1759) =< s(1747)
s(1760) =< s(1747)
s(1761) =< s(1736)
s(1773) =< s(1736)
s(1761) =< s(1711)
s(1773) =< s(1711)
s(1774) =< s(1739)
s(1759) =< s(1739)
s(1760) =< s(1739)
s(1761) =< s(1739)
s(1774) =< s(1752)
s(1759) =< s(1752)
s(1760) =< s(1752)
s(1761) =< s(1752)
s(1768) =< s(1737)
s(1755) =< s(1737)
s(1763) =< s(1737)
s(1756) =< s(1737)
s(1757) =< s(1737)
s(1758) =< s(1737)
s(1759) =< s(1737)
s(1760) =< s(1737)
s(1761) =< s(1737)
s(1775) =< s(1737)
s(1768) =< s(1713)
s(1755) =< s(1713)
s(1763) =< s(1713)
s(1756) =< s(1713)
s(1757) =< s(1713)
s(1758) =< s(1713)
s(1759) =< s(1713)
s(1760) =< s(1713)
s(1761) =< s(1713)
s(1775) =< s(1713)
s(1776) =< s(1738)
s(1767) =< s(1738)
s(1768) =< s(1738)
s(1755) =< s(1738)
s(1763) =< s(1738)
s(1756) =< s(1738)
s(1757) =< s(1738)
s(1758) =< s(1738)
s(1759) =< s(1738)
s(1760) =< s(1738)
s(1761) =< s(1738)
s(1776) =< s(1752)
s(1767) =< s(1752)
s(1768) =< s(1752)
s(1755) =< s(1752)
s(1763) =< s(1752)
s(1756) =< s(1752)
s(1757) =< s(1752)
s(1758) =< s(1752)
s(1756) =< s(1735)
s(1757) =< s(1735)
s(1758) =< s(1735)
s(1759) =< s(1735)
s(1760) =< s(1735)
s(1761) =< s(1735)
s(1764) =< s(1735)
s(1777) =< s(1735)
s(1778) =< s(1735)
s(1764) =< s(1751)
s(1778) =< s(1751)
s(1758) =< s(1743)
s(1759) =< s(1743)
s(1760) =< s(1743)
s(1761) =< s(1743)
s(1779) =< s(1743)
s(1758) =< s(1718)
s(1759) =< s(1718)
s(1760) =< s(1718)
s(1761) =< s(1718)
s(1779) =< s(1718)
s(1756) =< s(1734)
s(1757) =< s(1734)
s(1758) =< s(1734)
s(1759) =< s(1734)
s(1760) =< s(1734)
s(1761) =< s(1734)
s(1777) =< s(1734)
s(1765) =< s(1709)
s(1766) =< s(1709)
s(1756) =< s(1709)
s(1757) =< s(1709)
s(1758) =< s(1709)
s(1759) =< s(1709)
s(1760) =< s(1709)
s(1761) =< s(1709)
s(1777) =< s(1709)
s(1768) =< s(1730)
s(1755) =< s(1730)
s(1756) =< s(1730)
s(1772) =< s(1730)
s(1768) =< s(1753)
s(1755) =< s(1753)
s(1763) =< s(1753)
s(1756) =< s(1753)
s(1757) =< s(1753)
s(1758) =< s(1753)
s(1759) =< s(1753)
s(1760) =< s(1753)
s(1761) =< s(1753)
s(1759) =< s(1732)
s(1759) =< s(1748)
s(1780) =< s(1748)
s(1768) =< s(1740)
s(1755) =< s(1740)
s(1763) =< s(1740)
s(1765) =< s(1740)
s(1756) =< s(1740)
s(1757) =< s(1740)
s(1758) =< s(1740)
s(1759) =< s(1740)
s(1760) =< s(1740)
s(1761) =< s(1740)
s(1781) =< s(1740)
s(1768) =< s(1747)
s(1755) =< s(1747)
s(1763) =< s(1747)
s(1765) =< s(1747)
s(1766) =< s(1747)
s(1756) =< s(1747)
s(1761) =< s(1747)
s(1781) =< s(1747)
s(1782) =< s(1741)
s(1760) =< s(1741)
s(1761) =< s(1741)
s(1782) =< s(1747)
s(1783) =< s(1729)-1/2
s(1784) =< s(1743)
s(1785) =< s(1729)
s(1786) =< s(1742)
s(1787) =< s(1729)-3/2
s(1788) =< s(1782)*2
s(1789) =< s(1774)*(4/5)
s(1790) =< s(1774)*(2/5)
s(1791) =< s(1770)
s(1792) =< s(1776)*(2/5)
s(1793) =< s(1776)*(1/5)
s(1794) =< s(1776)*(1/2)
s(1795) =< s(1776)*2
s(1796) =< s(1768)*s(1787)
s(1797) =< s(1768)*s(1783)
s(1798) =< s(1768)*s(1784)
s(1799) =< s(1768)*s(1786)
s(1800) =< s(1770)*(3/2)
s(1801) =< s(1771)*s(1785)
s(1802) =< s(1771)*s(1785)
s(1803) =< s(1771)*s(1783)
s(1804) =< s(1771)*s(1743)
s(1805) =< s(1771)*s(1742)
s(1806) =< s(1796)*(4/5)
s(1807) =< s(1796)*(2/5)
s(1808) =< s(1767)*s(1783)
s(1809) =< s(1767)*s(1784)
s(1810) =< s(1767)*s(1786)
s(1811) =< s(1801)*(4/5)
s(1812) =< s(1801)*(2/5)
s(1813) =< s(1808)*(4/5)
s(1814) =< s(1808)*(2/5)
s(1815) =< s(1788)
s(1816) =< s(1788)
s(1817) =< s(1782)
s(1816) =< s(1782)
s(1817) =< s(1779)
s(1818) =< s(1779)
s(1818) =< s(1782)
s(1818) =< s(1769)
s(1815) =< s(1769)
s(1790) =< s(1779)
s(1819) =< s(1779)
s(1790) =< s(1774)
s(1819) =< s(1774)
s(1819) =< s(1769)
s(1789) =< s(1769)
s(1792) =< s(1795)
s(1820) =< s(1795)
s(1821) =< s(1776)
s(1793) =< s(1776)
s(1820) =< s(1776)
s(1821) =< s(1794)
s(1793) =< s(1779)
s(1822) =< s(1779)
s(1793) =< s(1794)
s(1822) =< s(1794)
s(1793) =< s(1821)
s(1822) =< s(1821)
s(1822) =< s(1769)
s(1792) =< s(1769)
s(1807) =< s(1798)
s(1823) =< s(1798)
s(1807) =< s(1762)
s(1823) =< s(1762)
s(1807) =< s(1797)
s(1823) =< s(1797)
s(1807) =< s(1796)
s(1823) =< s(1796)
s(1823) =< s(1799)
s(1806) =< s(1799)
s(1823) =< s(1769)
s(1806) =< s(1769)
s(1800) =< s(1781)
s(1814) =< s(1809)
s(1824) =< s(1809)
s(1814) =< s(1781)
s(1824) =< s(1781)
s(1814) =< s(1808)
s(1824) =< s(1808)
s(1824) =< s(1810)
s(1813) =< s(1810)
s(1824) =< s(1775)
s(1813) =< s(1775)
s(1811) =< s(1795)
s(1802) =< s(1776)
s(1812) =< s(1776)
s(1812) =< s(1804)
s(1825) =< s(1804)
s(1812) =< s(1769)
s(1825) =< s(1769)
s(1812) =< s(1803)
s(1825) =< s(1803)
s(1812) =< s(1802)
s(1825) =< s(1802)
s(1825) =< s(1805)
s(1811) =< s(1805)
s(1811) =< s(1769)
s(1826) =< s(1743)
s(1827) =< s(1728)
s(1826) =< s(1728)
s(1828) =< s(1727)
s(1829) =< s(1727)
s(1829) =< s(1742)
s(1830) =< s(1742)
s(1830) =< s(1724)
s(1829) =< s(1743)
s(1831) =< s(1743)
s(1829) =< s(1724)
s(1831) =< s(1724)
s(1831) =< s(1742)
s(1826) =< s(1742)
s(1826) =< s(1724)
s(1828) =< s(1743)
s(1828) =< s(1724)
s(1827) =< s(1742)
s(1827) =< s(1724)

  with precondition: [V_m>=4] 

* Chain [75]: 1*s(1833)+1*s(1837)+1*s(1838)+1*s(1839)+0
  Such that:s(1833) =< 1
s(1834) =< V_m
s(1835) =< 2*V_m
s(1836) =< V_m/2
s(1837) =< V_m/5
s(1838) =< 2/5*V_m
s(1837) =< s(1835)
s(1839) =< s(1835)
s(1837) =< s(1836)
s(1839) =< s(1836)
s(1839) =< s(1834)
s(1838) =< s(1834)
s(1838) =< s(1836)

  with precondition: [V_m>=5] 

* Chain [74]: 1*s(1841)+2*s(1878)+1*s(1879)+2*s(1880)+1*s(1881)+1*s(1882)+1*s(1884)+1*s(1885)+1*s(1887)+1*s(1888)+2*s(1898)+2*s(1899)+2*s(1901)+2*s(1902)+2*s(1903)+2*s(1904)+2*s(1905)+1*s(1906)+2*s(1907)+2*s(1908)+1*s(1909)+1*s(1911)+1*s(1912)+1*s(1913)+1*s(1914)+1*s(1915)+1*s(1916)+2*s(1919)+1*s(1920)+1*s(1921)+1*s(1925)+1*s(1926)+1*s(1928)+1*s(1937)+1*s(1938)+1*s(1939)+1*s(1940)+1*s(1941)+1*s(1948)+1*s(1954)+1*s(1955)+1*s(1959)+1*s(1960)+1*s(1961)+1*s(1962)+1*s(1963)+1*s(1964)+1*s(1965)+1*s(1966)+1*s(1967)+2*s(1968)+1*s(1970)+1*s(1971)+1*s(1972)+1*s(1973)+1*s(1974)+1
  Such that:s(1875) =< 1/2
s(1876) =< V_m
s(1840) =< V_m+2
s(1877) =< 2*V_m
s(1841) =< 2*V_m+4
s(1842) =< 3*V_m
s(1843) =< 5*V_m
s(1844) =< 6*V_m
s(1845) =< 7*V_m
s(1846) =< 10*V_m
s(1847) =< 11*V_m
s(1848) =< 15*V_m
s(1849) =< 17*V_m
s(1850) =< 18*V_m
s(1851) =< 23*V_m
s(1852) =< 27*V_m
s(1853) =< 30*V_m
s(1854) =< 34*V_m
s(1855) =< 54*V_m
s(1856) =< 66*V_m
s(1857) =< V_m/2
s(1858) =< V_m/3
s(1859) =< V_m/5
s(1860) =< 2/5*V_m
s(1861) =< 3/4*V_m
s(1862) =< 4/7*V_m
s(1863) =< 4/9*V_m
s(1864) =< 4/11*V_m
s(1865) =< 5/2*V_m
s(1866) =< 5/4*V_m
s(1867) =< 5/7*V_m
s(1868) =< 7/9*V_m
s(1869) =< 11/9*V_m
s(1870) =< 17/2*V_m
s(1871) =< 17/9*V_m
s(1872) =< 17/18*V_m
s(1873) =< 20/9*V_m
s(1874) =< 23/11*V_m
s(1878) =< s(1875)
s(1879) =< s(1877)
s(1841) =< s(1860)
s(1879) =< s(1860)
s(1880) =< s(1858)
s(1881) =< s(1859)
s(1882) =< s(1859)
s(1883) =< s(1876)
s(1882) =< s(1876)
s(1884) =< s(1876)
s(1883) =< s(1857)
s(1882) =< s(1877)
s(1885) =< s(1877)
s(1882) =< s(1883)
s(1885) =< s(1883)
s(1882) =< s(1857)
s(1885) =< s(1857)
s(1885) =< s(1876)
s(1879) =< s(1876)
s(1879) =< s(1883)
s(1886) =< s(1840)
s(1881) =< s(1840)
s(1887) =< s(1840)
s(1886) =< s(1857)
s(1881) =< s(1877)
s(1888) =< s(1877)
s(1881) =< s(1886)
s(1888) =< s(1886)
s(1881) =< s(1857)
s(1888) =< s(1857)
s(1888) =< s(1876)
s(1841) =< s(1876)
s(1841) =< s(1886)
s(1889) =< s(1842)
s(1850) =< s(1842)
s(1890) =< s(1842)
s(1846) =< s(1843)
s(1890) =< s(1843)
s(1889) =< s(1844)
s(1891) =< s(1844)
s(1892) =< s(1844)
s(1893) =< s(1848)
s(1894) =< s(1848)
s(1870) =< s(1848)
s(1895) =< s(1849)
s(1894) =< s(1849)
s(1893) =< s(1853)
s(1896) =< s(1853)
s(1895) =< s(1854)
s(1896) =< s(1854)
s(1892) =< s(1855)
s(1897) =< s(1855)
s(1891) =< s(1856)
s(1897) =< s(1856)
s(1898) =< s(1896)
s(1899) =< s(1894)
s(1900) =< s(1894)
s(1901) =< s(1894)
s(1900) =< s(1870)
s(1899) =< s(1895)
s(1902) =< s(1895)
s(1899) =< s(1900)
s(1902) =< s(1900)
s(1899) =< s(1870)
s(1902) =< s(1870)
s(1902) =< s(1890)
s(1898) =< s(1890)
s(1898) =< s(1900)
s(1903) =< s(1865)
s(1904) =< s(1865)
s(1905) =< s(1865)
s(1906) =< s(1865)
s(1907) =< s(1865)
s(1908) =< s(1865)
s(1909) =< s(1865)
s(1910) =< s(1865)
s(1903) =< s(1893)
s(1911) =< s(1893)
s(1904) =< s(1893)
s(1905) =< s(1893)
s(1906) =< s(1893)
s(1907) =< s(1893)
s(1908) =< s(1893)
s(1909) =< s(1893)
s(1910) =< s(1893)
s(1904) =< s(1842)
s(1905) =< s(1842)
s(1906) =< s(1842)
s(1907) =< s(1842)
s(1908) =< s(1842)
s(1909) =< s(1842)
s(1912) =< s(1842)
s(1911) =< s(1850)
s(1913) =< s(1850)
s(1914) =< s(1850)
s(1904) =< s(1850)
s(1905) =< s(1850)
s(1906) =< s(1850)
s(1907) =< s(1850)
s(1908) =< s(1850)
s(1909) =< s(1850)
s(1912) =< s(1850)
s(1915) =< s(1876)
s(1916) =< s(1876)
s(1903) =< s(1876)
s(1911) =< s(1876)
s(1904) =< s(1876)
s(1905) =< s(1876)
s(1906) =< s(1876)
s(1907) =< s(1876)
s(1908) =< s(1876)
s(1909) =< s(1876)
s(1917) =< s(1876)
s(1915) =< s(1889)
s(1916) =< s(1889)
s(1903) =< s(1889)
s(1911) =< s(1889)
s(1904) =< s(1889)
s(1905) =< s(1889)
s(1906) =< s(1889)
s(1907) =< s(1889)
s(1908) =< s(1889)
s(1909) =< s(1889)
s(1917) =< s(1889)
s(1918) =< s(1863)
s(1919) =< s(1863)
s(1915) =< s(1863)
s(1905) =< s(1863)
s(1906) =< s(1863)
s(1908) =< s(1863)
s(1920) =< s(1863)
s(1918) =< s(1891)
s(1919) =< s(1891)
s(1915) =< s(1891)
s(1905) =< s(1891)
s(1906) =< s(1891)
s(1907) =< s(1891)
s(1908) =< s(1891)
s(1909) =< s(1868)
s(1921) =< s(1868)
s(1909) =< s(1845)
s(1921) =< s(1845)
s(1922) =< s(1872)
s(1907) =< s(1872)
s(1908) =< s(1872)
s(1909) =< s(1872)
s(1922) =< s(1895)
s(1907) =< s(1895)
s(1908) =< s(1895)
s(1909) =< s(1895)
s(1916) =< s(1869)
s(1903) =< s(1869)
s(1911) =< s(1869)
s(1904) =< s(1869)
s(1905) =< s(1869)
s(1906) =< s(1869)
s(1907) =< s(1869)
s(1908) =< s(1869)
s(1909) =< s(1869)
s(1923) =< s(1869)
s(1916) =< s(1847)
s(1903) =< s(1847)
s(1911) =< s(1847)
s(1904) =< s(1847)
s(1905) =< s(1847)
s(1906) =< s(1847)
s(1907) =< s(1847)
s(1908) =< s(1847)
s(1909) =< s(1847)
s(1923) =< s(1847)
s(1924) =< s(1871)
s(1915) =< s(1871)
s(1916) =< s(1871)
s(1903) =< s(1871)
s(1911) =< s(1871)
s(1904) =< s(1871)
s(1905) =< s(1871)
s(1906) =< s(1871)
s(1907) =< s(1871)
s(1908) =< s(1871)
s(1909) =< s(1871)
s(1924) =< s(1892)
s(1915) =< s(1892)
s(1916) =< s(1892)
s(1903) =< s(1892)
s(1911) =< s(1892)
s(1904) =< s(1892)
s(1905) =< s(1892)
s(1906) =< s(1892)
s(1907) =< s(1892)
s(1908) =< s(1892)
s(1909) =< s(1892)
s(1904) =< s(1867)
s(1905) =< s(1867)
s(1906) =< s(1867)
s(1907) =< s(1867)
s(1908) =< s(1867)
s(1909) =< s(1867)
s(1912) =< s(1867)
s(1925) =< s(1867)
s(1926) =< s(1867)
s(1912) =< s(1893)
s(1926) =< s(1893)
s(1906) =< s(1877)
s(1907) =< s(1877)
s(1908) =< s(1877)
s(1909) =< s(1877)
s(1927) =< s(1877)
s(1906) =< s(1852)
s(1907) =< s(1852)
s(1908) =< s(1852)
s(1909) =< s(1852)
s(1927) =< s(1852)
s(1904) =< s(1866)
s(1905) =< s(1866)
s(1906) =< s(1866)
s(1907) =< s(1866)
s(1908) =< s(1866)
s(1909) =< s(1866)
s(1925) =< s(1866)
s(1913) =< s(1846)
s(1914) =< s(1846)
s(1904) =< s(1846)
s(1905) =< s(1846)
s(1906) =< s(1846)
s(1907) =< s(1846)
s(1908) =< s(1846)
s(1909) =< s(1846)
s(1925) =< s(1846)
s(1916) =< s(1862)
s(1903) =< s(1862)
s(1904) =< s(1862)
s(1920) =< s(1862)
s(1916) =< s(1897)
s(1903) =< s(1897)
s(1911) =< s(1897)
s(1904) =< s(1897)
s(1905) =< s(1897)
s(1906) =< s(1897)
s(1907) =< s(1897)
s(1908) =< s(1897)
s(1909) =< s(1897)
s(1907) =< s(1864)
s(1928) =< s(1892)
s(1916) =< s(1873)
s(1903) =< s(1873)
s(1911) =< s(1873)
s(1913) =< s(1873)
s(1904) =< s(1873)
s(1905) =< s(1873)
s(1906) =< s(1873)
s(1907) =< s(1873)
s(1908) =< s(1873)
s(1909) =< s(1873)
s(1929) =< s(1873)
s(1916) =< s(1891)
s(1903) =< s(1891)
s(1911) =< s(1891)
s(1913) =< s(1891)
s(1914) =< s(1891)
s(1904) =< s(1891)
s(1909) =< s(1891)
s(1929) =< s(1891)
s(1930) =< s(1874)
s(1908) =< s(1874)
s(1909) =< s(1874)
s(1930) =< s(1851)
s(1908) =< s(1851)
s(1909) =< s(1851)
s(1931) =< s(1861)-1/2
s(1932) =< s(1877)
s(1933) =< s(1861)
s(1934) =< s(1876)
s(1935) =< s(1861)-3/2
s(1936) =< s(1930)*2
s(1937) =< s(1922)*(4/5)
s(1938) =< s(1922)*(2/5)
s(1939) =< s(1918)
s(1940) =< s(1924)*(2/5)
s(1941) =< s(1924)*(1/5)
s(1942) =< s(1924)*(1/2)
s(1943) =< s(1924)*2
s(1944) =< s(1916)*s(1935)
s(1945) =< s(1916)*s(1931)
s(1946) =< s(1916)*s(1932)
s(1947) =< s(1916)*s(1934)
s(1948) =< s(1918)*(3/2)
s(1949) =< s(1919)*s(1933)
s(1950) =< s(1919)*s(1933)
s(1951) =< s(1919)*s(1931)
s(1952) =< s(1919)*s(1877)
s(1953) =< s(1919)*s(1876)
s(1954) =< s(1944)*(4/5)
s(1955) =< s(1944)*(2/5)
s(1956) =< s(1915)*s(1931)
s(1957) =< s(1915)*s(1932)
s(1958) =< s(1915)*s(1934)
s(1959) =< s(1949)*(4/5)
s(1960) =< s(1949)*(2/5)
s(1961) =< s(1956)*(4/5)
s(1962) =< s(1956)*(2/5)
s(1963) =< s(1936)
s(1964) =< s(1936)
s(1965) =< s(1930)
s(1964) =< s(1930)
s(1965) =< s(1927)
s(1966) =< s(1927)
s(1966) =< s(1930)
s(1966) =< s(1917)
s(1963) =< s(1917)
s(1938) =< s(1927)
s(1967) =< s(1927)
s(1938) =< s(1922)
s(1967) =< s(1922)
s(1967) =< s(1917)
s(1937) =< s(1917)
s(1940) =< s(1943)
s(1968) =< s(1943)
s(1969) =< s(1924)
s(1941) =< s(1924)
s(1968) =< s(1924)
s(1969) =< s(1942)
s(1941) =< s(1927)
s(1970) =< s(1927)
s(1941) =< s(1942)
s(1970) =< s(1942)
s(1941) =< s(1969)
s(1970) =< s(1969)
s(1970) =< s(1917)
s(1940) =< s(1917)
s(1955) =< s(1946)
s(1971) =< s(1946)
s(1955) =< s(1910)
s(1971) =< s(1910)
s(1955) =< s(1945)
s(1971) =< s(1945)
s(1955) =< s(1944)
s(1971) =< s(1944)
s(1971) =< s(1947)
s(1954) =< s(1947)
s(1971) =< s(1917)
s(1954) =< s(1917)
s(1948) =< s(1929)
s(1962) =< s(1957)
s(1972) =< s(1957)
s(1962) =< s(1929)
s(1972) =< s(1929)
s(1962) =< s(1956)
s(1972) =< s(1956)
s(1972) =< s(1958)
s(1961) =< s(1958)
s(1972) =< s(1923)
s(1961) =< s(1923)
s(1959) =< s(1943)
s(1950) =< s(1924)
s(1960) =< s(1924)
s(1960) =< s(1952)
s(1973) =< s(1952)
s(1960) =< s(1917)
s(1973) =< s(1917)
s(1960) =< s(1951)
s(1973) =< s(1951)
s(1960) =< s(1950)
s(1973) =< s(1950)
s(1973) =< s(1953)
s(1959) =< s(1953)
s(1959) =< s(1917)

  with precondition: [V_m>=6] 

* Chain [73]: 1*s(1975)+2*s(1981)+2*s(1982)+2*s(1984)+2*s(1985)+1
  Such that:s(1975) =< 1/2
s(1979) =< V_m
s(1980) =< 2*V_m
s(1976) =< V_m/2
s(1977) =< V_m/5
s(1978) =< 2/5*V_m
s(1981) =< s(1980)
s(1981) =< s(1978)
s(1982) =< s(1977)
s(1983) =< s(1979)
s(1982) =< s(1979)
s(1984) =< s(1979)
s(1983) =< s(1976)
s(1982) =< s(1980)
s(1985) =< s(1980)
s(1982) =< s(1983)
s(1985) =< s(1983)
s(1982) =< s(1976)
s(1985) =< s(1976)
s(1985) =< s(1979)
s(1981) =< s(1979)
s(1981) =< s(1983)

  with precondition: [V_m>=8] 

* Chain [72]: 1*s(1986)+1*s(2001)+1*s(2023)+2*s(2024)+1*s(2025)+1*s(2026)+1*s(2028)+1*s(2029)+1*s(2031)+1*s(2032)+2*s(2033)+2*s(2034)+2*s(2035)+1*s(2036)+2*s(2037)+2*s(2038)+1*s(2039)+1*s(2041)+1*s(2042)+1*s(2043)+1*s(2044)+1*s(2045)+1*s(2046)+2*s(2049)+1*s(2050)+1*s(2051)+1*s(2055)+1*s(2056)+1*s(2058)+1*s(2067)+1*s(2068)+1*s(2069)+1*s(2070)+1*s(2071)+1*s(2078)+1*s(2084)+1*s(2085)+1*s(2089)+1*s(2090)+1*s(2091)+1*s(2092)+1*s(2093)+1*s(2094)+1*s(2095)+1*s(2096)+1*s(2097)+2*s(2098)+1*s(2100)+1*s(2101)+1*s(2102)+1*s(2103)+1*s(2104)+1
  Such that:s(1986) =< 1/2
s(1987) =< V_m
s(1988) =< 2*V_m
s(1989) =< 3*V_m
s(1990) =< 6*V_m
s(1991) =< 6*V_m+4
s(1992) =< 8*V_m
s(1993) =< 10*V_m
s(1994) =< 14*V_m
s(1995) =< 17*V_m
s(1996) =< 17*V_m+10
s(1997) =< 21*V_m
s(1998) =< 27*V_m
s(1999) =< 32*V_m
s(2000) =< 34*V_m
s(2001) =< 34*V_m+20
s(2002) =< 46*V_m
s(2003) =< 54*V_m
s(2004) =< 66*V_m
s(2005) =< 70*V_m
s(2006) =< 3/4*V_m
s(2007) =< 4/7*V_m
s(2008) =< 4/9*V_m
s(2009) =< 4/11*V_m
s(2010) =< 5/2*V_m
s(2011) =< 5/4*V_m
s(2012) =< 5/7*V_m
s(2013) =< 7/9*V_m
s(2014) =< 11/9*V_m
s(2015) =< 17/2*V_m
s(2016) =< 17/3*V_m
s(2017) =< 17/9*V_m
s(2018) =< 17/18*V_m
s(2019) =< 20/9*V_m
s(2020) =< 23/11*V_m
s(1991) =< s(1990)
s(2021) =< s(1990)
s(2004) =< s(1990)
s(2015) =< s(1995)
s(2022) =< s(1994)
s(2023) =< s(2000)
s(2021) =< s(2003)
s(2022) =< s(2005)
s(2001) =< s(2000)
s(2024) =< s(2016)
s(2025) =< s(1995)
s(2026) =< s(1995)
s(2027) =< s(1995)
s(2028) =< s(1995)
s(2027) =< s(2015)
s(2026) =< s(2002)
s(2029) =< s(2002)
s(2026) =< s(2027)
s(2029) =< s(2027)
s(2026) =< s(2015)
s(2029) =< s(2015)
s(2029) =< s(2021)
s(2023) =< s(2021)
s(2023) =< s(2027)
s(2030) =< s(1996)
s(2025) =< s(1996)
s(2031) =< s(1996)
s(2030) =< s(2015)
s(2025) =< s(2002)
s(2032) =< s(2002)
s(2025) =< s(2030)
s(2032) =< s(2030)
s(2025) =< s(2015)
s(2032) =< s(2015)
s(2032) =< s(2021)
s(2001) =< s(2021)
s(2001) =< s(2030)
s(2033) =< s(2010)
s(2034) =< s(2010)
s(2035) =< s(2010)
s(2036) =< s(2010)
s(2037) =< s(2010)
s(2038) =< s(2010)
s(2039) =< s(2010)
s(2040) =< s(2010)
s(2033) =< s(2022)
s(2041) =< s(2022)
s(2034) =< s(2022)
s(2035) =< s(2022)
s(2036) =< s(2022)
s(2037) =< s(2022)
s(2038) =< s(2022)
s(2039) =< s(2022)
s(2040) =< s(2022)
s(2034) =< s(1989)
s(2035) =< s(1989)
s(2036) =< s(1989)
s(2037) =< s(1989)
s(2038) =< s(1989)
s(2039) =< s(1989)
s(2042) =< s(1989)
s(2041) =< s(1999)
s(2043) =< s(1999)
s(2044) =< s(1999)
s(2034) =< s(1999)
s(2035) =< s(1999)
s(2036) =< s(1999)
s(2037) =< s(1999)
s(2038) =< s(1999)
s(2039) =< s(1999)
s(2042) =< s(1999)
s(2045) =< s(1987)
s(2046) =< s(1987)
s(2033) =< s(1987)
s(2041) =< s(1987)
s(2034) =< s(1987)
s(2035) =< s(1987)
s(2036) =< s(1987)
s(2037) =< s(1987)
s(2038) =< s(1987)
s(2039) =< s(1987)
s(2047) =< s(1987)
s(2045) =< s(1991)
s(2046) =< s(1991)
s(2033) =< s(1991)
s(2041) =< s(1991)
s(2034) =< s(1991)
s(2035) =< s(1991)
s(2036) =< s(1991)
s(2037) =< s(1991)
s(2038) =< s(1991)
s(2039) =< s(1991)
s(2047) =< s(1991)
s(2048) =< s(2008)
s(2049) =< s(2008)
s(2045) =< s(2008)
s(2035) =< s(2008)
s(2036) =< s(2008)
s(2038) =< s(2008)
s(2050) =< s(2008)
s(2048) =< s(1990)
s(2049) =< s(1990)
s(2045) =< s(1990)
s(2035) =< s(1990)
s(2036) =< s(1990)
s(2037) =< s(1990)
s(2038) =< s(1990)
s(2039) =< s(2013)
s(2051) =< s(2013)
s(2039) =< s(1993)
s(2051) =< s(1993)
s(2052) =< s(2018)
s(2037) =< s(2018)
s(2038) =< s(2018)
s(2039) =< s(2018)
s(2052) =< s(2021)
s(2037) =< s(2021)
s(2038) =< s(2021)
s(2039) =< s(2021)
s(2046) =< s(2014)
s(2033) =< s(2014)
s(2041) =< s(2014)
s(2034) =< s(2014)
s(2035) =< s(2014)
s(2036) =< s(2014)
s(2037) =< s(2014)
s(2038) =< s(2014)
s(2039) =< s(2014)
s(2053) =< s(2014)
s(2046) =< s(1992)
s(2033) =< s(1992)
s(2041) =< s(1992)
s(2034) =< s(1992)
s(2035) =< s(1992)
s(2036) =< s(1992)
s(2037) =< s(1992)
s(2038) =< s(1992)
s(2039) =< s(1992)
s(2053) =< s(1992)
s(2054) =< s(2017)
s(2045) =< s(2017)
s(2046) =< s(2017)
s(2033) =< s(2017)
s(2041) =< s(2017)
s(2034) =< s(2017)
s(2035) =< s(2017)
s(2036) =< s(2017)
s(2037) =< s(2017)
s(2038) =< s(2017)
s(2039) =< s(2017)
s(2054) =< s(2021)
s(2045) =< s(2021)
s(2046) =< s(2021)
s(2033) =< s(2021)
s(2041) =< s(2021)
s(2034) =< s(2021)
s(2035) =< s(2021)
s(2036) =< s(2021)
s(2034) =< s(2012)
s(2035) =< s(2012)
s(2036) =< s(2012)
s(2037) =< s(2012)
s(2038) =< s(2012)
s(2039) =< s(2012)
s(2042) =< s(2012)
s(2055) =< s(2012)
s(2056) =< s(2012)
s(2042) =< s(2022)
s(2056) =< s(2022)
s(2036) =< s(1988)
s(2037) =< s(1988)
s(2038) =< s(1988)
s(2039) =< s(1988)
s(2057) =< s(1988)
s(2036) =< s(1998)
s(2037) =< s(1998)
s(2038) =< s(1998)
s(2039) =< s(1998)
s(2057) =< s(1998)
s(2034) =< s(2011)
s(2035) =< s(2011)
s(2036) =< s(2011)
s(2037) =< s(2011)
s(2038) =< s(2011)
s(2039) =< s(2011)
s(2055) =< s(2011)
s(2043) =< s(1997)
s(2044) =< s(1997)
s(2034) =< s(1997)
s(2035) =< s(1997)
s(2036) =< s(1997)
s(2037) =< s(1997)
s(2038) =< s(1997)
s(2039) =< s(1997)
s(2055) =< s(1997)
s(2046) =< s(2007)
s(2033) =< s(2007)
s(2034) =< s(2007)
s(2050) =< s(2007)
s(2046) =< s(2003)
s(2033) =< s(2003)
s(2041) =< s(2003)
s(2034) =< s(2003)
s(2035) =< s(2003)
s(2036) =< s(2003)
s(2037) =< s(2003)
s(2038) =< s(2003)
s(2039) =< s(2003)
s(2037) =< s(2009)
s(2058) =< s(2003)
s(2046) =< s(2019)
s(2033) =< s(2019)
s(2041) =< s(2019)
s(2043) =< s(2019)
s(2034) =< s(2019)
s(2035) =< s(2019)
s(2036) =< s(2019)
s(2037) =< s(2019)
s(2038) =< s(2019)
s(2039) =< s(2019)
s(2059) =< s(2019)
s(2046) =< s(1990)
s(2033) =< s(1990)
s(2041) =< s(1990)
s(2043) =< s(1990)
s(2044) =< s(1990)
s(2034) =< s(1990)
s(2039) =< s(1990)
s(2059) =< s(1990)
s(2060) =< s(2020)
s(2038) =< s(2020)
s(2039) =< s(2020)
s(2060) =< s(2004)
s(2038) =< s(2004)
s(2039) =< s(2004)
s(2061) =< s(2006)-1/2
s(2062) =< s(1988)
s(2063) =< s(2006)
s(2064) =< s(1987)
s(2065) =< s(2006)-3/2
s(2066) =< s(2060)*2
s(2067) =< s(2052)*(4/5)
s(2068) =< s(2052)*(2/5)
s(2069) =< s(2048)
s(2070) =< s(2054)*(2/5)
s(2071) =< s(2054)*(1/5)
s(2072) =< s(2054)*(1/2)
s(2073) =< s(2054)*2
s(2074) =< s(2046)*s(2065)
s(2075) =< s(2046)*s(2061)
s(2076) =< s(2046)*s(2062)
s(2077) =< s(2046)*s(2064)
s(2078) =< s(2048)*(3/2)
s(2079) =< s(2049)*s(2063)
s(2080) =< s(2049)*s(2063)
s(2081) =< s(2049)*s(2061)
s(2082) =< s(2049)*s(1988)
s(2083) =< s(2049)*s(1987)
s(2084) =< s(2074)*(4/5)
s(2085) =< s(2074)*(2/5)
s(2086) =< s(2045)*s(2061)
s(2087) =< s(2045)*s(2062)
s(2088) =< s(2045)*s(2064)
s(2089) =< s(2079)*(4/5)
s(2090) =< s(2079)*(2/5)
s(2091) =< s(2086)*(4/5)
s(2092) =< s(2086)*(2/5)
s(2093) =< s(2066)
s(2094) =< s(2066)
s(2095) =< s(2060)
s(2094) =< s(2060)
s(2095) =< s(2057)
s(2096) =< s(2057)
s(2096) =< s(2060)
s(2096) =< s(2047)
s(2093) =< s(2047)
s(2068) =< s(2057)
s(2097) =< s(2057)
s(2068) =< s(2052)
s(2097) =< s(2052)
s(2097) =< s(2047)
s(2067) =< s(2047)
s(2070) =< s(2073)
s(2098) =< s(2073)
s(2099) =< s(2054)
s(2071) =< s(2054)
s(2098) =< s(2054)
s(2099) =< s(2072)
s(2071) =< s(2057)
s(2100) =< s(2057)
s(2071) =< s(2072)
s(2100) =< s(2072)
s(2071) =< s(2099)
s(2100) =< s(2099)
s(2100) =< s(2047)
s(2070) =< s(2047)
s(2085) =< s(2076)
s(2101) =< s(2076)
s(2085) =< s(2040)
s(2101) =< s(2040)
s(2085) =< s(2075)
s(2101) =< s(2075)
s(2085) =< s(2074)
s(2101) =< s(2074)
s(2101) =< s(2077)
s(2084) =< s(2077)
s(2101) =< s(2047)
s(2084) =< s(2047)
s(2078) =< s(2059)
s(2092) =< s(2087)
s(2102) =< s(2087)
s(2092) =< s(2059)
s(2102) =< s(2059)
s(2092) =< s(2086)
s(2102) =< s(2086)
s(2102) =< s(2088)
s(2091) =< s(2088)
s(2102) =< s(2053)
s(2091) =< s(2053)
s(2089) =< s(2073)
s(2080) =< s(2054)
s(2090) =< s(2054)
s(2090) =< s(2082)
s(2103) =< s(2082)
s(2090) =< s(2047)
s(2103) =< s(2047)
s(2090) =< s(2081)
s(2103) =< s(2081)
s(2090) =< s(2080)
s(2103) =< s(2080)
s(2103) =< s(2083)
s(2089) =< s(2083)
s(2089) =< s(2047)

  with precondition: [3*V_m>=14] 

* Chain [71]: 1*s(2133)+2*s(2135)+2*s(2136)+2*s(2137)+1*s(2138)+2*s(2139)+2*s(2140)+1*s(2141)+1*s(2142)+1*s(2143)+1*s(2144)+1*s(2145)+1*s(2146)+1*s(2147)+2*s(2149)+2*s(2150)+1*s(2151)+2*s(2155)+1*s(2156)+1*s(2157)+1*s(2166)+1*s(2167)+1*s(2168)+1*s(2169)+1*s(2170)+1*s(2177)+1*s(2183)+1*s(2184)+1*s(2188)+1*s(2189)+1*s(2190)+1*s(2191)+1*s(2192)+1*s(2193)+1*s(2194)+1*s(2195)+1*s(2196)+2*s(2197)+1*s(2199)+1*s(2200)+1*s(2201)+1*s(2202)+2*s(2203)+2*s(2204)+2*s(2205)+1*s(2206)+2*s(2207)+2*s(2208)+1*s(2209)+1*s(2210)+1*s(2211)+2*s(2212)+1*s(2213)+1*s(2214)+3*s(2215)+1*s(2216)+1*s(2217)+1*s(2218)+1*s(2220)+1*s(2221)+1*s(2222)+1*s(2223)+1*s(2230)+1*s(2236)+1*s(2237)+1*s(2241)+1*s(2242)+1*s(2243)+1*s(2244)+1*s(2245)+1*s(2246)+1*s(2247)+1*s(2248)+1*s(2249)+2*s(2250)+1*s(2252)+1*s(2253)+1*s(2254)+1*s(2255)+2*s(2256)+0
  Such that:s(2105) =< V_m
s(2106) =< 2*V_m
s(2107) =< 3*V_m
s(2108) =< 4*V_m
s(2109) =< 5*V_m
s(2110) =< 7*V_m
s(2111) =< 11*V_m
s(2112) =< 17*V_m
s(2113) =< 20*V_m
s(2114) =< 23*V_m
s(2115) =< 3/4*V_m
s(2116) =< 4/7*V_m
s(2117) =< 4/9*V_m
s(2118) =< 4/11*V_m
s(2119) =< 5/2*V_m
s(2120) =< 5/4*V_m
s(2121) =< 5/7*V_m
s(2122) =< 7/9*V_m
s(2123) =< 11/9*V_m
s(2124) =< 17/2*V_m
s(2125) =< 17/9*V_m
s(2126) =< 17/18*V_m
s(2127) =< 20/9*V_m
s(2128) =< 23/11*V_m
s(2129) =< s(2108)
s(2130) =< s(2108)
s(2131) =< s(2108)
s(2132) =< s(2124)
s(2133) =< s(2124)
s(2134) =< s(2112)
s(2133) =< s(2112)
s(2129) =< s(2117)
s(2110) =< s(2122)
s(2132) =< s(2126)
s(2111) =< s(2123)
s(2134) =< s(2125)
s(2109) =< s(2121)
s(2130) =< s(2116)
s(2131) =< s(2118)
s(2113) =< s(2127)
s(2114) =< s(2128)
s(2135) =< s(2119)
s(2136) =< s(2119)
s(2137) =< s(2119)
s(2138) =< s(2119)
s(2139) =< s(2119)
s(2140) =< s(2119)
s(2141) =< s(2119)
s(2142) =< s(2119)
s(2136) =< s(2107)
s(2137) =< s(2107)
s(2138) =< s(2107)
s(2139) =< s(2107)
s(2140) =< s(2107)
s(2141) =< s(2107)
s(2143) =< s(2107)
s(2142) =< s(2107)
s(2144) =< s(2107)
s(2145) =< s(2107)
s(2146) =< s(2105)
s(2147) =< s(2105)
s(2135) =< s(2105)
s(2142) =< s(2105)
s(2136) =< s(2105)
s(2137) =< s(2105)
s(2138) =< s(2105)
s(2139) =< s(2105)
s(2140) =< s(2105)
s(2141) =< s(2105)
s(2148) =< s(2117)
s(2149) =< s(2117)
s(2146) =< s(2117)
s(2137) =< s(2117)
s(2138) =< s(2117)
s(2140) =< s(2117)
s(2150) =< s(2117)
s(2148) =< s(2129)
s(2149) =< s(2129)
s(2146) =< s(2129)
s(2137) =< s(2129)
s(2138) =< s(2129)
s(2139) =< s(2129)
s(2140) =< s(2129)
s(2141) =< s(2122)
s(2151) =< s(2122)
s(2141) =< s(2110)
s(2151) =< s(2110)
s(2152) =< s(2126)
s(2139) =< s(2126)
s(2140) =< s(2126)
s(2141) =< s(2126)
s(2152) =< s(2132)
s(2139) =< s(2132)
s(2140) =< s(2132)
s(2141) =< s(2132)
s(2147) =< s(2123)
s(2135) =< s(2123)
s(2142) =< s(2123)
s(2136) =< s(2123)
s(2137) =< s(2123)
s(2138) =< s(2123)
s(2139) =< s(2123)
s(2140) =< s(2123)
s(2141) =< s(2123)
s(2153) =< s(2123)
s(2147) =< s(2111)
s(2135) =< s(2111)
s(2142) =< s(2111)
s(2136) =< s(2111)
s(2137) =< s(2111)
s(2138) =< s(2111)
s(2139) =< s(2111)
s(2140) =< s(2111)
s(2141) =< s(2111)
s(2153) =< s(2111)
s(2154) =< s(2125)
s(2146) =< s(2125)
s(2147) =< s(2125)
s(2135) =< s(2125)
s(2142) =< s(2125)
s(2136) =< s(2125)
s(2137) =< s(2125)
s(2138) =< s(2125)
s(2139) =< s(2125)
s(2140) =< s(2125)
s(2141) =< s(2125)
s(2154) =< s(2134)
s(2146) =< s(2134)
s(2147) =< s(2134)
s(2135) =< s(2134)
s(2142) =< s(2134)
s(2136) =< s(2134)
s(2137) =< s(2134)
s(2138) =< s(2134)
s(2139) =< s(2134)
s(2140) =< s(2134)
s(2141) =< s(2134)
s(2136) =< s(2121)
s(2137) =< s(2121)
s(2138) =< s(2121)
s(2139) =< s(2121)
s(2140) =< s(2121)
s(2141) =< s(2121)
s(2143) =< s(2121)
s(2155) =< s(2121)
s(2156) =< s(2121)
s(2142) =< s(2109)
s(2136) =< s(2109)
s(2137) =< s(2109)
s(2138) =< s(2109)
s(2139) =< s(2109)
s(2140) =< s(2109)
s(2141) =< s(2109)
s(2143) =< s(2109)
s(2156) =< s(2109)
s(2138) =< s(2106)
s(2139) =< s(2106)
s(2140) =< s(2106)
s(2141) =< s(2106)
s(2136) =< s(2120)
s(2137) =< s(2120)
s(2138) =< s(2120)
s(2139) =< s(2120)
s(2140) =< s(2120)
s(2141) =< s(2120)
s(2155) =< s(2120)
s(2144) =< s(2120)
s(2145) =< s(2120)
s(2147) =< s(2116)
s(2135) =< s(2116)
s(2136) =< s(2116)
s(2150) =< s(2116)
s(2147) =< s(2130)
s(2135) =< s(2130)
s(2142) =< s(2130)
s(2136) =< s(2130)
s(2137) =< s(2130)
s(2138) =< s(2130)
s(2139) =< s(2130)
s(2140) =< s(2130)
s(2141) =< s(2130)
s(2139) =< s(2118)
s(2139) =< s(2131)
s(2157) =< s(2131)
s(2147) =< s(2127)
s(2135) =< s(2127)
s(2142) =< s(2127)
s(2144) =< s(2127)
s(2136) =< s(2127)
s(2137) =< s(2127)
s(2138) =< s(2127)
s(2139) =< s(2127)
s(2140) =< s(2127)
s(2141) =< s(2127)
s(2158) =< s(2127)
s(2147) =< s(2113)
s(2135) =< s(2113)
s(2142) =< s(2113)
s(2144) =< s(2113)
s(2145) =< s(2113)
s(2136) =< s(2113)
s(2137) =< s(2113)
s(2138) =< s(2113)
s(2139) =< s(2113)
s(2140) =< s(2113)
s(2141) =< s(2113)
s(2158) =< s(2113)
s(2159) =< s(2128)
s(2140) =< s(2128)
s(2141) =< s(2128)
s(2159) =< s(2114)
s(2140) =< s(2114)
s(2141) =< s(2114)
s(2160) =< s(2115)-1/2
s(2161) =< s(2106)
s(2162) =< s(2115)
s(2163) =< s(2105)
s(2164) =< s(2115)-3/2
s(2165) =< s(2159)*2
s(2166) =< s(2152)*(4/5)
s(2167) =< s(2152)*(2/5)
s(2168) =< s(2148)
s(2169) =< s(2154)*(2/5)
s(2170) =< s(2154)*(1/5)
s(2171) =< s(2154)*(1/2)
s(2172) =< s(2154)*2
s(2173) =< s(2147)*s(2164)
s(2174) =< s(2147)*s(2160)
s(2175) =< s(2147)*s(2161)
s(2176) =< s(2147)*s(2163)
s(2177) =< s(2148)*(3/2)
s(2178) =< s(2149)*s(2162)
s(2179) =< s(2149)*s(2162)
s(2180) =< s(2149)*s(2160)
s(2181) =< s(2149)*s(2106)
s(2182) =< s(2149)*s(2105)
s(2183) =< s(2173)*(4/5)
s(2184) =< s(2173)*(2/5)
s(2185) =< s(2146)*s(2160)
s(2186) =< s(2146)*s(2161)
s(2187) =< s(2146)*s(2163)
s(2188) =< s(2178)*(4/5)
s(2189) =< s(2178)*(2/5)
s(2190) =< s(2185)*(4/5)
s(2191) =< s(2185)*(2/5)
s(2192) =< s(2165)
s(2193) =< s(2165)
s(2194) =< s(2159)
s(2193) =< s(2159)
s(2194) =< s(2106)
s(2195) =< s(2106)
s(2195) =< s(2159)
s(2195) =< s(2105)
s(2192) =< s(2105)
s(2167) =< s(2106)
s(2196) =< s(2106)
s(2167) =< s(2152)
s(2196) =< s(2152)
s(2196) =< s(2105)
s(2166) =< s(2105)
s(2169) =< s(2172)
s(2197) =< s(2172)
s(2198) =< s(2154)
s(2170) =< s(2154)
s(2197) =< s(2154)
s(2198) =< s(2171)
s(2170) =< s(2106)
s(2199) =< s(2106)
s(2170) =< s(2171)
s(2199) =< s(2171)
s(2170) =< s(2198)
s(2199) =< s(2198)
s(2199) =< s(2105)
s(2169) =< s(2105)
s(2184) =< s(2175)
s(2200) =< s(2175)
s(2184) =< s(2119)
s(2200) =< s(2119)
s(2184) =< s(2174)
s(2200) =< s(2174)
s(2184) =< s(2173)
s(2200) =< s(2173)
s(2200) =< s(2176)
s(2183) =< s(2176)
s(2200) =< s(2105)
s(2183) =< s(2105)
s(2177) =< s(2158)
s(2191) =< s(2186)
s(2201) =< s(2186)
s(2191) =< s(2158)
s(2201) =< s(2158)
s(2191) =< s(2185)
s(2201) =< s(2185)
s(2201) =< s(2187)
s(2190) =< s(2187)
s(2201) =< s(2153)
s(2190) =< s(2153)
s(2188) =< s(2172)
s(2179) =< s(2154)
s(2189) =< s(2154)
s(2189) =< s(2181)
s(2202) =< s(2181)
s(2189) =< s(2105)
s(2202) =< s(2105)
s(2189) =< s(2180)
s(2202) =< s(2180)
s(2189) =< s(2179)
s(2202) =< s(2179)
s(2202) =< s(2182)
s(2188) =< s(2182)
s(2188) =< s(2105)
s(2203) =< s(2119)
s(2204) =< s(2119)
s(2205) =< s(2119)
s(2206) =< s(2119)
s(2207) =< s(2119)
s(2208) =< s(2119)
s(2209) =< s(2119)
s(2210) =< s(2119)
s(2204) =< s(2107)
s(2205) =< s(2107)
s(2206) =< s(2107)
s(2207) =< s(2107)
s(2208) =< s(2107)
s(2209) =< s(2107)
s(2211) =< s(2107)
s(2210) =< s(2107)
s(2212) =< s(2107)
s(2213) =< s(2105)
s(2214) =< s(2105)
s(2203) =< s(2105)
s(2210) =< s(2105)
s(2204) =< s(2105)
s(2205) =< s(2105)
s(2206) =< s(2105)
s(2207) =< s(2105)
s(2208) =< s(2105)
s(2209) =< s(2105)
s(2215) =< s(2117)
s(2213) =< s(2117)
s(2205) =< s(2117)
s(2206) =< s(2117)
s(2208) =< s(2117)
s(2207) =< s(2117)
s(2209) =< s(2122)
s(2216) =< s(2122)
s(2207) =< s(2126)
s(2208) =< s(2126)
s(2209) =< s(2126)
s(2214) =< s(2123)
s(2203) =< s(2123)
s(2210) =< s(2123)
s(2204) =< s(2123)
s(2205) =< s(2123)
s(2206) =< s(2123)
s(2207) =< s(2123)
s(2208) =< s(2123)
s(2209) =< s(2123)
s(2213) =< s(2125)
s(2214) =< s(2125)
s(2203) =< s(2125)
s(2210) =< s(2125)
s(2204) =< s(2125)
s(2205) =< s(2125)
s(2206) =< s(2125)
s(2207) =< s(2125)
s(2208) =< s(2125)
s(2209) =< s(2125)
s(2204) =< s(2121)
s(2205) =< s(2121)
s(2206) =< s(2121)
s(2207) =< s(2121)
s(2208) =< s(2121)
s(2209) =< s(2121)
s(2211) =< s(2121)
s(2217) =< s(2121)
s(2210) =< s(2121)
s(2206) =< s(2106)
s(2207) =< s(2106)
s(2208) =< s(2106)
s(2209) =< s(2106)
s(2204) =< s(2120)
s(2205) =< s(2120)
s(2206) =< s(2120)
s(2207) =< s(2120)
s(2208) =< s(2120)
s(2209) =< s(2120)
s(2212) =< s(2120)
s(2214) =< s(2116)
s(2203) =< s(2116)
s(2204) =< s(2116)
s(2210) =< s(2116)
s(2205) =< s(2116)
s(2206) =< s(2116)
s(2207) =< s(2116)
s(2208) =< s(2116)
s(2209) =< s(2116)
s(2207) =< s(2118)
s(2218) =< s(2118)
s(2214) =< s(2127)
s(2203) =< s(2127)
s(2210) =< s(2127)
s(2212) =< s(2127)
s(2204) =< s(2127)
s(2205) =< s(2127)
s(2206) =< s(2127)
s(2207) =< s(2127)
s(2208) =< s(2127)
s(2209) =< s(2127)
s(2208) =< s(2128)
s(2209) =< s(2128)
s(2219) =< s(2128)*2
s(2220) =< s(2126)*(4/5)
s(2221) =< s(2126)*(2/5)
s(2222) =< s(2125)*(2/5)
s(2223) =< s(2125)*(1/5)
s(2224) =< s(2125)*(1/2)
s(2225) =< s(2125)*2
s(2226) =< s(2214)*s(2164)
s(2227) =< s(2214)*s(2160)
s(2228) =< s(2214)*s(2161)
s(2229) =< s(2214)*s(2163)
s(2230) =< s(2117)*(3/2)
s(2231) =< s(2215)*s(2162)
s(2232) =< s(2215)*s(2162)
s(2233) =< s(2215)*s(2160)
s(2234) =< s(2215)*s(2106)
s(2235) =< s(2215)*s(2105)
s(2236) =< s(2226)*(4/5)
s(2237) =< s(2226)*(2/5)
s(2238) =< s(2213)*s(2160)
s(2239) =< s(2213)*s(2161)
s(2240) =< s(2213)*s(2163)
s(2241) =< s(2231)*(4/5)
s(2242) =< s(2231)*(2/5)
s(2243) =< s(2238)*(4/5)
s(2244) =< s(2238)*(2/5)
s(2245) =< s(2219)
s(2246) =< s(2219)
s(2247) =< s(2128)
s(2246) =< s(2128)
s(2247) =< s(2106)
s(2248) =< s(2106)
s(2248) =< s(2128)
s(2248) =< s(2105)
s(2245) =< s(2105)
s(2221) =< s(2106)
s(2249) =< s(2106)
s(2221) =< s(2126)
s(2249) =< s(2126)
s(2249) =< s(2105)
s(2220) =< s(2105)
s(2222) =< s(2225)
s(2250) =< s(2225)
s(2251) =< s(2125)
s(2223) =< s(2125)
s(2250) =< s(2125)
s(2251) =< s(2224)
s(2223) =< s(2106)
s(2252) =< s(2106)
s(2223) =< s(2224)
s(2252) =< s(2224)
s(2223) =< s(2251)
s(2252) =< s(2251)
s(2252) =< s(2105)
s(2222) =< s(2105)
s(2237) =< s(2228)
s(2253) =< s(2228)
s(2237) =< s(2119)
s(2253) =< s(2119)
s(2237) =< s(2227)
s(2253) =< s(2227)
s(2237) =< s(2226)
s(2253) =< s(2226)
s(2253) =< s(2229)
s(2236) =< s(2229)
s(2253) =< s(2105)
s(2236) =< s(2105)
s(2230) =< s(2127)
s(2244) =< s(2239)
s(2254) =< s(2239)
s(2244) =< s(2127)
s(2254) =< s(2127)
s(2244) =< s(2238)
s(2254) =< s(2238)
s(2254) =< s(2240)
s(2243) =< s(2240)
s(2254) =< s(2123)
s(2243) =< s(2123)
s(2241) =< s(2225)
s(2232) =< s(2125)
s(2242) =< s(2125)
s(2242) =< s(2234)
s(2255) =< s(2234)
s(2242) =< s(2105)
s(2255) =< s(2105)
s(2242) =< s(2233)
s(2255) =< s(2233)
s(2242) =< s(2232)
s(2255) =< s(2232)
s(2255) =< s(2235)
s(2241) =< s(2235)
s(2241) =< s(2105)

  with precondition: [5*V_m>=16] 

* Chain [70]: 1*s(2257)+2*s(2274)+2*s(2275)+2*s(2276)+1*s(2277)+2*s(2278)+2*s(2279)+1*s(2280)+1*s(2281)+1*s(2282)+2*s(2283)+1*s(2284)+1*s(2285)+3*s(2286)+1*s(2287)+1*s(2288)+1*s(2289)+1*s(2290)+1*s(2291)+1*s(2298)+1*s(2299)+1*s(2300)+1*s(2301)+1*s(2308)+1*s(2314)+1*s(2315)+1*s(2319)+1*s(2320)+1*s(2321)+1*s(2322)+1*s(2323)+1*s(2324)+1*s(2325)+1*s(2326)+1*s(2327)+2*s(2328)+1*s(2330)+1*s(2331)+1*s(2332)+1*s(2333)+1*s(2334)+0
  Such that:s(2257) =< 1
s(2258) =< V_m
s(2259) =< 2*V_m
s(2260) =< 3*V_m
s(2261) =< 3/4*V_m
s(2262) =< 4/7*V_m
s(2263) =< 4/9*V_m
s(2264) =< 4/11*V_m
s(2265) =< 5/2*V_m
s(2266) =< 5/4*V_m
s(2267) =< 5/7*V_m
s(2268) =< 7/9*V_m
s(2269) =< 11/9*V_m
s(2270) =< 17/9*V_m
s(2271) =< 17/18*V_m
s(2272) =< 20/9*V_m
s(2273) =< 23/11*V_m
s(2274) =< s(2265)
s(2275) =< s(2265)
s(2276) =< s(2265)
s(2277) =< s(2265)
s(2278) =< s(2265)
s(2279) =< s(2265)
s(2280) =< s(2265)
s(2281) =< s(2265)
s(2275) =< s(2260)
s(2276) =< s(2260)
s(2277) =< s(2260)
s(2278) =< s(2260)
s(2279) =< s(2260)
s(2280) =< s(2260)
s(2282) =< s(2260)
s(2281) =< s(2260)
s(2283) =< s(2260)
s(2284) =< s(2258)
s(2285) =< s(2258)
s(2274) =< s(2258)
s(2281) =< s(2258)
s(2275) =< s(2258)
s(2276) =< s(2258)
s(2277) =< s(2258)
s(2278) =< s(2258)
s(2279) =< s(2258)
s(2280) =< s(2258)
s(2286) =< s(2263)
s(2284) =< s(2263)
s(2276) =< s(2263)
s(2277) =< s(2263)
s(2279) =< s(2263)
s(2287) =< s(2263)
s(2278) =< s(2263)
s(2280) =< s(2268)
s(2288) =< s(2268)
s(2278) =< s(2271)
s(2279) =< s(2271)
s(2280) =< s(2271)
s(2285) =< s(2269)
s(2274) =< s(2269)
s(2281) =< s(2269)
s(2275) =< s(2269)
s(2276) =< s(2269)
s(2277) =< s(2269)
s(2278) =< s(2269)
s(2279) =< s(2269)
s(2280) =< s(2269)
s(2284) =< s(2270)
s(2285) =< s(2270)
s(2274) =< s(2270)
s(2281) =< s(2270)
s(2275) =< s(2270)
s(2276) =< s(2270)
s(2277) =< s(2270)
s(2278) =< s(2270)
s(2279) =< s(2270)
s(2280) =< s(2270)
s(2275) =< s(2267)
s(2276) =< s(2267)
s(2277) =< s(2267)
s(2278) =< s(2267)
s(2279) =< s(2267)
s(2280) =< s(2267)
s(2282) =< s(2267)
s(2289) =< s(2267)
s(2290) =< s(2267)
s(2281) =< s(2267)
s(2277) =< s(2259)
s(2278) =< s(2259)
s(2279) =< s(2259)
s(2280) =< s(2259)
s(2275) =< s(2266)
s(2276) =< s(2266)
s(2277) =< s(2266)
s(2278) =< s(2266)
s(2279) =< s(2266)
s(2280) =< s(2266)
s(2289) =< s(2266)
s(2283) =< s(2266)
s(2285) =< s(2262)
s(2274) =< s(2262)
s(2275) =< s(2262)
s(2287) =< s(2262)
s(2281) =< s(2262)
s(2276) =< s(2262)
s(2277) =< s(2262)
s(2278) =< s(2262)
s(2279) =< s(2262)
s(2280) =< s(2262)
s(2278) =< s(2264)
s(2291) =< s(2264)
s(2285) =< s(2272)
s(2274) =< s(2272)
s(2281) =< s(2272)
s(2283) =< s(2272)
s(2275) =< s(2272)
s(2276) =< s(2272)
s(2277) =< s(2272)
s(2278) =< s(2272)
s(2279) =< s(2272)
s(2280) =< s(2272)
s(2279) =< s(2273)
s(2280) =< s(2273)
s(2292) =< s(2261)-1/2
s(2293) =< s(2259)
s(2294) =< s(2261)
s(2295) =< s(2258)
s(2296) =< s(2261)-3/2
s(2297) =< s(2273)*2
s(2298) =< s(2271)*(4/5)
s(2299) =< s(2271)*(2/5)
s(2300) =< s(2270)*(2/5)
s(2301) =< s(2270)*(1/5)
s(2302) =< s(2270)*(1/2)
s(2303) =< s(2270)*2
s(2304) =< s(2285)*s(2296)
s(2305) =< s(2285)*s(2292)
s(2306) =< s(2285)*s(2293)
s(2307) =< s(2285)*s(2295)
s(2308) =< s(2263)*(3/2)
s(2309) =< s(2286)*s(2294)
s(2310) =< s(2286)*s(2294)
s(2311) =< s(2286)*s(2292)
s(2312) =< s(2286)*s(2259)
s(2313) =< s(2286)*s(2258)
s(2314) =< s(2304)*(4/5)
s(2315) =< s(2304)*(2/5)
s(2316) =< s(2284)*s(2292)
s(2317) =< s(2284)*s(2293)
s(2318) =< s(2284)*s(2295)
s(2319) =< s(2309)*(4/5)
s(2320) =< s(2309)*(2/5)
s(2321) =< s(2316)*(4/5)
s(2322) =< s(2316)*(2/5)
s(2323) =< s(2297)
s(2324) =< s(2297)
s(2325) =< s(2273)
s(2324) =< s(2273)
s(2325) =< s(2259)
s(2326) =< s(2259)
s(2326) =< s(2273)
s(2326) =< s(2258)
s(2323) =< s(2258)
s(2299) =< s(2259)
s(2327) =< s(2259)
s(2299) =< s(2271)
s(2327) =< s(2271)
s(2327) =< s(2258)
s(2298) =< s(2258)
s(2300) =< s(2303)
s(2328) =< s(2303)
s(2329) =< s(2270)
s(2301) =< s(2270)
s(2328) =< s(2270)
s(2329) =< s(2302)
s(2301) =< s(2259)
s(2330) =< s(2259)
s(2301) =< s(2302)
s(2330) =< s(2302)
s(2301) =< s(2329)
s(2330) =< s(2329)
s(2330) =< s(2258)
s(2300) =< s(2258)
s(2315) =< s(2306)
s(2331) =< s(2306)
s(2315) =< s(2265)
s(2331) =< s(2265)
s(2315) =< s(2305)
s(2331) =< s(2305)
s(2315) =< s(2304)
s(2331) =< s(2304)
s(2331) =< s(2307)
s(2314) =< s(2307)
s(2331) =< s(2258)
s(2314) =< s(2258)
s(2308) =< s(2272)
s(2322) =< s(2317)
s(2332) =< s(2317)
s(2322) =< s(2272)
s(2332) =< s(2272)
s(2322) =< s(2316)
s(2332) =< s(2316)
s(2332) =< s(2318)
s(2321) =< s(2318)
s(2332) =< s(2269)
s(2321) =< s(2269)
s(2319) =< s(2303)
s(2310) =< s(2270)
s(2320) =< s(2270)
s(2320) =< s(2312)
s(2333) =< s(2312)
s(2320) =< s(2258)
s(2333) =< s(2258)
s(2320) =< s(2311)
s(2333) =< s(2311)
s(2320) =< s(2310)
s(2333) =< s(2310)
s(2333) =< s(2313)
s(2319) =< s(2313)
s(2319) =< s(2258)

  with precondition: [5*V_m>=18] 

* Chain [69]: 1*s(2336)+1*s(2371)+1*s(2374)+2*s(2381)+3*s(2382)+1*s(2383)+3*s(2384)+2*s(2385)+2*s(2386)+2*s(2387)+1*s(2388)+2*s(2389)+2*s(2390)+1*s(2391)+1*s(2393)+1*s(2394)+1*s(2395)+1*s(2396)+1*s(2397)+1*s(2398)+2*s(2401)+1*s(2402)+1*s(2403)+1*s(2407)+1*s(2408)+1*s(2410)+1*s(2419)+1*s(2420)+1*s(2421)+1*s(2422)+1*s(2423)+1*s(2430)+1*s(2436)+1*s(2437)+1*s(2441)+1*s(2442)+1*s(2443)+1*s(2444)+1*s(2445)+1*s(2446)+1*s(2447)+1*s(2448)+1*s(2449)+2*s(2450)+1*s(2452)+1*s(2453)+1*s(2454)+1*s(2455)+1*s(2456)+1
  Such that:s(2335) =< V_m
s(2365) =< 2*V_m
s(2366) =< 3*V_m
s(2367) =< 5*V_m
s(2336) =< 5*V_m+2
s(2337) =< 6*V_m
s(2338) =< 7*V_m
s(2339) =< 8*V_m
s(2340) =< 10*V_m
s(2341) =< 11*V_m
s(2342) =< 14*V_m
s(2343) =< 16*V_m
s(2344) =< 23*V_m
s(2345) =< 27*V_m
s(2346) =< 33*V_m
s(2347) =< 38*V_m
s(2348) =< 46*V_m
s(2349) =< 66*V_m
s(2350) =< 70*V_m
s(2351) =< 78*V_m
s(2352) =< 3/4*V_m
s(2353) =< 4/7*V_m
s(2354) =< 4/9*V_m
s(2355) =< 4/11*V_m
s(2356) =< 5/2*V_m
s(2357) =< 5/4*V_m
s(2358) =< 5/7*V_m
s(2359) =< 7/9*V_m
s(2360) =< 11/9*V_m
s(2361) =< 17/9*V_m
s(2362) =< 17/18*V_m
s(2363) =< 20/9*V_m
s(2364) =< 23/11*V_m
s(2368) =< s(2366)
s(2369) =< s(2356)
s(2370) =< s(2367)
s(2371) =< s(2367)
s(2368) =< s(2337)
s(2372) =< s(2337)
s(2347) =< s(2339)
s(2373) =< s(2339)
s(2374) =< s(2340)
s(2375) =< s(2340)
s(2376) =< s(2342)
s(2372) =< s(2342)
s(2377) =< s(2343)
s(2378) =< s(2343)
s(2370) =< s(2344)
s(2371) =< s(2344)
s(2369) =< s(2344)
s(2374) =< s(2348)
s(2375) =< s(2348)
s(2376) =< s(2349)
s(2350) =< s(2349)
s(2378) =< s(2351)
s(2379) =< s(2351)
s(2377) =< s(2338)
s(2380) =< s(2338)
s(2373) =< s(2345)
s(2380) =< s(2346)
s(2379) =< s(2346)
s(2381) =< s(2375)
s(2374) =< s(2375)
s(2382) =< s(2370)
s(2383) =< s(2370)
s(2383) =< s(2369)
s(2382) =< s(2341)
s(2384) =< s(2341)
s(2382) =< s(2369)
s(2384) =< s(2369)
s(2384) =< s(2379)
s(2374) =< s(2379)
s(2374) =< s(2369)
s(2381) =< s(2379)
s(2381) =< s(2369)
s(2385) =< s(2356)
s(2386) =< s(2356)
s(2387) =< s(2356)
s(2388) =< s(2356)
s(2389) =< s(2356)
s(2390) =< s(2356)
s(2391) =< s(2356)
s(2392) =< s(2356)
s(2385) =< s(2377)
s(2393) =< s(2377)
s(2386) =< s(2377)
s(2387) =< s(2377)
s(2388) =< s(2377)
s(2389) =< s(2377)
s(2390) =< s(2377)
s(2391) =< s(2377)
s(2392) =< s(2377)
s(2386) =< s(2366)
s(2387) =< s(2366)
s(2388) =< s(2366)
s(2389) =< s(2366)
s(2390) =< s(2366)
s(2391) =< s(2366)
s(2394) =< s(2366)
s(2393) =< s(2347)
s(2395) =< s(2347)
s(2396) =< s(2347)
s(2386) =< s(2347)
s(2387) =< s(2347)
s(2388) =< s(2347)
s(2389) =< s(2347)
s(2390) =< s(2347)
s(2391) =< s(2347)
s(2394) =< s(2347)
s(2397) =< s(2335)
s(2398) =< s(2335)
s(2385) =< s(2335)
s(2393) =< s(2335)
s(2386) =< s(2335)
s(2387) =< s(2335)
s(2388) =< s(2335)
s(2389) =< s(2335)
s(2390) =< s(2335)
s(2391) =< s(2335)
s(2399) =< s(2335)
s(2397) =< s(2368)
s(2398) =< s(2368)
s(2385) =< s(2368)
s(2393) =< s(2368)
s(2386) =< s(2368)
s(2387) =< s(2368)
s(2388) =< s(2368)
s(2389) =< s(2368)
s(2390) =< s(2368)
s(2391) =< s(2368)
s(2399) =< s(2368)
s(2400) =< s(2354)
s(2401) =< s(2354)
s(2397) =< s(2354)
s(2387) =< s(2354)
s(2388) =< s(2354)
s(2390) =< s(2354)
s(2402) =< s(2354)
s(2400) =< s(2376)
s(2401) =< s(2376)
s(2397) =< s(2376)
s(2387) =< s(2376)
s(2388) =< s(2376)
s(2389) =< s(2376)
s(2390) =< s(2376)
s(2391) =< s(2359)
s(2403) =< s(2359)
s(2391) =< s(2365)
s(2403) =< s(2365)
s(2404) =< s(2362)
s(2389) =< s(2362)
s(2390) =< s(2362)
s(2391) =< s(2362)
s(2404) =< s(2373)
s(2389) =< s(2373)
s(2390) =< s(2373)
s(2391) =< s(2373)
s(2398) =< s(2360)
s(2385) =< s(2360)
s(2393) =< s(2360)
s(2386) =< s(2360)
s(2387) =< s(2360)
s(2388) =< s(2360)
s(2389) =< s(2360)
s(2390) =< s(2360)
s(2391) =< s(2360)
s(2405) =< s(2360)
s(2398) =< s(2378)
s(2385) =< s(2378)
s(2393) =< s(2378)
s(2386) =< s(2378)
s(2387) =< s(2378)
s(2388) =< s(2378)
s(2389) =< s(2378)
s(2390) =< s(2378)
s(2391) =< s(2378)
s(2405) =< s(2378)
s(2406) =< s(2361)
s(2397) =< s(2361)
s(2398) =< s(2361)
s(2385) =< s(2361)
s(2393) =< s(2361)
s(2386) =< s(2361)
s(2387) =< s(2361)
s(2388) =< s(2361)
s(2389) =< s(2361)
s(2390) =< s(2361)
s(2391) =< s(2361)
s(2406) =< s(2373)
s(2397) =< s(2373)
s(2398) =< s(2373)
s(2385) =< s(2373)
s(2393) =< s(2373)
s(2386) =< s(2373)
s(2387) =< s(2373)
s(2388) =< s(2373)
s(2386) =< s(2358)
s(2387) =< s(2358)
s(2388) =< s(2358)
s(2389) =< s(2358)
s(2390) =< s(2358)
s(2391) =< s(2358)
s(2394) =< s(2358)
s(2407) =< s(2358)
s(2408) =< s(2358)
s(2394) =< s(2377)
s(2408) =< s(2377)
s(2388) =< s(2365)
s(2389) =< s(2365)
s(2390) =< s(2365)
s(2409) =< s(2365)
s(2388) =< s(2380)
s(2389) =< s(2380)
s(2390) =< s(2380)
s(2391) =< s(2380)
s(2409) =< s(2380)
s(2386) =< s(2357)
s(2387) =< s(2357)
s(2388) =< s(2357)
s(2389) =< s(2357)
s(2390) =< s(2357)
s(2391) =< s(2357)
s(2407) =< s(2357)
s(2395) =< s(2367)
s(2396) =< s(2367)
s(2386) =< s(2367)
s(2387) =< s(2367)
s(2388) =< s(2367)
s(2389) =< s(2367)
s(2390) =< s(2367)
s(2391) =< s(2367)
s(2407) =< s(2367)
s(2398) =< s(2353)
s(2385) =< s(2353)
s(2386) =< s(2353)
s(2402) =< s(2353)
s(2398) =< s(2376)
s(2385) =< s(2376)
s(2393) =< s(2376)
s(2386) =< s(2376)
s(2391) =< s(2376)
s(2389) =< s(2355)
s(2389) =< s(2372)
s(2410) =< s(2372)
s(2398) =< s(2363)
s(2385) =< s(2363)
s(2393) =< s(2363)
s(2395) =< s(2363)
s(2386) =< s(2363)
s(2387) =< s(2363)
s(2388) =< s(2363)
s(2389) =< s(2363)
s(2390) =< s(2363)
s(2391) =< s(2363)
s(2411) =< s(2363)
s(2398) =< s(2350)
s(2385) =< s(2350)
s(2393) =< s(2350)
s(2395) =< s(2350)
s(2396) =< s(2350)
s(2386) =< s(2350)
s(2387) =< s(2350)
s(2388) =< s(2350)
s(2389) =< s(2350)
s(2390) =< s(2350)
s(2391) =< s(2350)
s(2411) =< s(2350)
s(2412) =< s(2364)
s(2390) =< s(2364)
s(2391) =< s(2364)
s(2412) =< s(2379)
s(2390) =< s(2379)
s(2391) =< s(2379)
s(2413) =< s(2352)-1/2
s(2414) =< s(2365)
s(2415) =< s(2352)
s(2416) =< s(2335)
s(2417) =< s(2352)-3/2
s(2418) =< s(2412)*2
s(2419) =< s(2404)*(4/5)
s(2420) =< s(2404)*(2/5)
s(2421) =< s(2400)
s(2422) =< s(2406)*(2/5)
s(2423) =< s(2406)*(1/5)
s(2424) =< s(2406)*(1/2)
s(2425) =< s(2406)*2
s(2426) =< s(2398)*s(2417)
s(2427) =< s(2398)*s(2413)
s(2428) =< s(2398)*s(2414)
s(2429) =< s(2398)*s(2416)
s(2430) =< s(2400)*(3/2)
s(2431) =< s(2401)*s(2415)
s(2432) =< s(2401)*s(2415)
s(2433) =< s(2401)*s(2413)
s(2434) =< s(2401)*s(2365)
s(2435) =< s(2401)*s(2335)
s(2436) =< s(2426)*(4/5)
s(2437) =< s(2426)*(2/5)
s(2438) =< s(2397)*s(2413)
s(2439) =< s(2397)*s(2414)
s(2440) =< s(2397)*s(2416)
s(2441) =< s(2431)*(4/5)
s(2442) =< s(2431)*(2/5)
s(2443) =< s(2438)*(4/5)
s(2444) =< s(2438)*(2/5)
s(2445) =< s(2418)
s(2446) =< s(2418)
s(2447) =< s(2412)
s(2446) =< s(2412)
s(2447) =< s(2409)
s(2448) =< s(2409)
s(2448) =< s(2412)
s(2448) =< s(2399)
s(2445) =< s(2399)
s(2420) =< s(2409)
s(2449) =< s(2409)
s(2420) =< s(2404)
s(2449) =< s(2404)
s(2449) =< s(2399)
s(2419) =< s(2399)
s(2422) =< s(2425)
s(2450) =< s(2425)
s(2451) =< s(2406)
s(2423) =< s(2406)
s(2450) =< s(2406)
s(2451) =< s(2424)
s(2423) =< s(2409)
s(2452) =< s(2409)
s(2423) =< s(2424)
s(2452) =< s(2424)
s(2423) =< s(2451)
s(2452) =< s(2451)
s(2452) =< s(2399)
s(2422) =< s(2399)
s(2437) =< s(2428)
s(2453) =< s(2428)
s(2437) =< s(2392)
s(2453) =< s(2392)
s(2437) =< s(2427)
s(2453) =< s(2427)
s(2437) =< s(2426)
s(2453) =< s(2426)
s(2453) =< s(2429)
s(2436) =< s(2429)
s(2453) =< s(2399)
s(2436) =< s(2399)
s(2430) =< s(2411)
s(2444) =< s(2439)
s(2454) =< s(2439)
s(2444) =< s(2411)
s(2454) =< s(2411)
s(2444) =< s(2438)
s(2454) =< s(2438)
s(2454) =< s(2440)
s(2443) =< s(2440)
s(2454) =< s(2405)
s(2443) =< s(2405)
s(2441) =< s(2425)
s(2432) =< s(2406)
s(2442) =< s(2406)
s(2442) =< s(2434)
s(2455) =< s(2434)
s(2442) =< s(2399)
s(2455) =< s(2399)
s(2442) =< s(2433)
s(2455) =< s(2433)
s(2442) =< s(2432)
s(2455) =< s(2432)
s(2455) =< s(2435)
s(2441) =< s(2435)
s(2441) =< s(2399)

  with precondition: [5*V_m>=19] 


Closed-form bounds of eval_rank2_start(V_10,V_14,V_15,V_16,V_5,V_m,V_x_0,V_x_1,V_x_2,V_y_0,V_y_1,V_y_2,B): 
-------------------------------------
* Chain [81] with precondition: [] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [80] with precondition: [V_m=3] 
    - Upper bound: 1 
    - Complexity: constant 
* Chain [79] with precondition: [3>=V_m,V_m>=2] 
    - Upper bound: V_m/2 
    - Complexity: n 
* Chain [78] with precondition: [1>=V_m] 
    - Upper bound: 0 
    - Complexity: constant 
* Chain [77] with precondition: [V_m>=2] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [76] with precondition: [V_m>=4] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [75] with precondition: [V_m>=5] 
    - Upper bound: 13/5*V_m+1 
    - Complexity: n 
* Chain [74] with precondition: [V_m>=6] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [73] with precondition: [V_m>=8] 
    - Upper bound: 52/5*V_m+3/2 
    - Complexity: n 
* Chain [72] with precondition: [3*V_m>=14] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [71] with precondition: [5*V_m>=16] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [70] with precondition: [5*V_m>=18] 
    - Upper bound: inf 
    - Complexity: infinity 
* Chain [69] with precondition: [5*V_m>=19] 
    - Upper bound: inf 
    - Complexity: infinity 

### Maximum cost of eval_rank2_start(V_10,V_14,V_15,V_16,V_5,V_m,V_x_0,V_x_1,V_x_2,V_y_0,V_y_1,V_y_2,B): inf 
Asymptotic class: infinity 
* Total analysis performed in 7878 ms.

