System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "yjjis", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap y and j -> jy; swap j and i -> ij; s has no partner so it stays. That gives "jyijs". Then, Split into three blocks "jy", "ij", "s" and reverse their order to "s", "ij", "jy", giving "sijjy".
result = "sijjy"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "lixigoh", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap l and i -> il; swap x and i -> ix; swap g and o -> og; h has no partner so it stays. That gives "ilixogh". Then, Split into three blocks "ili", "xo", "gh" and reverse their order to "gh", "xo", "ili", giving "ghxoili".
result = "ghxoili"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "hhejs", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap h and h -> hh; swap e and j -> je; s has no partner so it stays. That gives "hhjes". Then, Split into three blocks "hh", "je", "s" and reverse their order to "s", "je", "hh", giving "sjehh".
result = "sjehh"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "kcmih", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap k and c -> ck; swap m and i -> im; h has no partner so it stays. That gives "ckimh". Then, Split into three blocks "ck", "im", "h" and reverse their order to "h", "im", "ck", giving "himck".
result = "himck"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "qhuzduob", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap q and h -> hq; swap u and z -> zu; swap d and u -> ud; swap o and b -> bo. That gives "hqzuudbo". Then, Split into three blocks "hqz", "uud", "bo" and reverse their order to "bo", "uud", "hqz", giving "bouudhqz".
result = "bouudhqz"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "aphol", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap a and p -> pa; swap h and o -> oh; l has no partner so it stays. That gives "paohl". Then, Split into three blocks "pa", "oh", "l" and reverse their order to "l", "oh", "pa", giving "lohpa".
result = "lohpa"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "jhdbg", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap j and h -> hj; swap d and b -> bd; g has no partner so it stays. That gives "hjbdg". Then, Split into three blocks "hj", "bd", "g" and reverse their order to "g", "bd", "hj", giving "gbdhj".
result = "gbdhj"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "sgclqfot", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap s and g -> gs; swap c and l -> lc; swap q and f -> fq; swap o and t -> to. That gives "gslcfqto". Then, Split into three blocks "gsl", "cfq", "to" and reverse their order to "to", "cfq", "gsl", giving "tocfqgsl".
result = "tocfqgsl"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "yyvadut", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap y and y -> yy; swap v and a -> av; swap d and u -> ud; t has no partner so it stays. That gives "yyavudt". Then, Split into three blocks "yya", "vu", "dt" and reverse their order to "dt", "vu", "yya", giving "dtvuyya".
result = "dtvuyya"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "tlgblkeb", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap t and l -> lt; swap g and b -> bg; swap l and k -> kl; swap e and b -> be. That gives "ltbgklbe". Then, Split into three blocks "ltb", "gkl", "be" and reverse their order to "be", "gkl", "ltb", giving "begklltb".
result = "begklltb"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "ibtxu", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap i and b -> bi; swap t and x -> xt; u has no partner so it stays. That gives "bixtu". Then, Split into three blocks "bi", "xt", "u" and reverse their order to "u", "xt", "bi", giving "uxtbi".
result = "uxtbi"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "aknvl", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap a and k -> ka; swap n and v -> vn; l has no partner so it stays. That gives "kavnl". Then, Split into three blocks "ka", "vn", "l" and reverse their order to "l", "vn", "ka", giving "lvnka".
result = "lvnka"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "tjcgb", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap t and j -> jt; swap c and g -> gc; b has no partner so it stays. That gives "jtgcb". Then, Split into three blocks "jt", "gc", "b" and reverse their order to "b", "gc", "jt", giving "bgcjt".
result = "bgcjt"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "rpcndzm", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap r and p -> pr; swap c and n -> nc; swap d and z -> zd; m has no partner so it stays. That gives "prnczdm". Then, Split into three blocks "prn", "cz", "dm" and reverse their order to "dm", "cz", "prn", giving "dmczprn".
result = "dmczprn"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "reurcufm", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap r and e -> er; swap u and r -> ru; swap c and u -> uc; swap f and m -> mf. That gives "erruucmf". Then, Split into three blocks "err", "uuc", "mf" and reverse their order to "mf", "uuc", "err", giving "mfuucerr".
result = "mfuucerr"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "injvjnbj", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap i and n -> ni; swap j and v -> vj; swap j and n -> nj; swap b and j -> jb. That gives "nivjnjjb". Then, Split into three blocks "niv", "jnj", "jb" and reverse their order to "jb", "jnj", "niv", giving "jbjnjniv".
result = "jbjnjniv"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "slnnayzl", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap s and l -> ls; swap n and n -> nn; swap a and y -> ya; swap z and l -> lz. That gives "lsnnyalz". Then, Split into three blocks "lsn", "nya", "lz" and reverse their order to "lz", "nya", "lsn", giving "lznyalsn".
result = "lznyalsn"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "gmxmganf", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap g and m -> mg; swap x and m -> mx; swap g and a -> ag; swap n and f -> fn. That gives "mgmxagfn". Then, Split into three blocks "mgm", "xag", "fn" and reverse their order to "fn", "xag", "mgm", giving "fnxagmgm".
result = "fnxagmgm"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "dcmsloy", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap d and c -> cd; swap m and s -> sm; swap l and o -> ol; y has no partner so it stays. That gives "cdsmoly". Then, Split into three blocks "cds", "mo", "ly" and reverse their order to "ly", "mo", "cds", giving "lymocds".
result = "lymocds"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "eabre", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap e and a -> ae; swap b and r -> rb; e has no partner so it stays. That gives "aerbe". Then, Split into three blocks "ae", "rb", "e" and reverse their order to "e", "rb", "ae", giving "erbae".
result = "erbae"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "zmcstlxq", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap z and m -> mz; swap c and s -> sc; swap t and l -> lt; swap x and q -> qx. That gives "mzscltqx". Then, Split into three blocks "mzs", "clt", "qx" and reverse their order to "qx", "clt", "mzs", giving "qxcltmzs".
result = "qxcltmzs"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "eljfq", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap e and l -> le; swap j and f -> fj; q has no partner so it stays. That gives "lefjq". Then, Split into three blocks "le", "fj", "q" and reverse their order to "q", "fj", "le", giving "qfjle".
result = "qfjle"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply swap_pairs to "cdmpy", then apply reverse_blocks3 to the result.
Show your working, then end with:
result = "<...>"

Response:
Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap c and d -> dc; swap m and p -> pm; y has no partner so it stays. That gives "dcpmy". Then, Split into three blocks "dc", "pm", "y" and reverse their order to "y", "pm", "dc", giving "ypmdc".
result = "ypmdc"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "bnpsagop", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "bnp", "sag", "op" and reverse their order to "op", "sag", "bnp", giving "opsagbnp". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap o and p -> po; swap s and a -> as; swap g and b -> bg; swap n and p -> pn. That gives "poasbgpn".
result = "poasbgpn"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "uzfbqpk", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "uzf", "bq", "pk" and reverse their order to "pk", "bq", "uzf", giving "pkbquzf". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap p and k -> kp; swap b and q -> qb; swap u and z -> zu; f has no partner so it stays. That gives "kpqbzuf".
result = "kpqbzuf"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "hxlbn", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "hx", "lb", "n" and reverse their order to "n", "lb", "hx", giving "nlbhx". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap n and l -> ln; swap b and h -> hb; x has no partner so it stays. That gives "lnhbx".
result = "lnhbx"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "tlmnj", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "tl", "mn", "j" and reverse their order to "j", "mn", "tl", giving "jmntl". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap j and m -> mj; swap n and t -> tn; l has no partner so it stays. That gives "mjtnl".
result = "mjtnl"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "iofvjvle", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "iof", "vjv", "le" and reverse their order to "le", "vjv", "iof", giving "levjviof". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap l and e -> el; swap v and j -> jv; swap v and i -> iv; swap o and f -> fo. That gives "eljvivfo".
result = "eljvivfo"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "yhotmbs", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "yho", "tm", "bs" and reverse their order to "bs", "tm", "yho", giving "bstmyho". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap b and s -> sb; swap t and m -> mt; swap y and h -> hy; o has no partner so it stays. That gives "sbmthyo".
result = "sbmthyo"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "hegjr", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "he", "gj", "r" and reverse their order to "r", "gj", "he", giving "rgjhe". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap r and g -> gr; swap j and h -> hj; e has no partner so it stays. That gives "grhje".
result = "grhje"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "yhkvron", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "yhk", "vr", "on" and reverse their order to "on", "vr", "yhk", giving "onvryhk". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap o and n -> no; swap v and r -> rv; swap y and h -> hy; k has no partner so it stays. That gives "norvhyk".
result = "norvhyk"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "cuskqfh", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "cus", "kq", "fh" and reverse their order to "fh", "kq", "cus", giving "fhkqcus". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap f and h -> hf; swap k and q -> qk; swap c and u -> uc; s has no partner so it stays. That gives "hfqkucs".
result = "hfqkucs"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "hbbpjtv", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "hbb", "pj", "tv" and reverse their order to "tv", "pj", "hbb", giving "tvpjhbb". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap t and v -> vt; swap p and j -> jp; swap h and b -> bh; b has no partner so it stays. That gives "vtjpbhb".
result = "vtjpbhb"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "rcems", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "rc", "em", "s" and reverse their order to "s", "em", "rc", giving "semrc". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap s and e -> es; swap m and r -> rm; c has no partner so it stays. That gives "esrmc".
result = "esrmc"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "tedyydo", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ted", "yy", "do" and reverse their order to "do", "yy", "ted", giving "doyyted". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap d and o -> od; swap y and y -> yy; swap t and e -> et; d has no partner so it stays. That gives "odyyetd".
result = "odyyetd"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "zglnn", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "zg", "ln", "n" and reverse their order to "n", "ln", "zg", giving "nlnzg". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap n and l -> ln; swap n and z -> zn; g has no partner so it stays. That gives "lnzng".
result = "lnzng"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "hvietqf", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "hvi", "et", "qf" and reverse their order to "qf", "et", "hvi", giving "qfethvi". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap q and f -> fq; swap e and t -> te; swap h and v -> vh; i has no partner so it stays. That gives "fqtevhi".
result = "fqtevhi"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "iojfv", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "io", "jf", "v" and reverse their order to "v", "jf", "io", giving "vjfio". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap v and j -> jv; swap f and i -> if; o has no partner so it stays. That gives "jvifo".
result = "jvifo"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "fyfpylkn", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "fyf", "pyl", "kn" and reverse their order to "kn", "pyl", "fyf", giving "knpylfyf". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap k and n -> nk; swap p and y -> yp; swap l and f -> fl; swap y and f -> fy. That gives "nkypflfy".
result = "nkypflfy"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "arwbk", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ar", "wb", "k" and reverse their order to "k", "wb", "ar", giving "kwbar". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap k and w -> wk; swap b and a -> ab; r has no partner so it stays. That gives "wkabr".
result = "wkabr"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "hciomsf", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "hci", "om", "sf" and reverse their order to "sf", "om", "hci", giving "sfomhci". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap s and f -> fs; swap o and m -> mo; swap h and c -> ch; i has no partner so it stays. That gives "fsmochi".
result = "fsmochi"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "pvhxqiq", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "pvh", "xq", "iq" and reverse their order to "iq", "xq", "pvh", giving "iqxqpvh". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap i and q -> qi; swap x and q -> qx; swap p and v -> vp; h has no partner so it stays. That gives "qiqxvph".
result = "qiqxvph"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "tpcfpvo", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "tpc", "fp", "vo" and reverse their order to "vo", "fp", "tpc", giving "vofptpc". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap v and o -> ov; swap f and p -> pf; swap t and p -> pt; c has no partner so it stays. That gives "ovpfptc".
result = "ovpfptc"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "enrslrm", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "enr", "sl", "rm" and reverse their order to "rm", "sl", "enr", giving "rmslenr". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap r and m -> mr; swap s and l -> ls; swap e and n -> ne; r has no partner so it stays. That gives "mrlsner".
result = "mrlsner"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "wfrodnb", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "wfr", "od", "nb" and reverse their order to "nb", "od", "wfr", giving "nbodwfr". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap n and b -> bn; swap o and d -> do; swap w and f -> fw; r has no partner so it stays. That gives "bndofwr".
result = "bndofwr"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "orcbl", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "or", "cb", "l" and reverse their order to "l", "cb", "or", giving "lcbor". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap l and c -> cl; swap b and o -> ob; r has no partner so it stays. That gives "clobr".
result = "clobr"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "edtoz", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ed", "to", "z" and reverse their order to "z", "to", "ed", giving "ztoed". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap z and t -> tz; swap o and e -> eo; d has no partner so it stays. That gives "tzeod".
result = "tzeod"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "eonyqok", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "eon", "yq", "ok" and reverse their order to "ok", "yq", "eon", giving "okyqeon". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap o and k -> ko; swap y and q -> qy; swap e and o -> oe; n has no partner so it stays. That gives "koqyoen".
result = "koqyoen"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "izwonkuq", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "izw", "onk", "uq" and reverse their order to "uq", "onk", "izw", giving "uqonkizw". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap u and q -> qu; swap o and n -> no; swap k and i -> ik; swap z and w -> wz. That gives "qunoikwz".
result = "qunoikwz"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "exhktbvg", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "exh", "ktb", "vg" and reverse their order to "vg", "ktb", "exh", giving "vgktbexh". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap v and g -> gv; swap k and t -> tk; swap b and e -> eb; swap x and h -> hx. That gives "gvtkebhx".
result = "gvtkebhx"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "ssupazdj", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ssu", "paz", "dj" and reverse their order to "dj", "paz", "ssu", giving "djpazssu". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap d and j -> jd; swap p and a -> ap; swap z and s -> sz; swap s and u -> us. That gives "jdapszus".
result = "jdapszus"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "hwjcbtr", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "hwj", "cb", "tr" and reverse their order to "tr", "cb", "hwj", giving "trcbhwj". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap t and r -> rt; swap c and b -> bc; swap h and w -> wh; j has no partner so it stays. That gives "rtbcwhj".
result = "rtbcwhj"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "jfvpe", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "jf", "vp", "e" and reverse their order to "e", "vp", "jf", giving "evpjf". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap e and v -> ve; swap p and j -> jp; f has no partner so it stays. That gives "vejpf".
result = "vejpf"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "tmzglfc", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "tmz", "gl", "fc" and reverse their order to "fc", "gl", "tmz", giving "fcgltmz". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap f and c -> cf; swap g and l -> lg; swap t and m -> mt; z has no partner so it stays. That gives "cflgmtz".
result = "cflgmtz"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "gngdvjox", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "gng", "dvj", "ox" and reverse their order to "ox", "dvj", "gng", giving "oxdvjgng". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap o and x -> xo; swap d and v -> vd; swap j and g -> gj; swap n and g -> gn. That gives "xovdgjgn".
result = "xovdgjgn"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "qxnovxrg", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "qxn", "ovx", "rg" and reverse their order to "rg", "ovx", "qxn", giving "rgovxqxn". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap r and g -> gr; swap o and v -> vo; swap x and q -> qx; swap x and n -> nx. That gives "grvoqxnx".
result = "grvoqxnx"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "tlduzua", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "tld", "uz", "ua" and reverse their order to "ua", "uz", "tld", giving "uauztld". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap u and a -> au; swap u and z -> zu; swap t and l -> lt; d has no partner so it stays. That gives "auzultd".
result = "auzultd"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "ntnmz", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "nt", "nm", "z" and reverse their order to "z", "nm", "nt", giving "znmnt". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap z and n -> nz; swap m and n -> nm; t has no partner so it stays. That gives "nznmt".
result = "nznmt"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "gcynzcbl", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "gcy", "nzc", "bl" and reverse their order to "bl", "nzc", "gcy", giving "blnzcgcy". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap b and l -> lb; swap n and z -> zn; swap c and g -> gc; swap c and y -> yc. That gives "lbzngcyc".
result = "lbzngcyc"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "lonygux", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "lon", "yg", "ux" and reverse their order to "ux", "yg", "lon", giving "uxyglon". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap u and x -> xu; swap y and g -> gy; swap l and o -> ol; n has no partner so it stays. That gives "xugyoln".
result = "xugyoln"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "owjqpqi", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "owj", "qp", "qi" and reverse their order to "qi", "qp", "owj", giving "qiqpowj". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap q and i -> iq; swap q and p -> pq; swap o and w -> wo; j has no partner so it stays. That gives "iqpqwoj".
result = "iqpqwoj"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "ouklxip", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ouk", "lx", "ip" and reverse their order to "ip", "lx", "ouk", giving "iplxouk". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap i and p -> pi; swap l and x -> xl; swap o and u -> uo; k has no partner so it stays. That gives "pixluok".
result = "pixluok"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "pspcwrx", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "psp", "cw", "rx" and reverse their order to "rx", "cw", "psp", giving "rxcwpsp". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap r and x -> xr; swap c and w -> wc; swap p and s -> sp; p has no partner so it stays. That gives "xrwcspp".
result = "xrwcspp"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "zxmzftn", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "zxm", "zf", "tn" and reverse their order to "tn", "zf", "zxm", giving "tnzfzxm". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap t and n -> nt; swap z and f -> fz; swap z and x -> xz; m has no partner so it stays. That gives "ntfzxzm".
result = "ntfzxzm"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "sctxjask", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "sct", "xja", "sk" and reverse their order to "sk", "xja", "sct", giving "skxjasct". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap s and k -> ks; swap x and j -> jx; swap a and s -> sa; swap c and t -> tc. That gives "ksjxsatc".
result = "ksjxsatc"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "kcxmtljt", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "kcx", "mtl", "jt" and reverse their order to "jt", "mtl", "kcx", giving "jtmtlkcx". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap j and t -> tj; swap m and t -> tm; swap l and k -> kl; swap c and x -> xc. That gives "tjtmklxc".
result = "tjtmklxc"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "hfjdr", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "hf", "jd", "r" and reverse their order to "r", "jd", "hf", giving "rjdhf". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap r and j -> jr; swap d and h -> hd; f has no partner so it stays. That gives "jrhdf".
result = "jrhdf"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "hsxcn", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "hs", "xc", "n" and reverse their order to "n", "xc", "hs", giving "nxchs". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap n and x -> xn; swap c and h -> hc; s has no partner so it stays. That gives "xnhcs".
result = "xnhcs"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "ssozs", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ss", "oz", "s" and reverse their order to "s", "oz", "ss", giving "sozss". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap s and o -> os; swap z and s -> sz; s has no partner so it stays. That gives "osszs".
result = "osszs"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "mgksg", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "mg", "ks", "g" and reverse their order to "g", "ks", "mg", giving "gksmg". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap g and k -> kg; swap s and m -> ms; g has no partner so it stays. That gives "kgmsg".
result = "kgmsg"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "zsyykbvw", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "zsy", "ykb", "vw" and reverse their order to "vw", "ykb", "zsy", giving "vwykbzsy". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap v and w -> wv; swap y and k -> ky; swap b and z -> zb; swap s and y -> ys. That gives "wvkyzbys".
result = "wvkyzbys"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "bbslmktu", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "bbs", "lmk", "tu" and reverse their order to "tu", "lmk", "bbs", giving "tulmkbbs". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap t and u -> ut; swap l and m -> ml; swap k and b -> bk; swap b and s -> sb. That gives "utmlbksb".
result = "utmlbksb"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "yfdtz", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "yf", "dt", "z" and reverse their order to "z", "dt", "yf", giving "zdtyf". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap z and d -> dz; swap t and y -> yt; f has no partner so it stays. That gives "dzytf".
result = "dzytf"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "faxrqzl", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "fax", "rq", "zl" and reverse their order to "zl", "rq", "fax", giving "zlrqfax". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap z and l -> lz; swap r and q -> qr; swap f and a -> af; x has no partner so it stays. That gives "lzqrafx".
result = "lzqrafx"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "moslb", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "mo", "sl", "b" and reverse their order to "b", "sl", "mo", giving "bslmo". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap b and s -> sb; swap l and m -> ml; o has no partner so it stays. That gives "sbmlo".
result = "sbmlo"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "owpto", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ow", "pt", "o" and reverse their order to "o", "pt", "ow", giving "optow". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap o and p -> po; swap t and o -> ot; w has no partner so it stays. That gives "pootw".
result = "pootw"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "otflnkrq", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "otf", "lnk", "rq" and reverse their order to "rq", "lnk", "otf", giving "rqlnkotf". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap r and q -> qr; swap l and n -> nl; swap k and o -> ok; swap t and f -> ft. That gives "qrnlokft".
result = "qrnlokft"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "mgdnueb", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "mgd", "nu", "eb" and reverse their order to "eb", "nu", "mgd", giving "ebnumgd". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap e and b -> be; swap n and u -> un; swap m and g -> gm; d has no partner so it stays. That gives "beungmd".
result = "beungmd"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "uugsn", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "uu", "gs", "n" and reverse their order to "n", "gs", "uu", giving "ngsuu". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap n and g -> gn; swap s and u -> us; u has no partner so it stays. That gives "gnusu".
result = "gnusu"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "rmbtbfj", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "rmb", "tb", "fj" and reverse their order to "fj", "tb", "rmb", giving "fjtbrmb". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap f and j -> jf; swap t and b -> bt; swap r and m -> mr; b has no partner so it stays. That gives "jfbtmrb".
result = "jfbtmrb"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "bsfdu", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "bs", "fd", "u" and reverse their order to "u", "fd", "bs", giving "ufdbs". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap u and f -> fu; swap d and b -> bd; s has no partner so it stays. That gives "fubds".
result = "fubds"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "lfjbmtyn", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "lfj", "bmt", "yn" and reverse their order to "yn", "bmt", "lfj", giving "ynbmtlfj". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap y and n -> ny; swap b and m -> mb; swap t and l -> lt; swap f and j -> jf. That gives "nymbltjf".
result = "nymbltjf"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "lygpf", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ly", "gp", "f" and reverse their order to "f", "gp", "ly", giving "fgply". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap f and g -> gf; swap p and l -> lp; y has no partner so it stays. That gives "gflpy".
result = "gflpy"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "mzyoy", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "mz", "yo", "y" and reverse their order to "y", "yo", "mz", giving "yyomz". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap y and y -> yy; swap o and m -> mo; z has no partner so it stays. That gives "yymoz".
result = "yymoz"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "bffswne", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "bff", "sw", "ne" and reverse their order to "ne", "sw", "bff", giving "neswbff". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap n and e -> en; swap s and w -> ws; swap b and f -> fb; f has no partner so it stays. That gives "enwsfbf".
result = "enwsfbf"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "uwmdmdhd", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "uwm", "dmd", "hd" and reverse their order to "hd", "dmd", "uwm", giving "hddmduwm". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap h and d -> dh; swap d and m -> md; swap d and u -> ud; swap w and m -> mw. That gives "dhmdudmw".
result = "dhmdudmw"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "xujxjru", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "xuj", "xj", "ru" and reverse their order to "ru", "xj", "xuj", giving "ruxjxuj". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap r and u -> ur; swap x and j -> jx; swap x and u -> ux; j has no partner so it stays. That gives "urjxuxj".
result = "urjxuxj"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "lqtpt", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "lq", "tp", "t" and reverse their order to "t", "tp", "lq", giving "ttplq". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap t and t -> tt; swap p and l -> lp; q has no partner so it stays. That gives "ttlpq".
result = "ttlpq"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "rjavf", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "rj", "av", "f" and reverse their order to "f", "av", "rj", giving "favrj". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap f and a -> af; swap v and r -> rv; j has no partner so it stays. That gives "afrvj".
result = "afrvj"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "mwhdquyp", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "mwh", "dqu", "yp" and reverse their order to "yp", "dqu", "mwh", giving "ypdqumwh". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap y and p -> py; swap d and q -> qd; swap u and m -> mu; swap w and h -> hw. That gives "pyqdmuhw".
result = "pyqdmuhw"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "smsgj", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "sm", "sg", "j" and reverse their order to "j", "sg", "sm", giving "jsgsm". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap j and s -> sj; swap g and s -> sg; m has no partner so it stays. That gives "sjsgm".
result = "sjsgm"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "cgtrqac", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "cgt", "rq", "ac" and reverse their order to "ac", "rq", "cgt", giving "acrqcgt". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap a and c -> ca; swap r and q -> qr; swap c and g -> gc; t has no partner so it stays. That gives "caqrgct".
result = "caqrgct"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "zbaunkf", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "zba", "un", "kf" and reverse their order to "kf", "un", "zba", giving "kfunzba". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap k and f -> fk; swap u and n -> nu; swap z and b -> bz; a has no partner so it stays. That gives "fknubza".
result = "fknubza"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "blkupzfa", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "blk", "upz", "fa" and reverse their order to "fa", "upz", "blk", giving "faupzblk". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap f and a -> af; swap u and p -> pu; swap z and b -> bz; swap l and k -> kl. That gives "afpubzkl".
result = "afpubzkl"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "ejghh", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ej", "gh", "h" and reverse their order to "h", "gh", "ej", giving "hghej". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap h and g -> gh; swap h and e -> eh; j has no partner so it stays. That gives "ghehj".
result = "ghehj"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "trstnry", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "trs", "tn", "ry" and reverse their order to "ry", "tn", "trs", giving "rytntrs". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap r and y -> yr; swap t and n -> nt; swap t and r -> rt; s has no partner so it stays. That gives "yrntrts".
result = "yrntrts"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "eadab", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ea", "da", "b" and reverse their order to "b", "da", "ea", giving "bdaea". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap b and d -> db; swap a and e -> ea; a has no partner so it stays. That gives "dbeaa".
result = "dbeaa"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "yyfdwmca", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "yyf", "dwm", "ca" and reverse their order to "ca", "dwm", "yyf", giving "cadwmyyf". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap c and a -> ac; swap d and w -> wd; swap m and y -> ym; swap y and f -> fy. That gives "acwdymfy".
result = "acwdymfy"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "nxvftnbr", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "nxv", "ftn", "br" and reverse their order to "br", "ftn", "nxv", giving "brftnnxv". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap b and r -> rb; swap f and t -> tf; swap n and n -> nn; swap x and v -> vx. That gives "rbtfnnvx".
result = "rbtfnnvx"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "bwmso", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "bw", "ms", "o" and reverse their order to "o", "ms", "bw", giving "omsbw". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap o and m -> mo; swap s and b -> bs; w has no partner so it stays. That gives "mobsw".
result = "mobsw"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "kfbmuop", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "kfb", "mu", "op" and reverse their order to "op", "mu", "kfb", giving "opmukfb". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap o and p -> po; swap m and u -> um; swap k and f -> fk; b has no partner so it stays. That gives "poumfkb".
result = "poumfkb"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "wlvceiif", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "wlv", "cei", "if" and reverse their order to "if", "cei", "wlv", giving "ifceiwlv". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap i and f -> fi; swap c and e -> ec; swap i and w -> wi; swap l and v -> vl. That gives "fiecwivl".
result = "fiecwivl"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "oaeic", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "oa", "ei", "c" and reverse their order to "c", "ei", "oa", giving "ceioa". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap c and e -> ec; swap i and o -> oi; a has no partner so it stays. That gives "ecoia".
result = "ecoia"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "jeydrdjw", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "jey", "drd", "jw" and reverse their order to "jw", "drd", "jey", giving "jwdrdjey". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap j and w -> wj; swap d and r -> rd; swap d and j -> jd; swap e and y -> ye. That gives "wjrdjdye".
result = "wjrdjdye"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "zkzasiuy", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "zkz", "asi", "uy" and reverse their order to "uy", "asi", "zkz", giving "uyasizkz". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap u and y -> yu; swap a and s -> sa; swap i and z -> zi; swap k and z -> zk. That gives "yusazizk".
result = "yusazizk"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "nqewbubt", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "nqe", "wbu", "bt" and reverse their order to "bt", "wbu", "nqe", giving "btwbunqe". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap b and t -> tb; swap w and b -> bw; swap u and n -> nu; swap q and e -> eq. That gives "tbbwnueq".
result = "tbbwnueq"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "ugrag", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ug", "ra", "g" and reverse their order to "g", "ra", "ug", giving "graug". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap g and r -> rg; swap a and u -> ua; g has no partner so it stays. That gives "rguag".
result = "rguag"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "jwnea", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "jw", "ne", "a" and reverse their order to "a", "ne", "jw", giving "anejw". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap a and n -> na; swap e and j -> je; w has no partner so it stays. That gives "najew".
result = "najew"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "qvwdpjo", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "qvw", "dp", "jo" and reverse their order to "jo", "dp", "qvw", giving "jodpqvw". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap j and o -> oj; swap d and p -> pd; swap q and v -> vq; w has no partner so it stays. That gives "ojpdvqw".
result = "ojpdvqw"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "fueamte", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "fue", "am", "te" and reverse their order to "te", "am", "fue", giving "teamfue". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap t and e -> et; swap a and m -> ma; swap f and u -> uf; e has no partner so it stays. That gives "etmaufe".
result = "etmaufe"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "vwyfkqv", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "vwy", "fk", "qv" and reverse their order to "qv", "fk", "vwy", giving "qvfkvwy". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap q and v -> vq; swap f and k -> kf; swap v and w -> wv; y has no partner so it stays. That gives "vqkfwvy".
result = "vqkfwvy"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "ebpsmfp", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ebp", "sm", "fp" and reverse their order to "fp", "sm", "ebp", giving "fpsmebp". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap f and p -> pf; swap s and m -> ms; swap e and b -> be; p has no partner so it stays. That gives "pfmsbep".
result = "pfmsbep"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "igpqlusy", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "igp", "qlu", "sy" and reverse their order to "sy", "qlu", "igp", giving "syqluigp". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap s and y -> ys; swap q and l -> lq; swap u and i -> iu; swap g and p -> pg. That gives "yslqiupg".
result = "yslqiupg"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "meukxkeb", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "meu", "kxk", "eb" and reverse their order to "eb", "kxk", "meu", giving "ebkxkmeu". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap e and b -> be; swap k and x -> xk; swap k and m -> mk; swap e and u -> ue. That gives "bexkmkue".
result = "bexkmkue"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "bvkqqbm", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "bvk", "qq", "bm" and reverse their order to "bm", "qq", "bvk", giving "bmqqbvk". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap b and m -> mb; swap q and q -> qq; swap b and v -> vb; k has no partner so it stays. That gives "mbqqvbk".
result = "mbqqvbk"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "yzcwxbeb", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "yzc", "wxb", "eb" and reverse their order to "eb", "wxb", "yzc", giving "ebwxbyzc". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap e and b -> be; swap w and x -> xw; swap b and y -> yb; swap z and c -> cz. That gives "bexwybcz".
result = "bexwybcz"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "lnhvp", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ln", "hv", "p" and reverse their order to "p", "hv", "ln", giving "phvln". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap p and h -> hp; swap v and l -> lv; n has no partner so it stays. That gives "hplvn".
result = "hplvn"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "vxcdclzo", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "vxc", "dcl", "zo" and reverse their order to "zo", "dcl", "vxc", giving "zodclvxc". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap z and o -> oz; swap d and c -> cd; swap l and v -> vl; swap x and c -> cx. That gives "ozcdvlcx".
result = "ozcdvlcx"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "jfxeyum", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "jfx", "ey", "um" and reverse their order to "um", "ey", "jfx", giving "umeyjfx". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap u and m -> mu; swap e and y -> ye; swap j and f -> fj; x has no partner so it stays. That gives "muyefjx".
result = "muyefjx"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "wrgvxhxe", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "wrg", "vxh", "xe" and reverse their order to "xe", "vxh", "wrg", giving "xevxhwrg". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap x and e -> ex; swap v and x -> xv; swap h and w -> wh; swap r and g -> gr. That gives "exxvwhgr".
result = "exxvwhgr"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "gqtpvvm", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "gqt", "pv", "vm" and reverse their order to "vm", "pv", "gqt", giving "vmpvgqt". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap v and m -> mv; swap p and v -> vp; swap g and q -> qg; t has no partner so it stays. That gives "mvvpqgt".
result = "mvvpqgt"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "crxxe", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "cr", "xx", "e" and reverse their order to "e", "xx", "cr", giving "exxcr". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap e and x -> xe; swap x and c -> cx; r has no partner so it stays. That gives "xecxr".
result = "xecxr"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "srecvmoc", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "sre", "cvm", "oc" and reverse their order to "oc", "cvm", "sre", giving "occvmsre". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap o and c -> co; swap c and v -> vc; swap m and s -> sm; swap r and e -> er. That gives "covcsmer".
result = "covcsmer"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "aofvf", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ao", "fv", "f" and reverse their order to "f", "fv", "ao", giving "ffvao". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap f and f -> ff; swap v and a -> av; o has no partner so it stays. That gives "ffavo".
result = "ffavo"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "mughkjs", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "mug", "hk", "js" and reverse their order to "js", "hk", "mug", giving "jshkmug". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap j and s -> sj; swap h and k -> kh; swap m and u -> um; g has no partner so it stays. That gives "sjkhumg".
result = "sjkhumg"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "ebpnlka", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ebp", "nl", "ka" and reverse their order to "ka", "nl", "ebp", giving "kanlebp". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap k and a -> ak; swap n and l -> ln; swap e and b -> be; p has no partner so it stays. That gives "aklnbep".
result = "aklnbep"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "vjqywsb", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "vjq", "yw", "sb" and reverse their order to "sb", "yw", "vjq", giving "sbywvjq". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap s and b -> bs; swap y and w -> wy; swap v and j -> jv; q has no partner so it stays. That gives "bswyjvq".
result = "bswyjvq"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "wjofdnn", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "wjo", "fd", "nn" and reverse their order to "nn", "fd", "wjo", giving "nnfdwjo". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap n and n -> nn; swap f and d -> df; swap w and j -> jw; o has no partner so it stays. That gives "nndfjwo".
result = "nndfjwo"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "dofzc", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "do", "fz", "c" and reverse their order to "c", "fz", "do", giving "cfzdo". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap c and f -> fc; swap z and d -> dz; o has no partner so it stays. That gives "fcdzo".
result = "fcdzo"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "rcaqxri", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "rca", "qx", "ri" and reverse their order to "ri", "qx", "rca", giving "riqxrca". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap r and i -> ir; swap q and x -> xq; swap r and c -> cr; a has no partner so it stays. That gives "irxqcra".
result = "irxqcra"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "pcndynph", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "pcn", "dyn", "ph" and reverse their order to "ph", "dyn", "pcn", giving "phdynpcn". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap p and h -> hp; swap d and y -> yd; swap n and p -> pn; swap c and n -> nc. That gives "hpydpnnc".
result = "hpydpnnc"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "aoouswp", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "aoo", "us", "wp" and reverse their order to "wp", "us", "aoo", giving "wpusaoo". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap w and p -> pw; swap u and s -> su; swap a and o -> oa; o has no partner so it stays. That gives "pwsuoao".
result = "pwsuoao"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "njrveofh", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "njr", "veo", "fh" and reverse their order to "fh", "veo", "njr", giving "fhveonjr". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap f and h -> hf; swap v and e -> ev; swap o and n -> no; swap j and r -> rj. That gives "hfevnorj".
result = "hfevnorj"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "psomjxr", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "pso", "mj", "xr" and reverse their order to "xr", "mj", "pso", giving "xrmjpso". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap x and r -> rx; swap m and j -> jm; swap p and s -> sp; o has no partner so it stays. That gives "rxjmspo".
result = "rxjmspo"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "tyaqrlu", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "tya", "qr", "lu" and reverse their order to "lu", "qr", "tya", giving "luqrtya". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap l and u -> ul; swap q and r -> rq; swap t and y -> yt; a has no partner so it stays. That gives "ulrqyta".
result = "ulrqyta"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "ojfhhltf", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "ojf", "hhl", "tf" and reverse their order to "tf", "hhl", "ojf", giving "tfhhlojf". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap t and f -> ft; swap h and h -> hh; swap l and o -> ol; swap j and f -> fj. That gives "fthholfj".
result = "fthholfj"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "yarszbbf", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "yar", "szb", "bf" and reverse their order to "bf", "szb", "yar", giving "bfszbyar". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap b and f -> fb; swap s and z -> zs; swap b and y -> yb; swap a and r -> ra. That gives "fbzsybra".
result = "fbzsybra"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "yjfygaf", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "yjf", "yg", "af" and reverse their order to "af", "yg", "yjf", giving "afygyjf". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap a and f -> fa; swap y and g -> gy; swap y and j -> jy; f has no partner so it stays. That gives "fagyjyf".
result = "fagyjyf"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "kbqhbae", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "kbq", "hb", "ae" and reverse their order to "ae", "hb", "kbq", giving "aehbkbq". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap a and e -> ea; swap h and b -> bh; swap k and b -> bk; q has no partner so it stays. That gives "eabhbkq".
result = "eabhbkq"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "poylanuv", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "poy", "lan", "uv" and reverse their order to "uv", "lan", "poy", giving "uvlanpoy". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap u and v -> vu; swap l and a -> al; swap n and p -> pn; swap o and y -> yo. That gives "vualpnyo".
result = "vualpnyo"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "iaeibeu", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "iae", "ib", "eu" and reverse their order to "eu", "ib", "iae", giving "euibiae". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap e and u -> ue; swap i and b -> bi; swap i and a -> ai; e has no partner so it stays. That gives "uebiaie".
result = "uebiaie"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "vhdqwpyy", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "vhd", "qwp", "yy" and reverse their order to "yy", "qwp", "vhd", giving "yyqwpvhd". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap y and y -> yy; swap q and w -> wq; swap p and v -> vp; swap h and d -> dh. That gives "yywqvpdh".
result = "yywqvpdh"


System: You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[System] You are a precise operations engine. Apply the named operations exactly, in order, and end with result = "<answer>".

[User]
Apply reverse_blocks3 to "lkrnywk", then apply swap_pairs to the result.
Show your working, then end with:
result = "<...>"

Response:
Split into three blocks "lkr", "ny", "wk" and reverse their order to "wk", "ny", "lkr", giving "wknylkr". Then, Swap characters in adjacent pairs (1st with 2nd, 3rd with 4th, ...): swap w and k -> kw; swap n and y -> yn; swap l and k -> kl; r has no partner so it stays. That gives "kwynklr".
result = "kwynklr"