Loading theory "HOL-Decision_Procs.Polynomial_List" (required by "Taylor_Models.Polynomial_Expression") Loading theory "HOL-Decision_Procs.Rat_Pair" (required by "Taylor_Models.Polynomial_Expression") consts poly :: "'a list \ 'a \ 'a" consts padd :: "'a list \ 'a list \ 'a list" consts cmult :: "'a \ 'a list \ 'a list" consts pmult :: "'a list \ 'a list \ 'a list" consts mulexp :: "nat \ 'a list \ 'a list \ 'a list" ### theory "HOL-Decision_Procs.Rat_Pair" ### 0.453s elapsed time, 0.960s cpu time, 0.000s GC time consts pexp :: "'a list \ nat \ 'a list" consts pquot :: "'a list \ 'a \ 'a list" consts pnormalize :: "'a list \ 'a list" ### theory "HOL-Decision_Procs.Polynomial_List" ### 14.347s elapsed time, 24.088s cpu time, 1.796s GC time Loading theory "Taylor_Models.Polynomial_Expression" consts polysize :: "'a poly \ nat" consts polybound0 :: "'a poly \ bool" consts polysubst0 :: "'a poly \ 'a poly \ 'a poly" Found termination order: "size <*mlex*> {}" Found termination order: "size <*mlex*> {}" Found termination order: "size <*mlex*> {}" Found termination order: "size <*mlex*> {}" Found termination order: "size <*mlex*> {}" Found termination order: "size <*mlex*> {}" Found termination order: "{}" Found termination order: "size <*mlex*> {}" ### Missing patterns in function definition: ### \v. headconst (Bound v) = undefined ### \v va. headconst (Add v va) = undefined ### \v va. headconst (Sub v va) = undefined ### (3 more) Found termination order: "size <*mlex*> {}" Found termination order: "(\p. size (snd p)) <*mlex*> (\p. size (fst p)) <*mlex*> {}" Found termination order: "size <*mlex*> {}" Found termination order: "(\p. size (snd p)) <*mlex*> (\p. size (fst p)) <*mlex*> {}" ### Additional type variable(s) in specification of "polypow_rel": 'a ### Additional type variable(s) in specification of "polypow_dom": 'a Found termination order: "size <*mlex*> {}" Found termination order: "(\p. size (snd p)) <*mlex*> {}" Found termination order: "(\p. size (snd p)) <*mlex*> {}" Found termination order: "{}" consts Ipoly :: "'a list \ 'a poly \ 'a" Found termination order: "size <*mlex*> {}" consts maxindex :: "'a poly \ nat" consts swap :: "nat \ nat \ 'a poly \ 'a poly" Found termination order: "size <*mlex*> {}" ### theory "Taylor_Models.Polynomial_Expression" ### 11.286s elapsed time, 15.904s cpu time, 1.208s GC time Loading theory "HOL-Library.Function_Algebras" (required by "Taylor_Models.Taylor_Models" via "Taylor_Models.Taylor_Models_Misc") Loading theory "Taylor_Models.Float_Topology" instantiation fun :: (type, plus) plus plus_fun == plus :: ('a \ 'b) \ ('a \ 'b) \ 'a \ 'b instantiation fun :: (type, zero) zero zero_fun == zero_class.zero :: 'a \ 'b instantiation fun :: (type, times) times times_fun == times :: ('a \ 'b) \ ('a \ 'b) \ 'a \ 'b instantiation fun :: (type, one) one one_fun == one_class.one :: 'a \ 'b ### theory "HOL-Library.Function_Algebras" ### 0.142s elapsed time, 0.352s cpu time, 0.000s GC time Loading theory "Taylor_Models.Interval" (required by "Taylor_Models.Taylor_Models" via "Taylor_Models.Interval_Approximation") instantiation float :: dist dist_float == dist :: float \ float \ real ### theory "Taylor_Models.Float_Topology" ### 0.452s elapsed time, 0.968s cpu time, 0.000s GC time Loading theory "Taylor_Models.Taylor_Models_Misc" (required by "Taylor_Models.Taylor_Models") instantiation interval :: ({equal,preorder}) equal equal_interval == equal_class.equal :: 'a interval \ 'a interval \ bool instantiation interval :: (preorder) ord less_eq_interval == less_eq :: 'a interval \ 'a interval \ bool less_interval == less :: 'a interval \ 'a interval \ bool instantiation interval :: (lattice) semilattice_sup sup_interval == sup :: 'a interval \ 'a interval \ 'a interval instantiation interval :: (ordered_ab_semigroup_add) ab_semigroup_add plus_interval == plus :: 'a interval \ 'a interval \ 'a interval instantiation interval :: ({zero,preorder}) zero zero_interval == zero_class.zero :: 'a interval instantiation interval :: (ordered_ab_group_add) uminus uminus_interval == uminus :: 'a interval \ 'a interval instantiation interval :: (ordered_ab_group_add) minus minus_interval == minus :: 'a interval \ 'a interval \ 'a interval instantiation interval :: (linordered_semiring) times times_interval == times :: 'a interval \ 'a interval \ 'a interval instantiation interval :: ({one,preorder}) one one_interval == one_class.one :: 'a interval Found termination order: "(\p. length (snd p)) <*mlex*> {}" Found termination order: "(\p. size (snd p)) <*mlex*> {}" instantiation interval :: ({preorder,topological_space}) topological_space open_interval == open :: 'a interval set \ bool consts vars_floatarith :: "floatarith \ nat set" ### theory "Taylor_Models.Taylor_Models_Misc" ### 3.033s elapsed time, 6.040s cpu time, 0.460s GC time instantiation interval :: ({preorder,exhaustive}) exhaustive exhaustive_interval == exhaustive_class.exhaustive :: ('a interval \ (bool \ term list) option) \ natural \ (bool \ term list) option instantiation interval :: ({preorder,full_exhaustive}) full_exhaustive full_exhaustive_interval == full_exhaustive_class.full_exhaustive :: ('a interval \ (unit \ term) \ (bool \ term list) option) \ natural \ (bool \ term list) option instantiation interval :: ({preorder,random}) random random_interval == random_class.random :: natural \ natural \ natural \ ('a interval \ (unit \ term)) \ natural \ natural ### theory "Taylor_Models.Interval" ### 3.484s elapsed time, 6.940s cpu time, 0.460s GC time Loading theory "Taylor_Models.Horner_Eval" (required by "Taylor_Models.Taylor_Models") Loading theory "Taylor_Models.Interval_Approximation" (required by "Taylor_Models.Taylor_Models") Found termination order: "(\p. size (snd (snd (snd p)))) <*mlex*> {}" ### theory "Taylor_Models.Horner_Eval" ### 0.259s elapsed time, 0.520s cpu time, 0.000s GC time ### Ignoring duplicate rewrite rule: ### ?i1 \ {?l1..?u1} \ ?l1 \ ?i1 \ ?i1 \ ?u1 Found termination order: "(\p. size (fst p)) <*mlex*> {}" Found termination order: "length <*mlex*> {}" ### theory "Taylor_Models.Interval_Approximation" ### 3.353s elapsed time, 6.544s cpu time, 0.292s GC time Loading theory "Taylor_Models.Polynomial_Expression_Additional" (required by "Taylor_Models.Taylor_Models") Found termination order: "size <*mlex*> {}" Found termination order: "{}" Found termination order: "{}" Found termination order: "(\p. size (snd p)) <*mlex*> {}" Found termination order: "size <*mlex*> {}" Found termination order: "(\p. size (snd p)) <*mlex*> {}" Found termination order: "(\p. size (snd p)) <*mlex*> {}" ### theory "Taylor_Models.Polynomial_Expression_Additional" ### 4.250s elapsed time, 8.436s cpu time, 0.360s GC time Loading theory "Taylor_Models.Taylor_Models" Found termination order: "{}" ### Rule already declared as introduction (intro) ### real_of_float ?x \ ?z \ ### real_of_float (float_round_down ?prec ?x) \ ?z ### Rule already declared as introduction (intro) ### ?x \ real_of_float ?xa \ ### ?x \ real_of_float (float_round_up ?prec ?xa) consts insertion :: "(nat \ 'a) \ 'a poly \ 'a" Found termination order: "(\p. size (fst (snd p))) <*mlex*> {}" Found termination order: "{}" Found termination order: "(\p. size (snd (snd p))) <*mlex*> {}" ### Rewrite rule not in simpset: ### power_down ?p1 ?x1 (Suc ?n1) \ ### if odd ?n1 ### then truncate_down (Suc ?p1) ((power_down ?p1 ?x1 (Suc ?n1 div 2))\<^sup>2) ### else truncate_down (Suc ?p1) (?x1 * power_down ?p1 ?x1 ?n1) ### Ignoring duplicate rewrite rule: ### power_up ?p1 ?x1 0 \ 1 ### Rewrite rule not in simpset: ### power_up ?p1 ?x1 (Suc ?n1) \ ### if odd ?n1 then truncate_up ?p1 ((power_up ?p1 ?x1 (Suc ?n1 div 2))\<^sup>2) ### else truncate_up ?p1 (?x1 * power_up ?p1 ?x1 ?n1) Found termination order: "{}" Found termination order: "{}" Found termination order: "{}" Found termination order: "length <*mlex*> {}" Found termination order: "{}" Found termination order: "{}" Found termination order: "case_sum (\x. Suc 0) (\x. 0) <*mlex*> {}" Found termination order: "case_sum (\x. Suc 0) (\x. 0) <*mlex*> {}" Found termination order: "case_sum (\x. Suc 0) (\x. 0) <*mlex*> {}" Found termination order: "{}" Found termination order: "{}" Found termination order: "{}" Found termination order: "{}" Found termination order: "(\p. size (snd (snd (snd (snd (snd p)))))) <*mlex*> {}" "Interval (Float 6148 (- 6), Float 23 5)" :: "float interval" Found termination order: "(\p. size (fst (snd (snd (snd (snd p)))))) <*mlex*> {}" Found termination order: "{}" Found termination order: "{}" Found termination order: "{}" Found termination order: "{}" Found termination order: "{}" Found termination order: "{}" linarith_split_limit exceeded (current value is 9) Found termination order: "{}" linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) Found termination order: "(\p. size (fst (snd (snd (snd (snd p)))))) <*mlex*> {}" consts approx_slp' :: "nat \ nat \ float interval list \ float interval list \ floatarith list \ taylor_model list \ taylor_model list option" ### theory "Taylor_Models.Taylor_Models" ### 25.212s elapsed time, 49.680s cpu time, 2.252s GC time Loading theory "Taylor_Models.Experiments" instantiation interval :: ({preorder,show}) show shows_prec_interval == shows_prec :: nat \ 'a interval \ char list \ char list shows_list_interval == shows_list :: 'a interval list \ char list \ char list consts prove_pos :: "bool \ nat \ nat \ nat \ (nat \ nat \ taylor_model list \ taylor_model option) \ float interval list list \ bool" locale experiment5760796 ### theory "Taylor_Models.Experiments" ### 1.540s elapsed time, 3.084s cpu time, 0.000s GC time linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) linarith_split_limit exceeded (current value is 9) "compute_bound_poly" :: "nat \ float interval poly \ float interval list \ float interval list \ float interval" ### Ignoring duplicate rewrite rule: ### insertion ?e1 (?a1 +\<^sub>p ?b1) \ ### insertion ?e1 ?a1 + insertion ?e1 ?b1 ### Rewrite rule not in simpset: ### tm_min ?prec1 ?I1 ?a1 ?t1.1 ?t2.1 \ ### tm_union ?prec1 ?I1 ?a1 ?t1.1 ?t2.1 ### Rewrite rule not in simpset: ### tm_min ?prec1 ?I1 ?a1 ?t1.1 ?t2.1 \ ### tm_union ?prec1 ?I1 ?a1 ?t1.1 ?t2.1 "TaylorModel (CN (Float 0 (- 1))\<^sub>p 3 (Float 2 (- 1))\<^sub>p) (Interval (Float 0 0, Float 0 0))" :: "taylor_model" "[TaylorModel (CN (Float 3 (- 1))\<^sub>p 0 (Float 1 (- 1))\<^sub>p) (Interval (Float 0 0, Float 0 0)), TaylorModel (CN (Float 9 (- 1))\<^sub>p 1 (Float 1 (- 1))\<^sub>p) (Interval (Float 0 0, Float 0 0))]" :: "taylor_model list" # [(-5*2^1, 5*2^1), (-5*2^1, 5*2^1), (-5*2^1, 5*2^1)] # Split (Some -56257957738794349066857*2^-61) # [(-5*2^1, 0), (-5*2^1, 5*2^1), (-5*2^1, 5*2^1)] # Split (Some -51185103118524222372457*2^-61) # [(-5*2^1, 0), (-5*2^1, 0), (-5*2^1, 5*2^1)] # Split (Some -25590245716252219505257*2^-61) # [(-5*2^1, 0), (-5*2^1, 0), (-5*2^1, 0)] # Success # [(-5*2^1, 0), (-5*2^1, 0), (0, 5*2^1)] # Split (Some -18446744072353577577*2^-61) # [(-5*2^1, -5), (-5*2^1, 0), (0, 5*2^1)] # Success # [(-5, 0), (-5*2^1, 0), (0, 5*2^1)] # Split (Some -18446744072353577577*2^-61) # [(-5, 0), (-5*2^1, -5), (0, 5*2^1)] # Success # [(-5, 0), (-5, 0), (0, 5*2^1)] # Split (Some -18446744072353577577*2^-61) # [(-5, 0), (-5, 0), (0, 5)] # Split (Some -6917529026285107817*2^-61) # [(-5, -5*2^-1), (-5, 0), (0, 5)] # Success # [(-5*2^-1, 0), (-5, 0), (0, 5)] # Split (Some -6917529026285107817*2^-61) # [(-5*2^-1, 0), (-5, -5*2^-1), (0, 5)] # Success # [(-5*2^-1, 0), (-5*2^-1, 0), (0, 5)] # Split (Some -6917529026285107817*2^-61) # [(-5*2^-1, 0), (-5*2^-1, 0), (0, 5*2^-1)] # Split (Some -1152921503250872937*2^-61) # [(-5*2^-1, -5*2^-2), (-5*2^-1, 0), (0, 5*2^-1)] # Success # [(-5*2^-2, 0), (-5*2^-1, 0), (0, 5*2^-1)] # Split (Some -1152921503250872937*2^-61) # [(-5*2^-2, 0), (-5*2^-1, -5*2^-2), (0, 5*2^-1)] # Success # [(-5*2^-2, 0), (-5*2^-2, 0), (0, 5*2^-1)] # Split (Some -1152921503250872937*2^-61) # [(-5*2^-2, 0), (-5*2^-2, 0), (0, 5*2^-2)] # Success # [(-5*2^-2, 0), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Success # [(-5*2^-1, 0), (-5*2^-1, 0), (5*2^-1, 5)] # Success # [(-5, 0), (-5, 0), (5, 5*2^1)] # Success # [(-5*2^1, 0), (0, 5*2^1), (-5*2^1, 5*2^1)] # Split (Some -25613304146344356444777*2^-61) # [(-5*2^1, 0), (0, 5*2^1), (-5*2^1, 0)] # Split (Some -18446744072353577577*2^-61) # [(-5*2^1, -5), (0, 5*2^1), (-5*2^1, 0)] # Success # [(-5, 0), (0, 5*2^1), (-5*2^1, 0)] # Split (Some -18446744072353577577*2^-61) # [(-5, 0), (0, 5), (-5*2^1, 0)] # Split (Some -6917529026285107817*2^-61) # [(-5, 0), (0, 5), (-5*2^1, -5)] # Success # [(-5, 0), (0, 5), (-5, 0)] # Split (Some -6917529026285107817*2^-61) # [(-5, -5*2^-1), (0, 5), (-5, 0)] # Success # [(-5*2^-1, 0), (0, 5), (-5, 0)] # Split (Some -6917529026285107817*2^-61) # [(-5*2^-1, 0), (0, 5*2^-1), (-5, 0)] # Split (Some -1152921503250872937*2^-61) # [(-5*2^-1, 0), (0, 5*2^-1), (-5, -5*2^-1)] # Success # [(-5*2^-1, 0), (0, 5*2^-1), (-5*2^-1, 0)] # Split (Some -1152921503250872937*2^-61) # [(-5*2^-1, -5*2^-2), (0, 5*2^-1), (-5*2^-1, 0)] # Success # [(-5*2^-2, 0), (0, 5*2^-1), (-5*2^-1, 0)] # Split (Some -1152921503250872937*2^-61) # [(-5*2^-2, 0), (0, 5*2^-2), (-5*2^-1, 0)] # Success # [(-5*2^-2, 0), (5*2^-2, 5*2^-1), (-5*2^-1, 0)] # Success # [(-5*2^-1, 0), (5*2^-1, 5), (-5, 0)] # Success # [(-5, 0), (5, 5*2^1), (-5*2^1, 0)] # Success # [(-5*2^1, 0), (0, 5*2^1), (0, 5*2^1)] # Split (Some -41505174164490517097*2^-61) # [(-5*2^1, -5), (0, 5*2^1), (0, 5*2^1)] # Success # [(-5, 0), (0, 5*2^1), (0, 5*2^1)] # Split (Some -41505174164490517097*2^-61) # [(-5, 0), (0, 5), (0, 5*2^1)] # Split (Some -29975959118422047337*2^-61) # [(-5, 0), (0, 5), (0, 5)] # Split (Some -18446744072353577577*2^-61) # [(-5, -5*2^-1), (0, 5), (0, 5)] # Success # [(-5*2^-1, 0), (0, 5), (0, 5)] # Split (Some -18446744072353577577*2^-61) # [(-5*2^-1, 0), (0, 5*2^-1), (0, 5)] # Split (Some -12682136549319342697*2^-61) # [(-5*2^-1, 0), (0, 5*2^-1), (0, 5*2^-1)] # Split (Some -6917529026285107817*2^-61) # [(-5*2^-1, -5*2^-2), (0, 5*2^-1), (0, 5*2^-1)] # Success # [(-5*2^-2, 0), (0, 5*2^-1), (0, 5*2^-1)] # Split (Some -6917529026285107817*2^-61) # [(-5*2^-2, 0), (0, 5*2^-2), (0, 5*2^-1)] # Split (Some -4035225264767990377*2^-61) # [(-5*2^-2, 0), (0, 5*2^-2), (0, 5*2^-2)] # Split (Some -1152921503250872937*2^-61) # [(-5*2^-2, -5*2^-3), (0, 5*2^-2), (0, 5*2^-2)] # Success # [(-5*2^-3, 0), (0, 5*2^-2), (0, 5*2^-2)] # Split (Some -1152921503250872937*2^-61) # [(-5*2^-3, 0), (0, 5*2^-3), (0, 5*2^-2)] # Split (Some -252201577776773737*2^-61) # [(-5*2^-3, 0), (0, 5*2^-3), (0, 5*2^-3)] # Success # [(-5*2^-3, 0), (0, 5*2^-3), (5*2^-3, 5*2^-2)] # Success # [(-5*2^-3, 0), (5*2^-3, 5*2^-2), (0, 5*2^-2)] # Split (Some -440789812172913257*2^-61) # [(-5*2^-3, 0), (5*2^-3, 5*2^-2), (0, 5*2^-3)] # Success # [(-5*2^-3, 0), (5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2)] # Success # [(-5*2^-2, 0), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Success # [(-5*2^-2, 0), (5*2^-2, 5*2^-1), (0, 5*2^-1)] # Success # [(-5*2^-1, 0), (0, 5*2^-1), (5*2^-1, 5)] # Success # [(-5*2^-1, 0), (5*2^-1, 5), (0, 5)] # Success # [(-5, 0), (0, 5), (5, 5*2^1)] # Success # [(-5, 0), (5, 5*2^1), (0, 5*2^1)] # Success # [(0, 5*2^1), (-5*2^1, 5*2^1), (-5*2^1, 5*2^1)] # Split (Some -51185103118524222372457*2^-61) # [(0, 5*2^1), (-5*2^1, 0), (-5*2^1, 5*2^1)] # Split (Some -27896088725465913457257*2^-61) # [(0, 5*2^1), (-5*2^1, 0), (-5*2^1, 0)] # Split (Some -4607074332407604542057*2^-61) # [(0, 5), (-5*2^1, 0), (-5*2^1, 0)] # Split (Some -2301231323193910590057*2^-61) # [(0, 5), (-5*2^1, -5), (-5*2^1, 0)] # Split (Some -145268109579106744937*2^-61) # [(0, 5), (-5*2^1, -5), (-5*2^1, -5)] # Success # [(0, 5), (-5*2^1, -5), (-5, 0)] # Success # [(0, 5), (-5, 0), (-5*2^1, 0)] # Split (Some -1436540194738775358057*2^-61) # [(0, 5), (-5, 0), (-5*2^1, -5)] # Success # [(0, 5), (-5, 0), (-5, 0)] # Split (Some -571849066283640126057*2^-61) # [(0, 5*2^-1), (-5, 0), (-5, 0)] # Split (Some -283618690131928382057*2^-61) # [(0, 5*2^-1), (-5, -5*2^-1), (-5, 0)] # Split (Some -81136850885350881897*2^-61) # [(0, 5*2^-1), (-5, -5*2^-1), (-5, -5*2^-1)] # Success # [(0, 5*2^-1), (-5, -5*2^-1), (-5*2^-1, 0)] # Success # [(0, 5*2^-1), (-5*2^-1, 0), (-5, 0)] # Split (Some -175532299075036478057*2^-61) # [(0, 5*2^-1), (-5*2^-1, 0), (-5, -5*2^-1)] # Success # [(0, 5*2^-1), (-5*2^-1, 0), (-5*2^-1, 0)] # Split (Some -67445908018144574057*2^-61) # [(0, 5*2^-2), (-5*2^-1, 0), (-5*2^-1, 0)] # Split (Some -31417110999180606057*2^-61) # [(0, 5*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-1, 0)] # Split (Some -3810045283399465577*2^-61) # [(0, 5*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(0, 5*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-2, 0)] # Success # [(0, 5*2^-2), (-5*2^-2, 0), (-5*2^-1, 0)] # Split (Some -17906312117069118057*2^-61) # [(0, 5*2^-2), (-5*2^-2, 0), (-5*2^-1, -5*2^-2)] # Success # [(0, 5*2^-2), (-5*2^-2, 0), (-5*2^-2, 0)] # Split (Some -4395513234957630057*2^-61) # [(0, 5*2^-3), (-5*2^-2, 0), (-5*2^-2, 0)] # Success # [(5*2^-3, 5*2^-2), (-5*2^-2, 0), (-5*2^-2, 0)] # Split (Some -792633533061233257*2^-61) # [(5*2^-3, 5*2^-2), (-5*2^-2, -5*2^-3), (-5*2^-2, 0)] # Success # [(5*2^-3, 5*2^-2), (-5*2^-3, 0), (-5*2^-2, 0)] # Success # [(5*2^-2, 5*2^-1), (-5*2^-1, 0), (-5*2^-1, 0)] # Split (Some -53034389210558986857*2^-61) # [(5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2), (-5*2^-1, 0)] # Split (Some -25652503476146371177*2^-61) # [(5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2), (-5*2^-2, 0)] # Success # [(5*2^-2, 5*2^-1), (-5*2^-2, 0), (-5*2^-1, 0)] # Split (Some -26012791446336010857*2^-61) # [(5*2^-2, 5*2^-1), (-5*2^-2, 0), (-5*2^-1, -5*2^-2)] # Success # [(5*2^-2, 5*2^-1), (-5*2^-2, 0), (-5*2^-2, 0)] # Success # [(5*2^-1, 5), (-5, 0), (-5, 0)] # Split (Some -514202991053297777257*2^-61) # [(5*2^-1, 5), (-5, -5*2^-1), (-5, 0)] # Split (Some -225252038961206753897*2^-61) # [(5*2^-1, 5), (-5, -5*2^-1), (-5, -5*2^-1)] # Success # [(5*2^-1, 5), (-5, -5*2^-1), (-5*2^-1, 0)] # Split (Some -9079256847422945897*2^-61) # [(5*2^-1, 15*2^-2), (-5, -5*2^-1), (-5*2^-1, 0)] # Success # [(15*2^-2, 5), (-5, -5*2^-1), (-5*2^-1, 0)] # Success # [(5*2^-1, 5), (-5*2^-1, 0), (-5, 0)] # Split (Some -298030208939513969257*2^-61) # [(5*2^-1, 5), (-5*2^-1, 0), (-5, -5*2^-1)] # Split (Some -9079256847422945897*2^-61) # [(5*2^-1, 15*2^-2), (-5*2^-1, 0), (-5, -5*2^-1)] # Success # [(15*2^-2, 5), (-5*2^-1, 0), (-5, -5*2^-1)] # Success # [(5*2^-1, 5), (-5*2^-1, 0), (-5*2^-1, 0)] # Split (Some -81857426825730161257*2^-61) # [(5*2^-1, 15*2^-2), (-5*2^-1, 0), (-5*2^-1, 0)] # Split (Some -60240148614351780457*2^-61) # [(5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-1, 0)] # Split (Some -37361862507309660777*2^-61) # [(5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -14483576400267541097*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-1, -5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -3674937294578350697*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-1, -15*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(5*2^-1, 25*2^-3), (-15*2^-3, -5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(25*2^-3, 15*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -8178536921948846697*2^-61) # [(25*2^-3, 15*2^-2), (-5*2^-1, -15*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(25*2^-3, 15*2^-2), (-15*2^-3, -5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-2, 0)] # Split (Some -2909325357925366377*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-1, -5*2^-2), (-5*2^-2, 0)] # Success # [(25*2^-3, 15*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-2, 0)] # Success # [(5*2^-1, 15*2^-2), (-5*2^-2, 0), (-5*2^-1, 0)] # Split (Some -25787611464967486057*2^-61) # [(5*2^-1, 15*2^-2), (-5*2^-2, 0), (-5*2^-1, -5*2^-2)] # Split (Some -2909325357925366377*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-2, 0), (-5*2^-1, -5*2^-2)] # Success # [(25*2^-3, 15*2^-2), (-5*2^-2, 0), (-5*2^-1, -5*2^-2)] # Success # [(5*2^-1, 15*2^-2), (-5*2^-2, 0), (-5*2^-2, 0)] # Success # [(15*2^-2, 5), (-5*2^-1, 0), (-5*2^-1, 0)] # Split (Some -53034389210558986857*2^-61) # [(15*2^-2, 5), (-5*2^-1, -5*2^-2), (-5*2^-1, 0)] # Split (Some -34659702730887363177*2^-61) # [(15*2^-2, 5), (-5*2^-1, -5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -16285016251215739497*2^-61) # [(15*2^-2, 35*2^-3), (-5*2^-1, -5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -9079256847422945897*2^-61) # [(15*2^-2, 35*2^-3), (-5*2^-1, -15*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(15*2^-2, 35*2^-3), (-15*2^-3, -5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(35*2^-3, 5), (-5*2^-1, -5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -6377097071000648297*2^-61) # [(35*2^-3, 5), (-5*2^-1, -15*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(35*2^-3, 5), (-15*2^-3, -5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(15*2^-2, 5), (-5*2^-1, -5*2^-2), (-5*2^-2, 0)] # Success # [(15*2^-2, 5), (-5*2^-2, 0), (-5*2^-1, 0)] # Split (Some -13177532508330097257*2^-61) # [(15*2^-2, 5), (-5*2^-2, 0), (-5*2^-1, -5*2^-2)] # Success # [(15*2^-2, 5), (-5*2^-2, 0), (-5*2^-2, 0)] # Success # [(5, 5*2^1), (-5*2^1, 0), (-5*2^1, 0)] # Split (Some -4376490031486235146857*2^-61) # [(5, 5*2^1), (-5*2^1, -5), (-5*2^1, 0)] # Split (Some -1586419990337665464937*2^-61) # [(5, 5*2^1), (-5*2^1, -5), (-5*2^1, -5)] # Success # [(5, 5*2^1), (-5*2^1, -5), (-5, 0)] # Success # [(5, 5*2^1), (-5, 0), (-5*2^1, 0)] # Split (Some -2647107774575964682857*2^-61) # [(5, 5*2^1), (-5, 0), (-5*2^1, -5)] # Success # [(5, 5*2^1), (-5, 0), (-5, 0)] # Split (Some -917725517665694218857*2^-61) # [(5, 15*2^-1), (-5, 0), (-5, 0)] # Split (Some -687141216744324823657*2^-61) # [(5, 15*2^-1), (-5, -5*2^-1), (-5, 0)] # Split (Some -372970106738959022697*2^-61) # [(5, 15*2^-1), (-5, -5*2^-1), (-5, -5*2^-1)] # Split (Some -58798996733593221737*2^-61) # [(5, 25*2^-2), (-5, -5*2^-1), (-5, -5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (-5, -5*2^-1), (-5, -5*2^-1)] # Split (Some -51593237329800428137*2^-61) # [(25*2^-2, 15*2^-1), (-5, -15*2^-2), (-5, -5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (-15*2^-2, -5*2^-1), (-5, -5*2^-1)] # Split (Some -20068039938206956137*2^-61) # [(25*2^-2, 15*2^-1), (-15*2^-2, -5*2^-1), (-5, -15*2^-2)] # Success # [(25*2^-2, 15*2^-1), (-15*2^-2, -5*2^-1), (-15*2^-2, -5*2^-1)] # Success # [(5, 15*2^-1), (-5, -5*2^-1), (-5*2^-1, 0)] # Split (Some -48710933568283310697*2^-61) # [(5, 25*2^-2), (-5, -5*2^-1), (-5*2^-1, 0)] # Success # [(25*2^-2, 15*2^-1), (-5, -5*2^-1), (-5*2^-1, 0)] # Split (Some -23490775655008533097*2^-61) # [(25*2^-2, 15*2^-1), (-5, -15*2^-2), (-5*2^-1, 0)] # Success # [(25*2^-2, 15*2^-1), (-15*2^-2, -5*2^-1), (-5*2^-1, 0)] # Success # [(5, 15*2^-1), (-5*2^-1, 0), (-5, 0)] # Split (Some -362882043573649111657*2^-61) # [(5, 15*2^-1), (-5*2^-1, 0), (-5, -5*2^-1)] # Split (Some -48710933568283310697*2^-61) # [(5, 25*2^-2), (-5*2^-1, 0), (-5, -5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (-5*2^-1, 0), (-5, -5*2^-1)] # Split (Some -23490775655008533097*2^-61) # [(25*2^-2, 15*2^-1), (-5*2^-1, -5*2^-2), (-5, -5*2^-1)] # Split (Some -14123288430077901417*2^-61) # [(25*2^-2, 15*2^-1), (-5*2^-1, -5*2^-2), (-5, -15*2^-2)] # Success # [(25*2^-2, 15*2^-1), (-5*2^-1, -5*2^-2), (-15*2^-2, -5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (-5*2^-2, 0), (-5, -5*2^-1)] # Success # [(5, 15*2^-1), (-5*2^-1, 0), (-5*2^-1, 0)] # Split (Some -38622870402973399657*2^-61) # [(5, 25*2^-2), (-5*2^-1, 0), (-5*2^-1, 0)] # Split (Some -31417110999180606057*2^-61) # [(5, 25*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-1, 0)] # Split (Some -17546024146879478377*2^-61) # [(5, 25*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -3674937294578350697*2^-61) # [(5, 45*2^-3), (-5*2^-1, -5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -72057592681953897*2^-61) # [(5, 45*2^-3), (-5*2^-1, -15*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(5, 45*2^-3), (-15*2^-3, -5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(45*2^-3, 25*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(5, 25*2^-2), (-5*2^-1, -5*2^-2), (-5*2^-2, 0)] # Success # [(5, 25*2^-2), (-5*2^-2, 0), (-5*2^-1, 0)] # Success # [(25*2^-2, 15*2^-1), (-5*2^-1, 0), (-5*2^-1, 0)] # Success # [(15*2^-1, 5*2^1), (-5, 0), (-5, 0)] # Split (Some -802433367205009521257*2^-61) # [(15*2^-1, 5*2^1), (-5, -5*2^-1), (-5, 0)] # Split (Some -524291054218607688297*2^-61) # [(15*2^-1, 5*2^1), (-5, -5*2^-1), (-5, -5*2^-1)] # Split (Some -246148741232205855337*2^-61) # [(15*2^-1, 35*2^-2), (-5, -5*2^-1), (-5, -5*2^-1)] # Split (Some -145268109579106744937*2^-61) # [(15*2^-1, 35*2^-2), (-5, -15*2^-2), (-5, -5*2^-1)] # Success # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (-5, -5*2^-1)] # Split (Some -82217714795919800937*2^-61) # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (-5, -15*2^-2)] # Success # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (-15*2^-2, -5*2^-1)] # Split (Some -19167320012732856937*2^-61) # [(15*2^-1, 65*2^-3), (-15*2^-2, -5*2^-1), (-15*2^-2, -5*2^-1)] # Split (Some -252201577776773737*2^-61) # [(15*2^-1, 65*2^-3), (-15*2^-2, -25*2^-3), (-15*2^-2, -5*2^-1)] # Success # [(15*2^-1, 65*2^-3), (-25*2^-3, -5*2^-1), (-15*2^-2, -5*2^-1)] # Success # [(65*2^-3, 35*2^-2), (-15*2^-2, -5*2^-1), (-15*2^-2, -5*2^-1)] # Split (Some -11961560608940063337*2^-61) # [(65*2^-3, 35*2^-2), (-15*2^-2, -25*2^-3), (-15*2^-2, -5*2^-1)] # Success # [(65*2^-3, 35*2^-2), (-25*2^-3, -5*2^-1), (-15*2^-2, -5*2^-1)] # Success # [(35*2^-2, 5*2^1), (-5, -5*2^-1), (-5, -5*2^-1)] # Split (Some -224531463020827474537*2^-61) # [(35*2^-2, 5*2^1), (-5, -15*2^-2), (-5, -5*2^-1)] # Split (Some -22184731763071089257*2^-61) # [(35*2^-2, 5*2^1), (-5, -15*2^-2), (-5, -15*2^-2)] # Success # [(35*2^-2, 5*2^1), (-5, -15*2^-2), (-15*2^-2, -5*2^-1)] # Success # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (-5, -5*2^-1)] # Split (Some -129955870846047058537*2^-61) # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (-5, -15*2^-2)] # Success # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (-15*2^-2, -5*2^-1)] # Split (Some -35380278671266642537*2^-61) # [(35*2^-2, 75*2^-3), (-15*2^-2, -5*2^-1), (-15*2^-2, -5*2^-1)] # Split (Some -20068039938206956137*2^-61) # [(35*2^-2, 75*2^-3), (-15*2^-2, -25*2^-3), (-15*2^-2, -5*2^-1)] # Success # [(35*2^-2, 75*2^-3), (-25*2^-3, -5*2^-1), (-15*2^-2, -5*2^-1)] # Success # [(75*2^-3, 5*2^1), (-15*2^-2, -5*2^-1), (-15*2^-2, -5*2^-1)] # Split (Some -24571639565577452137*2^-61) # [(75*2^-3, 5*2^1), (-15*2^-2, -25*2^-3), (-15*2^-2, -5*2^-1)] # Success # [(75*2^-3, 5*2^1), (-25*2^-3, -5*2^-1), (-15*2^-2, -5*2^-1)] # Success # [(15*2^-1, 5*2^1), (-5, -5*2^-1), (-5*2^-1, 0)] # Split (Some -117165647904314849897*2^-61) # [(15*2^-1, 35*2^-2), (-5, -5*2^-1), (-5*2^-1, 0)] # Split (Some -66725332077765294697*2^-61) # [(15*2^-1, 35*2^-2), (-5, -15*2^-2), (-5*2^-1, 0)] # Success # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (-5*2^-1, 0)] # Split (Some -3674937294578350697*2^-61) # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (-5*2^-1, -5*2^-2)] # Success # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (-5*2^-2, 0)] # Success # [(35*2^-2, 5*2^1), (-5, -5*2^-1), (-5*2^-1, 0)] # Split (Some -95548369692936469097*2^-61) # [(35*2^-2, 5*2^1), (-5, -15*2^-2), (-5*2^-1, 0)] # Success # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (-5*2^-1, 0)] # Split (Some -972777518156053097*2^-61) # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (-5*2^-1, -5*2^-2)] # Success # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (-5*2^-2, 0)] # Success # [(15*2^-1, 5*2^1), (-5*2^-1, 0), (-5, 0)] # Split (Some -395307960890716682857*2^-61) # [(15*2^-1, 5*2^1), (-5*2^-1, 0), (-5, -5*2^-1)] # Split (Some -117165647904314849897*2^-61) # [(15*2^-1, 35*2^-2), (-5*2^-1, 0), (-5, -5*2^-1)] # Split (Some -66725332077765294697*2^-61) # [(15*2^-1, 35*2^-2), (-5*2^-1, -5*2^-2), (-5, -5*2^-1)] # Split (Some -57357844852834663017*2^-61) # [(15*2^-1, 35*2^-2), (-5*2^-1, -5*2^-2), (-5, -15*2^-2)] # Success # [(15*2^-1, 35*2^-2), (-5*2^-1, -5*2^-2), (-15*2^-2, -5*2^-1)] # Success # [(15*2^-1, 35*2^-2), (-5*2^-2, 0), (-5, -5*2^-1)] # Success # [(35*2^-2, 5*2^1), (-5*2^-1, 0), (-5, -5*2^-1)] # Split (Some -95548369692936469097*2^-61) # [(35*2^-2, 5*2^1), (-5*2^-1, -5*2^-2), (-5, -5*2^-1)] # Split (Some -86180882468005837417*2^-61) # [(35*2^-2, 5*2^1), (-5*2^-1, -5*2^-2), (-5, -15*2^-2)] # Success # [(35*2^-2, 5*2^1), (-5*2^-1, -5*2^-2), (-15*2^-2, -5*2^-1)] # Success # [(35*2^-2, 5*2^1), (-5*2^-2, 0), (-5, -5*2^-1)] # Success # [(15*2^-1, 5*2^1), (-5*2^-1, 0), (-5*2^-1, 0)] # Success # [(0, 5*2^1), (-5*2^1, 0), (0, 5*2^1)] # Split (Some -4630132762499741481577*2^-61) # [(0, 5), (-5*2^1, 0), (0, 5*2^1)] # Split (Some -2324289753286047529577*2^-61) # [(0, 5), (-5*2^1, -5), (0, 5*2^1)] # Split (Some -168326539671243684457*2^-61) # [(0, 5), (-5*2^1, -5), (0, 5)] # Success # [(0, 5), (-5*2^1, -5), (5, 5*2^1)] # Success # [(0, 5), (-5, 0), (0, 5*2^1)] # Split (Some -1459598624830912297577*2^-61) # [(0, 5), (-5, 0), (0, 5)] # Split (Some -583378281329708595817*2^-61) # [(0, 5*2^-1), (-5, 0), (0, 5)] # Split (Some -295147905177996851817*2^-61) # [(0, 5*2^-1), (-5, -5*2^-1), (0, 5)] # Split (Some -92666065931419351657*2^-61) # [(0, 5*2^-1), (-5, -5*2^-1), (0, 5*2^-1)] # Success # [(0, 5*2^-1), (-5, -5*2^-1), (5*2^-1, 5)] # Success # [(0, 5*2^-1), (-5*2^-1, 0), (0, 5)] # Split (Some -187061514121104947817*2^-61) # [(0, 5*2^-1), (-5*2^-1, 0), (0, 5*2^-1)] # Split (Some -73210515541178808937*2^-61) # [(0, 5*2^-2), (-5*2^-1, 0), (0, 5*2^-1)] # Split (Some -37181718522214840937*2^-61) # [(0, 5*2^-2), (-5*2^-1, -5*2^-2), (0, 5*2^-1)] # Split (Some -9574652806433700457*2^-61) # [(0, 5*2^-2), (-5*2^-1, -5*2^-2), (0, 5*2^-2)] # Success # [(0, 5*2^-2), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Success # [(0, 5*2^-2), (-5*2^-2, 0), (0, 5*2^-1)] # Split (Some -23670919640103352937*2^-61) # [(0, 5*2^-2), (-5*2^-2, 0), (0, 5*2^-2)] # Split (Some -7277816996474747497*2^-61) # [(0, 5*2^-3), (-5*2^-2, 0), (0, 5*2^-2)] # Split (Some -2774217369104251497*2^-61) # [(0, 5*2^-3), (-5*2^-2, -5*2^-3), (0, 5*2^-2)] # Success # [(0, 5*2^-3), (-5*2^-3, 0), (0, 5*2^-2)] # Split (Some -1085367508840315497*2^-61) # [(0, 5*2^-3), (-5*2^-3, 0), (0, 5*2^-3)] # Success # [(0, 5*2^-3), (-5*2^-3, 0), (5*2^-3, 5*2^-2)] # Success # [(5*2^-3, 5*2^-2), (-5*2^-2, 0), (0, 5*2^-2)] # Split (Some -3674937294578350697*2^-61) # [(5*2^-3, 5*2^-2), (-5*2^-2, -5*2^-3), (0, 5*2^-2)] # Success # [(5*2^-3, 5*2^-2), (-5*2^-3, 0), (0, 5*2^-2)] # Split (Some -846113778636257897*2^-61) # [(5*2^-3, 5*2^-2), (-5*2^-3, 0), (0, 5*2^-3)] # Success # [(5*2^-3, 5*2^-2), (-5*2^-3, 0), (5*2^-3, 5*2^-2)] # Success # [(0, 5*2^-2), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Split (Some -1828461447356447337*2^-61) # [(0, 5*2^-3), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Success # [(5*2^-3, 5*2^-2), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Split (Some -27021596408248937*2^-61) # [(5*2^-3, 5*2^-2), (-5*2^-2, -5*2^-3), (5*2^-2, 5*2^-1)] # Success # [(5*2^-3, 5*2^-2), (-5*2^-3, 0), (5*2^-2, 5*2^-1)] # Success # [(5*2^-2, 5*2^-1), (-5*2^-1, 0), (0, 5*2^-1)] # Split (Some -58798996733593221737*2^-61) # [(5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2), (0, 5*2^-1)] # Split (Some -31417110999180606057*2^-61) # [(5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2), (0, 5*2^-2)] # Split (Some -1513209473440512617*2^-61) # [(5*2^-2, 15*2^-3), (-5*2^-1, -5*2^-2), (0, 5*2^-2)] # Success # [(15*2^-3, 5*2^-1), (-5*2^-1, -5*2^-2), (0, 5*2^-2)] # Success # [(5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -9799832787802225257*2^-61) # [(5*2^-2, 15*2^-3), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Success # [(15*2^-3, 5*2^-1), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -7097673011379927657*2^-61) # [(15*2^-3, 5*2^-1), (-5*2^-1, -15*2^-3), (5*2^-2, 5*2^-1)] # Success # [(15*2^-3, 5*2^-1), (-15*2^-3, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -1186698500456151657*2^-61) # [(15*2^-3, 5*2^-1), (-15*2^-3, -5*2^-2), (5*2^-2, 15*2^-3)] # Success # [(15*2^-3, 5*2^-1), (-15*2^-3, -5*2^-2), (15*2^-3, 5*2^-1)] # Success # [(5*2^-2, 5*2^-1), (-5*2^-2, 0), (0, 5*2^-1)] # Split (Some -31777398969370245737*2^-61) # [(5*2^-2, 5*2^-1), (-5*2^-2, 0), (0, 5*2^-2)] # Split (Some -1873497443630152297*2^-61) # [(5*2^-2, 15*2^-3), (-5*2^-2, 0), (0, 5*2^-2)] # Split (Some -972777518156053097*2^-61) # [(5*2^-2, 15*2^-3), (-5*2^-2, -5*2^-3), (0, 5*2^-2)] # Success # [(5*2^-2, 15*2^-3), (-5*2^-3, 0), (0, 5*2^-2)] # Success # [(15*2^-3, 5*2^-1), (-5*2^-2, 0), (0, 5*2^-2)] # Success # [(5*2^-2, 5*2^-1), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Split (Some -10160120757991864937*2^-61) # [(5*2^-2, 15*2^-3), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Split (Some -2504001391462021737*2^-61) # [(5*2^-2, 15*2^-3), (-5*2^-2, -5*2^-3), (5*2^-2, 5*2^-1)] # Success # [(5*2^-2, 15*2^-3), (-5*2^-3, 0), (5*2^-2, 5*2^-1)] # Success # [(15*2^-3, 5*2^-1), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Split (Some -6782421037463992937*2^-61) # [(15*2^-3, 5*2^-1), (-5*2^-2, -5*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -2999397350472776297*2^-61) # [(15*2^-3, 5*2^-1), (-5*2^-2, -5*2^-3), (5*2^-2, 15*2^-3)] # Success # [(15*2^-3, 5*2^-1), (-5*2^-2, -5*2^-3), (15*2^-3, 5*2^-1)] # Success # [(15*2^-3, 5*2^-1), (-5*2^-3, 0), (5*2^-2, 5*2^-1)] # Split (Some -1926977689205176937*2^-61) # [(15*2^-3, 5*2^-1), (-5*2^-3, 0), (5*2^-2, 15*2^-3)] # Success # [(15*2^-3, 5*2^-1), (-5*2^-3, 0), (15*2^-3, 5*2^-1)] # Success # [(0, 5*2^-1), (-5*2^-1, 0), (5*2^-1, 5)] # Success # [(5*2^-1, 5), (-5, 0), (0, 5)] # Split (Some -525732206099366247017*2^-61) # [(5*2^-1, 5), (-5, -5*2^-1), (0, 5)] # Split (Some -236781254007275223657*2^-61) # [(5*2^-1, 5), (-5, -5*2^-1), (0, 5*2^-1)] # Split (Some -14843864370457180777*2^-61) # [(5*2^-1, 15*2^-2), (-5, -5*2^-1), (0, 5*2^-1)] # Success # [(15*2^-2, 5), (-5, -5*2^-1), (0, 5*2^-1)] # Split (Some -432345562871593577*2^-61) # [(15*2^-2, 5), (-5, -15*2^-2), (0, 5*2^-1)] # Success # [(15*2^-2, 5), (-15*2^-2, -5*2^-1), (0, 5*2^-1)] # Split (Some -432345562871593577*2^-61) # [(15*2^-2, 5), (-15*2^-2, -5*2^-1), (0, 5*2^-2)] # Success # [(15*2^-2, 5), (-15*2^-2, -5*2^-1), (5*2^-2, 5*2^-1)] # Success # [(5*2^-1, 5), (-5, -5*2^-1), (5*2^-1, 5)] # Success # [(5*2^-1, 5), (-5*2^-1, 0), (0, 5)] # Split (Some -309559423985582439017*2^-61) # [(5*2^-1, 5), (-5*2^-1, 0), (0, 5*2^-1)] # Split (Some -87622034348764396137*2^-61) # [(5*2^-1, 15*2^-2), (-5*2^-1, 0), (0, 5*2^-1)] # Split (Some -66004756137386015337*2^-61) # [(5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2), (0, 5*2^-1)] # Split (Some -43126470030343895657*2^-61) # [(5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2), (0, 5*2^-2)] # Split (Some -5791629119442483817*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-1, -5*2^-2), (0, 5*2^-2)] # Split (Some -387309566597888617*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-1, -15*2^-3), (0, 5*2^-2)] # Success # [(5*2^-1, 25*2^-3), (-15*2^-3, -5*2^-2), (0, 5*2^-2)] # Success # [(25*2^-3, 15*2^-2), (-5*2^-1, -5*2^-2), (0, 5*2^-2)] # Success # [(5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -26012791446336010857*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -15204152340646820457*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-1, -15*2^-3), (5*2^-2, 5*2^-1)] # Success # [(5*2^-1, 25*2^-3), (-15*2^-3, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -5352528155773860457*2^-61) # [(5*2^-1, 25*2^-3), (-15*2^-3, -5*2^-2), (5*2^-2, 15*2^-3)] # Success # [(5*2^-1, 25*2^-3), (-15*2^-3, -5*2^-2), (15*2^-3, 5*2^-1)] # Success # [(25*2^-3, 15*2^-2), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -19707751968017316457*2^-61) # [(25*2^-3, 15*2^-2), (-5*2^-1, -15*2^-3), (5*2^-2, 5*2^-1)] # Success # [(25*2^-3, 15*2^-2), (-15*2^-3, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -5915478109195172457*2^-61) # [(25*2^-3, 15*2^-2), (-15*2^-3, -5*2^-2), (5*2^-2, 15*2^-3)] # Success # [(25*2^-3, 15*2^-2), (-15*2^-3, -5*2^-2), (15*2^-3, 5*2^-1)] # Success # [(5*2^-1, 15*2^-2), (-5*2^-2, 0), (0, 5*2^-1)] # Split (Some -31552218988001720937*2^-61) # [(5*2^-1, 15*2^-2), (-5*2^-2, 0), (0, 5*2^-2)] # Success # [(5*2^-1, 15*2^-2), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Split (Some -14438540403993836137*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Split (Some -9034220851149240937*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-2, -5*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -5251197164158024297*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-2, -5*2^-3), (5*2^-2, 15*2^-3)] # Success # [(5*2^-1, 25*2^-3), (-5*2^-2, -5*2^-3), (15*2^-3, 5*2^-1)] # Success # [(5*2^-1, 25*2^-3), (-5*2^-3, 0), (5*2^-2, 5*2^-1)] # Split (Some -801077782362552937*2^-61) # [(5*2^-1, 25*2^-3), (-5*2^-3, 0), (5*2^-2, 15*2^-3)] # Success # [(5*2^-1, 25*2^-3), (-5*2^-3, 0), (15*2^-3, 5*2^-1)] # Success # [(25*2^-3, 15*2^-2), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Split (Some -7683140962938092137*2^-61) # [(25*2^-3, 15*2^-2), (-5*2^-2, -5*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -3900117275946875497*2^-61) # [(25*2^-3, 15*2^-2), (-5*2^-2, -5*2^-3), (5*2^-2, 15*2^-3)] # Success # [(25*2^-3, 15*2^-2), (-5*2^-2, -5*2^-3), (15*2^-3, 5*2^-1)] # Success # [(25*2^-3, 15*2^-2), (-5*2^-3, 0), (5*2^-2, 5*2^-1)] # Success # [(15*2^-2, 5), (-5*2^-1, 0), (0, 5*2^-1)] # Split (Some -58798996733593221737*2^-61) # [(15*2^-2, 5), (-5*2^-1, -5*2^-2), (0, 5*2^-1)] # Split (Some -40424310253921598057*2^-61) # [(15*2^-2, 5), (-5*2^-1, -5*2^-2), (0, 5*2^-2)] # Success # [(15*2^-2, 5), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -27814231297284209257*2^-61) # [(15*2^-2, 35*2^-3), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -20608471893491415657*2^-61) # [(15*2^-2, 35*2^-3), (-5*2^-1, -15*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -1963569436177562217*2^-61) # [(15*2^-2, 35*2^-3), (-5*2^-1, -15*2^-3), (5*2^-2, 15*2^-3)] # Success # [(15*2^-2, 35*2^-3), (-5*2^-1, -15*2^-3), (15*2^-3, 5*2^-1)] # Success # [(15*2^-2, 35*2^-3), (-15*2^-3, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -4268849495437834857*2^-61) # [(15*2^-2, 35*2^-3), (-15*2^-3, -5*2^-2), (5*2^-2, 15*2^-3)] # Success # [(15*2^-2, 35*2^-3), (-15*2^-3, -5*2^-2), (15*2^-3, 5*2^-1)] # Success # [(35*2^-3, 5), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -17906312117069118057*2^-61) # [(35*2^-3, 5), (-5*2^-1, -15*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -2076159426861824617*2^-61) # [(35*2^-3, 5), (-5*2^-1, -15*2^-3), (5*2^-2, 15*2^-3)] # Success # [(35*2^-3, 5), (-5*2^-1, -15*2^-3), (15*2^-3, 5*2^-1)] # Success # [(35*2^-3, 5), (-15*2^-3, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -1341509737647012457*2^-61) # [(35*2^-3, 5), (-15*2^-3, -5*2^-2), (5*2^-2, 15*2^-3)] # Success # [(35*2^-3, 5), (-15*2^-3, -5*2^-2), (15*2^-3, 5*2^-1)] # Success # [(15*2^-2, 5), (-5*2^-2, 0), (0, 5*2^-1)] # Split (Some -18942140031364332137*2^-61) # [(15*2^-2, 5), (-5*2^-2, 0), (0, 5*2^-2)] # Success # [(15*2^-2, 5), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Split (Some -6332061074726943337*2^-61) # [(15*2^-2, 35*2^-3), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Split (Some -2729181372830546537*2^-61) # [(15*2^-2, 35*2^-3), (-5*2^-2, -5*2^-3), (5*2^-2, 5*2^-1)] # Success # [(15*2^-2, 35*2^-3), (-5*2^-3, 0), (5*2^-2, 5*2^-1)] # Success # [(35*2^-3, 5), (-5*2^-2, 0), (5*2^-2, 5*2^-1)] # Success # [(5*2^-1, 5), (-5*2^-1, 0), (5*2^-1, 5)] # Split (Some -32137686939559885417*2^-61) # [(5*2^-1, 15*2^-2), (-5*2^-1, 0), (5*2^-1, 5)] # Split (Some -10520408728181504617*2^-61) # [(5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2), (5*2^-1, 5)] # Success # [(5*2^-1, 15*2^-2), (-5*2^-2, 0), (5*2^-1, 5)] # Success # [(15*2^-2, 5), (-5*2^-1, 0), (5*2^-1, 5)] # Split (Some -17726168131974298217*2^-61) # [(15*2^-2, 5), (-5*2^-1, -5*2^-2), (5*2^-1, 5)] # Success # [(15*2^-2, 5), (-5*2^-2, 0), (5*2^-1, 5)] # Success # [(0, 5), (-5, 0), (5, 5*2^1)] # Success # [(5, 5*2^1), (-5*2^1, 0), (0, 5*2^1)] # Split (Some -4399548461578372086377*2^-61) # [(5, 5*2^1), (-5*2^1, -5), (0, 5*2^1)] # Split (Some -1609478420429802404457*2^-61) # [(5, 5*2^1), (-5*2^1, -5), (0, 5)] # Success # [(5, 5*2^1), (-5*2^1, -5), (5, 5*2^1)] # Success # [(5, 5*2^1), (-5, 0), (0, 5*2^1)] # Split (Some -2670166204668101622377*2^-61) # [(5, 5*2^1), (-5, 0), (0, 5)] # Split (Some -929254732711762688617*2^-61) # [(5, 15*2^-1), (-5, 0), (0, 5)] # Split (Some -698670431790393293417*2^-61) # [(5, 15*2^-1), (-5, -5*2^-1), (0, 5)] # Split (Some -384499321785027492457*2^-61) # [(5, 15*2^-1), (-5, -5*2^-1), (0, 5*2^-1)] # Split (Some -54475541091317545577*2^-61) # [(5, 25*2^-2), (-5, -5*2^-1), (0, 5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (-5, -5*2^-1), (0, 5*2^-1)] # Split (Some -29255383178042767977*2^-61) # [(25*2^-2, 15*2^-1), (-5, -15*2^-2), (0, 5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (-15*2^-2, -5*2^-1), (0, 5*2^-1)] # Success # [(5, 15*2^-1), (-5, -5*2^-1), (5*2^-1, 5)] # Split (Some -81857426825730161257*2^-61) # [(5, 25*2^-2), (-5, -5*2^-1), (5*2^-1, 5)] # Success # [(25*2^-2, 15*2^-1), (-5, -5*2^-1), (5*2^-1, 5)] # Split (Some -74651667421937367657*2^-61) # [(25*2^-2, 15*2^-1), (-5, -15*2^-2), (5*2^-1, 5)] # Success # [(25*2^-2, 15*2^-1), (-15*2^-2, -5*2^-1), (5*2^-1, 5)] # Split (Some -43126470030343895657*2^-61) # [(25*2^-2, 15*2^-1), (-15*2^-2, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -11601272638750423657*2^-61) # [(25*2^-2, 55*2^-3), (-15*2^-2, -5*2^-1), (5*2^-1, 15*2^-2)] # Success # [(55*2^-3, 15*2^-1), (-15*2^-2, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -7998392936854026857*2^-61) # [(55*2^-3, 15*2^-1), (-15*2^-2, -25*2^-3), (5*2^-1, 15*2^-2)] # Success # [(55*2^-3, 15*2^-1), (-25*2^-3, -5*2^-1), (5*2^-1, 15*2^-2)] # Success # [(25*2^-2, 15*2^-1), (-15*2^-2, -5*2^-1), (15*2^-2, 5)] # Success # [(5, 15*2^-1), (-5*2^-1, 0), (0, 5)] # Split (Some -374411258619717581417*2^-61) # [(5, 15*2^-1), (-5*2^-1, 0), (0, 5*2^-1)] # Split (Some -44387477926007634537*2^-61) # [(5, 25*2^-2), (-5*2^-1, 0), (0, 5*2^-1)] # Split (Some -37181718522214840937*2^-61) # [(5, 25*2^-2), (-5*2^-1, -5*2^-2), (0, 5*2^-1)] # Split (Some -23310631669913713257*2^-61) # [(5, 25*2^-2), (-5*2^-1, -5*2^-2), (0, 5*2^-2)] # Success # [(5, 25*2^-2), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -15204152340646820457*2^-61) # [(5, 45*2^-3), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -11601272638750423657*2^-61) # [(5, 45*2^-3), (-5*2^-1, -15*2^-3), (5*2^-2, 5*2^-1)] # Success # [(5, 45*2^-3), (-15*2^-3, -5*2^-2), (5*2^-2, 5*2^-1)] # Success # [(45*2^-3, 25*2^-2), (-5*2^-1, -5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -1693353458535332457*2^-61) # [(45*2^-3, 25*2^-2), (-5*2^-1, -15*2^-3), (5*2^-2, 5*2^-1)] # Success # [(45*2^-3, 25*2^-2), (-15*2^-3, -5*2^-2), (5*2^-2, 5*2^-1)] # Success # [(5, 25*2^-2), (-5*2^-2, 0), (0, 5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (-5*2^-1, 0), (0, 5*2^-1)] # Split (Some -1152921503250872937*2^-61) # [(25*2^-2, 15*2^-1), (-5*2^-1, -5*2^-2), (0, 5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (-5*2^-2, 0), (0, 5*2^-1)] # Success # [(5, 15*2^-1), (-5*2^-1, 0), (5*2^-1, 5)] # Split (Some -71769363660420250217*2^-61) # [(5, 25*2^-2), (-5*2^-1, 0), (5*2^-1, 5)] # Split (Some -10520408728181504617*2^-61) # [(5, 25*2^-2), (-5*2^-1, -5*2^-2), (5*2^-1, 5)] # Success # [(5, 25*2^-2), (-5*2^-2, 0), (5*2^-1, 5)] # Success # [(25*2^-2, 15*2^-1), (-5*2^-1, 0), (5*2^-1, 5)] # Split (Some -46549205747145472617*2^-61) # [(25*2^-2, 15*2^-1), (-5*2^-1, -5*2^-2), (5*2^-1, 5)] # Split (Some -37181718522214840937*2^-61) # [(25*2^-2, 15*2^-1), (-5*2^-1, -5*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -5656521130621368937*2^-61) # [(25*2^-2, 55*2^-3), (-5*2^-1, -5*2^-2), (5*2^-1, 15*2^-2)] # Success # [(55*2^-3, 15*2^-1), (-5*2^-1, -5*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -2954361354199071337*2^-61) # [(55*2^-3, 15*2^-1), (-5*2^-1, -15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(55*2^-3, 15*2^-1), (-15*2^-3, -5*2^-2), (5*2^-1, 15*2^-2)] # Success # [(25*2^-2, 15*2^-1), (-5*2^-1, -5*2^-2), (15*2^-2, 5)] # Success # [(25*2^-2, 15*2^-1), (-5*2^-2, 0), (5*2^-1, 5)] # Success # [(15*2^-1, 5*2^1), (-5, 0), (0, 5)] # Split (Some -813962582251077991017*2^-61) # [(15*2^-1, 5*2^1), (-5, -5*2^-1), (0, 5)] # Split (Some -535820269264676158057*2^-61) # [(15*2^-1, 5*2^1), (-5, -5*2^-1), (0, 5*2^-1)] # Split (Some -122930255427349084777*2^-61) # [(15*2^-1, 35*2^-2), (-5, -5*2^-1), (0, 5*2^-1)] # Split (Some -72489939600799529577*2^-61) # [(15*2^-1, 35*2^-2), (-5, -15*2^-2), (0, 5*2^-1)] # Success # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (0, 5*2^-1)] # Split (Some -9439544817612585577*2^-61) # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (0, 5*2^-2)] # Success # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -5836665115716188777*2^-61) # [(15*2^-1, 65*2^-3), (-15*2^-2, -5*2^-1), (5*2^-2, 5*2^-1)] # Success # [(65*2^-3, 35*2^-2), (-15*2^-2, -5*2^-1), (5*2^-2, 5*2^-1)] # Success # [(35*2^-2, 5*2^1), (-5, -5*2^-1), (0, 5*2^-1)] # Split (Some -101312977215970703977*2^-61) # [(35*2^-2, 5*2^1), (-5, -15*2^-2), (0, 5*2^-1)] # Success # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (0, 5*2^-1)] # Split (Some -6737385041190287977*2^-61) # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (0, 5*2^-2)] # Success # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -3134505339293891177*2^-61) # [(35*2^-2, 75*2^-3), (-15*2^-2, -5*2^-1), (5*2^-2, 5*2^-1)] # Success # [(75*2^-3, 5*2^1), (-15*2^-2, -5*2^-1), (5*2^-2, 5*2^-1)] # Success # [(15*2^-1, 5*2^1), (-5, -5*2^-1), (5*2^-1, 5)] # Split (Some -269207171324342794857*2^-61) # [(15*2^-1, 35*2^-2), (-5, -5*2^-1), (5*2^-1, 5)] # Split (Some -168326539671243684457*2^-61) # [(15*2^-1, 35*2^-2), (-5, -15*2^-2), (5*2^-1, 5)] # Success # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (5*2^-1, 5)] # Split (Some -105276144888056740457*2^-61) # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -42225750104869796457*2^-61) # [(15*2^-1, 65*2^-3), (-15*2^-2, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -23310631669913713257*2^-61) # [(15*2^-1, 65*2^-3), (-15*2^-2, -25*2^-3), (5*2^-1, 15*2^-2)] # Success # [(15*2^-1, 65*2^-3), (-25*2^-3, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -4733283207010417257*2^-61) # [(15*2^-1, 65*2^-3), (-25*2^-3, -5*2^-1), (5*2^-1, 25*2^-3)] # Success # [(15*2^-1, 65*2^-3), (-25*2^-3, -5*2^-1), (25*2^-3, 15*2^-2)] # Success # [(65*2^-3, 35*2^-2), (-15*2^-2, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -35019990701077002857*2^-61) # [(65*2^-3, 35*2^-2), (-15*2^-2, -25*2^-3), (5*2^-1, 15*2^-2)] # Success # [(65*2^-3, 35*2^-2), (-25*2^-3, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -10250192750539274857*2^-61) # [(65*2^-3, 35*2^-2), (-25*2^-3, -5*2^-1), (5*2^-1, 25*2^-3)] # Success # [(65*2^-3, 35*2^-2), (-25*2^-3, -5*2^-1), (25*2^-3, 15*2^-2)] # Success # [(15*2^-1, 35*2^-2), (-15*2^-2, -5*2^-1), (15*2^-2, 5)] # Success # [(35*2^-2, 5*2^1), (-5, -5*2^-1), (5*2^-1, 5)] # Split (Some -247589893112964414057*2^-61) # [(35*2^-2, 5*2^1), (-5, -15*2^-2), (5*2^-1, 5)] # Split (Some -45243161855208028777*2^-61) # [(35*2^-2, 5*2^1), (-5, -15*2^-2), (5*2^-1, 15*2^-2)] # Success # [(35*2^-2, 5*2^1), (-5, -15*2^-2), (15*2^-2, 5)] # Success # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (5*2^-1, 5)] # Split (Some -153014300938183998057*2^-61) # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -58438708763403582057*2^-61) # [(35*2^-2, 75*2^-3), (-15*2^-2, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -43126470030343895657*2^-61) # [(35*2^-2, 75*2^-3), (-15*2^-2, -25*2^-3), (5*2^-1, 15*2^-2)] # Success # [(35*2^-2, 75*2^-3), (-25*2^-3, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -12164222592171735657*2^-61) # [(35*2^-2, 75*2^-3), (-25*2^-3, -5*2^-1), (5*2^-1, 25*2^-3)] # Success # [(35*2^-2, 75*2^-3), (-25*2^-3, -5*2^-1), (25*2^-3, 15*2^-2)] # Success # [(75*2^-3, 5*2^1), (-15*2^-2, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -47630069657714391657*2^-61) # [(75*2^-3, 5*2^1), (-15*2^-2, -25*2^-3), (5*2^-1, 15*2^-2)] # Success # [(75*2^-3, 5*2^1), (-25*2^-3, -5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -10475372731907799657*2^-61) # [(75*2^-3, 5*2^1), (-25*2^-3, -5*2^-1), (5*2^-1, 25*2^-3)] # Success # [(75*2^-3, 5*2^1), (-25*2^-3, -5*2^-1), (25*2^-3, 15*2^-2)] # Success # [(35*2^-2, 5*2^1), (-15*2^-2, -5*2^-1), (15*2^-2, 5)] # Success # [(15*2^-1, 5*2^1), (-5*2^-1, 0), (0, 5)] # Split (Some -406837175936785152617*2^-61) # [(15*2^-1, 5*2^1), (-5*2^-1, 0), (0, 5*2^-1)] # Success # [(15*2^-1, 5*2^1), (-5*2^-1, 0), (5*2^-1, 5)] # Split (Some -140224077996451789417*2^-61) # [(15*2^-1, 35*2^-2), (-5*2^-1, 0), (5*2^-1, 5)] # Split (Some -89783762169902234217*2^-61) # [(15*2^-1, 35*2^-2), (-5*2^-1, -5*2^-2), (5*2^-1, 5)] # Split (Some -80416274944971602537*2^-61) # [(15*2^-1, 35*2^-2), (-5*2^-1, -5*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -17365880161784658537*2^-61) # [(15*2^-1, 65*2^-3), (-5*2^-1, -5*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -7908320944306616937*2^-61) # [(15*2^-1, 65*2^-3), (-5*2^-1, -15*2^-3), (5*2^-1, 15*2^-2)] # Split (Some -522417555419003497*2^-61) # [(15*2^-1, 65*2^-3), (-5*2^-1, -15*2^-3), (5*2^-1, 25*2^-3)] # Success # [(15*2^-1, 65*2^-3), (-5*2^-1, -15*2^-3), (25*2^-3, 15*2^-2)] # Success # [(15*2^-1, 65*2^-3), (-15*2^-3, -5*2^-2), (5*2^-1, 15*2^-2)] # Success # [(65*2^-3, 35*2^-2), (-5*2^-1, -5*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -9259400832517765737*2^-61) # [(65*2^-3, 35*2^-2), (-5*2^-1, -15*2^-3), (5*2^-1, 15*2^-2)] # Split (Some -1873497443630152297*2^-61) # [(65*2^-3, 35*2^-2), (-5*2^-1, -15*2^-3), (5*2^-1, 25*2^-3)] # Success # [(65*2^-3, 35*2^-2), (-5*2^-1, -15*2^-3), (25*2^-3, 15*2^-2)] # Success # [(65*2^-3, 35*2^-2), (-15*2^-3, -5*2^-2), (5*2^-1, 15*2^-2)] # Success # [(15*2^-1, 35*2^-2), (-5*2^-1, -5*2^-2), (15*2^-2, 5)] # Success # [(15*2^-1, 35*2^-2), (-5*2^-2, 0), (5*2^-1, 5)] # Split (Some -12096668597761178217*2^-61) # [(15*2^-1, 35*2^-2), (-5*2^-2, 0), (5*2^-1, 15*2^-2)] # Success # [(15*2^-1, 35*2^-2), (-5*2^-2, 0), (15*2^-2, 5)] # Success # [(35*2^-2, 5*2^1), (-5*2^-1, 0), (5*2^-1, 5)] # Split (Some -118606799785073408617*2^-61) # [(35*2^-2, 5*2^1), (-5*2^-1, -5*2^-2), (5*2^-1, 5)] # Split (Some -109239312560142776937*2^-61) # [(35*2^-2, 5*2^1), (-5*2^-1, -5*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -14663720385362360937*2^-61) # [(35*2^-2, 75*2^-3), (-5*2^-1, -5*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -7007601018832517737*2^-61) # [(35*2^-2, 75*2^-3), (-5*2^-1, -15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(35*2^-2, 75*2^-3), (-15*2^-3, -5*2^-2), (5*2^-1, 15*2^-2)] # Success # [(75*2^-3, 5*2^1), (-5*2^-1, -5*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -1152921503250872937*2^-61) # [(75*2^-3, 5*2^1), (-5*2^-1, -15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(75*2^-3, 5*2^1), (-15*2^-3, -5*2^-2), (5*2^-1, 15*2^-2)] # Success # [(35*2^-2, 5*2^1), (-5*2^-1, -5*2^-2), (15*2^-2, 5)] # Success # [(35*2^-2, 5*2^1), (-5*2^-2, 0), (5*2^-1, 5)] # Split (Some -13898108448709376617*2^-61) # [(35*2^-2, 5*2^1), (-5*2^-2, 0), (5*2^-1, 15*2^-2)] # Success # [(35*2^-2, 5*2^1), (-5*2^-2, 0), (15*2^-2, 5)] # Success # [(5, 5*2^1), (-5, 0), (5, 5*2^1)] # Success # [(0, 5*2^1), (0, 5*2^1), (-5*2^1, 5*2^1)] # Split (Some -27919147155558050396777*2^-61) # [(0, 5*2^1), (0, 5*2^1), (-5*2^1, 0)] # Split (Some -4630132762499741481577*2^-61) # [(0, 5), (0, 5*2^1), (-5*2^1, 0)] # Split (Some -2324289753286047529577*2^-61) # [(0, 5), (0, 5), (-5*2^1, 0)] # Split (Some -1448069409784843827817*2^-61) # [(0, 5), (0, 5), (-5*2^1, -5)] # Success # [(0, 5), (0, 5), (-5, 0)] # Split (Some -583378281329708595817*2^-61) # [(0, 5*2^-1), (0, 5), (-5, 0)] # Split (Some -295147905177996851817*2^-61) # [(0, 5*2^-1), (0, 5*2^-1), (-5, 0)] # Split (Some -181296906598070712937*2^-61) # [(0, 5*2^-1), (0, 5*2^-1), (-5, -5*2^-1)] # Success # [(0, 5*2^-1), (0, 5*2^-1), (-5*2^-1, 0)] # Split (Some -73210515541178808937*2^-61) # [(0, 5*2^-2), (0, 5*2^-1), (-5*2^-1, 0)] # Split (Some -37181718522214840937*2^-61) # [(0, 5*2^-2), (0, 5*2^-2), (-5*2^-1, 0)] # Split (Some -20788615878586235497*2^-61) # [(0, 5*2^-2), (0, 5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(0, 5*2^-2), (0, 5*2^-2), (-5*2^-2, 0)] # Split (Some -7277816996474747497*2^-61) # [(0, 5*2^-3), (0, 5*2^-2), (-5*2^-2, 0)] # Split (Some -2774217369104251497*2^-61) # [(0, 5*2^-3), (0, 5*2^-3), (-5*2^-2, 0)] # Split (Some -184647583366216297*2^-61) # [(0, 5*2^-3), (0, 5*2^-3), (-5*2^-2, -5*2^-3)] # Success # [(0, 5*2^-3), (0, 5*2^-3), (-5*2^-3, 0)] # Success # [(0, 5*2^-3), (5*2^-3, 5*2^-2), (-5*2^-2, 0)] # Split (Some -1006554515361331817*2^-61) # [(0, 5*2^-3), (5*2^-3, 5*2^-2), (-5*2^-2, -5*2^-3)] # Success # [(0, 5*2^-3), (5*2^-3, 5*2^-2), (-5*2^-3, 0)] # Success # [(5*2^-3, 5*2^-2), (0, 5*2^-2), (-5*2^-2, 0)] # Split (Some -3674937294578350697*2^-61) # [(5*2^-3, 5*2^-2), (0, 5*2^-3), (-5*2^-2, 0)] # Success # [(5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2), (-5*2^-2, 0)] # Split (Some -2470224394256743017*2^-61) # [(5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2), (-5*2^-2, -5*2^-3)] # Success # [(5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2), (-5*2^-3, 0)] # Success # [(0, 5*2^-2), (5*2^-2, 5*2^-1), (-5*2^-1, 0)] # Split (Some -15339260329467935337*2^-61) # [(0, 5*2^-2), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Success # [(0, 5*2^-2), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Split (Some -1828461447356447337*2^-61) # [(0, 5*2^-3), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Success # [(5*2^-3, 5*2^-2), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Split (Some -27021596408248937*2^-61) # [(5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3), (-5*2^-2, 0)] # Split (Some -27021596408248937*2^-61) # [(5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3), (-5*2^-2, -5*2^-3)] # Success # [(5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3), (-5*2^-3, 0)] # Success # [(5*2^-3, 5*2^-2), (15*2^-3, 5*2^-1), (-5*2^-2, 0)] # Success # [(5*2^-2, 5*2^-1), (0, 5*2^-1), (-5*2^-1, 0)] # Split (Some -58798996733593221737*2^-61) # [(5*2^-2, 5*2^-1), (0, 5*2^-2), (-5*2^-1, 0)] # Split (Some -28895095207853128297*2^-61) # [(5*2^-2, 5*2^-1), (0, 5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -1513209473440512617*2^-61) # [(5*2^-2, 15*2^-3), (0, 5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(15*2^-3, 5*2^-1), (0, 5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(5*2^-2, 5*2^-1), (0, 5*2^-2), (-5*2^-2, 0)] # Split (Some -1873497443630152297*2^-61) # [(5*2^-2, 15*2^-3), (0, 5*2^-2), (-5*2^-2, 0)] # Split (Some -972777518156053097*2^-61) # [(5*2^-2, 15*2^-3), (0, 5*2^-3), (-5*2^-2, 0)] # Success # [(5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2), (-5*2^-2, 0)] # Split (Some -331014571255757417*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2), (-5*2^-2, -5*2^-3)] # Success # [(5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2), (-5*2^-3, 0)] # Success # [(15*2^-3, 5*2^-1), (0, 5*2^-2), (-5*2^-2, 0)] # Success # [(5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1), (-5*2^-1, 0)] # Split (Some -37181718522214840937*2^-61) # [(5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -9799832787802225257*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Success # [(15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -7097673011379927657*2^-61) # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (-5*2^-1, -5*2^-2)] # Split (Some -1186698500456151657*2^-61) # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (-5*2^-1, -15*2^-3)] # Success # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (-15*2^-3, -5*2^-2)] # Success # [(15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1), (-5*2^-1, -5*2^-2)] # Success # [(5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Split (Some -10160120757991864937*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Split (Some -2504001391462021737*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3), (-5*2^-2, 0)] # Split (Some -533676554487429737*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3), (-5*2^-2, -5*2^-3)] # Success # [(5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3), (-5*2^-3, 0)] # Success # [(5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1), (-5*2^-2, 0)] # Success # [(15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Split (Some -6782421037463992937*2^-61) # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (-5*2^-2, 0)] # Split (Some -871446526540216937*2^-61) # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (-5*2^-2, -5*2^-3)] # Success # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (-5*2^-3, 0)] # Success # [(15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1), (-5*2^-2, 0)] # Success # [(0, 5*2^-1), (5*2^-1, 5), (-5, 0)] # Split (Some -104195280977487821417*2^-61) # [(0, 5*2^-1), (5*2^-1, 5), (-5, -5*2^-1)] # Success # [(0, 5*2^-1), (5*2^-1, 5), (-5*2^-1, 0)] # Success # [(5*2^-1, 5), (0, 5), (-5, 0)] # Split (Some -525732206099366247017*2^-61) # [(5*2^-1, 5), (0, 5*2^-1), (-5, 0)] # Split (Some -303794816462548204137*2^-61) # [(5*2^-1, 5), (0, 5*2^-1), (-5, -5*2^-1)] # Split (Some -14843864370457180777*2^-61) # [(5*2^-1, 15*2^-2), (0, 5*2^-1), (-5, -5*2^-1)] # Success # [(15*2^-2, 5), (0, 5*2^-1), (-5, -5*2^-1)] # Split (Some -432345562871593577*2^-61) # [(15*2^-2, 5), (0, 5*2^-2), (-5, -5*2^-1)] # Success # [(15*2^-2, 5), (5*2^-2, 5*2^-1), (-5, -5*2^-1)] # Success # [(5*2^-1, 5), (0, 5*2^-1), (-5*2^-1, 0)] # Split (Some -87622034348764396137*2^-61) # [(5*2^-1, 15*2^-2), (0, 5*2^-1), (-5*2^-1, 0)] # Split (Some -66004756137386015337*2^-61) # [(5*2^-1, 15*2^-2), (0, 5*2^-2), (-5*2^-1, 0)] # Split (Some -28669915226484603497*2^-61) # [(5*2^-1, 15*2^-2), (0, 5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -5791629119442483817*2^-61) # [(5*2^-1, 25*2^-3), (0, 5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -387309566597888617*2^-61) # [(5*2^-1, 25*2^-3), (0, 5*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(5*2^-1, 25*2^-3), (5*2^-3, 5*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -27021596408248937*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-3, 5*2^-2), (-5*2^-1, -15*2^-3)] # Success # [(5*2^-1, 25*2^-3), (5*2^-3, 5*2^-2), (-15*2^-3, -5*2^-2)] # Success # [(25*2^-3, 15*2^-2), (0, 5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(5*2^-1, 15*2^-2), (0, 5*2^-2), (-5*2^-2, 0)] # Success # [(5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1), (-5*2^-1, 0)] # Split (Some -48891077553378130537*2^-61) # [(5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -26012791446336010857*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -15204152340646820457*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3), (-5*2^-1, -5*2^-2)] # Split (Some -5352528155773860457*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3), (-5*2^-1, -15*2^-3)] # Success # [(5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3), (-15*2^-3, -5*2^-2)] # Success # [(5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1), (-5*2^-1, -5*2^-2)] # Success # [(25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -19707751968017316457*2^-61) # [(25*2^-3, 15*2^-2), (5*2^-2, 15*2^-3), (-5*2^-1, -5*2^-2)] # Split (Some -5915478109195172457*2^-61) # [(25*2^-3, 15*2^-2), (5*2^-2, 15*2^-3), (-5*2^-1, -15*2^-3)] # Success # [(25*2^-3, 15*2^-2), (5*2^-2, 15*2^-3), (-15*2^-3, -5*2^-2)] # Success # [(25*2^-3, 15*2^-2), (15*2^-3, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -4012707266631137897*2^-61) # [(25*2^-3, 15*2^-2), (15*2^-3, 5*2^-1), (-5*2^-1, -15*2^-3)] # Success # [(25*2^-3, 15*2^-2), (15*2^-3, 5*2^-1), (-15*2^-3, -5*2^-2)] # Success # [(5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Split (Some -14438540403993836137*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Split (Some -9034220851149240937*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3), (-5*2^-2, 0)] # Success # [(5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1), (-5*2^-2, 0)] # Success # [(25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Split (Some -7683140962938092137*2^-61) # [(25*2^-3, 15*2^-2), (5*2^-2, 15*2^-3), (-5*2^-2, 0)] # Success # [(25*2^-3, 15*2^-2), (15*2^-3, 5*2^-1), (-5*2^-2, 0)] # Success # [(15*2^-2, 5), (0, 5*2^-1), (-5*2^-1, 0)] # Split (Some -58798996733593221737*2^-61) # [(15*2^-2, 5), (0, 5*2^-2), (-5*2^-1, 0)] # Split (Some -16059836269847214697*2^-61) # [(15*2^-2, 5), (0, 5*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(15*2^-2, 5), (0, 5*2^-2), (-5*2^-2, 0)] # Success # [(15*2^-2, 5), (5*2^-2, 5*2^-1), (-5*2^-1, 0)] # Split (Some -46188917776955832937*2^-61) # [(15*2^-2, 5), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -27814231297284209257*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -20608471893491415657*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 15*2^-3), (-5*2^-1, -5*2^-2)] # Split (Some -4268849495437834857*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 15*2^-3), (-5*2^-1, -15*2^-3)] # Success # [(15*2^-2, 35*2^-3), (5*2^-2, 15*2^-3), (-15*2^-3, -5*2^-2)] # Success # [(15*2^-2, 35*2^-3), (15*2^-3, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -7728176959211797097*2^-61) # [(15*2^-2, 35*2^-3), (15*2^-3, 5*2^-1), (-5*2^-1, -15*2^-3)] # Success # [(15*2^-2, 35*2^-3), (15*2^-3, 5*2^-1), (-15*2^-3, -5*2^-2)] # Success # [(35*2^-3, 5), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -17906312117069118057*2^-61) # [(35*2^-3, 5), (5*2^-2, 15*2^-3), (-5*2^-1, -5*2^-2)] # Split (Some -1341509737647012457*2^-61) # [(35*2^-3, 5), (5*2^-2, 15*2^-3), (-5*2^-1, -15*2^-3)] # Success # [(35*2^-3, 5), (5*2^-2, 15*2^-3), (-15*2^-3, -5*2^-2)] # Success # [(35*2^-3, 5), (15*2^-3, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -7840766949896059497*2^-61) # [(35*2^-3, 5), (15*2^-3, 5*2^-1), (-5*2^-1, -15*2^-3)] # Success # [(35*2^-3, 5), (15*2^-3, 5*2^-1), (-15*2^-3, -5*2^-2)] # Success # [(15*2^-2, 5), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Split (Some -6332061074726943337*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Split (Some -2729181372830546537*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 15*2^-3), (-5*2^-2, 0)] # Success # [(15*2^-2, 35*2^-3), (15*2^-3, 5*2^-1), (-5*2^-2, 0)] # Success # [(35*2^-3, 5), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Success # [(5*2^-1, 5), (5*2^-1, 5), (-5, 0)] # Split (Some -248310469053343693417*2^-61) # [(5*2^-1, 5), (5*2^-1, 5), (-5, -5*2^-1)] # Success # [(5*2^-1, 5), (5*2^-1, 5), (-5*2^-1, 0)] # Split (Some -32137686939559885417*2^-61) # [(5*2^-1, 15*2^-2), (5*2^-1, 5), (-5*2^-1, 0)] # Split (Some -10520408728181504617*2^-61) # [(5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2), (-5*2^-1, 0)] # Split (Some -10520408728181504617*2^-61) # [(5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2), (-5*2^-2, 0)] # Success # [(5*2^-1, 15*2^-2), (15*2^-2, 5), (-5*2^-1, 0)] # Success # [(15*2^-2, 5), (5*2^-1, 5), (-5*2^-1, 0)] # Split (Some -17726168131974298217*2^-61) # [(15*2^-2, 5), (5*2^-1, 15*2^-2), (-5*2^-1, 0)] # Split (Some -17726168131974298217*2^-61) # [(15*2^-2, 5), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(15*2^-2, 5), (5*2^-1, 15*2^-2), (-5*2^-2, 0)] # Success # [(15*2^-2, 5), (15*2^-2, 5), (-5*2^-1, 0)] # Success # [(0, 5), (5, 5*2^1), (-5*2^1, 0)] # Split (Some -191384969763380623977*2^-61) # [(0, 5), (5, 5*2^1), (-5*2^1, -5)] # Success # [(0, 5), (5, 5*2^1), (-5, 0)] # Success # [(5, 5*2^1), (0, 5*2^1), (-5*2^1, 0)] # Split (Some -4399548461578372086377*2^-61) # [(5, 5*2^1), (0, 5), (-5*2^1, 0)] # Split (Some -2658636989622033152617*2^-61) # [(5, 5*2^1), (0, 5), (-5*2^1, -5)] # Success # [(5, 5*2^1), (0, 5), (-5, 0)] # Split (Some -929254732711762688617*2^-61) # [(5, 15*2^-1), (0, 5), (-5, 0)] # Split (Some -698670431790393293417*2^-61) # [(5, 15*2^-1), (0, 5*2^-1), (-5, 0)] # Split (Some -368646651096683346537*2^-61) # [(5, 15*2^-1), (0, 5*2^-1), (-5, -5*2^-1)] # Split (Some -54475541091317545577*2^-61) # [(5, 25*2^-2), (0, 5*2^-1), (-5, -5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (0, 5*2^-1), (-5, -5*2^-1)] # Split (Some -29255383178042767977*2^-61) # [(25*2^-2, 15*2^-1), (0, 5*2^-2), (-5, -5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (5*2^-2, 5*2^-1), (-5, -5*2^-1)] # Split (Some -25652503476146371177*2^-61) # [(25*2^-2, 15*2^-1), (5*2^-2, 5*2^-1), (-5, -15*2^-2)] # Success # [(25*2^-2, 15*2^-1), (5*2^-2, 5*2^-1), (-15*2^-2, -5*2^-1)] # Success # [(5, 15*2^-1), (0, 5*2^-1), (-5*2^-1, 0)] # Split (Some -44387477926007634537*2^-61) # [(5, 25*2^-2), (0, 5*2^-1), (-5*2^-1, 0)] # Split (Some -37181718522214840937*2^-61) # [(5, 25*2^-2), (0, 5*2^-2), (-5*2^-1, 0)] # Success # [(5, 25*2^-2), (5*2^-2, 5*2^-1), (-5*2^-1, 0)] # Split (Some -29075239192947948137*2^-61) # [(5, 25*2^-2), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -15204152340646820457*2^-61) # [(5, 45*2^-3), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -11601272638750423657*2^-61) # [(5, 45*2^-3), (5*2^-2, 15*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(5, 45*2^-3), (15*2^-3, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -4350477238683925097*2^-61) # [(5, 45*2^-3), (15*2^-3, 5*2^-1), (-5*2^-1, -15*2^-3)] # Success # [(5, 45*2^-3), (15*2^-3, 5*2^-1), (-15*2^-3, -5*2^-2)] # Success # [(45*2^-3, 25*2^-2), (5*2^-2, 5*2^-1), (-5*2^-1, -5*2^-2)] # Split (Some -1693353458535332457*2^-61) # [(45*2^-3, 25*2^-2), (5*2^-2, 15*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(45*2^-3, 25*2^-2), (15*2^-3, 5*2^-1), (-5*2^-1, -5*2^-2)] # Success # [(5, 25*2^-2), (5*2^-2, 5*2^-1), (-5*2^-2, 0)] # Success # [(25*2^-2, 15*2^-1), (0, 5*2^-1), (-5*2^-1, 0)] # Split (Some -1152921503250872937*2^-61) # [(25*2^-2, 15*2^-1), (0, 5*2^-2), (-5*2^-1, 0)] # Success # [(25*2^-2, 15*2^-1), (5*2^-2, 5*2^-1), (-5*2^-1, 0)] # Success # [(5, 15*2^-1), (5*2^-1, 5), (-5, 0)] # Split (Some -396028536831095962217*2^-61) # [(5, 15*2^-1), (5*2^-1, 5), (-5, -5*2^-1)] # Split (Some -81857426825730161257*2^-61) # [(5, 25*2^-2), (5*2^-1, 5), (-5, -5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (5*2^-1, 5), (-5, -5*2^-1)] # Split (Some -74651667421937367657*2^-61) # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (-5, -5*2^-1)] # Split (Some -43126470030343895657*2^-61) # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (-5, -15*2^-2)] # Success # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (-15*2^-2, -5*2^-1)] # Split (Some -11601272638750423657*2^-61) # [(25*2^-2, 55*2^-3), (5*2^-1, 15*2^-2), (-15*2^-2, -5*2^-1)] # Success # [(55*2^-3, 15*2^-1), (5*2^-1, 15*2^-2), (-15*2^-2, -5*2^-1)] # Split (Some -7998392936854026857*2^-61) # [(55*2^-3, 15*2^-1), (5*2^-1, 25*2^-3), (-15*2^-2, -5*2^-1)] # Success # [(55*2^-3, 15*2^-1), (25*2^-3, 15*2^-2), (-15*2^-2, -5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (15*2^-2, 5), (-5, -5*2^-1)] # Success # [(5, 15*2^-1), (5*2^-1, 5), (-5*2^-1, 0)] # Split (Some -71769363660420250217*2^-61) # [(5, 25*2^-2), (5*2^-1, 5), (-5*2^-1, 0)] # Split (Some -10520408728181504617*2^-61) # [(5, 25*2^-2), (5*2^-1, 15*2^-2), (-5*2^-1, 0)] # Split (Some -10520408728181504617*2^-61) # [(5, 25*2^-2), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(5, 25*2^-2), (5*2^-1, 15*2^-2), (-5*2^-2, 0)] # Success # [(5, 25*2^-2), (15*2^-2, 5), (-5*2^-1, 0)] # Success # [(25*2^-2, 15*2^-1), (5*2^-1, 5), (-5*2^-1, 0)] # Split (Some -46549205747145472617*2^-61) # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (-5*2^-1, 0)] # Split (Some -15024008355552000617*2^-61) # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -5656521130621368937*2^-61) # [(25*2^-2, 55*2^-3), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(55*2^-3, 15*2^-1), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -2954361354199071337*2^-61) # [(55*2^-3, 15*2^-1), (5*2^-1, 25*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(55*2^-3, 15*2^-1), (25*2^-3, 15*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (-5*2^-2, 0)] # Success # [(25*2^-2, 15*2^-1), (15*2^-2, 5), (-5*2^-1, 0)] # Success # [(15*2^-1, 5*2^1), (0, 5), (-5, 0)] # Split (Some -813962582251077991017*2^-61) # [(15*2^-1, 5*2^1), (0, 5*2^-1), (-5, 0)] # Split (Some -401072568413750917737*2^-61) # [(15*2^-1, 5*2^1), (0, 5*2^-1), (-5, -5*2^-1)] # Split (Some -122930255427349084777*2^-61) # [(15*2^-1, 35*2^-2), (0, 5*2^-1), (-5, -5*2^-1)] # Split (Some -72489939600799529577*2^-61) # [(15*2^-1, 35*2^-2), (0, 5*2^-2), (-5, -5*2^-1)] # Success # [(15*2^-1, 35*2^-2), (5*2^-2, 5*2^-1), (-5, -5*2^-1)] # Split (Some -68887059898903132777*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-2, 5*2^-1), (-5, -15*2^-2)] # Success # [(15*2^-1, 35*2^-2), (5*2^-2, 5*2^-1), (-15*2^-2, -5*2^-1)] # Split (Some -5836665115716188777*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-2, 5*2^-1), (-15*2^-2, -5*2^-1)] # Success # [(65*2^-3, 35*2^-2), (5*2^-2, 5*2^-1), (-15*2^-2, -5*2^-1)] # Success # [(35*2^-2, 5*2^1), (0, 5*2^-1), (-5, -5*2^-1)] # Split (Some -101312977215970703977*2^-61) # [(35*2^-2, 5*2^1), (0, 5*2^-2), (-5, -5*2^-1)] # Success # [(35*2^-2, 5*2^1), (5*2^-2, 5*2^-1), (-5, -5*2^-1)] # Split (Some -97710097514074307177*2^-61) # [(35*2^-2, 5*2^1), (5*2^-2, 5*2^-1), (-5, -15*2^-2)] # Success # [(35*2^-2, 5*2^1), (5*2^-2, 5*2^-1), (-15*2^-2, -5*2^-1)] # Split (Some -3134505339293891177*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-2, 5*2^-1), (-15*2^-2, -5*2^-1)] # Success # [(75*2^-3, 5*2^1), (5*2^-2, 5*2^-1), (-15*2^-2, -5*2^-1)] # Success # [(15*2^-1, 5*2^1), (0, 5*2^-1), (-5*2^-1, 0)] # Success # [(15*2^-1, 5*2^1), (5*2^-1, 5), (-5, 0)] # Split (Some -547349484310744627817*2^-61) # [(15*2^-1, 5*2^1), (5*2^-1, 5), (-5, -5*2^-1)] # Split (Some -269207171324342794857*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 5), (-5, -5*2^-1)] # Split (Some -168326539671243684457*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (-5, -5*2^-1)] # Split (Some -105276144888056740457*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (-5, -15*2^-2)] # Success # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (-15*2^-2, -5*2^-1)] # Split (Some -42225750104869796457*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-1, 15*2^-2), (-15*2^-2, -5*2^-1)] # Split (Some -23310631669913713257*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-1, 25*2^-3), (-15*2^-2, -5*2^-1)] # Split (Some -4733283207010417257*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-1, 25*2^-3), (-15*2^-2, -25*2^-3)] # Success # [(15*2^-1, 65*2^-3), (5*2^-1, 25*2^-3), (-25*2^-3, -5*2^-1)] # Success # [(15*2^-1, 65*2^-3), (25*2^-3, 15*2^-2), (-15*2^-2, -5*2^-1)] # Success # [(65*2^-3, 35*2^-2), (5*2^-1, 15*2^-2), (-15*2^-2, -5*2^-1)] # Split (Some -35019990701077002857*2^-61) # [(65*2^-3, 35*2^-2), (5*2^-1, 25*2^-3), (-15*2^-2, -5*2^-1)] # Split (Some -10250192750539274857*2^-61) # [(65*2^-3, 35*2^-2), (5*2^-1, 25*2^-3), (-15*2^-2, -25*2^-3)] # Success # [(65*2^-3, 35*2^-2), (5*2^-1, 25*2^-3), (-25*2^-3, -5*2^-1)] # Success # [(65*2^-3, 35*2^-2), (25*2^-3, 15*2^-2), (-15*2^-2, -5*2^-1)] # Success # [(15*2^-1, 35*2^-2), (15*2^-2, 5), (-5, -5*2^-1)] # Success # [(35*2^-2, 5*2^1), (5*2^-1, 5), (-5, -5*2^-1)] # Split (Some -247589893112964414057*2^-61) # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (-5, -5*2^-1)] # Split (Some -153014300938183998057*2^-61) # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (-5, -15*2^-2)] # Success # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (-15*2^-2, -5*2^-1)] # Split (Some -58438708763403582057*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-1, 15*2^-2), (-15*2^-2, -5*2^-1)] # Split (Some -43126470030343895657*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-1, 25*2^-3), (-15*2^-2, -5*2^-1)] # Split (Some -12164222592171735657*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-1, 25*2^-3), (-15*2^-2, -25*2^-3)] # Success # [(35*2^-2, 75*2^-3), (5*2^-1, 25*2^-3), (-25*2^-3, -5*2^-1)] # Success # [(35*2^-2, 75*2^-3), (25*2^-3, 15*2^-2), (-15*2^-2, -5*2^-1)] # Success # [(75*2^-3, 5*2^1), (5*2^-1, 15*2^-2), (-15*2^-2, -5*2^-1)] # Split (Some -47630069657714391657*2^-61) # [(75*2^-3, 5*2^1), (5*2^-1, 25*2^-3), (-15*2^-2, -5*2^-1)] # Split (Some -10475372731907799657*2^-61) # [(75*2^-3, 5*2^1), (5*2^-1, 25*2^-3), (-15*2^-2, -25*2^-3)] # Success # [(75*2^-3, 5*2^1), (5*2^-1, 25*2^-3), (-25*2^-3, -5*2^-1)] # Success # [(75*2^-3, 5*2^1), (25*2^-3, 15*2^-2), (-15*2^-2, -5*2^-1)] # Split (Some -4406772234026056297*2^-61) # [(75*2^-3, 5*2^1), (25*2^-3, 15*2^-2), (-15*2^-2, -25*2^-3)] # Success # [(75*2^-3, 5*2^1), (25*2^-3, 15*2^-2), (-25*2^-3, -5*2^-1)] # Success # [(35*2^-2, 5*2^1), (15*2^-2, 5), (-5, -5*2^-1)] # Split (Some -56772376901276498537*2^-61) # [(35*2^-2, 5*2^1), (15*2^-2, 5), (-5, -15*2^-2)] # Success # [(35*2^-2, 5*2^1), (15*2^-2, 5), (-15*2^-2, -5*2^-1)] # Success # [(15*2^-1, 5*2^1), (5*2^-1, 5), (-5*2^-1, 0)] # Split (Some -140224077996451789417*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 5), (-5*2^-1, 0)] # Split (Some -89783762169902234217*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (-5*2^-1, 0)] # Split (Some -26733367386715290217*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -17365880161784658537*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -7908320944306616937*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-1, 25*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(15*2^-1, 65*2^-3), (25*2^-3, 15*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(65*2^-3, 35*2^-2), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -9259400832517765737*2^-61) # [(65*2^-3, 35*2^-2), (5*2^-1, 25*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(65*2^-3, 35*2^-2), (25*2^-3, 15*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (-5*2^-2, 0)] # Success # [(15*2^-1, 35*2^-2), (15*2^-2, 5), (-5*2^-1, 0)] # Success # [(35*2^-2, 5*2^1), (5*2^-1, 5), (-5*2^-1, 0)] # Split (Some -118606799785073408617*2^-61) # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (-5*2^-1, 0)] # Split (Some -24031207610292992617*2^-61) # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -14663720385362360937*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -7007601018832517737*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-1, 25*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(35*2^-2, 75*2^-3), (25*2^-3, 15*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(75*2^-3, 5*2^1), (5*2^-1, 15*2^-2), (-5*2^-1, -5*2^-2)] # Split (Some -1152921503250872937*2^-61) # [(75*2^-3, 5*2^1), (5*2^-1, 25*2^-3), (-5*2^-1, -5*2^-2)] # Success # [(75*2^-3, 5*2^1), (25*2^-3, 15*2^-2), (-5*2^-1, -5*2^-2)] # Success # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (-5*2^-2, 0)] # Success # [(35*2^-2, 5*2^1), (15*2^-2, 5), (-5*2^-1, 0)] # Success # [(5, 5*2^1), (5, 5*2^1), (-5*2^1, 0)] # Split (Some -1632536850521939343977*2^-61) # [(5, 5*2^1), (5, 5*2^1), (-5*2^1, -5)] # Success # [(5, 5*2^1), (5, 5*2^1), (-5, 0)] # Success # [(0, 5*2^1), (0, 5*2^1), (0, 5*2^1)] # Split (Some -4653191192591878421097*2^-61) # [(0, 5), (0, 5*2^1), (0, 5*2^1)] # Split (Some -2347348183378184469097*2^-61) # [(0, 5), (0, 5), (0, 5*2^1)] # Split (Some -1471127839876980767337*2^-61) # [(0, 5), (0, 5), (0, 5)] # Split (Some -594907496375777065577*2^-61) # [(0, 5*2^-1), (0, 5), (0, 5)] # Split (Some -306677120224065321577*2^-61) # [(0, 5*2^-1), (0, 5*2^-1), (0, 5)] # Split (Some -192826121644139182697*2^-61) # [(0, 5*2^-1), (0, 5*2^-1), (0, 5*2^-1)] # Split (Some -78975123064213043817*2^-61) # [(0, 5*2^-2), (0, 5*2^-1), (0, 5*2^-1)] # Split (Some -42946326045249075817*2^-61) # [(0, 5*2^-2), (0, 5*2^-2), (0, 5*2^-1)] # Split (Some -26553223401620470377*2^-61) # [(0, 5*2^-2), (0, 5*2^-2), (0, 5*2^-2)] # Split (Some -10160120757991864937*2^-61) # [(0, 5*2^-3), (0, 5*2^-2), (0, 5*2^-2)] # Split (Some -5656521130621368937*2^-61) # [(0, 5*2^-3), (0, 5*2^-3), (0, 5*2^-2)] # Split (Some -3066951344883333737*2^-61) # [(0, 5*2^-3), (0, 5*2^-3), (0, 5*2^-3)] # Split (Some -477381559145298537*2^-61) # [(0, 5*2^-4), (0, 5*2^-3), (0, 5*2^-3)] # Success # [(5*2^-4, 5*2^-3), (0, 5*2^-3), (0, 5*2^-3)] # Success # [(0, 5*2^-3), (0, 5*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -1299288491140414057*2^-61) # [(0, 5*2^-4), (0, 5*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -159314835462257257*2^-61) # [(0, 5*2^-4), (0, 5*2^-4), (5*2^-3, 5*2^-2)] # Success # [(0, 5*2^-4), (5*2^-4, 5*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -71353905240177257*2^-61) # [(0, 5*2^-4), (5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4)] # Success # [(0, 5*2^-4), (5*2^-4, 5*2^-3), (15*2^-4, 5*2^-2)] # Success # [(5*2^-4, 5*2^-3), (0, 5*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -680043542376970857*2^-61) # [(5*2^-4, 5*2^-3), (0, 5*2^-4), (5*2^-3, 5*2^-2)] # Success # [(5*2^-4, 5*2^-3), (5*2^-4, 5*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -662451356332554857*2^-61) # [(5*2^-4, 5*2^-3), (5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4)] # Split (Some -67835468031294057*2^-61) # [(5*2^-4, 15*2^-5), (5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4)] # Success # [(15*2^-5, 5*2^-3), (5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4)] # Success # [(5*2^-4, 5*2^-3), (5*2^-4, 5*2^-3), (15*2^-4, 5*2^-2)] # Success # [(0, 5*2^-3), (5*2^-3, 5*2^-2), (0, 5*2^-2)] # Split (Some -3888858276878449257*2^-61) # [(0, 5*2^-3), (5*2^-3, 5*2^-2), (0, 5*2^-3)] # Split (Some -1299288491140414057*2^-61) # [(0, 5*2^-4), (5*2^-3, 5*2^-2), (0, 5*2^-3)] # Split (Some -159314835462257257*2^-61) # [(0, 5*2^-4), (5*2^-3, 15*2^-4), (0, 5*2^-3)] # Success # [(0, 5*2^-4), (15*2^-4, 5*2^-2), (0, 5*2^-3)] # Success # [(5*2^-4, 5*2^-3), (5*2^-3, 5*2^-2), (0, 5*2^-3)] # Split (Some -680043542376970857*2^-61) # [(5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4), (0, 5*2^-3)] # Split (Some -85427654075710057*2^-61) # [(5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4), (0, 5*2^-4)] # Success # [(5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4), (5*2^-4, 5*2^-3)] # Split (Some -67835468031294057*2^-61) # [(5*2^-4, 15*2^-5), (5*2^-3, 15*2^-4), (5*2^-4, 5*2^-3)] # Success # [(15*2^-5, 5*2^-3), (5*2^-3, 15*2^-4), (5*2^-4, 5*2^-3)] # Success # [(5*2^-4, 5*2^-3), (15*2^-4, 5*2^-2), (0, 5*2^-3)] # Success # [(0, 5*2^-3), (5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -2121195423135529577*2^-61) # [(0, 5*2^-4), (5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -404198065200527977*2^-61) # [(0, 5*2^-4), (5*2^-3, 15*2^-4), (5*2^-3, 5*2^-2)] # Split (Some -179018083832003177*2^-61) # [(0, 5*2^-4), (5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4)] # Success # [(0, 5*2^-4), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Success # [(0, 5*2^-4), (15*2^-4, 5*2^-2), (5*2^-3, 5*2^-2)] # Success # [(5*2^-4, 5*2^-3), (5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -1783425451082742377*2^-61) # [(5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4), (5*2^-3, 5*2^-2)] # Split (Some -1188809562781481577*2^-61) # [(5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4)] # Split (Some -594193674480220777*2^-61) # [(5*2^-4, 15*2^-5), (5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4)] # Split (Some -186054958249769577*2^-61) # [(5*2^-4, 15*2^-5), (5*2^-3, 25*2^-5), (5*2^-3, 15*2^-4)] # Split (Some -36345455011789417*2^-61) # [(5*2^-4, 15*2^-5), (5*2^-3, 25*2^-5), (5*2^-3, 25*2^-5)] # Success # [(5*2^-4, 15*2^-5), (5*2^-3, 25*2^-5), (25*2^-5, 15*2^-4)] # Success # [(5*2^-4, 15*2^-5), (25*2^-5, 15*2^-4), (5*2^-3, 15*2^-4)] # Split (Some -37785815244175977*2^-61) # [(5*2^-4, 15*2^-5), (25*2^-5, 15*2^-4), (5*2^-3, 25*2^-5)] # Success # [(5*2^-4, 15*2^-5), (25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4)] # Success # [(15*2^-5, 5*2^-3), (5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4)] # Split (Some -425308688453827177*2^-61) # [(15*2^-5, 5*2^-3), (5*2^-3, 25*2^-5), (5*2^-3, 15*2^-4)] # Split (Some -178842161971559017*2^-61) # [(15*2^-5, 5*2^-3), (5*2^-3, 25*2^-5), (5*2^-3, 25*2^-5)] # Success # [(15*2^-5, 5*2^-3), (5*2^-3, 25*2^-5), (25*2^-5, 15*2^-4)] # Success # [(15*2^-5, 5*2^-3), (25*2^-5, 15*2^-4), (5*2^-3, 15*2^-4)] # Split (Some -217500990804163177*2^-61) # [(15*2^-5, 5*2^-3), (25*2^-5, 15*2^-4), (5*2^-3, 25*2^-5)] # Success # [(15*2^-5, 5*2^-3), (25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -9693293154499177*2^-61) # [(15*2^-5, 35*2^-6), (25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4)] # Success # [(35*2^-6, 5*2^-3), (25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -4415637341174377*2^-61) # [(35*2^-6, 5*2^-3), (25*2^-5, 55*2^-6), (25*2^-5, 15*2^-4)] # Success # [(35*2^-6, 5*2^-3), (55*2^-6, 15*2^-4), (25*2^-5, 15*2^-4)] # Success # [(5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -184471661505772137*2^-61) # [(5*2^-4, 15*2^-5), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Success # [(15*2^-5, 5*2^-3), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -100029168492575337*2^-61) # [(15*2^-5, 5*2^-3), (5*2^-3, 25*2^-5), (15*2^-4, 5*2^-2)] # Success # [(15*2^-5, 5*2^-3), (25*2^-5, 15*2^-4), (15*2^-4, 5*2^-2)] # Success # [(5*2^-4, 5*2^-3), (15*2^-4, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -779087549807032937*2^-61) # [(5*2^-4, 5*2^-3), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Split (Some -184471661505772137*2^-61) # [(5*2^-4, 15*2^-5), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Success # [(15*2^-5, 5*2^-3), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Split (Some -100029168492575337*2^-61) # [(15*2^-5, 5*2^-3), (15*2^-4, 35*2^-5), (5*2^-3, 15*2^-4)] # Split (Some -77511170355722857*2^-61) # [(15*2^-5, 5*2^-3), (15*2^-4, 35*2^-5), (5*2^-3, 25*2^-5)] # Success # [(15*2^-5, 5*2^-3), (15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4)] # Success # [(15*2^-5, 5*2^-3), (35*2^-5, 5*2^-2), (5*2^-3, 15*2^-4)] # Success # [(5*2^-4, 5*2^-3), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Success # [(5*2^-3, 5*2^-2), (0, 5*2^-2), (0, 5*2^-2)] # Split (Some -6557241056095468137*2^-61) # [(5*2^-3, 5*2^-2), (0, 5*2^-3), (0, 5*2^-2)] # Split (Some -2827697614679276137*2^-61) # [(5*2^-3, 5*2^-2), (0, 5*2^-3), (0, 5*2^-3)] # Success # [(5*2^-3, 5*2^-2), (0, 5*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -1622984714357668457*2^-61) # [(5*2^-3, 15*2^-4), (0, 5*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -947444770252094057*2^-61) # [(5*2^-3, 15*2^-4), (0, 5*2^-4), (5*2^-3, 5*2^-2)] # Success # [(5*2^-3, 15*2^-4), (5*2^-4, 5*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -947444770252094057*2^-61) # [(5*2^-3, 15*2^-4), (5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4)] # Success # [(5*2^-3, 15*2^-4), (5*2^-4, 5*2^-3), (15*2^-4, 5*2^-2)] # Success # [(15*2^-4, 5*2^-2), (0, 5*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -440789812172913257*2^-61) # [(15*2^-4, 5*2^-2), (0, 5*2^-4), (5*2^-3, 5*2^-2)] # Success # [(15*2^-4, 5*2^-2), (5*2^-4, 5*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -440789812172913257*2^-61) # [(15*2^-4, 5*2^-2), (5*2^-4, 5*2^-3), (5*2^-3, 15*2^-4)] # Success # [(15*2^-4, 5*2^-2), (5*2^-4, 5*2^-3), (15*2^-4, 5*2^-2)] # Success # [(5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2), (0, 5*2^-2)] # Split (Some -5352528155773860457*2^-61) # [(5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2), (0, 5*2^-3)] # Split (Some -1622984714357668457*2^-61) # [(5*2^-3, 15*2^-4), (5*2^-3, 5*2^-2), (0, 5*2^-3)] # Split (Some -947444770252094057*2^-61) # [(5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4), (0, 5*2^-3)] # Success # [(5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2), (0, 5*2^-3)] # Success # [(15*2^-4, 5*2^-2), (5*2^-3, 5*2^-2), (0, 5*2^-3)] # Split (Some -440789812172913257*2^-61) # [(15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4), (0, 5*2^-3)] # Success # [(15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2), (0, 5*2^-3)] # Success # [(5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -4147815255452252777*2^-61) # [(5*2^-3, 15*2^-4), (5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -2796735367241103977*2^-61) # [(5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4), (5*2^-3, 5*2^-2)] # Split (Some -1709538269696195177*2^-61) # [(5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4)] # Split (Some -622341172151286377*2^-61) # [(5*2^-3, 25*2^-5), (5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4)] # Split (Some -439382437289359977*2^-61) # [(5*2^-3, 25*2^-5), (5*2^-3, 25*2^-5), (5*2^-3, 15*2^-4)] # Split (Some -108858246863616617*2^-61) # [(5*2^-3, 25*2^-5), (5*2^-3, 25*2^-5), (5*2^-3, 25*2^-5)] # Success # [(5*2^-3, 25*2^-5), (5*2^-3, 25*2^-5), (25*2^-5, 15*2^-4)] # Success # [(5*2^-3, 25*2^-5), (25*2^-5, 15*2^-4), (5*2^-3, 15*2^-4)] # Split (Some -310739576839567977*2^-61) # [(5*2^-3, 25*2^-5), (25*2^-5, 15*2^-4), (5*2^-3, 25*2^-5)] # Success # [(5*2^-3, 25*2^-5), (25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -182096716389775977*2^-61) # [(5*2^-3, 45*2^-6), (25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -90617348958812777*2^-61) # [(5*2^-3, 45*2^-6), (25*2^-5, 55*2^-6), (25*2^-5, 15*2^-4)] # Split (Some -23995190652795497*2^-61) # [(5*2^-3, 45*2^-6), (25*2^-5, 55*2^-6), (25*2^-5, 55*2^-6)] # Success # [(5*2^-3, 45*2^-6), (25*2^-5, 55*2^-6), (55*2^-6, 15*2^-4)] # Success # [(5*2^-3, 45*2^-6), (55*2^-6, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -33411820549929577*2^-61) # [(5*2^-3, 45*2^-6), (55*2^-6, 15*2^-4), (25*2^-5, 55*2^-6)] # Success # [(5*2^-3, 45*2^-6), (55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4)] # Success # [(45*2^-6, 25*2^-5), (25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -120524065234319977*2^-61) # [(45*2^-6, 25*2^-5), (25*2^-5, 55*2^-6), (25*2^-5, 15*2^-4)] # Split (Some -28613139489454697*2^-61) # [(45*2^-6, 25*2^-5), (25*2^-5, 55*2^-6), (25*2^-5, 55*2^-6)] # Success # [(45*2^-6, 25*2^-5), (25*2^-5, 55*2^-6), (55*2^-6, 15*2^-4)] # Success # [(45*2^-6, 25*2^-5), (55*2^-6, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -68572140821903977*2^-61) # [(45*2^-6, 25*2^-5), (55*2^-6, 15*2^-4), (25*2^-5, 55*2^-6)] # Success # [(45*2^-6, 25*2^-5), (55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4)] # Split (Some -16620216409487977*2^-61) # [(45*2^-6, 95*2^-7), (55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4)] # Success # [(95*2^-7, 25*2^-5), (55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4)] # Split (Some -8923635015055977*2^-61) # [(95*2^-7, 25*2^-5), (55*2^-6, 115*2^-7), (55*2^-6, 15*2^-4)] # Success # [(95*2^-7, 25*2^-5), (115*2^-7, 15*2^-4), (55*2^-6, 15*2^-4)] # Success # [(25*2^-5, 15*2^-4), (5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4)] # Split (Some -228276204756367977*2^-61) # [(25*2^-5, 15*2^-4), (5*2^-3, 25*2^-5), (5*2^-3, 15*2^-4)] # Success # [(25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4), (5*2^-3, 15*2^-4)] # Split (Some -178798181506447977*2^-61) # [(25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4), (5*2^-3, 25*2^-5)] # Success # [(25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -129320158256527977*2^-61) # [(25*2^-5, 55*2^-6), (25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -94135786167695977*2^-61) # [(25*2^-5, 55*2^-6), (25*2^-5, 55*2^-6), (25*2^-5, 15*2^-4)] # Success # [(25*2^-5, 55*2^-6), (55*2^-6, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -65273605938575977*2^-61) # [(25*2^-5, 55*2^-6), (55*2^-6, 15*2^-4), (25*2^-5, 55*2^-6)] # Success # [(25*2^-5, 55*2^-6), (55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4)] # Split (Some -36411425709455977*2^-61) # [(25*2^-5, 105*2^-7), (55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4)] # Split (Some -18819239665039977*2^-61) # [(25*2^-5, 105*2^-7), (55*2^-6, 115*2^-7), (55*2^-6, 15*2^-4)] # Success # [(25*2^-5, 105*2^-7), (115*2^-7, 15*2^-4), (55*2^-6, 15*2^-4)] # Split (Some -3357357399439977*2^-61) # [(25*2^-5, 105*2^-7), (115*2^-7, 15*2^-4), (55*2^-6, 115*2^-7)] # Success # [(25*2^-5, 105*2^-7), (115*2^-7, 15*2^-4), (115*2^-7, 15*2^-4)] # Success # [(105*2^-7, 55*2^-6), (55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4)] # Split (Some -14641095479491177*2^-61) # [(105*2^-7, 55*2^-6), (55*2^-6, 115*2^-7), (55*2^-6, 15*2^-4)] # Success # [(105*2^-7, 55*2^-6), (115*2^-7, 15*2^-4), (55*2^-6, 15*2^-4)] # Split (Some -5363966120131177*2^-61) # [(105*2^-7, 55*2^-6), (115*2^-7, 15*2^-4), (55*2^-6, 115*2^-7)] # Success # [(105*2^-7, 55*2^-6), (115*2^-7, 15*2^-4), (115*2^-7, 15*2^-4)] # Success # [(55*2^-6, 15*2^-4), (25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -11452511758940777*2^-61) # [(55*2^-6, 15*2^-4), (25*2^-5, 55*2^-6), (25*2^-5, 15*2^-4)] # Success # [(55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4), (25*2^-5, 15*2^-4)] # Split (Some -5680075713116777*2^-61) # [(55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4), (25*2^-5, 55*2^-6)] # Success # [(55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4)] # Success # [(5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -473863121936415337*2^-61) # [(5*2^-3, 25*2^-5), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -233729782430136937*2^-61) # [(5*2^-3, 25*2^-5), (5*2^-3, 25*2^-5), (15*2^-4, 5*2^-2)] # Success # [(5*2^-3, 25*2^-5), (25*2^-5, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -105086921980344937*2^-61) # [(5*2^-3, 25*2^-5), (25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -82568923843492457*2^-61) # [(5*2^-3, 45*2^-6), (25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5)] # Success # [(45*2^-6, 25*2^-5), (25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -51782598265764457*2^-61) # [(45*2^-6, 25*2^-5), (25*2^-5, 55*2^-6), (15*2^-4, 35*2^-5)] # Success # [(45*2^-6, 25*2^-5), (55*2^-6, 15*2^-4), (15*2^-4, 35*2^-5)] # Success # [(5*2^-3, 25*2^-5), (25*2^-5, 15*2^-4), (35*2^-5, 5*2^-2)] # Success # [(25*2^-5, 15*2^-4), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -255720014985656937*2^-61) # [(25*2^-5, 15*2^-4), (5*2^-3, 25*2^-5), (15*2^-4, 5*2^-2)] # Success # [(25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -206241991735736937*2^-61) # [(25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -134245970348964457*2^-61) # [(25*2^-5, 55*2^-6), (25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -59699081985751657*2^-61) # [(25*2^-5, 55*2^-6), (25*2^-5, 55*2^-6), (15*2^-4, 35*2^-5)] # Success # [(25*2^-5, 55*2^-6), (55*2^-6, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -30836901756631657*2^-61) # [(25*2^-5, 55*2^-6), (55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6)] # Split (Some -19577902688205417*2^-61) # [(25*2^-5, 105*2^-7), (55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6)] # Split (Some -3744935248231017*2^-61) # [(25*2^-5, 105*2^-7), (55*2^-6, 115*2^-7), (15*2^-4, 65*2^-6)] # Success # [(25*2^-5, 105*2^-7), (115*2^-7, 15*2^-4), (15*2^-4, 65*2^-6)] # Success # [(105*2^-7, 55*2^-6), (55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6)] # Split (Some -8692737573223017*2^-61) # [(105*2^-7, 55*2^-6), (55*2^-6, 115*2^-7), (15*2^-4, 65*2^-6)] # Success # [(105*2^-7, 55*2^-6), (115*2^-7, 15*2^-4), (15*2^-4, 65*2^-6)] # Success # [(25*2^-5, 55*2^-6), (55*2^-6, 15*2^-4), (65*2^-6, 35*2^-5)] # Success # [(55*2^-6, 15*2^-4), (25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -64756835473521257*2^-61) # [(55*2^-6, 15*2^-4), (25*2^-5, 55*2^-6), (15*2^-4, 35*2^-5)] # Success # [(55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -58984399427697257*2^-61) # [(55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6)] # Split (Some -25460289896807017*2^-61) # [(55*2^-6, 115*2^-7), (55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6)] # Split (Some -8197957340723817*2^-61) # [(55*2^-6, 115*2^-7), (55*2^-6, 115*2^-7), (15*2^-4, 65*2^-6)] # Success # [(55*2^-6, 115*2^-7), (115*2^-7, 15*2^-4), (15*2^-4, 65*2^-6)] # Split (Some -5105580887603817*2^-61) # [(55*2^-6, 115*2^-7), (115*2^-7, 15*2^-4), (15*2^-4, 125*2^-7)] # Success # [(55*2^-6, 115*2^-7), (115*2^-7, 15*2^-4), (125*2^-7, 65*2^-6)] # Success # [(115*2^-7, 15*2^-4), (55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6)] # Split (Some -10342005014887017*2^-61) # [(115*2^-7, 15*2^-4), (55*2^-6, 115*2^-7), (15*2^-4, 65*2^-6)] # Success # [(115*2^-7, 15*2^-4), (115*2^-7, 15*2^-4), (15*2^-4, 65*2^-6)] # Split (Some -10342005014887017*2^-61) # [(115*2^-7, 15*2^-4), (115*2^-7, 15*2^-4), (15*2^-4, 125*2^-7)] # Success # [(115*2^-7, 15*2^-4), (115*2^-7, 15*2^-4), (125*2^-7, 65*2^-6)] # Success # [(55*2^-6, 15*2^-4), (55*2^-6, 15*2^-4), (65*2^-6, 35*2^-5)] # Success # [(25*2^-5, 15*2^-4), (25*2^-5, 15*2^-4), (35*2^-5, 5*2^-2)] # Success # [(5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -1561060219481324137*2^-61) # [(5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Split (Some -473863121936415337*2^-61) # [(5*2^-3, 25*2^-5), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Split (Some -233729782430136937*2^-61) # [(5*2^-3, 25*2^-5), (15*2^-4, 35*2^-5), (5*2^-3, 15*2^-4)] # Split (Some -211211784293284457*2^-61) # [(5*2^-3, 25*2^-5), (15*2^-4, 35*2^-5), (5*2^-3, 25*2^-5)] # Success # [(5*2^-3, 25*2^-5), (15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4)] # Split (Some -82568923843492457*2^-61) # [(5*2^-3, 45*2^-6), (15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4)] # Success # [(45*2^-6, 25*2^-5), (15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4)] # Split (Some -51782598265764457*2^-61) # [(45*2^-6, 25*2^-5), (15*2^-4, 65*2^-6), (25*2^-5, 15*2^-4)] # Split (Some -40523599197338217*2^-61) # [(45*2^-6, 25*2^-5), (15*2^-4, 65*2^-6), (25*2^-5, 55*2^-6)] # Success # [(45*2^-6, 25*2^-5), (15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4)] # Success # [(45*2^-6, 25*2^-5), (65*2^-6, 35*2^-5), (25*2^-5, 15*2^-4)] # Success # [(5*2^-3, 25*2^-5), (35*2^-5, 5*2^-2), (5*2^-3, 15*2^-4)] # Success # [(25*2^-5, 15*2^-4), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Split (Some -255720014985656937*2^-61) # [(25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5), (5*2^-3, 15*2^-4)] # Split (Some -183723993598884457*2^-61) # [(25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5), (5*2^-3, 25*2^-5)] # Success # [(25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4)] # Split (Some -134245970348964457*2^-61) # [(25*2^-5, 55*2^-6), (15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4)] # Split (Some -59699081985751657*2^-61) # [(25*2^-5, 55*2^-6), (15*2^-4, 65*2^-6), (25*2^-5, 15*2^-4)] # Split (Some -48440082917325417*2^-61) # [(25*2^-5, 55*2^-6), (15*2^-4, 65*2^-6), (25*2^-5, 55*2^-6)] # Success # [(25*2^-5, 55*2^-6), (15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4)] # Split (Some -19577902688205417*2^-61) # [(25*2^-5, 105*2^-7), (15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4)] # Split (Some -3744935248231017*2^-61) # [(25*2^-5, 105*2^-7), (15*2^-4, 125*2^-7), (55*2^-6, 15*2^-4)] # Split (Some -226498039347817*2^-61) # [(25*2^-5, 105*2^-7), (15*2^-4, 125*2^-7), (55*2^-6, 115*2^-7)] # Success # [(25*2^-5, 105*2^-7), (15*2^-4, 125*2^-7), (115*2^-7, 15*2^-4)] # Success # [(25*2^-5, 105*2^-7), (125*2^-7, 65*2^-6), (55*2^-6, 15*2^-4)] # Success # [(105*2^-7, 55*2^-6), (15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4)] # Split (Some -8692737573223017*2^-61) # [(105*2^-7, 55*2^-6), (15*2^-4, 125*2^-7), (55*2^-6, 15*2^-4)] # Split (Some -5174300364339817*2^-61) # [(105*2^-7, 55*2^-6), (15*2^-4, 125*2^-7), (55*2^-6, 115*2^-7)] # Success # [(105*2^-7, 55*2^-6), (15*2^-4, 125*2^-7), (115*2^-7, 15*2^-4)] # Success # [(105*2^-7, 55*2^-6), (125*2^-7, 65*2^-6), (55*2^-6, 15*2^-4)] # Success # [(25*2^-5, 55*2^-6), (65*2^-6, 35*2^-5), (25*2^-5, 15*2^-4)] # Success # [(55*2^-6, 15*2^-4), (15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4)] # Split (Some -64756835473521257*2^-61) # [(55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6), (25*2^-5, 15*2^-4)] # Split (Some -31232725942631017*2^-61) # [(55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6), (25*2^-5, 55*2^-6)] # Success # [(55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4)] # Split (Some -25460289896807017*2^-61) # [(55*2^-6, 115*2^-7), (15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4)] # Split (Some -8197957340723817*2^-61) # [(55*2^-6, 115*2^-7), (15*2^-4, 125*2^-7), (55*2^-6, 15*2^-4)] # Split (Some -1174826818304617*2^-61) # [(55*2^-6, 115*2^-7), (15*2^-4, 125*2^-7), (55*2^-6, 115*2^-7)] # Success # [(55*2^-6, 115*2^-7), (15*2^-4, 125*2^-7), (115*2^-7, 15*2^-4)] # Success # [(55*2^-6, 115*2^-7), (125*2^-7, 65*2^-6), (55*2^-6, 15*2^-4)] # Success # [(115*2^-7, 15*2^-4), (15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4)] # Split (Some -10342005014887017*2^-61) # [(115*2^-7, 15*2^-4), (15*2^-4, 125*2^-7), (55*2^-6, 15*2^-4)] # Success # [(115*2^-7, 15*2^-4), (125*2^-7, 65*2^-6), (55*2^-6, 15*2^-4)] # Success # [(55*2^-6, 15*2^-4), (65*2^-6, 35*2^-5), (25*2^-5, 15*2^-4)] # Success # [(25*2^-5, 15*2^-4), (35*2^-5, 5*2^-2), (5*2^-3, 15*2^-4)] # Success # [(5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -325385071721544297*2^-61) # [(5*2^-3, 25*2^-5), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -28077127570913897*2^-61) # [(5*2^-3, 25*2^-5), (15*2^-4, 35*2^-5), (15*2^-4, 5*2^-2)] # Split (Some -5559129434061417*2^-61) # [(5*2^-3, 25*2^-5), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Success # [(5*2^-3, 25*2^-5), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Success # [(5*2^-3, 25*2^-5), (35*2^-5, 5*2^-2), (15*2^-4, 5*2^-2)] # Success # [(25*2^-5, 15*2^-4), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -283163825214945897*2^-61) # [(25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5), (15*2^-4, 5*2^-2)] # Split (Some -211167803828173417*2^-61) # [(25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -139171782441400937*2^-61) # [(25*2^-5, 55*2^-6), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -25262377803807337*2^-61) # [(25*2^-5, 55*2^-6), (15*2^-4, 65*2^-6), (15*2^-4, 35*2^-5)] # Split (Some -14003378735381097*2^-61) # [(25*2^-5, 55*2^-6), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -2744379666954857*2^-61) # [(25*2^-5, 105*2^-7), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Success # [(105*2^-7, 55*2^-6), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -2744379666954857*2^-61) # [(105*2^-7, 55*2^-6), (15*2^-4, 125*2^-7), (15*2^-4, 65*2^-6)] # Success # [(105*2^-7, 55*2^-6), (125*2^-7, 65*2^-6), (15*2^-4, 65*2^-6)] # Success # [(25*2^-5, 55*2^-6), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Success # [(25*2^-5, 55*2^-6), (65*2^-6, 35*2^-5), (15*2^-4, 35*2^-5)] # Success # [(55*2^-6, 15*2^-4), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -118061159188101737*2^-61) # [(55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6), (15*2^-4, 35*2^-5)] # Split (Some -84537049657211497*2^-61) # [(55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -51012940126321257*2^-61) # [(55*2^-6, 115*2^-7), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -20006712223038057*2^-61) # [(55*2^-6, 115*2^-7), (15*2^-4, 125*2^-7), (15*2^-4, 65*2^-6)] # Split (Some -12983581700618857*2^-61) # [(55*2^-6, 115*2^-7), (15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7)] # Split (Some -5960451178199657*2^-61) # [(55*2^-6, 225*2^-8), (15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7)] # Success # [(225*2^-8, 115*2^-7), (15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7)] # Split (Some -4201232573758057*2^-61) # [(225*2^-8, 115*2^-7), (15*2^-4, 245*2^-8), (15*2^-4, 125*2^-7)] # Success # [(225*2^-8, 115*2^-7), (245*2^-8, 125*2^-7), (15*2^-4, 125*2^-7)] # Split (Some -130127026289257*2^-61) # [(225*2^-8, 115*2^-7), (245*2^-8, 125*2^-7), (15*2^-4, 245*2^-8)] # Success # [(225*2^-8, 115*2^-7), (245*2^-8, 125*2^-7), (245*2^-8, 125*2^-7)] # Success # [(55*2^-6, 115*2^-7), (15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6)] # Success # [(55*2^-6, 115*2^-7), (125*2^-7, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -3812409184451177*2^-61) # [(55*2^-6, 115*2^-7), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Success # [(55*2^-6, 115*2^-7), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Success # [(115*2^-7, 15*2^-4), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -40457628499671657*2^-61) # [(115*2^-7, 15*2^-4), (15*2^-4, 125*2^-7), (15*2^-4, 65*2^-6)] # Split (Some -26425111350180457*2^-61) # [(115*2^-7, 15*2^-4), (15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7)] # Split (Some -12392594200689257*2^-61) # [(115*2^-7, 235*2^-8), (15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7)] # Split (Some -7417304085002857*2^-61) # [(115*2^-7, 235*2^-8), (15*2^-4, 245*2^-8), (15*2^-4, 125*2^-7)] # Split (Some -1025018359020137*2^-61) # [(115*2^-7, 235*2^-8), (15*2^-4, 245*2^-8), (15*2^-4, 245*2^-8)] # Success # [(115*2^-7, 235*2^-8), (15*2^-4, 245*2^-8), (245*2^-8, 125*2^-7)] # Success # [(115*2^-7, 235*2^-8), (245*2^-8, 125*2^-7), (15*2^-4, 125*2^-7)] # Split (Some -2704382784010857*2^-61) # [(115*2^-7, 235*2^-8), (245*2^-8, 125*2^-7), (15*2^-4, 245*2^-8)] # Success # [(115*2^-7, 235*2^-8), (245*2^-8, 125*2^-7), (245*2^-8, 125*2^-7)] # Success # [(235*2^-8, 15*2^-4), (15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7)] # Split (Some -7114938387364457*2^-61) # [(235*2^-8, 15*2^-4), (15*2^-4, 245*2^-8), (15*2^-4, 125*2^-7)] # Success # [(235*2^-8, 15*2^-4), (245*2^-8, 125*2^-7), (15*2^-4, 125*2^-7)] # Split (Some -4068464397220457*2^-61) # [(235*2^-8, 15*2^-4), (245*2^-8, 125*2^-7), (15*2^-4, 245*2^-8)] # Success # [(235*2^-8, 15*2^-4), (245*2^-8, 125*2^-7), (245*2^-8, 125*2^-7)] # Split (Some -1021990407076457*2^-61) # [(235*2^-8, 475*2^-9), (245*2^-8, 125*2^-7), (245*2^-8, 125*2^-7)] # Success # [(475*2^-9, 15*2^-4), (245*2^-8, 125*2^-7), (245*2^-8, 125*2^-7)] # Split (Some -49609811262057*2^-61) # [(475*2^-9, 15*2^-4), (245*2^-8, 495*2^-9), (245*2^-8, 125*2^-7)] # Success # [(475*2^-9, 15*2^-4), (495*2^-9, 125*2^-7), (245*2^-8, 125*2^-7)] # Success # [(115*2^-7, 15*2^-4), (15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -6437493195766377*2^-61) # [(115*2^-7, 235*2^-8), (15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -1613385928899177*2^-61) # [(115*2^-7, 235*2^-8), (15*2^-4, 245*2^-8), (125*2^-7, 65*2^-6)] # Success # [(115*2^-7, 235*2^-8), (245*2^-8, 125*2^-7), (125*2^-7, 65*2^-6)] # Success # [(235*2^-8, 15*2^-4), (15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -3798665289103977*2^-61) # [(235*2^-8, 15*2^-4), (15*2^-4, 245*2^-8), (125*2^-7, 65*2^-6)] # Success # [(235*2^-8, 15*2^-4), (245*2^-8, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -752191298959977*2^-61) # [(235*2^-8, 15*2^-4), (245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8)] # Success # [(235*2^-8, 15*2^-4), (245*2^-8, 125*2^-7), (255*2^-8, 65*2^-6)] # Success # [(115*2^-7, 15*2^-4), (125*2^-7, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -20470010345257577*2^-61) # [(115*2^-7, 15*2^-4), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Split (Some -6437493195766377*2^-61) # [(115*2^-7, 235*2^-8), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Split (Some -1613385928899177*2^-61) # [(115*2^-7, 235*2^-8), (125*2^-7, 255*2^-8), (15*2^-4, 125*2^-7)] # Split (Some -733776626678377*2^-61) # [(115*2^-7, 235*2^-8), (125*2^-7, 255*2^-8), (15*2^-4, 245*2^-8)] # Success # [(115*2^-7, 235*2^-8), (125*2^-7, 255*2^-8), (245*2^-8, 125*2^-7)] # Success # [(115*2^-7, 235*2^-8), (255*2^-8, 65*2^-6), (15*2^-4, 125*2^-7)] # Success # [(235*2^-8, 15*2^-4), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Split (Some -3798665289103977*2^-61) # [(235*2^-8, 15*2^-4), (125*2^-7, 255*2^-8), (15*2^-4, 125*2^-7)] # Split (Some -2919055986883177*2^-61) # [(235*2^-8, 15*2^-4), (125*2^-7, 255*2^-8), (15*2^-4, 245*2^-8)] # Success # [(235*2^-8, 15*2^-4), (125*2^-7, 255*2^-8), (245*2^-8, 125*2^-7)] # Success # [(235*2^-8, 15*2^-4), (255*2^-8, 65*2^-6), (15*2^-4, 125*2^-7)] # Success # [(115*2^-7, 15*2^-4), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -482392190843497*2^-61) # [(115*2^-7, 235*2^-8), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Success # [(235*2^-8, 15*2^-4), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -482392190843497*2^-61) # [(235*2^-8, 15*2^-4), (125*2^-7, 255*2^-8), (125*2^-7, 65*2^-6)] # Success # [(235*2^-8, 15*2^-4), (255*2^-8, 65*2^-6), (125*2^-7, 65*2^-6)] # Success # [(55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -4571630553365097*2^-61) # [(55*2^-6, 115*2^-7), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Success # [(115*2^-7, 15*2^-4), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Success # [(55*2^-6, 15*2^-4), (65*2^-6, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -38095740084255337*2^-61) # [(55*2^-6, 15*2^-4), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Split (Some -4571630553365097*2^-61) # [(55*2^-6, 115*2^-7), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Success # [(115*2^-7, 15*2^-4), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Success # [(55*2^-6, 15*2^-4), (65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5)] # Success # [(25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Success # [(25*2^-5, 15*2^-4), (35*2^-5, 5*2^-2), (15*2^-4, 5*2^-2)] # Success # [(15*2^-4, 5*2^-2), (5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -2909325357925366377*2^-61) # [(15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4), (5*2^-3, 5*2^-2)] # Split (Some -1437738995309967977*2^-61) # [(15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4)] # Success # [(15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -553907568438508137*2^-61) # [(15*2^-4, 35*2^-5), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -328727587069983337*2^-61) # [(15*2^-4, 35*2^-5), (5*2^-3, 25*2^-5), (15*2^-4, 5*2^-2)] # Success # [(15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -328727587069983337*2^-61) # [(15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -124790170350090857*2^-61) # [(15*2^-4, 65*2^-6), (25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -78170877332388457*2^-61) # [(15*2^-4, 65*2^-6), (25*2^-5, 55*2^-6), (15*2^-4, 35*2^-5)] # Success # [(15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -78170877332388457*2^-61) # [(15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6)] # Split (Some -14959953851546217*2^-61) # [(15*2^-4, 125*2^-7), (55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6)] # Split (Some -6493714317671017*2^-61) # [(15*2^-4, 125*2^-7), (55*2^-6, 115*2^-7), (15*2^-4, 65*2^-6)] # Success # [(15*2^-4, 125*2^-7), (115*2^-7, 15*2^-4), (15*2^-4, 65*2^-6)] # Split (Some -6493714317671017*2^-61) # [(15*2^-4, 125*2^-7), (115*2^-7, 15*2^-4), (15*2^-4, 125*2^-7)] # Success # [(15*2^-4, 125*2^-7), (115*2^-7, 15*2^-4), (125*2^-7, 65*2^-6)] # Success # [(125*2^-7, 65*2^-6), (55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6)] # Success # [(15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4), (65*2^-6, 35*2^-5)] # Success # [(65*2^-6, 35*2^-5), (25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -50902988963543657*2^-61) # [(65*2^-6, 35*2^-5), (25*2^-5, 55*2^-6), (15*2^-4, 35*2^-5)] # Success # [(65*2^-6, 35*2^-5), (55*2^-6, 15*2^-4), (15*2^-4, 35*2^-5)] # Split (Some -50902988963543657*2^-61) # [(65*2^-6, 35*2^-5), (55*2^-6, 15*2^-4), (15*2^-4, 65*2^-6)] # Success # [(65*2^-6, 35*2^-5), (55*2^-6, 15*2^-4), (65*2^-6, 35*2^-5)] # Success # [(15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4), (35*2^-5, 5*2^-2)] # Success # [(35*2^-5, 5*2^-2), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -321690712652216937*2^-61) # [(35*2^-5, 5*2^-2), (5*2^-3, 25*2^-5), (15*2^-4, 5*2^-2)] # Success # [(35*2^-5, 5*2^-2), (25*2^-5, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -321690712652216937*2^-61) # [(35*2^-5, 5*2^-2), (25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5)] # Success # [(35*2^-5, 5*2^-2), (25*2^-5, 15*2^-4), (35*2^-5, 5*2^-2)] # Success # [(15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -2025493931053906537*2^-61) # [(15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Split (Some -553907568438508137*2^-61) # [(15*2^-4, 35*2^-5), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Split (Some -328727587069983337*2^-61) # [(15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5), (5*2^-3, 15*2^-4)] # Split (Some -124790170350090857*2^-61) # [(15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5), (5*2^-3, 25*2^-5)] # Success # [(15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4)] # Split (Some -124790170350090857*2^-61) # [(15*2^-4, 65*2^-6), (15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4)] # Split (Some -78170877332388457*2^-61) # [(15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6), (25*2^-5, 15*2^-4)] # Split (Some -14959953851546217*2^-61) # [(15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6), (25*2^-5, 55*2^-6)] # Success # [(15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4)] # Split (Some -14959953851546217*2^-61) # [(15*2^-4, 125*2^-7), (15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4)] # Split (Some -6493714317671017*2^-61) # [(15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7), (55*2^-6, 15*2^-4)] # Success # [(15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6), (55*2^-6, 15*2^-4)] # Success # [(125*2^-7, 65*2^-6), (15*2^-4, 65*2^-6), (55*2^-6, 15*2^-4)] # Success # [(15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5), (25*2^-5, 15*2^-4)] # Success # [(65*2^-6, 35*2^-5), (15*2^-4, 35*2^-5), (25*2^-5, 15*2^-4)] # Split (Some -50902988963543657*2^-61) # [(65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6), (25*2^-5, 15*2^-4)] # Success # [(65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5), (25*2^-5, 15*2^-4)] # Success # [(15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2), (5*2^-3, 15*2^-4)] # Success # [(35*2^-5, 5*2^-2), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Split (Some -321690712652216937*2^-61) # [(35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5), (5*2^-3, 15*2^-4)] # Success # [(35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2), (5*2^-3, 15*2^-4)] # Success # [(15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -1141662504182446697*2^-61) # [(15*2^-4, 35*2^-5), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -691302541445397097*2^-61) # [(15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5), (15*2^-4, 5*2^-2)] # Split (Some -487365124725504617*2^-61) # [(15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -283427708005612137*2^-61) # [(15*2^-4, 65*2^-6), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -190189121970207337*2^-61) # [(15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6), (15*2^-4, 35*2^-5)] # Split (Some -126978198489365097*2^-61) # [(15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -63767275008522857*2^-61) # [(15*2^-4, 125*2^-7), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -46834795940772457*2^-61) # [(15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7), (15*2^-4, 65*2^-6)] # Split (Some -25792892164209257*2^-61) # [(15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7)] # Split (Some -4750988387646057*2^-61) # [(15*2^-4, 245*2^-8), (15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7)] # Split (Some -3294135480842857*2^-61) # [(15*2^-4, 245*2^-8), (15*2^-4, 245*2^-8), (15*2^-4, 125*2^-7)] # Success # [(15*2^-4, 245*2^-8), (245*2^-8, 125*2^-7), (15*2^-4, 125*2^-7)] # Split (Some -1914108801546857*2^-61) # [(15*2^-4, 245*2^-8), (245*2^-8, 125*2^-7), (15*2^-4, 245*2^-8)] # Success # [(15*2^-4, 245*2^-8), (245*2^-8, 125*2^-7), (245*2^-8, 125*2^-7)] # Split (Some -534082122250857*2^-61) # [(15*2^-4, 485*2^-9), (245*2^-8, 125*2^-7), (245*2^-8, 125*2^-7)] # Success # [(485*2^-9, 245*2^-8), (245*2^-8, 125*2^-7), (245*2^-8, 125*2^-7)] # Success # [(245*2^-8, 125*2^-7), (15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7)] # Success # [(15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -8180605672847977*2^-61) # [(15*2^-4, 245*2^-8), (15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -3219059452508777*2^-61) # [(15*2^-4, 245*2^-8), (15*2^-4, 245*2^-8), (125*2^-7, 65*2^-6)] # Success # [(15*2^-4, 245*2^-8), (245*2^-8, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -1839032773212777*2^-61) # [(15*2^-4, 245*2^-8), (245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8)] # Split (Some -655286099343977*2^-61) # [(15*2^-4, 485*2^-9), (245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8)] # Success # [(485*2^-9, 245*2^-8), (245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8)] # Success # [(15*2^-4, 245*2^-8), (245*2^-8, 125*2^-7), (255*2^-8, 65*2^-6)] # Success # [(245*2^-8, 125*2^-7), (15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -3481696702659177*2^-61) # [(245*2^-8, 125*2^-7), (15*2^-4, 245*2^-8), (125*2^-7, 65*2^-6)] # Success # [(245*2^-8, 125*2^-7), (245*2^-8, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -3481696702659177*2^-61) # [(245*2^-8, 125*2^-7), (245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8)] # Split (Some -528423502838377*2^-61) # [(245*2^-8, 495*2^-9), (245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8)] # Success # [(495*2^-9, 125*2^-7), (245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8)] # Success # [(245*2^-8, 125*2^-7), (245*2^-8, 125*2^-7), (255*2^-8, 65*2^-6)] # Success # [(15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -29222509449411177*2^-61) # [(15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Split (Some -8180605672847977*2^-61) # [(15*2^-4, 245*2^-8), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Split (Some -3219059452508777*2^-61) # [(15*2^-4, 245*2^-8), (125*2^-7, 255*2^-8), (15*2^-4, 125*2^-7)] # Split (Some -2035312778639977*2^-61) # [(15*2^-4, 245*2^-8), (125*2^-7, 255*2^-8), (15*2^-4, 245*2^-8)] # Success # [(15*2^-4, 245*2^-8), (125*2^-7, 255*2^-8), (245*2^-8, 125*2^-7)] # Split (Some -655286099343977*2^-61) # [(15*2^-4, 485*2^-9), (125*2^-7, 255*2^-8), (245*2^-8, 125*2^-7)] # Success # [(485*2^-9, 245*2^-8), (125*2^-7, 255*2^-8), (245*2^-8, 125*2^-7)] # Success # [(15*2^-4, 245*2^-8), (255*2^-8, 65*2^-6), (15*2^-4, 125*2^-7)] # Success # [(245*2^-8, 125*2^-7), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Split (Some -3481696702659177*2^-61) # [(245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8), (15*2^-4, 125*2^-7)] # Split (Some -528423502838377*2^-61) # [(245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8), (15*2^-4, 245*2^-8)] # Success # [(245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8), (245*2^-8, 125*2^-7)] # Split (Some -528423502838377*2^-61) # [(245*2^-8, 495*2^-9), (125*2^-7, 255*2^-8), (245*2^-8, 125*2^-7)] # Success # [(495*2^-9, 125*2^-7), (125*2^-7, 255*2^-8), (245*2^-8, 125*2^-7)] # Success # [(245*2^-8, 125*2^-7), (255*2^-8, 65*2^-6), (15*2^-4, 125*2^-7)] # Success # [(15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -11610222958049897*2^-61) # [(15*2^-4, 245*2^-8), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -3143983424174697*2^-61) # [(15*2^-4, 245*2^-8), (125*2^-7, 255*2^-8), (125*2^-7, 65*2^-6)] # Split (Some -1960236750305897*2^-61) # [(15*2^-4, 245*2^-8), (125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -776490076437097*2^-61) # [(15*2^-4, 485*2^-9), (125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8)] # Success # [(485*2^-9, 245*2^-8), (125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -625307227617897*2^-61) # [(485*2^-9, 245*2^-8), (125*2^-7, 505*2^-9), (125*2^-7, 255*2^-8)] # Split (Some -79628948306537*2^-61) # [(485*2^-9, 245*2^-8), (125*2^-7, 505*2^-9), (125*2^-7, 505*2^-9)] # Success # [(485*2^-9, 245*2^-8), (125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8)] # Success # [(485*2^-9, 245*2^-8), (505*2^-9, 255*2^-8), (125*2^-7, 255*2^-8)] # Success # [(15*2^-4, 245*2^-8), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Success # [(15*2^-4, 245*2^-8), (255*2^-8, 65*2^-6), (125*2^-7, 65*2^-6)] # Success # [(245*2^-8, 125*2^-7), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -9548638655969897*2^-61) # [(245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8), (125*2^-7, 65*2^-6)] # Split (Some -6595365456149097*2^-61) # [(245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -3642092256328297*2^-61) # [(245*2^-8, 495*2^-9), (125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -2058108317563497*2^-61) # [(245*2^-8, 495*2^-9), (125*2^-7, 505*2^-9), (125*2^-7, 255*2^-8)] # Split (Some -1076490857708137*2^-61) # [(245*2^-8, 495*2^-9), (125*2^-7, 505*2^-9), (125*2^-7, 505*2^-9)] # Split (Some -94873397852777*2^-61) # [(245*2^-8, 985*2^-10), (125*2^-7, 505*2^-9), (125*2^-7, 505*2^-9)] # Success # [(985*2^-10, 495*2^-9), (125*2^-7, 505*2^-9), (125*2^-7, 505*2^-9)] # Success # [(245*2^-8, 495*2^-9), (125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8)] # Success # [(245*2^-8, 495*2^-9), (505*2^-9, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -909572825774697*2^-61) # [(245*2^-8, 495*2^-9), (505*2^-9, 255*2^-8), (125*2^-7, 505*2^-9)] # Success # [(245*2^-8, 495*2^-9), (505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8)] # Success # [(495*2^-9, 125*2^-7), (125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -2611300105288297*2^-61) # [(495*2^-9, 125*2^-7), (125*2^-7, 505*2^-9), (125*2^-7, 255*2^-8)] # Split (Some -1193743464888937*2^-61) # [(495*2^-9, 125*2^-7), (125*2^-7, 505*2^-9), (125*2^-7, 505*2^-9)] # Success # [(495*2^-9, 125*2^-7), (125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8)] # Split (Some -70794066360937*2^-61) # [(495*2^-9, 995*2^-10), (125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8)] # Success # [(995*2^-10, 125*2^-7), (125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8)] # Success # [(495*2^-9, 125*2^-7), (505*2^-9, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -1488350706760297*2^-61) # [(495*2^-9, 125*2^-7), (505*2^-9, 255*2^-8), (125*2^-7, 505*2^-9)] # Split (Some -70794066360937*2^-61) # [(495*2^-9, 995*2^-10), (505*2^-9, 255*2^-8), (125*2^-7, 505*2^-9)] # Success # [(995*2^-10, 125*2^-7), (505*2^-9, 255*2^-8), (125*2^-7, 505*2^-9)] # Success # [(495*2^-9, 125*2^-7), (505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -365401308232297*2^-61) # [(495*2^-9, 995*2^-10), (505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8)] # Success # [(995*2^-10, 125*2^-7), (505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -281649445960297*2^-61) # [(995*2^-10, 125*2^-7), (505*2^-9, 1015*2^-10), (505*2^-9, 255*2^-8)] # Split (Some -55492700109417*2^-61) # [(995*2^-10, 125*2^-7), (505*2^-9, 1015*2^-10), (505*2^-9, 1015*2^-10)] # Success # [(995*2^-10, 125*2^-7), (505*2^-9, 1015*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(995*2^-10, 125*2^-7), (1015*2^-10, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -24373722184297*2^-61) # [(995*2^-10, 125*2^-7), (1015*2^-10, 255*2^-8), (505*2^-9, 1015*2^-10)] # Success # [(995*2^-10, 125*2^-7), (1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8)] # Success # [(245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -1397732936612457*2^-61) # [(245*2^-8, 495*2^-9), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Success # [(495*2^-9, 125*2^-7), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -882336861092457*2^-61) # [(495*2^-9, 125*2^-7), (125*2^-7, 505*2^-9), (255*2^-8, 65*2^-6)] # Success # [(495*2^-9, 125*2^-7), (505*2^-9, 255*2^-8), (255*2^-8, 65*2^-6)] # Success # [(245*2^-8, 125*2^-7), (255*2^-8, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -4351006136433257*2^-61) # [(245*2^-8, 125*2^-7), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Split (Some -1397732936612457*2^-61) # [(245*2^-8, 495*2^-9), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Success # [(495*2^-9, 125*2^-7), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Split (Some -882336861092457*2^-61) # [(495*2^-9, 125*2^-7), (255*2^-8, 515*2^-9), (125*2^-7, 255*2^-8)] # Split (Some -794375930870377*2^-61) # [(495*2^-9, 125*2^-7), (255*2^-8, 515*2^-9), (125*2^-7, 505*2^-9)] # Success # [(495*2^-9, 125*2^-7), (255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8)] # Success # [(495*2^-9, 125*2^-7), (515*2^-9, 65*2^-6), (125*2^-7, 255*2^-8)] # Success # [(245*2^-8, 125*2^-7), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Success # [(125*2^-7, 65*2^-6), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -39138214546340457*2^-61) # [(125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7), (15*2^-4, 65*2^-6)] # Split (Some -17094509647985257*2^-61) # [(125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7)] # Success # [(125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -6216731876751977*2^-61) # [(125*2^-7, 255*2^-8), (15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -3742830714255977*2^-61) # [(125*2^-7, 255*2^-8), (15*2^-4, 245*2^-8), (125*2^-7, 65*2^-6)] # Success # [(125*2^-7, 255*2^-8), (245*2^-8, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -3742830714255977*2^-61) # [(125*2^-7, 255*2^-8), (245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8)] # Success # [(125*2^-7, 255*2^-8), (245*2^-8, 125*2^-7), (255*2^-8, 65*2^-6)] # Success # [(255*2^-8, 65*2^-6), (15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -485527516969577*2^-61) # [(255*2^-8, 65*2^-6), (15*2^-4, 245*2^-8), (125*2^-7, 65*2^-6)] # Success # [(255*2^-8, 65*2^-6), (245*2^-8, 125*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -485527516969577*2^-61) # [(255*2^-8, 65*2^-6), (245*2^-8, 125*2^-7), (125*2^-7, 255*2^-8)] # Success # [(255*2^-8, 65*2^-6), (245*2^-8, 125*2^-7), (255*2^-8, 65*2^-6)] # Success # [(125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -28260436775107177*2^-61) # [(125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Split (Some -6216731876751977*2^-61) # [(125*2^-7, 255*2^-8), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Split (Some -3742830714255977*2^-61) # [(125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8), (15*2^-4, 125*2^-7)] # Success # [(125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6), (15*2^-4, 125*2^-7)] # Success # [(255*2^-8, 65*2^-6), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Split (Some -485527516969577*2^-61) # [(255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8), (15*2^-4, 125*2^-7)] # Success # [(255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6), (15*2^-4, 125*2^-7)] # Success # [(125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -17382659003873897*2^-61) # [(125*2^-7, 255*2^-8), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -12434856678881897*2^-61) # [(125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8), (125*2^-7, 65*2^-6)] # Split (Some -7712056953109097*2^-61) # [(125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -2989257227336297*2^-61) # [(125*2^-7, 505*2^-9), (125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -2284882590792297*2^-61) # [(125*2^-7, 505*2^-9), (125*2^-7, 505*2^-9), (125*2^-7, 255*2^-8)] # Split (Some -679534377400937*2^-61) # [(125*2^-7, 505*2^-9), (125*2^-7, 505*2^-9), (125*2^-7, 505*2^-9)] # Success # [(125*2^-7, 505*2^-9), (125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8)] # Success # [(125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -1593577405512297*2^-61) # [(125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8), (125*2^-7, 505*2^-9)] # Success # [(125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -902272220232297*2^-61) # [(125*2^-7, 1005*2^-10), (505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -550084901960297*2^-61) # [(125*2^-7, 1005*2^-10), (505*2^-9, 1015*2^-10), (505*2^-9, 255*2^-8)] # Split (Some -214674925517417*2^-61) # [(125*2^-7, 1005*2^-10), (505*2^-9, 1015*2^-10), (505*2^-9, 1015*2^-10)] # Success # [(125*2^-7, 1005*2^-10), (505*2^-9, 1015*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(125*2^-7, 1005*2^-10), (1015*2^-10, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -237296725883497*2^-61) # [(125*2^-7, 1005*2^-10), (1015*2^-10, 255*2^-8), (505*2^-9, 1015*2^-10)] # Success # [(125*2^-7, 1005*2^-10), (1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8)] # Success # [(1005*2^-10, 505*2^-9), (505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -598618032405097*2^-61) # [(1005*2^-10, 505*2^-9), (505*2^-9, 1015*2^-10), (505*2^-9, 255*2^-8)] # Split (Some -153954825370217*2^-61) # [(1005*2^-10, 505*2^-9), (505*2^-9, 1015*2^-10), (505*2^-9, 1015*2^-10)] # Success # [(1005*2^-10, 505*2^-9), (505*2^-9, 1015*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(1005*2^-10, 505*2^-9), (1015*2^-10, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -359102302485097*2^-61) # [(1005*2^-10, 505*2^-9), (1015*2^-10, 255*2^-8), (505*2^-9, 1015*2^-10)] # Success # [(1005*2^-10, 505*2^-9), (1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8)] # Split (Some -119586572565097*2^-61) # [(1005*2^-10, 2015*2^-11), (1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8)] # Success # [(2015*2^-11, 505*2^-9), (1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8)] # Split (Some -76475838331497*2^-61) # [(2015*2^-11, 505*2^-9), (1015*2^-10, 2035*2^-11), (1015*2^-10, 255*2^-8)] # Success # [(2015*2^-11, 505*2^-9), (2035*2^-11, 255*2^-8), (1015*2^-10, 255*2^-8)] # Split (Some -668639918697*2^-61) # [(2015*2^-11, 505*2^-9), (2035*2^-11, 255*2^-8), (1015*2^-10, 2035*2^-11)] # Success # [(2015*2^-11, 505*2^-9), (2035*2^-11, 255*2^-8), (2035*2^-11, 255*2^-8)] # Success # [(505*2^-9, 255*2^-8), (125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -1078855774075497*2^-61) # [(505*2^-9, 255*2^-8), (125*2^-7, 505*2^-9), (125*2^-7, 255*2^-8)] # Success # [(505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8), (125*2^-7, 255*2^-8)] # Split (Some -819194802043497*2^-61) # [(505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8), (125*2^-7, 505*2^-9)] # Success # [(505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -559533830011497*2^-61) # [(505*2^-9, 1015*2^-10), (505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -427248837294697*2^-61) # [(505*2^-9, 1015*2^-10), (505*2^-9, 1015*2^-10), (505*2^-9, 255*2^-8)] # Split (Some -1696294861417*2^-61) # [(505*2^-9, 1015*2^-10), (505*2^-9, 1015*2^-10), (505*2^-9, 1015*2^-10)] # Success # [(505*2^-9, 1015*2^-10), (505*2^-9, 1015*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(505*2^-9, 1015*2^-10), (1015*2^-10, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -296449467054697*2^-61) # [(505*2^-9, 1015*2^-10), (1015*2^-10, 255*2^-8), (505*2^-9, 1015*2^-10)] # Success # [(505*2^-9, 1015*2^-10), (1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8)] # Split (Some -165650096814697*2^-61) # [(505*2^-9, 2025*2^-11), (1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8)] # Split (Some -99507600456297*2^-61) # [(505*2^-9, 2025*2^-11), (1015*2^-10, 2035*2^-11), (1015*2^-10, 255*2^-8)] # Success # [(505*2^-9, 2025*2^-11), (2035*2^-11, 255*2^-8), (1015*2^-10, 255*2^-8)] # Split (Some -33865694280297*2^-61) # [(505*2^-9, 2025*2^-11), (2035*2^-11, 255*2^-8), (1015*2^-10, 2035*2^-11)] # Success # [(505*2^-9, 2025*2^-11), (2035*2^-11, 255*2^-8), (2035*2^-11, 255*2^-8)] # Success # [(2025*2^-11, 1015*2^-10), (1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8)] # Split (Some -67563781192297*2^-61) # [(2025*2^-11, 1015*2^-10), (1015*2^-10, 2035*2^-11), (1015*2^-10, 255*2^-8)] # Success # [(2025*2^-11, 1015*2^-10), (2035*2^-11, 255*2^-8), (1015*2^-10, 255*2^-8)] # Split (Some -29201628232297*2^-61) # [(2025*2^-11, 1015*2^-10), (2035*2^-11, 255*2^-8), (1015*2^-10, 2035*2^-11)] # Success # [(2025*2^-11, 1015*2^-10), (2035*2^-11, 255*2^-8), (2035*2^-11, 255*2^-8)] # Success # [(1015*2^-10, 255*2^-8), (505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -35977316629097*2^-61) # [(1015*2^-10, 255*2^-8), (505*2^-9, 1015*2^-10), (505*2^-9, 255*2^-8)] # Success # [(1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8), (505*2^-9, 255*2^-8)] # Split (Some -13894306069097*2^-61) # [(1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8), (505*2^-9, 1015*2^-10)] # Success # [(1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8)] # Success # [(125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -2128212921252457*2^-61) # [(125*2^-7, 505*2^-9), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -1203600414833257*2^-61) # [(125*2^-7, 505*2^-9), (125*2^-7, 505*2^-9), (255*2^-8, 65*2^-6)] # Success # [(125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -512295229553257*2^-61) # [(125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -424334299331177*2^-61) # [(125*2^-7, 1005*2^-10), (505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -60980066089577*2^-61) # [(125*2^-7, 1005*2^-10), (505*2^-9, 1015*2^-10), (255*2^-8, 515*2^-9)] # Success # [(125*2^-7, 1005*2^-10), (1015*2^-10, 255*2^-8), (255*2^-8, 515*2^-9)] # Success # [(1005*2^-10, 505*2^-9), (505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -272507205417577*2^-61) # [(1005*2^-10, 505*2^-9), (505*2^-9, 1015*2^-10), (255*2^-8, 515*2^-9)] # Success # [(1005*2^-10, 505*2^-9), (1015*2^-10, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -32991475497577*2^-61) # [(1005*2^-10, 505*2^-9), (1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10)] # Success # [(1005*2^-10, 505*2^-9), (1015*2^-10, 255*2^-8), (1025*2^-10, 515*2^-9)] # Success # [(125*2^-7, 505*2^-9), (505*2^-9, 255*2^-8), (515*2^-9, 65*2^-6)] # Success # [(505*2^-9, 255*2^-8), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -1085394861783657*2^-61) # [(505*2^-9, 255*2^-8), (125*2^-7, 505*2^-9), (255*2^-8, 65*2^-6)] # Success # [(505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -825733889751657*2^-61) # [(505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -560655890217577*2^-61) # [(505*2^-9, 1015*2^-10), (505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -264132019190377*2^-61) # [(505*2^-9, 1015*2^-10), (505*2^-9, 1015*2^-10), (255*2^-8, 515*2^-9)] # Success # [(505*2^-9, 1015*2^-10), (1015*2^-10, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -133332648950377*2^-61) # [(505*2^-9, 1015*2^-10), (1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -89352183839337*2^-61) # [(505*2^-9, 2025*2^-11), (1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -31370125343337*2^-61) # [(505*2^-9, 2025*2^-11), (1015*2^-10, 2035*2^-11), (255*2^-8, 1025*2^-10)] # Success # [(505*2^-9, 2025*2^-11), (2035*2^-11, 255*2^-8), (255*2^-8, 1025*2^-10)] # Success # [(2025*2^-11, 1015*2^-10), (1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -40309026028137*2^-61) # [(2025*2^-11, 1015*2^-10), (1015*2^-10, 2035*2^-11), (255*2^-8, 1025*2^-10)] # Success # [(2025*2^-11, 1015*2^-10), (2035*2^-11, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -1946873068137*2^-61) # [(2025*2^-11, 1015*2^-10), (2035*2^-11, 255*2^-8), (255*2^-8, 2045*2^-11)] # Success # [(2025*2^-11, 1015*2^-10), (2035*2^-11, 255*2^-8), (2045*2^-11, 1025*2^-10)] # Success # [(505*2^-9, 1015*2^-10), (1015*2^-10, 255*2^-8), (1025*2^-10, 515*2^-9)] # Success # [(1015*2^-10, 255*2^-8), (505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -255068967107177*2^-61) # [(1015*2^-10, 255*2^-8), (505*2^-9, 1015*2^-10), (255*2^-8, 515*2^-9)] # Success # [(1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -232985956547177*2^-61) # [(1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -101088685292137*2^-61) # [(1015*2^-10, 2035*2^-11), (1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -35026719570537*2^-61) # [(1015*2^-10, 2035*2^-11), (1015*2^-10, 2035*2^-11), (255*2^-8, 1025*2^-10)] # Success # [(1015*2^-10, 2035*2^-11), (2035*2^-11, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -23944319826537*2^-61) # [(1015*2^-10, 2035*2^-11), (2035*2^-11, 255*2^-8), (255*2^-8, 2045*2^-11)] # Success # [(1015*2^-10, 2035*2^-11), (2035*2^-11, 255*2^-8), (2045*2^-11, 1025*2^-10)] # Success # [(2035*2^-11, 255*2^-8), (1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -43248394271337*2^-61) # [(2035*2^-11, 255*2^-8), (1015*2^-10, 2035*2^-11), (255*2^-8, 1025*2^-10)] # Success # [(2035*2^-11, 255*2^-8), (2035*2^-11, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -43248394271337*2^-61) # [(2035*2^-11, 255*2^-8), (2035*2^-11, 255*2^-8), (255*2^-8, 2045*2^-11)] # Success # [(2035*2^-11, 255*2^-8), (2035*2^-11, 255*2^-8), (2045*2^-11, 1025*2^-10)] # Success # [(1015*2^-10, 255*2^-8), (1015*2^-10, 255*2^-8), (1025*2^-10, 515*2^-9)] # Success # [(505*2^-9, 255*2^-8), (505*2^-9, 255*2^-8), (515*2^-9, 65*2^-6)] # Success # [(125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -6851012647025257*2^-61) # [(125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Split (Some -2128212921252457*2^-61) # [(125*2^-7, 505*2^-9), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Split (Some -1203600414833257*2^-61) # [(125*2^-7, 505*2^-9), (255*2^-8, 515*2^-9), (125*2^-7, 255*2^-8)] # Split (Some -1115639484611177*2^-61) # [(125*2^-7, 505*2^-9), (255*2^-8, 515*2^-9), (125*2^-7, 505*2^-9)] # Success # [(125*2^-7, 505*2^-9), (255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8)] # Split (Some -424334299331177*2^-61) # [(125*2^-7, 1005*2^-10), (255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8)] # Split (Some -60980066089577*2^-61) # [(125*2^-7, 1005*2^-10), (255*2^-8, 1025*2^-10), (505*2^-9, 255*2^-8)] # Split (Some -16999600978537*2^-61) # [(125*2^-7, 1005*2^-10), (255*2^-8, 1025*2^-10), (505*2^-9, 1015*2^-10)] # Success # [(125*2^-7, 1005*2^-10), (255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(125*2^-7, 1005*2^-10), (1025*2^-10, 515*2^-9), (505*2^-9, 255*2^-8)] # Success # [(1005*2^-10, 505*2^-9), (255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8)] # Split (Some -272507205417577*2^-61) # [(1005*2^-10, 505*2^-9), (255*2^-8, 1025*2^-10), (505*2^-9, 255*2^-8)] # Split (Some -228526740306537*2^-61) # [(1005*2^-10, 505*2^-9), (255*2^-8, 1025*2^-10), (505*2^-9, 1015*2^-10)] # Success # [(1005*2^-10, 505*2^-9), (255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(1005*2^-10, 505*2^-9), (1025*2^-10, 515*2^-9), (505*2^-9, 255*2^-8)] # Success # [(125*2^-7, 505*2^-9), (515*2^-9, 65*2^-6), (125*2^-7, 255*2^-8)] # Success # [(505*2^-9, 255*2^-8), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Split (Some -1085394861783657*2^-61) # [(505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9), (125*2^-7, 255*2^-8)] # Split (Some -820316862249577*2^-61) # [(505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9), (125*2^-7, 505*2^-9)] # Success # [(505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8)] # Split (Some -560655890217577*2^-61) # [(505*2^-9, 1015*2^-10), (255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8)] # Split (Some -264132019190377*2^-61) # [(505*2^-9, 1015*2^-10), (255*2^-8, 1025*2^-10), (505*2^-9, 255*2^-8)] # Split (Some -220151554079337*2^-61) # [(505*2^-9, 1015*2^-10), (255*2^-8, 1025*2^-10), (505*2^-9, 1015*2^-10)] # Success # [(505*2^-9, 1015*2^-10), (255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Split (Some -89352183839337*2^-61) # [(505*2^-9, 2025*2^-11), (255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Split (Some -31370125343337*2^-61) # [(505*2^-9, 2025*2^-11), (255*2^-8, 2045*2^-11), (1015*2^-10, 255*2^-8)] # Split (Some -17626229996137*2^-61) # [(505*2^-9, 2025*2^-11), (255*2^-8, 2045*2^-11), (1015*2^-10, 2035*2^-11)] # Success # [(505*2^-9, 2025*2^-11), (255*2^-8, 2045*2^-11), (2035*2^-11, 255*2^-8)] # Success # [(505*2^-9, 2025*2^-11), (2045*2^-11, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(2025*2^-11, 1015*2^-10), (255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Split (Some -40309026028137*2^-61) # [(2025*2^-11, 1015*2^-10), (255*2^-8, 2045*2^-11), (1015*2^-10, 255*2^-8)] # Split (Some -26565130680937*2^-61) # [(2025*2^-11, 1015*2^-10), (255*2^-8, 2045*2^-11), (1015*2^-10, 2035*2^-11)] # Success # [(2025*2^-11, 1015*2^-10), (255*2^-8, 2045*2^-11), (2035*2^-11, 255*2^-8)] # Success # [(2025*2^-11, 1015*2^-10), (2045*2^-11, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(505*2^-9, 1015*2^-10), (1025*2^-10, 515*2^-9), (505*2^-9, 255*2^-8)] # Success # [(1015*2^-10, 255*2^-8), (255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8)] # Split (Some -255068967107177*2^-61) # [(1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10), (505*2^-9, 255*2^-8)] # Split (Some -123171695852137*2^-61) # [(1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10), (505*2^-9, 1015*2^-10)] # Success # [(1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Split (Some -101088685292137*2^-61) # [(1015*2^-10, 2035*2^-11), (255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Split (Some -35026719570537*2^-61) # [(1015*2^-10, 2035*2^-11), (255*2^-8, 2045*2^-11), (1015*2^-10, 255*2^-8)] # Split (Some -4965933087337*2^-61) # [(1015*2^-10, 2035*2^-11), (255*2^-8, 2045*2^-11), (1015*2^-10, 2035*2^-11)] # Success # [(1015*2^-10, 2035*2^-11), (255*2^-8, 2045*2^-11), (2035*2^-11, 255*2^-8)] # Success # [(1015*2^-10, 2035*2^-11), (2045*2^-11, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(2035*2^-11, 255*2^-8), (255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Split (Some -43248394271337*2^-61) # [(2035*2^-11, 255*2^-8), (255*2^-8, 2045*2^-11), (1015*2^-10, 255*2^-8)] # Success # [(2035*2^-11, 255*2^-8), (2045*2^-11, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(1015*2^-10, 255*2^-8), (1025*2^-10, 515*2^-9), (505*2^-9, 255*2^-8)] # Success # [(505*2^-9, 255*2^-8), (515*2^-9, 65*2^-6), (125*2^-7, 255*2^-8)] # Success # [(125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -1267168615168617*2^-61) # [(125*2^-7, 505*2^-9), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -122318238874217*2^-61) # [(125*2^-7, 505*2^-9), (255*2^-8, 515*2^-9), (255*2^-8, 65*2^-6)] # Split (Some -34357308652137*2^-61) # [(125*2^-7, 505*2^-9), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Success # [(125*2^-7, 505*2^-9), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Success # [(125*2^-7, 505*2^-9), (515*2^-9, 65*2^-6), (255*2^-8, 65*2^-6)] # Success # [(505*2^-9, 255*2^-8), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -1091933949491817*2^-61) # [(505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9), (255*2^-8, 65*2^-6)] # Split (Some -826855949957737*2^-61) # [(505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -561777950423657*2^-61) # [(505*2^-9, 1015*2^-10), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -101015201086057*2^-61) # [(505*2^-9, 1015*2^-10), (255*2^-8, 1025*2^-10), (255*2^-8, 515*2^-9)] # Split (Some -57034735975017*2^-61) # [(505*2^-9, 1015*2^-10), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -13054270863977*2^-61) # [(505*2^-9, 2025*2^-11), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Success # [(2025*2^-11, 1015*2^-10), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -13054270863977*2^-61) # [(2025*2^-11, 1015*2^-10), (255*2^-8, 2045*2^-11), (255*2^-8, 1025*2^-10)] # Success # [(2025*2^-11, 1015*2^-10), (2045*2^-11, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Success # [(505*2^-9, 1015*2^-10), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(505*2^-9, 1015*2^-10), (1025*2^-10, 515*2^-9), (255*2^-8, 515*2^-9)] # Success # [(1015*2^-10, 255*2^-8), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -474160617585257*2^-61) # [(1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10), (255*2^-8, 515*2^-9)] # Split (Some -342263346330217*2^-61) # [(1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -210366075075177*2^-61) # [(1015*2^-10, 2035*2^-11), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -89409058601577*2^-61) # [(1015*2^-10, 2035*2^-11), (255*2^-8, 2045*2^-11), (255*2^-8, 1025*2^-10)] # Split (Some -59348272118377*2^-61) # [(1015*2^-10, 2035*2^-11), (255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Split (Some -29287485635177*2^-61) # [(1015*2^-10, 4065*2^-12), (255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Success # [(4065*2^-12, 2035*2^-11), (255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Split (Some -21127047772777*2^-61) # [(4065*2^-12, 2035*2^-11), (255*2^-8, 4085*2^-12), (255*2^-8, 2045*2^-11)] # Split (Some -1301233367657*2^-61) # [(4065*2^-12, 2035*2^-11), (255*2^-8, 4085*2^-12), (255*2^-8, 4085*2^-12)] # Success # [(4065*2^-12, 2035*2^-11), (255*2^-8, 4085*2^-12), (4085*2^-12, 2045*2^-11)] # Success # [(4065*2^-12, 2035*2^-11), (4085*2^-12, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Split (Some -3383419689577*2^-61) # [(4065*2^-12, 2035*2^-11), (4085*2^-12, 2045*2^-11), (255*2^-8, 4085*2^-12)] # Success # [(4065*2^-12, 2035*2^-11), (4085*2^-12, 2045*2^-11), (4085*2^-12, 2045*2^-11)] # Success # [(1015*2^-10, 2035*2^-11), (255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Success # [(1015*2^-10, 2035*2^-11), (2045*2^-11, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -21030517832297*2^-61) # [(1015*2^-10, 2035*2^-11), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Success # [(1015*2^-10, 2035*2^-11), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Success # [(2035*2^-11, 255*2^-8), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -166557408655977*2^-61) # [(2035*2^-11, 255*2^-8), (255*2^-8, 2045*2^-11), (255*2^-8, 1025*2^-10)] # Split (Some -109015542364777*2^-61) # [(2035*2^-11, 255*2^-8), (255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Split (Some -51473676073577*2^-61) # [(2035*2^-11, 4075*2^-12), (255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Split (Some -32220142991977*2^-61) # [(2035*2^-11, 4075*2^-12), (255*2^-8, 4085*2^-12), (255*2^-8, 2045*2^-11)] # Split (Some -5536641546857*2^-61) # [(2035*2^-11, 4075*2^-12), (255*2^-8, 4085*2^-12), (255*2^-8, 4085*2^-12)] # Success # [(2035*2^-11, 4075*2^-12), (255*2^-8, 4085*2^-12), (4085*2^-12, 2045*2^-11)] # Success # [(2035*2^-11, 4075*2^-12), (4085*2^-12, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Split (Some -13030067599977*2^-61) # [(2035*2^-11, 4075*2^-12), (4085*2^-12, 2045*2^-11), (255*2^-8, 4085*2^-12)] # Success # [(2035*2^-11, 4075*2^-12), (4085*2^-12, 2045*2^-11), (4085*2^-12, 2045*2^-11)] # Success # [(4075*2^-12, 255*2^-8), (255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Split (Some -29569342863977*2^-61) # [(4075*2^-12, 255*2^-8), (255*2^-8, 4085*2^-12), (255*2^-8, 2045*2^-11)] # Success # [(4075*2^-12, 255*2^-8), (4085*2^-12, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Split (Some -17228565903977*2^-61) # [(4075*2^-12, 255*2^-8), (4085*2^-12, 2045*2^-11), (255*2^-8, 4085*2^-12)] # Success # [(4075*2^-12, 255*2^-8), (4085*2^-12, 2045*2^-11), (4085*2^-12, 2045*2^-11)] # Split (Some -4887788943977*2^-61) # [(4075*2^-12, 8155*2^-13), (4085*2^-12, 2045*2^-11), (4085*2^-12, 2045*2^-11)] # Success # [(8155*2^-13, 255*2^-8), (4085*2^-12, 2045*2^-11), (4085*2^-12, 2045*2^-11)] # Split (Some -784920771177*2^-61) # [(8155*2^-13, 255*2^-8), (4085*2^-12, 8175*2^-13), (4085*2^-12, 2045*2^-11)] # Success # [(8155*2^-13, 255*2^-8), (8175*2^-13, 2045*2^-11), (4085*2^-12, 2045*2^-11)] # Success # [(2035*2^-11, 255*2^-8), (255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -26825997384297*2^-61) # [(2035*2^-11, 4075*2^-12), (255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -8253619272297*2^-61) # [(2035*2^-11, 4075*2^-12), (255*2^-8, 4085*2^-12), (2045*2^-11, 1025*2^-10)] # Success # [(2035*2^-11, 4075*2^-12), (4085*2^-12, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Success # [(4075*2^-12, 255*2^-8), (255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -15873830779497*2^-61) # [(4075*2^-12, 255*2^-8), (255*2^-8, 4085*2^-12), (2045*2^-11, 1025*2^-10)] # Success # [(4075*2^-12, 255*2^-8), (4085*2^-12, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -3533053819497*2^-61) # [(4075*2^-12, 255*2^-8), (4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12)] # Split (Some -97079982697*2^-61) # [(4075*2^-12, 8155*2^-13), (4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12)] # Success # [(8155*2^-13, 255*2^-8), (4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12)] # Success # [(4075*2^-12, 255*2^-8), (4085*2^-12, 2045*2^-11), (4095*2^-12, 1025*2^-10)] # Success # [(2035*2^-11, 255*2^-8), (2045*2^-11, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -84367863675497*2^-61) # [(2035*2^-11, 255*2^-8), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Split (Some -26825997384297*2^-61) # [(2035*2^-11, 4075*2^-12), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Split (Some -8253619272297*2^-61) # [(2035*2^-11, 4075*2^-12), (2045*2^-11, 4095*2^-12), (255*2^-8, 2045*2^-11)] # Split (Some -4817645435497*2^-61) # [(2035*2^-11, 4075*2^-12), (2045*2^-11, 4095*2^-12), (255*2^-8, 4085*2^-12)] # Success # [(2035*2^-11, 4075*2^-12), (2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11)] # Success # [(2035*2^-11, 4075*2^-12), (4095*2^-12, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Success # [(4075*2^-12, 255*2^-8), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Split (Some -15873830779497*2^-61) # [(4075*2^-12, 255*2^-8), (2045*2^-11, 4095*2^-12), (255*2^-8, 2045*2^-11)] # Split (Some -12437856942697*2^-61) # [(4075*2^-12, 255*2^-8), (2045*2^-11, 4095*2^-12), (255*2^-8, 4085*2^-12)] # Success # [(4075*2^-12, 255*2^-8), (2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11)] # Split (Some -97079982697*2^-61) # [(4075*2^-12, 8155*2^-13), (2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11)] # Success # [(8155*2^-13, 255*2^-8), (2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11)] # Success # [(4075*2^-12, 255*2^-8), (4095*2^-12, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Success # [(2035*2^-11, 255*2^-8), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -2178318695017*2^-61) # [(2035*2^-11, 4075*2^-12), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Success # [(4075*2^-12, 255*2^-8), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -2178318695017*2^-61) # [(4075*2^-12, 255*2^-8), (2045*2^-11, 4095*2^-12), (2045*2^-11, 1025*2^-10)] # Success # [(4075*2^-12, 255*2^-8), (4095*2^-12, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Success # [(1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -23792727194217*2^-61) # [(1015*2^-10, 2035*2^-11), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(2035*2^-11, 255*2^-8), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -1888393984617*2^-61) # [(2035*2^-11, 255*2^-8), (255*2^-8, 2045*2^-11), (1025*2^-10, 515*2^-9)] # Success # [(2035*2^-11, 255*2^-8), (2045*2^-11, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(1015*2^-10, 255*2^-8), (1025*2^-10, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -155689998449257*2^-61) # [(1015*2^-10, 255*2^-8), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Split (Some -23792727194217*2^-61) # [(1015*2^-10, 2035*2^-11), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Success # [(2035*2^-11, 255*2^-8), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Split (Some -1888393984617*2^-61) # [(2035*2^-11, 255*2^-8), (1025*2^-10, 2055*2^-11), (255*2^-8, 1025*2^-10)] # Split (Some -1888393984617*2^-61) # [(2035*2^-11, 255*2^-8), (1025*2^-10, 2055*2^-11), (255*2^-8, 2045*2^-11)] # Success # [(2035*2^-11, 255*2^-8), (1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Success # [(2035*2^-11, 255*2^-8), (2055*2^-11, 515*2^-9), (255*2^-8, 1025*2^-10)] # Success # [(1015*2^-10, 255*2^-8), (1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9)] # Success # [(505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Success # [(505*2^-9, 255*2^-8), (515*2^-9, 65*2^-6), (255*2^-8, 65*2^-6)] # Success # [(255*2^-8, 65*2^-6), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -11802637492910697*2^-61) # [(255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8), (125*2^-7, 65*2^-6)] # Split (Some -5831223665326697*2^-61) # [(255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8)] # Success # [(255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -1982546421054057*2^-61) # [(255*2^-8, 515*2^-9), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -1185400490916457*2^-61) # [(255*2^-8, 515*2^-9), (125*2^-7, 505*2^-9), (255*2^-8, 65*2^-6)] # Success # [(255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -1185400490916457*2^-61) # [(255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -475793376246377*2^-61) # [(255*2^-8, 1025*2^-10), (505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -299484968745577*2^-61) # [(255*2^-8, 1025*2^-10), (505*2^-9, 1015*2^-10), (255*2^-8, 515*2^-9)] # Success # [(255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -299484968745577*2^-61) # [(255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -57260725074537*2^-61) # [(255*2^-8, 2045*2^-11), (1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -24270007532137*2^-61) # [(255*2^-8, 2045*2^-11), (1015*2^-10, 2035*2^-11), (255*2^-8, 1025*2^-10)] # Success # [(255*2^-8, 2045*2^-11), (2035*2^-11, 255*2^-8), (255*2^-8, 1025*2^-10)] # Split (Some -24270007532137*2^-61) # [(255*2^-8, 2045*2^-11), (2035*2^-11, 255*2^-8), (255*2^-8, 2045*2^-11)] # Success # [(255*2^-8, 2045*2^-11), (2035*2^-11, 255*2^-8), (2045*2^-11, 1025*2^-10)] # Success # [(2045*2^-11, 1025*2^-10), (1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10)] # Success # [(255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8), (1025*2^-10, 515*2^-9)] # Success # [(1025*2^-10, 515*2^-9), (505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -179440632822377*2^-61) # [(1025*2^-10, 515*2^-9), (505*2^-9, 1015*2^-10), (255*2^-8, 515*2^-9)] # Success # [(1025*2^-10, 515*2^-9), (1015*2^-10, 255*2^-8), (255*2^-8, 515*2^-9)] # Split (Some -179440632822377*2^-61) # [(1025*2^-10, 515*2^-9), (1015*2^-10, 255*2^-8), (255*2^-8, 1025*2^-10)] # Success # [(1025*2^-10, 515*2^-9), (1015*2^-10, 255*2^-8), (1025*2^-10, 515*2^-9)] # Success # [(255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8), (515*2^-9, 65*2^-6)] # Success # [(515*2^-9, 65*2^-6), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -1059987445873257*2^-61) # [(515*2^-9, 65*2^-6), (125*2^-7, 505*2^-9), (255*2^-8, 65*2^-6)] # Success # [(515*2^-9, 65*2^-6), (505*2^-9, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -1059987445873257*2^-61) # [(515*2^-9, 65*2^-6), (505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9)] # Success # [(515*2^-9, 65*2^-6), (505*2^-9, 255*2^-8), (515*2^-9, 65*2^-6)] # Success # [(255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -7953960248638057*2^-61) # [(255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Split (Some -1982546421054057*2^-61) # [(255*2^-8, 515*2^-9), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Split (Some -1185400490916457*2^-61) # [(255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9), (125*2^-7, 255*2^-8)] # Split (Some -475793376246377*2^-61) # [(255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9), (125*2^-7, 505*2^-9)] # Success # [(255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8)] # Split (Some -475793376246377*2^-61) # [(255*2^-8, 1025*2^-10), (255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8)] # Split (Some -299484968745577*2^-61) # [(255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10), (505*2^-9, 255*2^-8)] # Split (Some -57260725074537*2^-61) # [(255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10), (505*2^-9, 1015*2^-10)] # Success # [(255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Split (Some -57260725074537*2^-61) # [(255*2^-8, 2045*2^-11), (255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Split (Some -24270007532137*2^-61) # [(255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11), (1015*2^-10, 255*2^-8)] # Success # [(255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(2045*2^-11, 1025*2^-10), (255*2^-8, 1025*2^-10), (1015*2^-10, 255*2^-8)] # Success # [(255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9), (505*2^-9, 255*2^-8)] # Success # [(1025*2^-10, 515*2^-9), (255*2^-8, 515*2^-9), (505*2^-9, 255*2^-8)] # Split (Some -179440632822377*2^-61) # [(1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10), (505*2^-9, 255*2^-8)] # Success # [(1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9), (505*2^-9, 255*2^-8)] # Success # [(255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6), (125*2^-7, 255*2^-8)] # Success # [(515*2^-9, 65*2^-6), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Split (Some -1059987445873257*2^-61) # [(515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9), (125*2^-7, 255*2^-8)] # Success # [(515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6), (125*2^-7, 255*2^-8)] # Success # [(255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -4105283004365417*2^-61) # [(255*2^-8, 515*2^-9), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -2510991144090217*2^-61) # [(255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9), (255*2^-8, 65*2^-6)] # Split (Some -1801384029420137*2^-61) # [(255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -1091776914750057*2^-61) # [(255*2^-8, 1025*2^-10), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -739160099748457*2^-61) # [(255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10), (255*2^-8, 515*2^-9)] # Split (Some -496935856077417*2^-61) # [(255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -254711612406377*2^-61) # [(255*2^-8, 2045*2^-11), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -188730177321577*2^-61) # [(255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11), (255*2^-8, 1025*2^-10)] # Split (Some -103707231222377*2^-61) # [(255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Split (Some -18684285123177*2^-61) # [(255*2^-8, 4085*2^-12), (255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Split (Some -13174647388777*2^-61) # [(255*2^-8, 4085*2^-12), (255*2^-8, 4085*2^-12), (255*2^-8, 2045*2^-11)] # Success # [(255*2^-8, 4085*2^-12), (4085*2^-12, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Split (Some -7683168860777*2^-61) # [(255*2^-8, 4085*2^-12), (4085*2^-12, 2045*2^-11), (255*2^-8, 4085*2^-12)] # Success # [(255*2^-8, 4085*2^-12), (4085*2^-12, 2045*2^-11), (4085*2^-12, 2045*2^-11)] # Split (Some -2191690332777*2^-61) # [(255*2^-8, 8165*2^-13), (4085*2^-12, 2045*2^-11), (4085*2^-12, 2045*2^-11)] # Success # [(8165*2^-13, 4085*2^-12), (4085*2^-12, 2045*2^-11), (4085*2^-12, 2045*2^-11)] # Success # [(4085*2^-12, 2045*2^-11), (255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Success # [(255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -32405434235497*2^-61) # [(255*2^-8, 4085*2^-12), (255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -13155256597097*2^-61) # [(255*2^-8, 4085*2^-12), (255*2^-8, 4085*2^-12), (2045*2^-11, 1025*2^-10)] # Success # [(255*2^-8, 4085*2^-12), (4085*2^-12, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -7663778069097*2^-61) # [(255*2^-8, 4085*2^-12), (4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12)] # Split (Some -2864995400297*2^-61) # [(255*2^-8, 8165*2^-13), (4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12)] # Success # [(8165*2^-13, 4085*2^-12), (4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12)] # Success # [(255*2^-8, 4085*2^-12), (4085*2^-12, 2045*2^-11), (4095*2^-12, 1025*2^-10)] # Success # [(4085*2^-12, 2045*2^-11), (255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -13862648904297*2^-61) # [(4085*2^-12, 2045*2^-11), (255*2^-8, 4085*2^-12), (2045*2^-11, 1025*2^-10)] # Success # [(4085*2^-12, 2045*2^-11), (4085*2^-12, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -13862648904297*2^-61) # [(4085*2^-12, 2045*2^-11), (4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12)] # Split (Some -2189401979497*2^-61) # [(4085*2^-12, 8175*2^-13), (4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12)] # Success # [(8175*2^-13, 2045*2^-11), (4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12)] # Success # [(4085*2^-12, 2045*2^-11), (4085*2^-12, 2045*2^-11), (4095*2^-12, 1025*2^-10)] # Success # [(255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -117428380334697*2^-61) # [(255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Split (Some -32405434235497*2^-61) # [(255*2^-8, 4085*2^-12), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Split (Some -13155256597097*2^-61) # [(255*2^-8, 4085*2^-12), (2045*2^-11, 4095*2^-12), (255*2^-8, 2045*2^-11)] # Split (Some -8356473928297*2^-61) # [(255*2^-8, 4085*2^-12), (2045*2^-11, 4095*2^-12), (255*2^-8, 4085*2^-12)] # Success # [(255*2^-8, 4085*2^-12), (2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11)] # Split (Some -2864995400297*2^-61) # [(255*2^-8, 8165*2^-13), (2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11)] # Success # [(8165*2^-13, 4085*2^-12), (2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11)] # Success # [(255*2^-8, 4085*2^-12), (4095*2^-12, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Success # [(4085*2^-12, 2045*2^-11), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Split (Some -13862648904297*2^-61) # [(4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12), (255*2^-8, 2045*2^-11)] # Split (Some -2189401979497*2^-61) # [(4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12), (255*2^-8, 4085*2^-12)] # Success # [(4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11)] # Split (Some -2189401979497*2^-61) # [(4085*2^-12, 8175*2^-13), (2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11)] # Success # [(8175*2^-13, 2045*2^-11), (2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11)] # Success # [(4085*2^-12, 2045*2^-11), (4095*2^-12, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Success # [(255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -46126583347817*2^-61) # [(255*2^-8, 4085*2^-12), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -13135865805417*2^-61) # [(255*2^-8, 4085*2^-12), (2045*2^-11, 4095*2^-12), (2045*2^-11, 1025*2^-10)] # Split (Some -8337083136617*2^-61) # [(255*2^-8, 4085*2^-12), (2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -3538300467817*2^-61) # [(255*2^-8, 8165*2^-13), (2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Success # [(8165*2^-13, 4085*2^-12), (2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -2857145498217*2^-61) # [(8165*2^-13, 4085*2^-12), (2045*2^-11, 8185*2^-13), (2045*2^-11, 4095*2^-12)] # Split (Some -630176471657*2^-61) # [(8165*2^-13, 4085*2^-12), (2045*2^-11, 8185*2^-13), (2045*2^-11, 8185*2^-13)] # Success # [(8165*2^-13, 4085*2^-12), (2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(8165*2^-13, 4085*2^-12), (8185*2^-13, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Success # [(255*2^-8, 4085*2^-12), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(255*2^-8, 4085*2^-12), (4095*2^-12, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Success # [(4085*2^-12, 2045*2^-11), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -37892325735017*2^-61) # [(4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12), (2045*2^-11, 1025*2^-10)] # Split (Some -26219078810217*2^-61) # [(4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -14545831885417*2^-61) # [(4085*2^-12, 8175*2^-13), (2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -8360911207017*2^-61) # [(4085*2^-12, 8175*2^-13), (2045*2^-11, 8185*2^-13), (2045*2^-11, 4095*2^-12)] # Split (Some -4416898980457*2^-61) # [(4085*2^-12, 8175*2^-13), (2045*2^-11, 8185*2^-13), (2045*2^-11, 8185*2^-13)] # Split (Some -472886753897*2^-61) # [(4085*2^-12, 16345*2^-14), (2045*2^-11, 8185*2^-13), (2045*2^-11, 8185*2^-13)] # Success # [(16345*2^-14, 8175*2^-13), (2045*2^-11, 8185*2^-13), (2045*2^-11, 8185*2^-13)] # Success # [(4085*2^-12, 8175*2^-13), (2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(4085*2^-12, 8175*2^-13), (8185*2^-13, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -3731866663017*2^-61) # [(4085*2^-12, 8175*2^-13), (8185*2^-13, 4095*2^-12), (2045*2^-11, 8185*2^-13)] # Success # [(4085*2^-12, 8175*2^-13), (8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Success # [(8175*2^-13, 2045*2^-11), (2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -10428703079017*2^-61) # [(8175*2^-13, 2045*2^-11), (2045*2^-11, 8185*2^-13), (2045*2^-11, 4095*2^-12)] # Split (Some -4767647652457*2^-61) # [(8175*2^-13, 2045*2^-11), (2045*2^-11, 8185*2^-13), (2045*2^-11, 8185*2^-13)] # Success # [(8175*2^-13, 2045*2^-11), (2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12)] # Split (Some -305894052457*2^-61) # [(8175*2^-13, 16355*2^-14), (2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(16355*2^-14, 2045*2^-11), (2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(8175*2^-13, 2045*2^-11), (8185*2^-13, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -5966949479017*2^-61) # [(8175*2^-13, 2045*2^-11), (8185*2^-13, 4095*2^-12), (2045*2^-11, 8185*2^-13)] # Split (Some -305894052457*2^-61) # [(8175*2^-13, 16355*2^-14), (8185*2^-13, 4095*2^-12), (2045*2^-11, 8185*2^-13)] # Success # [(16355*2^-14, 2045*2^-11), (8185*2^-13, 4095*2^-12), (2045*2^-11, 8185*2^-13)] # Success # [(8175*2^-13, 2045*2^-11), (8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -1505195879017*2^-61) # [(8175*2^-13, 16355*2^-14), (8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Success # [(16355*2^-14, 2045*2^-11), (8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -1162626099817*2^-61) # [(16355*2^-14, 2045*2^-11), (8185*2^-13, 16375*2^-14), (8185*2^-13, 4095*2^-12)] # Split (Some -261846479465*2^-61) # [(16355*2^-14, 2045*2^-11), (8185*2^-13, 16375*2^-14), (8185*2^-13, 16375*2^-14)] # Success # [(16355*2^-14, 2045*2^-11), (8185*2^-13, 16375*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(16355*2^-14, 2045*2^-11), (16375*2^-14, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -133448646249*2^-61) # [(16355*2^-14, 2045*2^-11), (16375*2^-14, 4095*2^-12), (8185*2^-13, 16375*2^-14)] # Success # [(16355*2^-14, 2045*2^-11), (16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Success # [(4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -5622702070377*2^-61) # [(4085*2^-12, 8175*2^-13), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(8175*2^-13, 2045*2^-11), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -3564137667177*2^-61) # [(8175*2^-13, 2045*2^-11), (2045*2^-11, 8185*2^-13), (4095*2^-12, 1025*2^-10)] # Success # [(8175*2^-13, 2045*2^-11), (8185*2^-13, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(4085*2^-12, 2045*2^-11), (4095*2^-12, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -17295948995177*2^-61) # [(4085*2^-12, 2045*2^-11), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Split (Some -5622702070377*2^-61) # [(4085*2^-12, 8175*2^-13), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Success # [(8175*2^-13, 2045*2^-11), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Split (Some -3564137667177*2^-61) # [(8175*2^-13, 2045*2^-11), (4095*2^-12, 8195*2^-13), (2045*2^-11, 4095*2^-12)] # Split (Some -3220540283497*2^-61) # [(8175*2^-13, 2045*2^-11), (4095*2^-12, 8195*2^-13), (2045*2^-11, 8185*2^-13)] # Success # [(8175*2^-13, 2045*2^-11), (4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(8175*2^-13, 2045*2^-11), (8195*2^-13, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Success # [(4085*2^-12, 2045*2^-11), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Success # [(2045*2^-11, 1025*2^-10), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -155927364598377*2^-61) # [(2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11), (255*2^-8, 1025*2^-10)] # Split (Some -68081884559977*2^-61) # [(2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11)] # Success # [(2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -24194058517097*2^-61) # [(2045*2^-11, 4095*2^-12), (255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -14570647419497*2^-61) # [(2045*2^-11, 4095*2^-12), (255*2^-8, 4085*2^-12), (2045*2^-11, 1025*2^-10)] # Success # [(2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -14570647419497*2^-61) # [(2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12)] # Success # [(2045*2^-11, 4095*2^-12), (4085*2^-12, 2045*2^-11), (4095*2^-12, 1025*2^-10)] # Success # [(4095*2^-12, 1025*2^-10), (255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -1534750587497*2^-61) # [(4095*2^-12, 1025*2^-10), (255*2^-8, 4085*2^-12), (2045*2^-11, 1025*2^-10)] # Success # [(4095*2^-12, 1025*2^-10), (4085*2^-12, 2045*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -1534750587497*2^-61) # [(4095*2^-12, 1025*2^-10), (4085*2^-12, 2045*2^-11), (2045*2^-11, 4095*2^-12)] # Success # [(4095*2^-12, 1025*2^-10), (4085*2^-12, 2045*2^-11), (4095*2^-12, 1025*2^-10)] # Success # [(2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -112039538555497*2^-61) # [(2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Split (Some -24194058517097*2^-61) # [(2045*2^-11, 4095*2^-12), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Split (Some -14570647419497*2^-61) # [(2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12), (255*2^-8, 2045*2^-11)] # Success # [(2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Success # [(4095*2^-12, 1025*2^-10), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Split (Some -1534750587497*2^-61) # [(4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12), (255*2^-8, 2045*2^-11)] # Success # [(4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Success # [(2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -68151712512617*2^-61) # [(2045*2^-11, 4095*2^-12), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -48904890317417*2^-61) # [(2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12), (2045*2^-11, 1025*2^-10)] # Split (Some -30357179136617*2^-61) # [(2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -11809467955817*2^-61) # [(2045*2^-11, 8185*2^-13), (2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -9060521114217*2^-61) # [(2045*2^-11, 8185*2^-13), (2045*2^-11, 8185*2^-13), (2045*2^-11, 4095*2^-12)] # Split (Some -2709337290857*2^-61) # [(2045*2^-11, 8185*2^-13), (2045*2^-11, 8185*2^-13), (2045*2^-11, 8185*2^-13)] # Success # [(2045*2^-11, 8185*2^-13), (2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -6314762138217*2^-61) # [(2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12), (2045*2^-11, 8185*2^-13)] # Success # [(2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -3569003162217*2^-61) # [(2045*2^-11, 16365*2^-14), (8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -2194529741417*2^-61) # [(2045*2^-11, 16365*2^-14), (8185*2^-13, 16375*2^-14), (8185*2^-13, 4095*2^-12)] # Split (Some -864423785065*2^-61) # [(2045*2^-11, 16365*2^-14), (8185*2^-13, 16375*2^-14), (8185*2^-13, 16375*2^-14)] # Success # [(2045*2^-11, 16365*2^-14), (8185*2^-13, 16375*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(2045*2^-11, 16365*2^-14), (16375*2^-14, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -950472851017*2^-61) # [(2045*2^-11, 16365*2^-14), (16375*2^-14, 4095*2^-12), (8185*2^-13, 16375*2^-14)] # Success # [(2045*2^-11, 16365*2^-14), (16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Success # [(16365*2^-14, 8185*2^-13), (8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -2367439923817*2^-61) # [(16365*2^-14, 8185*2^-13), (8185*2^-13, 16375*2^-14), (8185*2^-13, 4095*2^-12)] # Split (Some -608007631337*2^-61) # [(16365*2^-14, 8185*2^-13), (8185*2^-13, 16375*2^-14), (8185*2^-13, 16375*2^-14)] # Success # [(16365*2^-14, 8185*2^-13), (8185*2^-13, 16375*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(16365*2^-14, 8185*2^-13), (16375*2^-14, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -1423126515817*2^-61) # [(16365*2^-14, 8185*2^-13), (16375*2^-14, 4095*2^-12), (8185*2^-13, 16375*2^-14)] # Success # [(16365*2^-14, 8185*2^-13), (16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Split (Some -478813107817*2^-61) # [(16365*2^-14, 32735*2^-15), (16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Split (Some -6324762217*2^-61) # [(16365*2^-14, 32735*2^-15), (16375*2^-14, 32755*2^-15), (16375*2^-14, 4095*2^-12)] # Success # [(16365*2^-14, 32735*2^-15), (32755*2^-15, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Success # [(32735*2^-15, 8185*2^-13), (16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Split (Some -307226752617*2^-61) # [(32735*2^-15, 8185*2^-13), (16375*2^-14, 32755*2^-15), (16375*2^-14, 4095*2^-12)] # Success # [(32735*2^-15, 8185*2^-13), (32755*2^-15, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Split (Some -6862141769*2^-61) # [(32735*2^-15, 8185*2^-13), (32755*2^-15, 4095*2^-12), (16375*2^-14, 32755*2^-15)] # Success # [(32735*2^-15, 8185*2^-13), (32755*2^-15, 4095*2^-12), (32755*2^-15, 4095*2^-12)] # Success # [(8185*2^-13, 4095*2^-12), (2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -4256365312617*2^-61) # [(8185*2^-13, 4095*2^-12), (2045*2^-11, 8185*2^-13), (2045*2^-11, 4095*2^-12)] # Success # [(8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Split (Some -3226600960617*2^-61) # [(8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12), (2045*2^-11, 8185*2^-13)] # Success # [(8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -2196836608617*2^-61) # [(8185*2^-13, 16375*2^-14), (8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -1681356647017*2^-61) # [(8185*2^-13, 16375*2^-14), (8185*2^-13, 16375*2^-14), (8185*2^-13, 4095*2^-12)] # Split (Some -7116209769*2^-61) # [(8185*2^-13, 16375*2^-14), (8185*2^-13, 16375*2^-14), (8185*2^-13, 16375*2^-14)] # Success # [(8185*2^-13, 16375*2^-14), (8185*2^-13, 16375*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(8185*2^-13, 16375*2^-14), (16375*2^-14, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -1166238503017*2^-61) # [(8185*2^-13, 16375*2^-14), (16375*2^-14, 4095*2^-12), (8185*2^-13, 16375*2^-14)] # Success # [(8185*2^-13, 16375*2^-14), (16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Split (Some -651120359017*2^-61) # [(8185*2^-13, 32745*2^-15), (16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Split (Some -393380378217*2^-61) # [(8185*2^-13, 32745*2^-15), (16375*2^-14, 32755*2^-15), (16375*2^-14, 4095*2^-12)] # Success # [(8185*2^-13, 32745*2^-15), (32755*2^-15, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Split (Some -135762314217*2^-61) # [(8185*2^-13, 32745*2^-15), (32755*2^-15, 4095*2^-12), (16375*2^-14, 32755*2^-15)] # Success # [(8185*2^-13, 32745*2^-15), (32755*2^-15, 4095*2^-12), (32755*2^-15, 4095*2^-12)] # Success # [(32745*2^-15, 16375*2^-14), (16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Split (Some -264785639017*2^-61) # [(32745*2^-15, 16375*2^-14), (16375*2^-14, 32755*2^-15), (16375*2^-14, 4095*2^-12)] # Success # [(32745*2^-15, 16375*2^-14), (32755*2^-15, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Split (Some -114490967017*2^-61) # [(32745*2^-15, 16375*2^-14), (32755*2^-15, 4095*2^-12), (16375*2^-14, 32755*2^-15)] # Success # [(32745*2^-15, 16375*2^-14), (32755*2^-15, 4095*2^-12), (32755*2^-15, 4095*2^-12)] # Success # [(16375*2^-14, 4095*2^-12), (8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -136279911017*2^-61) # [(16375*2^-14, 4095*2^-12), (8185*2^-13, 16375*2^-14), (8185*2^-13, 4095*2^-12)] # Success # [(16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12), (8185*2^-13, 4095*2^-12)] # Split (Some -50357031017*2^-61) # [(16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12), (8185*2^-13, 16375*2^-14)] # Success # [(16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12)] # Success # [(2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -8378024131177*2^-61) # [(2045*2^-11, 8185*2^-13), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -4770000067177*2^-61) # [(2045*2^-11, 8185*2^-13), (2045*2^-11, 8185*2^-13), (4095*2^-12, 1025*2^-10)] # Success # [(2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -2024241091177*2^-61) # [(2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -1680643707497*2^-61) # [(2045*2^-11, 16365*2^-14), (8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -263178670697*2^-61) # [(2045*2^-11, 16365*2^-14), (8185*2^-13, 16375*2^-14), (4095*2^-12, 8195*2^-13)] # Success # [(2045*2^-11, 16365*2^-14), (16375*2^-14, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Success # [(16365*2^-14, 8185*2^-13), (8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -1079862088297*2^-61) # [(16365*2^-14, 8185*2^-13), (8185*2^-13, 16375*2^-14), (4095*2^-12, 8195*2^-13)] # Success # [(16365*2^-14, 8185*2^-13), (16375*2^-14, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -135548680297*2^-61) # [(16365*2^-14, 8185*2^-13), (16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Success # [(16365*2^-14, 8185*2^-13), (16375*2^-14, 4095*2^-12), (16385*2^-14, 8195*2^-13)] # Success # [(2045*2^-11, 8185*2^-13), (8185*2^-13, 4095*2^-12), (8195*2^-13, 1025*2^-10)] # Success # [(8185*2^-13, 4095*2^-12), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -4257959311977*2^-61) # [(8185*2^-13, 4095*2^-12), (2045*2^-11, 8185*2^-13), (4095*2^-12, 1025*2^-10)] # Success # [(8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -3228194959977*2^-61) # [(8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -2197109320297*2^-61) # [(8185*2^-13, 16375*2^-14), (8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -1037552046697*2^-61) # [(8185*2^-13, 16375*2^-14), (8185*2^-13, 16375*2^-14), (4095*2^-12, 8195*2^-13)] # Success # [(8185*2^-13, 16375*2^-14), (16375*2^-14, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -522433902697*2^-61) # [(8185*2^-13, 16375*2^-14), (16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -350635210857*2^-61) # [(8185*2^-13, 32745*2^-15), (16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -125086513257*2^-61) # [(8185*2^-13, 32745*2^-15), (16375*2^-14, 32755*2^-15), (4095*2^-12, 16385*2^-14)] # Success # [(8185*2^-13, 32745*2^-15), (32755*2^-15, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Success # [(32745*2^-15, 16375*2^-14), (16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -157467850857*2^-61) # [(32745*2^-15, 16375*2^-14), (16375*2^-14, 32755*2^-15), (4095*2^-12, 16385*2^-14)] # Success # [(32745*2^-15, 16375*2^-14), (32755*2^-15, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -7173178857*2^-61) # [(32745*2^-15, 16375*2^-14), (32755*2^-15, 4095*2^-12), (4095*2^-12, 32765*2^-15)] # Success # [(32745*2^-15, 16375*2^-14), (32755*2^-15, 4095*2^-12), (32765*2^-15, 16385*2^-14)] # Success # [(8185*2^-13, 16375*2^-14), (16375*2^-14, 4095*2^-12), (16385*2^-14, 8195*2^-13)] # Success # [(16375*2^-14, 4095*2^-12), (8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -995074222697*2^-61) # [(16375*2^-14, 4095*2^-12), (8185*2^-13, 16375*2^-14), (4095*2^-12, 8195*2^-13)] # Success # [(16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -909151342697*2^-61) # [(16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -393765770857*2^-61) # [(16375*2^-14, 32755*2^-15), (16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -136045450857*2^-61) # [(16375*2^-14, 32755*2^-15), (16375*2^-14, 32755*2^-15), (4095*2^-12, 16385*2^-14)] # Success # [(16375*2^-14, 32755*2^-15), (32755*2^-15, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -93074170857*2^-61) # [(16375*2^-14, 32755*2^-15), (32755*2^-15, 4095*2^-12), (4095*2^-12, 32765*2^-15)] # Success # [(16375*2^-14, 32755*2^-15), (32755*2^-15, 4095*2^-12), (32765*2^-15, 16385*2^-14)] # Success # [(32755*2^-15, 4095*2^-12), (16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -168251185257*2^-61) # [(32755*2^-15, 4095*2^-12), (16375*2^-14, 32755*2^-15), (4095*2^-12, 16385*2^-14)] # Success # [(32755*2^-15, 4095*2^-12), (32755*2^-15, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -168251185257*2^-61) # [(32755*2^-15, 4095*2^-12), (32755*2^-15, 4095*2^-12), (4095*2^-12, 32765*2^-15)] # Success # [(32755*2^-15, 4095*2^-12), (32755*2^-15, 4095*2^-12), (32765*2^-15, 16385*2^-14)] # Success # [(16375*2^-14, 4095*2^-12), (16375*2^-14, 4095*2^-12), (16385*2^-14, 8195*2^-13)] # Success # [(8185*2^-13, 4095*2^-12), (8185*2^-13, 4095*2^-12), (8195*2^-13, 1025*2^-10)] # Success # [(2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -26925735311977*2^-61) # [(2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Split (Some -8378024131177*2^-61) # [(2045*2^-11, 8185*2^-13), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Split (Some -4770000067177*2^-61) # [(2045*2^-11, 8185*2^-13), (4095*2^-12, 8195*2^-13), (2045*2^-11, 4095*2^-12)] # Split (Some -4426402683497*2^-61) # [(2045*2^-11, 8185*2^-13), (4095*2^-12, 8195*2^-13), (2045*2^-11, 8185*2^-13)] # Success # [(2045*2^-11, 8185*2^-13), (4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Split (Some -1680643707497*2^-61) # [(2045*2^-11, 16365*2^-14), (4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Split (Some -263178670697*2^-61) # [(2045*2^-11, 16365*2^-14), (4095*2^-12, 16385*2^-14), (8185*2^-13, 4095*2^-12)] # Split (Some -91379978857*2^-61) # [(2045*2^-11, 16365*2^-14), (4095*2^-12, 16385*2^-14), (8185*2^-13, 16375*2^-14)] # Success # [(2045*2^-11, 16365*2^-14), (4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(2045*2^-11, 16365*2^-14), (16385*2^-14, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(16365*2^-14, 8185*2^-13), (4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Split (Some -1079862088297*2^-61) # [(16365*2^-14, 8185*2^-13), (4095*2^-12, 16385*2^-14), (8185*2^-13, 4095*2^-12)] # Split (Some -908063396457*2^-61) # [(16365*2^-14, 8185*2^-13), (4095*2^-12, 16385*2^-14), (8185*2^-13, 16375*2^-14)] # Success # [(16365*2^-14, 8185*2^-13), (4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(16365*2^-14, 8185*2^-13), (16385*2^-14, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(2045*2^-11, 8185*2^-13), (8195*2^-13, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Success # [(8185*2^-13, 4095*2^-12), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Split (Some -4257959311977*2^-61) # [(8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13), (2045*2^-11, 4095*2^-12)] # Split (Some -3226873672297*2^-61) # [(8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13), (2045*2^-11, 8185*2^-13)] # Success # [(8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Split (Some -2197109320297*2^-61) # [(8185*2^-13, 16375*2^-14), (4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Split (Some -1037552046697*2^-61) # [(8185*2^-13, 16375*2^-14), (4095*2^-12, 16385*2^-14), (8185*2^-13, 4095*2^-12)] # Split (Some -865753354857*2^-61) # [(8185*2^-13, 16375*2^-14), (4095*2^-12, 16385*2^-14), (8185*2^-13, 16375*2^-14)] # Success # [(8185*2^-13, 16375*2^-14), (4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Split (Some -350635210857*2^-61) # [(8185*2^-13, 32745*2^-15), (4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Split (Some -125086513257*2^-61) # [(8185*2^-13, 32745*2^-15), (4095*2^-12, 32765*2^-15), (16375*2^-14, 4095*2^-12)] # Split (Some -71399422057*2^-61) # [(8185*2^-13, 32745*2^-15), (4095*2^-12, 32765*2^-15), (16375*2^-14, 32755*2^-15)] # Success # [(8185*2^-13, 32745*2^-15), (4095*2^-12, 32765*2^-15), (32755*2^-15, 4095*2^-12)] # Success # [(8185*2^-13, 32745*2^-15), (32765*2^-15, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(32745*2^-15, 16375*2^-14), (4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Split (Some -157467850857*2^-61) # [(32745*2^-15, 16375*2^-14), (4095*2^-12, 32765*2^-15), (16375*2^-14, 4095*2^-12)] # Split (Some -103780759657*2^-61) # [(32745*2^-15, 16375*2^-14), (4095*2^-12, 32765*2^-15), (16375*2^-14, 32755*2^-15)] # Success # [(32745*2^-15, 16375*2^-14), (4095*2^-12, 32765*2^-15), (32755*2^-15, 4095*2^-12)] # Success # [(32745*2^-15, 16375*2^-14), (32765*2^-15, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(8185*2^-13, 16375*2^-14), (16385*2^-14, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(16375*2^-14, 4095*2^-12), (4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Split (Some -995074222697*2^-61) # [(16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14), (8185*2^-13, 4095*2^-12)] # Split (Some -479688650857*2^-61) # [(16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14), (8185*2^-13, 16375*2^-14)] # Success # [(16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Split (Some -393765770857*2^-61) # [(16375*2^-14, 32755*2^-15), (4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Split (Some -136045450857*2^-61) # [(16375*2^-14, 32755*2^-15), (4095*2^-12, 32765*2^-15), (16375*2^-14, 4095*2^-12)] # Split (Some -17976775657*2^-61) # [(16375*2^-14, 32755*2^-15), (4095*2^-12, 32765*2^-15), (16375*2^-14, 32755*2^-15)] # Success # [(16375*2^-14, 32755*2^-15), (4095*2^-12, 32765*2^-15), (32755*2^-15, 4095*2^-12)] # Success # [(16375*2^-14, 32755*2^-15), (32765*2^-15, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(32755*2^-15, 4095*2^-12), (4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Split (Some -168251185257*2^-61) # [(32755*2^-15, 4095*2^-12), (4095*2^-12, 32765*2^-15), (16375*2^-14, 4095*2^-12)] # Success # [(32755*2^-15, 4095*2^-12), (32765*2^-15, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(16375*2^-14, 4095*2^-12), (16385*2^-14, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(8185*2^-13, 4095*2^-12), (8195*2^-13, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Success # [(2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -4946580306537*2^-61) # [(2045*2^-11, 8185*2^-13), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -479479020137*2^-61) # [(2045*2^-11, 8185*2^-13), (4095*2^-12, 8195*2^-13), (4095*2^-12, 1025*2^-10)] # Split (Some -135881636457*2^-61) # [(2045*2^-11, 8185*2^-13), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Success # [(2045*2^-11, 8185*2^-13), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Success # [(2045*2^-11, 8185*2^-13), (8195*2^-13, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Success # [(8185*2^-13, 4095*2^-12), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -4259553311337*2^-61) # [(8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13), (4095*2^-12, 1025*2^-10)] # Split (Some -3228467671657*2^-61) # [(8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -2197382031977*2^-61) # [(8185*2^-13, 16375*2^-14), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -393747446377*2^-61) # [(8185*2^-13, 16375*2^-14), (4095*2^-12, 16385*2^-14), (4095*2^-12, 8195*2^-13)] # Split (Some -221948754537*2^-61) # [(8185*2^-13, 16375*2^-14), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -50150062697*2^-61) # [(8185*2^-13, 32745*2^-15), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Success # [(32745*2^-15, 16375*2^-14), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -50150062697*2^-61) # [(32745*2^-15, 16375*2^-14), (4095*2^-12, 32765*2^-15), (4095*2^-12, 16385*2^-14)] # Success # [(32745*2^-15, 16375*2^-14), (32765*2^-15, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Success # [(8185*2^-13, 16375*2^-14), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(8185*2^-13, 16375*2^-14), (16385*2^-14, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Success # [(16375*2^-14, 4095*2^-12), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -1853868534377*2^-61) # [(16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14), (4095*2^-12, 8195*2^-13)] # Split (Some -1338482962537*2^-61) # [(16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -823097390697*2^-61) # [(16375*2^-14, 32755*2^-15), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -350648366697*2^-61) # [(16375*2^-14, 32755*2^-15), (4095*2^-12, 32765*2^-15), (4095*2^-12, 16385*2^-14)] # Split (Some -232579691497*2^-61) # [(16375*2^-14, 32755*2^-15), (4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Split (Some -114511016297*2^-61) # [(16375*2^-14, 65505*2^-16), (4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Success # [(65505*2^-16, 32755*2^-15), (4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Split (Some -82319733097*2^-61) # [(65505*2^-16, 32755*2^-15), (4095*2^-12, 65525*2^-16), (4095*2^-12, 32765*2^-15)] # Split (Some -4498646697*2^-61) # [(65505*2^-16, 32755*2^-15), (4095*2^-12, 65525*2^-16), (4095*2^-12, 65525*2^-16)] # Success # [(65505*2^-16, 32755*2^-15), (4095*2^-12, 65525*2^-16), (65525*2^-16, 32765*2^-15)] # Success # [(65505*2^-16, 32755*2^-15), (65525*2^-16, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Split (Some -12556725985*2^-61) # [(65505*2^-16, 32755*2^-15), (65525*2^-16, 32765*2^-15), (4095*2^-12, 65525*2^-16)] # Success # [(65505*2^-16, 32755*2^-15), (65525*2^-16, 32765*2^-15), (65525*2^-16, 32765*2^-15)] # Success # [(16375*2^-14, 32755*2^-15), (4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Success # [(16375*2^-14, 32755*2^-15), (32765*2^-15, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -82296141801*2^-61) # [(16375*2^-14, 32755*2^-15), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Success # [(16375*2^-14, 32755*2^-15), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Success # [(32755*2^-15, 4095*2^-12), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -651340641897*2^-61) # [(32755*2^-15, 4095*2^-12), (4095*2^-12, 32765*2^-15), (4095*2^-12, 16385*2^-14)] # Split (Some -425899422697*2^-61) # [(32755*2^-15, 4095*2^-12), (4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Split (Some -200458203497*2^-61) # [(32755*2^-15, 65515*2^-16), (4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Split (Some -125293326697*2^-61) # [(32755*2^-15, 65515*2^-16), (4095*2^-12, 65525*2^-16), (4095*2^-12, 32765*2^-15)] # Split (Some -20632217257*2^-61) # [(32755*2^-15, 65515*2^-16), (4095*2^-12, 65525*2^-16), (4095*2^-12, 65525*2^-16)] # Success # [(32755*2^-15, 65515*2^-16), (4095*2^-12, 65525*2^-16), (65525*2^-16, 32765*2^-15)] # Success # [(32755*2^-15, 65515*2^-16), (65525*2^-16, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Split (Some -50144048077*2^-61) # [(32755*2^-15, 65515*2^-16), (65525*2^-16, 32765*2^-15), (4095*2^-12, 65525*2^-16)] # Success # [(32755*2^-15, 65515*2^-16), (65525*2^-16, 32765*2^-15), (65525*2^-16, 32765*2^-15)] # Success # [(65515*2^-16, 4095*2^-12), (4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Split (Some -114579829097*2^-61) # [(65515*2^-16, 4095*2^-12), (4095*2^-12, 65525*2^-16), (4095*2^-12, 32765*2^-15)] # Success # [(65515*2^-16, 4095*2^-12), (65525*2^-16, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Split (Some -66268525529*2^-61) # [(65515*2^-16, 4095*2^-12), (65525*2^-16, 32765*2^-15), (4095*2^-12, 65525*2^-16)] # Success # [(65515*2^-16, 4095*2^-12), (65525*2^-16, 32765*2^-15), (65525*2^-16, 32765*2^-15)] # Split (Some -17957221961*2^-61) # [(65515*2^-16, 131035*2^-17), (65525*2^-16, 32765*2^-15), (65525*2^-16, 32765*2^-15)] # Success # [(131035*2^-17, 4095*2^-12), (65525*2^-16, 32765*2^-15), (65525*2^-16, 32765*2^-15)] # Split (Some -1856009801*2^-61) # [(131035*2^-17, 4095*2^-12), (65525*2^-16, 131055*2^-17), (65525*2^-16, 32765*2^-15)] # Success # [(131035*2^-17, 4095*2^-12), (131055*2^-17, 32765*2^-15), (65525*2^-16, 32765*2^-15)] # Success # [(32755*2^-15, 4095*2^-12), (4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -103843722569*2^-61) # [(32755*2^-15, 65515*2^-16), (4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -31361725769*2^-61) # [(32755*2^-15, 65515*2^-16), (4095*2^-12, 65525*2^-16), (32765*2^-15, 16385*2^-14)] # Success # [(32755*2^-15, 65515*2^-16), (65525*2^-16, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Success # [(65515*2^-16, 4095*2^-12), (4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -60904535369*2^-61) # [(65515*2^-16, 4095*2^-12), (4095*2^-12, 65525*2^-16), (32765*2^-15, 16385*2^-14)] # Success # [(65515*2^-16, 4095*2^-12), (65525*2^-16, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -12593231801*2^-61) # [(65515*2^-16, 4095*2^-12), (65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16)] # Success # [(65515*2^-16, 4095*2^-12), (65525*2^-16, 32765*2^-15), (65535*2^-16, 16385*2^-14)] # Success # [(32755*2^-15, 4095*2^-12), (32765*2^-15, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -329284941769*2^-61) # [(32755*2^-15, 4095*2^-12), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Split (Some -103843722569*2^-61) # [(32755*2^-15, 65515*2^-16), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Split (Some -31361725769*2^-61) # [(32755*2^-15, 65515*2^-16), (32765*2^-15, 65535*2^-16), (4095*2^-12, 32765*2^-15)] # Split (Some -17939952969*2^-61) # [(32755*2^-15, 65515*2^-16), (32765*2^-15, 65535*2^-16), (4095*2^-12, 65525*2^-16)] # Success # [(32755*2^-15, 65515*2^-16), (32765*2^-15, 65535*2^-16), (65525*2^-16, 32765*2^-15)] # Success # [(32755*2^-15, 65515*2^-16), (65535*2^-16, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Success # [(65515*2^-16, 4095*2^-12), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Split (Some -60904535369*2^-61) # [(65515*2^-16, 4095*2^-12), (32765*2^-15, 65535*2^-16), (4095*2^-12, 32765*2^-15)] # Split (Some -47482762569*2^-61) # [(65515*2^-16, 4095*2^-12), (32765*2^-15, 65535*2^-16), (4095*2^-12, 65525*2^-16)] # Success # [(65515*2^-16, 4095*2^-12), (32765*2^-15, 65535*2^-16), (65525*2^-16, 32765*2^-15)] # Success # [(65515*2^-16, 4095*2^-12), (65535*2^-16, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Success # [(32755*2^-15, 4095*2^-12), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -7229241641*2^-61) # [(32755*2^-15, 65515*2^-16), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Success # [(65515*2^-16, 4095*2^-12), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -7229241641*2^-61) # [(65515*2^-16, 4095*2^-12), (32765*2^-15, 65535*2^-16), (32765*2^-15, 16385*2^-14)] # Success # [(65515*2^-16, 4095*2^-12), (65535*2^-16, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Success # [(16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -93036836969*2^-61) # [(16375*2^-14, 32755*2^-15), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(32755*2^-15, 4095*2^-12), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -7158462569*2^-61) # [(32755*2^-15, 4095*2^-12), (4095*2^-12, 32765*2^-15), (16385*2^-14, 8195*2^-13)] # Success # [(32755*2^-15, 4095*2^-12), (32765*2^-15, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(16375*2^-14, 4095*2^-12), (16385*2^-14, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -608422408809*2^-61) # [(16375*2^-14, 4095*2^-12), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Split (Some -93036836969*2^-61) # [(16375*2^-14, 32755*2^-15), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Success # [(32755*2^-15, 4095*2^-12), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Split (Some -7158462569*2^-61) # [(32755*2^-15, 4095*2^-12), (16385*2^-14, 32775*2^-15), (4095*2^-12, 16385*2^-14)] # Split (Some -7158462569*2^-61) # [(32755*2^-15, 4095*2^-12), (16385*2^-14, 32775*2^-15), (4095*2^-12, 32765*2^-15)] # Success # [(32755*2^-15, 4095*2^-12), (16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Success # [(32755*2^-15, 4095*2^-12), (32775*2^-15, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Success # [(16375*2^-14, 4095*2^-12), (16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Success # [(8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Success # [(8185*2^-13, 4095*2^-12), (8195*2^-13, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Success # [(4095*2^-12, 1025*2^-10), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -46173559552617*2^-61) # [(4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12), (2045*2^-11, 1025*2^-10)] # Split (Some -22811290983017*2^-61) # [(4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Success # [(4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -7698211625577*2^-61) # [(4095*2^-12, 8195*2^-13), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -4604492995177*2^-61) # [(4095*2^-12, 8195*2^-13), (2045*2^-11, 8185*2^-13), (4095*2^-12, 1025*2^-10)] # Success # [(4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -4604492995177*2^-61) # [(4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -1854267003497*2^-61) # [(4095*2^-12, 16385*2^-14), (8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -1166977864297*2^-61) # [(4095*2^-12, 16385*2^-14), (8185*2^-13, 16375*2^-14), (4095*2^-12, 8195*2^-13)] # Success # [(4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -1166977864297*2^-61) # [(4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -222003812457*2^-61) # [(4095*2^-12, 32765*2^-15), (16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -93153482857*2^-61) # [(4095*2^-12, 32765*2^-15), (16375*2^-14, 32755*2^-15), (4095*2^-12, 16385*2^-14)] # Success # [(4095*2^-12, 32765*2^-15), (32755*2^-15, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Split (Some -93153482857*2^-61) # [(4095*2^-12, 32765*2^-15), (32755*2^-15, 4095*2^-12), (4095*2^-12, 32765*2^-15)] # Success # [(4095*2^-12, 32765*2^-15), (32755*2^-15, 4095*2^-12), (32765*2^-15, 16385*2^-14)] # Success # [(32765*2^-15, 16385*2^-14), (16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Success # [(4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12), (16385*2^-14, 8195*2^-13)] # Success # [(16385*2^-14, 8195*2^-13), (8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -694751662697*2^-61) # [(16385*2^-14, 8195*2^-13), (8185*2^-13, 16375*2^-14), (4095*2^-12, 8195*2^-13)] # Success # [(16385*2^-14, 8195*2^-13), (16375*2^-14, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Split (Some -694751662697*2^-61) # [(16385*2^-14, 8195*2^-13), (16375*2^-14, 4095*2^-12), (4095*2^-12, 16385*2^-14)] # Success # [(16385*2^-14, 8195*2^-13), (16375*2^-14, 4095*2^-12), (16385*2^-14, 8195*2^-13)] # Success # [(4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12), (8195*2^-13, 1025*2^-10)] # Success # [(8195*2^-13, 1025*2^-10), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -4090690755177*2^-61) # [(8195*2^-13, 1025*2^-10), (2045*2^-11, 8185*2^-13), (4095*2^-12, 1025*2^-10)] # Success # [(8195*2^-13, 1025*2^-10), (8185*2^-13, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -4090690755177*2^-61) # [(8195*2^-13, 1025*2^-10), (8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Success # [(8195*2^-13, 1025*2^-10), (8185*2^-13, 4095*2^-12), (8195*2^-13, 1025*2^-10)] # Success # [(4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -31060480195177*2^-61) # [(4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Split (Some -7698211625577*2^-61) # [(4095*2^-12, 8195*2^-13), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Split (Some -4604492995177*2^-61) # [(4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13), (2045*2^-11, 4095*2^-12)] # Split (Some -1854267003497*2^-61) # [(4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13), (2045*2^-11, 8185*2^-13)] # Success # [(4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Split (Some -1854267003497*2^-61) # [(4095*2^-12, 16385*2^-14), (4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Split (Some -1166977864297*2^-61) # [(4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14), (8185*2^-13, 4095*2^-12)] # Split (Some -222003812457*2^-61) # [(4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14), (8185*2^-13, 16375*2^-14)] # Success # [(4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Split (Some -222003812457*2^-61) # [(4095*2^-12, 32765*2^-15), (4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Split (Some -93153482857*2^-61) # [(4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15), (16375*2^-14, 4095*2^-12)] # Success # [(4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(32765*2^-15, 16385*2^-14), (4095*2^-12, 16385*2^-14), (16375*2^-14, 4095*2^-12)] # Success # [(4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(16385*2^-14, 8195*2^-13), (4095*2^-12, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Split (Some -694751662697*2^-61) # [(16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14), (8185*2^-13, 4095*2^-12)] # Success # [(16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13), (8185*2^-13, 4095*2^-12)] # Success # [(4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Success # [(8195*2^-13, 1025*2^-10), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Split (Some -4090690755177*2^-61) # [(8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13), (2045*2^-11, 4095*2^-12)] # Success # [(8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Success # [(4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -15947400837737*2^-61) # [(4095*2^-12, 8195*2^-13), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -9759963576937*2^-61) # [(4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13), (4095*2^-12, 1025*2^-10)] # Split (Some -7009737585257*2^-61) # [(4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -4259511593577*2^-61) # [(4095*2^-12, 16385*2^-14), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -2884933315177*2^-61) # [(4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14), (4095*2^-12, 8195*2^-13)] # Split (Some -1939959263337*2^-61) # [(4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -994985211497*2^-61) # [(4095*2^-12, 32765*2^-15), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -737284552297*2^-61) # [(4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15), (4095*2^-12, 16385*2^-14)] # Split (Some -404470789097*2^-61) # [(4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Split (Some -71657025897*2^-61) # [(4095*2^-12, 65525*2^-16), (4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Split (Some -50179240297*2^-61) # [(4095*2^-12, 65525*2^-16), (4095*2^-12, 65525*2^-16), (4095*2^-12, 32765*2^-15)] # Success # [(4095*2^-12, 65525*2^-16), (65525*2^-16, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Split (Some -28705911769*2^-61) # [(4095*2^-12, 65525*2^-16), (65525*2^-16, 32765*2^-15), (4095*2^-12, 65525*2^-16)] # Success # [(4095*2^-12, 65525*2^-16), (65525*2^-16, 32765*2^-15), (65525*2^-16, 32765*2^-15)] # Split (Some -7232583241*2^-61) # [(4095*2^-12, 131045*2^-17), (65525*2^-16, 32765*2^-15), (65525*2^-16, 32765*2^-15)] # Success # [(131045*2^-17, 65525*2^-16), (65525*2^-16, 32765*2^-15), (65525*2^-16, 32765*2^-15)] # Success # [(65525*2^-16, 32765*2^-15), (4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Success # [(4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -125338547625*2^-61) # [(4095*2^-12, 65525*2^-16), (4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -50174490017*2^-61) # [(4095*2^-12, 65525*2^-16), (4095*2^-12, 65525*2^-16), (32765*2^-15, 16385*2^-14)] # Success # [(4095*2^-12, 65525*2^-16), (65525*2^-16, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -28701161489*2^-61) # [(4095*2^-12, 65525*2^-16), (65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16)] # Split (Some -9913514065*2^-61) # [(4095*2^-12, 131045*2^-17), (65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16)] # Success # [(131045*2^-17, 65525*2^-16), (65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16)] # Success # [(4095*2^-12, 65525*2^-16), (65525*2^-16, 32765*2^-15), (65535*2^-16, 16385*2^-14)] # Success # [(65525*2^-16, 32765*2^-15), (4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -52863760775*2^-61) # [(65525*2^-16, 32765*2^-15), (4095*2^-12, 65525*2^-16), (32765*2^-15, 16385*2^-14)] # Success # [(65525*2^-16, 32765*2^-15), (65525*2^-16, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -52863760775*2^-61) # [(65525*2^-16, 32765*2^-15), (65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16)] # Split (Some -7231994311*2^-61) # [(65525*2^-16, 131055*2^-17), (65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16)] # Success # [(131055*2^-17, 32765*2^-15), (65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16)] # Success # [(65525*2^-16, 32765*2^-15), (65525*2^-16, 32765*2^-15), (65535*2^-16, 16385*2^-14)] # Success # [(4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -458152310825*2^-61) # [(4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Split (Some -125338547625*2^-61) # [(4095*2^-12, 65525*2^-16), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Split (Some -50174490017*2^-61) # [(4095*2^-12, 65525*2^-16), (32765*2^-15, 65535*2^-16), (4095*2^-12, 32765*2^-15)] # Split (Some -31386842593*2^-61) # [(4095*2^-12, 65525*2^-16), (32765*2^-15, 65535*2^-16), (4095*2^-12, 65525*2^-16)] # Success # [(4095*2^-12, 65525*2^-16), (32765*2^-15, 65535*2^-16), (65525*2^-16, 32765*2^-15)] # Split (Some -9913514065*2^-61) # [(4095*2^-12, 131045*2^-17), (32765*2^-15, 65535*2^-16), (65525*2^-16, 32765*2^-15)] # Success # [(131045*2^-17, 65525*2^-16), (32765*2^-15, 65535*2^-16), (65525*2^-16, 32765*2^-15)] # Success # [(4095*2^-12, 65525*2^-16), (65535*2^-16, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Success # [(65525*2^-16, 32765*2^-15), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Split (Some -52863760775*2^-61) # [(65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16), (4095*2^-12, 32765*2^-15)] # Split (Some -7231994311*2^-61) # [(65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16), (4095*2^-12, 65525*2^-16)] # Success # [(65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16), (65525*2^-16, 32765*2^-15)] # Split (Some -7231994311*2^-61) # [(65525*2^-16, 131055*2^-17), (32765*2^-15, 65535*2^-16), (65525*2^-16, 32765*2^-15)] # Success # [(131055*2^-17, 32765*2^-15), (32765*2^-15, 65535*2^-16), (65525*2^-16, 32765*2^-15)] # Success # [(65525*2^-16, 32765*2^-15), (65535*2^-16, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Success # [(4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -179020069353*2^-61) # [(4095*2^-12, 65525*2^-16), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -50169739737*2^-61) # [(4095*2^-12, 65525*2^-16), (32765*2^-15, 65535*2^-16), (32765*2^-15, 16385*2^-14)] # Split (Some -31382092313*2^-61) # [(4095*2^-12, 65525*2^-16), (32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -12594444889*2^-61) # [(4095*2^-12, 131045*2^-17), (32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Success # [(131045*2^-17, 65525*2^-16), (32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -9911564889*2^-61) # [(131045*2^-17, 65525*2^-16), (32765*2^-15, 131065*2^-17), (32765*2^-15, 65535*2^-16)] # Split (Some -1188985379*2^-61) # [(131045*2^-17, 65525*2^-16), (32765*2^-15, 131065*2^-17), (32765*2^-15, 131065*2^-17)] # Success # [(131045*2^-17, 65525*2^-16), (32765*2^-15, 131065*2^-17), (131065*2^-17, 65535*2^-16)] # Success # [(131045*2^-17, 65525*2^-16), (131065*2^-17, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Success # [(4095*2^-12, 65525*2^-16), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(4095*2^-12, 65525*2^-16), (65535*2^-16, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Success # [(65525*2^-16, 32765*2^-15), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -146810763753*2^-61) # [(65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16), (32765*2^-15, 16385*2^-14)] # Split (Some -101178997289*2^-61) # [(65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -55547230825*2^-61) # [(65525*2^-16, 131055*2^-17), (32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -31387957849*2^-61) # [(65525*2^-16, 131055*2^-17), (32765*2^-15, 131065*2^-17), (32765*2^-15, 65535*2^-16)] # Split (Some -15954737701*2^-61) # [(65525*2^-16, 131055*2^-17), (32765*2^-15, 131065*2^-17), (32765*2^-15, 131065*2^-17)] # Split (Some -521517553*2^-61) # [(65525*2^-16, 262105*2^-18), (32765*2^-15, 131065*2^-17), (32765*2^-15, 131065*2^-17)] # Success # [(262105*2^-18, 131055*2^-17), (32765*2^-15, 131065*2^-17), (32765*2^-15, 131065*2^-17)] # Success # [(65525*2^-16, 131055*2^-17), (32765*2^-15, 131065*2^-17), (131065*2^-17, 65535*2^-16)] # Success # [(65525*2^-16, 131055*2^-17), (131065*2^-17, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -13270866511*2^-61) # [(65525*2^-16, 131055*2^-17), (131065*2^-17, 65535*2^-16), (32765*2^-15, 131065*2^-17)] # Success # [(65525*2^-16, 131055*2^-17), (131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Success # [(131055*2^-17, 32765*2^-15), (32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -39442578025*2^-61) # [(131055*2^-17, 32765*2^-15), (32765*2^-15, 131065*2^-17), (32765*2^-15, 65535*2^-16)] # Split (Some -17298717229*2^-61) # [(131055*2^-17, 32765*2^-15), (32765*2^-15, 131065*2^-17), (32765*2^-15, 131065*2^-17)] # Success # [(131055*2^-17, 32765*2^-15), (32765*2^-15, 131065*2^-17), (131065*2^-17, 65535*2^-16)] # Success # [(131055*2^-17, 32765*2^-15), (131065*2^-17, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -21995469415*2^-61) # [(131055*2^-17, 32765*2^-15), (131065*2^-17, 65535*2^-16), (32765*2^-15, 131065*2^-17)] # Success # [(131055*2^-17, 32765*2^-15), (131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Split (Some -4548360805*2^-61) # [(131055*2^-17, 262115*2^-18), (131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Success # [(262115*2^-18, 32765*2^-15), (131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Split (Some -3206429285*2^-61) # [(262115*2^-18, 32765*2^-15), (131065*2^-17, 262135*2^-18), (131065*2^-17, 65535*2^-16)] # Success # [(262115*2^-18, 32765*2^-15), (262135*2^-18, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Success # [(65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -20653177449*2^-61) # [(65525*2^-16, 131055*2^-17), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(131055*2^-17, 32765*2^-15), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -12600851049*2^-61) # [(131055*2^-17, 32765*2^-15), (32765*2^-15, 131065*2^-17), (65535*2^-16, 16385*2^-14)] # Success # [(131055*2^-17, 32765*2^-15), (131065*2^-17, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(65525*2^-16, 32765*2^-15), (65535*2^-16, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -66284943913*2^-61) # [(65525*2^-16, 32765*2^-15), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Split (Some -20653177449*2^-61) # [(65525*2^-16, 131055*2^-17), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Success # [(131055*2^-17, 32765*2^-15), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Split (Some -12600851049*2^-61) # [(131055*2^-17, 32765*2^-15), (65535*2^-16, 131075*2^-17), (32765*2^-15, 65535*2^-16)] # Split (Some -11258673769*2^-61) # [(131055*2^-17, 32765*2^-15), (65535*2^-16, 131075*2^-17), (32765*2^-15, 131065*2^-17)] # Success # [(131055*2^-17, 32765*2^-15), (65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Success # [(131055*2^-17, 32765*2^-15), (131075*2^-17, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Success # [(65525*2^-16, 32765*2^-15), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Success # [(32765*2^-15, 16385*2^-14), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -608480097897*2^-61) # [(32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15), (4095*2^-12, 16385*2^-14)] # Split (Some -264910895049*2^-61) # [(32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15)] # Success # [(32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -93134813577*2^-61) # [(32765*2^-15, 65535*2^-16), (4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -55553194377*2^-61) # [(32765*2^-15, 65535*2^-16), (4095*2^-12, 65525*2^-16), (32765*2^-15, 16385*2^-14)] # Success # [(32765*2^-15, 65535*2^-16), (65525*2^-16, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -55553194377*2^-61) # [(32765*2^-15, 65535*2^-16), (65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16)] # Success # [(32765*2^-15, 65535*2^-16), (65525*2^-16, 32765*2^-15), (65535*2^-16, 16385*2^-14)] # Success # [(65535*2^-16, 16385*2^-14), (4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -4555536777*2^-61) # [(65535*2^-16, 16385*2^-14), (4095*2^-12, 65525*2^-16), (32765*2^-15, 16385*2^-14)] # Success # [(65535*2^-16, 16385*2^-14), (65525*2^-16, 32765*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -4555536777*2^-61) # [(65535*2^-16, 16385*2^-14), (65525*2^-16, 32765*2^-15), (32765*2^-15, 65535*2^-16)] # Success # [(65535*2^-16, 16385*2^-14), (65525*2^-16, 32765*2^-15), (65535*2^-16, 16385*2^-14)] # Success # [(32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -436704016425*2^-61) # [(32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Split (Some -93134813577*2^-61) # [(32765*2^-15, 65535*2^-16), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Split (Some -55553194377*2^-61) # [(32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16), (4095*2^-12, 32765*2^-15)] # Success # [(32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Success # [(65535*2^-16, 16385*2^-14), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Split (Some -4555536777*2^-61) # [(65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16), (4095*2^-12, 32765*2^-15)] # Success # [(65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Success # [(32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -264927934953*2^-61) # [(32765*2^-15, 65535*2^-16), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -189764696553*2^-61) # [(32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16), (32765*2^-15, 16385*2^-14)] # Split (Some -117288811049*2^-61) # [(32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -44812925545*2^-61) # [(32765*2^-15, 131065*2^-17), (32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -34075425385*2^-61) # [(32765*2^-15, 131065*2^-17), (32765*2^-15, 131065*2^-17), (32765*2^-15, 65535*2^-16)] # Split (Some -18492830881*2^-62) # [(32765*2^-15, 131065*2^-17), (32765*2^-15, 131065*2^-17), (32765*2^-15, 131065*2^-17)] # Success # [(32765*2^-15, 131065*2^-17), (32765*2^-15, 131065*2^-17), (131065*2^-17, 65535*2^-16)] # Success # [(32765*2^-15, 131065*2^-17), (131065*2^-17, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -23338711657*2^-61) # [(32765*2^-15, 131065*2^-17), (131065*2^-17, 65535*2^-16), (32765*2^-15, 131065*2^-17)] # Success # [(32765*2^-15, 131065*2^-17), (131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Split (Some -12601997929*2^-61) # [(32765*2^-15, 262125*2^-18), (131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Split (Some -7233247849*2^-61) # [(32765*2^-15, 262125*2^-18), (131065*2^-17, 262135*2^-18), (131065*2^-17, 65535*2^-16)] # Split (Some -63519699*2^-56) # [(32765*2^-15, 262125*2^-18), (131065*2^-17, 262135*2^-18), (131065*2^-17, 262135*2^-18)] # Success # [(32765*2^-15, 262125*2^-18), (131065*2^-17, 262135*2^-18), (262135*2^-18, 65535*2^-16)] # Success # [(32765*2^-15, 262125*2^-18), (262135*2^-18, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Split (Some -2368195175*2^-61) # [(32765*2^-15, 262125*2^-18), (262135*2^-18, 65535*2^-16), (131065*2^-17, 262135*2^-18)] # Success # [(32765*2^-15, 262125*2^-18), (262135*2^-18, 65535*2^-16), (262135*2^-18, 65535*2^-16)] # Success # [(262125*2^-18, 131065*2^-17), (131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Split (Some -7904623209*2^-61) # [(262125*2^-18, 131065*2^-17), (131065*2^-17, 262135*2^-18), (131065*2^-17, 65535*2^-16)] # Split (Some -32072659*2^-56) # [(262125*2^-18, 131065*2^-17), (131065*2^-17, 262135*2^-18), (131065*2^-17, 262135*2^-18)] # Success # [(262125*2^-18, 131065*2^-17), (131065*2^-17, 262135*2^-18), (262135*2^-18, 65535*2^-16)] # Success # [(262125*2^-18, 131065*2^-17), (262135*2^-18, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Split (Some -526721869*2^-58) # [(262125*2^-18, 131065*2^-17), (262135*2^-18, 65535*2^-16), (131065*2^-17, 262135*2^-18)] # Success # [(262125*2^-18, 131065*2^-17), (262135*2^-18, 65535*2^-16), (262135*2^-18, 65535*2^-16)] # Split (Some -522926695*2^-61) # [(262125*2^-18, 524255*2^-19), (262135*2^-18, 65535*2^-16), (262135*2^-18, 65535*2^-16)] # Success # [(524255*2^-19, 131065*2^-17), (262135*2^-18, 65535*2^-16), (262135*2^-18, 65535*2^-16)] # Success # [(131065*2^-17, 65535*2^-16), (32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -15286499929*2^-61) # [(131065*2^-17, 65535*2^-16), (32765*2^-15, 131065*2^-17), (32765*2^-15, 65535*2^-16)] # Success # [(131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Split (Some -11260181089*2^-61) # [(131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16), (32765*2^-15, 131065*2^-17)] # Success # [(131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Split (Some -7233862249*2^-61) # [(131065*2^-17, 262135*2^-18), (131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Split (Some -5220555365*2^-61) # [(131065*2^-17, 262135*2^-18), (131065*2^-17, 262135*2^-18), (131065*2^-17, 65535*2^-16)] # Success # [(131065*2^-17, 262135*2^-18), (262135*2^-18, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Split (Some -1603673395*2^-60) # [(131065*2^-17, 262135*2^-18), (262135*2^-18, 65535*2^-16), (131065*2^-17, 262135*2^-18)] # Success # [(131065*2^-17, 262135*2^-18), (262135*2^-18, 65535*2^-16), (262135*2^-18, 65535*2^-16)] # Split (Some -1194138215*2^-61) # [(131065*2^-17, 524265*2^-19), (262135*2^-18, 65535*2^-16), (262135*2^-18, 65535*2^-16)] # Split (Some -187484775*2^-61) # [(131065*2^-17, 524265*2^-19), (262135*2^-18, 524275*2^-19), (262135*2^-18, 65535*2^-16)] # Success # [(131065*2^-17, 524265*2^-19), (524275*2^-19, 65535*2^-16), (262135*2^-18, 65535*2^-16)] # Success # [(524265*2^-19, 262135*2^-18), (262135*2^-18, 65535*2^-16), (262135*2^-18, 65535*2^-16)] # Success # [(262135*2^-18, 65535*2^-16), (131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16)] # Success # [(32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -31392283241*2^-61) # [(32765*2^-15, 131065*2^-17), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -17299249769*2^-61) # [(32765*2^-15, 131065*2^-17), (32765*2^-15, 131065*2^-17), (65535*2^-16, 16385*2^-14)] # Success # [(32765*2^-15, 131065*2^-17), (131065*2^-17, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -6562536041*2^-61) # [(32765*2^-15, 131065*2^-17), (131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -5220358761*2^-61) # [(32765*2^-15, 262125*2^-18), (131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Success # [(262125*2^-18, 131065*2^-17), (131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -2871671401*2^-61) # [(262125*2^-18, 131065*2^-17), (131065*2^-17, 262135*2^-18), (65535*2^-16, 131075*2^-17)] # Success # [(262125*2^-18, 131065*2^-17), (262135*2^-18, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Success # [(32765*2^-15, 131065*2^-17), (131065*2^-17, 65535*2^-16), (131075*2^-17, 16385*2^-14)] # Success # [(131065*2^-17, 65535*2^-16), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -15286893153*2^-61) # [(131065*2^-17, 65535*2^-16), (32765*2^-15, 131065*2^-17), (65535*2^-16, 16385*2^-14)] # Success # [(131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -11260574313*2^-61) # [(131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -7233944169*2^-61) # [(131065*2^-17, 262135*2^-18), (131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -2704042599*2^-61) # [(131065*2^-17, 262135*2^-18), (131065*2^-17, 262135*2^-18), (65535*2^-16, 131075*2^-17)] # Success # [(131065*2^-17, 262135*2^-18), (262135*2^-18, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -86354253*2^-58) # [(131065*2^-17, 262135*2^-18), (262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18)] # Split (Some -2468173*2^-58) # [(131065*2^-17, 524265*2^-19), (262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18)] # Success # [(524265*2^-19, 262135*2^-18), (262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18)] # Success # [(131065*2^-17, 262135*2^-18), (262135*2^-18, 65535*2^-16), (262145*2^-18, 131075*2^-17)] # Success # [(262135*2^-18, 65535*2^-16), (131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -1268223283*2^-60) # [(262135*2^-18, 65535*2^-16), (131065*2^-17, 262135*2^-18), (65535*2^-16, 131075*2^-17)] # Success # [(262135*2^-18, 65535*2^-16), (262135*2^-18, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -275109709*2^-58) # [(262135*2^-18, 65535*2^-16), (262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18)] # Split (Some -23451469*2^-58) # [(262135*2^-18, 524275*2^-19), (262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18)] # Success # [(524275*2^-19, 65535*2^-16), (262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18)] # Success # [(262135*2^-18, 65535*2^-16), (262135*2^-18, 65535*2^-16), (262145*2^-18, 131075*2^-17)] # Success # [(131065*2^-17, 65535*2^-16), (131065*2^-17, 65535*2^-16), (131075*2^-17, 16385*2^-14)] # Success # [(32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -103868168745*2^-61) # [(32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Split (Some -31392283241*2^-61) # [(32765*2^-15, 131065*2^-17), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Split (Some -17299249769*2^-61) # [(32765*2^-15, 131065*2^-17), (65535*2^-16, 131075*2^-17), (32765*2^-15, 65535*2^-16)] # Split (Some -15957072489*2^-61) # [(32765*2^-15, 131065*2^-17), (65535*2^-16, 131075*2^-17), (32765*2^-15, 131065*2^-17)] # Success # [(32765*2^-15, 131065*2^-17), (65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Split (Some -5220358761*2^-61) # [(32765*2^-15, 262125*2^-18), (65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Success # [(262125*2^-18, 131065*2^-17), (65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Split (Some -2871671401*2^-61) # [(262125*2^-18, 131065*2^-17), (65535*2^-16, 262145*2^-18), (131065*2^-17, 65535*2^-16)] # Split (Some -2200582761*2^-61) # [(262125*2^-18, 131065*2^-17), (65535*2^-16, 262145*2^-18), (131065*2^-17, 262135*2^-18)] # Success # [(262125*2^-18, 131065*2^-17), (65535*2^-16, 262145*2^-18), (262135*2^-18, 65535*2^-16)] # Success # [(262125*2^-18, 131065*2^-17), (262145*2^-18, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Success # [(32765*2^-15, 131065*2^-17), (131075*2^-17, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Success # [(131065*2^-17, 65535*2^-16), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Split (Some -15286893153*2^-61) # [(131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17), (32765*2^-15, 65535*2^-16)] # Split (Some -11260263009*2^-61) # [(131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17), (32765*2^-15, 131065*2^-17)] # Success # [(131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Split (Some -7233944169*2^-61) # [(131065*2^-17, 262135*2^-18), (65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Split (Some -2704042599*2^-61) # [(131065*2^-17, 262135*2^-18), (65535*2^-16, 262145*2^-18), (131065*2^-17, 65535*2^-16)] # Split (Some -2032953959*2^-61) # [(131065*2^-17, 262135*2^-18), (65535*2^-16, 262145*2^-18), (131065*2^-17, 262135*2^-18)] # Success # [(131065*2^-17, 262135*2^-18), (65535*2^-16, 262145*2^-18), (262135*2^-18, 65535*2^-16)] # Split (Some -2468173*2^-58) # [(131065*2^-17, 524265*2^-19), (65535*2^-16, 262145*2^-18), (262135*2^-18, 65535*2^-16)] # Success # [(524265*2^-19, 262135*2^-18), (65535*2^-16, 262145*2^-18), (262135*2^-18, 65535*2^-16)] # Success # [(131065*2^-17, 262135*2^-18), (262145*2^-18, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Success # [(262135*2^-18, 65535*2^-16), (65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Split (Some -1268223283*2^-60) # [(262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18), (131065*2^-17, 65535*2^-16)] # Split (Some -261590323*2^-60) # [(262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18), (131065*2^-17, 262135*2^-18)] # Success # [(262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18), (262135*2^-18, 65535*2^-16)] # Split (Some -23451469*2^-58) # [(262135*2^-18, 524275*2^-19), (65535*2^-16, 262145*2^-18), (262135*2^-18, 65535*2^-16)] # Success # [(524275*2^-19, 65535*2^-16), (65535*2^-16, 262145*2^-18), (262135*2^-18, 65535*2^-16)] # Success # [(262135*2^-18, 65535*2^-16), (262145*2^-18, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Success # [(131065*2^-17, 65535*2^-16), (131075*2^-17, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Success # [(32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -17971640937*2^-61) # [(32765*2^-15, 131065*2^-17), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -523074153*2^-61) # [(32765*2^-15, 131065*2^-17), (65535*2^-16, 131075*2^-17), (65535*2^-16, 16385*2^-14)] # Success # [(32765*2^-15, 131065*2^-17), (131075*2^-17, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Success # [(131065*2^-17, 65535*2^-16), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -15287286377*2^-61) # [(131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17), (65535*2^-16, 16385*2^-14)] # Split (Some -11260656233*2^-61) # [(131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -7234026089*2^-61) # [(131065*2^-17, 262135*2^-18), (65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -187529833*2^-61) # [(131065*2^-17, 262135*2^-18), (65535*2^-16, 262145*2^-18), (65535*2^-16, 131075*2^-17)] # Success # [(131065*2^-17, 262135*2^-18), (262145*2^-18, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Success # [(262135*2^-18, 65535*2^-16), (65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -5891848809*2^-61) # [(262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18), (65535*2^-16, 131075*2^-17)] # Split (Some -3878582889*2^-61) # [(262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Split (Some -1865316969*2^-61) # [(262135*2^-18, 524275*2^-19), (65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Split (Some -19782249*2^-61) # [(262135*2^-18, 524275*2^-19), (65535*2^-16, 524285*2^-19), (65535*2^-16, 262145*2^-18)] # Success # [(262135*2^-18, 524275*2^-19), (524285*2^-19, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Success # [(524275*2^-19, 65535*2^-16), (65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Split (Some -1194228329*2^-61) # [(524275*2^-19, 65535*2^-16), (65535*2^-16, 524285*2^-19), (65535*2^-16, 262145*2^-18)] # Split (Some -313408105*2^-61) # [(524275*2^-19, 65535*2^-16), (65535*2^-16, 524285*2^-19), (65535*2^-16, 524285*2^-19)] # Success # [(524275*2^-19, 65535*2^-16), (65535*2^-16, 524285*2^-19), (524285*2^-19, 262145*2^-18)] # Success # [(524275*2^-19, 65535*2^-16), (524285*2^-19, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Success # [(262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17)] # Success # [(262135*2^-18, 65535*2^-16), (262145*2^-18, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -1026423401*2^-61) # [(262135*2^-18, 65535*2^-16), (262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18)] # Success # [(262135*2^-18, 65535*2^-16), (262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Success # [(131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Success # [(131065*2^-17, 65535*2^-16), (131075*2^-17, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Success # [(65535*2^-16, 16385*2^-14), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -179031538153*2^-61) # [(65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16), (32765*2^-15, 16385*2^-14)] # Split (Some -175528146001*2^-62) # [(65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Success # [(65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -57419232465*2^-62) # [(65535*2^-16, 131075*2^-17), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -33259386065*2^-62) # [(65535*2^-16, 131075*2^-17), (32765*2^-15, 131065*2^-17), (65535*2^-16, 16385*2^-14)] # Success # [(65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -33259386065*2^-62) # [(65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -11783861457*2^-62) # [(65535*2^-16, 262145*2^-18), (131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -6415070417*2^-62) # [(65535*2^-16, 262145*2^-18), (131065*2^-17, 262135*2^-18), (65535*2^-16, 131075*2^-17)] # Success # [(65535*2^-16, 262145*2^-18), (262135*2^-18, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -6415070417*2^-62) # [(65535*2^-16, 262145*2^-18), (262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18)] # Success # [(65535*2^-16, 262145*2^-18), (262135*2^-18, 65535*2^-16), (262145*2^-18, 131075*2^-17)] # Success # [(262145*2^-18, 131075*2^-17), (131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -1362123369*2^-61) # [(262145*2^-18, 131075*2^-17), (131065*2^-17, 262135*2^-18), (65535*2^-16, 131075*2^-17)] # Success # [(262145*2^-18, 131075*2^-17), (262135*2^-18, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Split (Some -1362123369*2^-61) # [(262145*2^-18, 131075*2^-17), (262135*2^-18, 65535*2^-16), (65535*2^-16, 262145*2^-18)] # Success # [(262145*2^-18, 131075*2^-17), (262135*2^-18, 65535*2^-16), (262145*2^-18, 131075*2^-17)] # Success # [(65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16), (131075*2^-17, 16385*2^-14)] # Success # [(131075*2^-17, 16385*2^-14), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -14616836713*2^-61) # [(131075*2^-17, 16385*2^-14), (32765*2^-15, 131065*2^-17), (65535*2^-16, 16385*2^-14)] # Success # [(131075*2^-17, 16385*2^-14), (131065*2^-17, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -14616836713*2^-61) # [(131075*2^-17, 16385*2^-14), (131065*2^-17, 65535*2^-16), (65535*2^-16, 131075*2^-17)] # Success # [(131075*2^-17, 16385*2^-14), (131065*2^-17, 65535*2^-16), (131075*2^-17, 16385*2^-14)] # Success # [(65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -119977081385*2^-61) # [(65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Split (Some -57419232465*2^-62) # [(65535*2^-16, 131075*2^-17), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Split (Some -33259386065*2^-62) # [(65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17), (32765*2^-15, 65535*2^-16)] # Split (Some -11783861457*2^-62) # [(65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17), (32765*2^-15, 131065*2^-17)] # Success # [(65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Split (Some -11783861457*2^-62) # [(65535*2^-16, 262145*2^-18), (65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Split (Some -6415070417*2^-62) # [(65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18), (131065*2^-17, 65535*2^-16)] # Success # [(65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Success # [(262145*2^-18, 131075*2^-17), (65535*2^-16, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Split (Some -1362123369*2^-61) # [(262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18), (131065*2^-17, 65535*2^-16)] # Success # [(262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17), (131065*2^-17, 65535*2^-16)] # Success # [(65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Success # [(131075*2^-17, 16385*2^-14), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Split (Some -14616836713*2^-61) # [(131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17), (32765*2^-15, 65535*2^-16)] # Success # [(131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Success # [(65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -60922624617*2^-61) # [(65535*2^-16, 131075*2^-17), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -36762778217*2^-61) # [(65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17), (65535*2^-16, 16385*2^-14)] # Split (Some -26025015913*2^-61) # [(65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -15287253609*2^-61) # [(65535*2^-16, 262145*2^-18), (65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -9918462569*2^-61) # [(65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18), (65535*2^-16, 131075*2^-17)] # Split (Some -6227475049*2^-61) # [(65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Split (Some -2536487529*2^-61) # [(65535*2^-16, 524285*2^-19), (65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Split (Some -1529813609*2^-61) # [(65535*2^-16, 524285*2^-19), (65535*2^-16, 524285*2^-19), (65535*2^-16, 262145*2^-18)] # Split (Some -229552745*2^-61) # [(65535*2^-16, 524285*2^-19), (65535*2^-16, 524285*2^-19), (65535*2^-16, 524285*2^-19)] # Success # [(65535*2^-16, 524285*2^-19), (65535*2^-16, 524285*2^-19), (524285*2^-19, 262145*2^-18)] # Success # [(65535*2^-16, 524285*2^-19), (524285*2^-19, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Split (Some -439253609*2^-61) # [(65535*2^-16, 524285*2^-19), (524285*2^-19, 262145*2^-18), (65535*2^-16, 524285*2^-19)] # Success # [(65535*2^-16, 524285*2^-19), (524285*2^-19, 262145*2^-18), (524285*2^-19, 262145*2^-18)] # Success # [(524285*2^-19, 262145*2^-18), (65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Split (Some -1026538089*2^-61) # [(524285*2^-19, 262145*2^-18), (65535*2^-16, 524285*2^-19), (65535*2^-16, 262145*2^-18)] # Success # [(524285*2^-19, 262145*2^-18), (524285*2^-19, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Split (Some -355408489*2^-61) # [(524285*2^-19, 262145*2^-18), (524285*2^-19, 262145*2^-18), (65535*2^-16, 524285*2^-19)] # Success # [(524285*2^-19, 262145*2^-18), (524285*2^-19, 262145*2^-18), (524285*2^-19, 262145*2^-18)] # Success # [(65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17)] # Split (Some -523147881*2^-61) # [(65535*2^-16, 524285*2^-19), (65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17)] # Success # [(524285*2^-19, 262145*2^-18), (65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17)] # Success # [(65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -4214135401*2^-61) # [(65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18)] # Split (Some -523147881*2^-61) # [(65535*2^-16, 524285*2^-19), (262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18)] # Success # [(524285*2^-19, 262145*2^-18), (262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18)] # Success # [(65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Success # [(262145*2^-18, 131075*2^-17), (65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -10589633129*2^-61) # [(262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18), (65535*2^-16, 131075*2^-17)] # Split (Some -5220924009*2^-61) # [(262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Success # [(262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17)] # Split (Some -690993769*2^-61) # [(262145*2^-18, 524295*2^-19), (65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17)] # Success # [(524295*2^-19, 131075*2^-17), (65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17)] # Success # [(262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -6059702889*2^-61) # [(262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18)] # Split (Some -690993769*2^-61) # [(262145*2^-18, 524295*2^-19), (262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18)] # Success # [(524295*2^-19, 131075*2^-17), (262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18)] # Success # [(262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Split (Some -1529772649*2^-61) # [(262145*2^-18, 524295*2^-19), (262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Success # [(524295*2^-19, 131075*2^-17), (262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Split (Some -858684009*2^-61) # [(524295*2^-19, 131075*2^-17), (262145*2^-18, 524295*2^-19), (262145*2^-18, 131075*2^-17)] # Split (Some -187595369*2^-61) # [(524295*2^-19, 131075*2^-17), (262145*2^-18, 524295*2^-19), (262145*2^-18, 524295*2^-19)] # Success # [(524295*2^-19, 131075*2^-17), (262145*2^-18, 524295*2^-19), (524295*2^-19, 131075*2^-17)] # Success # [(524295*2^-19, 131075*2^-17), (524295*2^-19, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Success # [(65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Split (Some -4549720681*2^-61) # [(65535*2^-16, 262145*2^-18), (65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Success # [(262145*2^-18, 131075*2^-17), (65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Split (Some -2200910441*2^-61) # [(262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18), (131075*2^-17, 16385*2^-14)] # Success # [(262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Success # [(65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -15287482985*2^-61) # [(65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Split (Some -4549720681*2^-61) # [(65535*2^-16, 262145*2^-18), (131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Success # [(262145*2^-18, 131075*2^-17), (131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Split (Some -2200910441*2^-61) # [(262145*2^-18, 131075*2^-17), (131075*2^-17, 262155*2^-18), (65535*2^-16, 131075*2^-17)] # Split (Some -2200910441*2^-61) # [(262145*2^-18, 131075*2^-17), (131075*2^-17, 262155*2^-18), (65535*2^-16, 262145*2^-18)] # Success # [(262145*2^-18, 131075*2^-17), (131075*2^-17, 262155*2^-18), (262145*2^-18, 131075*2^-17)] # Success # [(262145*2^-18, 131075*2^-17), (262155*2^-18, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Success # [(65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Success # [(131075*2^-17, 16385*2^-14), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -44816497257*2^-61) # [(131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17), (65535*2^-16, 16385*2^-14)] # Split (Some -27367602793*2^-61) # [(131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -9918708329*2^-61) # [(131075*2^-17, 262155*2^-18), (65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -7905360489*2^-61) # [(131075*2^-17, 262155*2^-18), (65535*2^-16, 262145*2^-18), (65535*2^-16, 131075*2^-17)] # Split (Some -2872105575*2^-61) # [(131075*2^-17, 262155*2^-18), (65535*2^-16, 262145*2^-18), (65535*2^-16, 262145*2^-18)] # Success # [(131075*2^-17, 262155*2^-18), (65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17)] # Split (Some -19896935*2^-61) # [(131075*2^-17, 524305*2^-19), (65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17)] # Success # [(524305*2^-19, 262155*2^-18), (65535*2^-16, 262145*2^-18), (262145*2^-18, 131075*2^-17)] # Success # [(131075*2^-17, 262155*2^-18), (262145*2^-18, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -5053151849*2^-61) # [(131075*2^-17, 262155*2^-18), (262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18)] # Split (Some -19896935*2^-61) # [(131075*2^-17, 524305*2^-19), (262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18)] # Success # [(524305*2^-19, 262155*2^-18), (262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18)] # Success # [(131075*2^-17, 262155*2^-18), (262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Split (Some -2200943209*2^-61) # [(131075*2^-17, 524305*2^-19), (262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Split (Some -1194269289*2^-61) # [(131075*2^-17, 524305*2^-19), (262145*2^-18, 524295*2^-19), (262145*2^-18, 131075*2^-17)] # Split (Some -103750249*2^-61) # [(131075*2^-17, 524305*2^-19), (262145*2^-18, 524295*2^-19), (262145*2^-18, 524295*2^-19)] # Success # [(131075*2^-17, 524305*2^-19), (262145*2^-18, 524295*2^-19), (524295*2^-19, 131075*2^-17)] # Success # [(131075*2^-17, 524305*2^-19), (524295*2^-19, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Success # [(524305*2^-19, 262155*2^-18), (262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Split (Some -690993769*2^-61) # [(524305*2^-19, 262155*2^-18), (262145*2^-18, 524295*2^-19), (262145*2^-18, 131075*2^-17)] # Success # [(524305*2^-19, 262155*2^-18), (524295*2^-19, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Success # [(262155*2^-18, 16385*2^-14), (65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -1865644649*2^-61) # [(262155*2^-18, 16385*2^-14), (65535*2^-16, 262145*2^-18), (65535*2^-16, 131075*2^-17)] # Success # [(262155*2^-18, 16385*2^-14), (262145*2^-18, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Split (Some -691157609*2^-61) # [(262155*2^-18, 16385*2^-14), (262145*2^-18, 131075*2^-17), (65535*2^-16, 262145*2^-18)] # Success # [(262155*2^-18, 16385*2^-14), (262145*2^-18, 131075*2^-17), (262145*2^-18, 131075*2^-17)] # Success # [(131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Split (Some -6563199593*2^-61) # [(131075*2^-17, 262155*2^-18), (65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Split (Some -2033179241*2^-61) # [(131075*2^-17, 262155*2^-18), (65535*2^-16, 262145*2^-18), (131075*2^-17, 16385*2^-14)] # Success # [(131075*2^-17, 262155*2^-18), (262145*2^-18, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Success # [(262155*2^-18, 16385*2^-14), (65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Split (Some -1865579113*2^-61) # [(262155*2^-18, 16385*2^-14), (65535*2^-16, 262145*2^-18), (131075*2^-17, 16385*2^-14)] # Success # [(262155*2^-18, 16385*2^-14), (262145*2^-18, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Split (Some -691092073*2^-61) # [(262155*2^-18, 16385*2^-14), (262145*2^-18, 131075*2^-17), (131075*2^-17, 262155*2^-18)] # Success # [(262155*2^-18, 16385*2^-14), (262145*2^-18, 131075*2^-17), (262155*2^-18, 16385*2^-14)] # Success # [(131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -24012094057*2^-61) # [(131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Split (Some -6563199593*2^-61) # [(131075*2^-17, 262155*2^-18), (131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Split (Some -2033179241*2^-61) # [(131075*2^-17, 262155*2^-18), (131075*2^-17, 262155*2^-18), (65535*2^-16, 131075*2^-17)] # Split (Some -2033179241*2^-61) # [(131075*2^-17, 262155*2^-18), (131075*2^-17, 262155*2^-18), (65535*2^-16, 262145*2^-18)] # Success # [(131075*2^-17, 262155*2^-18), (131075*2^-17, 262155*2^-18), (262145*2^-18, 131075*2^-17)] # Success # [(131075*2^-17, 262155*2^-18), (262155*2^-18, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Success # [(262155*2^-18, 16385*2^-14), (131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Split (Some -1865579113*2^-61) # [(262155*2^-18, 16385*2^-14), (131075*2^-17, 262155*2^-18), (65535*2^-16, 131075*2^-17)] # Split (Some -523336297*2^-61) # [(262155*2^-18, 16385*2^-14), (131075*2^-17, 262155*2^-18), (65535*2^-16, 262145*2^-18)] # Success # [(262155*2^-18, 16385*2^-14), (131075*2^-17, 262155*2^-18), (262145*2^-18, 131075*2^-17)] # Success # [(262155*2^-18, 16385*2^-14), (262155*2^-18, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Success # [(131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Split (Some -3207690857*2^-61) # [(131075*2^-17, 262155*2^-18), (131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Success # [(262155*2^-18, 16385*2^-14), (131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Split (Some -1865513577*2^-61) # [(262155*2^-18, 16385*2^-14), (131075*2^-17, 262155*2^-18), (131075*2^-17, 16385*2^-14)] # Split (Some -523270761*2^-61) # [(262155*2^-18, 16385*2^-14), (131075*2^-17, 262155*2^-18), (131075*2^-17, 262155*2^-18)] # Success # [(262155*2^-18, 16385*2^-14), (131075*2^-17, 262155*2^-18), (262155*2^-18, 16385*2^-14)] # Success # [(262155*2^-18, 16385*2^-14), (262155*2^-18, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Success # [(4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -479633700937*2^-61) # [(4095*2^-12, 32765*2^-15), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -254143985769*2^-61) # [(4095*2^-12, 32765*2^-15), (4095*2^-12, 32765*2^-15), (16385*2^-14, 8195*2^-13)] # Success # [(4095*2^-12, 32765*2^-15), (32765*2^-15, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(32765*2^-15, 16385*2^-14), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -286381144137*2^-61) # [(32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15), (16385*2^-14, 8195*2^-13)] # Success # [(32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -114605062665*2^-61) # [(32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -114605062665*2^-61) # [(32765*2^-15, 65535*2^-16), (32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -42125523465*2^-61) # [(32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16), (16385*2^-14, 32775*2^-15)] # Success # [(32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Success # [(65535*2^-16, 16385*2^-14), (32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -71656864265*2^-61) # [(65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16), (16385*2^-14, 32775*2^-15)] # Success # [(65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -12602407497*2^-61) # [(65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Split (Some -12602407497*2^-61) # [(65535*2^-16, 131075*2^-17), (65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Success # [(131075*2^-17, 16385*2^-14), (65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Split (Some -4549343817*2^-61) # [(131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17), (16385*2^-14, 65545*2^-16)] # Success # [(131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Success # [(65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14), (65545*2^-16, 32775*2^-15)] # Success # [(32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14), (32775*2^-15, 8195*2^-13)] # Success # [(4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -1424607752777*2^-61) # [(4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Split (Some -479633700937*2^-61) # [(4095*2^-12, 32765*2^-15), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Split (Some -254143985769*2^-61) # [(4095*2^-12, 32765*2^-15), (16385*2^-14, 32775*2^-15), (4095*2^-12, 16385*2^-14)] # Split (Some -254143985769*2^-61) # [(4095*2^-12, 32765*2^-15), (16385*2^-14, 32775*2^-15), (4095*2^-12, 32765*2^-15)] # Success # [(4095*2^-12, 32765*2^-15), (16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Success # [(4095*2^-12, 32765*2^-15), (32775*2^-15, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Success # [(32765*2^-15, 16385*2^-14), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Split (Some -286381144137*2^-61) # [(32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15), (4095*2^-12, 16385*2^-14)] # Split (Some -286381144137*2^-61) # [(32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15), (4095*2^-12, 32765*2^-15)] # Success # [(32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -114605062665*2^-61) # [(32765*2^-15, 65535*2^-16), (16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -42125523465*2^-61) # [(32765*2^-15, 65535*2^-16), (16385*2^-14, 65545*2^-16), (32765*2^-15, 16385*2^-14)] # Split (Some -42125523465*2^-61) # [(32765*2^-15, 65535*2^-16), (16385*2^-14, 65545*2^-16), (32765*2^-15, 65535*2^-16)] # Success # [(32765*2^-15, 65535*2^-16), (16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(32765*2^-15, 65535*2^-16), (65545*2^-16, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Success # [(65535*2^-16, 16385*2^-14), (16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -71656864265*2^-61) # [(65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16), (32765*2^-15, 16385*2^-14)] # Split (Some -71656864265*2^-61) # [(65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16), (32765*2^-15, 65535*2^-16)] # Success # [(65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -12602407497*2^-61) # [(65535*2^-16, 131075*2^-17), (16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(131075*2^-17, 16385*2^-14), (16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -4549343817*2^-61) # [(131075*2^-17, 16385*2^-14), (16385*2^-14, 131085*2^-17), (65535*2^-16, 16385*2^-14)] # Split (Some -4549343817*2^-61) # [(131075*2^-17, 16385*2^-14), (16385*2^-14, 131085*2^-17), (65535*2^-16, 131075*2^-17)] # Success # [(131075*2^-17, 16385*2^-14), (16385*2^-14, 131085*2^-17), (131075*2^-17, 16385*2^-14)] # Success # [(131075*2^-17, 16385*2^-14), (131085*2^-17, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(65535*2^-16, 16385*2^-14), (65545*2^-16, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Success # [(32765*2^-15, 16385*2^-14), (32775*2^-15, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Success # [(4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Success # [(16385*2^-14, 8195*2^-13), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -3057004636777*2^-61) # [(16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14), (4095*2^-12, 8195*2^-13)] # Split (Some -1682442104937*2^-61) # [(16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -307879573097*2^-61) # [(16385*2^-14, 32775*2^-15), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -264927278697*2^-61) # [(16385*2^-14, 32775*2^-15), (4095*2^-12, 32765*2^-15), (4095*2^-12, 16385*2^-14)] # Success # [(16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -200507357225*2^-61) # [(16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Success # [(16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -136087435753*2^-61) # [(16385*2^-14, 65545*2^-16), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -114611288553*2^-61) # [(16385*2^-14, 65545*2^-16), (32765*2^-15, 65535*2^-16), (32765*2^-15, 16385*2^-14)] # Split (Some -36763630121*2^-61) # [(16385*2^-14, 65545*2^-16), (32765*2^-15, 65535*2^-16), (32765*2^-15, 65535*2^-16)] # Success # [(16385*2^-14, 65545*2^-16), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -4551244393*2^-61) # [(16385*2^-14, 131085*2^-17), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(131085*2^-17, 65545*2^-16), (32765*2^-15, 65535*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -82398902825*2^-61) # [(16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Split (Some -4551244393*2^-61) # [(16385*2^-14, 131085*2^-17), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Success # [(131085*2^-17, 65545*2^-16), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Success # [(16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -50186517097*2^-61) # [(16385*2^-14, 131085*2^-17), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -39448443497*2^-61) # [(16385*2^-14, 131085*2^-17), (65535*2^-16, 131075*2^-17), (65535*2^-16, 16385*2^-14)] # Split (Some -19314735719*2^-61) # [(16385*2^-14, 131085*2^-17), (65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Success # [(16385*2^-14, 131085*2^-17), (65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Split (Some -5221218919*2^-61) # [(16385*2^-14, 262165*2^-18), (65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Split (Some -2536700519*2^-61) # [(16385*2^-14, 262165*2^-18), (65535*2^-16, 262145*2^-18), (131075*2^-17, 16385*2^-14)] # Success # [(16385*2^-14, 262165*2^-18), (262145*2^-18, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Split (Some -1697839719*2^-61) # [(16385*2^-14, 262165*2^-18), (262145*2^-18, 131075*2^-17), (131075*2^-17, 262155*2^-18)] # Success # [(16385*2^-14, 262165*2^-18), (262145*2^-18, 131075*2^-17), (262155*2^-18, 16385*2^-14)] # Success # [(262165*2^-18, 131085*2^-17), (65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Split (Some -691452519*2^-61) # [(262165*2^-18, 131085*2^-17), (65535*2^-16, 262145*2^-18), (131075*2^-17, 16385*2^-14)] # Success # [(262165*2^-18, 131085*2^-17), (262145*2^-18, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Success # [(16385*2^-14, 131085*2^-17), (131075*2^-17, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -25354926697*2^-61) # [(16385*2^-14, 131085*2^-17), (131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Split (Some -5221218919*2^-61) # [(16385*2^-14, 262165*2^-18), (131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Split (Some -2536700519*2^-61) # [(16385*2^-14, 262165*2^-18), (131075*2^-17, 262155*2^-18), (65535*2^-16, 131075*2^-17)] # Success # [(16385*2^-14, 262165*2^-18), (262155*2^-18, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Success # [(262165*2^-18, 131085*2^-17), (131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Split (Some -691452519*2^-61) # [(262165*2^-18, 131085*2^-17), (131075*2^-17, 262155*2^-18), (65535*2^-16, 131075*2^-17)] # Success # [(262165*2^-18, 131085*2^-17), (262155*2^-18, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Success # [(16385*2^-14, 131085*2^-17), (131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Split (Some -11261409897*2^-61) # [(16385*2^-14, 262165*2^-18), (131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Split (Some -5892373097*2^-61) # [(16385*2^-14, 262165*2^-18), (131075*2^-17, 262155*2^-18), (131075*2^-17, 16385*2^-14)] # Split (Some -2872326761*2^-61) # [(16385*2^-14, 262165*2^-18), (131075*2^-17, 262155*2^-18), (131075*2^-17, 262155*2^-18)] # Success # [(16385*2^-14, 262165*2^-18), (131075*2^-17, 262155*2^-18), (262155*2^-18, 16385*2^-14)] # Success # [(16385*2^-14, 262165*2^-18), (262155*2^-18, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Success # [(262165*2^-18, 131085*2^-17), (131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Split (Some -6563789417*2^-61) # [(262165*2^-18, 131085*2^-17), (131075*2^-17, 262155*2^-18), (131075*2^-17, 16385*2^-14)] # Split (Some -1865939561*2^-61) # [(262165*2^-18, 131085*2^-17), (131075*2^-17, 262155*2^-18), (131075*2^-17, 262155*2^-18)] # Success # [(262165*2^-18, 131085*2^-17), (131075*2^-17, 262155*2^-18), (262155*2^-18, 16385*2^-14)] # Success # [(262165*2^-18, 131085*2^-17), (262155*2^-18, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Split (Some -20257377*2^-61) # [(262165*2^-18, 131085*2^-17), (262155*2^-18, 16385*2^-14), (131075*2^-17, 262155*2^-18)] # Success # [(262165*2^-18, 131085*2^-17), (262155*2^-18, 16385*2^-14), (262155*2^-18, 16385*2^-14)] # Success # [(131085*2^-17, 65545*2^-16), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -20658616937*2^-61) # [(131085*2^-17, 65545*2^-16), (65535*2^-16, 131075*2^-17), (65535*2^-16, 16385*2^-14)] # Split (Some -3880188521*2^-61) # [(131085*2^-17, 65545*2^-16), (65535*2^-16, 131075*2^-17), (65535*2^-16, 131075*2^-17)] # Success # [(131085*2^-17, 65545*2^-16), (65535*2^-16, 131075*2^-17), (131075*2^-17, 16385*2^-14)] # Success # [(131085*2^-17, 65545*2^-16), (131075*2^-17, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -13275986537*2^-61) # [(131085*2^-17, 65545*2^-16), (131075*2^-17, 16385*2^-14), (65535*2^-16, 131075*2^-17)] # Success # [(131085*2^-17, 65545*2^-16), (131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Split (Some -5893356137*2^-61) # [(131085*2^-17, 262175*2^-18), (131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Split (Some -3879762537*2^-61) # [(131085*2^-17, 262175*2^-18), (131075*2^-17, 262155*2^-18), (131075*2^-17, 16385*2^-14)] # Success # [(131085*2^-17, 262175*2^-18), (262155*2^-18, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Success # [(262175*2^-18, 65545*2^-16), (131075*2^-17, 16385*2^-14), (131075*2^-17, 16385*2^-14)] # Success # [(65545*2^-16, 32775*2^-15), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -23340612137*2^-61) # [(65545*2^-16, 32775*2^-15), (32765*2^-15, 65535*2^-16), (32765*2^-15, 16385*2^-14)] # Success # [(65545*2^-16, 32775*2^-15), (65535*2^-16, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Split (Some -12603193897*2^-61) # [(65545*2^-16, 32775*2^-15), (65535*2^-16, 16385*2^-14), (32765*2^-15, 65535*2^-16)] # Success # [(65545*2^-16, 32775*2^-15), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -1865775657*2^-61) # [(65545*2^-16, 131095*2^-17), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Split (Some -1865775657*2^-61) # [(65545*2^-16, 131095*2^-17), (65535*2^-16, 131075*2^-17), (65535*2^-16, 16385*2^-14)] # Success # [(65545*2^-16, 131095*2^-17), (131075*2^-17, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Success # [(131095*2^-17, 32775*2^-15), (65535*2^-16, 16385*2^-14), (65535*2^-16, 16385*2^-14)] # Success # [(32775*2^-15, 8195*2^-13), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -28711942697*2^-61) # [(32775*2^-15, 8195*2^-13), (4095*2^-12, 32765*2^-15), (4095*2^-12, 16385*2^-14)] # Success # [(32775*2^-15, 8195*2^-13), (32765*2^-15, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Split (Some -7237106217*2^-61) # [(32775*2^-15, 8195*2^-13), (32765*2^-15, 16385*2^-14), (4095*2^-12, 32765*2^-15)] # Success # [(32775*2^-15, 8195*2^-13), (32765*2^-15, 16385*2^-14), (32765*2^-15, 16385*2^-14)] # Success # [(16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -522698716265*2^-61) # [(16385*2^-14, 32775*2^-15), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -264952181737*2^-61) # [(16385*2^-14, 32775*2^-15), (4095*2^-12, 32765*2^-15), (16385*2^-14, 8195*2^-13)] # Success # [(16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -200532260265*2^-61) # [(16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -136091695273*2^-61) # [(16385*2^-14, 65545*2^-16), (32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -60921084065*2^-61) # [(16385*2^-14, 65545*2^-16), (32765*2^-15, 65535*2^-16), (16385*2^-14, 32775*2^-15)] # Success # [(16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -28708698337*2^-61) # [(16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Split (Some -23340382657*2^-61) # [(16385*2^-14, 131085*2^-17), (65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Split (Some -9247947337*2^-61) # [(16385*2^-14, 131085*2^-17), (65535*2^-16, 131075*2^-17), (16385*2^-14, 65545*2^-16)] # Success # [(16385*2^-14, 131085*2^-17), (131075*2^-17, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Success # [(131085*2^-17, 65545*2^-16), (65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Split (Some -7234582977*2^-61) # [(131085*2^-17, 65545*2^-16), (65535*2^-16, 131075*2^-17), (16385*2^-14, 65545*2^-16)] # Success # [(131085*2^-17, 65545*2^-16), (131075*2^-17, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Success # [(16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14), (65545*2^-16, 32775*2^-15)] # Success # [(65545*2^-16, 32775*2^-15), (32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -63612811465*2^-61) # [(65545*2^-16, 32775*2^-15), (32765*2^-15, 65535*2^-16), (16385*2^-14, 32775*2^-15)] # Success # [(65545*2^-16, 32775*2^-15), (65535*2^-16, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -52875393225*2^-61) # [(65545*2^-16, 32775*2^-15), (65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Split (Some -20658944425*2^-61) # [(65545*2^-16, 131095*2^-17), (65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Split (Some -8577628577*2^-61) # [(65545*2^-16, 131095*2^-17), (65535*2^-16, 131075*2^-17), (16385*2^-14, 65545*2^-16)] # Success # [(65545*2^-16, 131095*2^-17), (131075*2^-17, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Split (Some -5222185377*2^-61) # [(65545*2^-16, 131095*2^-17), (131075*2^-17, 16385*2^-14), (16385*2^-14, 131085*2^-17)] # Success # [(65545*2^-16, 131095*2^-17), (131075*2^-17, 16385*2^-14), (131085*2^-17, 65545*2^-16)] # Success # [(131095*2^-17, 32775*2^-15), (65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Split (Some -6567066025*2^-61) # [(131095*2^-17, 32775*2^-15), (65535*2^-16, 131075*2^-17), (16385*2^-14, 65545*2^-16)] # Success # [(131095*2^-17, 32775*2^-15), (131075*2^-17, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Split (Some -3211622825*2^-61) # [(131095*2^-17, 32775*2^-15), (131075*2^-17, 16385*2^-14), (16385*2^-14, 131085*2^-17)] # Success # [(131095*2^-17, 32775*2^-15), (131075*2^-17, 16385*2^-14), (131085*2^-17, 65545*2^-16)] # Success # [(65545*2^-16, 32775*2^-15), (65535*2^-16, 16385*2^-14), (65545*2^-16, 32775*2^-15)] # Success # [(16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14), (32775*2^-15, 8195*2^-13)] # Success # [(32775*2^-15, 8195*2^-13), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -297216865865*2^-61) # [(32775*2^-15, 8195*2^-13), (4095*2^-12, 32765*2^-15), (16385*2^-14, 8195*2^-13)] # Success # [(32775*2^-15, 8195*2^-13), (32765*2^-15, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -275742029385*2^-61) # [(32775*2^-15, 8195*2^-13), (32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -103896152265*2^-61) # [(32775*2^-15, 65555*2^-16), (32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -66307160265*2^-61) # [(32775*2^-15, 65555*2^-16), (32765*2^-15, 65535*2^-16), (16385*2^-14, 32775*2^-15)] # Success # [(32775*2^-15, 65555*2^-16), (65535*2^-16, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -55569742025*2^-61) # [(32775*2^-15, 65555*2^-16), (65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Success # [(32775*2^-15, 65555*2^-16), (65535*2^-16, 16385*2^-14), (65545*2^-16, 32775*2^-15)] # Success # [(65555*2^-16, 8195*2^-13), (32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -15314417865*2^-61) # [(65555*2^-16, 8195*2^-13), (32765*2^-15, 65535*2^-16), (16385*2^-14, 32775*2^-15)] # Success # [(65555*2^-16, 8195*2^-13), (65535*2^-16, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Split (Some -4576999625*2^-61) # [(65555*2^-16, 8195*2^-13), (65535*2^-16, 16385*2^-14), (16385*2^-14, 65545*2^-16)] # Success # [(65555*2^-16, 8195*2^-13), (65535*2^-16, 16385*2^-14), (65545*2^-16, 32775*2^-15)] # Success # [(32775*2^-15, 8195*2^-13), (32765*2^-15, 16385*2^-14), (32775*2^-15, 8195*2^-13)] # Success # [(16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -1897261248105*2^-61) # [(16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Split (Some -522698716265*2^-61) # [(16385*2^-14, 32775*2^-15), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Split (Some -264952181737*2^-61) # [(16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15), (4095*2^-12, 16385*2^-14)] # Split (Some -200511616745*2^-61) # [(16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15), (4095*2^-12, 32765*2^-15)] # Success # [(16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -136091695273*2^-61) # [(16385*2^-14, 65545*2^-16), (16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -60921084065*2^-61) # [(16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16), (32765*2^-15, 16385*2^-14)] # Split (Some -55552768385*2^-61) # [(16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16), (32765*2^-15, 65535*2^-16)] # Success # [(16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -23340382657*2^-61) # [(16385*2^-14, 131085*2^-17), (16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -9247947337*2^-61) # [(16385*2^-14, 131085*2^-17), (16385*2^-14, 131085*2^-17), (65535*2^-16, 16385*2^-14)] # Split (Some -9247947337*2^-61) # [(16385*2^-14, 131085*2^-17), (16385*2^-14, 131085*2^-17), (65535*2^-16, 131075*2^-17)] # Success # [(16385*2^-14, 131085*2^-17), (16385*2^-14, 131085*2^-17), (131075*2^-17, 16385*2^-14)] # Success # [(16385*2^-14, 131085*2^-17), (131085*2^-17, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(131085*2^-17, 65545*2^-16), (16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -7234582977*2^-61) # [(131085*2^-17, 65545*2^-16), (16385*2^-14, 131085*2^-17), (65535*2^-16, 16385*2^-14)] # Split (Some -4550556177*2^-61) # [(131085*2^-17, 65545*2^-16), (16385*2^-14, 131085*2^-17), (65535*2^-16, 131075*2^-17)] # Success # [(131085*2^-17, 65545*2^-16), (16385*2^-14, 131085*2^-17), (131075*2^-17, 16385*2^-14)] # Success # [(131085*2^-17, 65545*2^-16), (131085*2^-17, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(16385*2^-14, 65545*2^-16), (65545*2^-16, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Success # [(65545*2^-16, 32775*2^-15), (16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -63612811465*2^-61) # [(65545*2^-16, 32775*2^-15), (16385*2^-14, 65545*2^-16), (32765*2^-15, 16385*2^-14)] # Split (Some -31396362665*2^-61) # [(65545*2^-16, 32775*2^-15), (16385*2^-14, 65545*2^-16), (32765*2^-15, 65535*2^-16)] # Success # [(65545*2^-16, 32775*2^-15), (16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -20658944425*2^-61) # [(65545*2^-16, 131095*2^-17), (16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -8577628577*2^-61) # [(65545*2^-16, 131095*2^-17), (16385*2^-14, 131085*2^-17), (65535*2^-16, 16385*2^-14)] # Success # [(65545*2^-16, 131095*2^-17), (131085*2^-17, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(131095*2^-17, 32775*2^-15), (16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Split (Some -6567066025*2^-61) # [(131095*2^-17, 32775*2^-15), (16385*2^-14, 131085*2^-17), (65535*2^-16, 16385*2^-14)] # Success # [(131095*2^-17, 32775*2^-15), (131085*2^-17, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(65545*2^-16, 32775*2^-15), (65545*2^-16, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Success # [(16385*2^-14, 32775*2^-15), (32775*2^-15, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Success # [(32775*2^-15, 8195*2^-13), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Split (Some -297216865865*2^-61) # [(32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15), (4095*2^-12, 16385*2^-14)] # Split (Some -125370988745*2^-61) # [(32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15), (4095*2^-12, 32765*2^-15)] # Success # [(32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -103896152265*2^-61) # [(32775*2^-15, 65555*2^-16), (16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -66307160265*2^-61) # [(32775*2^-15, 65555*2^-16), (16385*2^-14, 65545*2^-16), (32765*2^-15, 16385*2^-14)] # Split (Some -7242578345*2^-61) # [(32775*2^-15, 65555*2^-16), (16385*2^-14, 65545*2^-16), (32765*2^-15, 65535*2^-16)] # Success # [(32775*2^-15, 65555*2^-16), (16385*2^-14, 65545*2^-16), (65535*2^-16, 16385*2^-14)] # Success # [(32775*2^-15, 65555*2^-16), (65545*2^-16, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Success # [(65555*2^-16, 8195*2^-13), (16385*2^-14, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Split (Some -15314417865*2^-61) # [(65555*2^-16, 8195*2^-13), (16385*2^-14, 65545*2^-16), (32765*2^-15, 16385*2^-14)] # Success # [(65555*2^-16, 8195*2^-13), (65545*2^-16, 32775*2^-15), (32765*2^-15, 16385*2^-14)] # Success # [(32775*2^-15, 8195*2^-13), (32775*2^-15, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Success # [(16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -737517859433*2^-61) # [(16385*2^-14, 32775*2^-15), (16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -264977084777*2^-61) # [(16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15), (16385*2^-14, 8195*2^-13)] # Split (Some -200536519785*2^-61) # [(16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Split (Some -136095954793*2^-61) # [(16385*2^-14, 65545*2^-16), (16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Split (Some -7230879577*2^-61) # [(16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16), (16385*2^-14, 32775*2^-15)] # Split (Some -1862563897*2^-61) # [(16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Success # [(16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16), (65545*2^-16, 32775*2^-15)] # Success # [(16385*2^-14, 65545*2^-16), (65545*2^-16, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Success # [(65545*2^-16, 32775*2^-15), (16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Split (Some -103885010793*2^-61) # [(65545*2^-16, 32775*2^-15), (16385*2^-14, 65545*2^-16), (16385*2^-14, 32775*2^-15)] # Split (Some -71668561993*2^-61) # [(65545*2^-16, 32775*2^-15), (16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Split (Some -39452113193*2^-61) # [(65545*2^-16, 131095*2^-17), (16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Split (Some -15289481497*2^-61) # [(65545*2^-16, 131095*2^-17), (16385*2^-14, 131085*2^-17), (16385*2^-14, 65545*2^-16)] # Split (Some -5893749097*2^-61) # [(65545*2^-16, 131095*2^-17), (16385*2^-14, 131085*2^-17), (16385*2^-14, 131085*2^-17)] # Success # [(65545*2^-16, 131095*2^-17), (16385*2^-14, 131085*2^-17), (131085*2^-17, 65545*2^-16)] # Success # [(65545*2^-16, 131095*2^-17), (131085*2^-17, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Success # [(131095*2^-17, 32775*2^-15), (16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Split (Some -23346641193*2^-61) # [(131095*2^-17, 32775*2^-15), (16385*2^-14, 131085*2^-17), (16385*2^-14, 65545*2^-16)] # Split (Some -7239203185*2^-61) # [(131095*2^-17, 32775*2^-15), (16385*2^-14, 131085*2^-17), (16385*2^-14, 131085*2^-17)] # Success # [(131095*2^-17, 32775*2^-15), (16385*2^-14, 131085*2^-17), (131085*2^-17, 65545*2^-16)] # Success # [(131095*2^-17, 32775*2^-15), (131085*2^-17, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Success # [(65545*2^-16, 32775*2^-15), (16385*2^-14, 65545*2^-16), (65545*2^-16, 32775*2^-15)] # Success # [(65545*2^-16, 32775*2^-15), (65545*2^-16, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Success # [(16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15), (32775*2^-15, 8195*2^-13)] # Success # [(16385*2^-14, 32775*2^-15), (32775*2^-15, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Success # [(32775*2^-15, 8195*2^-13), (16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -565721789033*2^-61) # [(32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15), (16385*2^-14, 8195*2^-13)] # Split (Some -393875911913*2^-61) # [(32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Split (Some -222030034793*2^-61) # [(32775*2^-15, 65555*2^-16), (16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Split (Some -146852050793*2^-61) # [(32775*2^-15, 65555*2^-16), (16385*2^-14, 65545*2^-16), (16385*2^-14, 32775*2^-15)] # Split (Some -87787468873*2^-61) # [(32775*2^-15, 65555*2^-16), (16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Split (Some -28722886953*2^-61) # [(32775*2^-15, 131105*2^-17), (16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Split (Some -17982028073*2^-61) # [(32775*2^-15, 131105*2^-17), (16385*2^-14, 131085*2^-17), (16385*2^-14, 65545*2^-16)] # Success # [(32775*2^-15, 131105*2^-17), (131085*2^-17, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Success # [(131105*2^-17, 65555*2^-16), (16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Success # [(32775*2^-15, 65555*2^-16), (16385*2^-14, 65545*2^-16), (65545*2^-16, 32775*2^-15)] # Success # [(32775*2^-15, 65555*2^-16), (65545*2^-16, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Split (Some -36770115905*2^-61) # [(32775*2^-15, 65555*2^-16), (65545*2^-16, 32775*2^-15), (16385*2^-14, 65545*2^-16)] # Success # [(32775*2^-15, 65555*2^-16), (65545*2^-16, 32775*2^-15), (65545*2^-16, 32775*2^-15)] # Success # [(65555*2^-16, 8195*2^-13), (16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Split (Some -136131999593*2^-61) # [(65555*2^-16, 8195*2^-13), (16385*2^-14, 65545*2^-16), (16385*2^-14, 32775*2^-15)] # Split (Some -58262582647*2^-61) # [(65555*2^-16, 8195*2^-13), (16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Success # [(65555*2^-16, 8195*2^-13), (16385*2^-14, 65545*2^-16), (65545*2^-16, 32775*2^-15)] # Success # [(65555*2^-16, 8195*2^-13), (65545*2^-16, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Split (Some -52896231753*2^-61) # [(65555*2^-16, 8195*2^-13), (65545*2^-16, 32775*2^-15), (16385*2^-14, 65545*2^-16)] # Success # [(65555*2^-16, 8195*2^-13), (65545*2^-16, 32775*2^-15), (65545*2^-16, 32775*2^-15)] # Success # [(32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15), (32775*2^-15, 8195*2^-13)] # Success # [(32775*2^-15, 8195*2^-13), (32775*2^-15, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -168353424297*2^-61) # [(32775*2^-15, 8195*2^-13), (32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15)] # Success # [(32775*2^-15, 8195*2^-13), (32775*2^-15, 8195*2^-13), (32775*2^-15, 8195*2^-13)] # Success # [(4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -1510375985257*2^-61) # [(4095*2^-12, 16385*2^-14), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -92753662057*2^-61) # [(4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14), (8195*2^-13, 1025*2^-10)] # Success # [(4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Success # [(16385*2^-14, 8195*2^-13), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -909122506857*2^-61) # [(16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14), (8195*2^-13, 1025*2^-10)] # Success # [(16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Success # [(4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -4260601976937*2^-61) # [(4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Split (Some -1510375985257*2^-61) # [(4095*2^-12, 16385*2^-14), (8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Split (Some -92753662057*2^-61) # [(4095*2^-12, 16385*2^-14), (8195*2^-13, 16395*2^-14), (4095*2^-12, 8195*2^-13)] # Split (Some -92753662057*2^-61) # [(4095*2^-12, 16385*2^-14), (8195*2^-13, 16395*2^-14), (4095*2^-12, 16385*2^-14)] # Success # [(4095*2^-12, 16385*2^-14), (8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(4095*2^-12, 16385*2^-14), (16395*2^-14, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Success # [(16385*2^-14, 8195*2^-13), (8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Split (Some -909122506857*2^-61) # [(16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14), (4095*2^-12, 8195*2^-13)] # Split (Some -909122506857*2^-61) # [(16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14), (4095*2^-12, 16385*2^-14)] # Success # [(16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(16385*2^-14, 8195*2^-13), (16395*2^-14, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Success # [(4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Success # [(8195*2^-13, 1025*2^-10), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -11824400005737*2^-61) # [(8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13), (4095*2^-12, 1025*2^-10)] # Split (Some -7355033662057*2^-61) # [(8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -2885667318377*2^-61) # [(8195*2^-13, 16395*2^-14), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -2370082499177*2^-61) # [(8195*2^-13, 16395*2^-14), (4095*2^-12, 16385*2^-14), (4095*2^-12, 8195*2^-13)] # Split (Some -1081288241769*2^-61) # [(8195*2^-13, 16395*2^-14), (4095*2^-12, 16385*2^-14), (4095*2^-12, 16385*2^-14)] # Success # [(8195*2^-13, 16395*2^-14), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -351002261097*2^-61) # [(8195*2^-13, 32785*2^-15), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -222106056297*2^-61) # [(8195*2^-13, 32785*2^-15), (4095*2^-12, 32765*2^-15), (16385*2^-14, 8195*2^-13)] # Success # [(8195*2^-13, 32785*2^-15), (32765*2^-15, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -200631219817*2^-61) # [(8195*2^-13, 32785*2^-15), (32765*2^-15, 16385*2^-14), (16385*2^-14, 32775*2^-15)] # Success # [(8195*2^-13, 32785*2^-15), (32765*2^-15, 16385*2^-14), (32775*2^-15, 8195*2^-13)] # Success # [(32785*2^-15, 16395*2^-14), (4095*2^-12, 16385*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -1639796518505*2^-61) # [(8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Split (Some -351002261097*2^-61) # [(8195*2^-13, 32785*2^-15), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Split (Some -222106056297*2^-61) # [(8195*2^-13, 32785*2^-15), (16385*2^-14, 32775*2^-15), (4095*2^-12, 16385*2^-14)] # Success # [(8195*2^-13, 32785*2^-15), (32775*2^-15, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Success # [(32785*2^-15, 16395*2^-14), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Success # [(8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -909510537833*2^-61) # [(8195*2^-13, 32785*2^-15), (16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -651718128233*2^-61) # [(8195*2^-13, 32785*2^-15), (16385*2^-14, 32775*2^-15), (16385*2^-14, 8195*2^-13)] # Split (Some -372466939113*2^-61) # [(8195*2^-13, 32785*2^-15), (16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Split (Some -93215749993*2^-61) # [(8195*2^-13, 65565*2^-16), (16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Split (Some -71724857193*2^-61) # [(8195*2^-13, 65565*2^-16), (16385*2^-14, 65545*2^-16), (16385*2^-14, 32775*2^-15)] # Split (Some -7275410809*2^-61) # [(8195*2^-13, 65565*2^-16), (16385*2^-14, 65545*2^-16), (16385*2^-14, 65545*2^-16)] # Success # [(8195*2^-13, 65565*2^-16), (16385*2^-14, 65545*2^-16), (65545*2^-16, 32775*2^-15)] # Success # [(8195*2^-13, 65565*2^-16), (65545*2^-16, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Split (Some -15335256393*2^-61) # [(8195*2^-13, 65565*2^-16), (65545*2^-16, 32775*2^-15), (16385*2^-14, 65545*2^-16)] # Success # [(8195*2^-13, 65565*2^-16), (65545*2^-16, 32775*2^-15), (65545*2^-16, 32775*2^-15)] # Success # [(65565*2^-16, 32785*2^-15), (16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Success # [(8195*2^-13, 32785*2^-15), (16385*2^-14, 32775*2^-15), (32775*2^-15, 8195*2^-13)] # Split (Some -18002362857*2^-61) # [(8195*2^-13, 65565*2^-16), (16385*2^-14, 32775*2^-15), (32775*2^-15, 8195*2^-13)] # Success # [(65565*2^-16, 32785*2^-15), (16385*2^-14, 32775*2^-15), (32775*2^-15, 8195*2^-13)] # Success # [(8195*2^-13, 32785*2^-15), (32775*2^-15, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -297253551977*2^-61) # [(8195*2^-13, 32785*2^-15), (32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15)] # Split (Some -18002362857*2^-61) # [(8195*2^-13, 65565*2^-16), (32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15)] # Success # [(65565*2^-16, 32785*2^-15), (32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15)] # Success # [(8195*2^-13, 32785*2^-15), (32775*2^-15, 8195*2^-13), (32775*2^-15, 8195*2^-13)] # Success # [(32785*2^-15, 16395*2^-14), (16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -522966102377*2^-61) # [(32785*2^-15, 16395*2^-14), (16385*2^-14, 32775*2^-15), (16385*2^-14, 8195*2^-13)] # Split (Some -232907039529*2^-61) # [(32785*2^-15, 16395*2^-14), (16385*2^-14, 32775*2^-15), (16385*2^-14, 32775*2^-15)] # Success # [(32785*2^-15, 16395*2^-14), (16385*2^-14, 32775*2^-15), (32775*2^-15, 8195*2^-13)] # Success # [(32785*2^-15, 16395*2^-14), (32775*2^-15, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -275890454249*2^-61) # [(32785*2^-15, 16395*2^-14), (32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15)] # Success # [(32785*2^-15, 16395*2^-14), (32775*2^-15, 8195*2^-13), (32775*2^-15, 8195*2^-13)] # Split (Some -28814806121*2^-61) # [(32785*2^-15, 65575*2^-16), (32775*2^-15, 8195*2^-13), (32775*2^-15, 8195*2^-13)] # Success # [(65575*2^-16, 16395*2^-14), (32775*2^-15, 8195*2^-13), (32775*2^-15, 8195*2^-13)] # Success # [(16395*2^-14, 1025*2^-10), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -824166902377*2^-61) # [(16395*2^-14, 1025*2^-10), (4095*2^-12, 16385*2^-14), (4095*2^-12, 8195*2^-13)] # Success # [(16395*2^-14, 1025*2^-10), (16385*2^-14, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -523338329577*2^-61) # [(16395*2^-14, 1025*2^-10), (16385*2^-14, 8195*2^-13), (4095*2^-12, 16385*2^-14)] # Success # [(16395*2^-14, 1025*2^-10), (16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -222509756777*2^-61) # [(16395*2^-14, 32795*2^-15), (16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -179465711977*2^-61) # [(16395*2^-14, 32795*2^-15), (16385*2^-14, 32775*2^-15), (16385*2^-14, 8195*2^-13)] # Success # [(16395*2^-14, 32795*2^-15), (32775*2^-15, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Split (Some -39778991817*2^-61) # [(16395*2^-14, 32795*2^-15), (32775*2^-15, 8195*2^-13), (16385*2^-14, 32775*2^-15)] # Success # [(16395*2^-14, 32795*2^-15), (32775*2^-15, 8195*2^-13), (32775*2^-15, 8195*2^-13)] # Success # [(32795*2^-15, 1025*2^-10), (16385*2^-14, 8195*2^-13), (16385*2^-14, 8195*2^-13)] # Success # [(8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -2026317066857*2^-61) # [(8195*2^-13, 16395*2^-14), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -866497892457*2^-61) # [(8195*2^-13, 16395*2^-14), (4095*2^-12, 16385*2^-14), (8195*2^-13, 1025*2^-10)] # Success # [(8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -136211911785*2^-61) # [(8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14)] # Split (Some -136211911785*2^-61) # [(8195*2^-13, 32785*2^-15), (16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14)] # Success # [(32785*2^-15, 16395*2^-14), (16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14)] # Success # [(8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13), (16395*2^-14, 1025*2^-10)] # Success # [(16395*2^-14, 1025*2^-10), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -823862538857*2^-61) # [(16395*2^-14, 1025*2^-10), (4095*2^-12, 16385*2^-14), (8195*2^-13, 1025*2^-10)] # Success # [(16395*2^-14, 1025*2^-10), (16385*2^-14, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -523033966057*2^-61) # [(16395*2^-14, 1025*2^-10), (16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14)] # Split (Some -179342366185*2^-61) # [(16395*2^-14, 32795*2^-15), (16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14)] # Success # [(32795*2^-15, 1025*2^-10), (16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14)] # Success # [(16395*2^-14, 1025*2^-10), (16385*2^-14, 8195*2^-13), (16395*2^-14, 1025*2^-10)] # Success # [(8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -6495683410537*2^-61) # [(8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Split (Some -2026317066857*2^-61) # [(8195*2^-13, 16395*2^-14), (8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Split (Some -866497892457*2^-61) # [(8195*2^-13, 16395*2^-14), (8195*2^-13, 16395*2^-14), (4095*2^-12, 8195*2^-13)] # Split (Some -866497892457*2^-61) # [(8195*2^-13, 16395*2^-14), (8195*2^-13, 16395*2^-14), (4095*2^-12, 16385*2^-14)] # Success # [(8195*2^-13, 16395*2^-14), (8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -136211911785*2^-61) # [(8195*2^-13, 32785*2^-15), (8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(32785*2^-15, 16395*2^-14), (8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(8195*2^-13, 16395*2^-14), (16395*2^-14, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Success # [(16395*2^-14, 1025*2^-10), (8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Split (Some -823862538857*2^-61) # [(16395*2^-14, 1025*2^-10), (8195*2^-13, 16395*2^-14), (4095*2^-12, 8195*2^-13)] # Split (Some -480170938985*2^-61) # [(16395*2^-14, 1025*2^-10), (8195*2^-13, 16395*2^-14), (4095*2^-12, 16385*2^-14)] # Success # [(16395*2^-14, 1025*2^-10), (8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -179342366185*2^-61) # [(16395*2^-14, 32795*2^-15), (8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(32795*2^-15, 1025*2^-10), (8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(16395*2^-14, 1025*2^-10), (16395*2^-14, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Success # [(8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Split (Some -1166966815337*2^-61) # [(8195*2^-13, 16395*2^-14), (8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Success # [(16395*2^-14, 1025*2^-10), (8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Split (Some -823558175337*2^-61) # [(16395*2^-14, 1025*2^-10), (8195*2^-13, 16395*2^-14), (8195*2^-13, 1025*2^-10)] # Split (Some -479866575465*2^-61) # [(16395*2^-14, 1025*2^-10), (8195*2^-13, 16395*2^-14), (8195*2^-13, 16395*2^-14)] # Split (Some -136174975593*2^-61) # [(16395*2^-14, 32795*2^-15), (8195*2^-13, 16395*2^-14), (8195*2^-13, 16395*2^-14)] # Success # [(32795*2^-15, 1025*2^-10), (8195*2^-13, 16395*2^-14), (8195*2^-13, 16395*2^-14)] # Success # [(16395*2^-14, 1025*2^-10), (8195*2^-13, 16395*2^-14), (16395*2^-14, 1025*2^-10)] # Success # [(16395*2^-14, 1025*2^-10), (16395*2^-14, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Success # [(255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -122952784640617*2^-61) # [(255*2^-8, 2045*2^-11), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -65212318055017*2^-61) # [(255*2^-8, 2045*2^-11), (255*2^-8, 2045*2^-11), (1025*2^-10, 515*2^-9)] # Success # [(255*2^-8, 2045*2^-11), (2045*2^-11, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(2045*2^-11, 1025*2^-10), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -73560660736617*2^-61) # [(2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11), (1025*2^-10, 515*2^-9)] # Success # [(2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -29672834693737*2^-61) # [(2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -29672834693737*2^-61) # [(2045*2^-11, 4095*2^-12), (2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -11110522911337*2^-61) # [(2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12), (1025*2^-10, 2055*2^-11)] # Success # [(2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Success # [(4095*2^-12, 1025*2^-10), (2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -18683758213737*2^-61) # [(4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12), (1025*2^-10, 2055*2^-11)] # Success # [(4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -3570678856297*2^-61) # [(4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Split (Some -3570678856297*2^-61) # [(4095*2^-12, 8195*2^-13), (4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Success # [(8195*2^-13, 1025*2^-10), (4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Split (Some -1509178440297*2^-61) # [(8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13), (1025*2^-10, 4105*2^-12)] # Success # [(8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Success # [(4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10), (4105*2^-12, 2055*2^-11)] # Success # [(2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10), (2055*2^-11, 515*2^-9)] # Success # [(255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -365177028311657*2^-61) # [(255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Split (Some -122952784640617*2^-61) # [(255*2^-8, 2045*2^-11), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Split (Some -65212318055017*2^-61) # [(255*2^-8, 2045*2^-11), (1025*2^-10, 2055*2^-11), (255*2^-8, 1025*2^-10)] # Split (Some -65212318055017*2^-61) # [(255*2^-8, 2045*2^-11), (1025*2^-10, 2055*2^-11), (255*2^-8, 2045*2^-11)] # Success # [(255*2^-8, 2045*2^-11), (1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Success # [(255*2^-8, 2045*2^-11), (2055*2^-11, 515*2^-9), (255*2^-8, 1025*2^-10)] # Success # [(2045*2^-11, 1025*2^-10), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Split (Some -73560660736617*2^-61) # [(2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11), (255*2^-8, 1025*2^-10)] # Split (Some -73560660736617*2^-61) # [(2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11), (255*2^-8, 2045*2^-11)] # Success # [(2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -29672834693737*2^-61) # [(2045*2^-11, 4095*2^-12), (1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -11110522911337*2^-61) # [(2045*2^-11, 4095*2^-12), (1025*2^-10, 4105*2^-12), (2045*2^-11, 1025*2^-10)] # Split (Some -11110522911337*2^-61) # [(2045*2^-11, 4095*2^-12), (1025*2^-10, 4105*2^-12), (2045*2^-11, 4095*2^-12)] # Success # [(2045*2^-11, 4095*2^-12), (1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(2045*2^-11, 4095*2^-12), (4105*2^-12, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Success # [(4095*2^-12, 1025*2^-10), (1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -18683758213737*2^-61) # [(4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12), (2045*2^-11, 1025*2^-10)] # Split (Some -18683758213737*2^-61) # [(4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12), (2045*2^-11, 4095*2^-12)] # Success # [(4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -3570678856297*2^-61) # [(4095*2^-12, 8195*2^-13), (1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(8195*2^-13, 1025*2^-10), (1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -1509178440297*2^-61) # [(8195*2^-13, 1025*2^-10), (1025*2^-10, 8205*2^-13), (4095*2^-12, 1025*2^-10)] # Split (Some -1509178440297*2^-61) # [(8195*2^-13, 1025*2^-10), (1025*2^-10, 8205*2^-13), (4095*2^-12, 8195*2^-13)] # Success # [(8195*2^-13, 1025*2^-10), (1025*2^-10, 8205*2^-13), (8195*2^-13, 1025*2^-10)] # Success # [(8195*2^-13, 1025*2^-10), (8205*2^-13, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(4095*2^-12, 1025*2^-10), (4105*2^-12, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Success # [(2045*2^-11, 1025*2^-10), (2055*2^-11, 515*2^-9), (255*2^-8, 1025*2^-10)] # Success # [(255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9)] # Success # [(1025*2^-10, 515*2^-9), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -784257256356457*2^-61) # [(1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10), (255*2^-8, 515*2^-9)] # Split (Some -431706040269417*2^-61) # [(1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -79154824182377*2^-61) # [(1025*2^-10, 2055*2^-11), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -68148970486377*2^-61) # [(1025*2^-10, 2055*2^-11), (255*2^-8, 2045*2^-11), (255*2^-8, 1025*2^-10)] # Success # [(1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -51675115387497*2^-61) # [(1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Success # [(1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -35201260288617*2^-61) # [(1025*2^-10, 4105*2^-12), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -29698333440617*2^-61) # [(1025*2^-10, 4105*2^-12), (2045*2^-11, 4095*2^-12), (2045*2^-11, 1025*2^-10)] # Split (Some -9763650099817*2^-61) # [(1025*2^-10, 4105*2^-12), (2045*2^-11, 4095*2^-12), (2045*2^-11, 4095*2^-12)] # Success # [(1025*2^-10, 4105*2^-12), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -1516646390377*2^-61) # [(1025*2^-10, 8205*2^-13), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -140914678377*2^-61) # [(1025*2^-10, 8205*2^-13), (2045*2^-11, 8185*2^-13), (4095*2^-12, 1025*2^-10)] # Success # [(1025*2^-10, 8205*2^-13), (8185*2^-13, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -140914678377*2^-61) # [(1025*2^-10, 8205*2^-13), (8185*2^-13, 4095*2^-12), (4095*2^-12, 8195*2^-13)] # Success # [(1025*2^-10, 8205*2^-13), (8185*2^-13, 4095*2^-12), (8195*2^-13, 1025*2^-10)] # Success # [(8205*2^-13, 4105*2^-12), (2045*2^-11, 4095*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -21451329731177*2^-61) # [(1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Split (Some -1516646390377*2^-61) # [(1025*2^-10, 8205*2^-13), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Split (Some -140914678377*2^-61) # [(1025*2^-10, 8205*2^-13), (4095*2^-12, 8195*2^-13), (2045*2^-11, 4095*2^-12)] # Success # [(1025*2^-10, 8205*2^-13), (8195*2^-13, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Success # [(8205*2^-13, 4105*2^-12), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Success # [(1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -13204326021737*2^-61) # [(1025*2^-10, 8205*2^-13), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -10452862597737*2^-61) # [(1025*2^-10, 8205*2^-13), (4095*2^-12, 8195*2^-13), (4095*2^-12, 1025*2^-10)] # Split (Some -5294623742057*2^-61) # [(1025*2^-10, 8205*2^-13), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -136384886377*2^-61) # [(1025*2^-10, 16405*2^-14), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Split (Some -136384886377*2^-61) # [(1025*2^-10, 16405*2^-14), (4095*2^-12, 16385*2^-14), (4095*2^-12, 8195*2^-13)] # Success # [(1025*2^-10, 16405*2^-14), (16385*2^-14, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Success # [(16405*2^-14, 8205*2^-13), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Success # [(1025*2^-10, 8205*2^-13), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -1683998922857*2^-61) # [(1025*2^-10, 16405*2^-14), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -996133066857*2^-61) # [(1025*2^-10, 16405*2^-14), (4095*2^-12, 16385*2^-14), (8195*2^-13, 1025*2^-10)] # Success # [(1025*2^-10, 16405*2^-14), (16385*2^-14, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -781384702057*2^-61) # [(1025*2^-10, 16405*2^-14), (16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14)] # Split (Some -7842478185*2^-61) # [(1025*2^-10, 32805*2^-15), (16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14)] # Success # [(32805*2^-15, 16405*2^-14), (16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14)] # Success # [(1025*2^-10, 16405*2^-14), (16385*2^-14, 8195*2^-13), (16395*2^-14, 1025*2^-10)] # Success # [(16405*2^-14, 8205*2^-13), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -524640868457*2^-61) # [(16405*2^-14, 8205*2^-13), (4095*2^-12, 16385*2^-14), (8195*2^-13, 1025*2^-10)] # Success # [(16405*2^-14, 8205*2^-13), (16385*2^-14, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Split (Some -309892503657*2^-61) # [(16405*2^-14, 8205*2^-13), (16385*2^-14, 8195*2^-13), (8195*2^-13, 16395*2^-14)] # Success # [(16405*2^-14, 8205*2^-13), (16385*2^-14, 8195*2^-13), (16395*2^-14, 1025*2^-10)] # Success # [(1025*2^-10, 8205*2^-13), (8195*2^-13, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -6842237778537*2^-61) # [(1025*2^-10, 8205*2^-13), (8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Split (Some -1683998922857*2^-61) # [(1025*2^-10, 16405*2^-14), (8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Split (Some -996133066857*2^-61) # [(1025*2^-10, 16405*2^-14), (8195*2^-13, 16395*2^-14), (4095*2^-12, 8195*2^-13)] # Split (Some -222590842985*2^-61) # [(1025*2^-10, 16405*2^-14), (8195*2^-13, 16395*2^-14), (4095*2^-12, 16385*2^-14)] # Success # [(1025*2^-10, 16405*2^-14), (8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13)] # Split (Some -7842478185*2^-61) # [(1025*2^-10, 32805*2^-15), (8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(32805*2^-15, 16405*2^-14), (8195*2^-13, 16395*2^-14), (16385*2^-14, 8195*2^-13)] # Success # [(1025*2^-10, 16405*2^-14), (16395*2^-14, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Success # [(16405*2^-14, 8205*2^-13), (8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Split (Some -524640868457*2^-61) # [(16405*2^-14, 8205*2^-13), (8195*2^-13, 16395*2^-14), (4095*2^-12, 8195*2^-13)] # Success # [(16405*2^-14, 8205*2^-13), (16395*2^-14, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Success # [(1025*2^-10, 8205*2^-13), (8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Split (Some -3231612959337*2^-61) # [(1025*2^-10, 16405*2^-14), (8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Split (Some -1855881247337*2^-61) # [(1025*2^-10, 16405*2^-14), (8195*2^-13, 16395*2^-14), (8195*2^-13, 1025*2^-10)] # Split (Some -1082339023465*2^-61) # [(1025*2^-10, 16405*2^-14), (8195*2^-13, 16395*2^-14), (8195*2^-13, 16395*2^-14)] # Split (Some -308796799593*2^-61) # [(1025*2^-10, 32805*2^-15), (8195*2^-13, 16395*2^-14), (8195*2^-13, 16395*2^-14)] # Split (Some -50781567593*2^-61) # [(1025*2^-10, 32805*2^-15), (8195*2^-13, 32785*2^-15), (8195*2^-13, 16395*2^-14)] # Success # [(1025*2^-10, 32805*2^-15), (32785*2^-15, 16395*2^-14), (8195*2^-13, 16395*2^-14)] # Success # [(32805*2^-15, 16405*2^-14), (8195*2^-13, 16395*2^-14), (8195*2^-13, 16395*2^-14)] # Success # [(1025*2^-10, 16405*2^-14), (8195*2^-13, 16395*2^-14), (16395*2^-14, 1025*2^-10)] # Success # [(1025*2^-10, 16405*2^-14), (16395*2^-14, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Success # [(16405*2^-14, 8205*2^-13), (8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Split (Some -2029210860137*2^-61) # [(16405*2^-14, 8205*2^-13), (8195*2^-13, 16395*2^-14), (8195*2^-13, 1025*2^-10)] # Split (Some -825818012137*2^-61) # [(16405*2^-14, 8205*2^-13), (8195*2^-13, 16395*2^-14), (8195*2^-13, 16395*2^-14)] # Success # [(16405*2^-14, 8205*2^-13), (8195*2^-13, 16395*2^-14), (16395*2^-14, 1025*2^-10)] # Success # [(16405*2^-14, 8205*2^-13), (16395*2^-14, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Split (Some -352340531817*2^-61) # [(16405*2^-14, 8205*2^-13), (16395*2^-14, 1025*2^-10), (8195*2^-13, 16395*2^-14)] # Success # [(16405*2^-14, 8205*2^-13), (16395*2^-14, 1025*2^-10), (16395*2^-14, 1025*2^-10)] # Success # [(8205*2^-13, 4105*2^-12), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -5645351352937*2^-61) # [(8205*2^-13, 4105*2^-12), (4095*2^-12, 8195*2^-13), (4095*2^-12, 1025*2^-10)] # Split (Some -1345057380969*2^-61) # [(8205*2^-13, 4105*2^-12), (4095*2^-12, 8195*2^-13), (4095*2^-12, 8195*2^-13)] # Success # [(8205*2^-13, 4105*2^-12), (4095*2^-12, 8195*2^-13), (8195*2^-13, 1025*2^-10)] # Success # [(8205*2^-13, 4105*2^-12), (8195*2^-13, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -3752818309737*2^-61) # [(8205*2^-13, 4105*2^-12), (8195*2^-13, 1025*2^-10), (4095*2^-12, 8195*2^-13)] # Success # [(8205*2^-13, 4105*2^-12), (8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Split (Some -1860285266537*2^-61) # [(8205*2^-13, 16415*2^-14), (8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Split (Some -1343547013737*2^-61) # [(8205*2^-13, 16415*2^-14), (8195*2^-13, 16395*2^-14), (8195*2^-13, 1025*2^-10)] # Split (Some -224925963369*2^-61) # [(8205*2^-13, 16415*2^-14), (8195*2^-13, 16395*2^-14), (8195*2^-13, 16395*2^-14)] # Success # [(8205*2^-13, 16415*2^-14), (8195*2^-13, 16395*2^-14), (16395*2^-14, 1025*2^-10)] # Success # [(8205*2^-13, 16415*2^-14), (16395*2^-14, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Split (Some -96396237417*2^-61) # [(8205*2^-13, 16415*2^-14), (16395*2^-14, 1025*2^-10), (8195*2^-13, 16395*2^-14)] # Success # [(8205*2^-13, 16415*2^-14), (16395*2^-14, 1025*2^-10), (16395*2^-14, 1025*2^-10)] # Success # [(16415*2^-14, 4105*2^-12), (8195*2^-13, 1025*2^-10), (8195*2^-13, 1025*2^-10)] # Success # [(4105*2^-12, 2055*2^-11), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -6322979175017*2^-61) # [(4105*2^-12, 2055*2^-11), (2045*2^-11, 4095*2^-12), (2045*2^-11, 1025*2^-10)] # Success # [(4105*2^-12, 2055*2^-11), (4095*2^-12, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Split (Some -3574200105577*2^-61) # [(4105*2^-12, 2055*2^-11), (4095*2^-12, 1025*2^-10), (2045*2^-11, 4095*2^-12)] # Success # [(4105*2^-12, 2055*2^-11), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -825421036137*2^-61) # [(4105*2^-12, 8215*2^-13), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Split (Some -825421036137*2^-61) # [(4105*2^-12, 8215*2^-13), (4095*2^-12, 8195*2^-13), (4095*2^-12, 1025*2^-10)] # Success # [(4105*2^-12, 8215*2^-13), (8195*2^-13, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Success # [(8215*2^-13, 2055*2^-11), (4095*2^-12, 1025*2^-10), (4095*2^-12, 1025*2^-10)] # Success # [(2055*2^-11, 515*2^-9), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -7708106127977*2^-61) # [(2055*2^-11, 515*2^-9), (255*2^-8, 2045*2^-11), (255*2^-8, 1025*2^-10)] # Success # [(2055*2^-11, 515*2^-9), (2045*2^-11, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Split (Some -2210547989097*2^-61) # [(2055*2^-11, 515*2^-9), (2045*2^-11, 1025*2^-10), (255*2^-8, 2045*2^-11)] # Success # [(2055*2^-11, 515*2^-9), (2045*2^-11, 1025*2^-10), (2045*2^-11, 1025*2^-10)] # Success # [(1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -134420273920617*2^-61) # [(1025*2^-10, 2055*2^-11), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -68250934016617*2^-61) # [(1025*2^-10, 2055*2^-11), (255*2^-8, 2045*2^-11), (1025*2^-10, 515*2^-9)] # Success # [(1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -51777078917737*2^-61) # [(1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -35218687621737*2^-61) # [(1025*2^-10, 4105*2^-12), (2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -15941666437737*2^-61) # [(1025*2^-10, 4105*2^-12), (2045*2^-11, 4095*2^-12), (1025*2^-10, 2055*2^-11)] # Success # [(1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -7694662728297*2^-61) # [(1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Split (Some -6321798216297*2^-61) # [(1025*2^-10, 8205*2^-13), (4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Split (Some -2715879701097*2^-61) # [(1025*2^-10, 8205*2^-13), (4095*2^-12, 8195*2^-13), (1025*2^-10, 4105*2^-12)] # Success # [(1025*2^-10, 8205*2^-13), (8195*2^-13, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Success # [(8205*2^-13, 4105*2^-12), (4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Split (Some -2200055675497*2^-61) # [(8205*2^-13, 4105*2^-12), (4095*2^-12, 8195*2^-13), (1025*2^-10, 4105*2^-12)] # Success # [(8205*2^-13, 4105*2^-12), (8195*2^-13, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Split (Some -307522632297*2^-61) # [(8205*2^-13, 4105*2^-12), (8195*2^-13, 1025*2^-10), (1025*2^-10, 8205*2^-13)] # Success # [(8205*2^-13, 4105*2^-12), (8195*2^-13, 1025*2^-10), (8205*2^-13, 4105*2^-12)] # Success # [(1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10), (4105*2^-12, 2055*2^-11)] # Success # [(4105*2^-12, 2055*2^-11), (2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -16659062815337*2^-61) # [(4105*2^-12, 2055*2^-11), (2045*2^-11, 4095*2^-12), (1025*2^-10, 2055*2^-11)] # Success # [(4105*2^-12, 2055*2^-11), (4095*2^-12, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -13910283745897*2^-61) # [(4105*2^-12, 2055*2^-11), (4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Split (Some -5646177761897*2^-61) # [(4105*2^-12, 8215*2^-13), (4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Split (Some -2547006536297*2^-61) # [(4105*2^-12, 8215*2^-13), (4095*2^-12, 8195*2^-13), (1025*2^-10, 4105*2^-12)] # Success # [(4105*2^-12, 8215*2^-13), (8195*2^-13, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Split (Some -1688013077097*2^-61) # [(4105*2^-12, 8215*2^-13), (8195*2^-13, 1025*2^-10), (1025*2^-10, 8205*2^-13)] # Success # [(4105*2^-12, 8215*2^-13), (8195*2^-13, 1025*2^-10), (8205*2^-13, 4105*2^-12)] # Success # [(8215*2^-13, 2055*2^-11), (4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Split (Some -2042431765097*2^-61) # [(8215*2^-13, 2055*2^-11), (4095*2^-12, 8195*2^-13), (1025*2^-10, 4105*2^-12)] # Success # [(8215*2^-13, 2055*2^-11), (8195*2^-13, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Split (Some -1183438305897*2^-61) # [(8215*2^-13, 2055*2^-11), (8195*2^-13, 1025*2^-10), (1025*2^-10, 8205*2^-13)] # Success # [(8215*2^-13, 2055*2^-11), (8195*2^-13, 1025*2^-10), (8205*2^-13, 4105*2^-12)] # Success # [(4105*2^-12, 2055*2^-11), (4095*2^-12, 1025*2^-10), (4105*2^-12, 2055*2^-11)] # Success # [(1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10), (2055*2^-11, 515*2^-9)] # Success # [(2055*2^-11, 515*2^-9), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -76712051047017*2^-61) # [(2055*2^-11, 515*2^-9), (255*2^-8, 2045*2^-11), (1025*2^-10, 515*2^-9)] # Success # [(2055*2^-11, 515*2^-9), (2045*2^-11, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -71214492908137*2^-61) # [(2055*2^-11, 515*2^-9), (2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -27040804076137*2^-61) # [(2055*2^-11, 4115*2^-12), (2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -17387193989737*2^-61) # [(2055*2^-11, 4115*2^-12), (2045*2^-11, 4095*2^-12), (1025*2^-10, 2055*2^-11)] # Success # [(2055*2^-11, 4115*2^-12), (4095*2^-12, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -14638414920297*2^-61) # [(2055*2^-11, 4115*2^-12), (4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Success # [(2055*2^-11, 4115*2^-12), (4095*2^-12, 1025*2^-10), (4105*2^-12, 2055*2^-11)] # Success # [(4115*2^-12, 515*2^-9), (2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -4371429816937*2^-61) # [(4115*2^-12, 515*2^-9), (2045*2^-11, 4095*2^-12), (1025*2^-10, 2055*2^-11)] # Success # [(4115*2^-12, 515*2^-9), (4095*2^-12, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Split (Some -1622650747497*2^-61) # [(4115*2^-12, 515*2^-9), (4095*2^-12, 1025*2^-10), (1025*2^-10, 4105*2^-12)] # Success # [(4115*2^-12, 515*2^-9), (4095*2^-12, 1025*2^-10), (4105*2^-12, 2055*2^-11)] # Success # [(2055*2^-11, 515*2^-9), (2045*2^-11, 1025*2^-10), (2055*2^-11, 515*2^-9)] # Success # [(1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -486971490007657*2^-61) # [(1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Split (Some -134420273920617*2^-61) # [(1025*2^-10, 2055*2^-11), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Split (Some -68250934016617*2^-61) # [(1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11), (255*2^-8, 1025*2^-10)] # Split (Some -51692542720617*2^-61) # [(1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11), (255*2^-8, 2045*2^-11)] # Success # [(1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -35218687621737*2^-61) # [(1025*2^-10, 4105*2^-12), (1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -15941666437737*2^-61) # [(1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12), (2045*2^-11, 1025*2^-10)] # Split (Some -14568801925737*2^-61) # [(1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12), (2045*2^-11, 4095*2^-12)] # Success # [(1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -6321798216297*2^-61) # [(1025*2^-10, 8205*2^-13), (1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -2715879701097*2^-61) # [(1025*2^-10, 8205*2^-13), (1025*2^-10, 8205*2^-13), (4095*2^-12, 1025*2^-10)] # Split (Some -2715879701097*2^-61) # [(1025*2^-10, 8205*2^-13), (1025*2^-10, 8205*2^-13), (4095*2^-12, 8195*2^-13)] # Success # [(1025*2^-10, 8205*2^-13), (1025*2^-10, 8205*2^-13), (8195*2^-13, 1025*2^-10)] # Success # [(1025*2^-10, 8205*2^-13), (8205*2^-13, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(8205*2^-13, 4105*2^-12), (1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -2200055675497*2^-61) # [(8205*2^-13, 4105*2^-12), (1025*2^-10, 8205*2^-13), (4095*2^-12, 1025*2^-10)] # Split (Some -1514250107497*2^-61) # [(8205*2^-13, 4105*2^-12), (1025*2^-10, 8205*2^-13), (4095*2^-12, 8195*2^-13)] # Success # [(8205*2^-13, 4105*2^-12), (1025*2^-10, 8205*2^-13), (8195*2^-13, 1025*2^-10)] # Success # [(8205*2^-13, 4105*2^-12), (8205*2^-13, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(1025*2^-10, 4105*2^-12), (4105*2^-12, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Success # [(4105*2^-12, 2055*2^-11), (1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -16659062815337*2^-61) # [(4105*2^-12, 2055*2^-11), (1025*2^-10, 4105*2^-12), (2045*2^-11, 1025*2^-10)] # Split (Some -8394956831337*2^-61) # [(4105*2^-12, 2055*2^-11), (1025*2^-10, 4105*2^-12), (2045*2^-11, 4095*2^-12)] # Success # [(4105*2^-12, 2055*2^-11), (1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -5646177761897*2^-61) # [(4105*2^-12, 8215*2^-13), (1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -2547006536297*2^-61) # [(4105*2^-12, 8215*2^-13), (1025*2^-10, 8205*2^-13), (4095*2^-12, 1025*2^-10)] # Split (Some -139963464297*2^-61) # [(4105*2^-12, 8215*2^-13), (1025*2^-10, 8205*2^-13), (4095*2^-12, 8195*2^-13)] # Success # [(4105*2^-12, 8215*2^-13), (1025*2^-10, 8205*2^-13), (8195*2^-13, 1025*2^-10)] # Success # [(4105*2^-12, 8215*2^-13), (8205*2^-13, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(8215*2^-13, 2055*2^-11), (1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Split (Some -2042431765097*2^-61) # [(8215*2^-13, 2055*2^-11), (1025*2^-10, 8205*2^-13), (4095*2^-12, 1025*2^-10)] # Success # [(8215*2^-13, 2055*2^-11), (8205*2^-13, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(4105*2^-12, 2055*2^-11), (4105*2^-12, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Success # [(1025*2^-10, 2055*2^-11), (2055*2^-11, 515*2^-9), (255*2^-8, 1025*2^-10)] # Success # [(2055*2^-11, 515*2^-9), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Split (Some -76712051047017*2^-61) # [(2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11), (255*2^-8, 1025*2^-10)] # Split (Some -32538362215017*2^-61) # [(2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11), (255*2^-8, 2045*2^-11)] # Success # [(2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -27040804076137*2^-61) # [(2055*2^-11, 4115*2^-12), (1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -17387193989737*2^-61) # [(2055*2^-11, 4115*2^-12), (1025*2^-10, 4105*2^-12), (2045*2^-11, 1025*2^-10)] # Split (Some -2231846533737*2^-61) # [(2055*2^-11, 4115*2^-12), (1025*2^-10, 4105*2^-12), (2045*2^-11, 4095*2^-12)] # Success # [(2055*2^-11, 4115*2^-12), (1025*2^-10, 4105*2^-12), (4095*2^-12, 1025*2^-10)] # Success # [(2055*2^-11, 4115*2^-12), (4105*2^-12, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Success # [(4115*2^-12, 515*2^-9), (1025*2^-10, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Split (Some -4371429816937*2^-61) # [(4115*2^-12, 515*2^-9), (1025*2^-10, 4105*2^-12), (2045*2^-11, 1025*2^-10)] # Success # [(4115*2^-12, 515*2^-9), (4105*2^-12, 2055*2^-11), (2045*2^-11, 1025*2^-10)] # Success # [(2055*2^-11, 515*2^-9), (2055*2^-11, 515*2^-9), (255*2^-8, 1025*2^-10)] # Success # [(1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -189685723658857*2^-61) # [(1025*2^-10, 2055*2^-11), (1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -68352897546857*2^-61) # [(1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11), (1025*2^-10, 515*2^-9)] # Split (Some -51794506250857*2^-61) # [(1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -35236114954857*2^-61) # [(1025*2^-10, 4105*2^-12), (1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -2184999434857*2^-61) # [(1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12), (1025*2^-10, 2055*2^-11)] # Split (Some -812134922857*2^-61) # [(1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Success # [(1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12), (4105*2^-12, 2055*2^-11)] # Success # [(1025*2^-10, 4105*2^-12), (4105*2^-12, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Success # [(4105*2^-12, 2055*2^-11), (1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -26995146455657*2^-61) # [(4105*2^-12, 2055*2^-11), (1025*2^-10, 4105*2^-12), (1025*2^-10, 2055*2^-11)] # Split (Some -18731040471657*2^-61) # [(4105*2^-12, 2055*2^-11), (1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Split (Some -10466934487657*2^-61) # [(4105*2^-12, 8215*2^-13), (1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Split (Some -4268592036457*2^-61) # [(4105*2^-12, 8215*2^-13), (1025*2^-10, 8205*2^-13), (1025*2^-10, 4105*2^-12)] # Split (Some -1861548964457*2^-61) # [(4105*2^-12, 8215*2^-13), (1025*2^-10, 8205*2^-13), (1025*2^-10, 8205*2^-13)] # Success # [(4105*2^-12, 8215*2^-13), (1025*2^-10, 8205*2^-13), (8205*2^-13, 4105*2^-12)] # Success # [(4105*2^-12, 8215*2^-13), (8205*2^-13, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Success # [(8215*2^-13, 2055*2^-11), (1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Split (Some -6346450238057*2^-61) # [(8215*2^-13, 2055*2^-11), (1025*2^-10, 8205*2^-13), (1025*2^-10, 4105*2^-12)] # Split (Some -2218169662057*2^-61) # [(8215*2^-13, 2055*2^-11), (1025*2^-10, 8205*2^-13), (1025*2^-10, 8205*2^-13)] # Success # [(8215*2^-13, 2055*2^-11), (1025*2^-10, 8205*2^-13), (8205*2^-13, 4105*2^-12)] # Success # [(8215*2^-13, 2055*2^-11), (8205*2^-13, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Success # [(4105*2^-12, 2055*2^-11), (1025*2^-10, 4105*2^-12), (4105*2^-12, 2055*2^-11)] # Success # [(4105*2^-12, 2055*2^-11), (4105*2^-12, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -143519734377*2^-61) # [(4105*2^-12, 2055*2^-11), (4105*2^-12, 2055*2^-11), (1025*2^-10, 4105*2^-12)] # Success # [(4105*2^-12, 2055*2^-11), (4105*2^-12, 2055*2^-11), (4105*2^-12, 2055*2^-11)] # Success # [(1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11), (2055*2^-11, 515*2^-9)] # Success # [(1025*2^-10, 2055*2^-11), (2055*2^-11, 515*2^-9), (1025*2^-10, 515*2^-9)] # Success # [(2055*2^-11, 515*2^-9), (1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -145715995966057*2^-61) # [(2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11), (1025*2^-10, 515*2^-9)] # Split (Some -101542307134057*2^-61) # [(2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -57368618302057*2^-61) # [(2055*2^-11, 4115*2^-12), (1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -38061398129257*2^-61) # [(2055*2^-11, 4115*2^-12), (1025*2^-10, 4105*2^-12), (1025*2^-10, 2055*2^-11)] # Split (Some -22906050673257*2^-61) # [(2055*2^-11, 4115*2^-12), (1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Split (Some -7750703217257*2^-61) # [(2055*2^-11, 8225*2^-13), (1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Split (Some -4988334602857*2^-61) # [(2055*2^-11, 8225*2^-13), (1025*2^-10, 8205*2^-13), (1025*2^-10, 4105*2^-12)] # Split (Some -159847831657*2^-61) # [(2055*2^-11, 8225*2^-13), (1025*2^-10, 8205*2^-13), (1025*2^-10, 8205*2^-13)] # Success # [(2055*2^-11, 8225*2^-13), (1025*2^-10, 8205*2^-13), (8205*2^-13, 4105*2^-12)] # Success # [(2055*2^-11, 8225*2^-13), (8205*2^-13, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Success # [(8225*2^-13, 4115*2^-12), (1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Split (Some -194245130857*2^-61) # [(8225*2^-13, 4115*2^-12), (1025*2^-10, 8205*2^-13), (1025*2^-10, 4105*2^-12)] # Success # [(8225*2^-13, 4115*2^-12), (8205*2^-13, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Success # [(2055*2^-11, 4115*2^-12), (1025*2^-10, 4105*2^-12), (4105*2^-12, 2055*2^-11)] # Success # [(2055*2^-11, 4115*2^-12), (4105*2^-12, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -9790007081577*2^-61) # [(2055*2^-11, 4115*2^-12), (4105*2^-12, 2055*2^-11), (1025*2^-10, 4105*2^-12)] # Success # [(2055*2^-11, 4115*2^-12), (4105*2^-12, 2055*2^-11), (4105*2^-12, 2055*2^-11)] # Success # [(4115*2^-12, 515*2^-9), (1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -35383754455657*2^-61) # [(4115*2^-12, 515*2^-9), (1025*2^-10, 4105*2^-12), (1025*2^-10, 2055*2^-11)] # Split (Some -15360119102057*2^-61) # [(4115*2^-12, 515*2^-9), (1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Success # [(4115*2^-12, 515*2^-9), (1025*2^-10, 4105*2^-12), (4105*2^-12, 2055*2^-11)] # Success # [(4115*2^-12, 515*2^-9), (4105*2^-12, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -13995216271977*2^-61) # [(4115*2^-12, 515*2^-9), (4105*2^-12, 2055*2^-11), (1025*2^-10, 4105*2^-12)] # Success # [(4115*2^-12, 515*2^-9), (4105*2^-12, 2055*2^-11), (4105*2^-12, 2055*2^-11)] # Success # [(2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11), (2055*2^-11, 515*2^-9)] # Success # [(2055*2^-11, 515*2^-9), (2055*2^-11, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -43667333806697*2^-61) # [(2055*2^-11, 515*2^-9), (2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11)] # Success # [(2055*2^-11, 515*2^-9), (2055*2^-11, 515*2^-9), (2055*2^-11, 515*2^-9)] # Success # [(255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -386627674143337*2^-61) # [(255*2^-8, 1025*2^-10), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -22629195807337*2^-61) # [(255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10), (515*2^-9, 65*2^-6)] # Success # [(255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9), (515*2^-9, 65*2^-6)] # Success # [(1025*2^-10, 515*2^-9), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -232867844946537*2^-61) # [(1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10), (515*2^-9, 65*2^-6)] # Success # [(1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9), (515*2^-9, 65*2^-6)] # Success # [(255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -1096234788813417*2^-61) # [(255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9)] # Split (Some -386627674143337*2^-61) # [(255*2^-8, 1025*2^-10), (515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9)] # Split (Some -22629195807337*2^-61) # [(255*2^-8, 1025*2^-10), (515*2^-9, 1035*2^-10), (255*2^-8, 515*2^-9)] # Split (Some -22629195807337*2^-61) # [(255*2^-8, 1025*2^-10), (515*2^-9, 1035*2^-10), (255*2^-8, 1025*2^-10)] # Success # [(255*2^-8, 1025*2^-10), (515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(255*2^-8, 1025*2^-10), (1035*2^-10, 65*2^-6), (255*2^-8, 515*2^-9)] # Success # [(1025*2^-10, 515*2^-9), (515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9)] # Split (Some -232867844946537*2^-61) # [(1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10), (255*2^-8, 515*2^-9)] # Split (Some -232867844946537*2^-61) # [(1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10), (255*2^-8, 1025*2^-10)] # Success # [(1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(1025*2^-10, 515*2^-9), (1035*2^-10, 65*2^-6), (255*2^-8, 515*2^-9)] # Success # [(255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6)] # Success # [(515*2^-9, 65*2^-6), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -3050439036467817*2^-61) # [(515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9), (255*2^-8, 65*2^-6)] # Split (Some -1896302806661737*2^-61) # [(515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -742166576855657*2^-61) # [(515*2^-9, 1035*2^-10), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -609452087409257*2^-61) # [(515*2^-9, 1035*2^-10), (255*2^-8, 1025*2^-10), (255*2^-8, 515*2^-9)] # Split (Some -278354264423017*2^-61) # [(515*2^-9, 1035*2^-10), (255*2^-8, 1025*2^-10), (255*2^-8, 1025*2^-10)] # Success # [(515*2^-9, 1035*2^-10), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -90858599578217*2^-61) # [(515*2^-9, 2065*2^-11), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -57679977216617*2^-61) # [(515*2^-9, 2065*2^-11), (255*2^-8, 2045*2^-11), (1025*2^-10, 515*2^-9)] # Success # [(515*2^-9, 2065*2^-11), (2045*2^-11, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -52182419077737*2^-61) # [(515*2^-9, 2065*2^-11), (2045*2^-11, 1025*2^-10), (1025*2^-10, 2055*2^-11)] # Success # [(515*2^-9, 2065*2^-11), (2045*2^-11, 1025*2^-10), (2055*2^-11, 515*2^-9)] # Success # [(2065*2^-11, 1035*2^-10), (255*2^-8, 1025*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -421956422564457*2^-61) # [(515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Split (Some -90858599578217*2^-61) # [(515*2^-9, 2065*2^-11), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Split (Some -57679977216617*2^-61) # [(515*2^-9, 2065*2^-11), (1025*2^-10, 2055*2^-11), (255*2^-8, 1025*2^-10)] # Success # [(515*2^-9, 2065*2^-11), (2055*2^-11, 515*2^-9), (255*2^-8, 1025*2^-10)] # Success # [(2065*2^-11, 1035*2^-10), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Success # [(515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -234460757719657*2^-61) # [(515*2^-9, 2065*2^-11), (1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -168103512996457*2^-61) # [(515*2^-9, 2065*2^-11), (1025*2^-10, 2055*2^-11), (1025*2^-10, 515*2^-9)] # Split (Some -96314526628457*2^-61) # [(515*2^-9, 2065*2^-11), (1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -24525540260457*2^-61) # [(515*2^-9, 4125*2^-12), (1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -18962215434857*2^-61) # [(515*2^-9, 4125*2^-12), (1025*2^-10, 4105*2^-12), (1025*2^-10, 2055*2^-11)] # Split (Some -2366165310057*2^-61) # [(515*2^-9, 4125*2^-12), (1025*2^-10, 4105*2^-12), (1025*2^-10, 4105*2^-12)] # Success # [(515*2^-9, 4125*2^-12), (1025*2^-10, 4105*2^-12), (4105*2^-12, 2055*2^-11)] # Success # [(515*2^-9, 4125*2^-12), (4105*2^-12, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Split (Some -4456530115177*2^-61) # [(515*2^-9, 4125*2^-12), (4105*2^-12, 2055*2^-11), (1025*2^-10, 4105*2^-12)] # Success # [(515*2^-9, 4125*2^-12), (4105*2^-12, 2055*2^-11), (4105*2^-12, 2055*2^-11)] # Success # [(4125*2^-12, 2065*2^-11), (1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Success # [(515*2^-9, 2065*2^-11), (1025*2^-10, 2055*2^-11), (2055*2^-11, 515*2^-9)] # Split (Some -5072465787497*2^-61) # [(515*2^-9, 4125*2^-12), (1025*2^-10, 2055*2^-11), (2055*2^-11, 515*2^-9)] # Success # [(4125*2^-12, 2065*2^-11), (1025*2^-10, 2055*2^-11), (2055*2^-11, 515*2^-9)] # Success # [(515*2^-9, 2065*2^-11), (2055*2^-11, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -76861452155497*2^-61) # [(515*2^-9, 2065*2^-11), (2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11)] # Split (Some -5072465787497*2^-61) # [(515*2^-9, 4125*2^-12), (2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11)] # Success # [(4125*2^-12, 2065*2^-11), (2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11)] # Success # [(515*2^-9, 2065*2^-11), (2055*2^-11, 515*2^-9), (2055*2^-11, 515*2^-9)] # Success # [(2065*2^-11, 1035*2^-10), (1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -135515448638057*2^-61) # [(2065*2^-11, 1035*2^-10), (1025*2^-10, 2055*2^-11), (1025*2^-10, 515*2^-9)] # Split (Some -60688826071657*2^-61) # [(2065*2^-11, 1035*2^-10), (1025*2^-10, 2055*2^-11), (1025*2^-10, 2055*2^-11)] # Success # [(2065*2^-11, 1035*2^-10), (1025*2^-10, 2055*2^-11), (2055*2^-11, 515*2^-9)] # Success # [(2065*2^-11, 1035*2^-10), (2055*2^-11, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -71821576469097*2^-61) # [(2065*2^-11, 1035*2^-10), (2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11)] # Success # [(2065*2^-11, 1035*2^-10), (2055*2^-11, 515*2^-9), (2055*2^-11, 515*2^-9)] # Split (Some -8127704300137*2^-61) # [(2065*2^-11, 4135*2^-12), (2055*2^-11, 515*2^-9), (2055*2^-11, 515*2^-9)] # Success # [(4135*2^-12, 1035*2^-10), (2055*2^-11, 515*2^-9), (2055*2^-11, 515*2^-9)] # Success # [(1035*2^-10, 65*2^-6), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -214744592906857*2^-61) # [(1035*2^-10, 65*2^-6), (255*2^-8, 1025*2^-10), (255*2^-8, 515*2^-9)] # Success # [(1035*2^-10, 65*2^-6), (1025*2^-10, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -137039029566057*2^-61) # [(1035*2^-10, 65*2^-6), (1025*2^-10, 515*2^-9), (255*2^-8, 1025*2^-10)] # Success # [(1035*2^-10, 65*2^-6), (1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -59333466225257*2^-61) # [(1035*2^-10, 2075*2^-11), (1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -47951802890857*2^-61) # [(1035*2^-10, 2075*2^-11), (1025*2^-10, 2055*2^-11), (1025*2^-10, 515*2^-9)] # Success # [(1035*2^-10, 2075*2^-11), (2055*2^-11, 515*2^-9), (1025*2^-10, 515*2^-9)] # Split (Some -11806119393897*2^-61) # [(1035*2^-10, 2075*2^-11), (2055*2^-11, 515*2^-9), (1025*2^-10, 2055*2^-11)] # Success # [(1035*2^-10, 2075*2^-11), (2055*2^-11, 515*2^-9), (2055*2^-11, 515*2^-9)] # Success # [(2075*2^-11, 65*2^-6), (1025*2^-10, 515*2^-9), (1025*2^-10, 515*2^-9)] # Success # [(515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -520785843026537*2^-61) # [(515*2^-9, 1035*2^-10), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -223204168530537*2^-61) # [(515*2^-9, 1035*2^-10), (255*2^-8, 1025*2^-10), (515*2^-9, 65*2^-6)] # Success # [(515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -35708503685737*2^-61) # [(515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10)] # Split (Some -35708503685737*2^-61) # [(515*2^-9, 2065*2^-11), (1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10)] # Success # [(2065*2^-11, 1035*2^-10), (1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10)] # Success # [(515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9), (1035*2^-10, 65*2^-6)] # Success # [(1035*2^-10, 65*2^-6), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -213480932997737*2^-61) # [(1035*2^-10, 65*2^-6), (255*2^-8, 1025*2^-10), (515*2^-9, 65*2^-6)] # Success # [(1035*2^-10, 65*2^-6), (1025*2^-10, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -135775369656937*2^-61) # [(1035*2^-10, 65*2^-6), (1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10)] # Split (Some -47438084536937*2^-61) # [(1035*2^-10, 2075*2^-11), (1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10)] # Success # [(2075*2^-11, 65*2^-6), (1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10)] # Success # [(1035*2^-10, 65*2^-6), (1025*2^-10, 515*2^-9), (1035*2^-10, 65*2^-6)] # Success # [(515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -1674922072832617*2^-61) # [(515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9)] # Split (Some -520785843026537*2^-61) # [(515*2^-9, 1035*2^-10), (515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9)] # Split (Some -223204168530537*2^-61) # [(515*2^-9, 1035*2^-10), (515*2^-9, 1035*2^-10), (255*2^-8, 515*2^-9)] # Split (Some -223204168530537*2^-61) # [(515*2^-9, 1035*2^-10), (515*2^-9, 1035*2^-10), (255*2^-8, 1025*2^-10)] # Success # [(515*2^-9, 1035*2^-10), (515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -35708503685737*2^-61) # [(515*2^-9, 2065*2^-11), (515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(2065*2^-11, 1035*2^-10), (515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(515*2^-9, 1035*2^-10), (1035*2^-10, 65*2^-6), (255*2^-8, 515*2^-9)] # Success # [(1035*2^-10, 65*2^-6), (515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9)] # Split (Some -213480932997737*2^-61) # [(1035*2^-10, 65*2^-6), (515*2^-9, 1035*2^-10), (255*2^-8, 515*2^-9)] # Split (Some -125143647877737*2^-61) # [(1035*2^-10, 65*2^-6), (515*2^-9, 1035*2^-10), (255*2^-8, 1025*2^-10)] # Success # [(1035*2^-10, 65*2^-6), (515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -47438084536937*2^-61) # [(1035*2^-10, 2075*2^-11), (515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(2075*2^-11, 65*2^-6), (515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(1035*2^-10, 65*2^-6), (1035*2^-10, 65*2^-6), (255*2^-8, 515*2^-9)] # Success # [(515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6)] # Split (Some -299405109197417*2^-61) # [(515*2^-9, 1035*2^-10), (515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6)] # Success # [(1035*2^-10, 65*2^-6), (515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6)] # Split (Some -212217273088617*2^-61) # [(1035*2^-10, 65*2^-6), (515*2^-9, 1035*2^-10), (515*2^-9, 65*2^-6)] # Split (Some -123879987968617*2^-61) # [(1035*2^-10, 65*2^-6), (515*2^-9, 1035*2^-10), (515*2^-9, 1035*2^-10)] # Split (Some -35542702848617*2^-61) # [(1035*2^-10, 2075*2^-11), (515*2^-9, 1035*2^-10), (515*2^-9, 1035*2^-10)] # Success # [(2075*2^-11, 65*2^-6), (515*2^-9, 1035*2^-10), (515*2^-9, 1035*2^-10)] # Success # [(1035*2^-10, 65*2^-6), (515*2^-9, 1035*2^-10), (1035*2^-10, 65*2^-6)] # Success # [(1035*2^-10, 65*2^-6), (1035*2^-10, 65*2^-6), (515*2^-9, 65*2^-6)] # Success # [(15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -30740007294433897*2^-61) # [(15*2^-4, 125*2^-7), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -15896600319457897*2^-61) # [(15*2^-4, 125*2^-7), (15*2^-4, 125*2^-7), (65*2^-6, 35*2^-5)] # Success # [(15*2^-4, 125*2^-7), (125*2^-7, 65*2^-6), (65*2^-6, 35*2^-5)] # Success # [(125*2^-7, 65*2^-6), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -18425477063342697*2^-61) # [(125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7), (65*2^-6, 35*2^-5)] # Success # [(125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -7547699292109417*2^-61) # [(125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -7547699292109417*2^-61) # [(125*2^-7, 255*2^-8), (125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -2764823711283817*2^-61) # [(125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8), (65*2^-6, 135*2^-7)] # Success # [(125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6), (65*2^-6, 135*2^-7)] # Success # [(255*2^-8, 65*2^-6), (125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -4757688536627817*2^-61) # [(255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8), (65*2^-6, 135*2^-7)] # Success # [(255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -909011292355177*2^-61) # [(255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8)] # Split (Some -909011292355177*2^-61) # [(255*2^-8, 515*2^-9), (255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8)] # Success # [(515*2^-9, 65*2^-6), (255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8)] # Split (Some -381589308406377*2^-61) # [(515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9), (65*2^-6, 265*2^-8)] # Success # [(515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6), (65*2^-6, 265*2^-8)] # Success # [(255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6), (265*2^-8, 135*2^-7)] # Success # [(125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6), (135*2^-7, 35*2^-5)] # Success # [(15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -93950930775276137*2^-61) # [(15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Split (Some -30740007294433897*2^-61) # [(15*2^-4, 125*2^-7), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Split (Some -15896600319457897*2^-61) # [(15*2^-4, 125*2^-7), (65*2^-6, 135*2^-7), (15*2^-4, 65*2^-6)] # Split (Some -15896600319457897*2^-61) # [(15*2^-4, 125*2^-7), (65*2^-6, 135*2^-7), (15*2^-4, 125*2^-7)] # Success # [(15*2^-4, 125*2^-7), (65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6)] # Success # [(15*2^-4, 125*2^-7), (135*2^-7, 35*2^-5), (15*2^-4, 65*2^-6)] # Success # [(125*2^-7, 65*2^-6), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Split (Some -18425477063342697*2^-61) # [(125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7), (15*2^-4, 65*2^-6)] # Split (Some -18425477063342697*2^-61) # [(125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7), (15*2^-4, 125*2^-7)] # Success # [(125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -7547699292109417*2^-61) # [(125*2^-7, 255*2^-8), (65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -2764823711283817*2^-61) # [(125*2^-7, 255*2^-8), (65*2^-6, 265*2^-8), (125*2^-7, 65*2^-6)] # Split (Some -2764823711283817*2^-61) # [(125*2^-7, 255*2^-8), (65*2^-6, 265*2^-8), (125*2^-7, 255*2^-8)] # Success # [(125*2^-7, 255*2^-8), (65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6)] # Success # [(125*2^-7, 255*2^-8), (265*2^-8, 135*2^-7), (125*2^-7, 65*2^-6)] # Success # [(255*2^-8, 65*2^-6), (65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -4757688536627817*2^-61) # [(255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8), (125*2^-7, 65*2^-6)] # Split (Some -4757688536627817*2^-61) # [(255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8), (125*2^-7, 255*2^-8)] # Success # [(255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -909011292355177*2^-61) # [(255*2^-8, 515*2^-9), (65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6)] # Success # [(515*2^-9, 65*2^-6), (65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -381589308406377*2^-61) # [(515*2^-9, 65*2^-6), (65*2^-6, 525*2^-9), (255*2^-8, 65*2^-6)] # Split (Some -381589308406377*2^-61) # [(515*2^-9, 65*2^-6), (65*2^-6, 525*2^-9), (255*2^-8, 515*2^-9)] # Success # [(515*2^-9, 65*2^-6), (65*2^-6, 525*2^-9), (515*2^-9, 65*2^-6)] # Success # [(515*2^-9, 65*2^-6), (525*2^-9, 265*2^-8), (255*2^-8, 65*2^-6)] # Success # [(255*2^-8, 65*2^-6), (265*2^-8, 135*2^-7), (125*2^-7, 65*2^-6)] # Success # [(125*2^-7, 65*2^-6), (135*2^-7, 35*2^-5), (15*2^-4, 65*2^-6)] # Success # [(15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5)] # Success # [(65*2^-6, 35*2^-5), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -206022089410181737*2^-61) # [(65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6), (15*2^-4, 35*2^-5)] # Split (Some -113124351979387497*2^-61) # [(65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -20226614548593257*2^-61) # [(65*2^-6, 135*2^-7), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -17367884316375657*2^-61) # [(65*2^-6, 135*2^-7), (15*2^-4, 125*2^-7), (15*2^-4, 65*2^-6)] # Success # [(65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -13224615265270377*2^-61) # [(65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Success # [(65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -9081346214165097*2^-61) # [(65*2^-6, 265*2^-8), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -7651981098056297*2^-61) # [(65*2^-6, 265*2^-8), (125*2^-7, 255*2^-8), (125*2^-7, 65*2^-6)] # Split (Some -2525816834325097*2^-61) # [(65*2^-6, 265*2^-8), (125*2^-7, 255*2^-8), (125*2^-7, 255*2^-8)] # Success # [(65*2^-6, 265*2^-8), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -412306377636457*2^-61) # [(65*2^-6, 525*2^-9), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -54965098609257*2^-61) # [(65*2^-6, 525*2^-9), (125*2^-7, 505*2^-9), (255*2^-8, 65*2^-6)] # Success # [(65*2^-6, 525*2^-9), (505*2^-9, 255*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -54965098609257*2^-61) # [(65*2^-6, 525*2^-9), (505*2^-9, 255*2^-8), (255*2^-8, 515*2^-9)] # Success # [(65*2^-6, 525*2^-9), (505*2^-9, 255*2^-8), (515*2^-9, 65*2^-6)] # Success # [(525*2^-9, 265*2^-8), (125*2^-7, 255*2^-8), (255*2^-8, 65*2^-6)] # Success # [(65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -5538470641367657*2^-61) # [(65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Split (Some -412306377636457*2^-61) # [(65*2^-6, 525*2^-9), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Split (Some -54965098609257*2^-61) # [(65*2^-6, 525*2^-9), (255*2^-8, 515*2^-9), (125*2^-7, 255*2^-8)] # Success # [(65*2^-6, 525*2^-9), (515*2^-9, 65*2^-6), (125*2^-7, 255*2^-8)] # Success # [(525*2^-9, 265*2^-8), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Success # [(65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -3424960184679017*2^-61) # [(65*2^-6, 525*2^-9), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -2710277626624617*2^-61) # [(65*2^-6, 525*2^-9), (255*2^-8, 515*2^-9), (255*2^-8, 65*2^-6)] # Split (Some -1373346078751337*2^-61) # [(65*2^-6, 525*2^-9), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -36414530878057*2^-61) # [(65*2^-6, 1045*2^-10), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Split (Some -36414530878057*2^-61) # [(65*2^-6, 1045*2^-10), (255*2^-8, 1025*2^-10), (255*2^-8, 515*2^-9)] # Success # [(65*2^-6, 1045*2^-10), (1025*2^-10, 515*2^-9), (255*2^-8, 515*2^-9)] # Success # [(1045*2^-10, 525*2^-9), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Success # [(65*2^-6, 525*2^-9), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -438063262956137*2^-61) # [(65*2^-6, 1045*2^-10), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -259392623442537*2^-61) # [(65*2^-6, 1045*2^-10), (255*2^-8, 1025*2^-10), (515*2^-9, 65*2^-6)] # Success # [(65*2^-6, 1045*2^-10), (1025*2^-10, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -204417042053737*2^-61) # [(65*2^-6, 1045*2^-10), (1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10)] # Split (Some -4679042693737*2^-61) # [(65*2^-6, 2085*2^-11), (1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10)] # Success # [(2085*2^-11, 1045*2^-10), (1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10)] # Success # [(65*2^-6, 1045*2^-10), (1025*2^-10, 515*2^-9), (1035*2^-10, 65*2^-6)] # Success # [(1045*2^-10, 525*2^-9), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -142354764626537*2^-61) # [(1045*2^-10, 525*2^-9), (255*2^-8, 1025*2^-10), (515*2^-9, 65*2^-6)] # Success # [(1045*2^-10, 525*2^-9), (1025*2^-10, 515*2^-9), (515*2^-9, 65*2^-6)] # Split (Some -87379183237737*2^-61) # [(1045*2^-10, 525*2^-9), (1025*2^-10, 515*2^-9), (515*2^-9, 1035*2^-10)] # Success # [(1045*2^-10, 525*2^-9), (1025*2^-10, 515*2^-9), (1035*2^-10, 65*2^-6)] # Success # [(65*2^-6, 525*2^-9), (515*2^-9, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -1774994810829417*2^-61) # [(65*2^-6, 525*2^-9), (515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9)] # Split (Some -438063262956137*2^-61) # [(65*2^-6, 1045*2^-10), (515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9)] # Split (Some -259392623442537*2^-61) # [(65*2^-6, 1045*2^-10), (515*2^-9, 1035*2^-10), (255*2^-8, 515*2^-9)] # Split (Some -59654624082537*2^-61) # [(65*2^-6, 1045*2^-10), (515*2^-9, 1035*2^-10), (255*2^-8, 1025*2^-10)] # Success # [(65*2^-6, 1045*2^-10), (515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9)] # Split (Some -4679042693737*2^-61) # [(65*2^-6, 2085*2^-11), (515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(2085*2^-11, 1045*2^-10), (515*2^-9, 1035*2^-10), (1025*2^-10, 515*2^-9)] # Success # [(65*2^-6, 1045*2^-10), (1035*2^-10, 65*2^-6), (255*2^-8, 515*2^-9)] # Success # [(1045*2^-10, 525*2^-9), (515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9)] # Split (Some -142354764626537*2^-61) # [(1045*2^-10, 525*2^-9), (515*2^-9, 1035*2^-10), (255*2^-8, 515*2^-9)] # Success # [(1045*2^-10, 525*2^-9), (1035*2^-10, 65*2^-6), (255*2^-8, 515*2^-9)] # Success # [(65*2^-6, 525*2^-9), (515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6)] # Split (Some -839711995034217*2^-61) # [(65*2^-6, 1045*2^-10), (515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6)] # Split (Some -482370716007017*2^-61) # [(65*2^-6, 1045*2^-10), (515*2^-9, 1035*2^-10), (515*2^-9, 65*2^-6)] # Split (Some -282632716647017*2^-61) # [(65*2^-6, 1045*2^-10), (515*2^-9, 1035*2^-10), (515*2^-9, 1035*2^-10)] # Split (Some -82894717287017*2^-61) # [(65*2^-6, 2085*2^-11), (515*2^-9, 1035*2^-10), (515*2^-9, 1035*2^-10)] # Split (Some -15624792013417*2^-61) # [(65*2^-6, 2085*2^-11), (515*2^-9, 2065*2^-11), (515*2^-9, 1035*2^-10)] # Success # [(65*2^-6, 2085*2^-11), (2065*2^-11, 1035*2^-10), (515*2^-9, 1035*2^-10)] # Success # [(2085*2^-11, 1045*2^-10), (515*2^-9, 1035*2^-10), (515*2^-9, 1035*2^-10)] # Success # [(65*2^-6, 1045*2^-10), (515*2^-9, 1035*2^-10), (1035*2^-10, 65*2^-6)] # Success # [(65*2^-6, 1045*2^-10), (1035*2^-10, 65*2^-6), (515*2^-9, 65*2^-6)] # Success # [(1045*2^-10, 525*2^-9), (515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6)] # Split (Some -532621833370217*2^-61) # [(1045*2^-10, 525*2^-9), (515*2^-9, 1035*2^-10), (515*2^-9, 65*2^-6)] # Split (Some -221483119770217*2^-61) # [(1045*2^-10, 525*2^-9), (515*2^-9, 1035*2^-10), (515*2^-9, 1035*2^-10)] # Success # [(1045*2^-10, 525*2^-9), (515*2^-9, 1035*2^-10), (1035*2^-10, 65*2^-6)] # Success # [(1045*2^-10, 525*2^-9), (1035*2^-10, 65*2^-6), (515*2^-9, 65*2^-6)] # Split (Some -96261209160297*2^-61) # [(1045*2^-10, 525*2^-9), (1035*2^-10, 65*2^-6), (515*2^-9, 1035*2^-10)] # Success # [(1045*2^-10, 525*2^-9), (1035*2^-10, 65*2^-6), (1035*2^-10, 65*2^-6)] # Success # [(525*2^-9, 265*2^-8), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -1490506914560617*2^-61) # [(525*2^-9, 265*2^-8), (255*2^-8, 515*2^-9), (255*2^-8, 65*2^-6)] # Split (Some -369182724946537*2^-61) # [(525*2^-9, 265*2^-8), (255*2^-8, 515*2^-9), (255*2^-8, 515*2^-9)] # Success # [(525*2^-9, 265*2^-8), (255*2^-8, 515*2^-9), (515*2^-9, 65*2^-6)] # Success # [(525*2^-9, 265*2^-8), (515*2^-9, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -995458246605417*2^-61) # [(525*2^-9, 265*2^-8), (515*2^-9, 65*2^-6), (255*2^-8, 515*2^-9)] # Success # [(525*2^-9, 265*2^-8), (515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6)] # Split (Some -500409578650217*2^-61) # [(525*2^-9, 1055*2^-10), (515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6)] # Split (Some -362970625178217*2^-61) # [(525*2^-9, 1055*2^-10), (515*2^-9, 1035*2^-10), (515*2^-9, 65*2^-6)] # Split (Some -69183485082217*2^-61) # [(525*2^-9, 1055*2^-10), (515*2^-9, 1035*2^-10), (515*2^-9, 1035*2^-10)] # Success # [(525*2^-9, 1055*2^-10), (515*2^-9, 1035*2^-10), (1035*2^-10, 65*2^-6)] # Success # [(525*2^-9, 1055*2^-10), (1035*2^-10, 65*2^-6), (515*2^-9, 65*2^-6)] # Split (Some -37473844296297*2^-61) # [(525*2^-9, 1055*2^-10), (1035*2^-10, 65*2^-6), (515*2^-9, 1035*2^-10)] # Success # [(525*2^-9, 1055*2^-10), (1035*2^-10, 65*2^-6), (1035*2^-10, 65*2^-6)] # Success # [(1055*2^-10, 265*2^-8), (515*2^-9, 65*2^-6), (515*2^-9, 65*2^-6)] # Success # [(265*2^-8, 135*2^-7), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -1627000975227497*2^-61) # [(265*2^-8, 135*2^-7), (125*2^-7, 255*2^-8), (125*2^-7, 65*2^-6)] # Success # [(265*2^-8, 135*2^-7), (255*2^-8, 65*2^-6), (125*2^-7, 65*2^-6)] # Split (Some -923313533450857*2^-61) # [(265*2^-8, 135*2^-7), (255*2^-8, 65*2^-6), (125*2^-7, 255*2^-8)] # Success # [(265*2^-8, 135*2^-7), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -219626091674217*2^-61) # [(265*2^-8, 535*2^-9), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Split (Some -219626091674217*2^-61) # [(265*2^-8, 535*2^-9), (255*2^-8, 515*2^-9), (255*2^-8, 65*2^-6)] # Success # [(265*2^-8, 535*2^-9), (515*2^-9, 65*2^-6), (255*2^-8, 65*2^-6)] # Success # [(535*2^-9, 135*2^-7), (255*2^-8, 65*2^-6), (255*2^-8, 65*2^-6)] # Success # [(135*2^-7, 35*2^-5), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -2022825161226857*2^-61) # [(135*2^-7, 35*2^-5), (15*2^-4, 125*2^-7), (15*2^-4, 65*2^-6)] # Success # [(135*2^-7, 35*2^-5), (125*2^-7, 65*2^-6), (15*2^-4, 65*2^-6)] # Split (Some -615450277673577*2^-61) # [(135*2^-7, 35*2^-5), (125*2^-7, 65*2^-6), (15*2^-4, 125*2^-7)] # Success # [(135*2^-7, 35*2^-5), (125*2^-7, 65*2^-6), (125*2^-7, 65*2^-6)] # Success # [(65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -35485087163054697*2^-61) # [(65*2^-6, 135*2^-7), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -17782949955861097*2^-61) # [(65*2^-6, 135*2^-7), (15*2^-4, 125*2^-7), (65*2^-6, 35*2^-5)] # Success # [(65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -13639680904755817*2^-61) # [(65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -9151440080435817*2^-61) # [(65*2^-6, 265*2^-8), (125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -4079942697319017*2^-61) # [(65*2^-6, 265*2^-8), (125*2^-7, 255*2^-8), (65*2^-6, 135*2^-7)] # Success # [(65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -1966432240630377*2^-61) # [(65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8)] # Split (Some -1621761115126377*2^-61) # [(65*2^-6, 525*2^-9), (255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8)] # Split (Some -706288835983977*2^-61) # [(65*2^-6, 525*2^-9), (255*2^-8, 515*2^-9), (65*2^-6, 265*2^-8)] # Success # [(65*2^-6, 525*2^-9), (515*2^-9, 65*2^-6), (65*2^-6, 265*2^-8)] # Success # [(525*2^-9, 265*2^-8), (255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8)] # Split (Some -572071107983977*2^-61) # [(525*2^-9, 265*2^-8), (255*2^-8, 515*2^-9), (65*2^-6, 265*2^-8)] # Success # [(525*2^-9, 265*2^-8), (515*2^-9, 65*2^-6), (65*2^-6, 265*2^-8)] # Split (Some -77022440028777*2^-61) # [(525*2^-9, 265*2^-8), (515*2^-9, 65*2^-6), (65*2^-6, 525*2^-9)] # Success # [(525*2^-9, 265*2^-8), (515*2^-9, 65*2^-6), (525*2^-9, 265*2^-8)] # Success # [(65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6), (265*2^-8, 135*2^-7)] # Success # [(265*2^-8, 135*2^-7), (125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -4379731414579817*2^-61) # [(265*2^-8, 135*2^-7), (125*2^-7, 255*2^-8), (65*2^-6, 135*2^-7)] # Success # [(265*2^-8, 135*2^-7), (255*2^-8, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -3676043972803177*2^-61) # [(265*2^-8, 135*2^-7), (255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8)] # Split (Some -1493126844611177*2^-61) # [(265*2^-8, 535*2^-9), (255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8)] # Split (Some -673647084534377*2^-61) # [(265*2^-8, 535*2^-9), (255*2^-8, 515*2^-9), (65*2^-6, 265*2^-8)] # Success # [(265*2^-8, 535*2^-9), (515*2^-9, 65*2^-6), (65*2^-6, 265*2^-8)] # Split (Some -453744758979177*2^-61) # [(265*2^-8, 535*2^-9), (515*2^-9, 65*2^-6), (65*2^-6, 525*2^-9)] # Success # [(265*2^-8, 535*2^-9), (515*2^-9, 65*2^-6), (525*2^-9, 265*2^-8)] # Success # [(535*2^-9, 135*2^-7), (255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8)] # Split (Some -586029751695977*2^-61) # [(535*2^-9, 135*2^-7), (255*2^-8, 515*2^-9), (65*2^-6, 265*2^-8)] # Success # [(535*2^-9, 135*2^-7), (515*2^-9, 65*2^-6), (65*2^-6, 265*2^-8)] # Split (Some -366127426140777*2^-61) # [(535*2^-9, 135*2^-7), (515*2^-9, 65*2^-6), (65*2^-6, 525*2^-9)] # Success # [(535*2^-9, 135*2^-7), (515*2^-9, 65*2^-6), (525*2^-9, 265*2^-8)] # Success # [(265*2^-8, 135*2^-7), (255*2^-8, 65*2^-6), (265*2^-8, 135*2^-7)] # Success # [(65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6), (135*2^-7, 35*2^-5)] # Success # [(135*2^-7, 35*2^-5), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -20775683167713897*2^-61) # [(135*2^-7, 35*2^-5), (15*2^-4, 125*2^-7), (65*2^-6, 35*2^-5)] # Success # [(135*2^-7, 35*2^-5), (125*2^-7, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -19368308284160617*2^-61) # [(135*2^-7, 35*2^-5), (125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -7320925018880617*2^-61) # [(135*2^-7, 275*2^-8), (125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -4723328798259817*2^-61) # [(135*2^-7, 275*2^-8), (125*2^-7, 255*2^-8), (65*2^-6, 135*2^-7)] # Success # [(135*2^-7, 275*2^-8), (255*2^-8, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -4019641356483177*2^-61) # [(135*2^-7, 275*2^-8), (255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8)] # Success # [(135*2^-7, 275*2^-8), (255*2^-8, 65*2^-6), (265*2^-8, 135*2^-7)] # Success # [(275*2^-8, 35*2^-5), (125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -1548488973056617*2^-61) # [(275*2^-8, 35*2^-5), (125*2^-7, 255*2^-8), (65*2^-6, 135*2^-7)] # Success # [(275*2^-8, 35*2^-5), (255*2^-8, 65*2^-6), (65*2^-6, 135*2^-7)] # Split (Some -844801531279977*2^-61) # [(275*2^-8, 35*2^-5), (255*2^-8, 65*2^-6), (65*2^-6, 265*2^-8)] # Success # [(275*2^-8, 35*2^-5), (255*2^-8, 65*2^-6), (265*2^-8, 135*2^-7)] # Success # [(135*2^-7, 35*2^-5), (125*2^-7, 65*2^-6), (135*2^-7, 35*2^-5)] # Success # [(65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -128382824593848937*2^-61) # [(65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Split (Some -35485087163054697*2^-61) # [(65*2^-6, 135*2^-7), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Split (Some -17782949955861097*2^-61) # [(65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7), (15*2^-4, 65*2^-6)] # Split (Some -13294709131541097*2^-61) # [(65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7), (15*2^-4, 125*2^-7)] # Success # [(65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -9151440080435817*2^-61) # [(65*2^-6, 265*2^-8), (65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -4079942697319017*2^-61) # [(65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8), (125*2^-7, 65*2^-6)] # Split (Some -3735271571815017*2^-61) # [(65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8), (125*2^-7, 255*2^-8)] # Success # [(65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -1621761115126377*2^-61) # [(65*2^-6, 525*2^-9), (65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -706288835983977*2^-61) # [(65*2^-6, 525*2^-9), (65*2^-6, 525*2^-9), (255*2^-8, 65*2^-6)] # Split (Some -706288835983977*2^-61) # [(65*2^-6, 525*2^-9), (65*2^-6, 525*2^-9), (255*2^-8, 515*2^-9)] # Success # [(65*2^-6, 525*2^-9), (65*2^-6, 525*2^-9), (515*2^-9, 65*2^-6)] # Success # [(65*2^-6, 525*2^-9), (525*2^-9, 265*2^-8), (255*2^-8, 65*2^-6)] # Success # [(525*2^-9, 265*2^-8), (65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -572071107983977*2^-61) # [(525*2^-9, 265*2^-8), (65*2^-6, 525*2^-9), (255*2^-8, 65*2^-6)] # Split (Some -402151464335977*2^-61) # [(525*2^-9, 265*2^-8), (65*2^-6, 525*2^-9), (255*2^-8, 515*2^-9)] # Success # [(525*2^-9, 265*2^-8), (65*2^-6, 525*2^-9), (515*2^-9, 65*2^-6)] # Success # [(525*2^-9, 265*2^-8), (525*2^-9, 265*2^-8), (255*2^-8, 65*2^-6)] # Success # [(65*2^-6, 265*2^-8), (265*2^-8, 135*2^-7), (125*2^-7, 65*2^-6)] # Success # [(265*2^-8, 135*2^-7), (65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -4379731414579817*2^-61) # [(265*2^-8, 135*2^-7), (65*2^-6, 265*2^-8), (125*2^-7, 65*2^-6)] # Split (Some -2196814286387817*2^-61) # [(265*2^-8, 135*2^-7), (65*2^-6, 265*2^-8), (125*2^-7, 255*2^-8)] # Success # [(265*2^-8, 135*2^-7), (65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -1493126844611177*2^-61) # [(265*2^-8, 535*2^-9), (65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -673647084534377*2^-61) # [(265*2^-8, 535*2^-9), (65*2^-6, 525*2^-9), (255*2^-8, 65*2^-6)] # Split (Some -50608391158377*2^-61) # [(265*2^-8, 535*2^-9), (65*2^-6, 525*2^-9), (255*2^-8, 515*2^-9)] # Success # [(265*2^-8, 535*2^-9), (65*2^-6, 525*2^-9), (515*2^-9, 65*2^-6)] # Success # [(265*2^-8, 535*2^-9), (525*2^-9, 265*2^-8), (255*2^-8, 65*2^-6)] # Success # [(535*2^-9, 135*2^-7), (65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6)] # Split (Some -586029751695977*2^-61) # [(535*2^-9, 135*2^-7), (65*2^-6, 525*2^-9), (255*2^-8, 65*2^-6)] # Success # [(535*2^-9, 135*2^-7), (525*2^-9, 265*2^-8), (255*2^-8, 65*2^-6)] # Success # [(265*2^-8, 135*2^-7), (265*2^-8, 135*2^-7), (125*2^-7, 65*2^-6)] # Success # [(65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5), (15*2^-4, 65*2^-6)] # Success # [(135*2^-7, 35*2^-5), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Split (Some -20775683167713897*2^-61) # [(135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7), (15*2^-4, 65*2^-6)] # Split (Some -8728299902433897*2^-61) # [(135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7), (15*2^-4, 125*2^-7)] # Success # [(135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -7320925018880617*2^-61) # [(135*2^-7, 275*2^-8), (65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -4723328798259817*2^-61) # [(135*2^-7, 275*2^-8), (65*2^-6, 265*2^-8), (125*2^-7, 65*2^-6)] # Split (Some -702165667379817*2^-61) # [(135*2^-7, 275*2^-8), (65*2^-6, 265*2^-8), (125*2^-7, 255*2^-8)] # Success # [(135*2^-7, 275*2^-8), (65*2^-6, 265*2^-8), (255*2^-8, 65*2^-6)] # Success # [(135*2^-7, 275*2^-8), (265*2^-8, 135*2^-7), (125*2^-7, 65*2^-6)] # Success # [(275*2^-8, 35*2^-5), (65*2^-6, 135*2^-7), (125*2^-7, 65*2^-6)] # Split (Some -1548488973056617*2^-61) # [(275*2^-8, 35*2^-5), (65*2^-6, 265*2^-8), (125*2^-7, 65*2^-6)] # Success # [(275*2^-8, 35*2^-5), (265*2^-8, 135*2^-7), (125*2^-7, 65*2^-6)] # Success # [(135*2^-7, 35*2^-5), (135*2^-7, 35*2^-5), (15*2^-4, 65*2^-6)] # Success # [(65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -50743559777516137*2^-61) # [(65*2^-6, 135*2^-7), (65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -18198015595346537*2^-61) # [(65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7), (65*2^-6, 35*2^-5)] # Split (Some -13709774771026537*2^-61) # [(65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -9221533946706537*2^-61) # [(65*2^-6, 265*2^-8), (65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -507904296581737*2^-61) # [(65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8), (65*2^-6, 135*2^-7)] # Split (Some -163233171077737*2^-61) # [(65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8)] # Success # [(65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8), (265*2^-8, 135*2^-7)] # Success # [(65*2^-6, 265*2^-8), (265*2^-8, 135*2^-7), (65*2^-6, 135*2^-7)] # Success # [(265*2^-8, 135*2^-7), (65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -7132461853932137*2^-61) # [(265*2^-8, 135*2^-7), (65*2^-6, 265*2^-8), (65*2^-6, 135*2^-7)] # Split (Some -4949544725740137*2^-61) # [(265*2^-8, 135*2^-7), (65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8)] # Split (Some -2766627597548137*2^-61) # [(265*2^-8, 535*2^-9), (65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8)] # Split (Some -1127668077394537*2^-61) # [(265*2^-8, 535*2^-9), (65*2^-6, 525*2^-9), (65*2^-6, 265*2^-8)] # Split (Some -504629384018537*2^-61) # [(265*2^-8, 535*2^-9), (65*2^-6, 525*2^-9), (65*2^-6, 525*2^-9)] # Success # [(265*2^-8, 535*2^-9), (65*2^-6, 525*2^-9), (525*2^-9, 265*2^-8)] # Success # [(265*2^-8, 535*2^-9), (525*2^-9, 265*2^-8), (65*2^-6, 265*2^-8)] # Success # [(535*2^-9, 135*2^-7), (65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8)] # Split (Some -1722091551160937*2^-61) # [(535*2^-9, 135*2^-7), (65*2^-6, 525*2^-9), (65*2^-6, 265*2^-8)] # Split (Some -645933808056937*2^-61) # [(535*2^-9, 135*2^-7), (65*2^-6, 525*2^-9), (65*2^-6, 525*2^-9)] # Success # [(535*2^-9, 135*2^-7), (65*2^-6, 525*2^-9), (525*2^-9, 265*2^-8)] # Success # [(535*2^-9, 135*2^-7), (525*2^-9, 265*2^-8), (65*2^-6, 265*2^-8)] # Success # [(265*2^-8, 135*2^-7), (65*2^-6, 265*2^-8), (265*2^-8, 135*2^-7)] # Success # [(265*2^-8, 135*2^-7), (265*2^-8, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -60763304458857*2^-61) # [(265*2^-8, 135*2^-7), (265*2^-8, 135*2^-7), (65*2^-6, 265*2^-8)] # Success # [(265*2^-8, 135*2^-7), (265*2^-8, 135*2^-7), (265*2^-8, 135*2^-7)] # Success # [(65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5)] # Success # [(65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5), (65*2^-6, 35*2^-5)] # Success # [(135*2^-7, 35*2^-5), (65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -39528541174200937*2^-61) # [(135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7), (65*2^-6, 35*2^-5)] # Split (Some -27481157908920937*2^-61) # [(135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -15433774643640937*2^-61) # [(135*2^-7, 275*2^-8), (65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -10238582202399337*2^-61) # [(135*2^-7, 275*2^-8), (65*2^-6, 265*2^-8), (65*2^-6, 135*2^-7)] # Split (Some -6217419071519337*2^-61) # [(135*2^-7, 275*2^-8), (65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8)] # Split (Some -2196255940639337*2^-61) # [(135*2^-7, 545*2^-9), (65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8)] # Split (Some -1436905722706537*2^-61) # [(135*2^-7, 545*2^-9), (65*2^-6, 525*2^-9), (65*2^-6, 265*2^-8)] # Split (Some -130973101292137*2^-61) # [(135*2^-7, 545*2^-9), (65*2^-6, 525*2^-9), (65*2^-6, 525*2^-9)] # Success # [(135*2^-7, 545*2^-9), (65*2^-6, 525*2^-9), (525*2^-9, 265*2^-8)] # Success # [(135*2^-7, 545*2^-9), (525*2^-9, 265*2^-8), (65*2^-6, 265*2^-8)] # Success # [(545*2^-9, 275*2^-8), (65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8)] # Split (Some -272110592031337*2^-61) # [(545*2^-9, 275*2^-8), (65*2^-6, 525*2^-9), (65*2^-6, 265*2^-8)] # Success # [(545*2^-9, 275*2^-8), (525*2^-9, 265*2^-8), (65*2^-6, 265*2^-8)] # Success # [(135*2^-7, 275*2^-8), (65*2^-6, 265*2^-8), (265*2^-8, 135*2^-7)] # Success # [(135*2^-7, 275*2^-8), (265*2^-8, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -2624496392305257*2^-61) # [(135*2^-7, 275*2^-8), (265*2^-8, 135*2^-7), (65*2^-6, 265*2^-8)] # Success # [(135*2^-7, 275*2^-8), (265*2^-8, 135*2^-7), (265*2^-8, 135*2^-7)] # Success # [(275*2^-8, 35*2^-5), (65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -9826265341983337*2^-61) # [(275*2^-8, 35*2^-5), (65*2^-6, 265*2^-8), (65*2^-6, 135*2^-7)] # Split (Some -4333740367903337*2^-61) # [(275*2^-8, 35*2^-5), (65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8)] # Success # [(275*2^-8, 35*2^-5), (65*2^-6, 265*2^-8), (265*2^-8, 135*2^-7)] # Success # [(275*2^-8, 35*2^-5), (265*2^-8, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -4016065796209257*2^-61) # [(275*2^-8, 35*2^-5), (265*2^-8, 135*2^-7), (65*2^-6, 265*2^-8)] # Success # [(275*2^-8, 35*2^-5), (265*2^-8, 135*2^-7), (265*2^-8, 135*2^-7)] # Success # [(135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5)] # Split (Some -21671049001577*2^-61) # [(135*2^-7, 275*2^-8), (65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5)] # Success # [(275*2^-8, 35*2^-5), (65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5)] # Success # [(135*2^-7, 35*2^-5), (135*2^-7, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -12069054314281577*2^-61) # [(135*2^-7, 35*2^-5), (135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7)] # Split (Some -21671049001577*2^-61) # [(135*2^-7, 275*2^-8), (135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7)] # Success # [(275*2^-8, 35*2^-5), (135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7)] # Success # [(135*2^-7, 35*2^-5), (135*2^-7, 35*2^-5), (135*2^-7, 35*2^-5)] # Success # [(15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -97203423609191017*2^-61) # [(15*2^-4, 65*2^-6), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Success # [(65*2^-6, 35*2^-5), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -58500614311475817*2^-61) # [(65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6), (35*2^-5, 5*2^-2)] # Success # [(65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5), (35*2^-5, 5*2^-2)] # Success # [(15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -301140840329083497*2^-61) # [(15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Split (Some -97203423609191017*2^-61) # [(15*2^-4, 65*2^-6), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Success # [(65*2^-6, 35*2^-5), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Split (Some -58500614311475817*2^-61) # [(65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6), (15*2^-4, 35*2^-5)] # Split (Some -58500614311475817*2^-61) # [(65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6), (15*2^-4, 65*2^-6)] # Success # [(65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5)] # Success # [(65*2^-6, 35*2^-5), (75*2^-6, 5*2^-2), (15*2^-4, 35*2^-5)] # Success # [(15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2)] # Success # [(35*2^-5, 5*2^-2), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -874261276307323497*2^-61) # [(35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5), (15*2^-4, 5*2^-2)] # Split (Some -538382464254311017*2^-61) # [(35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -202503652201298537*2^-61) # [(35*2^-5, 75*2^-6), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -165560061508024937*2^-61) # [(35*2^-5, 75*2^-6), (15*2^-4, 65*2^-6), (15*2^-4, 35*2^-5)] # Split (Some -76094861940193897*2^-61) # [(35*2^-5, 75*2^-6), (15*2^-4, 65*2^-6), (15*2^-4, 65*2^-6)] # Success # [(35*2^-5, 75*2^-6), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -25943387818261097*2^-61) # [(35*2^-5, 145*2^-7), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -16707490144942697*2^-61) # [(35*2^-5, 145*2^-7), (15*2^-4, 125*2^-7), (65*2^-6, 35*2^-5)] # Success # [(35*2^-5, 145*2^-7), (125*2^-7, 65*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -15300115261389417*2^-61) # [(35*2^-5, 145*2^-7), (125*2^-7, 65*2^-6), (65*2^-6, 135*2^-7)] # Success # [(35*2^-5, 145*2^-7), (125*2^-7, 65*2^-6), (135*2^-7, 35*2^-5)] # Success # [(145*2^-7, 75*2^-6), (15*2^-4, 65*2^-6), (65*2^-6, 35*2^-5)] # Success # [(35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -115408587386092137*2^-61) # [(35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Split (Some -25943387818261097*2^-61) # [(35*2^-5, 145*2^-7), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Split (Some -16707490144942697*2^-61) # [(35*2^-5, 145*2^-7), (65*2^-6, 135*2^-7), (15*2^-4, 65*2^-6)] # Success # [(35*2^-5, 145*2^-7), (135*2^-7, 35*2^-5), (15*2^-4, 65*2^-6)] # Success # [(145*2^-7, 75*2^-6), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Success # [(35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -65257113264159337*2^-61) # [(35*2^-5, 145*2^-7), (65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -46785317917522537*2^-61) # [(35*2^-5, 145*2^-7), (65*2^-6, 135*2^-7), (65*2^-6, 35*2^-5)] # Split (Some -27178792211282537*2^-61) # [(35*2^-5, 145*2^-7), (65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -7572266505042537*2^-61) # [(35*2^-5, 285*2^-8), (65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -5895511272684137*2^-61) # [(35*2^-5, 285*2^-8), (65*2^-6, 265*2^-8), (65*2^-6, 135*2^-7)] # Split (Some -1248235862456937*2^-61) # [(35*2^-5, 285*2^-8), (65*2^-6, 265*2^-8), (65*2^-6, 265*2^-8)] # Success # [(35*2^-5, 285*2^-8), (65*2^-6, 265*2^-8), (265*2^-8, 135*2^-7)] # Success # [(35*2^-5, 285*2^-8), (265*2^-8, 135*2^-7), (65*2^-6, 135*2^-7)] # Split (Some -1889197991230057*2^-61) # [(35*2^-5, 285*2^-8), (265*2^-8, 135*2^-7), (65*2^-6, 265*2^-8)] # Success # [(35*2^-5, 285*2^-8), (265*2^-8, 135*2^-7), (265*2^-8, 135*2^-7)] # Success # [(285*2^-8, 145*2^-7), (65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7)] # Success # [(35*2^-5, 145*2^-7), (65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5)] # Split (Some -1724410833500777*2^-61) # [(35*2^-5, 285*2^-8), (65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5)] # Success # [(285*2^-8, 145*2^-7), (65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5)] # Success # [(35*2^-5, 145*2^-7), (135*2^-7, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -21330936539740777*2^-61) # [(35*2^-5, 145*2^-7), (135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7)] # Split (Some -1724410833500777*2^-61) # [(35*2^-5, 285*2^-8), (135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7)] # Success # [(285*2^-8, 145*2^-7), (135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7)] # Success # [(35*2^-5, 145*2^-7), (135*2^-7, 35*2^-5), (135*2^-7, 35*2^-5)] # Success # [(145*2^-7, 75*2^-6), (65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -39968345825311337*2^-61) # [(145*2^-7, 75*2^-6), (65*2^-6, 135*2^-7), (65*2^-6, 35*2^-5)] # Split (Some -18457216871660137*2^-61) # [(145*2^-7, 75*2^-6), (65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7)] # Success # [(145*2^-7, 75*2^-6), (65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5)] # Split (Some -287100027894377*2^-61) # [(145*2^-7, 295*2^-8), (65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5)] # Success # [(295*2^-8, 75*2^-6), (65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5)] # Success # [(145*2^-7, 75*2^-6), (135*2^-7, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -21798228981545577*2^-61) # [(145*2^-7, 75*2^-6), (135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7)] # Split (Some -287100027894377*2^-61) # [(145*2^-7, 295*2^-8), (135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7)] # Success # [(295*2^-8, 75*2^-6), (135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7)] # Success # [(145*2^-7, 75*2^-6), (135*2^-7, 35*2^-5), (135*2^-7, 35*2^-5)] # Split (Some -3628112137779817*2^-61) # [(145*2^-7, 295*2^-8), (135*2^-7, 35*2^-5), (135*2^-7, 35*2^-5)] # Success # [(295*2^-8, 75*2^-6), (135*2^-7, 35*2^-5), (135*2^-7, 35*2^-5)] # Success # [(75*2^-6, 5*2^-2), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -68803038263736937*2^-61) # [(75*2^-6, 5*2^-2), (15*2^-4, 65*2^-6), (15*2^-4, 35*2^-5)] # Success # [(75*2^-6, 5*2^-2), (65*2^-6, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -46139354836204137*2^-61) # [(75*2^-6, 5*2^-2), (65*2^-6, 35*2^-5), (15*2^-4, 65*2^-6)] # Success # [(75*2^-6, 5*2^-2), (65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -23475671408671337*2^-61) # [(75*2^-6, 155*2^-7), (65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -19077624897567337*2^-61) # [(75*2^-6, 155*2^-7), (65*2^-6, 135*2^-7), (65*2^-6, 35*2^-5)] # Split (Some -810055245855337*2^-61) # [(75*2^-6, 155*2^-7), (65*2^-6, 135*2^-7), (65*2^-6, 135*2^-7)] # Success # [(75*2^-6, 155*2^-7), (65*2^-6, 135*2^-7), (135*2^-7, 35*2^-5)] # Success # [(75*2^-6, 155*2^-7), (135*2^-7, 35*2^-5), (65*2^-6, 35*2^-5)] # Split (Some -8191772587817577*2^-61) # [(75*2^-6, 155*2^-7), (135*2^-7, 35*2^-5), (65*2^-6, 135*2^-7)] # Success # [(75*2^-6, 155*2^-7), (135*2^-7, 35*2^-5), (135*2^-7, 35*2^-5)] # Success # [(155*2^-7, 5*2^-2), (65*2^-6, 35*2^-5), (65*2^-6, 35*2^-5)] # Success # [(35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -139039841046067817*2^-61) # [(35*2^-5, 75*2^-6), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -61139442218138217*2^-61) # [(35*2^-5, 75*2^-6), (15*2^-4, 65*2^-6), (35*2^-5, 5*2^-2)] # Success # [(35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -10987968096205417*2^-61) # [(35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6)] # Split (Some -10987968096205417*2^-61) # [(35*2^-5, 145*2^-7), (65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6)] # Success # [(145*2^-7, 75*2^-6), (65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6)] # Success # [(35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5), (75*2^-6, 5*2^-2)] # Success # [(75*2^-6, 5*2^-2), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -62513831752858217*2^-61) # [(75*2^-6, 5*2^-2), (15*2^-4, 65*2^-6), (35*2^-5, 5*2^-2)] # Success # [(75*2^-6, 5*2^-2), (65*2^-6, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -39850148325325417*2^-61) # [(75*2^-6, 5*2^-2), (65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6)] # Split (Some -16416806758349417*2^-61) # [(75*2^-6, 155*2^-7), (65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6)] # Success # [(155*2^-7, 5*2^-2), (65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6)] # Success # [(75*2^-6, 5*2^-2), (65*2^-6, 35*2^-5), (75*2^-6, 5*2^-2)] # Success # [(35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -474918653099080297*2^-61) # [(35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Split (Some -139039841046067817*2^-61) # [(35*2^-5, 75*2^-6), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Split (Some -61139442218138217*2^-61) # [(35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6), (15*2^-4, 35*2^-5)] # Split (Some -61139442218138217*2^-61) # [(35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6), (15*2^-4, 65*2^-6)] # Success # [(35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -10987968096205417*2^-61) # [(35*2^-5, 145*2^-7), (35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5)] # Success # [(145*2^-7, 75*2^-6), (35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5)] # Success # [(35*2^-5, 75*2^-6), (75*2^-6, 5*2^-2), (15*2^-4, 35*2^-5)] # Success # [(75*2^-6, 5*2^-2), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Split (Some -62513831752858217*2^-61) # [(75*2^-6, 5*2^-2), (35*2^-5, 75*2^-6), (15*2^-4, 35*2^-5)] # Split (Some -39080490185882217*2^-61) # [(75*2^-6, 5*2^-2), (35*2^-5, 75*2^-6), (15*2^-4, 65*2^-6)] # Success # [(75*2^-6, 5*2^-2), (35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -16416806758349417*2^-61) # [(75*2^-6, 155*2^-7), (35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5)] # Success # [(155*2^-7, 5*2^-2), (35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5)] # Success # [(75*2^-6, 5*2^-2), (75*2^-6, 5*2^-2), (15*2^-4, 35*2^-5)] # Success # [(35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -75576029890837097*2^-61) # [(35*2^-5, 75*2^-6), (35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2)] # Success # [(75*2^-6, 5*2^-2), (35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -56224625241979497*2^-61) # [(75*2^-6, 5*2^-2), (35*2^-5, 75*2^-6), (35*2^-5, 5*2^-2)] # Split (Some -32791283675003497*2^-61) # [(75*2^-6, 5*2^-2), (35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6)] # Split (Some -9357942108027497*2^-61) # [(75*2^-6, 155*2^-7), (35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6)] # Success # [(155*2^-7, 5*2^-2), (35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6)] # Success # [(75*2^-6, 5*2^-2), (35*2^-5, 75*2^-6), (75*2^-6, 5*2^-2)] # Success # [(75*2^-6, 5*2^-2), (75*2^-6, 5*2^-2), (35*2^-5, 5*2^-2)] # Success # [(0, 5*2^-2), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -4710765208873564777*2^-61) # [(0, 5*2^-3), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -657525544240118377*2^-61) # [(0, 5*2^-3), (0, 5*2^-3), (5*2^-2, 5*2^-1)] # Success # [(0, 5*2^-3), (5*2^-3, 5*2^-2), (5*2^-2, 5*2^-1)] # Success # [(5*2^-3, 5*2^-2), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -2909325357925366377*2^-61) # [(5*2^-3, 5*2^-2), (0, 5*2^-3), (5*2^-2, 5*2^-1)] # Success # [(5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -1704612457603758697*2^-61) # [(5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -1704612457603758697*2^-61) # [(5*2^-3, 15*2^-4), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -353532569392609897*2^-61) # [(5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4), (5*2^-2, 15*2^-3)] # Success # [(5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2), (5*2^-2, 15*2^-3)] # Success # [(15*2^-4, 5*2^-2), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -1085367508840315497*2^-61) # [(15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4), (5*2^-2, 15*2^-3)] # Success # [(15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -201536081968855657*2^-61) # [(15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -201536081968855657*2^-61) # [(15*2^-4, 35*2^-5), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Success # [(35*2^-5, 5*2^-2), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -67835468031294057*2^-61) # [(35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5), (5*2^-2, 25*2^-4)] # Success # [(35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2), (5*2^-2, 25*2^-4)] # Success # [(15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2), (25*2^-4, 15*2^-3)] # Success # [(5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2), (15*2^-3, 5*2^-1)] # Success # [(0, 5*2^-2), (5*2^-2, 5*2^-1), (0, 5*2^-1)] # Split (Some -21103867852502170217*2^-61) # [(0, 5*2^-2), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Split (Some -4710765208873564777*2^-61) # [(0, 5*2^-3), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Split (Some -657525544240118377*2^-61) # [(0, 5*2^-3), (5*2^-2, 15*2^-3), (0, 5*2^-2)] # Split (Some -657525544240118377*2^-61) # [(0, 5*2^-3), (5*2^-2, 15*2^-3), (0, 5*2^-3)] # Success # [(0, 5*2^-3), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Success # [(0, 5*2^-3), (15*2^-3, 5*2^-1), (0, 5*2^-2)] # Success # [(5*2^-3, 5*2^-2), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Split (Some -2909325357925366377*2^-61) # [(5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3), (0, 5*2^-2)] # Split (Some -2909325357925366377*2^-61) # [(5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3), (0, 5*2^-3)] # Success # [(5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -1704612457603758697*2^-61) # [(5*2^-3, 15*2^-4), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -353532569392609897*2^-61) # [(5*2^-3, 15*2^-4), (5*2^-2, 25*2^-4), (5*2^-3, 5*2^-2)] # Split (Some -353532569392609897*2^-61) # [(5*2^-3, 15*2^-4), (5*2^-2, 25*2^-4), (5*2^-3, 15*2^-4)] # Success # [(5*2^-3, 15*2^-4), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Success # [(5*2^-3, 15*2^-4), (25*2^-4, 15*2^-3), (5*2^-3, 5*2^-2)] # Success # [(15*2^-4, 5*2^-2), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -1085367508840315497*2^-61) # [(15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4), (5*2^-3, 5*2^-2)] # Split (Some -1085367508840315497*2^-61) # [(15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4), (5*2^-3, 15*2^-4)] # Success # [(15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -201536081968855657*2^-61) # [(15*2^-4, 35*2^-5), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Success # [(35*2^-5, 5*2^-2), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -67835468031294057*2^-61) # [(35*2^-5, 5*2^-2), (5*2^-2, 45*2^-5), (15*2^-4, 5*2^-2)] # Split (Some -67835468031294057*2^-61) # [(35*2^-5, 5*2^-2), (5*2^-2, 45*2^-5), (15*2^-4, 35*2^-5)] # Success # [(35*2^-5, 5*2^-2), (5*2^-2, 45*2^-5), (35*2^-5, 5*2^-2)] # Success # [(35*2^-5, 5*2^-2), (45*2^-5, 25*2^-4), (15*2^-4, 5*2^-2)] # Success # [(15*2^-4, 5*2^-2), (25*2^-4, 15*2^-3), (5*2^-3, 5*2^-2)] # Success # [(5*2^-3, 5*2^-2), (15*2^-3, 5*2^-1), (0, 5*2^-2)] # Success # [(0, 5*2^-2), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Success # [(5*2^-2, 5*2^-1), (0, 5*2^-1), (0, 5*2^-1)] # Split (Some -64563604256627456617*2^-61) # [(5*2^-2, 5*2^-1), (0, 5*2^-2), (0, 5*2^-1)] # Split (Some -34659702730887363177*2^-61) # [(5*2^-2, 5*2^-1), (0, 5*2^-2), (0, 5*2^-2)] # Split (Some -4755801205147269737*2^-61) # [(5*2^-2, 15*2^-3), (0, 5*2^-2), (0, 5*2^-2)] # Split (Some -3855081279673170537*2^-61) # [(5*2^-2, 15*2^-3), (0, 5*2^-3), (0, 5*2^-2)] # Success # [(5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2), (0, 5*2^-2)] # Split (Some -3213318332772874857*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2), (0, 5*2^-3)] # Success # [(5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -2571555385872579177*2^-61) # [(5*2^-2, 25*2^-4), (5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -2121195423135529577*2^-61) # [(5*2^-2, 25*2^-4), (5*2^-3, 15*2^-4), (5*2^-3, 5*2^-2)] # Split (Some -734051553533327977*2^-61) # [(5*2^-2, 25*2^-4), (5*2^-3, 15*2^-4), (5*2^-3, 15*2^-4)] # Success # [(5*2^-2, 25*2^-4), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -202063847550188137*2^-61) # [(5*2^-2, 45*2^-5), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -89473856865925737*2^-61) # [(5*2^-2, 45*2^-5), (5*2^-3, 25*2^-5), (15*2^-4, 5*2^-2)] # Success # [(5*2^-2, 45*2^-5), (25*2^-5, 15*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -89473856865925737*2^-61) # [(5*2^-2, 45*2^-5), (25*2^-5, 15*2^-4), (15*2^-4, 35*2^-5)] # Success # [(5*2^-2, 45*2^-5), (25*2^-5, 15*2^-4), (35*2^-5, 5*2^-2)] # Success # [(45*2^-5, 25*2^-4), (5*2^-3, 15*2^-4), (15*2^-4, 5*2^-2)] # Success # [(5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -1589207717152389737*2^-61) # [(5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Split (Some -202063847550188137*2^-61) # [(5*2^-2, 45*2^-5), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Split (Some -89473856865925737*2^-61) # [(5*2^-2, 45*2^-5), (15*2^-4, 35*2^-5), (5*2^-3, 15*2^-4)] # Success # [(5*2^-2, 45*2^-5), (35*2^-5, 5*2^-2), (5*2^-3, 15*2^-4)] # Success # [(45*2^-5, 25*2^-4), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Success # [(5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -1057220011169249897*2^-61) # [(5*2^-2, 45*2^-5), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -832040029800725097*2^-61) # [(5*2^-2, 45*2^-5), (15*2^-4, 35*2^-5), (15*2^-4, 5*2^-2)] # Split (Some -422878767756442217*2^-61) # [(5*2^-2, 45*2^-5), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -13717505712159337*2^-61) # [(5*2^-2, 85*2^-6), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Split (Some -13717505712159337*2^-61) # [(5*2^-2, 85*2^-6), (15*2^-4, 65*2^-6), (15*2^-4, 35*2^-5)] # Success # [(5*2^-2, 85*2^-6), (65*2^-6, 35*2^-5), (15*2^-4, 35*2^-5)] # Success # [(85*2^-6, 45*2^-5), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Success # [(5*2^-2, 45*2^-5), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -137885353836903017*2^-61) # [(5*2^-2, 85*2^-6), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -81590358494771817*2^-61) # [(5*2^-2, 85*2^-6), (15*2^-4, 65*2^-6), (35*2^-5, 5*2^-2)] # Success # [(5*2^-2, 85*2^-6), (65*2^-6, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -67516609659239017*2^-61) # [(5*2^-2, 85*2^-6), (65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6)] # Split (Some -9998407631207017*2^-61) # [(5*2^-2, 165*2^-7), (65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6)] # Success # [(165*2^-7, 85*2^-6), (65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6)] # Success # [(5*2^-2, 85*2^-6), (65*2^-6, 35*2^-5), (75*2^-6, 5*2^-2)] # Success # [(85*2^-6, 45*2^-5), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -66637000357018217*2^-61) # [(85*2^-6, 45*2^-5), (15*2^-4, 65*2^-6), (35*2^-5, 5*2^-2)] # Success # [(85*2^-6, 45*2^-5), (65*2^-6, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -52563251521485417*2^-61) # [(85*2^-6, 45*2^-5), (65*2^-6, 35*2^-5), (35*2^-5, 75*2^-6)] # Success # [(85*2^-6, 45*2^-5), (65*2^-6, 35*2^-5), (75*2^-6, 5*2^-2)] # Success # [(5*2^-2, 45*2^-5), (35*2^-5, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -547046615881185897*2^-61) # [(5*2^-2, 45*2^-5), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Split (Some -137885353836903017*2^-61) # [(5*2^-2, 85*2^-6), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Split (Some -81590358494771817*2^-61) # [(5*2^-2, 85*2^-6), (35*2^-5, 75*2^-6), (15*2^-4, 35*2^-5)] # Split (Some -24072156466739817*2^-61) # [(5*2^-2, 85*2^-6), (35*2^-5, 75*2^-6), (15*2^-4, 65*2^-6)] # Success # [(5*2^-2, 85*2^-6), (35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5)] # Split (Some -9998407631207017*2^-61) # [(5*2^-2, 165*2^-7), (35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5)] # Success # [(165*2^-7, 85*2^-6), (35*2^-5, 75*2^-6), (65*2^-6, 35*2^-5)] # Success # [(5*2^-2, 85*2^-6), (75*2^-6, 5*2^-2), (15*2^-4, 35*2^-5)] # Success # [(85*2^-6, 45*2^-5), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Split (Some -66637000357018217*2^-61) # [(85*2^-6, 45*2^-5), (35*2^-5, 75*2^-6), (15*2^-4, 35*2^-5)] # Success # [(85*2^-6, 45*2^-5), (75*2^-6, 5*2^-2), (15*2^-4, 35*2^-5)] # Success # [(5*2^-2, 45*2^-5), (35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -262053201961646697*2^-61) # [(5*2^-2, 85*2^-6), (35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -149463211277384297*2^-61) # [(5*2^-2, 85*2^-6), (35*2^-5, 75*2^-6), (35*2^-5, 5*2^-2)] # Split (Some -91945009249352297*2^-61) # [(5*2^-2, 85*2^-6), (35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6)] # Split (Some -34426807221320297*2^-61) # [(5*2^-2, 165*2^-7), (35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6)] # Split (Some -12216672340245097*2^-61) # [(5*2^-2, 165*2^-7), (35*2^-5, 145*2^-7), (35*2^-5, 75*2^-6)] # Success # [(5*2^-2, 165*2^-7), (145*2^-7, 75*2^-6), (35*2^-5, 75*2^-6)] # Success # [(165*2^-7, 85*2^-6), (35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6)] # Split (Some -10677356061358697*2^-61) # [(165*2^-7, 85*2^-6), (35*2^-5, 145*2^-7), (35*2^-5, 75*2^-6)] # Success # [(165*2^-7, 85*2^-6), (145*2^-7, 75*2^-6), (35*2^-5, 75*2^-6)] # Success # [(5*2^-2, 85*2^-6), (35*2^-5, 75*2^-6), (75*2^-6, 5*2^-2)] # Success # [(5*2^-2, 85*2^-6), (75*2^-6, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -1910812414147177*2^-61) # [(5*2^-2, 85*2^-6), (75*2^-6, 5*2^-2), (35*2^-5, 75*2^-6)] # Success # [(5*2^-2, 85*2^-6), (75*2^-6, 5*2^-2), (75*2^-6, 5*2^-2)] # Success # [(85*2^-6, 45*2^-5), (35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -186406801970657897*2^-61) # [(85*2^-6, 45*2^-5), (35*2^-5, 75*2^-6), (35*2^-5, 5*2^-2)] # Split (Some -94803739481569897*2^-61) # [(85*2^-6, 45*2^-5), (35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6)] # Split (Some -3200676992481897*2^-61) # [(85*2^-6, 175*2^-7), (35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6)] # Success # [(175*2^-7, 45*2^-5), (35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6)] # Success # [(85*2^-6, 45*2^-5), (35*2^-5, 75*2^-6), (75*2^-6, 5*2^-2)] # Success # [(85*2^-6, 45*2^-5), (75*2^-6, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -42898544313334377*2^-61) # [(85*2^-6, 45*2^-5), (75*2^-6, 5*2^-2), (35*2^-5, 75*2^-6)] # Success # [(85*2^-6, 45*2^-5), (75*2^-6, 5*2^-2), (75*2^-6, 5*2^-2)] # Success # [(45*2^-5, 25*2^-4), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -564638801925601897*2^-61) # [(45*2^-5, 25*2^-4), (15*2^-4, 35*2^-5), (15*2^-4, 5*2^-2)] # Split (Some -194180349179034217*2^-61) # [(45*2^-5, 25*2^-4), (15*2^-4, 35*2^-5), (15*2^-4, 35*2^-5)] # Success # [(45*2^-5, 25*2^-4), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Split (Some -23536144548199017*2^-61) # [(45*2^-5, 95*2^-6), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Success # [(95*2^-6, 25*2^-4), (15*2^-4, 35*2^-5), (35*2^-5, 5*2^-2)] # Success # [(45*2^-5, 25*2^-4), (35*2^-5, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -393994597294766697*2^-61) # [(45*2^-5, 25*2^-4), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Split (Some -23536144548199017*2^-61) # [(45*2^-5, 95*2^-6), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Success # [(95*2^-6, 25*2^-4), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Success # [(45*2^-5, 25*2^-4), (35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -223350392663931497*2^-61) # [(45*2^-5, 95*2^-6), (35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -167055397321800297*2^-61) # [(45*2^-5, 95*2^-6), (35*2^-5, 75*2^-6), (35*2^-5, 5*2^-2)] # Split (Some -60756674732718697*2^-61) # [(45*2^-5, 95*2^-6), (35*2^-5, 75*2^-6), (35*2^-5, 75*2^-6)] # Success # [(45*2^-5, 95*2^-6), (35*2^-5, 75*2^-6), (75*2^-6, 5*2^-2)] # Success # [(45*2^-5, 95*2^-6), (75*2^-6, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -55432976869980777*2^-61) # [(45*2^-5, 95*2^-6), (75*2^-6, 5*2^-2), (35*2^-5, 75*2^-6)] # Success # [(45*2^-5, 95*2^-6), (75*2^-6, 5*2^-2), (75*2^-6, 5*2^-2)] # Success # [(95*2^-6, 25*2^-4), (35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -91408997330811497*2^-61) # [(95*2^-6, 25*2^-4), (35*2^-5, 75*2^-6), (35*2^-5, 5*2^-2)] # Success # [(95*2^-6, 25*2^-4), (75*2^-6, 5*2^-2), (35*2^-5, 5*2^-2)] # Split (Some -11672414084495977*2^-61) # [(95*2^-6, 25*2^-4), (75*2^-6, 5*2^-2), (35*2^-5, 75*2^-6)] # Success # [(95*2^-6, 25*2^-4), (75*2^-6, 5*2^-2), (75*2^-6, 5*2^-2)] # Success # [(25*2^-4, 15*2^-3), (5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -432345562871593577*2^-61) # [(25*2^-4, 15*2^-3), (5*2^-3, 15*2^-4), (5*2^-3, 5*2^-2)] # Success # [(25*2^-4, 15*2^-3), (15*2^-4, 5*2^-2), (5*2^-3, 5*2^-2)] # Split (Some -252201577776773737*2^-61) # [(25*2^-4, 15*2^-3), (15*2^-4, 5*2^-2), (5*2^-3, 15*2^-4)] # Success # [(25*2^-4, 15*2^-3), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -72057592681953897*2^-61) # [(25*2^-4, 55*2^-5), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -72057592681953897*2^-61) # [(25*2^-4, 55*2^-5), (15*2^-4, 35*2^-5), (15*2^-4, 5*2^-2)] # Success # [(25*2^-4, 55*2^-5), (35*2^-5, 5*2^-2), (15*2^-4, 5*2^-2)] # Split (Some -15762597339822697*2^-61) # [(25*2^-4, 55*2^-5), (35*2^-5, 5*2^-2), (15*2^-4, 35*2^-5)] # Success # [(25*2^-4, 55*2^-5), (35*2^-5, 5*2^-2), (35*2^-5, 5*2^-2)] # Success # [(55*2^-5, 15*2^-3), (15*2^-4, 5*2^-2), (15*2^-4, 5*2^-2)] # Success # [(15*2^-3, 5*2^-1), (0, 5*2^-2), (0, 5*2^-2)] # Split (Some -702561540513823337*2^-61) # [(15*2^-3, 5*2^-1), (0, 5*2^-3), (0, 5*2^-2)] # Success # [(15*2^-3, 5*2^-1), (5*2^-3, 5*2^-2), (0, 5*2^-2)] # Split (Some -342273570324183657*2^-61) # [(15*2^-3, 5*2^-1), (5*2^-3, 5*2^-2), (0, 5*2^-3)] # Success # [(15*2^-3, 5*2^-1), (5*2^-3, 5*2^-2), (5*2^-3, 5*2^-2)] # Success # [(5*2^-2, 5*2^-1), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -13042424519508982377*2^-61) # [(5*2^-2, 15*2^-3), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -5386305152979139177*2^-61) # [(5*2^-2, 15*2^-3), (0, 5*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -1431581730194422377*2^-61) # [(5*2^-2, 15*2^-3), (0, 5*2^-3), (5*2^-2, 15*2^-3)] # Success # [(5*2^-2, 15*2^-3), (0, 5*2^-3), (15*2^-3, 5*2^-1)] # Success # [(5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -4744542206078843497*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -2774217369104251497*2^-61) # [(5*2^-2, 25*2^-4), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -916482522813921897*2^-61) # [(5*2^-2, 25*2^-4), (5*2^-3, 15*2^-4), (5*2^-2, 15*2^-3)] # Success # [(5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -384494816830782057*2^-61) # [(5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -384494816830782057*2^-61) # [(5*2^-2, 45*2^-5), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -215609830804388457*2^-61) # [(5*2^-2, 45*2^-5), (15*2^-4, 35*2^-5), (5*2^-2, 25*2^-4)] # Success # [(5*2^-2, 45*2^-5), (35*2^-5, 5*2^-2), (5*2^-2, 25*2^-4)] # Success # [(45*2^-5, 25*2^-4), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -138204212208958057*2^-61) # [(45*2^-5, 25*2^-4), (15*2^-4, 35*2^-5), (5*2^-2, 25*2^-4)] # Success # [(45*2^-5, 25*2^-4), (35*2^-5, 5*2^-2), (5*2^-2, 25*2^-4)] # Success # [(5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2), (25*2^-4, 15*2^-3)] # Success # [(25*2^-4, 15*2^-3), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -1479432476235233897*2^-61) # [(25*2^-4, 15*2^-3), (5*2^-3, 15*2^-4), (5*2^-2, 15*2^-3)] # Split (Some -176731099646229097*2^-61) # [(25*2^-4, 15*2^-3), (5*2^-3, 15*2^-4), (5*2^-2, 25*2^-4)] # Success # [(25*2^-4, 15*2^-3), (5*2^-3, 15*2^-4), (25*2^-4, 15*2^-3)] # Success # [(25*2^-4, 15*2^-3), (15*2^-4, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -1299288491140414057*2^-61) # [(25*2^-4, 15*2^-3), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -525232305186110057*2^-61) # [(25*2^-4, 55*2^-5), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -208572956386622057*2^-61) # [(25*2^-4, 55*2^-5), (15*2^-4, 35*2^-5), (5*2^-2, 25*2^-4)] # Success # [(25*2^-4, 55*2^-5), (35*2^-5, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -152277961044490857*2^-61) # [(25*2^-4, 55*2^-5), (35*2^-5, 5*2^-2), (5*2^-2, 45*2^-5)] # Success # [(25*2^-4, 55*2^-5), (35*2^-5, 5*2^-2), (45*2^-5, 25*2^-4)] # Success # [(55*2^-5, 15*2^-3), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -356347319159716457*2^-61) # [(55*2^-5, 15*2^-3), (15*2^-4, 35*2^-5), (5*2^-2, 25*2^-4)] # Success # [(55*2^-5, 15*2^-3), (35*2^-5, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -300052323817585257*2^-61) # [(55*2^-5, 15*2^-3), (35*2^-5, 5*2^-2), (5*2^-2, 45*2^-5)] # Success # [(55*2^-5, 15*2^-3), (35*2^-5, 5*2^-2), (45*2^-5, 25*2^-4)] # Success # [(25*2^-4, 15*2^-3), (15*2^-4, 5*2^-2), (25*2^-4, 15*2^-3)] # Success # [(5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2), (15*2^-3, 5*2^-1)] # Success # [(15*2^-3, 5*2^-1), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -9664724798981110377*2^-61) # [(15*2^-3, 5*2^-1), (0, 5*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -3908561525248195177*2^-61) # [(15*2^-3, 5*2^-1), (0, 5*2^-3), (5*2^-2, 15*2^-3)] # Success # [(15*2^-3, 5*2^-1), (0, 5*2^-3), (15*2^-3, 5*2^-1)] # Success # [(15*2^-3, 5*2^-1), (5*2^-3, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -9304436828791470697*2^-61) # [(15*2^-3, 5*2^-1), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -3393462317867694697*2^-61) # [(15*2^-3, 35*2^-4), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -2211267415682939497*2^-61) # [(15*2^-3, 35*2^-4), (5*2^-3, 15*2^-4), (5*2^-2, 15*2^-3)] # Success # [(15*2^-3, 35*2^-4), (15*2^-4, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -2031123430588119657*2^-61) # [(15*2^-3, 35*2^-4), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -483011058679511657*2^-61) # [(15*2^-3, 65*2^-5), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -278941700564286057*2^-61) # [(15*2^-3, 65*2^-5), (15*2^-4, 35*2^-5), (5*2^-2, 25*2^-4)] # Success # [(15*2^-3, 65*2^-5), (35*2^-5, 5*2^-2), (5*2^-2, 25*2^-4)] # Split (Some -222646705222154857*2^-61) # [(15*2^-3, 65*2^-5), (35*2^-5, 5*2^-2), (5*2^-2, 45*2^-5)] # Success # [(15*2^-3, 65*2^-5), (35*2^-5, 5*2^-2), (45*2^-5, 25*2^-4)] # Success # [(65*2^-5, 35*2^-4), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Success # [(15*2^-3, 35*2^-4), (15*2^-4, 5*2^-2), (25*2^-4, 15*2^-3)] # Success # [(35*2^-4, 5*2^-1), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -2042382429656545897*2^-61) # [(35*2^-4, 5*2^-1), (5*2^-3, 15*2^-4), (5*2^-2, 15*2^-3)] # Success # [(35*2^-4, 5*2^-1), (15*2^-4, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -1862238444561726057*2^-61) # [(35*2^-4, 5*2^-1), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Success # [(35*2^-4, 5*2^-1), (15*2^-4, 5*2^-2), (25*2^-4, 15*2^-3)] # Success # [(15*2^-3, 5*2^-1), (5*2^-3, 5*2^-2), (15*2^-3, 5*2^-1)] # Success # [(5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1), (0, 5*2^-1)] # Split (Some -42946326045249075817*2^-61) # [(5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Split (Some -13042424519508982377*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Split (Some -5386305152979139177*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3), (0, 5*2^-2)] # Split (Some -3415980316004547177*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3), (0, 5*2^-3)] # Success # [(5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -2774217369104251497*2^-61) # [(5*2^-2, 25*2^-4), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -916482522813921897*2^-61) # [(5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4), (5*2^-3, 5*2^-2)] # Split (Some -916482522813921897*2^-61) # [(5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4), (5*2^-3, 15*2^-4)] # Success # [(5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -384494816830782057*2^-61) # [(5*2^-2, 45*2^-5), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -215609830804388457*2^-61) # [(5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5), (15*2^-4, 5*2^-2)] # Split (Some -215609830804388457*2^-61) # [(5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5), (15*2^-4, 35*2^-5)] # Success # [(5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5), (35*2^-5, 5*2^-2)] # Success # [(5*2^-2, 45*2^-5), (45*2^-5, 25*2^-4), (15*2^-4, 5*2^-2)] # Success # [(45*2^-5, 25*2^-4), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -138204212208958057*2^-61) # [(45*2^-5, 25*2^-4), (5*2^-2, 45*2^-5), (15*2^-4, 5*2^-2)] # Split (Some -138204212208958057*2^-61) # [(45*2^-5, 25*2^-4), (5*2^-2, 45*2^-5), (15*2^-4, 35*2^-5)] # Success # [(45*2^-5, 25*2^-4), (5*2^-2, 45*2^-5), (35*2^-5, 5*2^-2)] # Success # [(45*2^-5, 25*2^-4), (45*2^-5, 25*2^-4), (15*2^-4, 5*2^-2)] # Success # [(5*2^-2, 25*2^-4), (25*2^-4, 15*2^-3), (5*2^-3, 5*2^-2)] # Success # [(25*2^-4, 15*2^-3), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -1479432476235233897*2^-61) # [(25*2^-4, 15*2^-3), (5*2^-2, 25*2^-4), (5*2^-3, 5*2^-2)] # Split (Some -705376290280929897*2^-61) # [(25*2^-4, 15*2^-3), (5*2^-2, 25*2^-4), (5*2^-3, 15*2^-4)] # Success # [(25*2^-4, 15*2^-3), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -525232305186110057*2^-61) # [(25*2^-4, 55*2^-5), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -208572956386622057*2^-61) # [(25*2^-4, 55*2^-5), (5*2^-2, 45*2^-5), (15*2^-4, 5*2^-2)] # Split (Some -41447188964670057*2^-61) # [(25*2^-4, 55*2^-5), (5*2^-2, 45*2^-5), (15*2^-4, 35*2^-5)] # Success # [(25*2^-4, 55*2^-5), (5*2^-2, 45*2^-5), (35*2^-5, 5*2^-2)] # Success # [(25*2^-4, 55*2^-5), (45*2^-5, 25*2^-4), (15*2^-4, 5*2^-2)] # Success # [(55*2^-5, 15*2^-3), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -356347319159716457*2^-61) # [(55*2^-5, 15*2^-3), (5*2^-2, 45*2^-5), (15*2^-4, 5*2^-2)] # Split (Some -22095784315812457*2^-61) # [(55*2^-5, 15*2^-3), (5*2^-2, 45*2^-5), (15*2^-4, 35*2^-5)] # Success # [(55*2^-5, 15*2^-3), (5*2^-2, 45*2^-5), (35*2^-5, 5*2^-2)] # Success # [(55*2^-5, 15*2^-3), (45*2^-5, 25*2^-4), (15*2^-4, 5*2^-2)] # Success # [(25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3), (5*2^-3, 5*2^-2)] # Success # [(5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1), (0, 5*2^-2)] # Success # [(15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Split (Some -9664724798981110377*2^-61) # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (0, 5*2^-2)] # Split (Some -3753750288057334377*2^-61) # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (0, 5*2^-3)] # Success # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -3393462317867694697*2^-61) # [(15*2^-3, 35*2^-4), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -2211267415682939497*2^-61) # [(15*2^-3, 35*2^-4), (5*2^-2, 25*2^-4), (5*2^-3, 5*2^-2)] # Split (Some -663155043774331497*2^-61) # [(15*2^-3, 35*2^-4), (5*2^-2, 25*2^-4), (5*2^-3, 15*2^-4)] # Success # [(15*2^-3, 35*2^-4), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -483011058679511657*2^-61) # [(15*2^-3, 65*2^-5), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Split (Some -278941700564286057*2^-61) # [(15*2^-3, 65*2^-5), (5*2^-2, 45*2^-5), (15*2^-4, 5*2^-2)] # Success # [(15*2^-3, 65*2^-5), (45*2^-5, 25*2^-4), (15*2^-4, 5*2^-2)] # Success # [(65*2^-5, 35*2^-4), (5*2^-2, 25*2^-4), (15*2^-4, 5*2^-2)] # Success # [(15*2^-3, 35*2^-4), (25*2^-4, 15*2^-3), (5*2^-3, 5*2^-2)] # Success # [(35*2^-4, 5*2^-1), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -2042382429656545897*2^-61) # [(35*2^-4, 5*2^-1), (5*2^-2, 25*2^-4), (5*2^-3, 5*2^-2)] # Success # [(35*2^-4, 5*2^-1), (25*2^-4, 15*2^-3), (5*2^-3, 5*2^-2)] # Success # [(15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1), (0, 5*2^-2)] # Success # [(5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -21329047833870695017*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -6917529026285107817*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -4947204189310515817*2^-61) # [(5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -2976879352335923817*2^-61) # [(5*2^-2, 25*2^-4), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Success # [(25*2^-4, 15*2^-3), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -2526519389598874217*2^-61) # [(25*2^-4, 15*2^-3), (5*2^-2, 25*2^-4), (5*2^-2, 15*2^-3)] # Split (Some -1752463203644570217*2^-61) # [(25*2^-4, 15*2^-3), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -978407017690266217*2^-61) # [(25*2^-4, 55*2^-5), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -345088320091290217*2^-61) # [(25*2^-4, 55*2^-5), (5*2^-2, 45*2^-5), (5*2^-2, 25*2^-4)] # Split (Some -177962552669338217*2^-61) # [(25*2^-4, 55*2^-5), (5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5)] # Split (Some -10836785247386217*2^-61) # [(25*2^-4, 105*2^-6), (5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5)] # Success # [(105*2^-6, 55*2^-5), (5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5)] # Success # [(25*2^-4, 55*2^-5), (5*2^-2, 45*2^-5), (45*2^-5, 25*2^-4)] # Success # [(25*2^-4, 55*2^-5), (45*2^-5, 25*2^-4), (5*2^-2, 25*2^-4)] # Success # [(55*2^-5, 15*2^-3), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -753227036321741417*2^-61) # [(55*2^-5, 15*2^-3), (5*2^-2, 45*2^-5), (5*2^-2, 25*2^-4)] # Split (Some -418975501477837417*2^-61) # [(55*2^-5, 15*2^-3), (5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5)] # Split (Some -84723966633933417*2^-61) # [(55*2^-5, 115*2^-6), (5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5)] # Success # [(115*2^-6, 15*2^-3), (5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5)] # Success # [(55*2^-5, 15*2^-3), (5*2^-2, 45*2^-5), (45*2^-5, 25*2^-4)] # Success # [(55*2^-5, 15*2^-3), (45*2^-5, 25*2^-4), (5*2^-2, 25*2^-4)] # Success # [(25*2^-4, 15*2^-3), (5*2^-2, 25*2^-4), (25*2^-4, 15*2^-3)] # Success # [(25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3), (5*2^-2, 15*2^-3)] # Success # [(5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Success # [(5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1)] # Success # [(15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -18626888057448397417*2^-61) # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -12715913546524621417*2^-61) # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -6804939035600845417*2^-61) # [(15*2^-3, 35*2^-4), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -4440549231231335017*2^-61) # [(15*2^-3, 35*2^-4), (5*2^-2, 25*2^-4), (5*2^-2, 15*2^-3)] # Split (Some -2892436859322727017*2^-61) # [(15*2^-3, 35*2^-4), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -1344324487414119017*2^-61) # [(15*2^-3, 65*2^-5), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -936185771183667817*2^-61) # [(15*2^-3, 65*2^-5), (5*2^-2, 45*2^-5), (5*2^-2, 25*2^-4)] # Split (Some -434808468917811817*2^-61) # [(15*2^-3, 65*2^-5), (5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5)] # Success # [(15*2^-3, 65*2^-5), (5*2^-2, 45*2^-5), (45*2^-5, 25*2^-4)] # Success # [(15*2^-3, 65*2^-5), (45*2^-5, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -157687558253148777*2^-61) # [(15*2^-3, 65*2^-5), (45*2^-5, 25*2^-4), (5*2^-2, 45*2^-5)] # Success # [(15*2^-3, 65*2^-5), (45*2^-5, 25*2^-4), (45*2^-5, 25*2^-4)] # Success # [(65*2^-5, 35*2^-4), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -893964524677069417*2^-61) # [(65*2^-5, 35*2^-4), (5*2^-2, 45*2^-5), (5*2^-2, 25*2^-4)] # Split (Some -296215028236647017*2^-61) # [(65*2^-5, 35*2^-4), (5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5)] # Success # [(65*2^-5, 35*2^-4), (5*2^-2, 45*2^-5), (45*2^-5, 25*2^-4)] # Success # [(65*2^-5, 35*2^-4), (45*2^-5, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -264999893124086377*2^-61) # [(65*2^-5, 35*2^-4), (45*2^-5, 25*2^-4), (5*2^-2, 45*2^-5)] # Success # [(65*2^-5, 35*2^-4), (45*2^-5, 25*2^-4), (45*2^-5, 25*2^-4)] # Success # [(15*2^-3, 35*2^-4), (5*2^-2, 25*2^-4), (25*2^-4, 15*2^-3)] # Success # [(15*2^-3, 35*2^-4), (25*2^-4, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -1342037503228344937*2^-61) # [(15*2^-3, 35*2^-4), (25*2^-4, 15*2^-3), (5*2^-2, 25*2^-4)] # Success # [(15*2^-3, 35*2^-4), (25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3)] # Success # [(35*2^-4, 5*2^-1), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -5453859147389696617*2^-61) # [(35*2^-4, 5*2^-1), (5*2^-2, 25*2^-4), (5*2^-2, 15*2^-3)] # Split (Some -3131690589526784617*2^-61) # [(35*2^-4, 5*2^-1), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -809522031663872617*2^-61) # [(35*2^-4, 75*2^-5), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -626563296801946217*2^-61) # [(35*2^-4, 75*2^-5), (5*2^-2, 45*2^-5), (5*2^-2, 25*2^-4)] # Split (Some -67516609659239017*2^-61) # [(35*2^-4, 75*2^-5), (5*2^-2, 45*2^-5), (5*2^-2, 45*2^-5)] # Success # [(35*2^-4, 75*2^-5), (5*2^-2, 45*2^-5), (45*2^-5, 25*2^-4)] # Success # [(35*2^-4, 75*2^-5), (45*2^-5, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -147132246626499177*2^-61) # [(35*2^-4, 75*2^-5), (45*2^-5, 25*2^-4), (5*2^-2, 45*2^-5)] # Success # [(35*2^-4, 75*2^-5), (45*2^-5, 25*2^-4), (45*2^-5, 25*2^-4)] # Success # [(75*2^-5, 5*2^-1), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Split (Some -133982087558298217*2^-61) # [(75*2^-5, 5*2^-1), (5*2^-2, 45*2^-5), (5*2^-2, 25*2^-4)] # Success # [(75*2^-5, 5*2^-1), (45*2^-5, 25*2^-4), (5*2^-2, 25*2^-4)] # Success # [(35*2^-4, 5*2^-1), (5*2^-2, 25*2^-4), (25*2^-4, 15*2^-3)] # Success # [(35*2^-4, 5*2^-1), (25*2^-4, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -2176786731035884137*2^-61) # [(35*2^-4, 5*2^-1), (25*2^-4, 15*2^-3), (5*2^-2, 25*2^-4)] # Success # [(35*2^-4, 5*2^-1), (25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3)] # Success # [(15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Success # [(15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -5169569420911934057*2^-61) # [(15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Success # [(15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Success # [(0, 5*2^-1), (0, 5*2^-1), (5*2^-1, 5)] # Split (Some -1873497443630152297*2^-61) # [(0, 5*2^-2), (0, 5*2^-1), (5*2^-1, 5)] # Success # [(5*2^-2, 5*2^-1), (0, 5*2^-1), (5*2^-1, 5)] # Success # [(0, 5*2^-1), (5*2^-1, 5), (0, 5)] # Split (Some -115724496023556291177*2^-61) # [(0, 5*2^-1), (5*2^-1, 5), (0, 5*2^-1)] # Split (Some -1873497443630152297*2^-61) # [(0, 5*2^-2), (5*2^-1, 5), (0, 5*2^-1)] # Success # [(5*2^-2, 5*2^-1), (5*2^-1, 5), (0, 5*2^-1)] # Success # [(0, 5*2^-1), (5*2^-1, 5), (5*2^-1, 5)] # Success # [(5*2^-1, 5), (0, 5), (0, 5)] # Split (Some -537261421145434716777*2^-61) # [(5*2^-1, 5), (0, 5*2^-1), (0, 5)] # Split (Some -315324031508616673897*2^-61) # [(5*2^-1, 5), (0, 5*2^-1), (0, 5*2^-1)] # Split (Some -93386641871798631017*2^-61) # [(5*2^-1, 15*2^-2), (0, 5*2^-1), (0, 5*2^-1)] # Split (Some -71769363660420250217*2^-61) # [(5*2^-1, 15*2^-2), (0, 5*2^-2), (0, 5*2^-1)] # Split (Some -34434522749518838377*2^-61) # [(5*2^-1, 15*2^-2), (0, 5*2^-2), (0, 5*2^-2)] # Success # [(5*2^-1, 15*2^-2), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -17320844165510953577*2^-61) # [(5*2^-1, 25*2^-3), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -11916524612666358377*2^-61) # [(5*2^-1, 25*2^-3), (0, 5*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -2782661618405571177*2^-61) # [(5*2^-1, 25*2^-3), (0, 5*2^-3), (5*2^-2, 15*2^-3)] # Success # [(5*2^-1, 25*2^-3), (0, 5*2^-3), (15*2^-3, 5*2^-1)] # Success # [(5*2^-1, 25*2^-3), (5*2^-3, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -11556236642476718697*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -1704612457603758697*2^-61) # [(5*2^-1, 45*2^-4), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -972777518156053097*2^-61) # [(5*2^-1, 45*2^-4), (5*2^-3, 15*2^-4), (5*2^-2, 15*2^-3)] # Success # [(5*2^-1, 45*2^-4), (15*2^-4, 5*2^-2), (5*2^-2, 15*2^-3)] # Split (Some -792633533061233257*2^-61) # [(5*2^-1, 45*2^-4), (15*2^-4, 5*2^-2), (5*2^-2, 25*2^-4)] # Success # [(5*2^-1, 45*2^-4), (15*2^-4, 5*2^-2), (25*2^-4, 15*2^-3)] # Success # [(45*2^-4, 25*2^-3), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Success # [(5*2^-1, 25*2^-3), (5*2^-3, 5*2^-2), (15*2^-3, 5*2^-1)] # Success # [(25*2^-3, 15*2^-2), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -10565444724455209577*2^-61) # [(25*2^-3, 15*2^-2), (0, 5*2^-3), (5*2^-2, 5*2^-1)] # Success # [(25*2^-3, 15*2^-2), (5*2^-3, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -10205156754265569897*2^-61) # [(25*2^-3, 15*2^-2), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Success # [(25*2^-3, 15*2^-2), (5*2^-3, 5*2^-2), (15*2^-3, 5*2^-1)] # Success # [(5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1), (0, 5*2^-1)] # Split (Some -54655685076412365417*2^-61) # [(5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Split (Some -17320844165510953577*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Split (Some -11916524612666358377*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3), (0, 5*2^-2)] # Split (Some -2064900427793398377*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3), (0, 5*2^-3)] # Success # [(5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -1704612457603758697*2^-61) # [(5*2^-1, 45*2^-4), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Split (Some -972777518156053097*2^-61) # [(5*2^-1, 45*2^-4), (5*2^-2, 25*2^-4), (5*2^-3, 5*2^-2)] # Success # [(5*2^-1, 45*2^-4), (25*2^-4, 15*2^-3), (5*2^-3, 5*2^-2)] # Success # [(45*2^-4, 25*2^-3), (5*2^-2, 15*2^-3), (5*2^-3, 5*2^-2)] # Success # [(5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1), (0, 5*2^-2)] # Success # [(25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Split (Some -10565444724455209577*2^-61) # [(25*2^-3, 15*2^-2), (5*2^-2, 15*2^-3), (0, 5*2^-2)] # Success # [(25*2^-3, 15*2^-2), (15*2^-3, 5*2^-1), (0, 5*2^-2)] # Success # [(5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -37542006492404480617*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -26733367386715290217*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -16881743201842330217*2^-61) # [(5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -7030119016969370217*2^-61) # [(5*2^-1, 45*2^-4), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -5566449138073959017*2^-61) # [(5*2^-1, 45*2^-4), (5*2^-2, 25*2^-4), (5*2^-2, 15*2^-3)] # Split (Some -2631192896563149417*2^-61) # [(5*2^-1, 45*2^-4), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Success # [(5*2^-1, 45*2^-4), (5*2^-2, 25*2^-4), (25*2^-4, 15*2^-3)] # Success # [(5*2^-1, 45*2^-4), (25*2^-4, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -2922695419319122537*2^-61) # [(5*2^-1, 45*2^-4), (25*2^-4, 15*2^-3), (5*2^-2, 25*2^-4)] # Success # [(5*2^-1, 45*2^-4), (25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3)] # Split (Some -278941700564286057*2^-61) # [(5*2^-1, 85*2^-5), (25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3)] # Success # [(85*2^-5, 45*2^-4), (25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3)] # Split (Some -11540472689162857*2^-61) # [(85*2^-5, 45*2^-4), (25*2^-4, 55*2^-5), (25*2^-4, 15*2^-3)] # Success # [(85*2^-5, 45*2^-4), (55*2^-5, 15*2^-3), (25*2^-4, 15*2^-3)] # Success # [(45*2^-4, 25*2^-3), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -4778319203284122217*2^-61) # [(45*2^-4, 25*2^-3), (5*2^-2, 25*2^-4), (5*2^-2, 15*2^-3)] # Split (Some -1927505454786509417*2^-61) # [(45*2^-4, 25*2^-3), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Success # [(45*2^-4, 25*2^-3), (5*2^-2, 25*2^-4), (25*2^-4, 15*2^-3)] # Success # [(45*2^-4, 25*2^-3), (25*2^-4, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -2767884182128261737*2^-61) # [(45*2^-4, 25*2^-3), (25*2^-4, 15*2^-3), (5*2^-2, 25*2^-4)] # Success # [(45*2^-4, 25*2^-3), (25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3)] # Split (Some -757449160972401257*2^-61) # [(45*2^-4, 95*2^-5), (25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3)] # Split (Some -250794202893220457*2^-61) # [(45*2^-4, 95*2^-5), (25*2^-4, 55*2^-5), (25*2^-4, 15*2^-3)] # Success # [(45*2^-4, 95*2^-5), (55*2^-5, 15*2^-3), (25*2^-4, 15*2^-3)] # Success # [(95*2^-5, 25*2^-3), (25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3)] # Split (Some -264867951728753257*2^-61) # [(95*2^-5, 25*2^-3), (25*2^-4, 55*2^-5), (25*2^-4, 15*2^-3)] # Success # [(95*2^-5, 25*2^-3), (55*2^-5, 15*2^-3), (25*2^-4, 15*2^-3)] # Success # [(5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -1397804732989143657*2^-61) # [(5*2^-1, 45*2^-4), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Success # [(45*2^-4, 25*2^-3), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -271904826146519657*2^-61) # [(45*2^-4, 25*2^-3), (5*2^-2, 25*2^-4), (15*2^-3, 5*2^-1)] # Success # [(45*2^-4, 25*2^-3), (25*2^-4, 15*2^-3), (15*2^-3, 5*2^-1)] # Success # [(5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -11249428917862103657*2^-61) # [(5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Split (Some -1397804732989143657*2^-61) # [(5*2^-1, 45*2^-4), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Success # [(45*2^-4, 25*2^-3), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Split (Some -271904826146519657*2^-61) # [(45*2^-4, 25*2^-3), (15*2^-3, 35*2^-4), (5*2^-2, 15*2^-3)] # Split (Some -271904826146519657*2^-61) # [(45*2^-4, 25*2^-3), (15*2^-3, 35*2^-4), (5*2^-2, 25*2^-4)] # Success # [(45*2^-4, 25*2^-3), (15*2^-3, 35*2^-4), (25*2^-4, 15*2^-3)] # Success # [(45*2^-4, 25*2^-3), (35*2^-4, 5*2^-1), (5*2^-2, 15*2^-3)] # Success # [(5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Success # [(25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -31236967014085786217*2^-61) # [(25*2^-3, 15*2^-2), (5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -17444693155263642217*2^-61) # [(25*2^-3, 15*2^-2), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -3652419296441498217*2^-61) # [(25*2^-3, 55*2^-4), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -3089469343020186217*2^-61) # [(25*2^-3, 55*2^-4), (5*2^-2, 25*2^-4), (5*2^-2, 15*2^-3)] # Split (Some -323098087535770217*2^-61) # [(25*2^-3, 55*2^-4), (5*2^-2, 25*2^-4), (5*2^-2, 25*2^-4)] # Success # [(25*2^-3, 55*2^-4), (5*2^-2, 25*2^-4), (25*2^-4, 15*2^-3)] # Success # [(25*2^-3, 55*2^-4), (25*2^-4, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -1712353019463301737*2^-61) # [(25*2^-3, 55*2^-4), (25*2^-4, 15*2^-3), (5*2^-2, 25*2^-4)] # Success # [(25*2^-3, 55*2^-4), (25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3)] # Split (Some -335236695906417257*2^-61) # [(25*2^-3, 105*2^-5), (25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3)] # Split (Some -53761719195761257*2^-61) # [(25*2^-3, 105*2^-5), (25*2^-4, 55*2^-5), (25*2^-4, 15*2^-3)] # Success # [(25*2^-3, 105*2^-5), (55*2^-5, 15*2^-3), (25*2^-4, 15*2^-3)] # Success # [(105*2^-5, 55*2^-4), (25*2^-4, 15*2^-3), (25*2^-4, 15*2^-3)] # Success # [(55*2^-4, 15*2^-2), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Split (Some -499899557282151017*2^-61) # [(55*2^-4, 15*2^-2), (5*2^-2, 25*2^-4), (5*2^-2, 15*2^-3)] # Success # [(55*2^-4, 15*2^-2), (25*2^-4, 15*2^-3), (5*2^-2, 15*2^-3)] # Success # [(25*2^-3, 15*2^-2), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -1749648453877463657*2^-61) # [(25*2^-3, 55*2^-4), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Success # [(55*2^-4, 15*2^-2), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -4503598271396457*2^-61) # [(55*2^-4, 15*2^-2), (5*2^-2, 25*2^-4), (15*2^-3, 5*2^-1)] # Success # [(55*2^-4, 15*2^-2), (25*2^-4, 15*2^-3), (15*2^-3, 5*2^-1)] # Success # [(25*2^-3, 15*2^-2), (15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -15541922312699607657*2^-61) # [(25*2^-3, 15*2^-2), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Split (Some -1749648453877463657*2^-61) # [(25*2^-3, 55*2^-4), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Success # [(55*2^-4, 15*2^-2), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Split (Some -4503598271396457*2^-61) # [(55*2^-4, 15*2^-2), (15*2^-3, 35*2^-4), (5*2^-2, 15*2^-3)] # Success # [(55*2^-4, 15*2^-2), (35*2^-4, 5*2^-1), (5*2^-2, 15*2^-3)] # Success # [(25*2^-3, 15*2^-2), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Success # [(15*2^-2, 5), (0, 5*2^-1), (0, 5*2^-1)] # Split (Some -64563604256627456617*2^-61) # [(15*2^-2, 5), (0, 5*2^-2), (0, 5*2^-1)] # Split (Some -21824443792881449577*2^-61) # [(15*2^-2, 5), (0, 5*2^-2), (0, 5*2^-2)] # Success # [(15*2^-2, 5), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -9214364836244060777*2^-61) # [(15*2^-2, 35*2^-3), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -5611485134347663977*2^-61) # [(15*2^-2, 35*2^-3), (0, 5*2^-3), (5*2^-2, 5*2^-1)] # Success # [(15*2^-2, 35*2^-3), (5*2^-3, 5*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -5251197164158024297*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-3, 5*2^-2), (5*2^-2, 15*2^-3)] # Success # [(15*2^-2, 35*2^-3), (5*2^-3, 5*2^-2), (15*2^-3, 5*2^-1)] # Success # [(35*2^-3, 5), (0, 5*2^-2), (5*2^-2, 5*2^-1)] # Success # [(15*2^-2, 5), (5*2^-2, 5*2^-1), (0, 5*2^-1)] # Split (Some -51953525299990067817*2^-61) # [(15*2^-2, 5), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Split (Some -9214364836244060777*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Split (Some -5611485134347663977*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 15*2^-3), (0, 5*2^-2)] # Success # [(15*2^-2, 35*2^-3), (15*2^-3, 5*2^-1), (0, 5*2^-2)] # Success # [(35*2^-3, 5), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Success # [(15*2^-2, 5), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -39343446343352679017*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -32137686939559885417*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -15798064541506304617*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Success # [(15*2^-2, 35*2^-3), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -2917769607226686057*2^-61) # [(15*2^-2, 65*2^-4), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -1116329756278487657*2^-61) # [(15*2^-2, 65*2^-4), (5*2^-2, 25*2^-4), (15*2^-3, 5*2^-1)] # Success # [(15*2^-2, 65*2^-4), (25*2^-4, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -530861804720323177*2^-61) # [(15*2^-2, 65*2^-4), (25*2^-4, 15*2^-3), (15*2^-3, 35*2^-4)] # Success # [(15*2^-2, 65*2^-4), (25*2^-4, 15*2^-3), (35*2^-4, 5*2^-1)] # Success # [(65*2^-4, 35*2^-3), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -1735574705041930857*2^-61) # [(65*2^-4, 35*2^-3), (5*2^-2, 25*2^-4), (15*2^-3, 5*2^-1)] # Success # [(65*2^-4, 35*2^-3), (25*2^-4, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -1150106753483766377*2^-61) # [(65*2^-4, 35*2^-3), (25*2^-4, 15*2^-3), (15*2^-3, 35*2^-4)] # Success # [(65*2^-4, 35*2^-3), (25*2^-4, 15*2^-3), (35*2^-4, 5*2^-1)] # Success # [(15*2^-2, 35*2^-3), (15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -19257392005280266857*2^-61) # [(15*2^-2, 35*2^-3), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Split (Some -2917769607226686057*2^-61) # [(15*2^-2, 65*2^-4), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Split (Some -1116329756278487657*2^-61) # [(15*2^-2, 65*2^-4), (15*2^-3, 35*2^-4), (5*2^-2, 15*2^-3)] # Success # [(15*2^-2, 65*2^-4), (35*2^-4, 5*2^-1), (5*2^-2, 15*2^-3)] # Success # [(65*2^-4, 35*2^-3), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Split (Some -1735574705041930857*2^-61) # [(65*2^-4, 35*2^-3), (15*2^-3, 35*2^-4), (5*2^-2, 15*2^-3)] # Success # [(65*2^-4, 35*2^-3), (35*2^-4, 5*2^-1), (5*2^-2, 15*2^-3)] # Success # [(15*2^-2, 35*2^-3), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -6377097071000648297*2^-61) # [(15*2^-2, 65*2^-4), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -2774217369104251497*2^-61) # [(15*2^-2, 65*2^-4), (15*2^-3, 35*2^-4), (15*2^-3, 5*2^-1)] # Split (Some -927037834440571497*2^-61) # [(15*2^-2, 65*2^-4), (15*2^-3, 35*2^-4), (15*2^-3, 35*2^-4)] # Success # [(15*2^-2, 65*2^-4), (15*2^-3, 35*2^-4), (35*2^-4, 5*2^-1)] # Success # [(15*2^-2, 65*2^-4), (35*2^-4, 5*2^-1), (15*2^-3, 5*2^-1)] # Success # [(65*2^-4, 35*2^-3), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -5138607173473761897*2^-61) # [(65*2^-4, 35*2^-3), (15*2^-3, 35*2^-4), (15*2^-3, 5*2^-1)] # Split (Some -2235896476145121897*2^-61) # [(65*2^-4, 35*2^-3), (15*2^-3, 35*2^-4), (15*2^-3, 35*2^-4)] # Success # [(65*2^-4, 35*2^-3), (15*2^-3, 35*2^-4), (35*2^-4, 5*2^-1)] # Success # [(65*2^-4, 35*2^-3), (35*2^-4, 5*2^-1), (15*2^-3, 5*2^-1)] # Success # [(35*2^-3, 5), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -29435527163137587817*2^-61) # [(35*2^-3, 5), (5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -12870724783715482217*2^-61) # [(35*2^-3, 5), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Success # [(35*2^-3, 5), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -2805179616542423657*2^-61) # [(35*2^-3, 75*2^-4), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -1454099728331274857*2^-61) # [(35*2^-3, 75*2^-4), (5*2^-2, 25*2^-4), (15*2^-3, 5*2^-1)] # Success # [(35*2^-3, 75*2^-4), (25*2^-4, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -868631776773110377*2^-61) # [(35*2^-3, 75*2^-4), (25*2^-4, 15*2^-3), (15*2^-3, 35*2^-4)] # Success # [(35*2^-3, 75*2^-4), (25*2^-4, 15*2^-3), (35*2^-4, 5*2^-1)] # Success # [(75*2^-4, 5), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -271904826146519657*2^-61) # [(75*2^-4, 5), (5*2^-2, 25*2^-4), (15*2^-3, 5*2^-1)] # Success # [(75*2^-4, 5), (25*2^-4, 15*2^-3), (15*2^-3, 5*2^-1)] # Success # [(35*2^-3, 5), (15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -19369981995964529257*2^-61) # [(35*2^-3, 5), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Split (Some -2805179616542423657*2^-61) # [(35*2^-3, 75*2^-4), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Split (Some -1454099728331274857*2^-61) # [(35*2^-3, 75*2^-4), (15*2^-3, 35*2^-4), (5*2^-2, 15*2^-3)] # Success # [(35*2^-3, 75*2^-4), (35*2^-4, 5*2^-1), (5*2^-2, 15*2^-3)] # Success # [(75*2^-4, 5), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Split (Some -271904826146519657*2^-61) # [(75*2^-4, 5), (15*2^-3, 35*2^-4), (5*2^-2, 15*2^-3)] # Success # [(75*2^-4, 5), (35*2^-4, 5*2^-1), (5*2^-2, 15*2^-3)] # Success # [(35*2^-3, 5), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -9304436828791470697*2^-61) # [(35*2^-3, 75*2^-4), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -6602277052369173097*2^-61) # [(35*2^-3, 75*2^-4), (15*2^-3, 35*2^-4), (15*2^-3, 5*2^-1)] # Split (Some -2644035192375573097*2^-61) # [(35*2^-3, 75*2^-4), (15*2^-3, 35*2^-4), (15*2^-3, 35*2^-4)] # Success # [(35*2^-3, 75*2^-4), (15*2^-3, 35*2^-4), (35*2^-4, 5*2^-1)] # Success # [(35*2^-3, 75*2^-4), (35*2^-4, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -27549361989581417*2^-61) # [(35*2^-3, 75*2^-4), (35*2^-4, 5*2^-1), (15*2^-3, 35*2^-4)] # Success # [(35*2^-3, 75*2^-4), (35*2^-4, 5*2^-1), (35*2^-4, 5*2^-1)] # Success # [(75*2^-4, 5), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -7165227005790485097*2^-61) # [(75*2^-4, 5), (15*2^-3, 35*2^-4), (15*2^-3, 5*2^-1)] # Split (Some -2151453983131925097*2^-61) # [(75*2^-4, 5), (15*2^-3, 35*2^-4), (15*2^-3, 35*2^-4)] # Success # [(75*2^-4, 5), (15*2^-3, 35*2^-4), (35*2^-4, 5*2^-1)] # Success # [(75*2^-4, 5), (35*2^-4, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -1105070757210061417*2^-61) # [(75*2^-4, 5), (35*2^-4, 5*2^-1), (15*2^-3, 35*2^-4)] # Success # [(75*2^-4, 5), (35*2^-4, 5*2^-1), (35*2^-4, 5*2^-1)] # Success # [(5*2^-1, 5), (0, 5*2^-1), (5*2^-1, 5)] # Split (Some -37902294462594120297*2^-61) # [(5*2^-1, 15*2^-2), (0, 5*2^-1), (5*2^-1, 5)] # Split (Some -16285016251215739497*2^-61) # [(5*2^-1, 15*2^-2), (0, 5*2^-2), (5*2^-1, 5)] # Success # [(5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1), (5*2^-1, 5)] # Success # [(15*2^-2, 5), (0, 5*2^-1), (5*2^-1, 5)] # Split (Some -23490775655008533097*2^-61) # [(15*2^-2, 5), (0, 5*2^-2), (5*2^-1, 5)] # Success # [(15*2^-2, 5), (5*2^-2, 5*2^-1), (5*2^-1, 5)] # Split (Some -10880696698371144297*2^-61) # [(15*2^-2, 5), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -10880696698371144297*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -2774217369104251497*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-2, 15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(15*2^-2, 35*2^-3), (15*2^-3, 5*2^-1), (5*2^-1, 15*2^-2)] # Success # [(35*2^-3, 5), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -5926737108263598697*2^-61) # [(35*2^-3, 5), (5*2^-2, 15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(35*2^-3, 5), (15*2^-3, 5*2^-1), (5*2^-1, 15*2^-2)] # Success # [(15*2^-2, 5), (5*2^-2, 5*2^-1), (15*2^-2, 5)] # Success # [(5*2^-1, 5), (5*2^-1, 5), (0, 5)] # Split (Some -259839684099412163177*2^-61) # [(5*2^-1, 5), (5*2^-1, 5), (0, 5*2^-1)] # Split (Some -37902294462594120297*2^-61) # [(5*2^-1, 15*2^-2), (5*2^-1, 5), (0, 5*2^-1)] # Split (Some -16285016251215739497*2^-61) # [(5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2), (0, 5*2^-1)] # Split (Some -16285016251215739497*2^-61) # [(5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2), (0, 5*2^-2)] # Success # [(5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Success # [(5*2^-1, 15*2^-2), (15*2^-2, 5), (0, 5*2^-1)] # Success # [(15*2^-2, 5), (5*2^-1, 5), (0, 5*2^-1)] # Split (Some -23490775655008533097*2^-61) # [(15*2^-2, 5), (5*2^-1, 15*2^-2), (0, 5*2^-1)] # Split (Some -23490775655008533097*2^-61) # [(15*2^-2, 5), (5*2^-1, 15*2^-2), (0, 5*2^-2)] # Success # [(15*2^-2, 5), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -10880696698371144297*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -2774217369104251497*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -2774217369104251497*2^-61) # [(15*2^-2, 35*2^-3), (5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3)] # Success # [(15*2^-2, 35*2^-3), (5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1)] # Success # [(15*2^-2, 35*2^-3), (25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1)] # Success # [(35*2^-3, 5), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -5926737108263598697*2^-61) # [(35*2^-3, 5), (5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -5926737108263598697*2^-61) # [(35*2^-3, 5), (5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3)] # Success # [(35*2^-3, 5), (5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1)] # Success # [(35*2^-3, 5), (25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1)] # Success # [(15*2^-2, 5), (15*2^-2, 5), (0, 5*2^-1)] # Success # [(5*2^-1, 5), (5*2^-1, 5), (5*2^-1, 5)] # Success # [(0, 5), (0, 5), (5, 5*2^1)] # Success # [(0, 5), (5, 5*2^1), (0, 5*2^1)] # Split (Some -214443399855517563497*2^-61) # [(0, 5), (5, 5*2^1), (0, 5)] # Success # [(0, 5), (5, 5*2^1), (5, 5*2^1)] # Success # [(5, 5*2^1), (0, 5*2^1), (0, 5*2^1)] # Split (Some -4422606891670509025897*2^-61) # [(5, 5*2^1), (0, 5), (0, 5*2^1)] # Split (Some -2681695419714170092137*2^-61) # [(5, 5*2^1), (0, 5), (0, 5)] # Split (Some -940783947757831158377*2^-61) # [(5, 15*2^-1), (0, 5), (0, 5)] # Split (Some -710199646836461763177*2^-61) # [(5, 15*2^-1), (0, 5*2^-1), (0, 5)] # Split (Some -380175866142751816297*2^-61) # [(5, 15*2^-1), (0, 5*2^-1), (0, 5*2^-1)] # Split (Some -50152085449041869417*2^-61) # [(5, 25*2^-2), (0, 5*2^-1), (0, 5*2^-1)] # Split (Some -42946326045249075817*2^-61) # [(5, 25*2^-2), (0, 5*2^-2), (0, 5*2^-1)] # Success # [(5, 25*2^-2), (5*2^-2, 5*2^-1), (0, 5*2^-1)] # Split (Some -34839846715982183017*2^-61) # [(5, 25*2^-2), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Success # [(5, 25*2^-2), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -26733367386715290217*2^-61) # [(5, 45*2^-3), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -23130487684818893417*2^-61) # [(5, 45*2^-3), (5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -6340505324028263017*2^-61) # [(5, 45*2^-3), (5*2^-2, 15*2^-3), (5*2^-2, 15*2^-3)] # Success # [(5, 45*2^-3), (5*2^-2, 15*2^-3), (15*2^-3, 5*2^-1)] # Success # [(5, 45*2^-3), (15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -15879692284752394857*2^-61) # [(5, 45*2^-3), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Success # [(5, 45*2^-3), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -8628896884685896297*2^-61) # [(5, 85*2^-4), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -6827457033737697897*2^-61) # [(5, 85*2^-4), (15*2^-3, 35*2^-4), (15*2^-3, 5*2^-1)] # Split (Some -1541884736692910697*2^-61) # [(5, 85*2^-4), (15*2^-3, 35*2^-4), (15*2^-3, 35*2^-4)] # Success # [(5, 85*2^-4), (15*2^-3, 35*2^-4), (35*2^-4, 5*2^-1)] # Success # [(5, 85*2^-4), (35*2^-4, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -1682094459466906217*2^-61) # [(5, 85*2^-4), (35*2^-4, 5*2^-1), (15*2^-3, 35*2^-4)] # Success # [(5, 85*2^-4), (35*2^-4, 5*2^-1), (35*2^-4, 5*2^-1)] # Success # [(85*2^-4, 45*2^-3), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -5588967136210811497*2^-61) # [(85*2^-4, 45*2^-3), (15*2^-3, 35*2^-4), (15*2^-3, 5*2^-1)] # Split (Some -387837332179221097*2^-61) # [(85*2^-4, 45*2^-3), (15*2^-3, 35*2^-4), (15*2^-3, 35*2^-4)] # Success # [(85*2^-4, 45*2^-3), (15*2^-3, 35*2^-4), (35*2^-4, 5*2^-1)] # Success # [(85*2^-4, 45*2^-3), (35*2^-4, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -1358398236249651817*2^-61) # [(85*2^-4, 45*2^-3), (35*2^-4, 5*2^-1), (15*2^-3, 35*2^-4)] # Success # [(85*2^-4, 45*2^-3), (35*2^-4, 5*2^-1), (35*2^-4, 5*2^-1)] # Success # [(45*2^-3, 25*2^-2), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -13222568504603802217*2^-61) # [(45*2^-3, 25*2^-2), (5*2^-2, 15*2^-3), (5*2^-2, 5*2^-1)] # Success # [(45*2^-3, 25*2^-2), (15*2^-3, 5*2^-1), (5*2^-2, 5*2^-1)] # Split (Some -8786522871643863657*2^-61) # [(45*2^-3, 25*2^-2), (15*2^-3, 5*2^-1), (5*2^-2, 15*2^-3)] # Success # [(45*2^-3, 25*2^-2), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -4350477238683925097*2^-61) # [(45*2^-3, 95*2^-4), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -3449757313209825897*2^-61) # [(45*2^-3, 95*2^-4), (15*2^-3, 35*2^-4), (15*2^-3, 5*2^-1)] # Success # [(45*2^-3, 95*2^-4), (35*2^-4, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -133982087558298217*2^-61) # [(45*2^-3, 95*2^-4), (35*2^-4, 5*2^-1), (15*2^-3, 35*2^-4)] # Success # [(45*2^-3, 95*2^-4), (35*2^-4, 5*2^-1), (35*2^-4, 5*2^-1)] # Success # [(95*2^-4, 25*2^-2), (15*2^-3, 5*2^-1), (15*2^-3, 5*2^-1)] # Split (Some -409827564734741097*2^-61) # [(95*2^-4, 25*2^-2), (15*2^-3, 35*2^-4), (15*2^-3, 5*2^-1)] # Success # [(95*2^-4, 25*2^-2), (35*2^-4, 5*2^-1), (15*2^-3, 5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (0, 5*2^-1), (0, 5*2^-1)] # Split (Some -6917529026285107817*2^-61) # [(25*2^-2, 15*2^-1), (0, 5*2^-2), (0, 5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (5*2^-2, 5*2^-1), (0, 5*2^-1)] # Split (Some -3314649324388711017*2^-61) # [(25*2^-2, 15*2^-1), (5*2^-2, 5*2^-1), (0, 5*2^-2)] # Success # [(25*2^-2, 15*2^-1), (5*2^-2, 5*2^-1), (5*2^-2, 5*2^-1)] # Success # [(5, 15*2^-1), (0, 5*2^-1), (5*2^-1, 5)] # Split (Some -77533971183454485097*2^-61) # [(5, 25*2^-2), (0, 5*2^-1), (5*2^-1, 5)] # Split (Some -16285016251215739497*2^-61) # [(5, 25*2^-2), (0, 5*2^-2), (5*2^-1, 5)] # Success # [(5, 25*2^-2), (5*2^-2, 5*2^-1), (5*2^-1, 5)] # Split (Some -8178536921948846697*2^-61) # [(5, 25*2^-2), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -8178536921948846697*2^-61) # [(5, 45*2^-3), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -5476377145526549097*2^-61) # [(5, 45*2^-3), (5*2^-2, 15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(5, 45*2^-3), (15*2^-3, 5*2^-1), (5*2^-1, 15*2^-2)] # Success # [(45*2^-3, 25*2^-2), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -1423137480893102697*2^-61) # [(45*2^-3, 25*2^-2), (5*2^-2, 15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(45*2^-3, 25*2^-2), (15*2^-3, 5*2^-1), (5*2^-1, 15*2^-2)] # Success # [(5, 25*2^-2), (5*2^-2, 5*2^-1), (15*2^-2, 5)] # Success # [(25*2^-2, 15*2^-1), (0, 5*2^-1), (5*2^-1, 5)] # Split (Some -52313813270179707497*2^-61) # [(25*2^-2, 15*2^-1), (0, 5*2^-2), (5*2^-1, 5)] # Success # [(25*2^-2, 15*2^-1), (5*2^-2, 5*2^-1), (5*2^-1, 5)] # Split (Some -48710933568283310697*2^-61) # [(25*2^-2, 15*2^-1), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -17185736176689838697*2^-61) # [(25*2^-2, 55*2^-3), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -5926737108263598697*2^-61) # [(25*2^-2, 55*2^-3), (5*2^-2, 15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(25*2^-2, 55*2^-3), (15*2^-3, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -4305441242410220137*2^-61) # [(25*2^-2, 55*2^-3), (15*2^-3, 5*2^-1), (5*2^-1, 25*2^-3)] # Success # [(25*2^-2, 55*2^-3), (15*2^-3, 5*2^-1), (25*2^-3, 15*2^-2)] # Success # [(55*2^-3, 15*2^-1), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -14483576400267541097*2^-61) # [(55*2^-3, 15*2^-1), (5*2^-2, 15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(55*2^-3, 15*2^-1), (15*2^-3, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -12862280534414162537*2^-61) # [(55*2^-3, 15*2^-1), (15*2^-3, 5*2^-1), (5*2^-1, 25*2^-3)] # Split (Some -477381559145298537*2^-61) # [(55*2^-3, 115*2^-4), (15*2^-3, 5*2^-1), (5*2^-1, 25*2^-3)] # Success # [(115*2^-4, 15*2^-1), (15*2^-3, 5*2^-1), (5*2^-1, 25*2^-3)] # Success # [(55*2^-3, 15*2^-1), (15*2^-3, 5*2^-1), (25*2^-3, 15*2^-2)] # Success # [(25*2^-2, 15*2^-1), (5*2^-2, 5*2^-1), (15*2^-2, 5)] # Success # [(5, 15*2^-1), (5*2^-1, 5), (0, 5)] # Split (Some -407557751877164431977*2^-61) # [(5, 15*2^-1), (5*2^-1, 5), (0, 5*2^-1)] # Split (Some -77533971183454485097*2^-61) # [(5, 25*2^-2), (5*2^-1, 5), (0, 5*2^-1)] # Split (Some -16285016251215739497*2^-61) # [(5, 25*2^-2), (5*2^-1, 15*2^-2), (0, 5*2^-1)] # Split (Some -16285016251215739497*2^-61) # [(5, 25*2^-2), (5*2^-1, 15*2^-2), (0, 5*2^-2)] # Success # [(5, 25*2^-2), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -8178536921948846697*2^-61) # [(5, 45*2^-3), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -5476377145526549097*2^-61) # [(5, 45*2^-3), (5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -5476377145526549097*2^-61) # [(5, 45*2^-3), (5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3)] # Success # [(5, 45*2^-3), (5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1)] # Success # [(5, 45*2^-3), (25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1)] # Success # [(45*2^-3, 25*2^-2), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -1423137480893102697*2^-61) # [(45*2^-3, 25*2^-2), (5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -1423137480893102697*2^-61) # [(45*2^-3, 25*2^-2), (5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3)] # Success # [(45*2^-3, 25*2^-2), (5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1)] # Success # [(45*2^-3, 25*2^-2), (25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1)] # Success # [(5, 25*2^-2), (15*2^-2, 5), (0, 5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (5*2^-1, 5), (0, 5*2^-1)] # Split (Some -52313813270179707497*2^-61) # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (0, 5*2^-1)] # Split (Some -20788615878586235497*2^-61) # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (0, 5*2^-2)] # Success # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -17185736176689838697*2^-61) # [(25*2^-2, 55*2^-3), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -5926737108263598697*2^-61) # [(25*2^-2, 55*2^-3), (5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1)] # Success # [(25*2^-2, 55*2^-3), (25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1)] # Success # [(55*2^-3, 15*2^-1), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -14483576400267541097*2^-61) # [(55*2^-3, 15*2^-1), (5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -2098677424998677097*2^-61) # [(55*2^-3, 15*2^-1), (5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3)] # Success # [(55*2^-3, 15*2^-1), (5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1)] # Split (Some -477381559145298537*2^-61) # [(55*2^-3, 115*2^-4), (5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1)] # Success # [(115*2^-4, 15*2^-1), (5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1)] # Success # [(55*2^-3, 15*2^-1), (25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1)] # Success # [(25*2^-2, 15*2^-1), (15*2^-2, 5), (0, 5*2^-1)] # Success # [(5, 15*2^-1), (5*2^-1, 5), (5*2^-1, 5)] # Split (Some -104915856917867100777*2^-61) # [(5, 25*2^-2), (5*2^-1, 5), (5*2^-1, 5)] # Success # [(25*2^-2, 15*2^-1), (5*2^-1, 5), (5*2^-1, 5)] # Split (Some -97710097514074307177*2^-61) # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (5*2^-1, 5)] # Split (Some -66184900122480835177*2^-61) # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -34659702730887363177*2^-61) # [(25*2^-2, 55*2^-3), (5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -12141704594034883177*2^-61) # [(25*2^-2, 55*2^-3), (5*2^-1, 25*2^-3), (5*2^-1, 15*2^-2)] # Split (Some -5949255106400451177*2^-61) # [(25*2^-2, 55*2^-3), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Success # [(25*2^-2, 55*2^-3), (5*2^-1, 25*2^-3), (25*2^-3, 15*2^-2)] # Success # [(25*2^-2, 55*2^-3), (25*2^-3, 15*2^-2), (5*2^-1, 15*2^-2)] # Success # [(55*2^-3, 15*2^-1), (5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -31056823028990966377*2^-61) # [(55*2^-3, 15*2^-1), (5*2^-1, 25*2^-3), (5*2^-1, 15*2^-2)] # Split (Some -18671924053722102377*2^-61) # [(55*2^-3, 15*2^-1), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Split (Some -6287025078453238377*2^-61) # [(55*2^-3, 115*2^-4), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Split (Some -2121195423135529577*2^-61) # [(55*2^-3, 115*2^-4), (5*2^-1, 45*2^-4), (5*2^-1, 25*2^-3)] # Success # [(55*2^-3, 115*2^-4), (45*2^-4, 25*2^-3), (5*2^-1, 25*2^-3)] # Success # [(115*2^-4, 15*2^-1), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Split (Some -4485585227505039977*2^-61) # [(115*2^-4, 15*2^-1), (5*2^-1, 45*2^-4), (5*2^-1, 25*2^-3)] # Success # [(115*2^-4, 15*2^-1), (45*2^-4, 25*2^-3), (5*2^-1, 25*2^-3)] # Success # [(55*2^-3, 15*2^-1), (5*2^-1, 25*2^-3), (25*2^-3, 15*2^-2)] # Success # [(55*2^-3, 15*2^-1), (25*2^-3, 15*2^-2), (5*2^-1, 15*2^-2)] # Success # [(25*2^-2, 15*2^-1), (5*2^-1, 15*2^-2), (15*2^-2, 5)] # Success # [(25*2^-2, 15*2^-1), (15*2^-2, 5), (5*2^-1, 5)] # Success # [(15*2^-1, 5*2^1), (0, 5), (0, 5)] # Split (Some -825491797297146460777*2^-61) # [(15*2^-1, 5*2^1), (0, 5*2^-1), (0, 5)] # Split (Some -412601783459819387497*2^-61) # [(15*2^-1, 5*2^1), (0, 5*2^-1), (0, 5*2^-1)] # Success # [(15*2^-1, 5*2^1), (0, 5*2^-1), (5*2^-1, 5)] # Split (Some -145988685519486024297*2^-61) # [(15*2^-1, 35*2^-2), (0, 5*2^-1), (5*2^-1, 5)] # Split (Some -95548369692936469097*2^-61) # [(15*2^-1, 35*2^-2), (0, 5*2^-2), (5*2^-1, 5)] # Split (Some -14978972359278295657*2^-61) # [(15*2^-1, 35*2^-2), (0, 5*2^-2), (5*2^-1, 15*2^-2)] # Success # [(15*2^-1, 35*2^-2), (0, 5*2^-2), (15*2^-2, 5)] # Success # [(15*2^-1, 35*2^-2), (5*2^-2, 5*2^-1), (5*2^-1, 5)] # Split (Some -91945489991040072297*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -28895095207853128297*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -19437535990375086697*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-2, 15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(15*2^-1, 65*2^-3), (15*2^-3, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -17816240124521708137*2^-61) # [(15*2^-1, 65*2^-3), (15*2^-3, 5*2^-1), (5*2^-1, 25*2^-3)] # Success # [(15*2^-1, 65*2^-3), (15*2^-3, 5*2^-1), (25*2^-3, 15*2^-2)] # Success # [(65*2^-3, 35*2^-2), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -20788615878586235497*2^-61) # [(65*2^-3, 35*2^-2), (5*2^-2, 15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(65*2^-3, 35*2^-2), (15*2^-3, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -19167320012732856937*2^-61) # [(65*2^-3, 35*2^-2), (15*2^-3, 5*2^-1), (5*2^-1, 25*2^-3)] # Success # [(65*2^-3, 35*2^-2), (15*2^-3, 5*2^-1), (25*2^-3, 15*2^-2)] # Success # [(15*2^-1, 35*2^-2), (5*2^-2, 5*2^-1), (15*2^-2, 5)] # Success # [(35*2^-2, 5*2^1), (0, 5*2^-1), (5*2^-1, 5)] # Split (Some -124371407308107643497*2^-61) # [(35*2^-2, 5*2^1), (0, 5*2^-2), (5*2^-1, 5)] # Split (Some -16780412210226494057*2^-61) # [(35*2^-2, 5*2^1), (0, 5*2^-2), (5*2^-1, 15*2^-2)] # Success # [(35*2^-2, 5*2^1), (0, 5*2^-2), (15*2^-2, 5)] # Success # [(35*2^-2, 5*2^1), (5*2^-2, 5*2^-1), (5*2^-1, 5)] # Split (Some -120768527606211246697*2^-61) # [(35*2^-2, 5*2^1), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -26192935431430830697*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -18536816064900987497*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-2, 15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(35*2^-2, 75*2^-3), (15*2^-3, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -16915520199047608937*2^-61) # [(35*2^-2, 75*2^-3), (15*2^-3, 5*2^-1), (5*2^-1, 25*2^-3)] # Success # [(35*2^-2, 75*2^-3), (15*2^-3, 5*2^-1), (25*2^-3, 15*2^-2)] # Success # [(75*2^-3, 5*2^1), (5*2^-2, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -12682136549319342697*2^-61) # [(75*2^-3, 5*2^1), (5*2^-2, 15*2^-3), (5*2^-1, 15*2^-2)] # Success # [(75*2^-3, 5*2^1), (15*2^-3, 5*2^-1), (5*2^-1, 15*2^-2)] # Split (Some -11060840683465964137*2^-61) # [(75*2^-3, 5*2^1), (15*2^-3, 5*2^-1), (5*2^-1, 25*2^-3)] # Success # [(75*2^-3, 5*2^1), (15*2^-3, 5*2^-1), (25*2^-3, 15*2^-2)] # Success # [(35*2^-2, 5*2^1), (5*2^-2, 5*2^-1), (15*2^-2, 5)] # Success # [(15*2^-1, 5*2^1), (5*2^-1, 5), (0, 5)] # Split (Some -558878699356813097577*2^-61) # [(15*2^-1, 5*2^1), (5*2^-1, 5), (0, 5*2^-1)] # Split (Some -145988685519486024297*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 5), (0, 5*2^-1)] # Split (Some -95548369692936469097*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (0, 5*2^-1)] # Split (Some -32497974909749525097*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (0, 5*2^-2)] # Success # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -28895095207853128297*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -19437535990375086697*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1)] # Split (Some -860187527471790697*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-1, 25*2^-3), (5*2^-2, 15*2^-3)] # Success # [(15*2^-1, 65*2^-3), (5*2^-1, 25*2^-3), (15*2^-3, 5*2^-1)] # Success # [(15*2^-1, 65*2^-3), (25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1)] # Success # [(65*2^-3, 35*2^-2), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -20788615878586235497*2^-61) # [(65*2^-3, 35*2^-2), (5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1)] # Success # [(65*2^-3, 35*2^-2), (25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1)] # Success # [(15*2^-1, 35*2^-2), (15*2^-2, 5), (0, 5*2^-1)] # Success # [(35*2^-2, 5*2^1), (5*2^-1, 5), (0, 5*2^-1)] # Split (Some -124371407308107643497*2^-61) # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (0, 5*2^-1)] # Split (Some -29795815133327227497*2^-61) # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (0, 5*2^-2)] # Success # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -26192935431430830697*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -18536816064900987497*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1)] # Success # [(35*2^-2, 75*2^-3), (25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1)] # Success # [(75*2^-3, 5*2^1), (5*2^-1, 15*2^-2), (5*2^-2, 5*2^-1)] # Split (Some -12682136549319342697*2^-61) # [(75*2^-3, 5*2^1), (5*2^-1, 25*2^-3), (5*2^-2, 5*2^-1)] # Success # [(75*2^-3, 5*2^1), (25*2^-3, 15*2^-2), (5*2^-2, 5*2^-1)] # Success # [(35*2^-2, 5*2^1), (15*2^-2, 5), (0, 5*2^-1)] # Success # [(15*2^-1, 5*2^1), (5*2^-1, 5), (5*2^-1, 5)] # Split (Some -292265601416479734377*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 5), (5*2^-1, 5)] # Split (Some -191384969763380623977*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (5*2^-1, 5)] # Split (Some -128334574980193679977*2^-61) # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -65284180197006735977*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -46369061762050652777*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-1, 25*2^-3), (5*2^-1, 15*2^-2)] # Split (Some -27791713299147356777*2^-61) # [(15*2^-1, 65*2^-3), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Split (Some -9214364836244060777*2^-61) # [(15*2^-1, 125*2^-4), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Split (Some -5949255106400451177*2^-61) # [(15*2^-1, 125*2^-4), (5*2^-1, 45*2^-4), (5*2^-1, 25*2^-3)] # Success # [(15*2^-1, 125*2^-4), (45*2^-4, 25*2^-3), (5*2^-1, 25*2^-3)] # Success # [(125*2^-4, 65*2^-3), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Split (Some -6512205059821763177*2^-61) # [(125*2^-4, 65*2^-3), (5*2^-1, 45*2^-4), (5*2^-1, 25*2^-3)] # Success # [(125*2^-4, 65*2^-3), (45*2^-4, 25*2^-3), (5*2^-1, 25*2^-3)] # Success # [(15*2^-1, 65*2^-3), (5*2^-1, 25*2^-3), (25*2^-3, 15*2^-2)] # Success # [(15*2^-1, 65*2^-3), (25*2^-3, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -6565685305396787817*2^-61) # [(15*2^-1, 65*2^-3), (25*2^-3, 15*2^-2), (5*2^-1, 25*2^-3)] # Success # [(15*2^-1, 65*2^-3), (25*2^-3, 15*2^-2), (25*2^-3, 15*2^-2)] # Success # [(65*2^-3, 35*2^-2), (5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -58078420793213942377*2^-61) # [(65*2^-3, 35*2^-2), (5*2^-1, 25*2^-3), (5*2^-1, 15*2^-2)] # Split (Some -33308622842676214377*2^-61) # [(65*2^-3, 35*2^-2), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Split (Some -8538824892138486377*2^-61) # [(65*2^-3, 135*2^-4), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Split (Some -6174435087768975977*2^-61) # [(65*2^-3, 135*2^-4), (5*2^-1, 45*2^-4), (5*2^-1, 25*2^-3)] # Success # [(65*2^-3, 135*2^-4), (45*2^-4, 25*2^-3), (5*2^-1, 25*2^-3)] # Success # [(135*2^-4, 35*2^-2), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Split (Some -4935945190242089577*2^-61) # [(135*2^-4, 35*2^-2), (5*2^-1, 45*2^-4), (5*2^-1, 25*2^-3)] # Success # [(135*2^-4, 35*2^-2), (45*2^-4, 25*2^-3), (5*2^-1, 25*2^-3)] # Success # [(65*2^-3, 35*2^-2), (5*2^-1, 25*2^-3), (25*2^-3, 15*2^-2)] # Success # [(65*2^-3, 35*2^-2), (25*2^-3, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -16248424504243354217*2^-61) # [(65*2^-3, 35*2^-2), (25*2^-3, 15*2^-2), (5*2^-1, 25*2^-3)] # Success # [(65*2^-3, 35*2^-2), (25*2^-3, 15*2^-2), (25*2^-3, 15*2^-2)] # Success # [(15*2^-1, 35*2^-2), (5*2^-1, 15*2^-2), (15*2^-2, 5)] # Success # [(15*2^-1, 35*2^-2), (15*2^-2, 5), (5*2^-1, 5)] # Split (Some -13177532508330097257*2^-61) # [(15*2^-1, 35*2^-2), (15*2^-2, 5), (5*2^-1, 15*2^-2)] # Success # [(15*2^-1, 35*2^-2), (15*2^-2, 5), (15*2^-2, 5)] # Success # [(35*2^-2, 5*2^1), (5*2^-1, 5), (5*2^-1, 5)] # Split (Some -270648323205101353577*2^-61) # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (5*2^-1, 5)] # Split (Some -176072731030320937577*2^-61) # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -81497138855540521577*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -66184900122480835177*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-1, 25*2^-3), (5*2^-1, 15*2^-2)] # Split (Some -35222652684308675177*2^-61) # [(35*2^-2, 75*2^-3), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Split (Some -4260405246136515177*2^-61) # [(35*2^-2, 145*2^-4), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Split (Some -2796735367241103977*2^-61) # [(35*2^-2, 145*2^-4), (5*2^-1, 45*2^-4), (5*2^-1, 25*2^-3)] # Success # [(35*2^-2, 145*2^-4), (45*2^-4, 25*2^-3), (5*2^-1, 25*2^-3)] # Success # [(145*2^-4, 75*2^-3), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Success # [(35*2^-2, 75*2^-3), (5*2^-1, 25*2^-3), (25*2^-3, 15*2^-2)] # Success # [(35*2^-2, 75*2^-3), (25*2^-3, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -22328284001193523817*2^-61) # [(35*2^-2, 75*2^-3), (25*2^-3, 15*2^-2), (5*2^-1, 25*2^-3)] # Success # [(35*2^-2, 75*2^-3), (25*2^-3, 15*2^-2), (25*2^-3, 15*2^-2)] # Success # [(75*2^-3, 5*2^1), (5*2^-1, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -70688499749851331177*2^-61) # [(75*2^-3, 5*2^1), (5*2^-1, 25*2^-3), (5*2^-1, 15*2^-2)] # Split (Some -33533802824044739177*2^-61) # [(75*2^-3, 5*2^1), (5*2^-1, 25*2^-3), (5*2^-1, 25*2^-3)] # Success # [(75*2^-3, 5*2^1), (5*2^-1, 25*2^-3), (25*2^-3, 15*2^-2)] # Success # [(75*2^-3, 5*2^1), (25*2^-3, 15*2^-2), (5*2^-1, 15*2^-2)] # Split (Some -27465202326162995817*2^-61) # [(75*2^-3, 5*2^1), (25*2^-3, 15*2^-2), (5*2^-1, 25*2^-3)] # Success # [(75*2^-3, 5*2^1), (25*2^-3, 15*2^-2), (25*2^-3, 15*2^-2)] # Success # [(35*2^-2, 5*2^1), (5*2^-1, 15*2^-2), (15*2^-2, 5)] # Success # [(35*2^-2, 5*2^1), (15*2^-2, 5), (5*2^-1, 5)] # Split (Some -79830806993413438057*2^-61) # [(35*2^-2, 5*2^1), (15*2^-2, 5), (5*2^-1, 15*2^-2)] # Success # [(35*2^-2, 5*2^1), (15*2^-2, 5), (15*2^-2, 5)] # Success # [(5, 5*2^1), (0, 5), (5, 5*2^1)] # Success # [(5, 5*2^1), (5, 5*2^1), (0, 5*2^1)] # Split (Some -1655595280614076283497*2^-61) # [(5, 5*2^1), (5, 5*2^1), (0, 5)] # Success # [(5, 5*2^1), (5, 5*2^1), (5, 5*2^1)] # Success # [(1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Split (Some -4321464139887271*2^-45) # [(1*2^2, 169581*2^-15), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Split (Some -591274708195483*2^-43) # [(1*2^2, 169581*2^-15), (1*2^2, 169581*2^-15), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Split (Some -348053627534091*2^-44) # [(1*2^2, 169581*2^-15), (1*2^2, 169581*2^-15), (1*2^2, 169581*2^-15), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Success # [(1*2^2, 169581*2^-15), (1*2^2, 169581*2^-15), (169581*2^-15, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Success # [(1*2^2, 169581*2^-15), (169581*2^-15, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Split (Some -213800564083045*2^-44) # [(1*2^2, 169581*2^-15), (169581*2^-15, 104045*2^-14), (1*2^2, 169581*2^-15), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Success # [(1*2^2, 169581*2^-15), (169581*2^-15, 104045*2^-14), (169581*2^-15, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Success # [(169581*2^-15, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Split (Some -265643254179725*2^-42) # [(169581*2^-15, 104045*2^-14), (1*2^2, 169581*2^-15), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Split (Some -487134307403509*2^-45) # [(169581*2^-15, 104045*2^-14), (1*2^2, 169581*2^-15), (1*2^2, 169581*2^-15), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Success # [(169581*2^-15, 104045*2^-14), (1*2^2, 169581*2^-15), (169581*2^-15, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Success # [(169581*2^-15, 104045*2^-14), (169581*2^-15, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Split (Some -148740973049551*2^-45) # [(169581*2^-15, 104045*2^-14), (169581*2^-15, 104045*2^-14), (1*2^2, 169581*2^-15), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Success # [(169581*2^-15, 104045*2^-14), (169581*2^-15, 104045*2^-14), (169581*2^-15, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14), (1*2^2, 104045*2^-14)] # Success "round_interval" :: "nat \ float interval \ float interval" # [(-1*2^-1, 1*2^-1), (-1*2^-1, 1*2^-1), (-1*2^-1, 1*2^-1), (-1*2^-1, 1*2^-1)] # Split (Some -55283004872109*2^-42) # [(-1*2^-1, 0), (-1*2^-1, 1*2^-1), (-1*2^-1, 1*2^-1), (-1*2^-1, 1*2^-1)] # Split (Some -48685935089069*2^-42) # [(-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 1*2^-1), (-1*2^-1, 1*2^-1)] # Split (Some -37690818811309*2^-42) # [(-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 1*2^-1)] # Split (Some -22366375490989*2^-42) # [(-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 0)] # Split (Some -7162191263149*2^-42) # [(-1*2^-1, -1*2^-2), (-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 0)] # Split (Some -5452794279341*2^-42) # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, 0), (-1*2^-1, 0)] # Split (Some -5143556629933*2^-42) # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, 0)] # Success # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, 0)] # Split (Some -1508940555693*2^-42) # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -789533533613*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -407818315181*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -303665358253*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Success # [(-3*2^-3, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -371311093165*2^-42) # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -267158136237*2^-42) # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -1*2^-2)] # Success # [(-3*2^-3, -1*2^-2), (-3*2^-3, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-2, 0)] # Success # [(-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, 0), (-1*2^-1, 0)] # Success # [(-1*2^-2, 0), (-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 0)] # Split (Some -5143556629933*2^-42) # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (-1*2^-1, 0), (-1*2^-1, 0)] # Split (Some -4834318984621*2^-42) # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, 0)] # Split (Some -241925203373*2^-42) # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-2, 0)] # Success # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, 0)] # Split (Some -1392976438701*2^-42) # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -716519089581*2^-42) # [(-1*2^-2, -1*2^-3), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -334803871149*2^-42) # [(-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -230650914221*2^-42) # [(-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-2, -1*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-3, 0), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -298296649133*2^-42) # [(-1*2^-3, 0), (-1*2^-1, -3*2^-3), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -194143692205*2^-42) # [(-1*2^-3, 0), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-3, 0), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-3, 0), (-3*2^-3, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-2, 0)] # Success # [(-1*2^-2, 0), (-1*2^-2, 0), (-1*2^-1, 0), (-1*2^-1, 0)] # Success # [(-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 0), (0, 1*2^-1)] # Success # [(-1*2^-1, 0), (-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 1*2^-1)] # Split (Some -23757944894893*2^-42) # [(-1*2^-1, 0), (-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 0)] # Split (Some -7660407465389*2^-42) # [(-1*2^-1, -1*2^-2), (-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 0)] # Split (Some -6749874398637*2^-42) # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (0, 1*2^-1), (-1*2^-1, 0)] # Split (Some -6440636753325*2^-42) # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, 0)] # Split (Some -2422694847917*2^-42) # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -1590544934317*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -1551353357741*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -1421430597037*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -1*2^-2)] # Split (Some -330576012717*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -80528385453*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -71636460973*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (0, 1*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -36135871917*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (0, 1*2^-4), (-1*2^-1, -3*2^-3)] # Success # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (1*2^-4, 1*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(-1*2^-1, -7*2^-4), (-7*2^-4, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(-7*2^-4, -3*2^-3), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-3*2^-3, -1*2^-2)] # Success # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -764703253933*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -468216292781*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -442077390253*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -394765641133*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (1*2^-3, 3*2^-4), (-1*2^-1, -3*2^-3)] # Split (Some -126569260461*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (1*2^-3, 3*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -46852318637*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -7*2^-4), (1*2^-3, 3*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -43192788397*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (1*2^-3, 3*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -30840563117*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (1*2^-3, 5*2^-5), (-1*2^-1, -7*2^-4)] # Success # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (5*2^-5, 3*2^-4), (-1*2^-1, -7*2^-4)] # Success # [(-1*2^-1, -15*2^-5), (-15*2^-5, -7*2^-4), (1*2^-3, 3*2^-4), (-1*2^-1, -7*2^-4)] # Success # [(-15*2^-5, -7*2^-4), (-1*2^-1, -7*2^-4), (1*2^-3, 3*2^-4), (-1*2^-1, -7*2^-4)] # Success # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (1*2^-3, 3*2^-4), (-7*2^-4, -3*2^-3)] # Success # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (3*2^-4, 1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -220274206125*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (3*2^-4, 1*2^-2), (-1*2^-1, -7*2^-4)] # Split (Some -130272830893*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -7*2^-4), (3*2^-4, 1*2^-2), (-1*2^-1, -7*2^-4)] # Split (Some -116643440045*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (3*2^-4, 1*2^-2), (-1*2^-1, -7*2^-4)] # Split (Some -103454451117*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (3*2^-4, 7*2^-5), (-1*2^-1, -7*2^-4)] # Split (Some -41077024173*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (3*2^-4, 7*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -18822571437*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -15*2^-5), (3*2^-4, 7*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -17689978285*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (3*2^-4, 7*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -14141334957*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (3*2^-4, 13*2^-6), (-1*2^-1, -15*2^-5)] # Success # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (13*2^-6, 7*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -1695147437*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (13*2^-6, 7*2^-5), (-1*2^-1, -31*2^-6)] # Success # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (13*2^-6, 7*2^-5), (-31*2^-6, -15*2^-5)] # Success # [(-1*2^-1, -31*2^-6), (-31*2^-6, -15*2^-5), (3*2^-4, 7*2^-5), (-1*2^-1, -15*2^-5)] # Success # [(-31*2^-6, -15*2^-5), (-1*2^-1, -15*2^-5), (3*2^-4, 7*2^-5), (-1*2^-1, -15*2^-5)] # Success # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (3*2^-4, 7*2^-5), (-15*2^-5, -7*2^-4)] # Success # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (7*2^-5, 1*2^-2), (-1*2^-1, -7*2^-4)] # Split (Some -60112086445*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (7*2^-5, 1*2^-2), (-1*2^-1, -15*2^-5)] # Split (Some -35486803373*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -15*2^-5), (7*2^-5, 1*2^-2), (-1*2^-1, -15*2^-5)] # Split (Some -31659238829*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (7*2^-5, 1*2^-2), (-1*2^-1, -15*2^-5)] # Split (Some -28416779693*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (7*2^-5, 15*2^-6), (-1*2^-1, -15*2^-5)] # Split (Some -12692874669*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (7*2^-5, 15*2^-6), (-1*2^-1, -31*2^-6)] # Split (Some -6827697581*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -31*2^-6), (7*2^-5, 15*2^-6), (-1*2^-1, -31*2^-6)] # Split (Some -6514951597*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (7*2^-5, 15*2^-6), (-1*2^-1, -31*2^-6)] # Split (Some -5568595373*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (7*2^-5, 29*2^-7), (-1*2^-1, -31*2^-6)] # Success # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (29*2^-7, 15*2^-6), (-1*2^-1, -31*2^-6)] # Split (Some -2371449261*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (29*2^-7, 15*2^-6), (-1*2^-1, -63*2^-7)] # Split (Some -873019821*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -63*2^-7), (29*2^-7, 15*2^-6), (-1*2^-1, -63*2^-7)] # Split (Some -793142189*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (29*2^-7, 15*2^-6), (-1*2^-1, -63*2^-7)] # Split (Some -552183725*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (29*2^-7, 59*2^-8), (-1*2^-1, -63*2^-7)] # Success # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (59*2^-8, 15*2^-6), (-1*2^-1, -63*2^-7)] # Success # [(-1*2^-1, -127*2^-8), (-127*2^-8, -63*2^-7), (29*2^-7, 15*2^-6), (-1*2^-1, -63*2^-7)] # Success # [(-127*2^-8, -63*2^-7), (-1*2^-1, -63*2^-7), (29*2^-7, 15*2^-6), (-1*2^-1, -63*2^-7)] # Success # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (29*2^-7, 15*2^-6), (-63*2^-7, -31*2^-6)] # Success # [(-1*2^-1, -63*2^-7), (-63*2^-7, -31*2^-6), (7*2^-5, 15*2^-6), (-1*2^-1, -31*2^-6)] # Success # [(-63*2^-7, -31*2^-6), (-1*2^-1, -31*2^-6), (7*2^-5, 15*2^-6), (-1*2^-1, -31*2^-6)] # Success # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (7*2^-5, 15*2^-6), (-31*2^-6, -15*2^-5)] # Success # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (15*2^-6, 1*2^-2), (-1*2^-1, -15*2^-5)] # Split (Some -16003524013*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (15*2^-6, 1*2^-2), (-1*2^-1, -31*2^-6)] # Split (Some -9568708013*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -31*2^-6), (15*2^-6, 1*2^-2), (-1*2^-1, -31*2^-6)] # Split (Some -8283252141*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (15*2^-6, 1*2^-2), (-1*2^-1, -31*2^-6)] # Split (Some -7442015661*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (15*2^-6, 31*2^-7), (-1*2^-1, -31*2^-6)] # Split (Some -3737487789*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (15*2^-6, 31*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -2101215661*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -63*2^-7), (15*2^-6, 31*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -1908058029*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (15*2^-6, 31*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -1663970221*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (15*2^-6, 61*2^-8), (-1*2^-1, -63*2^-7)] # Split (Some -660474861*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (15*2^-6, 61*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -281025389*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -127*2^-8), (15*2^-6, 61*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -260574093*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (15*2^-6, 61*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -199397197*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (15*2^-6, 121*2^-9), (-1*2^-1, -127*2^-8)] # Success # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (121*2^-9, 61*2^-8), (-1*2^-1, -127*2^-8)] # Success # [(-1*2^-1, -255*2^-9), (-255*2^-9, -127*2^-8), (15*2^-6, 61*2^-8), (-1*2^-1, -127*2^-8)] # Success # [(-255*2^-9, -127*2^-8), (-1*2^-1, -127*2^-8), (15*2^-6, 61*2^-8), (-1*2^-1, -127*2^-8)] # Success # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (15*2^-6, 61*2^-8), (-127*2^-8, -63*2^-7)] # Success # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (61*2^-8, 31*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -957161325*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (61*2^-8, 31*2^-7), (-1*2^-1, -127*2^-8)] # Split (Some -543714797*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -127*2^-8), (61*2^-8, 31*2^-7), (-1*2^-1, -127*2^-8)] # Split (Some -482565965*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (61*2^-8, 31*2^-7), (-1*2^-1, -127*2^-8)] # Split (Some -429042957*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (61*2^-8, 123*2^-9), (-1*2^-1, -127*2^-8)] # Split (Some -182520921*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (61*2^-8, 123*2^-9), (-1*2^-1, -255*2^-9)] # Split (Some -87053377*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -255*2^-9), (61*2^-8, 123*2^-9), (-1*2^-1, -255*2^-9)] # Split (Some -81880175*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (61*2^-8, 123*2^-9), (-1*2^-1, -255*2^-9)] # Split (Some -66468691*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (61*2^-8, 245*2^-10), (-1*2^-1, -255*2^-9)] # Success # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (245*2^-10, 123*2^-9), (-1*2^-1, -255*2^-9)] # Split (Some -15709327*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (245*2^-10, 123*2^-9), (-1*2^-1, -511*2^-10)] # Success # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (245*2^-10, 123*2^-9), (-511*2^-10, -255*2^-9)] # Success # [(-1*2^-1, -511*2^-10), (-511*2^-10, -255*2^-9), (61*2^-8, 123*2^-9), (-1*2^-1, -255*2^-9)] # Success # [(-511*2^-10, -255*2^-9), (-1*2^-1, -255*2^-9), (61*2^-8, 123*2^-9), (-1*2^-1, -255*2^-9)] # Success # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (61*2^-8, 123*2^-9), (-255*2^-9, -127*2^-8)] # Success # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (123*2^-9, 31*2^-7), (-1*2^-1, -127*2^-8)] # Split (Some -235215113*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (123*2^-9, 31*2^-7), (-1*2^-1, -255*2^-9)] # Split (Some -131296017*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -255*2^-9), (123*2^-9, 31*2^-7), (-1*2^-1, -255*2^-9)] # Split (Some -115980527*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (123*2^-9, 31*2^-7), (-1*2^-1, -255*2^-9)] # Split (Some -102544019*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (123*2^-9, 247*2^-10), (-1*2^-1, -255*2^-9)] # Split (Some -40891227*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (123*2^-9, 247*2^-10), (-1*2^-1, -511*2^-10)] # Split (Some -16949967*2^-42) # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -511*2^-10), (123*2^-9, 247*2^-10), (-1*2^-1, -511*2^-10)] # Split (Some -15643633*2^-42) # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -1023*2^-11), (123*2^-9, 247*2^-10), (-1*2^-1, -511*2^-10)] # Split (Some -11779469*2^-42) # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -1023*2^-11), (123*2^-9, 493*2^-11), (-1*2^-1, -511*2^-10)] # Success # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -1023*2^-11), (493*2^-11, 247*2^-10), (-1*2^-1, -511*2^-10)] # Success # [(-1*2^-1, -1023*2^-11), (-1023*2^-11, -511*2^-10), (123*2^-9, 247*2^-10), (-1*2^-1, -511*2^-10)] # Success # [(-1023*2^-11, -511*2^-10), (-1*2^-1, -511*2^-10), (123*2^-9, 247*2^-10), (-1*2^-1, -511*2^-10)] # Success # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (123*2^-9, 247*2^-10), (-511*2^-10, -255*2^-9)] # Success # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (247*2^-10, 31*2^-7), (-1*2^-1, -255*2^-9)] # Split (Some -53343901*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (247*2^-10, 31*2^-7), (-1*2^-1, -511*2^-10)] # Split (Some -13614805*2^-41) # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -511*2^-10), (247*2^-10, 31*2^-7), (-1*2^-1, -511*2^-10)] # Split (Some -41751115*2^-43) # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -1023*2^-11), (247*2^-10, 31*2^-7), (-1*2^-1, -511*2^-10)] # Split (Some -36042251*2^-43) # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -1023*2^-11), (247*2^-10, 495*2^-11), (-1*2^-1, -511*2^-10)] # Split (Some -8702057*2^-44) # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -1023*2^-11), (247*2^-10, 495*2^-11), (-1*2^-1, -1023*2^-11)] # Success # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -1023*2^-11), (247*2^-10, 495*2^-11), (-1023*2^-11, -511*2^-10)] # Success # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -1023*2^-11), (495*2^-11, 31*2^-7), (-1*2^-1, -511*2^-10)] # Success # [(-1*2^-1, -1023*2^-11), (-1023*2^-11, -511*2^-10), (247*2^-10, 31*2^-7), (-1*2^-1, -511*2^-10)] # Success # [(-1023*2^-11, -511*2^-10), (-1*2^-1, -511*2^-10), (247*2^-10, 31*2^-7), (-1*2^-1, -511*2^-10)] # Success # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (247*2^-10, 31*2^-7), (-511*2^-10, -255*2^-9)] # Success # [(-1*2^-1, -511*2^-10), (-511*2^-10, -255*2^-9), (123*2^-9, 31*2^-7), (-1*2^-1, -255*2^-9)] # Success # [(-511*2^-10, -255*2^-9), (-1*2^-1, -255*2^-9), (123*2^-9, 31*2^-7), (-1*2^-1, -255*2^-9)] # Success # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (123*2^-9, 31*2^-7), (-255*2^-9, -127*2^-8)] # Success # [(-1*2^-1, -255*2^-9), (-255*2^-9, -127*2^-8), (61*2^-8, 31*2^-7), (-1*2^-1, -127*2^-8)] # Success # [(-255*2^-9, -127*2^-8), (-1*2^-1, -127*2^-8), (61*2^-8, 31*2^-7), (-1*2^-1, -127*2^-8)] # Success # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (61*2^-8, 31*2^-7), (-127*2^-8, -63*2^-7)] # Success # [(-1*2^-1, -127*2^-8), (-127*2^-8, -63*2^-7), (15*2^-6, 31*2^-7), (-1*2^-1, -63*2^-7)] # Success # [(-127*2^-8, -63*2^-7), (-1*2^-1, -63*2^-7), (15*2^-6, 31*2^-7), (-1*2^-1, -63*2^-7)] # Success # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (15*2^-6, 31*2^-7), (-63*2^-7, -31*2^-6)] # Success # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (31*2^-7, 1*2^-2), (-1*2^-1, -31*2^-6)] # Split (Some -4298830253*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (31*2^-7, 1*2^-2), (-1*2^-1, -63*2^-7)] # Split (Some -2655803821*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -63*2^-7), (31*2^-7, 1*2^-2), (-1*2^-1, -63*2^-7)] # Split (Some -2249287597*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (31*2^-7, 1*2^-2), (-1*2^-1, -63*2^-7)] # Split (Some -2067614637*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (31*2^-7, 63*2^-8), (-1*2^-1, -63*2^-7)] # Split (Some -1053647341*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (31*2^-7, 63*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -638828141*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -127*2^-8), (31*2^-7, 63*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -537069645*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (31*2^-7, 63*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -491416845*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (31*2^-7, 125*2^-9), (-1*2^-1, -127*2^-8)] # Split (Some -237977817*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (31*2^-7, 125*2^-9), (-1*2^-1, -255*2^-9)] # Split (Some -133758273*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -255*2^-9), (31*2^-7, 125*2^-9), (-1*2^-1, -255*2^-9)] # Split (Some -108309507*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (31*2^-7, 125*2^-9), (-1*2^-1, -255*2^-9)] # Split (Some -96872423*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (31*2^-7, 249*2^-10), (-1*2^-1, -255*2^-9)] # Split (Some -33521357*2^-42) # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (31*2^-7, 249*2^-10), (-1*2^-1, -511*2^-10)] # Split (Some -7400149*2^-42) # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -511*2^-10), (31*2^-7, 249*2^-10), (-1*2^-1, -511*2^-10)] # Split (Some -259763*2^-40) # [(-1*2^-1, -1023*2^-11), (-1*2^-1, -1023*2^-11), (31*2^-7, 249*2^-10), (-1*2^-1, -511*2^-10)] # Success # [(-1*2^-1, -1023*2^-11), (-1023*2^-11, -511*2^-10), (31*2^-7, 249*2^-10), (-1*2^-1, -511*2^-10)] # Success # [(-1023*2^-11, -511*2^-10), (-1*2^-1, -511*2^-10), (31*2^-7, 249*2^-10), (-1*2^-1, -511*2^-10)] # Success # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (31*2^-7, 249*2^-10), (-511*2^-10, -255*2^-9)] # Success # [(-1*2^-1, -511*2^-10), (-1*2^-1, -511*2^-10), (249*2^-10, 125*2^-9), (-1*2^-1, -255*2^-9)] # Success # [(-1*2^-1, -511*2^-10), (-511*2^-10, -255*2^-9), (31*2^-7, 125*2^-9), (-1*2^-1, -255*2^-9)] # Success # [(-511*2^-10, -255*2^-9), (-1*2^-1, -255*2^-9), (31*2^-7, 125*2^-9), (-1*2^-1, -255*2^-9)] # Success # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (31*2^-7, 125*2^-9), (-255*2^-9, -127*2^-8)] # Success # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (125*2^-9, 63*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -63448497*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (125*2^-9, 63*2^-8), (-1*2^-1, -255*2^-9)] # Success # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (125*2^-9, 63*2^-8), (-255*2^-9, -127*2^-8)] # Success # [(-1*2^-1, -255*2^-9), (-255*2^-9, -127*2^-8), (31*2^-7, 63*2^-8), (-1*2^-1, -127*2^-8)] # Success # [(-255*2^-9, -127*2^-8), (-1*2^-1, -127*2^-8), (31*2^-7, 63*2^-8), (-1*2^-1, -127*2^-8)] # Success # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (31*2^-7, 63*2^-8), (-127*2^-8, -63*2^-7)] # Success # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (63*2^-8, 1*2^-2), (-1*2^-1, -63*2^-7)] # Split (Some -525420525*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (63*2^-8, 1*2^-2), (-1*2^-1, -127*2^-8)] # Split (Some -110328941*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -127*2^-8), (63*2^-8, 1*2^-2), (-1*2^-1, -127*2^-8)] # Split (Some -8394317*2^-42) # [(-1*2^-1, -255*2^-9), (-1*2^-1, -255*2^-9), (63*2^-8, 1*2^-2), (-1*2^-1, -127*2^-8)] # Success # [(-1*2^-1, -255*2^-9), (-255*2^-9, -127*2^-8), (63*2^-8, 1*2^-2), (-1*2^-1, -127*2^-8)] # Success # [(-255*2^-9, -127*2^-8), (-1*2^-1, -127*2^-8), (63*2^-8, 1*2^-2), (-1*2^-1, -127*2^-8)] # Success # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (63*2^-8, 1*2^-2), (-127*2^-8, -63*2^-7)] # Success # [(-1*2^-1, -127*2^-8), (-127*2^-8, -63*2^-7), (31*2^-7, 1*2^-2), (-1*2^-1, -63*2^-7)] # Success # [(-127*2^-8, -63*2^-7), (-1*2^-1, -63*2^-7), (31*2^-7, 1*2^-2), (-1*2^-1, -63*2^-7)] # Success # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (31*2^-7, 1*2^-2), (-63*2^-7, -31*2^-6)] # Success # [(-1*2^-1, -63*2^-7), (-63*2^-7, -31*2^-6), (15*2^-6, 1*2^-2), (-1*2^-1, -31*2^-6)] # Success # [(-63*2^-7, -31*2^-6), (-1*2^-1, -31*2^-6), (15*2^-6, 1*2^-2), (-1*2^-1, -31*2^-6)] # Success # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (15*2^-6, 1*2^-2), (-31*2^-6, -15*2^-5)] # Success # [(-1*2^-1, -31*2^-6), (-31*2^-6, -15*2^-5), (7*2^-5, 1*2^-2), (-1*2^-1, -15*2^-5)] # Success # [(-31*2^-6, -15*2^-5), (-1*2^-1, -15*2^-5), (7*2^-5, 1*2^-2), (-1*2^-1, -15*2^-5)] # Success # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (7*2^-5, 1*2^-2), (-15*2^-5, -7*2^-4)] # Success # [(-1*2^-1, -15*2^-5), (-15*2^-5, -7*2^-4), (3*2^-4, 1*2^-2), (-1*2^-1, -7*2^-4)] # Success # [(-15*2^-5, -7*2^-4), (-1*2^-1, -7*2^-4), (3*2^-4, 1*2^-2), (-1*2^-1, -7*2^-4)] # Success # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (3*2^-4, 1*2^-2), (-7*2^-4, -3*2^-3)] # Success # [(-1*2^-1, -7*2^-4), (-7*2^-4, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3)] # Success # [(-7*2^-4, -3*2^-3), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -147570140589*2^-42) # [(-7*2^-4, -3*2^-3), (-1*2^-1, -7*2^-4), (1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -106700842413*2^-42) # [(-7*2^-4, -3*2^-3), (-1*2^-1, -7*2^-4), (1*2^-3, 3*2^-4), (-1*2^-1, -3*2^-3)] # Success # [(-7*2^-4, -3*2^-3), (-1*2^-1, -7*2^-4), (3*2^-4, 1*2^-2), (-1*2^-1, -3*2^-3)] # Success # [(-7*2^-4, -3*2^-3), (-7*2^-4, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3)] # Success # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-3*2^-3, -1*2^-2)] # Success # [(-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(-3*2^-3, -1*2^-2), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -981733320109*2^-42) # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -868990428589*2^-42) # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -226020402605*2^-42) # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3)] # Success # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-3*2^-3, -1*2^-2)] # Success # [(-3*2^-3, -1*2^-2), (-3*2^-3, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-2, 0)] # Success # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, 0)] # Split (Some -3445970806189*2^-42) # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Split (Some -2554765092269*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Split (Some -2162312455597*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Split (Some -2023799760301*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-1, -1*2^-2)] # Split (Some -967439132077*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -662093800877*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -561061406125*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -520728978861*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (1*2^-2, 5*2^-4), (-1*2^-1, -3*2^-3)] # Split (Some -258849220013*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (1*2^-2, 5*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -167623108013*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -7*2^-4), (1*2^-2, 5*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -141930898861*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (1*2^-2, 5*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -131021514157*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (1*2^-2, 9*2^-5), (-1*2^-1, -7*2^-4)] # Split (Some -65786193325*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (1*2^-2, 9*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -41000478125*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -15*2^-5), (1*2^-2, 9*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -34518836653*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (1*2^-2, 9*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -31681127853*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (1*2^-2, 17*2^-6), (-1*2^-1, -15*2^-5)] # Split (Some -15399019949*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (1*2^-2, 17*2^-6), (-1*2^-1, -31*2^-6)] # Split (Some -8947819949*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -31*2^-6), (1*2^-2, 17*2^-6), (-1*2^-1, -31*2^-6)] # Split (Some -7319815597*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (1*2^-2, 17*2^-6), (-1*2^-1, -31*2^-6)] # Split (Some -6596150701*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (1*2^-2, 33*2^-7), (-1*2^-1, -31*2^-6)] # Split (Some -2528803245*2^-42) # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (1*2^-2, 33*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -883704237*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -63*2^-7), (1*2^-2, 33*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -475749293*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (1*2^-2, 33*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -293027757*2^-42) # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (1*2^-2, 65*2^-8), (-1*2^-1, -63*2^-7)] # Success # [(-1*2^-1, -127*2^-8), (-1*2^-1, -127*2^-8), (65*2^-8, 33*2^-7), (-1*2^-1, -63*2^-7)] # Success # [(-1*2^-1, -127*2^-8), (-127*2^-8, -63*2^-7), (1*2^-2, 33*2^-7), (-1*2^-1, -63*2^-7)] # Success # [(-127*2^-8, -63*2^-7), (-1*2^-1, -63*2^-7), (1*2^-2, 33*2^-7), (-1*2^-1, -63*2^-7)] # Success # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (1*2^-2, 33*2^-7), (-63*2^-7, -31*2^-6)] # Success # [(-1*2^-1, -63*2^-7), (-1*2^-1, -63*2^-7), (33*2^-7, 17*2^-6), (-1*2^-1, -31*2^-6)] # Success # [(-1*2^-1, -63*2^-7), (-63*2^-7, -31*2^-6), (1*2^-2, 17*2^-6), (-1*2^-1, -31*2^-6)] # Success # [(-63*2^-7, -31*2^-6), (-1*2^-1, -31*2^-6), (1*2^-2, 17*2^-6), (-1*2^-1, -31*2^-6)] # Success # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (1*2^-2, 17*2^-6), (-31*2^-6, -15*2^-5)] # Success # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (17*2^-6, 9*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -3252184493*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (17*2^-6, 9*2^-5), (-1*2^-1, -31*2^-6)] # Success # [(-1*2^-1, -31*2^-6), (-1*2^-1, -31*2^-6), (17*2^-6, 9*2^-5), (-31*2^-6, -15*2^-5)] # Success # [(-1*2^-1, -31*2^-6), (-31*2^-6, -15*2^-5), (1*2^-2, 9*2^-5), (-1*2^-1, -15*2^-5)] # Success # [(-31*2^-6, -15*2^-5), (-1*2^-1, -15*2^-5), (1*2^-2, 9*2^-5), (-1*2^-1, -15*2^-5)] # Success # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (1*2^-2, 9*2^-5), (-15*2^-5, -7*2^-4)] # Success # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (9*2^-5, 5*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -30350615981*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (9*2^-5, 5*2^-4), (-1*2^-1, -15*2^-5)] # Split (Some -5436974509*2^-42) # [(-1*2^-1, -31*2^-6), (-1*2^-1, -15*2^-5), (9*2^-5, 5*2^-4), (-1*2^-1, -15*2^-5)] # Success # [(-31*2^-6, -15*2^-5), (-1*2^-1, -15*2^-5), (9*2^-5, 5*2^-4), (-1*2^-1, -15*2^-5)] # Success # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (9*2^-5, 5*2^-4), (-15*2^-5, -7*2^-4)] # Success # [(-1*2^-1, -15*2^-5), (-15*2^-5, -7*2^-4), (1*2^-2, 5*2^-4), (-1*2^-1, -7*2^-4)] # Success # [(-15*2^-5, -7*2^-4), (-1*2^-1, -7*2^-4), (1*2^-2, 5*2^-4), (-1*2^-1, -7*2^-4)] # Success # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (1*2^-2, 5*2^-4), (-7*2^-4, -3*2^-3)] # Success # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (5*2^-4, 3*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -144999032237*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (5*2^-4, 3*2^-3), (-1*2^-1, -7*2^-4)] # Split (Some -52799841709*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -7*2^-4), (5*2^-4, 3*2^-3), (-1*2^-1, -7*2^-4)] # Split (Some -26335880621*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (5*2^-4, 3*2^-3), (-1*2^-1, -7*2^-4)] # Split (Some -14889625005*2^-42) # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (5*2^-4, 11*2^-5), (-1*2^-1, -7*2^-4)] # Success # [(-1*2^-1, -15*2^-5), (-1*2^-1, -15*2^-5), (11*2^-5, 3*2^-3), (-1*2^-1, -7*2^-4)] # Success # [(-1*2^-1, -15*2^-5), (-15*2^-5, -7*2^-4), (5*2^-4, 3*2^-3), (-1*2^-1, -7*2^-4)] # Success # [(-15*2^-5, -7*2^-4), (-1*2^-1, -7*2^-4), (5*2^-4, 3*2^-3), (-1*2^-1, -7*2^-4)] # Success # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (5*2^-4, 3*2^-3), (-7*2^-4, -3*2^-3)] # Success # [(-1*2^-1, -7*2^-4), (-7*2^-4, -3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(-7*2^-4, -3*2^-3), (-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -206592386477*2^-42) # [(-7*2^-4, -3*2^-3), (-1*2^-1, -7*2^-4), (1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -166259959213*2^-42) # [(-7*2^-4, -3*2^-3), (-1*2^-1, -7*2^-4), (1*2^-2, 5*2^-4), (-1*2^-1, -3*2^-3)] # Success # [(-7*2^-4, -3*2^-3), (-1*2^-1, -7*2^-4), (5*2^-4, 3*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(-7*2^-4, -3*2^-3), (-7*2^-4, -3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (-3*2^-3, -1*2^-2)] # Success # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-1, -1*2^-2)] # Split (Some -580355204525*2^-42) # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3)] # Split (Some -268030551469*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3)] # Split (Some -160555705773*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3)] # Split (Some -115928311213*2^-42) # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (3*2^-3, 7*2^-4), (-1*2^-1, -3*2^-3)] # Success # [(-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (-1*2^-1, -3*2^-3)] # Success # [(-1*2^-1, -7*2^-4), (-7*2^-4, -3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3)] # Success # [(-7*2^-4, -3*2^-3), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3)] # Success # [(-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2)] # Success # [(-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Success # [(-3*2^-3, -1*2^-2), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Split (Some -1363448538541*2^-42) # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Split (Some -1224935843245*2^-42) # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-1, -1*2^-2)] # Split (Some -237563127213*2^-42) # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (-3*2^-3, -1*2^-2)] # Success # [(-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-1, -1*2^-2)] # Success # [(-3*2^-3, -1*2^-2), (-3*2^-3, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-2, 0)] # Success # [(-1*2^-1, -1*2^-2), (-1*2^-2, 0), (0, 1*2^-1), (-1*2^-1, 0)] # Split (Some -393322800557*2^-42) # [(-1*2^-1, -1*2^-2), (-1*2^-2, 0), (0, 1*2^-2), (-1*2^-1, 0)] # Success # [(-1*2^-1, -1*2^-2), (-1*2^-2, 0), (1*2^-2, 1*2^-1), (-1*2^-1, 0)] # Success # [(-1*2^-2, 0), (-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 0)] # Split (Some -5384074798509*2^-42) # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (0, 1*2^-1), (-1*2^-1, 0)] # Split (Some -5074837153197*2^-42) # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, 0)] # Split (Some -1514309264813*2^-42) # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -780943599021*2^-42) # [(-1*2^-2, -1*2^-3), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -570490201517*2^-42) # [(-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -457747309997*2^-42) # [(-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-2, -1*2^-3), (-3*2^-3, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-3, 0), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -330508903853*2^-42) # [(-1*2^-3, 0), (-1*2^-1, -3*2^-3), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -226355946925*2^-42) # [(-1*2^-3, 0), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-3, 0), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-3, 0), (-3*2^-3, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-2, 0)] # Success # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, 0)] # Split (Some -1719393953197*2^-42) # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Split (Some -957037258157*2^-42) # [(-1*2^-2, -1*2^-3), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Split (Some -564584621485*2^-42) # [(-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Split (Some -426071926189*2^-42) # [(-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-2, -1*2^-3), (-3*2^-3, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-3, 0), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Success # [(-1*2^-2, 0), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-2, 0)] # Success # [(-1*2^-2, 0), (-1*2^-2, 0), (0, 1*2^-1), (-1*2^-1, 0)] # Success # [(-1*2^-1, 0), (-1*2^-1, 0), (0, 1*2^-1), (0, 1*2^-1)] # Success # [(-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 1*2^-1), (-1*2^-1, 1*2^-1)] # Split (Some -37690818811309*2^-42) # [(-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 0), (-1*2^-1, 1*2^-1)] # Split (Some -22366375490989*2^-42) # [(-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 0), (-1*2^-1, 0)] # Success # [(-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1)] # Split (Some -7162191263149*2^-42) # [(-1*2^-1, -1*2^-2), (0, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1)] # Split (Some -5452794279341*2^-42) # [(-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, 0), (0, 1*2^-1)] # Success # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1)] # Split (Some -5143556629933*2^-42) # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-1)] # Success # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (0, 1*2^-1)] # Split (Some -1508940555693*2^-42) # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (0, 1*2^-2)] # Success # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -789533533613*2^-42) # [(-1*2^-1, -3*2^-3), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -407818315181*2^-42) # [(-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -303665358253*2^-42) # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (1*2^-2, 1*2^-1)] # Success # [(-3*2^-3, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -371311093165*2^-42) # [(-3*2^-3, -1*2^-2), (1*2^-2, 3*2^-3), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Success # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -267158136237*2^-42) # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-2, 0), (0, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1)] # Split (Some -5143556629933*2^-42) # [(-1*2^-2, 0), (0, 1*2^-2), (-1*2^-1, 0), (0, 1*2^-1)] # Success # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1)] # Split (Some -4834318984621*2^-42) # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-1)] # Split (Some -241925203373*2^-42) # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-2)] # Success # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (0, 1*2^-1)] # Split (Some -1392976438701*2^-42) # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (0, 1*2^-2)] # Success # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -716519089581*2^-42) # [(-1*2^-2, -1*2^-3), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -334803871149*2^-42) # [(-1*2^-2, -1*2^-3), (1*2^-2, 3*2^-3), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -230650914221*2^-42) # [(-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-3, 0), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -298296649133*2^-42) # [(-1*2^-3, 0), (1*2^-2, 3*2^-3), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-3, 0), (3*2^-3, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -194143692205*2^-42) # [(-1*2^-3, 0), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-3, 0), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-1, 0), (0, 1*2^-1), (0, 1*2^-1), (-1*2^-1, 1*2^-1)] # Split (Some -23757944894893*2^-42) # [(-1*2^-1, 0), (0, 1*2^-1), (0, 1*2^-1), (-1*2^-1, 0)] # Success # [(-1*2^-1, 0), (0, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1)] # Split (Some -7660407465389*2^-42) # [(-1*2^-1, -1*2^-2), (0, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1)] # Split (Some -6749874398637*2^-42) # [(-1*2^-1, -1*2^-2), (0, 1*2^-2), (0, 1*2^-1), (0, 1*2^-1)] # Split (Some -393322800557*2^-42) # [(-1*2^-1, -1*2^-2), (0, 1*2^-2), (0, 1*2^-2), (0, 1*2^-1)] # Success # [(-1*2^-1, -1*2^-2), (0, 1*2^-2), (1*2^-2, 1*2^-1), (0, 1*2^-1)] # Success # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1)] # Split (Some -6440636753325*2^-42) # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (0, 1*2^-2), (0, 1*2^-1)] # Split (Some -2422694847917*2^-42) # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (0, 1*2^-2), (0, 1*2^-2)] # Success # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -1590544934317*2^-42) # [(-1*2^-1, -3*2^-3), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -1551353357741*2^-42) # [(-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -1421430597037*2^-42) # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (0, 1*2^-3), (1*2^-2, 1*2^-1)] # Split (Some -330576012717*2^-42) # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (0, 1*2^-3), (1*2^-2, 3*2^-3)] # Success # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (0, 1*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -80528385453*2^-42) # [(-1*2^-1, -7*2^-4), (3*2^-3, 1*2^-1), (0, 1*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -71636460973*2^-42) # [(-1*2^-1, -7*2^-4), (3*2^-3, 7*2^-4), (0, 1*2^-3), (3*2^-3, 1*2^-1)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (0, 1*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -36135871917*2^-42) # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (0, 1*2^-4), (3*2^-3, 1*2^-1)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (1*2^-4, 1*2^-3), (3*2^-3, 1*2^-1)] # Success # [(-7*2^-4, -3*2^-3), (3*2^-3, 1*2^-1), (0, 1*2^-3), (3*2^-3, 1*2^-1)] # Success # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -764703253933*2^-42) # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (1*2^-2, 3*2^-3)] # Success # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -468216292781*2^-42) # [(-1*2^-1, -7*2^-4), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -442077390253*2^-42) # [(-1*2^-1, -7*2^-4), (3*2^-3, 7*2^-4), (1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -394765641133*2^-42) # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (1*2^-3, 3*2^-4), (3*2^-3, 1*2^-1)] # Split (Some -126569260461*2^-42) # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (1*2^-3, 3*2^-4), (3*2^-3, 7*2^-4)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (1*2^-3, 3*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -46852318637*2^-42) # [(-1*2^-1, -15*2^-5), (7*2^-4, 1*2^-1), (1*2^-3, 3*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -43192788397*2^-42) # [(-1*2^-1, -15*2^-5), (7*2^-4, 15*2^-5), (1*2^-3, 3*2^-4), (7*2^-4, 1*2^-1)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (1*2^-3, 3*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -30840563117*2^-42) # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (1*2^-3, 5*2^-5), (7*2^-4, 1*2^-1)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (5*2^-5, 3*2^-4), (7*2^-4, 1*2^-1)] # Success # [(-15*2^-5, -7*2^-4), (7*2^-4, 1*2^-1), (1*2^-3, 3*2^-4), (7*2^-4, 1*2^-1)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (3*2^-4, 1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -220274206125*2^-42) # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (3*2^-4, 1*2^-2), (3*2^-3, 7*2^-4)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (3*2^-4, 1*2^-2), (7*2^-4, 1*2^-1)] # Split (Some -130272830893*2^-42) # [(-1*2^-1, -15*2^-5), (7*2^-4, 1*2^-1), (3*2^-4, 1*2^-2), (7*2^-4, 1*2^-1)] # Split (Some -116643440045*2^-42) # [(-1*2^-1, -15*2^-5), (7*2^-4, 15*2^-5), (3*2^-4, 1*2^-2), (7*2^-4, 1*2^-1)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (3*2^-4, 1*2^-2), (7*2^-4, 1*2^-1)] # Split (Some -103454451117*2^-42) # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (3*2^-4, 7*2^-5), (7*2^-4, 1*2^-1)] # Split (Some -41077024173*2^-42) # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (3*2^-4, 7*2^-5), (7*2^-4, 15*2^-5)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (3*2^-4, 7*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -18822571437*2^-42) # [(-1*2^-1, -31*2^-6), (15*2^-5, 1*2^-1), (3*2^-4, 7*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -17689978285*2^-42) # [(-1*2^-1, -31*2^-6), (15*2^-5, 31*2^-6), (3*2^-4, 7*2^-5), (15*2^-5, 1*2^-1)] # Success # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (3*2^-4, 7*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -14141334957*2^-42) # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (3*2^-4, 13*2^-6), (15*2^-5, 1*2^-1)] # Success # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (13*2^-6, 7*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -1695147437*2^-42) # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (13*2^-6, 7*2^-5), (15*2^-5, 31*2^-6)] # Success # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (13*2^-6, 7*2^-5), (31*2^-6, 1*2^-1)] # Success # [(-31*2^-6, -15*2^-5), (15*2^-5, 1*2^-1), (3*2^-4, 7*2^-5), (15*2^-5, 1*2^-1)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (7*2^-5, 1*2^-2), (7*2^-4, 1*2^-1)] # Split (Some -60112086445*2^-42) # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (7*2^-5, 1*2^-2), (7*2^-4, 15*2^-5)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (7*2^-5, 1*2^-2), (15*2^-5, 1*2^-1)] # Split (Some -35486803373*2^-42) # [(-1*2^-1, -31*2^-6), (15*2^-5, 1*2^-1), (7*2^-5, 1*2^-2), (15*2^-5, 1*2^-1)] # Split (Some -31659238829*2^-42) # [(-1*2^-1, -31*2^-6), (15*2^-5, 31*2^-6), (7*2^-5, 1*2^-2), (15*2^-5, 1*2^-1)] # Success # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (7*2^-5, 1*2^-2), (15*2^-5, 1*2^-1)] # Split (Some -28416779693*2^-42) # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (7*2^-5, 15*2^-6), (15*2^-5, 1*2^-1)] # Split (Some -12692874669*2^-42) # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (7*2^-5, 15*2^-6), (15*2^-5, 31*2^-6)] # Success # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (7*2^-5, 15*2^-6), (31*2^-6, 1*2^-1)] # Split (Some -6827697581*2^-42) # [(-1*2^-1, -63*2^-7), (31*2^-6, 1*2^-1), (7*2^-5, 15*2^-6), (31*2^-6, 1*2^-1)] # Split (Some -6514951597*2^-42) # [(-1*2^-1, -63*2^-7), (31*2^-6, 63*2^-7), (7*2^-5, 15*2^-6), (31*2^-6, 1*2^-1)] # Success # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (7*2^-5, 15*2^-6), (31*2^-6, 1*2^-1)] # Split (Some -5568595373*2^-42) # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (7*2^-5, 29*2^-7), (31*2^-6, 1*2^-1)] # Success # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (29*2^-7, 15*2^-6), (31*2^-6, 1*2^-1)] # Split (Some -2371449261*2^-42) # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (29*2^-7, 15*2^-6), (31*2^-6, 63*2^-7)] # Success # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (29*2^-7, 15*2^-6), (63*2^-7, 1*2^-1)] # Split (Some -873011629*2^-42) # [(-1*2^-1, -127*2^-8), (63*2^-7, 1*2^-1), (29*2^-7, 15*2^-6), (63*2^-7, 1*2^-1)] # Split (Some -793133997*2^-42) # [(-1*2^-1, -127*2^-8), (63*2^-7, 127*2^-8), (29*2^-7, 15*2^-6), (63*2^-7, 1*2^-1)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (29*2^-7, 15*2^-6), (63*2^-7, 1*2^-1)] # Split (Some -552175533*2^-42) # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (29*2^-7, 59*2^-8), (63*2^-7, 1*2^-1)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (59*2^-8, 15*2^-6), (63*2^-7, 1*2^-1)] # Success # [(-127*2^-8, -63*2^-7), (63*2^-7, 1*2^-1), (29*2^-7, 15*2^-6), (63*2^-7, 1*2^-1)] # Success # [(-63*2^-7, -31*2^-6), (31*2^-6, 1*2^-1), (7*2^-5, 15*2^-6), (31*2^-6, 1*2^-1)] # Success # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (15*2^-6, 1*2^-2), (15*2^-5, 1*2^-1)] # Split (Some -16003524013*2^-42) # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (15*2^-6, 1*2^-2), (15*2^-5, 31*2^-6)] # Success # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (15*2^-6, 1*2^-2), (31*2^-6, 1*2^-1)] # Split (Some -9568708013*2^-42) # [(-1*2^-1, -63*2^-7), (31*2^-6, 1*2^-1), (15*2^-6, 1*2^-2), (31*2^-6, 1*2^-1)] # Split (Some -8283252141*2^-42) # [(-1*2^-1, -63*2^-7), (31*2^-6, 63*2^-7), (15*2^-6, 1*2^-2), (31*2^-6, 1*2^-1)] # Success # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (15*2^-6, 1*2^-2), (31*2^-6, 1*2^-1)] # Split (Some -7442015661*2^-42) # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (15*2^-6, 31*2^-7), (31*2^-6, 1*2^-1)] # Split (Some -3737487789*2^-42) # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (15*2^-6, 31*2^-7), (31*2^-6, 63*2^-7)] # Success # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (15*2^-6, 31*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -2101207469*2^-42) # [(-1*2^-1, -127*2^-8), (63*2^-7, 1*2^-1), (15*2^-6, 31*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -1908049837*2^-42) # [(-1*2^-1, -127*2^-8), (63*2^-7, 127*2^-8), (15*2^-6, 31*2^-7), (63*2^-7, 1*2^-1)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (15*2^-6, 31*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -1663962029*2^-42) # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (15*2^-6, 61*2^-8), (63*2^-7, 1*2^-1)] # Split (Some -660470765*2^-42) # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (15*2^-6, 61*2^-8), (63*2^-7, 127*2^-8)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (15*2^-6, 61*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -281025389*2^-42) # [(-1*2^-1, -255*2^-9), (127*2^-8, 1*2^-1), (15*2^-6, 61*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -260574093*2^-42) # [(-1*2^-1, -255*2^-9), (127*2^-8, 255*2^-9), (15*2^-6, 61*2^-8), (127*2^-8, 1*2^-1)] # Success # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (15*2^-6, 61*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -199397197*2^-42) # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (15*2^-6, 121*2^-9), (127*2^-8, 1*2^-1)] # Success # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (121*2^-9, 61*2^-8), (127*2^-8, 1*2^-1)] # Success # [(-255*2^-9, -127*2^-8), (127*2^-8, 1*2^-1), (15*2^-6, 61*2^-8), (127*2^-8, 1*2^-1)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (61*2^-8, 31*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -957157229*2^-42) # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (61*2^-8, 31*2^-7), (63*2^-7, 127*2^-8)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (61*2^-8, 31*2^-7), (127*2^-8, 1*2^-1)] # Split (Some -543714797*2^-42) # [(-1*2^-1, -255*2^-9), (127*2^-8, 1*2^-1), (61*2^-8, 31*2^-7), (127*2^-8, 1*2^-1)] # Split (Some -482565965*2^-42) # [(-1*2^-1, -255*2^-9), (127*2^-8, 255*2^-9), (61*2^-8, 31*2^-7), (127*2^-8, 1*2^-1)] # Success # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (61*2^-8, 31*2^-7), (127*2^-8, 1*2^-1)] # Split (Some -429042957*2^-42) # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (61*2^-8, 123*2^-9), (127*2^-8, 1*2^-1)] # Split (Some -182520921*2^-42) # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (61*2^-8, 123*2^-9), (127*2^-8, 255*2^-9)] # Success # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (61*2^-8, 123*2^-9), (255*2^-9, 1*2^-1)] # Split (Some -87053377*2^-42) # [(-1*2^-1, -511*2^-10), (255*2^-9, 1*2^-1), (61*2^-8, 123*2^-9), (255*2^-9, 1*2^-1)] # Split (Some -81880175*2^-42) # [(-1*2^-1, -511*2^-10), (255*2^-9, 511*2^-10), (61*2^-8, 123*2^-9), (255*2^-9, 1*2^-1)] # Success # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (61*2^-8, 123*2^-9), (255*2^-9, 1*2^-1)] # Split (Some -66468691*2^-42) # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (61*2^-8, 245*2^-10), (255*2^-9, 1*2^-1)] # Success # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (245*2^-10, 123*2^-9), (255*2^-9, 1*2^-1)] # Split (Some -15713423*2^-42) # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (245*2^-10, 123*2^-9), (255*2^-9, 511*2^-10)] # Success # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (245*2^-10, 123*2^-9), (511*2^-10, 1*2^-1)] # Success # [(-511*2^-10, -255*2^-9), (255*2^-9, 1*2^-1), (61*2^-8, 123*2^-9), (255*2^-9, 1*2^-1)] # Success # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (123*2^-9, 31*2^-7), (127*2^-8, 1*2^-1)] # Split (Some -235215113*2^-42) # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (123*2^-9, 31*2^-7), (127*2^-8, 255*2^-9)] # Success # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (123*2^-9, 31*2^-7), (255*2^-9, 1*2^-1)] # Split (Some -131296017*2^-42) # [(-1*2^-1, -511*2^-10), (255*2^-9, 1*2^-1), (123*2^-9, 31*2^-7), (255*2^-9, 1*2^-1)] # Split (Some -115980527*2^-42) # [(-1*2^-1, -511*2^-10), (255*2^-9, 511*2^-10), (123*2^-9, 31*2^-7), (255*2^-9, 1*2^-1)] # Success # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (123*2^-9, 31*2^-7), (255*2^-9, 1*2^-1)] # Split (Some -102544019*2^-42) # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (123*2^-9, 247*2^-10), (255*2^-9, 1*2^-1)] # Split (Some -40895323*2^-42) # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (123*2^-9, 247*2^-10), (255*2^-9, 511*2^-10)] # Success # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (123*2^-9, 247*2^-10), (511*2^-10, 1*2^-1)] # Split (Some -16954063*2^-42) # [(-1*2^-1, -1023*2^-11), (511*2^-10, 1*2^-1), (123*2^-9, 247*2^-10), (511*2^-10, 1*2^-1)] # Split (Some -15647729*2^-42) # [(-1*2^-1, -1023*2^-11), (511*2^-10, 1023*2^-11), (123*2^-9, 247*2^-10), (511*2^-10, 1*2^-1)] # Success # [(-1*2^-1, -1023*2^-11), (1023*2^-11, 1*2^-1), (123*2^-9, 247*2^-10), (511*2^-10, 1*2^-1)] # Split (Some -11775377*2^-42) # [(-1*2^-1, -1023*2^-11), (1023*2^-11, 1*2^-1), (123*2^-9, 493*2^-11), (511*2^-10, 1*2^-1)] # Success # [(-1*2^-1, -1023*2^-11), (1023*2^-11, 1*2^-1), (493*2^-11, 247*2^-10), (511*2^-10, 1*2^-1)] # Success # [(-1023*2^-11, -511*2^-10), (511*2^-10, 1*2^-1), (123*2^-9, 247*2^-10), (511*2^-10, 1*2^-1)] # Success # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (247*2^-10, 31*2^-7), (255*2^-9, 1*2^-1)] # Split (Some -53347997*2^-42) # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (247*2^-10, 31*2^-7), (255*2^-9, 511*2^-10)] # Success # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (247*2^-10, 31*2^-7), (511*2^-10, 1*2^-1)] # Split (Some -13616855*2^-41) # [(-1*2^-1, -1023*2^-11), (511*2^-10, 1*2^-1), (247*2^-10, 31*2^-7), (511*2^-10, 1*2^-1)] # Split (Some -41759315*2^-43) # [(-1*2^-1, -1023*2^-11), (511*2^-10, 1023*2^-11), (247*2^-10, 31*2^-7), (511*2^-10, 1*2^-1)] # Success # [(-1*2^-1, -1023*2^-11), (1023*2^-11, 1*2^-1), (247*2^-10, 31*2^-7), (511*2^-10, 1*2^-1)] # Split (Some -36042259*2^-43) # [(-1*2^-1, -1023*2^-11), (1023*2^-11, 1*2^-1), (247*2^-10, 495*2^-11), (511*2^-10, 1*2^-1)] # Split (Some -8702057*2^-44) # [(-1*2^-1, -1023*2^-11), (1023*2^-11, 1*2^-1), (247*2^-10, 495*2^-11), (511*2^-10, 1023*2^-11)] # Success # [(-1*2^-1, -1023*2^-11), (1023*2^-11, 1*2^-1), (247*2^-10, 495*2^-11), (1023*2^-11, 1*2^-1)] # Success # [(-1*2^-1, -1023*2^-11), (1023*2^-11, 1*2^-1), (495*2^-11, 31*2^-7), (511*2^-10, 1*2^-1)] # Success # [(-1023*2^-11, -511*2^-10), (511*2^-10, 1*2^-1), (247*2^-10, 31*2^-7), (511*2^-10, 1*2^-1)] # Success # [(-511*2^-10, -255*2^-9), (255*2^-9, 1*2^-1), (123*2^-9, 31*2^-7), (255*2^-9, 1*2^-1)] # Success # [(-255*2^-9, -127*2^-8), (127*2^-8, 1*2^-1), (61*2^-8, 31*2^-7), (127*2^-8, 1*2^-1)] # Success # [(-127*2^-8, -63*2^-7), (63*2^-7, 1*2^-1), (15*2^-6, 31*2^-7), (63*2^-7, 1*2^-1)] # Success # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (31*2^-7, 1*2^-2), (31*2^-6, 1*2^-1)] # Split (Some -4298830253*2^-42) # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (31*2^-7, 1*2^-2), (31*2^-6, 63*2^-7)] # Success # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (31*2^-7, 1*2^-2), (63*2^-7, 1*2^-1)] # Split (Some -2655795629*2^-42) # [(-1*2^-1, -127*2^-8), (63*2^-7, 1*2^-1), (31*2^-7, 1*2^-2), (63*2^-7, 1*2^-1)] # Split (Some -2249279405*2^-42) # [(-1*2^-1, -127*2^-8), (63*2^-7, 127*2^-8), (31*2^-7, 1*2^-2), (63*2^-7, 1*2^-1)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (31*2^-7, 1*2^-2), (63*2^-7, 1*2^-1)] # Split (Some -2067606445*2^-42) # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (31*2^-7, 63*2^-8), (63*2^-7, 1*2^-1)] # Split (Some -1053643245*2^-42) # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (31*2^-7, 63*2^-8), (63*2^-7, 127*2^-8)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (31*2^-7, 63*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -638828141*2^-42) # [(-1*2^-1, -255*2^-9), (127*2^-8, 1*2^-1), (31*2^-7, 63*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -537069645*2^-42) # [(-1*2^-1, -255*2^-9), (127*2^-8, 255*2^-9), (31*2^-7, 63*2^-8), (127*2^-8, 1*2^-1)] # Success # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (31*2^-7, 63*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -491416845*2^-42) # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (31*2^-7, 125*2^-9), (127*2^-8, 1*2^-1)] # Split (Some -237977817*2^-42) # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (31*2^-7, 125*2^-9), (127*2^-8, 255*2^-9)] # Success # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (31*2^-7, 125*2^-9), (255*2^-9, 1*2^-1)] # Split (Some -133758273*2^-42) # [(-1*2^-1, -511*2^-10), (255*2^-9, 1*2^-1), (31*2^-7, 125*2^-9), (255*2^-9, 1*2^-1)] # Split (Some -108309507*2^-42) # [(-1*2^-1, -511*2^-10), (255*2^-9, 511*2^-10), (31*2^-7, 125*2^-9), (255*2^-9, 1*2^-1)] # Success # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (31*2^-7, 125*2^-9), (255*2^-9, 1*2^-1)] # Split (Some -96872423*2^-42) # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (31*2^-7, 249*2^-10), (255*2^-9, 1*2^-1)] # Split (Some -33525453*2^-42) # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (31*2^-7, 249*2^-10), (255*2^-9, 511*2^-10)] # Success # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (31*2^-7, 249*2^-10), (511*2^-10, 1*2^-1)] # Split (Some -7404245*2^-42) # [(-1*2^-1, -1023*2^-11), (511*2^-10, 1*2^-1), (31*2^-7, 249*2^-10), (511*2^-10, 1*2^-1)] # Split (Some -260787*2^-40) # [(-1*2^-1, -1023*2^-11), (511*2^-10, 1023*2^-11), (31*2^-7, 249*2^-10), (511*2^-10, 1*2^-1)] # Success # [(-1*2^-1, -1023*2^-11), (1023*2^-11, 1*2^-1), (31*2^-7, 249*2^-10), (511*2^-10, 1*2^-1)] # Success # [(-1023*2^-11, -511*2^-10), (511*2^-10, 1*2^-1), (31*2^-7, 249*2^-10), (511*2^-10, 1*2^-1)] # Success # [(-1*2^-1, -511*2^-10), (511*2^-10, 1*2^-1), (249*2^-10, 125*2^-9), (255*2^-9, 1*2^-1)] # Success # [(-511*2^-10, -255*2^-9), (255*2^-9, 1*2^-1), (31*2^-7, 125*2^-9), (255*2^-9, 1*2^-1)] # Success # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (125*2^-9, 63*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -63448497*2^-42) # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (125*2^-9, 63*2^-8), (127*2^-8, 255*2^-9)] # Success # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (125*2^-9, 63*2^-8), (255*2^-9, 1*2^-1)] # Success # [(-255*2^-9, -127*2^-8), (127*2^-8, 1*2^-1), (31*2^-7, 63*2^-8), (127*2^-8, 1*2^-1)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (63*2^-8, 1*2^-2), (63*2^-7, 1*2^-1)] # Split (Some -525416429*2^-42) # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (63*2^-8, 1*2^-2), (63*2^-7, 127*2^-8)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (63*2^-8, 1*2^-2), (127*2^-8, 1*2^-1)] # Split (Some -110328941*2^-42) # [(-1*2^-1, -255*2^-9), (127*2^-8, 1*2^-1), (63*2^-8, 1*2^-2), (127*2^-8, 1*2^-1)] # Split (Some -8394317*2^-42) # [(-1*2^-1, -255*2^-9), (127*2^-8, 255*2^-9), (63*2^-8, 1*2^-2), (127*2^-8, 1*2^-1)] # Success # [(-1*2^-1, -255*2^-9), (255*2^-9, 1*2^-1), (63*2^-8, 1*2^-2), (127*2^-8, 1*2^-1)] # Success # [(-255*2^-9, -127*2^-8), (127*2^-8, 1*2^-1), (63*2^-8, 1*2^-2), (127*2^-8, 1*2^-1)] # Success # [(-127*2^-8, -63*2^-7), (63*2^-7, 1*2^-1), (31*2^-7, 1*2^-2), (63*2^-7, 1*2^-1)] # Success # [(-63*2^-7, -31*2^-6), (31*2^-6, 1*2^-1), (15*2^-6, 1*2^-2), (31*2^-6, 1*2^-1)] # Success # [(-31*2^-6, -15*2^-5), (15*2^-5, 1*2^-1), (7*2^-5, 1*2^-2), (15*2^-5, 1*2^-1)] # Success # [(-15*2^-5, -7*2^-4), (7*2^-4, 1*2^-1), (3*2^-4, 1*2^-2), (7*2^-4, 1*2^-1)] # Success # [(-7*2^-4, -3*2^-3), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -147570140589*2^-42) # [(-7*2^-4, -3*2^-3), (3*2^-3, 7*2^-4), (1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1)] # Success # [(-7*2^-4, -3*2^-3), (7*2^-4, 1*2^-1), (1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -106700842413*2^-42) # [(-7*2^-4, -3*2^-3), (7*2^-4, 1*2^-1), (1*2^-3, 3*2^-4), (3*2^-3, 1*2^-1)] # Success # [(-7*2^-4, -3*2^-3), (7*2^-4, 1*2^-1), (3*2^-4, 1*2^-2), (3*2^-3, 1*2^-1)] # Success # [(-3*2^-3, -1*2^-2), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -981733320109*2^-42) # [(-3*2^-3, -1*2^-2), (1*2^-2, 3*2^-3), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -868990428589*2^-42) # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (0, 1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -226020402605*2^-42) # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (1*2^-2, 3*2^-3)] # Success # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1)] # Success # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-1)] # Split (Some -3445970806189*2^-42) # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-2)] # Success # [(-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Split (Some -2554765092269*2^-42) # [(-1*2^-1, -3*2^-3), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Split (Some -2162312455597*2^-42) # [(-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Split (Some -2023799760301*2^-42) # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (1*2^-2, 1*2^-1)] # Split (Some -967439132077*2^-42) # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (1*2^-2, 3*2^-3)] # Success # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -662093800877*2^-42) # [(-1*2^-1, -7*2^-4), (3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -561061406125*2^-42) # [(-1*2^-1, -7*2^-4), (3*2^-3, 7*2^-4), (1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -520728978861*2^-42) # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (1*2^-2, 5*2^-4), (3*2^-3, 1*2^-1)] # Split (Some -258849220013*2^-42) # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (1*2^-2, 5*2^-4), (3*2^-3, 7*2^-4)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (1*2^-2, 5*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -167623108013*2^-42) # [(-1*2^-1, -15*2^-5), (7*2^-4, 1*2^-1), (1*2^-2, 5*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -141930898861*2^-42) # [(-1*2^-1, -15*2^-5), (7*2^-4, 15*2^-5), (1*2^-2, 5*2^-4), (7*2^-4, 1*2^-1)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (1*2^-2, 5*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -131021514157*2^-42) # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (1*2^-2, 9*2^-5), (7*2^-4, 1*2^-1)] # Split (Some -65786193325*2^-42) # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (1*2^-2, 9*2^-5), (7*2^-4, 15*2^-5)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (1*2^-2, 9*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -41000478125*2^-42) # [(-1*2^-1, -31*2^-6), (15*2^-5, 1*2^-1), (1*2^-2, 9*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -34518836653*2^-42) # [(-1*2^-1, -31*2^-6), (15*2^-5, 31*2^-6), (1*2^-2, 9*2^-5), (15*2^-5, 1*2^-1)] # Success # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (1*2^-2, 9*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -31681127853*2^-42) # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (1*2^-2, 17*2^-6), (15*2^-5, 1*2^-1)] # Split (Some -15399019949*2^-42) # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (1*2^-2, 17*2^-6), (15*2^-5, 31*2^-6)] # Success # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (1*2^-2, 17*2^-6), (31*2^-6, 1*2^-1)] # Split (Some -8947819949*2^-42) # [(-1*2^-1, -63*2^-7), (31*2^-6, 1*2^-1), (1*2^-2, 17*2^-6), (31*2^-6, 1*2^-1)] # Split (Some -7319815597*2^-42) # [(-1*2^-1, -63*2^-7), (31*2^-6, 63*2^-7), (1*2^-2, 17*2^-6), (31*2^-6, 1*2^-1)] # Success # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (1*2^-2, 17*2^-6), (31*2^-6, 1*2^-1)] # Split (Some -6596150701*2^-42) # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (1*2^-2, 33*2^-7), (31*2^-6, 1*2^-1)] # Split (Some -2528803245*2^-42) # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (1*2^-2, 33*2^-7), (31*2^-6, 63*2^-7)] # Success # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (1*2^-2, 33*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -883696045*2^-42) # [(-1*2^-1, -127*2^-8), (63*2^-7, 1*2^-1), (1*2^-2, 33*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -475741101*2^-42) # [(-1*2^-1, -127*2^-8), (63*2^-7, 127*2^-8), (1*2^-2, 33*2^-7), (63*2^-7, 1*2^-1)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (1*2^-2, 33*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -293019565*2^-42) # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (1*2^-2, 65*2^-8), (63*2^-7, 1*2^-1)] # Success # [(-1*2^-1, -127*2^-8), (127*2^-8, 1*2^-1), (65*2^-8, 33*2^-7), (63*2^-7, 1*2^-1)] # Success # [(-127*2^-8, -63*2^-7), (63*2^-7, 1*2^-1), (1*2^-2, 33*2^-7), (63*2^-7, 1*2^-1)] # Success # [(-1*2^-1, -63*2^-7), (63*2^-7, 1*2^-1), (33*2^-7, 17*2^-6), (31*2^-6, 1*2^-1)] # Success # [(-63*2^-7, -31*2^-6), (31*2^-6, 1*2^-1), (1*2^-2, 17*2^-6), (31*2^-6, 1*2^-1)] # Success # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (17*2^-6, 9*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -3252184493*2^-42) # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (17*2^-6, 9*2^-5), (15*2^-5, 31*2^-6)] # Success # [(-1*2^-1, -31*2^-6), (31*2^-6, 1*2^-1), (17*2^-6, 9*2^-5), (31*2^-6, 1*2^-1)] # Success # [(-31*2^-6, -15*2^-5), (15*2^-5, 1*2^-1), (1*2^-2, 9*2^-5), (15*2^-5, 1*2^-1)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (9*2^-5, 5*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -30350615981*2^-42) # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (9*2^-5, 5*2^-4), (7*2^-4, 15*2^-5)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (9*2^-5, 5*2^-4), (15*2^-5, 1*2^-1)] # Split (Some -5436974509*2^-42) # [(-1*2^-1, -31*2^-6), (15*2^-5, 1*2^-1), (9*2^-5, 5*2^-4), (15*2^-5, 1*2^-1)] # Success # [(-31*2^-6, -15*2^-5), (15*2^-5, 1*2^-1), (9*2^-5, 5*2^-4), (15*2^-5, 1*2^-1)] # Success # [(-15*2^-5, -7*2^-4), (7*2^-4, 1*2^-1), (1*2^-2, 5*2^-4), (7*2^-4, 1*2^-1)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (5*2^-4, 3*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -144999032237*2^-42) # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (5*2^-4, 3*2^-3), (3*2^-3, 7*2^-4)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (5*2^-4, 3*2^-3), (7*2^-4, 1*2^-1)] # Split (Some -52799841709*2^-42) # [(-1*2^-1, -15*2^-5), (7*2^-4, 1*2^-1), (5*2^-4, 3*2^-3), (7*2^-4, 1*2^-1)] # Split (Some -26335880621*2^-42) # [(-1*2^-1, -15*2^-5), (7*2^-4, 15*2^-5), (5*2^-4, 3*2^-3), (7*2^-4, 1*2^-1)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (5*2^-4, 3*2^-3), (7*2^-4, 1*2^-1)] # Split (Some -14889625005*2^-42) # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (5*2^-4, 11*2^-5), (7*2^-4, 1*2^-1)] # Success # [(-1*2^-1, -15*2^-5), (15*2^-5, 1*2^-1), (11*2^-5, 3*2^-3), (7*2^-4, 1*2^-1)] # Success # [(-15*2^-5, -7*2^-4), (7*2^-4, 1*2^-1), (5*2^-4, 3*2^-3), (7*2^-4, 1*2^-1)] # Success # [(-7*2^-4, -3*2^-3), (3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -206592386477*2^-42) # [(-7*2^-4, -3*2^-3), (3*2^-3, 7*2^-4), (1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1)] # Success # [(-7*2^-4, -3*2^-3), (7*2^-4, 1*2^-1), (1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -166259959213*2^-42) # [(-7*2^-4, -3*2^-3), (7*2^-4, 1*2^-1), (1*2^-2, 5*2^-4), (3*2^-3, 1*2^-1)] # Success # [(-7*2^-4, -3*2^-3), (7*2^-4, 1*2^-1), (5*2^-4, 3*2^-3), (3*2^-3, 1*2^-1)] # Success # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (1*2^-2, 1*2^-1)] # Split (Some -580355204525*2^-42) # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3)] # Success # [(-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1)] # Split (Some -268030551469*2^-42) # [(-1*2^-1, -7*2^-4), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1)] # Split (Some -160555705773*2^-42) # [(-1*2^-1, -7*2^-4), (3*2^-3, 7*2^-4), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1)] # Split (Some -115928311213*2^-42) # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (3*2^-3, 7*2^-4), (3*2^-3, 1*2^-1)] # Success # [(-1*2^-1, -7*2^-4), (7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (3*2^-3, 1*2^-1)] # Success # [(-7*2^-4, -3*2^-3), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1)] # Success # [(-3*2^-3, -1*2^-2), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Split (Some -1363448538541*2^-42) # [(-3*2^-3, -1*2^-2), (1*2^-2, 3*2^-3), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Success # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Split (Some -1224935843245*2^-42) # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (1*2^-2, 1*2^-1)] # Split (Some -237563127213*2^-42) # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (1*2^-2, 3*2^-3)] # Success # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1)] # Success # [(-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-2, 0), (0, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1)] # Split (Some -5384074798509*2^-42) # [(-1*2^-2, 0), (0, 1*2^-2), (0, 1*2^-1), (0, 1*2^-1)] # Success # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1)] # Split (Some -5074837153197*2^-42) # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (0, 1*2^-2), (0, 1*2^-1)] # Split (Some -1514309264813*2^-42) # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (0, 1*2^-2), (0, 1*2^-2)] # Success # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -780943599021*2^-42) # [(-1*2^-2, -1*2^-3), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -570490201517*2^-42) # [(-1*2^-2, -1*2^-3), (1*2^-2, 3*2^-3), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -457747309997*2^-42) # [(-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1), (0, 1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-3, 0), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -330508903853*2^-42) # [(-1*2^-3, 0), (1*2^-2, 3*2^-3), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-3, 0), (3*2^-3, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -226355946925*2^-42) # [(-1*2^-3, 0), (3*2^-3, 1*2^-1), (0, 1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-3, 0), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-1)] # Split (Some -1719393953197*2^-42) # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-2)] # Success # [(-1*2^-2, 0), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Split (Some -957037258157*2^-42) # [(-1*2^-2, -1*2^-3), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Split (Some -564584621485*2^-42) # [(-1*2^-2, -1*2^-3), (1*2^-2, 3*2^-3), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Split (Some -426071926189*2^-42) # [(-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (1*2^-2, 1*2^-1)] # Success # [(-1*2^-3, 0), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Success # [(0, 1*2^-1), (-1*2^-1, 1*2^-1), (-1*2^-1, 1*2^-1), (-1*2^-1, 1*2^-1)] # Split (Some -48685935089069*2^-42) # [(0, 1*2^-1), (-1*2^-1, 0), (-1*2^-1, 1*2^-1), (-1*2^-1, 1*2^-1)] # Split (Some -37690818811309*2^-42) # [(0, 1*2^-1), (-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 1*2^-1)] # Split (Some -23757944894893*2^-42) # [(0, 1*2^-1), (-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 0)] # Split (Some -7660407465389*2^-42) # [(0, 1*2^-2), (-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 0)] # Split (Some -5384074798509*2^-42) # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, 0), (-1*2^-1, 0)] # Split (Some -5074837153197*2^-42) # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, 0)] # Split (Some -1719393953197*2^-42) # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -957037258157*2^-42) # [(0, 1*2^-3), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-3, 1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -564584621485*2^-42) # [(1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -426071926189*2^-42) # [(1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-3, 1*2^-2), (-3*2^-3, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-2, 0)] # Success # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, 0)] # Split (Some -1514309264813*2^-42) # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -780943599021*2^-42) # [(0, 1*2^-3), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -330508903853*2^-42) # [(0, 1*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -226355946925*2^-42) # [(0, 1*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(0, 1*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -1*2^-2)] # Success # [(0, 1*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-3, 1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -570490201517*2^-42) # [(1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -457747309997*2^-42) # [(1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-3, 1*2^-2), (-3*2^-3, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Success # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-2, 0)] # Success # [(0, 1*2^-2), (-1*2^-2, 0), (-1*2^-1, 0), (-1*2^-1, 0)] # Success # [(1*2^-2, 1*2^-1), (-1*2^-1, 0), (-1*2^-1, 0), (-1*2^-1, 0)] # Split (Some -6749874398637*2^-42) # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (-1*2^-1, 0), (-1*2^-1, 0)] # Split (Some -6440636753325*2^-42) # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, 0)] # Split (Some -3445970806189*2^-42) # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -2554765092269*2^-42) # [(1*2^-2, 3*2^-3), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -1363448538541*2^-42) # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -1224935843245*2^-42) # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -237563127213*2^-42) # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3)] # Success # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (-3*2^-3, -1*2^-2)] # Success # [(1*2^-2, 3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(3*2^-3, 1*2^-1), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -2162312455597*2^-42) # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -2023799760301*2^-42) # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-1, -1*2^-2)] # Split (Some -580355204525*2^-42) # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -268030551469*2^-42) # [(3*2^-3, 7*2^-4), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -160555705773*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -115928311213*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-1*2^-1, -7*2^-4), (-1*2^-1, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-7*2^-4, -3*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-7*2^-4, -3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2)] # Success # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -967439132077*2^-42) # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -662093800877*2^-42) # [(3*2^-3, 7*2^-4), (-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -206592386477*2^-42) # [(3*2^-3, 7*2^-4), (-1*2^-1, -7*2^-4), (-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -166259959213*2^-42) # [(3*2^-3, 7*2^-4), (-1*2^-1, -7*2^-4), (-3*2^-3, -5*2^-4), (-1*2^-1, -3*2^-3)] # Success # [(3*2^-3, 7*2^-4), (-1*2^-1, -7*2^-4), (-5*2^-4, -1*2^-2), (-1*2^-1, -3*2^-3)] # Success # [(3*2^-3, 7*2^-4), (-7*2^-4, -3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -561061406125*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -520728978861*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-3*2^-3, -5*2^-4), (-1*2^-1, -3*2^-3)] # Split (Some -144999032237*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-3*2^-3, -5*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -52799841709*2^-42) # [(7*2^-4, 15*2^-5), (-1*2^-1, -7*2^-4), (-3*2^-3, -5*2^-4), (-1*2^-1, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -7*2^-4), (-3*2^-3, -5*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -26335880621*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-3*2^-3, -5*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -14889625005*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-3*2^-3, -11*2^-5), (-1*2^-1, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-11*2^-5, -5*2^-4), (-1*2^-1, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-15*2^-5, -7*2^-4), (-3*2^-3, -5*2^-4), (-1*2^-1, -7*2^-4)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-3*2^-3, -5*2^-4), (-7*2^-4, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-5*2^-4, -1*2^-2), (-1*2^-1, -3*2^-3)] # Split (Some -258849220013*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-5*2^-4, -1*2^-2), (-1*2^-1, -7*2^-4)] # Split (Some -167623108013*2^-42) # [(7*2^-4, 15*2^-5), (-1*2^-1, -7*2^-4), (-5*2^-4, -1*2^-2), (-1*2^-1, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -7*2^-4), (-5*2^-4, -1*2^-2), (-1*2^-1, -7*2^-4)] # Split (Some -141930898861*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-5*2^-4, -1*2^-2), (-1*2^-1, -7*2^-4)] # Split (Some -131021514157*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-5*2^-4, -9*2^-5), (-1*2^-1, -7*2^-4)] # Split (Some -30350615981*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-5*2^-4, -9*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -5436974509*2^-42) # [(15*2^-5, 31*2^-6), (-1*2^-1, -15*2^-5), (-5*2^-4, -9*2^-5), (-1*2^-1, -15*2^-5)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -15*2^-5), (-5*2^-4, -9*2^-5), (-1*2^-1, -15*2^-5)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-5*2^-4, -9*2^-5), (-15*2^-5, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-9*2^-5, -1*2^-2), (-1*2^-1, -7*2^-4)] # Split (Some -65786193325*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-9*2^-5, -1*2^-2), (-1*2^-1, -15*2^-5)] # Split (Some -41000478125*2^-42) # [(15*2^-5, 31*2^-6), (-1*2^-1, -15*2^-5), (-9*2^-5, -1*2^-2), (-1*2^-1, -15*2^-5)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -15*2^-5), (-9*2^-5, -1*2^-2), (-1*2^-1, -15*2^-5)] # Split (Some -34518836653*2^-42) # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-9*2^-5, -1*2^-2), (-1*2^-1, -15*2^-5)] # Split (Some -31681127853*2^-42) # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-9*2^-5, -17*2^-6), (-1*2^-1, -15*2^-5)] # Split (Some -3252184493*2^-42) # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-9*2^-5, -17*2^-6), (-1*2^-1, -31*2^-6)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-9*2^-5, -17*2^-6), (-31*2^-6, -15*2^-5)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-17*2^-6, -1*2^-2), (-1*2^-1, -15*2^-5)] # Split (Some -15399019949*2^-42) # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-17*2^-6, -1*2^-2), (-1*2^-1, -31*2^-6)] # Split (Some -8947819949*2^-42) # [(31*2^-6, 63*2^-7), (-1*2^-1, -31*2^-6), (-17*2^-6, -1*2^-2), (-1*2^-1, -31*2^-6)] # Success # [(63*2^-7, 1*2^-1), (-1*2^-1, -31*2^-6), (-17*2^-6, -1*2^-2), (-1*2^-1, -31*2^-6)] # Split (Some -7319815597*2^-42) # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-17*2^-6, -1*2^-2), (-1*2^-1, -31*2^-6)] # Split (Some -6596150701*2^-42) # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-17*2^-6, -33*2^-7), (-1*2^-1, -31*2^-6)] # Success # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-33*2^-7, -1*2^-2), (-1*2^-1, -31*2^-6)] # Split (Some -2528803245*2^-42) # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-33*2^-7, -1*2^-2), (-1*2^-1, -63*2^-7)] # Split (Some -883704237*2^-42) # [(63*2^-7, 127*2^-8), (-1*2^-1, -63*2^-7), (-33*2^-7, -1*2^-2), (-1*2^-1, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -63*2^-7), (-33*2^-7, -1*2^-2), (-1*2^-1, -63*2^-7)] # Split (Some -475741101*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-33*2^-7, -1*2^-2), (-1*2^-1, -63*2^-7)] # Split (Some -293019565*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-33*2^-7, -65*2^-8), (-1*2^-1, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-65*2^-8, -1*2^-2), (-1*2^-1, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-127*2^-8, -63*2^-7), (-33*2^-7, -1*2^-2), (-1*2^-1, -63*2^-7)] # Success # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-33*2^-7, -1*2^-2), (-63*2^-7, -31*2^-6)] # Success # [(63*2^-7, 1*2^-1), (-63*2^-7, -31*2^-6), (-17*2^-6, -1*2^-2), (-1*2^-1, -31*2^-6)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-17*2^-6, -1*2^-2), (-31*2^-6, -15*2^-5)] # Success # [(31*2^-6, 1*2^-1), (-31*2^-6, -15*2^-5), (-9*2^-5, -1*2^-2), (-1*2^-1, -15*2^-5)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-9*2^-5, -1*2^-2), (-15*2^-5, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-15*2^-5, -7*2^-4), (-5*2^-4, -1*2^-2), (-1*2^-1, -7*2^-4)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-5*2^-4, -1*2^-2), (-7*2^-4, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-7*2^-4, -3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-1, -3*2^-3)] # Success # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-3*2^-3, -1*2^-2), (-3*2^-3, -1*2^-2)] # Success # [(3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (-1*2^-1, -1*2^-2), (-1*2^-2, 0)] # Success # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, 0)] # Split (Some -2422694847917*2^-42) # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -1590544934317*2^-42) # [(1*2^-2, 3*2^-3), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -981733320109*2^-42) # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -868990428589*2^-42) # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -1*2^-2)] # Split (Some -226020402605*2^-42) # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-3*2^-3, -1*2^-2)] # Success # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-2, 3*2^-3), (-3*2^-3, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Success # [(3*2^-3, 1*2^-1), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -1551353357741*2^-42) # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Split (Some -1421430597037*2^-42) # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -1*2^-2)] # Split (Some -764703253933*2^-42) # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -468216292781*2^-42) # [(3*2^-3, 7*2^-4), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -147570140589*2^-42) # [(3*2^-3, 7*2^-4), (-1*2^-1, -7*2^-4), (-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -106700842413*2^-42) # [(3*2^-3, 7*2^-4), (-1*2^-1, -7*2^-4), (-1*2^-2, -3*2^-4), (-1*2^-1, -3*2^-3)] # Success # [(3*2^-3, 7*2^-4), (-1*2^-1, -7*2^-4), (-3*2^-4, -1*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(3*2^-3, 7*2^-4), (-7*2^-4, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -442077390253*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -394765641133*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-1*2^-2, -3*2^-4), (-1*2^-1, -3*2^-3)] # Split (Some -220274206125*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-1*2^-2, -3*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -130272830893*2^-42) # [(7*2^-4, 15*2^-5), (-1*2^-1, -7*2^-4), (-1*2^-2, -3*2^-4), (-1*2^-1, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -7*2^-4), (-1*2^-2, -3*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -116643440045*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-1*2^-2, -3*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -103454451117*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-1*2^-2, -7*2^-5), (-1*2^-1, -7*2^-4)] # Split (Some -60112086445*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-1*2^-2, -7*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -35486803373*2^-42) # [(15*2^-5, 31*2^-6), (-1*2^-1, -15*2^-5), (-1*2^-2, -7*2^-5), (-1*2^-1, -15*2^-5)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -15*2^-5), (-1*2^-2, -7*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -31659238829*2^-42) # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-1*2^-2, -7*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -28416779693*2^-42) # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-1*2^-2, -15*2^-6), (-1*2^-1, -15*2^-5)] # Split (Some -16003524013*2^-42) # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-1*2^-2, -15*2^-6), (-1*2^-1, -31*2^-6)] # Split (Some -9568708013*2^-42) # [(31*2^-6, 63*2^-7), (-1*2^-1, -31*2^-6), (-1*2^-2, -15*2^-6), (-1*2^-1, -31*2^-6)] # Success # [(63*2^-7, 1*2^-1), (-1*2^-1, -31*2^-6), (-1*2^-2, -15*2^-6), (-1*2^-1, -31*2^-6)] # Split (Some -8283252141*2^-42) # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-1*2^-2, -15*2^-6), (-1*2^-1, -31*2^-6)] # Split (Some -7442015661*2^-42) # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-1*2^-2, -31*2^-7), (-1*2^-1, -31*2^-6)] # Split (Some -4298830253*2^-42) # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-1*2^-2, -31*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -2655803821*2^-42) # [(63*2^-7, 127*2^-8), (-1*2^-1, -63*2^-7), (-1*2^-2, -31*2^-7), (-1*2^-1, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -63*2^-7), (-1*2^-2, -31*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -2249279405*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-1*2^-2, -31*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -2067606445*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-1*2^-2, -63*2^-8), (-1*2^-1, -63*2^-7)] # Split (Some -525420525*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-1*2^-2, -63*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -110328941*2^-42) # [(127*2^-8, 255*2^-9), (-1*2^-1, -127*2^-8), (-1*2^-2, -63*2^-8), (-1*2^-1, -127*2^-8)] # Success # [(255*2^-9, 1*2^-1), (-1*2^-1, -127*2^-8), (-1*2^-2, -63*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -8394317*2^-42) # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-1*2^-2, -63*2^-8), (-1*2^-1, -127*2^-8)] # Success # [(255*2^-9, 1*2^-1), (-255*2^-9, -127*2^-8), (-1*2^-2, -63*2^-8), (-1*2^-1, -127*2^-8)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-1*2^-2, -63*2^-8), (-127*2^-8, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-63*2^-8, -31*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -1053647341*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-63*2^-8, -31*2^-7), (-1*2^-1, -127*2^-8)] # Split (Some -638828141*2^-42) # [(127*2^-8, 255*2^-9), (-1*2^-1, -127*2^-8), (-63*2^-8, -31*2^-7), (-1*2^-1, -127*2^-8)] # Success # [(255*2^-9, 1*2^-1), (-1*2^-1, -127*2^-8), (-63*2^-8, -31*2^-7), (-1*2^-1, -127*2^-8)] # Split (Some -537069645*2^-42) # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-63*2^-8, -31*2^-7), (-1*2^-1, -127*2^-8)] # Split (Some -491416845*2^-42) # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-63*2^-8, -125*2^-9), (-1*2^-1, -127*2^-8)] # Split (Some -63448497*2^-42) # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-63*2^-8, -125*2^-9), (-1*2^-1, -255*2^-9)] # Success # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-63*2^-8, -125*2^-9), (-255*2^-9, -127*2^-8)] # Success # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-125*2^-9, -31*2^-7), (-1*2^-1, -127*2^-8)] # Split (Some -237977817*2^-42) # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-125*2^-9, -31*2^-7), (-1*2^-1, -255*2^-9)] # Split (Some -133758273*2^-42) # [(255*2^-9, 511*2^-10), (-1*2^-1, -255*2^-9), (-125*2^-9, -31*2^-7), (-1*2^-1, -255*2^-9)] # Success # [(511*2^-10, 1*2^-1), (-1*2^-1, -255*2^-9), (-125*2^-9, -31*2^-7), (-1*2^-1, -255*2^-9)] # Split (Some -108309507*2^-42) # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-125*2^-9, -31*2^-7), (-1*2^-1, -255*2^-9)] # Split (Some -96872423*2^-42) # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-125*2^-9, -249*2^-10), (-1*2^-1, -255*2^-9)] # Success # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-249*2^-10, -31*2^-7), (-1*2^-1, -255*2^-9)] # Split (Some -33521357*2^-42) # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-249*2^-10, -31*2^-7), (-1*2^-1, -511*2^-10)] # Split (Some -7400149*2^-42) # [(511*2^-10, 1023*2^-11), (-1*2^-1, -511*2^-10), (-249*2^-10, -31*2^-7), (-1*2^-1, -511*2^-10)] # Success # [(1023*2^-11, 1*2^-1), (-1*2^-1, -511*2^-10), (-249*2^-10, -31*2^-7), (-1*2^-1, -511*2^-10)] # Split (Some -259763*2^-40) # [(1023*2^-11, 1*2^-1), (-1*2^-1, -1023*2^-11), (-249*2^-10, -31*2^-7), (-1*2^-1, -511*2^-10)] # Success # [(1023*2^-11, 1*2^-1), (-1023*2^-11, -511*2^-10), (-249*2^-10, -31*2^-7), (-1*2^-1, -511*2^-10)] # Success # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-249*2^-10, -31*2^-7), (-511*2^-10, -255*2^-9)] # Success # [(511*2^-10, 1*2^-1), (-511*2^-10, -255*2^-9), (-125*2^-9, -31*2^-7), (-1*2^-1, -255*2^-9)] # Success # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-125*2^-9, -31*2^-7), (-255*2^-9, -127*2^-8)] # Success # [(255*2^-9, 1*2^-1), (-255*2^-9, -127*2^-8), (-63*2^-8, -31*2^-7), (-1*2^-1, -127*2^-8)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-63*2^-8, -31*2^-7), (-127*2^-8, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-127*2^-8, -63*2^-7), (-1*2^-2, -31*2^-7), (-1*2^-1, -63*2^-7)] # Success # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-1*2^-2, -31*2^-7), (-63*2^-7, -31*2^-6)] # Success # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-31*2^-7, -15*2^-6), (-1*2^-1, -31*2^-6)] # Split (Some -3737487789*2^-42) # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-31*2^-7, -15*2^-6), (-1*2^-1, -63*2^-7)] # Split (Some -2101215661*2^-42) # [(63*2^-7, 127*2^-8), (-1*2^-1, -63*2^-7), (-31*2^-7, -15*2^-6), (-1*2^-1, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -63*2^-7), (-31*2^-7, -15*2^-6), (-1*2^-1, -63*2^-7)] # Split (Some -1908058029*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-31*2^-7, -15*2^-6), (-1*2^-1, -63*2^-7)] # Split (Some -1663970221*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-31*2^-7, -61*2^-8), (-1*2^-1, -63*2^-7)] # Split (Some -957161325*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-31*2^-7, -61*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -543714797*2^-42) # [(127*2^-8, 255*2^-9), (-1*2^-1, -127*2^-8), (-31*2^-7, -61*2^-8), (-1*2^-1, -127*2^-8)] # Success # [(255*2^-9, 1*2^-1), (-1*2^-1, -127*2^-8), (-31*2^-7, -61*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -482565965*2^-42) # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-31*2^-7, -61*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -429042957*2^-42) # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-31*2^-7, -123*2^-9), (-1*2^-1, -127*2^-8)] # Split (Some -235215113*2^-42) # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-31*2^-7, -123*2^-9), (-1*2^-1, -255*2^-9)] # Split (Some -131296017*2^-42) # [(255*2^-9, 511*2^-10), (-1*2^-1, -255*2^-9), (-31*2^-7, -123*2^-9), (-1*2^-1, -255*2^-9)] # Success # [(511*2^-10, 1*2^-1), (-1*2^-1, -255*2^-9), (-31*2^-7, -123*2^-9), (-1*2^-1, -255*2^-9)] # Split (Some -115980527*2^-42) # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-31*2^-7, -123*2^-9), (-1*2^-1, -255*2^-9)] # Split (Some -102544019*2^-42) # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-31*2^-7, -247*2^-10), (-1*2^-1, -255*2^-9)] # Split (Some -53343901*2^-42) # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-31*2^-7, -247*2^-10), (-1*2^-1, -511*2^-10)] # Split (Some -13614805*2^-41) # [(511*2^-10, 1023*2^-11), (-1*2^-1, -511*2^-10), (-31*2^-7, -247*2^-10), (-1*2^-1, -511*2^-10)] # Success # [(1023*2^-11, 1*2^-1), (-1*2^-1, -511*2^-10), (-31*2^-7, -247*2^-10), (-1*2^-1, -511*2^-10)] # Split (Some -41751115*2^-43) # [(1023*2^-11, 1*2^-1), (-1*2^-1, -1023*2^-11), (-31*2^-7, -247*2^-10), (-1*2^-1, -511*2^-10)] # Split (Some -36042259*2^-43) # [(1023*2^-11, 1*2^-1), (-1*2^-1, -1023*2^-11), (-31*2^-7, -495*2^-11), (-1*2^-1, -511*2^-10)] # Success # [(1023*2^-11, 1*2^-1), (-1*2^-1, -1023*2^-11), (-495*2^-11, -247*2^-10), (-1*2^-1, -511*2^-10)] # Split (Some -8702057*2^-44) # [(1023*2^-11, 1*2^-1), (-1*2^-1, -1023*2^-11), (-495*2^-11, -247*2^-10), (-1*2^-1, -1023*2^-11)] # Success # [(1023*2^-11, 1*2^-1), (-1*2^-1, -1023*2^-11), (-495*2^-11, -247*2^-10), (-1023*2^-11, -511*2^-10)] # Success # [(1023*2^-11, 1*2^-1), (-1023*2^-11, -511*2^-10), (-31*2^-7, -247*2^-10), (-1*2^-1, -511*2^-10)] # Success # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-31*2^-7, -247*2^-10), (-511*2^-10, -255*2^-9)] # Success # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-247*2^-10, -123*2^-9), (-1*2^-1, -255*2^-9)] # Split (Some -40891227*2^-42) # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-247*2^-10, -123*2^-9), (-1*2^-1, -511*2^-10)] # Split (Some -16949967*2^-42) # [(511*2^-10, 1023*2^-11), (-1*2^-1, -511*2^-10), (-247*2^-10, -123*2^-9), (-1*2^-1, -511*2^-10)] # Success # [(1023*2^-11, 1*2^-1), (-1*2^-1, -511*2^-10), (-247*2^-10, -123*2^-9), (-1*2^-1, -511*2^-10)] # Split (Some -15643633*2^-42) # [(1023*2^-11, 1*2^-1), (-1*2^-1, -1023*2^-11), (-247*2^-10, -123*2^-9), (-1*2^-1, -511*2^-10)] # Split (Some -11775377*2^-42) # [(1023*2^-11, 1*2^-1), (-1*2^-1, -1023*2^-11), (-247*2^-10, -493*2^-11), (-1*2^-1, -511*2^-10)] # Success # [(1023*2^-11, 1*2^-1), (-1*2^-1, -1023*2^-11), (-493*2^-11, -123*2^-9), (-1*2^-1, -511*2^-10)] # Success # [(1023*2^-11, 1*2^-1), (-1023*2^-11, -511*2^-10), (-247*2^-10, -123*2^-9), (-1*2^-1, -511*2^-10)] # Success # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-247*2^-10, -123*2^-9), (-511*2^-10, -255*2^-9)] # Success # [(511*2^-10, 1*2^-1), (-511*2^-10, -255*2^-9), (-31*2^-7, -123*2^-9), (-1*2^-1, -255*2^-9)] # Success # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-31*2^-7, -123*2^-9), (-255*2^-9, -127*2^-8)] # Success # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-123*2^-9, -61*2^-8), (-1*2^-1, -127*2^-8)] # Split (Some -182520921*2^-42) # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-123*2^-9, -61*2^-8), (-1*2^-1, -255*2^-9)] # Split (Some -87053377*2^-42) # [(255*2^-9, 511*2^-10), (-1*2^-1, -255*2^-9), (-123*2^-9, -61*2^-8), (-1*2^-1, -255*2^-9)] # Success # [(511*2^-10, 1*2^-1), (-1*2^-1, -255*2^-9), (-123*2^-9, -61*2^-8), (-1*2^-1, -255*2^-9)] # Split (Some -81880175*2^-42) # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-123*2^-9, -61*2^-8), (-1*2^-1, -255*2^-9)] # Split (Some -66468691*2^-42) # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-123*2^-9, -245*2^-10), (-1*2^-1, -255*2^-9)] # Split (Some -15709327*2^-42) # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-123*2^-9, -245*2^-10), (-1*2^-1, -511*2^-10)] # Success # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-123*2^-9, -245*2^-10), (-511*2^-10, -255*2^-9)] # Success # [(511*2^-10, 1*2^-1), (-1*2^-1, -511*2^-10), (-245*2^-10, -61*2^-8), (-1*2^-1, -255*2^-9)] # Success # [(511*2^-10, 1*2^-1), (-511*2^-10, -255*2^-9), (-123*2^-9, -61*2^-8), (-1*2^-1, -255*2^-9)] # Success # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-123*2^-9, -61*2^-8), (-255*2^-9, -127*2^-8)] # Success # [(255*2^-9, 1*2^-1), (-255*2^-9, -127*2^-8), (-31*2^-7, -61*2^-8), (-1*2^-1, -127*2^-8)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-31*2^-7, -61*2^-8), (-127*2^-8, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-61*2^-8, -15*2^-6), (-1*2^-1, -63*2^-7)] # Split (Some -660474861*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-61*2^-8, -15*2^-6), (-1*2^-1, -127*2^-8)] # Split (Some -281025389*2^-42) # [(127*2^-8, 255*2^-9), (-1*2^-1, -127*2^-8), (-61*2^-8, -15*2^-6), (-1*2^-1, -127*2^-8)] # Success # [(255*2^-9, 1*2^-1), (-1*2^-1, -127*2^-8), (-61*2^-8, -15*2^-6), (-1*2^-1, -127*2^-8)] # Split (Some -260574093*2^-42) # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-61*2^-8, -15*2^-6), (-1*2^-1, -127*2^-8)] # Split (Some -199397197*2^-42) # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-61*2^-8, -121*2^-9), (-1*2^-1, -127*2^-8)] # Success # [(255*2^-9, 1*2^-1), (-1*2^-1, -255*2^-9), (-121*2^-9, -15*2^-6), (-1*2^-1, -127*2^-8)] # Success # [(255*2^-9, 1*2^-1), (-255*2^-9, -127*2^-8), (-61*2^-8, -15*2^-6), (-1*2^-1, -127*2^-8)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-61*2^-8, -15*2^-6), (-127*2^-8, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-127*2^-8, -63*2^-7), (-31*2^-7, -15*2^-6), (-1*2^-1, -63*2^-7)] # Success # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-31*2^-7, -15*2^-6), (-63*2^-7, -31*2^-6)] # Success # [(63*2^-7, 1*2^-1), (-63*2^-7, -31*2^-6), (-1*2^-2, -15*2^-6), (-1*2^-1, -31*2^-6)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-1*2^-2, -15*2^-6), (-31*2^-6, -15*2^-5)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-15*2^-6, -7*2^-5), (-1*2^-1, -15*2^-5)] # Split (Some -12692874669*2^-42) # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-15*2^-6, -7*2^-5), (-1*2^-1, -31*2^-6)] # Split (Some -6827697581*2^-42) # [(31*2^-6, 63*2^-7), (-1*2^-1, -31*2^-6), (-15*2^-6, -7*2^-5), (-1*2^-1, -31*2^-6)] # Success # [(63*2^-7, 1*2^-1), (-1*2^-1, -31*2^-6), (-15*2^-6, -7*2^-5), (-1*2^-1, -31*2^-6)] # Split (Some -6514951597*2^-42) # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-15*2^-6, -7*2^-5), (-1*2^-1, -31*2^-6)] # Split (Some -5568595373*2^-42) # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-15*2^-6, -29*2^-7), (-1*2^-1, -31*2^-6)] # Split (Some -2371449261*2^-42) # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-15*2^-6, -29*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -873019821*2^-42) # [(63*2^-7, 127*2^-8), (-1*2^-1, -63*2^-7), (-15*2^-6, -29*2^-7), (-1*2^-1, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -63*2^-7), (-15*2^-6, -29*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -793142189*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-15*2^-6, -29*2^-7), (-1*2^-1, -63*2^-7)] # Split (Some -552183725*2^-42) # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-15*2^-6, -59*2^-8), (-1*2^-1, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-1*2^-1, -127*2^-8), (-59*2^-8, -29*2^-7), (-1*2^-1, -63*2^-7)] # Success # [(127*2^-8, 1*2^-1), (-127*2^-8, -63*2^-7), (-15*2^-6, -29*2^-7), (-1*2^-1, -63*2^-7)] # Success # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-15*2^-6, -29*2^-7), (-63*2^-7, -31*2^-6)] # Success # [(63*2^-7, 1*2^-1), (-1*2^-1, -63*2^-7), (-29*2^-7, -7*2^-5), (-1*2^-1, -31*2^-6)] # Success # [(63*2^-7, 1*2^-1), (-63*2^-7, -31*2^-6), (-15*2^-6, -7*2^-5), (-1*2^-1, -31*2^-6)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-15*2^-6, -7*2^-5), (-31*2^-6, -15*2^-5)] # Success # [(31*2^-6, 1*2^-1), (-31*2^-6, -15*2^-5), (-1*2^-2, -7*2^-5), (-1*2^-1, -15*2^-5)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-1*2^-2, -7*2^-5), (-15*2^-5, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-7*2^-5, -3*2^-4), (-1*2^-1, -7*2^-4)] # Split (Some -41077024173*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-7*2^-5, -3*2^-4), (-1*2^-1, -15*2^-5)] # Split (Some -18822571437*2^-42) # [(15*2^-5, 31*2^-6), (-1*2^-1, -15*2^-5), (-7*2^-5, -3*2^-4), (-1*2^-1, -15*2^-5)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -15*2^-5), (-7*2^-5, -3*2^-4), (-1*2^-1, -15*2^-5)] # Split (Some -17689978285*2^-42) # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-7*2^-5, -3*2^-4), (-1*2^-1, -15*2^-5)] # Split (Some -14141334957*2^-42) # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-7*2^-5, -13*2^-6), (-1*2^-1, -15*2^-5)] # Split (Some -1695147437*2^-42) # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-7*2^-5, -13*2^-6), (-1*2^-1, -31*2^-6)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-7*2^-5, -13*2^-6), (-31*2^-6, -15*2^-5)] # Success # [(31*2^-6, 1*2^-1), (-1*2^-1, -31*2^-6), (-13*2^-6, -3*2^-4), (-1*2^-1, -15*2^-5)] # Success # [(31*2^-6, 1*2^-1), (-31*2^-6, -15*2^-5), (-7*2^-5, -3*2^-4), (-1*2^-1, -15*2^-5)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-7*2^-5, -3*2^-4), (-15*2^-5, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-15*2^-5, -7*2^-4), (-1*2^-2, -3*2^-4), (-1*2^-1, -7*2^-4)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-1*2^-2, -3*2^-4), (-7*2^-4, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-3*2^-4, -1*2^-3), (-1*2^-1, -3*2^-3)] # Split (Some -126569260461*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-3*2^-4, -1*2^-3), (-1*2^-1, -7*2^-4)] # Split (Some -46852318637*2^-42) # [(7*2^-4, 15*2^-5), (-1*2^-1, -7*2^-4), (-3*2^-4, -1*2^-3), (-1*2^-1, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -7*2^-4), (-3*2^-4, -1*2^-3), (-1*2^-1, -7*2^-4)] # Split (Some -43192788397*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-3*2^-4, -1*2^-3), (-1*2^-1, -7*2^-4)] # Split (Some -30840563117*2^-42) # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-3*2^-4, -5*2^-5), (-1*2^-1, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-1*2^-1, -15*2^-5), (-5*2^-5, -1*2^-3), (-1*2^-1, -7*2^-4)] # Success # [(15*2^-5, 1*2^-1), (-15*2^-5, -7*2^-4), (-3*2^-4, -1*2^-3), (-1*2^-1, -7*2^-4)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-3*2^-4, -1*2^-3), (-7*2^-4, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-7*2^-4, -3*2^-3), (-1*2^-2, -1*2^-3), (-1*2^-1, -3*2^-3)] # Success # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-2, -1*2^-3), (-3*2^-3, -1*2^-2)] # Success # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -1*2^-2)] # Split (Some -330576012717*2^-42) # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -3*2^-3)] # Split (Some -80528385453*2^-42) # [(3*2^-3, 7*2^-4), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -3*2^-3)] # Split (Some -71636460973*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-1*2^-3, 0), (-1*2^-1, -3*2^-3)] # Split (Some -36135871917*2^-42) # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-1*2^-3, -1*2^-4), (-1*2^-1, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (-1*2^-4, 0), (-1*2^-1, -3*2^-3)] # Success # [(7*2^-4, 1*2^-1), (-7*2^-4, -3*2^-3), (-1*2^-3, 0), (-1*2^-1, -3*2^-3)] # Success # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (-1*2^-3, 0), (-3*2^-3, -1*2^-2)] # Success # [(3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (-1*2^-2, 0), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (-1*2^-2, 0), (-1*2^-2, 0)] # Success # [(1*2^-2, 1*2^-1), (-1*2^-2, 0), (-1*2^-1, 0), (-1*2^-1, 0)] # Split (Some -393322800557*2^-42) # [(1*2^-2, 1*2^-1), (-1*2^-2, 0), (-1*2^-1, -1*2^-2), (-1*2^-1, 0)] # Success # [(1*2^-2, 1*2^-1), (-1*2^-2, 0), (-1*2^-2, 0), (-1*2^-1, 0)] # Success # [(0, 1*2^-1), (-1*2^-1, 0), (-1*2^-1, 0), (0, 1*2^-1)] # Success # [(0, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 1*2^-1)] # Split (Some -22366375490989*2^-42) # [(0, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 0)] # Split (Some -7162191263149*2^-42) # [(0, 1*2^-2), (-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 0)] # Split (Some -5143556629933*2^-42) # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (0, 1*2^-1), (-1*2^-1, 0)] # Split (Some -4834318984621*2^-42) # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, 0)] # Split (Some -1392976438701*2^-42) # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -716519089581*2^-42) # [(0, 1*2^-3), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -298296649133*2^-42) # [(0, 1*2^-3), (-1*2^-1, -3*2^-3), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -194143692205*2^-42) # [(0, 1*2^-3), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(0, 1*2^-3), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(0, 1*2^-3), (-3*2^-3, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-3, 1*2^-2), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -334803871149*2^-42) # [(1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -230650914221*2^-42) # [(1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-3, 1*2^-2), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-3, 1*2^-2), (-3*2^-3, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-2, 0)] # Success # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, 0)] # Split (Some -241925203373*2^-42) # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2)] # Success # [(0, 1*2^-2), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-2, 0)] # Success # [(0, 1*2^-2), (-1*2^-2, 0), (0, 1*2^-1), (-1*2^-1, 0)] # Success # [(1*2^-2, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1), (-1*2^-1, 0)] # Split (Some -5452794279341*2^-42) # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-1), (-1*2^-1, 0)] # Split (Some -5143556629933*2^-42) # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, 0)] # Split (Some -1508940555693*2^-42) # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -789533533613*2^-42) # [(1*2^-2, 3*2^-3), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -371311093165*2^-42) # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -267158136237*2^-42) # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-2, 3*2^-3), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-2, 3*2^-3), (-3*2^-3, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(3*2^-3, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -407818315181*2^-42) # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Split (Some -303665358253*2^-42) # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (0, 1*2^-3), (-1*2^-1, -1*2^-2)] # Success # [(3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (1*2^-3, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (0, 1*2^-2), (-1*2^-1, -1*2^-2)] # Success # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-2), (-1*2^-2, 0)] # Success # [(1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, 0)] # Success # [(1*2^-2, 1*2^-1), (-1*2^-2, 0), (0, 1*2^-1), (-1*2^-1, 0)] # Success # [(0, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1), (0, 1*2^-1)] # Success # [(0, 1*2^-1), (0, 1*2^-1), (-1*2^-1, 1*2^-1), (-1*2^-1, 1*2^-1)] # Split (Some -37690818811309*2^-42) # [(0, 1*2^-1), (0, 1*2^-1), (-1*2^-1, 0), (-1*2^-1, 1*2^-1)] # Split (Some -23757944894893*2^-42) # [(0, 1*2^-1), (0, 1*2^-1), (-1*2^-1, 0), (-1*2^-1, 0)] # Success # [(0, 1*2^-1), (0, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1)] # Split (Some -7660407465389*2^-42) # [(0, 1*2^-2), (0, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1)] # Split (Some -5384074798509*2^-42) # [(0, 1*2^-2), (0, 1*2^-2), (-1*2^-1, 0), (0, 1*2^-1)] # Success # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1)] # Split (Some -5074837153197*2^-42) # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-1)] # Split (Some -1719393953197*2^-42) # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-2)] # Success # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -957037258157*2^-42) # [(0, 1*2^-3), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(1*2^-3, 1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -564584621485*2^-42) # [(1*2^-3, 1*2^-2), (1*2^-2, 3*2^-3), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -426071926189*2^-42) # [(1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (1*2^-2, 1*2^-1)] # Success # [(1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (0, 1*2^-1)] # Split (Some -1514309264813*2^-42) # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (0, 1*2^-2)] # Success # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -780943599021*2^-42) # [(0, 1*2^-3), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -330508903853*2^-42) # [(0, 1*2^-3), (1*2^-2, 3*2^-3), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Success # [(0, 1*2^-3), (3*2^-3, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -226355946925*2^-42) # [(0, 1*2^-3), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(0, 1*2^-3), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (1*2^-2, 1*2^-1)] # Success # [(1*2^-3, 1*2^-2), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -570490201517*2^-42) # [(1*2^-3, 1*2^-2), (1*2^-2, 3*2^-3), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Success # [(1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -457747309997*2^-42) # [(1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (1*2^-2, 1*2^-1)] # Success # [(1*2^-2, 1*2^-1), (0, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1)] # Split (Some -6749874398637*2^-42) # [(1*2^-2, 1*2^-1), (0, 1*2^-2), (-1*2^-1, 0), (0, 1*2^-1)] # Split (Some -393322800557*2^-42) # [(1*2^-2, 1*2^-1), (0, 1*2^-2), (-1*2^-1, -1*2^-2), (0, 1*2^-1)] # Success # [(1*2^-2, 1*2^-1), (0, 1*2^-2), (-1*2^-2, 0), (0, 1*2^-1)] # Success # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (-1*2^-1, 0), (0, 1*2^-1)] # Split (Some -6440636753325*2^-42) # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-1)] # Split (Some -3445970806189*2^-42) # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (0, 1*2^-2)] # Success # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -2554765092269*2^-42) # [(1*2^-2, 3*2^-3), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -1363448538541*2^-42) # [(1*2^-2, 3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -1224935843245*2^-42) # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (1*2^-2, 1*2^-1)] # Success # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -237563127213*2^-42) # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (1*2^-2, 3*2^-3)] # Success # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1)] # Success # [(3*2^-3, 1*2^-1), (1*2^-2, 1*2^-1), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -2162312455597*2^-42) # [(3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-1, -1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -2023799760301*2^-42) # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (1*2^-2, 1*2^-1)] # Split (Some -580355204525*2^-42) # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (1*2^-2, 3*2^-3)] # Success # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -268030551469*2^-42) # [(3*2^-3, 7*2^-4), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -160555705773*2^-42) # [(7*2^-4, 1*2^-1), (3*2^-3, 7*2^-4), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-1*2^-1, -3*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -115928311213*2^-42) # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-1*2^-1, -7*2^-4), (3*2^-3, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-7*2^-4, -3*2^-3), (3*2^-3, 1*2^-1)] # Success # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -967439132077*2^-42) # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (1*2^-2, 3*2^-3)] # Success # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -662093800877*2^-42) # [(3*2^-3, 7*2^-4), (3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -206592386477*2^-42) # [(3*2^-3, 7*2^-4), (3*2^-3, 7*2^-4), (-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1)] # Success # [(3*2^-3, 7*2^-4), (7*2^-4, 1*2^-1), (-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -166259959213*2^-42) # [(3*2^-3, 7*2^-4), (7*2^-4, 1*2^-1), (-3*2^-3, -5*2^-4), (3*2^-3, 1*2^-1)] # Success # [(3*2^-3, 7*2^-4), (7*2^-4, 1*2^-1), (-5*2^-4, -1*2^-2), (3*2^-3, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (3*2^-3, 1*2^-1), (-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -561061406125*2^-42) # [(7*2^-4, 1*2^-1), (3*2^-3, 7*2^-4), (-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-3*2^-3, -1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -520728978861*2^-42) # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-3*2^-3, -5*2^-4), (3*2^-3, 1*2^-1)] # Split (Some -144999032237*2^-42) # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-3*2^-3, -5*2^-4), (3*2^-3, 7*2^-4)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-3*2^-3, -5*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -52799841709*2^-42) # [(7*2^-4, 15*2^-5), (7*2^-4, 1*2^-1), (-3*2^-3, -5*2^-4), (7*2^-4, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (7*2^-4, 1*2^-1), (-3*2^-3, -5*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -26335880621*2^-42) # [(15*2^-5, 1*2^-1), (7*2^-4, 15*2^-5), (-3*2^-3, -5*2^-4), (7*2^-4, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-3*2^-3, -5*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -14889625005*2^-42) # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-3*2^-3, -11*2^-5), (7*2^-4, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-11*2^-5, -5*2^-4), (7*2^-4, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-5*2^-4, -1*2^-2), (3*2^-3, 1*2^-1)] # Split (Some -258849220013*2^-42) # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-5*2^-4, -1*2^-2), (3*2^-3, 7*2^-4)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-5*2^-4, -1*2^-2), (7*2^-4, 1*2^-1)] # Split (Some -167623108013*2^-42) # [(7*2^-4, 15*2^-5), (7*2^-4, 1*2^-1), (-5*2^-4, -1*2^-2), (7*2^-4, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (7*2^-4, 1*2^-1), (-5*2^-4, -1*2^-2), (7*2^-4, 1*2^-1)] # Split (Some -141930898861*2^-42) # [(15*2^-5, 1*2^-1), (7*2^-4, 15*2^-5), (-5*2^-4, -1*2^-2), (7*2^-4, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-5*2^-4, -1*2^-2), (7*2^-4, 1*2^-1)] # Split (Some -131021514157*2^-42) # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-5*2^-4, -9*2^-5), (7*2^-4, 1*2^-1)] # Split (Some -30350615981*2^-42) # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-5*2^-4, -9*2^-5), (7*2^-4, 15*2^-5)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-5*2^-4, -9*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -5436974509*2^-42) # [(15*2^-5, 31*2^-6), (15*2^-5, 1*2^-1), (-5*2^-4, -9*2^-5), (15*2^-5, 1*2^-1)] # Success # [(31*2^-6, 1*2^-1), (15*2^-5, 1*2^-1), (-5*2^-4, -9*2^-5), (15*2^-5, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-9*2^-5, -1*2^-2), (7*2^-4, 1*2^-1)] # Split (Some -65786193325*2^-42) # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-9*2^-5, -1*2^-2), (7*2^-4, 15*2^-5)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-9*2^-5, -1*2^-2), (15*2^-5, 1*2^-1)] # Split (Some -41000478125*2^-42) # [(15*2^-5, 31*2^-6), (15*2^-5, 1*2^-1), (-9*2^-5, -1*2^-2), (15*2^-5, 1*2^-1)] # Success # [(31*2^-6, 1*2^-1), (15*2^-5, 1*2^-1), (-9*2^-5, -1*2^-2), (15*2^-5, 1*2^-1)] # Split (Some -34518836653*2^-42) # [(31*2^-6, 1*2^-1), (15*2^-5, 31*2^-6), (-9*2^-5, -1*2^-2), (15*2^-5, 1*2^-1)] # Success # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-9*2^-5, -1*2^-2), (15*2^-5, 1*2^-1)] # Split (Some -31681127853*2^-42) # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-9*2^-5, -17*2^-6), (15*2^-5, 1*2^-1)] # Split (Some -3252184493*2^-42) # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-9*2^-5, -17*2^-6), (15*2^-5, 31*2^-6)] # Success # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-9*2^-5, -17*2^-6), (31*2^-6, 1*2^-1)] # Success # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-17*2^-6, -1*2^-2), (15*2^-5, 1*2^-1)] # Split (Some -15399019949*2^-42) # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-17*2^-6, -1*2^-2), (15*2^-5, 31*2^-6)] # Success # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-17*2^-6, -1*2^-2), (31*2^-6, 1*2^-1)] # Split (Some -8947819949*2^-42) # [(31*2^-6, 63*2^-7), (31*2^-6, 1*2^-1), (-17*2^-6, -1*2^-2), (31*2^-6, 1*2^-1)] # Success # [(63*2^-7, 1*2^-1), (31*2^-6, 1*2^-1), (-17*2^-6, -1*2^-2), (31*2^-6, 1*2^-1)] # Split (Some -7319815597*2^-42) # [(63*2^-7, 1*2^-1), (31*2^-6, 63*2^-7), (-17*2^-6, -1*2^-2), (31*2^-6, 1*2^-1)] # Success # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-17*2^-6, -1*2^-2), (31*2^-6, 1*2^-1)] # Split (Some -6596150701*2^-42) # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-17*2^-6, -33*2^-7), (31*2^-6, 1*2^-1)] # Success # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-33*2^-7, -1*2^-2), (31*2^-6, 1*2^-1)] # Split (Some -2528803245*2^-42) # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-33*2^-7, -1*2^-2), (31*2^-6, 63*2^-7)] # Success # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-33*2^-7, -1*2^-2), (63*2^-7, 1*2^-1)] # Split (Some -883696045*2^-42) # [(63*2^-7, 127*2^-8), (63*2^-7, 1*2^-1), (-33*2^-7, -1*2^-2), (63*2^-7, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (63*2^-7, 1*2^-1), (-33*2^-7, -1*2^-2), (63*2^-7, 1*2^-1)] # Split (Some -475732909*2^-42) # [(127*2^-8, 1*2^-1), (63*2^-7, 127*2^-8), (-33*2^-7, -1*2^-2), (63*2^-7, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-33*2^-7, -1*2^-2), (63*2^-7, 1*2^-1)] # Split (Some -293011373*2^-42) # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-33*2^-7, -65*2^-8), (63*2^-7, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-65*2^-8, -1*2^-2), (63*2^-7, 1*2^-1)] # Success # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (0, 1*2^-1)] # Split (Some -2422694847917*2^-42) # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (0, 1*2^-2)] # Success # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -1590544934317*2^-42) # [(1*2^-2, 3*2^-3), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -981733320109*2^-42) # [(1*2^-2, 3*2^-3), (1*2^-2, 3*2^-3), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Success # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -868990428589*2^-42) # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (1*2^-2, 1*2^-1)] # Split (Some -226020402605*2^-42) # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (1*2^-2, 3*2^-3)] # Success # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1)] # Success # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (1*2^-2, 1*2^-1)] # Success # [(3*2^-3, 1*2^-1), (1*2^-2, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -1551353357741*2^-42) # [(3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Success # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-2, 0), (1*2^-2, 1*2^-1)] # Split (Some -1421430597037*2^-42) # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (1*2^-2, 1*2^-1)] # Split (Some -764703253933*2^-42) # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (1*2^-2, 3*2^-3)] # Success # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -468216292781*2^-42) # [(3*2^-3, 7*2^-4), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -147570140589*2^-42) # [(3*2^-3, 7*2^-4), (3*2^-3, 7*2^-4), (-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1)] # Success # [(3*2^-3, 7*2^-4), (7*2^-4, 1*2^-1), (-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -106700842413*2^-42) # [(3*2^-3, 7*2^-4), (7*2^-4, 1*2^-1), (-1*2^-2, -3*2^-4), (3*2^-3, 1*2^-1)] # Success # [(3*2^-3, 7*2^-4), (7*2^-4, 1*2^-1), (-3*2^-4, -1*2^-3), (3*2^-3, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -442077390253*2^-42) # [(7*2^-4, 1*2^-1), (3*2^-3, 7*2^-4), (-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-1*2^-2, -1*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -394765641133*2^-42) # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-1*2^-2, -3*2^-4), (3*2^-3, 1*2^-1)] # Split (Some -220274206125*2^-42) # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-1*2^-2, -3*2^-4), (3*2^-3, 7*2^-4)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-1*2^-2, -3*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -130272830893*2^-42) # [(7*2^-4, 15*2^-5), (7*2^-4, 1*2^-1), (-1*2^-2, -3*2^-4), (7*2^-4, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (7*2^-4, 1*2^-1), (-1*2^-2, -3*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -116643440045*2^-42) # [(15*2^-5, 1*2^-1), (7*2^-4, 15*2^-5), (-1*2^-2, -3*2^-4), (7*2^-4, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-1*2^-2, -3*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -103454451117*2^-42) # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-1*2^-2, -7*2^-5), (7*2^-4, 1*2^-1)] # Split (Some -60112086445*2^-42) # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-1*2^-2, -7*2^-5), (7*2^-4, 15*2^-5)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-1*2^-2, -7*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -35486803373*2^-42) # [(15*2^-5, 31*2^-6), (15*2^-5, 1*2^-1), (-1*2^-2, -7*2^-5), (15*2^-5, 1*2^-1)] # Success # [(31*2^-6, 1*2^-1), (15*2^-5, 1*2^-1), (-1*2^-2, -7*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -31659238829*2^-42) # [(31*2^-6, 1*2^-1), (15*2^-5, 31*2^-6), (-1*2^-2, -7*2^-5), (15*2^-5, 1*2^-1)] # Success # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-1*2^-2, -7*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -28416779693*2^-42) # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-1*2^-2, -15*2^-6), (15*2^-5, 1*2^-1)] # Split (Some -16003524013*2^-42) # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-1*2^-2, -15*2^-6), (15*2^-5, 31*2^-6)] # Success # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-1*2^-2, -15*2^-6), (31*2^-6, 1*2^-1)] # Split (Some -9568708013*2^-42) # [(31*2^-6, 63*2^-7), (31*2^-6, 1*2^-1), (-1*2^-2, -15*2^-6), (31*2^-6, 1*2^-1)] # Success # [(63*2^-7, 1*2^-1), (31*2^-6, 1*2^-1), (-1*2^-2, -15*2^-6), (31*2^-6, 1*2^-1)] # Split (Some -8283252141*2^-42) # [(63*2^-7, 1*2^-1), (31*2^-6, 63*2^-7), (-1*2^-2, -15*2^-6), (31*2^-6, 1*2^-1)] # Success # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-1*2^-2, -15*2^-6), (31*2^-6, 1*2^-1)] # Split (Some -7442015661*2^-42) # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-1*2^-2, -31*2^-7), (31*2^-6, 1*2^-1)] # Split (Some -4298830253*2^-42) # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-1*2^-2, -31*2^-7), (31*2^-6, 63*2^-7)] # Success # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-1*2^-2, -31*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -2655795629*2^-42) # [(63*2^-7, 127*2^-8), (63*2^-7, 1*2^-1), (-1*2^-2, -31*2^-7), (63*2^-7, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (63*2^-7, 1*2^-1), (-1*2^-2, -31*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -2249271213*2^-42) # [(127*2^-8, 1*2^-1), (63*2^-7, 127*2^-8), (-1*2^-2, -31*2^-7), (63*2^-7, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-1*2^-2, -31*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -2067598253*2^-42) # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-1*2^-2, -63*2^-8), (63*2^-7, 1*2^-1)] # Split (Some -525416429*2^-42) # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-1*2^-2, -63*2^-8), (63*2^-7, 127*2^-8)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-1*2^-2, -63*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -110328941*2^-42) # [(127*2^-8, 255*2^-9), (127*2^-8, 1*2^-1), (-1*2^-2, -63*2^-8), (127*2^-8, 1*2^-1)] # Success # [(255*2^-9, 1*2^-1), (127*2^-8, 1*2^-1), (-1*2^-2, -63*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -8394317*2^-42) # [(255*2^-9, 1*2^-1), (127*2^-8, 255*2^-9), (-1*2^-2, -63*2^-8), (127*2^-8, 1*2^-1)] # Success # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-1*2^-2, -63*2^-8), (127*2^-8, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-63*2^-8, -31*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -1053643245*2^-42) # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-63*2^-8, -31*2^-7), (63*2^-7, 127*2^-8)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-63*2^-8, -31*2^-7), (127*2^-8, 1*2^-1)] # Split (Some -638828141*2^-42) # [(127*2^-8, 255*2^-9), (127*2^-8, 1*2^-1), (-63*2^-8, -31*2^-7), (127*2^-8, 1*2^-1)] # Success # [(255*2^-9, 1*2^-1), (127*2^-8, 1*2^-1), (-63*2^-8, -31*2^-7), (127*2^-8, 1*2^-1)] # Split (Some -537069645*2^-42) # [(255*2^-9, 1*2^-1), (127*2^-8, 255*2^-9), (-63*2^-8, -31*2^-7), (127*2^-8, 1*2^-1)] # Success # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-63*2^-8, -31*2^-7), (127*2^-8, 1*2^-1)] # Split (Some -491416845*2^-42) # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-63*2^-8, -125*2^-9), (127*2^-8, 1*2^-1)] # Split (Some -63448497*2^-42) # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-63*2^-8, -125*2^-9), (127*2^-8, 255*2^-9)] # Success # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-63*2^-8, -125*2^-9), (255*2^-9, 1*2^-1)] # Success # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-125*2^-9, -31*2^-7), (127*2^-8, 1*2^-1)] # Split (Some -237977817*2^-42) # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-125*2^-9, -31*2^-7), (127*2^-8, 255*2^-9)] # Success # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-125*2^-9, -31*2^-7), (255*2^-9, 1*2^-1)] # Split (Some -133758273*2^-42) # [(255*2^-9, 511*2^-10), (255*2^-9, 1*2^-1), (-125*2^-9, -31*2^-7), (255*2^-9, 1*2^-1)] # Success # [(511*2^-10, 1*2^-1), (255*2^-9, 1*2^-1), (-125*2^-9, -31*2^-7), (255*2^-9, 1*2^-1)] # Split (Some -108309507*2^-42) # [(511*2^-10, 1*2^-1), (255*2^-9, 511*2^-10), (-125*2^-9, -31*2^-7), (255*2^-9, 1*2^-1)] # Success # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-125*2^-9, -31*2^-7), (255*2^-9, 1*2^-1)] # Split (Some -96872423*2^-42) # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-125*2^-9, -249*2^-10), (255*2^-9, 1*2^-1)] # Success # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-249*2^-10, -31*2^-7), (255*2^-9, 1*2^-1)] # Split (Some -33525453*2^-42) # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-249*2^-10, -31*2^-7), (255*2^-9, 511*2^-10)] # Success # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-249*2^-10, -31*2^-7), (511*2^-10, 1*2^-1)] # Split (Some -7404245*2^-42) # [(511*2^-10, 1023*2^-11), (511*2^-10, 1*2^-1), (-249*2^-10, -31*2^-7), (511*2^-10, 1*2^-1)] # Success # [(1023*2^-11, 1*2^-1), (511*2^-10, 1*2^-1), (-249*2^-10, -31*2^-7), (511*2^-10, 1*2^-1)] # Split (Some -260787*2^-40) # [(1023*2^-11, 1*2^-1), (511*2^-10, 1023*2^-11), (-249*2^-10, -31*2^-7), (511*2^-10, 1*2^-1)] # Success # [(1023*2^-11, 1*2^-1), (1023*2^-11, 1*2^-1), (-249*2^-10, -31*2^-7), (511*2^-10, 1*2^-1)] # Success # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-31*2^-7, -15*2^-6), (31*2^-6, 1*2^-1)] # Split (Some -3737487789*2^-42) # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-31*2^-7, -15*2^-6), (31*2^-6, 63*2^-7)] # Success # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-31*2^-7, -15*2^-6), (63*2^-7, 1*2^-1)] # Split (Some -2101207469*2^-42) # [(63*2^-7, 127*2^-8), (63*2^-7, 1*2^-1), (-31*2^-7, -15*2^-6), (63*2^-7, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (63*2^-7, 1*2^-1), (-31*2^-7, -15*2^-6), (63*2^-7, 1*2^-1)] # Split (Some -1908049837*2^-42) # [(127*2^-8, 1*2^-1), (63*2^-7, 127*2^-8), (-31*2^-7, -15*2^-6), (63*2^-7, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-31*2^-7, -15*2^-6), (63*2^-7, 1*2^-1)] # Split (Some -1663962029*2^-42) # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-31*2^-7, -61*2^-8), (63*2^-7, 1*2^-1)] # Split (Some -957157229*2^-42) # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-31*2^-7, -61*2^-8), (63*2^-7, 127*2^-8)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-31*2^-7, -61*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -543714797*2^-42) # [(127*2^-8, 255*2^-9), (127*2^-8, 1*2^-1), (-31*2^-7, -61*2^-8), (127*2^-8, 1*2^-1)] # Success # [(255*2^-9, 1*2^-1), (127*2^-8, 1*2^-1), (-31*2^-7, -61*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -482565965*2^-42) # [(255*2^-9, 1*2^-1), (127*2^-8, 255*2^-9), (-31*2^-7, -61*2^-8), (127*2^-8, 1*2^-1)] # Success # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-31*2^-7, -61*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -429042957*2^-42) # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-31*2^-7, -123*2^-9), (127*2^-8, 1*2^-1)] # Split (Some -235215113*2^-42) # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-31*2^-7, -123*2^-9), (127*2^-8, 255*2^-9)] # Success # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-31*2^-7, -123*2^-9), (255*2^-9, 1*2^-1)] # Split (Some -131296017*2^-42) # [(255*2^-9, 511*2^-10), (255*2^-9, 1*2^-1), (-31*2^-7, -123*2^-9), (255*2^-9, 1*2^-1)] # Success # [(511*2^-10, 1*2^-1), (255*2^-9, 1*2^-1), (-31*2^-7, -123*2^-9), (255*2^-9, 1*2^-1)] # Split (Some -115980527*2^-42) # [(511*2^-10, 1*2^-1), (255*2^-9, 511*2^-10), (-31*2^-7, -123*2^-9), (255*2^-9, 1*2^-1)] # Success # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-31*2^-7, -123*2^-9), (255*2^-9, 1*2^-1)] # Split (Some -102544019*2^-42) # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-31*2^-7, -247*2^-10), (255*2^-9, 1*2^-1)] # Split (Some -53347997*2^-42) # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-31*2^-7, -247*2^-10), (255*2^-9, 511*2^-10)] # Success # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-31*2^-7, -247*2^-10), (511*2^-10, 1*2^-1)] # Split (Some -13616855*2^-41) # [(511*2^-10, 1023*2^-11), (511*2^-10, 1*2^-1), (-31*2^-7, -247*2^-10), (511*2^-10, 1*2^-1)] # Success # [(1023*2^-11, 1*2^-1), (511*2^-10, 1*2^-1), (-31*2^-7, -247*2^-10), (511*2^-10, 1*2^-1)] # Split (Some -41759315*2^-43) # [(1023*2^-11, 1*2^-1), (511*2^-10, 1023*2^-11), (-31*2^-7, -247*2^-10), (511*2^-10, 1*2^-1)] # Success # [(1023*2^-11, 1*2^-1), (1023*2^-11, 1*2^-1), (-31*2^-7, -247*2^-10), (511*2^-10, 1*2^-1)] # Split (Some -36042251*2^-43) # [(1023*2^-11, 1*2^-1), (1023*2^-11, 1*2^-1), (-31*2^-7, -495*2^-11), (511*2^-10, 1*2^-1)] # Success # [(1023*2^-11, 1*2^-1), (1023*2^-11, 1*2^-1), (-495*2^-11, -247*2^-10), (511*2^-10, 1*2^-1)] # Split (Some -8702057*2^-44) # [(1023*2^-11, 1*2^-1), (1023*2^-11, 1*2^-1), (-495*2^-11, -247*2^-10), (511*2^-10, 1023*2^-11)] # Success # [(1023*2^-11, 1*2^-1), (1023*2^-11, 1*2^-1), (-495*2^-11, -247*2^-10), (1023*2^-11, 1*2^-1)] # Success # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-247*2^-10, -123*2^-9), (255*2^-9, 1*2^-1)] # Split (Some -40895323*2^-42) # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-247*2^-10, -123*2^-9), (255*2^-9, 511*2^-10)] # Success # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-247*2^-10, -123*2^-9), (511*2^-10, 1*2^-1)] # Split (Some -16954063*2^-42) # [(511*2^-10, 1023*2^-11), (511*2^-10, 1*2^-1), (-247*2^-10, -123*2^-9), (511*2^-10, 1*2^-1)] # Success # [(1023*2^-11, 1*2^-1), (511*2^-10, 1*2^-1), (-247*2^-10, -123*2^-9), (511*2^-10, 1*2^-1)] # Split (Some -15647729*2^-42) # [(1023*2^-11, 1*2^-1), (511*2^-10, 1023*2^-11), (-247*2^-10, -123*2^-9), (511*2^-10, 1*2^-1)] # Success # [(1023*2^-11, 1*2^-1), (1023*2^-11, 1*2^-1), (-247*2^-10, -123*2^-9), (511*2^-10, 1*2^-1)] # Split (Some -11779469*2^-42) # [(1023*2^-11, 1*2^-1), (1023*2^-11, 1*2^-1), (-247*2^-10, -493*2^-11), (511*2^-10, 1*2^-1)] # Success # [(1023*2^-11, 1*2^-1), (1023*2^-11, 1*2^-1), (-493*2^-11, -123*2^-9), (511*2^-10, 1*2^-1)] # Success # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-123*2^-9, -61*2^-8), (127*2^-8, 1*2^-1)] # Split (Some -182520921*2^-42) # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-123*2^-9, -61*2^-8), (127*2^-8, 255*2^-9)] # Success # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-123*2^-9, -61*2^-8), (255*2^-9, 1*2^-1)] # Split (Some -87053377*2^-42) # [(255*2^-9, 511*2^-10), (255*2^-9, 1*2^-1), (-123*2^-9, -61*2^-8), (255*2^-9, 1*2^-1)] # Success # [(511*2^-10, 1*2^-1), (255*2^-9, 1*2^-1), (-123*2^-9, -61*2^-8), (255*2^-9, 1*2^-1)] # Split (Some -81880175*2^-42) # [(511*2^-10, 1*2^-1), (255*2^-9, 511*2^-10), (-123*2^-9, -61*2^-8), (255*2^-9, 1*2^-1)] # Success # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-123*2^-9, -61*2^-8), (255*2^-9, 1*2^-1)] # Split (Some -66468691*2^-42) # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-123*2^-9, -245*2^-10), (255*2^-9, 1*2^-1)] # Split (Some -15713423*2^-42) # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-123*2^-9, -245*2^-10), (255*2^-9, 511*2^-10)] # Success # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-123*2^-9, -245*2^-10), (511*2^-10, 1*2^-1)] # Success # [(511*2^-10, 1*2^-1), (511*2^-10, 1*2^-1), (-245*2^-10, -61*2^-8), (255*2^-9, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-61*2^-8, -15*2^-6), (63*2^-7, 1*2^-1)] # Split (Some -660470765*2^-42) # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-61*2^-8, -15*2^-6), (63*2^-7, 127*2^-8)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-61*2^-8, -15*2^-6), (127*2^-8, 1*2^-1)] # Split (Some -281025389*2^-42) # [(127*2^-8, 255*2^-9), (127*2^-8, 1*2^-1), (-61*2^-8, -15*2^-6), (127*2^-8, 1*2^-1)] # Success # [(255*2^-9, 1*2^-1), (127*2^-8, 1*2^-1), (-61*2^-8, -15*2^-6), (127*2^-8, 1*2^-1)] # Split (Some -260574093*2^-42) # [(255*2^-9, 1*2^-1), (127*2^-8, 255*2^-9), (-61*2^-8, -15*2^-6), (127*2^-8, 1*2^-1)] # Success # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-61*2^-8, -15*2^-6), (127*2^-8, 1*2^-1)] # Split (Some -199397197*2^-42) # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-61*2^-8, -121*2^-9), (127*2^-8, 1*2^-1)] # Success # [(255*2^-9, 1*2^-1), (255*2^-9, 1*2^-1), (-121*2^-9, -15*2^-6), (127*2^-8, 1*2^-1)] # Success # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-15*2^-6, -7*2^-5), (15*2^-5, 1*2^-1)] # Split (Some -12692874669*2^-42) # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-15*2^-6, -7*2^-5), (15*2^-5, 31*2^-6)] # Success # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-15*2^-6, -7*2^-5), (31*2^-6, 1*2^-1)] # Split (Some -6827697581*2^-42) # [(31*2^-6, 63*2^-7), (31*2^-6, 1*2^-1), (-15*2^-6, -7*2^-5), (31*2^-6, 1*2^-1)] # Success # [(63*2^-7, 1*2^-1), (31*2^-6, 1*2^-1), (-15*2^-6, -7*2^-5), (31*2^-6, 1*2^-1)] # Split (Some -6514951597*2^-42) # [(63*2^-7, 1*2^-1), (31*2^-6, 63*2^-7), (-15*2^-6, -7*2^-5), (31*2^-6, 1*2^-1)] # Success # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-15*2^-6, -7*2^-5), (31*2^-6, 1*2^-1)] # Split (Some -5568595373*2^-42) # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-15*2^-6, -29*2^-7), (31*2^-6, 1*2^-1)] # Split (Some -2371449261*2^-42) # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-15*2^-6, -29*2^-7), (31*2^-6, 63*2^-7)] # Success # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-15*2^-6, -29*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -873011629*2^-42) # [(63*2^-7, 127*2^-8), (63*2^-7, 1*2^-1), (-15*2^-6, -29*2^-7), (63*2^-7, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (63*2^-7, 1*2^-1), (-15*2^-6, -29*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -793133997*2^-42) # [(127*2^-8, 1*2^-1), (63*2^-7, 127*2^-8), (-15*2^-6, -29*2^-7), (63*2^-7, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-15*2^-6, -29*2^-7), (63*2^-7, 1*2^-1)] # Split (Some -552175533*2^-42) # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-15*2^-6, -59*2^-8), (63*2^-7, 1*2^-1)] # Success # [(127*2^-8, 1*2^-1), (127*2^-8, 1*2^-1), (-59*2^-8, -29*2^-7), (63*2^-7, 1*2^-1)] # Success # [(63*2^-7, 1*2^-1), (63*2^-7, 1*2^-1), (-29*2^-7, -7*2^-5), (31*2^-6, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-7*2^-5, -3*2^-4), (7*2^-4, 1*2^-1)] # Split (Some -41077024173*2^-42) # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-7*2^-5, -3*2^-4), (7*2^-4, 15*2^-5)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-7*2^-5, -3*2^-4), (15*2^-5, 1*2^-1)] # Split (Some -18822571437*2^-42) # [(15*2^-5, 31*2^-6), (15*2^-5, 1*2^-1), (-7*2^-5, -3*2^-4), (15*2^-5, 1*2^-1)] # Success # [(31*2^-6, 1*2^-1), (15*2^-5, 1*2^-1), (-7*2^-5, -3*2^-4), (15*2^-5, 1*2^-1)] # Split (Some -17689978285*2^-42) # [(31*2^-6, 1*2^-1), (15*2^-5, 31*2^-6), (-7*2^-5, -3*2^-4), (15*2^-5, 1*2^-1)] # Success # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-7*2^-5, -3*2^-4), (15*2^-5, 1*2^-1)] # Split (Some -14141334957*2^-42) # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-7*2^-5, -13*2^-6), (15*2^-5, 1*2^-1)] # Split (Some -1695147437*2^-42) # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-7*2^-5, -13*2^-6), (15*2^-5, 31*2^-6)] # Success # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-7*2^-5, -13*2^-6), (31*2^-6, 1*2^-1)] # Success # [(31*2^-6, 1*2^-1), (31*2^-6, 1*2^-1), (-13*2^-6, -3*2^-4), (15*2^-5, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-3*2^-4, -1*2^-3), (3*2^-3, 1*2^-1)] # Split (Some -126569260461*2^-42) # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-3*2^-4, -1*2^-3), (3*2^-3, 7*2^-4)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-3*2^-4, -1*2^-3), (7*2^-4, 1*2^-1)] # Split (Some -46852318637*2^-42) # [(7*2^-4, 15*2^-5), (7*2^-4, 1*2^-1), (-3*2^-4, -1*2^-3), (7*2^-4, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (7*2^-4, 1*2^-1), (-3*2^-4, -1*2^-3), (7*2^-4, 1*2^-1)] # Split (Some -43192788397*2^-42) # [(15*2^-5, 1*2^-1), (7*2^-4, 15*2^-5), (-3*2^-4, -1*2^-3), (7*2^-4, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-3*2^-4, -1*2^-3), (7*2^-4, 1*2^-1)] # Split (Some -30840563117*2^-42) # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-3*2^-4, -5*2^-5), (7*2^-4, 1*2^-1)] # Success # [(15*2^-5, 1*2^-1), (15*2^-5, 1*2^-1), (-5*2^-5, -1*2^-3), (7*2^-4, 1*2^-1)] # Success # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (1*2^-2, 1*2^-1)] # Split (Some -330576012717*2^-42) # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (1*2^-2, 3*2^-3)] # Success # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (3*2^-3, 1*2^-1)] # Split (Some -80528385453*2^-42) # [(3*2^-3, 7*2^-4), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (3*2^-3, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (3*2^-3, 1*2^-1), (-1*2^-3, 0), (3*2^-3, 1*2^-1)] # Split (Some -71636460973*2^-42) # [(7*2^-4, 1*2^-1), (3*2^-3, 7*2^-4), (-1*2^-3, 0), (3*2^-3, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-1*2^-3, 0), (3*2^-3, 1*2^-1)] # Split (Some -36135871917*2^-42) # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-1*2^-3, -1*2^-4), (3*2^-3, 1*2^-1)] # Success # [(7*2^-4, 1*2^-1), (7*2^-4, 1*2^-1), (-1*2^-4, 0), (3*2^-3, 1*2^-1)] # Success # [(0, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1), (-1*2^-1, 1*2^-1)] # Split (Some -22366375490989*2^-42) # [(0, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1), (-1*2^-1, 0)] # Success # [(0, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1)] # Split (Some -7162191263149*2^-42) # [(0, 1*2^-2), (0, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1)] # Split (Some -5143556629933*2^-42) # [(0, 1*2^-2), (0, 1*2^-2), (0, 1*2^-1), (0, 1*2^-1)] # Success # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1)] # Split (Some -4834318984621*2^-42) # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (0, 1*2^-2), (0, 1*2^-1)] # Split (Some -1392976438701*2^-42) # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (0, 1*2^-2), (0, 1*2^-2)] # Success # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -716519089581*2^-42) # [(0, 1*2^-3), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -298296649133*2^-42) # [(0, 1*2^-3), (1*2^-2, 3*2^-3), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(0, 1*2^-3), (3*2^-3, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -194143692205*2^-42) # [(0, 1*2^-3), (3*2^-3, 1*2^-1), (0, 1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(0, 1*2^-3), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(1*2^-3, 1*2^-2), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -334803871149*2^-42) # [(1*2^-3, 1*2^-2), (1*2^-2, 3*2^-3), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -230650914221*2^-42) # [(1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1), (0, 1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(1*2^-3, 1*2^-2), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-1)] # Split (Some -241925203373*2^-42) # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-2)] # Success # [(0, 1*2^-2), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1)] # Success # [(1*2^-2, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1)] # Split (Some -5452794279341*2^-42) # [(1*2^-2, 1*2^-1), (0, 1*2^-2), (0, 1*2^-1), (0, 1*2^-1)] # Success # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-1), (0, 1*2^-1)] # Split (Some -5143556629933*2^-42) # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-2), (0, 1*2^-1)] # Split (Some -1508940555693*2^-42) # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-2), (0, 1*2^-2)] # Success # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -789533533613*2^-42) # [(1*2^-2, 3*2^-3), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -371311093165*2^-42) # [(1*2^-2, 3*2^-3), (1*2^-2, 3*2^-3), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -267158136237*2^-42) # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (0, 1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(1*2^-2, 3*2^-3), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(3*2^-3, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -407818315181*2^-42) # [(3*2^-3, 1*2^-1), (1*2^-2, 3*2^-3), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (0, 1*2^-2), (1*2^-2, 1*2^-1)] # Split (Some -303665358253*2^-42) # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (0, 1*2^-3), (1*2^-2, 1*2^-1)] # Success # [(3*2^-3, 1*2^-1), (3*2^-3, 1*2^-1), (1*2^-3, 1*2^-2), (1*2^-2, 1*2^-1)] # Success # [(1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (1*2^-2, 1*2^-1), (0, 1*2^-1)] # Success isabelle document -d /media/data/jenkins/workspace/afp-repo-afp/browser_info/AFP/Taylor_Models/document -o pdf -n document isabelle document -d /media/data/jenkins/workspace/afp-repo-afp/browser_info/AFP/Taylor_Models/outline -o pdf -n outline -t /proof,/ML *** Lifting failed for the following term: *** Term: dist *** Type: ?'a \ ?'a \ real *** *** Reason: The type of the term cannot be instantiated to *** "float \ float \ real". *** At command "lift_definition" (line 15 of "~~/afp/thys/Taylor_Models/Float_Topology.thy")