scp.lp

\ LP format - for model browsing. Use MPS format to capture full model detail.
Minimize
  y_0 + y_1 + y_2 + y_3 + y_4 + y_5 + y_6 + y_7 + y_8 + y_9 + y_10 + y_11
   + y_12 + y_13 + y_14 + y_15 + y_16 + y_17 + y_18 + y_19 + y_20 + y_21
   + y_22 + y_23 + y_24 + y_25 + y_26 + y_27 + y_28 + y_29 + y_30 + y_31
   + y_32 + y_33 + y_34 + y_35 + y_36 + y_37 + y_38 + y_39 + y_40 + y_41
   + y_42 + y_43 + y_44 + y_45 + y_46 + y_47 + y_48 + y_49
Subject To
 y_0_0: x_(0,_0) - y_0 <= 0
 y_0_1: x_(0,_1) - y_1 <= 0
 y_0_2: x_(0,_2) - y_2 <= 0
 y_0_3: x_(0,_3) - y_3 <= 0
 y_0_4: x_(0,_4) - y_4 <= 0
 y_0_5: x_(0,_5) - y_5 <= 0
 y_0_6: x_(0,_6) - y_6 <= 0
 y_0_7: x_(0,_7) - y_7 <= 0
 y_0_8: x_(0,_8) - y_8 <= 0
 y_0_9: x_(0,_9) - y_9 <= 0
 y_0_10: x_(0,_10) - y_10 <= 0
 y_0_11: x_(0,_11) - y_11 <= 0
 y_0_12: x_(0,_12) - y_12 <= 0
 y_0_13: x_(0,_13) - y_13 <= 0
 y_0_14: x_(0,_14) - y_14 <= 0
 y_0_15: x_(0,_15) - y_15 <= 0
 y_0_16: x_(0,_16) - y_16 <= 0
 y_0_17: x_(0,_17) - y_17 <= 0
 y_0_18: x_(0,_18) - y_18 <= 0
 y_0_19: x_(0,_19) - y_19 <= 0
 y_0_20: x_(0,_20) - y_20 <= 0
 y_0_21: x_(0,_21) - y_21 <= 0
 y_0_22: x_(0,_22) - y_22 <= 0
 y_0_23: x_(0,_23) - y_23 <= 0
 y_0_24: x_(0,_24) - y_24 <= 0
 y_0_25: x_(0,_25) - y_25 <= 0
 y_0_26: x_(0,_26) - y_26 <= 0
 y_0_27: x_(0,_27) - y_27 <= 0
 y_0_28: x_(0,_28) - y_28 <= 0
 y_0_29: x_(0,_29) - y_29 <= 0
 y_0_30: x_(0,_30) - y_30 <= 0
 y_0_31: x_(0,_31) - y_31 <= 0
 y_0_32: x_(0,_32) - y_32 <= 0
 y_0_33: x_(0,_33) - y_33 <= 0
 y_0_34: x_(0,_34) - y_34 <= 0
 y_0_35: x_(0,_35) - y_35 <= 0
 y_0_36: x_(0,_36) - y_36 <= 0
 y_0_37: x_(0,_37) - y_37 <= 0
 y_0_38: x_(0,_38) - y_38 <= 0
 y_0_39: x_(0,_39) - y_39 <= 0
 y_0_40: x_(0,_40) - y_40 <= 0
 y_0_41: x_(0,_41) - y_41 <= 0
 y_0_42: x_(0,_42) - y_42 <= 0
 y_0_43: x_(0,_43) - y_43 <= 0
 y_0_44: x_(0,_44) - y_44 <= 0
 y_0_45: x_(0,_45) - y_45 <= 0
 y_0_46: x_(0,_46) - y_46 <= 0
 y_0_47: x_(0,_47) - y_47 <= 0
 y_0_48: x_(0,_48) - y_48 <= 0
 y_0_49: x_(0,_49) - y_49 <= 0
 y_1_0: x_(1,_0) - y_0 <= 0
 y_1_1: x_(1,_1) - y_1 <= 0
 y_1_2: x_(1,_2) - y_2 <= 0
 y_1_3: x_(1,_3) - y_3 <= 0
 y_1_4: x_(1,_4) - y_4 <= 0
 y_1_5: x_(1,_5) - y_5 <= 0
 y_1_6: x_(1,_6) - y_6 <= 0
 y_1_7: x_(1,_7) - y_7 <= 0
 y_1_8: x_(1,_8) - y_8 <= 0
 y_1_9: x_(1,_9) - y_9 <= 0
 y_1_10: x_(1,_10) - y_10 <= 0
 y_1_11: x_(1,_11) - y_11 <= 0
 y_1_12: x_(1,_12) - y_12 <= 0
 y_1_13: x_(1,_13) - y_13 <= 0
 y_1_14: x_(1,_14) - y_14 <= 0
 y_1_15: x_(1,_15) - y_15 <= 0
 y_1_16: x_(1,_16) - y_16 <= 0
 y_1_17: x_(1,_17) - y_17 <= 0
 y_1_18: x_(1,_18) - y_18 <= 0
 y_1_19: x_(1,_19) - y_19 <= 0
 y_1_20: x_(1,_20) - y_20 <= 0
 y_1_21: x_(1,_21) - y_21 <= 0
 y_1_22: x_(1,_22) - y_22 <= 0
 y_1_23: x_(1,_23) - y_23 <= 0
 y_1_24: x_(1,_24) - y_24 <= 0
 y_1_25: x_(1,_25) - y_25 <= 0
 y_1_26: x_(1,_26) - y_26 <= 0
 y_1_27: x_(1,_27) - y_27 <= 0
 y_1_28: x_(1,_28) - y_28 <= 0
 y_1_29: x_(1,_29) - y_29 <= 0
 y_1_30: x_(1,_30) - y_30 <= 0
 y_1_31: x_(1,_31) - y_31 <= 0
 y_1_32: x_(1,_32) - y_32 <= 0
 y_1_33: x_(1,_33) - y_33 <= 0
 y_1_34: x_(1,_34) - y_34 <= 0
 y_1_35: x_(1,_35) - y_35 <= 0
 y_1_36: x_(1,_36) - y_36 <= 0
 y_1_37: x_(1,_37) - y_37 <= 0
 y_1_38: x_(1,_38) - y_38 <= 0
 y_1_39: x_(1,_39) - y_39 <= 0
 y_1_40: x_(1,_40) - y_40 <= 0
 y_1_41: x_(1,_41) - y_41 <= 0
 y_1_42: x_(1,_42) - y_42 <= 0
 y_1_43: x_(1,_43) - y_43 <= 0
 y_1_44: x_(1,_44) - y_44 <= 0
 y_1_45: x_(1,_45) - y_45 <= 0
 y_1_46: x_(1,_46) - y_46 <= 0
 y_1_47: x_(1,_47) - y_47 <= 0
 y_1_48: x_(1,_48) - y_48 <= 0
 y_1_49: x_(1,_49) - y_49 <= 0
 y_2_0: x_(2,_0) - y_0 <= 0
 y_2_1: x_(2,_1) - y_1 <= 0
 y_2_2: x_(2,_2) - y_2 <= 0
 y_2_3: x_(2,_3) - y_3 <= 0
 y_2_4: x_(2,_4) - y_4 <= 0
 y_2_5: x_(2,_5) - y_5 <= 0
 y_2_6: x_(2,_6) - y_6 <= 0
 y_2_7: x_(2,_7) - y_7 <= 0
 y_2_8: x_(2,_8) - y_8 <= 0
 y_2_9: x_(2,_9) - y_9 <= 0
 y_2_10: x_(2,_10) - y_10 <= 0
 y_2_11: x_(2,_11) - y_11 <= 0
 y_2_12: x_(2,_12) - y_12 <= 0
 y_2_13: x_(2,_13) - y_13 <= 0
 y_2_14: x_(2,_14) - y_14 <= 0
 y_2_15: x_(2,_15) - y_15 <= 0
 y_2_16: x_(2,_16) - y_16 <= 0
 y_2_17: x_(2,_17) - y_17 <= 0
 y_2_18: x_(2,_18) - y_18 <= 0
 y_2_19: x_(2,_19) - y_19 <= 0
 y_2_20: x_(2,_20) - y_20 <= 0
 y_2_21: x_(2,_21) - y_21 <= 0
 y_2_22: x_(2,_22) - y_22 <= 0
 y_2_23: x_(2,_23) - y_23 <= 0
 y_2_24: x_(2,_24) - y_24 <= 0
 y_2_25: x_(2,_25) - y_25 <= 0
 y_2_26: x_(2,_26) - y_26 <= 0
 y_2_27: x_(2,_27) - y_27 <= 0
 y_2_28: x_(2,_28) - y_28 <= 0
 y_2_29: x_(2,_29) - y_29 <= 0
 y_2_30: x_(2,_30) - y_30 <= 0
 y_2_31: x_(2,_31) - y_31 <= 0
 y_2_32: x_(2,_32) - y_32 <= 0
 y_2_33: x_(2,_33) - y_33 <= 0
 y_2_34: x_(2,_34) - y_34 <= 0
 y_2_35: x_(2,_35) - y_35 <= 0
 y_2_36: x_(2,_36) - y_36 <= 0
 y_2_37: x_(2,_37) - y_37 <= 0
 y_2_38: x_(2,_38) - y_38 <= 0
 y_2_39: x_(2,_39) - y_39 <= 0
 y_2_40: x_(2,_40) - y_40 <= 0
 y_2_41: x_(2,_41) - y_41 <= 0
 y_2_42: x_(2,_42) - y_42 <= 0
 y_2_43: x_(2,_43) - y_43 <= 0
 y_2_44: x_(2,_44) - y_44 <= 0
 y_2_45: x_(2,_45) - y_45 <= 0
 y_2_46: x_(2,_46) - y_46 <= 0
 y_2_47: x_(2,_47) - y_47 <= 0
 y_2_48: x_(2,_48) - y_48 <= 0
 y_2_49: x_(2,_49) - y_49 <= 0
 y_3_0: x_(3,_0) - y_0 <= 0
 y_3_1: x_(3,_1) - y_1 <= 0
 y_3_2: x_(3,_2) - y_2 <= 0
 y_3_3: x_(3,_3) - y_3 <= 0
 y_3_4: x_(3,_4) - y_4 <= 0
 y_3_5: x_(3,_5) - y_5 <= 0
 y_3_6: x_(3,_6) - y_6 <= 0
 y_3_7: x_(3,_7) - y_7 <= 0
 y_3_8: x_(3,_8) - y_8 <= 0
 y_3_9: x_(3,_9) - y_9 <= 0
 y_3_10: x_(3,_10) - y_10 <= 0
 y_3_11: x_(3,_11) - y_11 <= 0
 y_3_12: x_(3,_12) - y_12 <= 0
 y_3_13: x_(3,_13) - y_13 <= 0
 y_3_14: x_(3,_14) - y_14 <= 0
 y_3_15: x_(3,_15) - y_15 <= 0
 y_3_16: x_(3,_16) - y_16 <= 0
 y_3_17: x_(3,_17) - y_17 <= 0
 y_3_18: x_(3,_18) - y_18 <= 0
 y_3_19: x_(3,_19) - y_19 <= 0
 y_3_20: x_(3,_20) - y_20 <= 0
 y_3_21: x_(3,_21) - y_21 <= 0
 y_3_22: x_(3,_22) - y_22 <= 0
 y_3_23: x_(3,_23) - y_23 <= 0
 y_3_24: x_(3,_24) - y_24 <= 0
 y_3_25: x_(3,_25) - y_25 <= 0
 y_3_26: x_(3,_26) - y_26 <= 0
 y_3_27: x_(3,_27) - y_27 <= 0
 y_3_28: x_(3,_28) - y_28 <= 0
 y_3_29: x_(3,_29) - y_29 <= 0
 y_3_30: x_(3,_30) - y_30 <= 0
 y_3_31: x_(3,_31) - y_31 <= 0
 y_3_32: x_(3,_32) - y_32 <= 0
 y_3_33: x_(3,_33) - y_33 <= 0
 y_3_34: x_(3,_34) - y_34 <= 0
 y_3_35: x_(3,_35) - y_35 <= 0
 y_3_36: x_(3,_36) - y_36 <= 0
 y_3_37: x_(3,_37) - y_37 <= 0
 y_3_38: x_(3,_38) - y_38 <= 0
 y_3_39: x_(3,_39) - y_39 <= 0
 y_3_40: x_(3,_40) - y_40 <= 0
 y_3_41: x_(3,_41) - y_41 <= 0
 y_3_42: x_(3,_42) - y_42 <= 0
 y_3_43: x_(3,_43) - y_43 <= 0
 y_3_44: x_(3,_44) - y_44 <= 0
 y_3_45: x_(3,_45) - y_45 <= 0
 y_3_46: x_(3,_46) - y_46 <= 0
 y_3_47: x_(3,_47) - y_47 <= 0
 y_3_48: x_(3,_48) - y_48 <= 0
 y_3_49: x_(3,_49) - y_49 <= 0
 y_4_0: x_(4,_0) - y_0 <= 0
 y_4_1: x_(4,_1) - y_1 <= 0
 y_4_2: x_(4,_2) - y_2 <= 0
 y_4_3: x_(4,_3) - y_3 <= 0
 y_4_4: x_(4,_4) - y_4 <= 0
 y_4_5: x_(4,_5) - y_5 <= 0
 y_4_6: x_(4,_6) - y_6 <= 0
 y_4_7: x_(4,_7) - y_7 <= 0
 y_4_8: x_(4,_8) - y_8 <= 0
 y_4_9: x_(4,_9) - y_9 <= 0
 y_4_10: x_(4,_10) - y_10 <= 0
 y_4_11: x_(4,_11) - y_11 <= 0
 y_4_12: x_(4,_12) - y_12 <= 0
 y_4_13: x_(4,_13) - y_13 <= 0
 y_4_14: x_(4,_14) - y_14 <= 0
 y_4_15: x_(4,_15) - y_15 <= 0
 y_4_16: x_(4,_16) - y_16 <= 0
 y_4_17: x_(4,_17) - y_17 <= 0
 y_4_18: x_(4,_18) - y_18 <= 0
 y_4_19: x_(4,_19) - y_19 <= 0
 y_4_20: x_(4,_20) - y_20 <= 0
 y_4_21: x_(4,_21) - y_21 <= 0
 y_4_22: x_(4,_22) - y_22 <= 0
 y_4_23: x_(4,_23) - y_23 <= 0
 y_4_24: x_(4,_24) - y_24 <= 0
 y_4_25: x_(4,_25) - y_25 <= 0
 y_4_26: x_(4,_26) - y_26 <= 0
 y_4_27: x_(4,_27) - y_27 <= 0
 y_4_28: x_(4,_28) - y_28 <= 0
 y_4_29: x_(4,_29) - y_29 <= 0
 y_4_30: x_(4,_30) - y_30 <= 0
 y_4_31: x_(4,_31) - y_31 <= 0
 y_4_32: x_(4,_32) - y_32 <= 0
 y_4_33: x_(4,_33) - y_33 <= 0
 y_4_34: x_(4,_34) - y_34 <= 0
 y_4_35: x_(4,_35) - y_35 <= 0
 y_4_36: x_(4,_36) - y_36 <= 0
 y_4_37: x_(4,_37) - y_37 <= 0
 y_4_38: x_(4,_38) - y_38 <= 0
 y_4_39: x_(4,_39) - y_39 <= 0
 y_4_40: x_(4,_40) - y_40 <= 0
 y_4_41: x_(4,_41) - y_41 <= 0
 y_4_42: x_(4,_42) - y_42 <= 0
 y_4_43: x_(4,_43) - y_43 <= 0
 y_4_44: x_(4,_44) - y_44 <= 0
 y_4_45: x_(4,_45) - y_45 <= 0
 y_4_46: x_(4,_46) - y_46 <= 0
 y_4_47: x_(4,_47) - y_47 <= 0
 y_4_48: x_(4,_48) - y_48 <= 0
 y_4_49: x_(4,_49) - y_49 <= 0
 y_5_0: x_(5,_0) - y_0 <= 0
 y_5_1: x_(5,_1) - y_1 <= 0
 y_5_2: x_(5,_2) - y_2 <= 0
 y_5_3: x_(5,_3) - y_3 <= 0
 y_5_4: x_(5,_4) - y_4 <= 0
 y_5_5: x_(5,_5) - y_5 <= 0
 y_5_6: x_(5,_6) - y_6 <= 0
 y_5_7: x_(5,_7) - y_7 <= 0
 y_5_8: x_(5,_8) - y_8 <= 0
 y_5_9: x_(5,_9) - y_9 <= 0
 y_5_10: x_(5,_10) - y_10 <= 0
 y_5_11: x_(5,_11) - y_11 <= 0
 y_5_12: x_(5,_12) - y_12 <= 0
 y_5_13: x_(5,_13) - y_13 <= 0
 y_5_14: x_(5,_14) - y_14 <= 0
 y_5_15: x_(5,_15) - y_15 <= 0
 y_5_16: x_(5,_16) - y_16 <= 0
 y_5_17: x_(5,_17) - y_17 <= 0
 y_5_18: x_(5,_18) - y_18 <= 0
 y_5_19: x_(5,_19) - y_19 <= 0
 y_5_20: x_(5,_20) - y_20 <= 0
 y_5_21: x_(5,_21) - y_21 <= 0
 y_5_22: x_(5,_22) - y_22 <= 0
 y_5_23: x_(5,_23) - y_23 <= 0
 y_5_24: x_(5,_24) - y_24 <= 0
 y_5_25: x_(5,_25) - y_25 <= 0
 y_5_26: x_(5,_26) - y_26 <= 0
 y_5_27: x_(5,_27) - y_27 <= 0
 y_5_28: x_(5,_28) - y_28 <= 0
 y_5_29: x_(5,_29) - y_29 <= 0
 y_5_30: x_(5,_30) - y_30 <= 0
 y_5_31: x_(5,_31) - y_31 <= 0
 y_5_32: x_(5,_32) - y_32 <= 0
 y_5_33: x_(5,_33) - y_33 <= 0
 y_5_34: x_(5,_34) - y_34 <= 0
 y_5_35: x_(5,_35) - y_35 <= 0
 y_5_36: x_(5,_36) - y_36 <= 0
 y_5_37: x_(5,_37) - y_37 <= 0
 y_5_38: x_(5,_38) - y_38 <= 0
 y_5_39: x_(5,_39) - y_39 <= 0
 y_5_40: x_(5,_40) - y_40 <= 0
 y_5_41: x_(5,_41) - y_41 <= 0
 y_5_42: x_(5,_42) - y_42 <= 0
 y_5_43: x_(5,_43) - y_43 <= 0
 y_5_44: x_(5,_44) - y_44 <= 0
 y_5_45: x_(5,_45) - y_45 <= 0
 y_5_46: x_(5,_46) - y_46 <= 0
 y_5_47: x_(5,_47) - y_47 <= 0
 y_5_48: x_(5,_48) - y_48 <= 0
 y_5_49: x_(5,_49) - y_49 <= 0
 y_6_0: x_(6,_0) - y_0 <= 0
 y_6_1: x_(6,_1) - y_1 <= 0
 y_6_2: x_(6,_2) - y_2 <= 0
 y_6_3: x_(6,_3) - y_3 <= 0
 y_6_4: x_(6,_4) - y_4 <= 0
 y_6_5: x_(6,_5) - y_5 <= 0
 y_6_6: x_(6,_6) - y_6 <= 0
 y_6_7: x_(6,_7) - y_7 <= 0
 y_6_8: x_(6,_8) - y_8 <= 0
 y_6_9: x_(6,_9) - y_9 <= 0
 y_6_10: x_(6,_10) - y_10 <= 0
 y_6_11: x_(6,_11) - y_11 <= 0
 y_6_12: x_(6,_12) - y_12 <= 0
 y_6_13: x_(6,_13) - y_13 <= 0
 y_6_14: x_(6,_14) - y_14 <= 0
 y_6_15: x_(6,_15) - y_15 <= 0
 y_6_16: x_(6,_16) - y_16 <= 0
 y_6_17: x_(6,_17) - y_17 <= 0
 y_6_18: x_(6,_18) - y_18 <= 0
 y_6_19: x_(6,_19) - y_19 <= 0
 y_6_20: x_(6,_20) - y_20 <= 0
 y_6_21: x_(6,_21) - y_21 <= 0
 y_6_22: x_(6,_22) - y_22 <= 0
 y_6_23: x_(6,_23) - y_23 <= 0
 y_6_24: x_(6,_24) - y_24 <= 0
 y_6_25: x_(6,_25) - y_25 <= 0
 y_6_26: x_(6,_26) - y_26 <= 0
 y_6_27: x_(6,_27) - y_27 <= 0
 y_6_28: x_(6,_28) - y_28 <= 0
 y_6_29: x_(6,_29) - y_29 <= 0
 y_6_30: x_(6,_30) - y_30 <= 0
 y_6_31: x_(6,_31) - y_31 <= 0
 y_6_32: x_(6,_32) - y_32 <= 0
 y_6_33: x_(6,_33) - y_33 <= 0
 y_6_34: x_(6,_34) - y_34 <= 0
 y_6_35: x_(6,_35) - y_35 <= 0
 y_6_36: x_(6,_36) - y_36 <= 0
 y_6_37: x_(6,_37) - y_37 <= 0
 y_6_38: x_(6,_38) - y_38 <= 0
 y_6_39: x_(6,_39) - y_39 <= 0
 y_6_40: x_(6,_40) - y_40 <= 0
 y_6_41: x_(6,_41) - y_41 <= 0
 y_6_42: x_(6,_42) - y_42 <= 0
 y_6_43: x_(6,_43) - y_43 <= 0
 y_6_44: x_(6,_44) - y_44 <= 0
 y_6_45: x_(6,_45) - y_45 <= 0
 y_6_46: x_(6,_46) - y_46 <= 0
 y_6_47: x_(6,_47) - y_47 <= 0
 y_6_48: x_(6,_48) - y_48 <= 0
 y_6_49: x_(6,_49) - y_49 <= 0
 y_7_0: x_(7,_0) - y_0 <= 0
 y_7_1: x_(7,_1) - y_1 <= 0
 y_7_2: x_(7,_2) - y_2 <= 0
 y_7_3: x_(7,_3) - y_3 <= 0
 y_7_4: x_(7,_4) - y_4 <= 0
 y_7_5: x_(7,_5) - y_5 <= 0
 y_7_6: x_(7,_6) - y_6 <= 0
 y_7_7: x_(7,_7) - y_7 <= 0
 y_7_8: x_(7,_8) - y_8 <= 0
 y_7_9: x_(7,_9) - y_9 <= 0
 y_7_10: x_(7,_10) - y_10 <= 0
 y_7_11: x_(7,_11) - y_11 <= 0
 y_7_12: x_(7,_12) - y_12 <= 0
 y_7_13: x_(7,_13) - y_13 <= 0
 y_7_14: x_(7,_14) - y_14 <= 0
 y_7_15: x_(7,_15) - y_15 <= 0
 y_7_16: x_(7,_16) - y_16 <= 0
 y_7_17: x_(7,_17) - y_17 <= 0
 y_7_18: x_(7,_18) - y_18 <= 0
 y_7_19: x_(7,_19) - y_19 <= 0
 y_7_20: x_(7,_20) - y_20 <= 0
 y_7_21: x_(7,_21) - y_21 <= 0
 y_7_22: x_(7,_22) - y_22 <= 0
 y_7_23: x_(7,_23) - y_23 <= 0
 y_7_24: x_(7,_24) - y_24 <= 0
 y_7_25: x_(7,_25) - y_25 <= 0
 y_7_26: x_(7,_26) - y_26 <= 0
 y_7_27: x_(7,_27) - y_27 <= 0
 y_7_28: x_(7,_28) - y_28 <= 0
 y_7_29: x_(7,_29) - y_29 <= 0
 y_7_30: x_(7,_30) - y_30 <= 0
 y_7_31: x_(7,_31) - y_31 <= 0
 y_7_32: x_(7,_32) - y_32 <= 0
 y_7_33: x_(7,_33) - y_33 <= 0
 y_7_34: x_(7,_34) - y_34 <= 0
 y_7_35: x_(7,_35) - y_35 <= 0
 y_7_36: x_(7,_36) - y_36 <= 0
 y_7_37: x_(7,_37) - y_37 <= 0
 y_7_38: x_(7,_38) - y_38 <= 0
 y_7_39: x_(7,_39) - y_39 <= 0
 y_7_40: x_(7,_40) - y_40 <= 0
 y_7_41: x_(7,_41) - y_41 <= 0
 y_7_42: x_(7,_42) - y_42 <= 0
 y_7_43: x_(7,_43) - y_43 <= 0
 y_7_44: x_(7,_44) - y_44 <= 0
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 y_48_30: x_(48,_30) - y_30 <= 0
 y_48_31: x_(48,_31) - y_31 <= 0
 y_48_32: x_(48,_32) - y_32 <= 0
 y_48_33: x_(48,_33) - y_33 <= 0
 y_48_34: x_(48,_34) - y_34 <= 0
 y_48_35: x_(48,_35) - y_35 <= 0
 y_48_36: x_(48,_36) - y_36 <= 0
 y_48_37: x_(48,_37) - y_37 <= 0
 y_48_38: x_(48,_38) - y_38 <= 0
 y_48_39: x_(48,_39) - y_39 <= 0
 y_48_40: x_(48,_40) - y_40 <= 0
 y_48_41: x_(48,_41) - y_41 <= 0
 y_48_42: x_(48,_42) - y_42 <= 0
 y_48_43: x_(48,_43) - y_43 <= 0
 y_48_44: x_(48,_44) - y_44 <= 0
 y_48_45: x_(48,_45) - y_45 <= 0
 y_48_46: x_(48,_46) - y_46 <= 0
 y_48_47: x_(48,_47) - y_47 <= 0
 y_48_48: x_(48,_48) - y_48 <= 0
 y_48_49: x_(48,_49) - y_49 <= 0
 y_49_0: x_(49,_0) - y_0 <= 0
 y_49_1: x_(49,_1) - y_1 <= 0
 y_49_2: x_(49,_2) - y_2 <= 0
 y_49_3: x_(49,_3) - y_3 <= 0
 y_49_4: x_(49,_4) - y_4 <= 0
 y_49_5: x_(49,_5) - y_5 <= 0
 y_49_6: x_(49,_6) - y_6 <= 0
 y_49_7: x_(49,_7) - y_7 <= 0
 y_49_8: x_(49,_8) - y_8 <= 0
 y_49_9: x_(49,_9) - y_9 <= 0
 y_49_10: x_(49,_10) - y_10 <= 0
 y_49_11: x_(49,_11) - y_11 <= 0
 y_49_12: x_(49,_12) - y_12 <= 0
 y_49_13: x_(49,_13) - y_13 <= 0
 y_49_14: x_(49,_14) - y_14 <= 0
 y_49_15: x_(49,_15) - y_15 <= 0
 y_49_16: x_(49,_16) - y_16 <= 0
 y_49_17: x_(49,_17) - y_17 <= 0
 y_49_18: x_(49,_18) - y_18 <= 0
 y_49_19: x_(49,_19) - y_19 <= 0
 y_49_20: x_(49,_20) - y_20 <= 0
 y_49_21: x_(49,_21) - y_21 <= 0
 y_49_22: x_(49,_22) - y_22 <= 0
 y_49_23: x_(49,_23) - y_23 <= 0
 y_49_24: x_(49,_24) - y_24 <= 0
 y_49_25: x_(49,_25) - y_25 <= 0
 y_49_26: x_(49,_26) - y_26 <= 0
 y_49_27: x_(49,_27) - y_27 <= 0
 y_49_28: x_(49,_28) - y_28 <= 0
 y_49_29: x_(49,_29) - y_29 <= 0
 y_49_30: x_(49,_30) - y_30 <= 0
 y_49_31: x_(49,_31) - y_31 <= 0
 y_49_32: x_(49,_32) - y_32 <= 0
 y_49_33: x_(49,_33) - y_33 <= 0
 y_49_34: x_(49,_34) - y_34 <= 0
 y_49_35: x_(49,_35) - y_35 <= 0
 y_49_36: x_(49,_36) - y_36 <= 0
 y_49_37: x_(49,_37) - y_37 <= 0
 y_49_38: x_(49,_38) - y_38 <= 0
 y_49_39: x_(49,_39) - y_39 <= 0
 y_49_40: x_(49,_40) - y_40 <= 0
 y_49_41: x_(49,_41) - y_41 <= 0
 y_49_42: x_(49,_42) - y_42 <= 0
 y_49_43: x_(49,_43) - y_43 <= 0
 y_49_44: x_(49,_44) - y_44 <= 0
 y_49_45: x_(49,_45) - y_45 <= 0
 y_49_46: x_(49,_46) - y_46 <= 0
 y_49_47: x_(49,_47) - y_47 <= 0
 y_49_48: x_(49,_48) - y_48 <= 0
 y_49_49: x_(49,_49) - y_49 <= 0
 cover_0: x_(0,_0) + x_(0,_1) + x_(0,_5) + x_(0,_6) + x_(0,_16) + x_(0,_21)
   + x_(0,_22) + x_(0,_26) + x_(0,_28) + x_(0,_31) + x_(0,_36) + x_(0,_38)
   + x_(0,_39) + x_(0,_49) >= 1
 cover_1: x_(1,_0) + x_(1,_1) + x_(1,_14) + x_(1,_21) + x_(1,_28)
   + x_(1,_30) + x_(1,_31) + x_(1,_33) + x_(1,_34) + x_(1,_36) + x_(1,_38)
   + x_(1,_39) + x_(1,_44) + x_(1,_49) >= 1
 cover_2: x_(2,_2) + x_(2,_4) + x_(2,_7) + x_(2,_8) + x_(2,_12) + x_(2,_13)
   + x_(2,_16) + x_(2,_18) + x_(2,_20) + x_(2,_25) + x_(2,_26) + x_(2,_37)
   + x_(2,_40) + x_(2,_43) + x_(2,_45) + x_(2,_46) + x_(2,_48) >= 1
 cover_3: x_(3,_3) + x_(3,_14) + x_(3,_15) + x_(3,_23) + x_(3,_33)
   + x_(3,_44) + x_(3,_47) >= 1
 cover_4: x_(4,_2) + x_(4,_4) + x_(4,_7) + x_(4,_12) + x_(4,_18)
   + x_(4,_20) + x_(4,_25) + x_(4,_27) + x_(4,_29) + x_(4,_32) + x_(4,_37)
   + x_(4,_43) + x_(4,_45) + x_(4,_46) >= 1
 cover_5: x_(5,_0) + x_(5,_5) + x_(5,_6) + x_(5,_17) + x_(5,_21)
   + x_(5,_22) + x_(5,_31) + x_(5,_36) + x_(5,_42) + x_(5,_48) >= 1
 cover_6: x_(6,_0) + x_(6,_5) + x_(6,_6) + x_(6,_21) + x_(6,_22)
   + x_(6,_28) + x_(6,_31) + x_(6,_36) + x_(6,_38) + x_(6,_49) >= 1
 cover_7: x_(7,_2) + x_(7,_4) + x_(7,_7) + x_(7,_13) + x_(7,_16)
   + x_(7,_17) + x_(7,_18) + x_(7,_25) + x_(7,_26) + x_(7,_31) + x_(7,_37)
   + x_(7,_40) + x_(7,_45) + x_(7,_46) + x_(7,_48) >= 1
 cover_8: x_(8,_2) + x_(8,_8) + x_(8,_12) + x_(8,_14) + x_(8,_15)
   + x_(8,_16) + x_(8,_23) + x_(8,_26) + x_(8,_37) + x_(8,_39) + x_(8,_40)
   + x_(8,_43) + x_(8,_44) + x_(8,_46) + x_(8,_47) >= 1
 cover_9: x_(9,_9) + x_(9,_13) + x_(9,_17) + x_(9,_18) + x_(9,_27)
   + x_(9,_32) + x_(9,_42) + x_(9,_48) >= 1
 cover_10: x_(10,_10) + x_(10,_24) + x_(10,_29) >= 1
 cover_11: x_(11,_11) + x_(11,_12) + x_(11,_19) + x_(11,_20) + x_(11,_41)
   + x_(11,_43) >= 1
 cover_12: x_(12,_2) + x_(12,_4) + x_(12,_8) + x_(12,_11) + x_(12,_12)
   + x_(12,_20) + x_(12,_25) + x_(12,_29) + x_(12,_37) + x_(12,_40)
   + x_(12,_41) + x_(12,_43) + x_(12,_46) >= 1
 cover_13: x_(13,_2) + x_(13,_7) + x_(13,_9) + x_(13,_13) + x_(13,_17)
   + x_(13,_18) + x_(13,_25) + x_(13,_27) + x_(13,_32) + x_(13,_37)
   + x_(13,_45) + x_(13,_46) + x_(13,_48) >= 1
 cover_14: x_(14,_1) + x_(14,_3) + x_(14,_8) + x_(14,_14) + x_(14,_15)
   + x_(14,_23) + x_(14,_28) + x_(14,_33) + x_(14,_34) + x_(14,_39)
   + x_(14,_40) + x_(14,_44) + x_(14,_47) + x_(14,_49) >= 1
 cover_15: x_(15,_3) + x_(15,_8) + x_(15,_14) + x_(15,_15) + x_(15,_19)
   + x_(15,_23) + x_(15,_35) + x_(15,_47) >= 1
 cover_16: x_(16,_0) + x_(16,_2) + x_(16,_7) + x_(16,_8) + x_(16,_16)
   + x_(16,_18) + x_(16,_21) + x_(16,_26) + x_(16,_28) + x_(16,_31)
   + x_(16,_37) + x_(16,_39) + x_(16,_40) + x_(16,_43) + x_(16,_44)
   + x_(16,_45) + x_(16,_46) + x_(16,_48) >= 1
 cover_17: x_(17,_5) + x_(17,_7) + x_(17,_9) + x_(17,_13) + x_(17,_17)
   + x_(17,_18) + x_(17,_22) + x_(17,_42) + x_(17,_48) >= 1
 cover_18: x_(18,_2) + x_(18,_4) + x_(18,_7) + x_(18,_9) + x_(18,_13)
   + x_(18,_16) + x_(18,_17) + x_(18,_18) + x_(18,_25) + x_(18,_27)
   + x_(18,_32) + x_(18,_37) + x_(18,_45) + x_(18,_46) + x_(18,_48) >= 1
 cover_19: x_(19,_11) + x_(19,_15) + x_(19,_19) + x_(19,_35) + x_(19,_41)
   + x_(19,_47) >= 1
 cover_20: x_(20,_2) + x_(20,_4) + x_(20,_11) + x_(20,_12) + x_(20,_20)
   + x_(20,_25) + x_(20,_29) + x_(20,_37) + x_(20,_43) + x_(20,_45)
   + x_(20,_46) >= 1
 cover_21: x_(21,_0) + x_(21,_1) + x_(21,_5) + x_(21,_6) + x_(21,_16)
   + x_(21,_21) + x_(21,_26) + x_(21,_28) + x_(21,_30) + x_(21,_31)
   + x_(21,_34) + x_(21,_36) + x_(21,_38) + x_(21,_39) + x_(21,_44)
   + x_(21,_49) >= 1
 cover_22: x_(22,_0) + x_(22,_5) + x_(22,_6) + x_(22,_17) + x_(22,_22)
   + x_(22,_31) + x_(22,_42) + x_(22,_48) >= 1
 cover_23: x_(23,_3) + x_(23,_8) + x_(23,_14) + x_(23,_15) + x_(23,_23)
   + x_(23,_33) + x_(23,_35) + x_(23,_44) + x_(23,_47) >= 1
 cover_24: x_(24,_10) + x_(24,_24) + x_(24,_29) >= 1
 cover_25: x_(25,_2) + x_(25,_4) + x_(25,_7) + x_(25,_12) + x_(25,_13)
   + x_(25,_18) + x_(25,_20) + x_(25,_25) + x_(25,_27) + x_(25,_29)
   + x_(25,_32) + x_(25,_37) + x_(25,_43) + x_(25,_45) + x_(25,_46) >= 1
 cover_26: x_(26,_0) + x_(26,_2) + x_(26,_7) + x_(26,_8) + x_(26,_16)
   + x_(26,_21) + x_(26,_26) + x_(26,_28) + x_(26,_31) + x_(26,_37)
   + x_(26,_39) + x_(26,_40) + x_(26,_44) + x_(26,_45) + x_(26,_46)
   + x_(26,_48) + x_(26,_49) >= 1
 cover_27: x_(27,_4) + x_(27,_9) + x_(27,_13) + x_(27,_18) + x_(27,_25)
   + x_(27,_27) + x_(27,_32) + x_(27,_45) + x_(27,_48) >= 1
 cover_28: x_(28,_0) + x_(28,_1) + x_(28,_6) + x_(28,_14) + x_(28,_16)
   + x_(28,_21) + x_(28,_26) + x_(28,_28) + x_(28,_30) + x_(28,_31)
   + x_(28,_33) + x_(28,_34) + x_(28,_38) + x_(28,_39) + x_(28,_40)
   + x_(28,_44) + x_(28,_49) >= 1
 cover_29: x_(29,_4) + x_(29,_10) + x_(29,_12) + x_(29,_20) + x_(29,_24)
   + x_(29,_25) + x_(29,_29) + x_(29,_43) >= 1
 cover_30: x_(30,_1) + x_(30,_21) + x_(30,_28) + x_(30,_30) + x_(30,_34)
   + x_(30,_36) + x_(30,_38) + x_(30,_49) >= 1
 cover_31: x_(31,_0) + x_(31,_1) + x_(31,_5) + x_(31,_6) + x_(31,_7)
   + x_(31,_16) + x_(31,_21) + x_(31,_22) + x_(31,_26) + x_(31,_28)
   + x_(31,_31) + x_(31,_36) + x_(31,_38) + x_(31,_39) + x_(31,_49) >= 1
 cover_32: x_(32,_4) + x_(32,_9) + x_(32,_13) + x_(32,_18) + x_(32,_25)
   + x_(32,_27) + x_(32,_32) + x_(32,_45) >= 1
 cover_33: x_(33,_1) + x_(33,_3) + x_(33,_14) + x_(33,_23) + x_(33,_28)
   + x_(33,_33) + x_(33,_34) + x_(33,_44) + x_(33,_49) >= 1
 cover_34: x_(34,_1) + x_(34,_14) + x_(34,_21) + x_(34,_28) + x_(34,_30)
   + x_(34,_33) + x_(34,_34) + x_(34,_38) + x_(34,_39) + x_(34,_44)
   + x_(34,_47) + x_(34,_49) >= 1
 cover_35: x_(35,_15) + x_(35,_19) + x_(35,_23) + x_(35,_35) >= 1
 cover_36: x_(36,_0) + x_(36,_1) + x_(36,_5) + x_(36,_6) + x_(36,_21)
   + x_(36,_30) + x_(36,_31) + x_(36,_36) + x_(36,_38) >= 1
 cover_37: x_(37,_2) + x_(37,_4) + x_(37,_7) + x_(37,_8) + x_(37,_12)
   + x_(37,_13) + x_(37,_16) + x_(37,_18) + x_(37,_20) + x_(37,_25)
   + x_(37,_26) + x_(37,_37) + x_(37,_40) + x_(37,_43) + x_(37,_45)
   + x_(37,_46) + x_(37,_48) >= 1
 cover_38: x_(38,_0) + x_(38,_1) + x_(38,_6) + x_(38,_21) + x_(38,_28)
   + x_(38,_30) + x_(38,_31) + x_(38,_34) + x_(38,_36) + x_(38,_38)
   + x_(38,_49) >= 1
 cover_39: x_(39,_0) + x_(39,_1) + x_(39,_8) + x_(39,_14) + x_(39,_16)
   + x_(39,_21) + x_(39,_26) + x_(39,_28) + x_(39,_31) + x_(39,_34)
   + x_(39,_39) + x_(39,_40) + x_(39,_44) + x_(39,_46) + x_(39,_47)
   + x_(39,_49) >= 1
 cover_40: x_(40,_2) + x_(40,_7) + x_(40,_8) + x_(40,_12) + x_(40,_14)
   + x_(40,_16) + x_(40,_26) + x_(40,_28) + x_(40,_37) + x_(40,_39)
   + x_(40,_40) + x_(40,_43) + x_(40,_44) + x_(40,_45) + x_(40,_46) >= 1
 cover_41: x_(41,_11) + x_(41,_12) + x_(41,_19) + x_(41,_41) >= 1
 cover_42: x_(42,_5) + x_(42,_9) + x_(42,_17) + x_(42,_22) + x_(42,_42)
   + x_(42,_48) >= 1
 cover_43: x_(43,_2) + x_(43,_4) + x_(43,_8) + x_(43,_11) + x_(43,_12)
   + x_(43,_16) + x_(43,_20) + x_(43,_25) + x_(43,_29) + x_(43,_37)
   + x_(43,_40) + x_(43,_43) + x_(43,_45) + x_(43,_46) >= 1
 cover_44: x_(44,_1) + x_(44,_3) + x_(44,_8) + x_(44,_14) + x_(44,_16)
   + x_(44,_21) + x_(44,_23) + x_(44,_26) + x_(44,_28) + x_(44,_33)
   + x_(44,_34) + x_(44,_39) + x_(44,_40) + x_(44,_44) + x_(44,_47)
   + x_(44,_49) >= 1
 cover_45: x_(45,_2) + x_(45,_4) + x_(45,_7) + x_(45,_13) + x_(45,_16)
   + x_(45,_18) + x_(45,_20) + x_(45,_25) + x_(45,_26) + x_(45,_27)
   + x_(45,_32) + x_(45,_37) + x_(45,_40) + x_(45,_43) + x_(45,_45)
   + x_(45,_46) + x_(45,_48) >= 1
 cover_46: x_(46,_2) + x_(46,_4) + x_(46,_7) + x_(46,_8) + x_(46,_12)
   + x_(46,_13) + x_(46,_16) + x_(46,_18) + x_(46,_20) + x_(46,_25)
   + x_(46,_26) + x_(46,_37) + x_(46,_39) + x_(46,_40) + x_(46,_43)
   + x_(46,_45) + x_(46,_46) + x_(46,_48) >= 1
 cover_47: x_(47,_3) + x_(47,_8) + x_(47,_14) + x_(47,_15) + x_(47,_19)
   + x_(47,_23) + x_(47,_34) + x_(47,_39) + x_(47,_44) + x_(47,_47) >= 1
 cover_48: x_(48,_2) + x_(48,_5) + x_(48,_7) + x_(48,_9) + x_(48,_13)
   + x_(48,_16) + x_(48,_17) + x_(48,_18) + x_(48,_22) + x_(48,_26)
   + x_(48,_27) + x_(48,_37) + x_(48,_42) + x_(48,_45) + x_(48,_46)
   + x_(48,_48) >= 1
 cover_49: x_(49,_0) + x_(49,_1) + x_(49,_6) + x_(49,_14) + x_(49,_21)
   + x_(49,_26) + x_(49,_28) + x_(49,_30) + x_(49,_31) + x_(49,_33)
   + x_(49,_34) + x_(49,_38) + x_(49,_39) + x_(49,_44) + x_(49,_49) >= 1
Bounds
Binaries
 x_(0,_0) x_(0,_1) x_(0,_2) x_(0,_3) x_(0,_4) x_(0,_5) x_(0,_6) x_(0,_7)
 x_(0,_8) x_(0,_9) x_(0,_10) x_(0,_11) x_(0,_12) x_(0,_13) x_(0,_14)
 x_(0,_15) x_(0,_16) x_(0,_17) x_(0,_18) x_(0,_19) x_(0,_20) x_(0,_21)
 x_(0,_22) x_(0,_23) x_(0,_24) x_(0,_25) x_(0,_26) x_(0,_27) x_(0,_28)
 x_(0,_29) x_(0,_30) x_(0,_31) x_(0,_32) x_(0,_33) x_(0,_34) x_(0,_35)
 x_(0,_36) x_(0,_37) x_(0,_38) x_(0,_39) x_(0,_40) x_(0,_41) x_(0,_42)
 x_(0,_43) x_(0,_44) x_(0,_45) x_(0,_46) x_(0,_47) x_(0,_48) x_(0,_49)
 x_(1,_0) x_(1,_1) x_(1,_2) x_(1,_3) x_(1,_4) x_(1,_5) x_(1,_6) x_(1,_7)
 x_(1,_8) x_(1,_9) x_(1,_10) x_(1,_11) x_(1,_12) x_(1,_13) x_(1,_14)
 x_(1,_15) x_(1,_16) x_(1,_17) x_(1,_18) x_(1,_19) x_(1,_20) x_(1,_21)
 x_(1,_22) x_(1,_23) x_(1,_24) x_(1,_25) x_(1,_26) x_(1,_27) x_(1,_28)
 x_(1,_29) x_(1,_30) x_(1,_31) x_(1,_32) x_(1,_33) x_(1,_34) x_(1,_35)
 x_(1,_36) x_(1,_37) x_(1,_38) x_(1,_39) x_(1,_40) x_(1,_41) x_(1,_42)
 x_(1,_43) x_(1,_44) x_(1,_45) x_(1,_46) x_(1,_47) x_(1,_48) x_(1,_49)
 x_(2,_0) x_(2,_1) x_(2,_2) x_(2,_3) x_(2,_4) x_(2,_5) x_(2,_6) x_(2,_7)
 x_(2,_8) x_(2,_9) x_(2,_10) x_(2,_11) x_(2,_12) x_(2,_13) x_(2,_14)
 x_(2,_15) x_(2,_16) x_(2,_17) x_(2,_18) x_(2,_19) x_(2,_20) x_(2,_21)
 x_(2,_22) x_(2,_23) x_(2,_24) x_(2,_25) x_(2,_26) x_(2,_27) x_(2,_28)
 x_(2,_29) x_(2,_30) x_(2,_31) x_(2,_32) x_(2,_33) x_(2,_34) x_(2,_35)
 x_(2,_36) x_(2,_37) x_(2,_38) x_(2,_39) x_(2,_40) x_(2,_41) x_(2,_42)
 x_(2,_43) x_(2,_44) x_(2,_45) x_(2,_46) x_(2,_47) x_(2,_48) x_(2,_49)
 x_(3,_0) x_(3,_1) x_(3,_2) x_(3,_3) x_(3,_4) x_(3,_5) x_(3,_6) x_(3,_7)
 x_(3,_8) x_(3,_9) x_(3,_10) x_(3,_11) x_(3,_12) x_(3,_13) x_(3,_14)
 x_(3,_15) x_(3,_16) x_(3,_17) x_(3,_18) x_(3,_19) x_(3,_20) x_(3,_21)
 x_(3,_22) x_(3,_23) x_(3,_24) x_(3,_25) x_(3,_26) x_(3,_27) x_(3,_28)
 x_(3,_29) x_(3,_30) x_(3,_31) x_(3,_32) x_(3,_33) x_(3,_34) x_(3,_35)
 x_(3,_36) x_(3,_37) x_(3,_38) x_(3,_39) x_(3,_40) x_(3,_41) x_(3,_42)
 x_(3,_43) x_(3,_44) x_(3,_45) x_(3,_46) x_(3,_47) x_(3,_48) x_(3,_49)
 x_(4,_0) x_(4,_1) x_(4,_2) x_(4,_3) x_(4,_4) x_(4,_5) x_(4,_6) x_(4,_7)
 x_(4,_8) x_(4,_9) x_(4,_10) x_(4,_11) x_(4,_12) x_(4,_13) x_(4,_14)
 x_(4,_15) x_(4,_16) x_(4,_17) x_(4,_18) x_(4,_19) x_(4,_20) x_(4,_21)
 x_(4,_22) x_(4,_23) x_(4,_24) x_(4,_25) x_(4,_26) x_(4,_27) x_(4,_28)
 x_(4,_29) x_(4,_30) x_(4,_31) x_(4,_32) x_(4,_33) x_(4,_34) x_(4,_35)
 x_(4,_36) x_(4,_37) x_(4,_38) x_(4,_39) x_(4,_40) x_(4,_41) x_(4,_42)
 x_(4,_43) x_(4,_44) x_(4,_45) x_(4,_46) x_(4,_47) x_(4,_48) x_(4,_49)
 x_(5,_0) x_(5,_1) x_(5,_2) x_(5,_3) x_(5,_4) x_(5,_5) x_(5,_6) x_(5,_7)
 x_(5,_8) x_(5,_9) x_(5,_10) x_(5,_11) x_(5,_12) x_(5,_13) x_(5,_14)
 x_(5,_15) x_(5,_16) x_(5,_17) x_(5,_18) x_(5,_19) x_(5,_20) x_(5,_21)
 x_(5,_22) x_(5,_23) x_(5,_24) x_(5,_25) x_(5,_26) x_(5,_27) x_(5,_28)
 x_(5,_29) x_(5,_30) x_(5,_31) x_(5,_32) x_(5,_33) x_(5,_34) x_(5,_35)
 x_(5,_36) x_(5,_37) x_(5,_38) x_(5,_39) x_(5,_40) x_(5,_41) x_(5,_42)
 x_(5,_43) x_(5,_44) x_(5,_45) x_(5,_46) x_(5,_47) x_(5,_48) x_(5,_49)
 x_(6,_0) x_(6,_1) x_(6,_2) x_(6,_3) x_(6,_4) x_(6,_5) x_(6,_6) x_(6,_7)
 x_(6,_8) x_(6,_9) x_(6,_10) x_(6,_11) x_(6,_12) x_(6,_13) x_(6,_14)
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 x_(49,_0) x_(49,_1) x_(49,_2) x_(49,_3) x_(49,_4) x_(49,_5) x_(49,_6)
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 x_(49,_38) x_(49,_39) x_(49,_40) x_(49,_41) x_(49,_42) x_(49,_43)
 x_(49,_44) x_(49,_45) x_(49,_46) x_(49,_47) x_(49,_48) x_(49,_49) y_0 y_1
 y_2 y_3 y_4 y_5 y_6 y_7 y_8 y_9 y_10 y_11 y_12 y_13 y_14 y_15 y_16 y_17
 y_18 y_19 y_20 y_21 y_22 y_23 y_24 y_25 y_26 y_27 y_28 y_29 y_30 y_31 y_32
 y_33 y_34 y_35 y_36 y_37 y_38 y_39 y_40 y_41 y_42 y_43 y_44 y_45 y_46 y_47
 y_48 y_49
End