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 "wfqagql", 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 w and f -> fw; swap q and a -> aq; swap g and q -> qg; l has no partner so it stays. That gives "fwaqqgl". Then, Split into three blocks "fwa", "qq", "gl" and reverse their order to "gl", "qq", "fwa", giving "glqqfwa".
result = "glqqfwa"


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 "wrayq", 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 w and r -> rw; swap a and y -> ya; q has no partner so it stays. That gives "rwyaq". Then, Split into three blocks "rw", "ya", "q" and reverse their order to "q", "ya", "rw", giving "qyarw".
result = "qyarw"


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 "ucwiqlf", 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 u and c -> cu; swap w and i -> iw; swap q and l -> lq; f has no partner so it stays. That gives "cuiwlqf". Then, Split into three blocks "cui", "wl", "qf" and reverse their order to "qf", "wl", "cui", giving "qfwlcui".
result = "qfwlcui"


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 "yhrryqk", 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 h -> hy; swap r and r -> rr; swap y and q -> qy; k has no partner so it stays. That gives "hyrrqyk". Then, Split into three blocks "hyr", "rq", "yk" and reverse their order to "yk", "rq", "hyr", giving "ykrqhyr".
result = "ykrqhyr"


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 "htzzygzh", 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 t -> th; swap z and z -> zz; swap y and g -> gy; swap z and h -> hz. That gives "thzzgyhz". Then, Split into three blocks "thz", "zgy", "hz" and reverse their order to "hz", "zgy", "thz", giving "hzzgythz".
result = "hzzgythz"


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 "xzhgqpl", 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 x and z -> zx; swap h and g -> gh; swap q and p -> pq; l has no partner so it stays. That gives "zxghpql". Then, Split into three blocks "zxg", "hp", "ql" and reverse their order to "ql", "hp", "zxg", giving "qlhpzxg".
result = "qlhpzxg"


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 "aazipigw", 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 a -> aa; swap z and i -> iz; swap p and i -> ip; swap g and w -> wg. That gives "aaizipwg". Then, Split into three blocks "aai", "zip", "wg" and reverse their order to "wg", "zip", "aai", giving "wgzipaai".
result = "wgzipaai"


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 "lozxllch", 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 o -> ol; swap z and x -> xz; swap l and l -> ll; swap c and h -> hc. That gives "olxzllhc". Then, Split into three blocks "olx", "zll", "hc" and reverse their order to "hc", "zll", "olx", giving "hczllolx".
result = "hczllolx"


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 "hpgkg", 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 p -> ph; swap g and k -> kg; g has no partner so it stays. That gives "phkgg". Then, Split into three blocks "ph", "kg", "g" and reverse their order to "g", "kg", "ph", giving "gkgph".
result = "gkgph"


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 "ttapulz", 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 t -> tt; swap a and p -> pa; swap u and l -> lu; z has no partner so it stays. That gives "ttpaluz". Then, Split into three blocks "ttp", "al", "uz" and reverse their order to "uz", "al", "ttp", giving "uzalttp".
result = "uzalttp"


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 "cvdmzwyg", 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 v -> vc; swap d and m -> md; swap z and w -> wz; swap y and g -> gy. That gives "vcmdwzgy". Then, Split into three blocks "vcm", "dwz", "gy" and reverse their order to "gy", "dwz", "vcm", giving "gydwzvcm".
result = "gydwzvcm"


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 "fnzukcz", 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 f and n -> nf; swap z and u -> uz; swap k and c -> ck; z has no partner so it stays. That gives "nfuzckz". Then, Split into three blocks "nfu", "zc", "kz" and reverse their order to "kz", "zc", "nfu", giving "kzzcnfu".
result = "kzzcnfu"


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 "momxcxff", 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 m and o -> om; swap m and x -> xm; swap c and x -> xc; swap f and f -> ff. That gives "omxmxcff". Then, Split into three blocks "omx", "mxc", "ff" and reverse their order to "ff", "mxc", "omx", giving "ffmxcomx".
result = "ffmxcomx"


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 "aesoz", 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 e -> ea; swap s and o -> os; z has no partner so it stays. That gives "eaosz". Then, Split into three blocks "ea", "os", "z" and reverse their order to "z", "os", "ea", giving "zosea".
result = "zosea"


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 "ettpvler", 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 t -> te; swap t and p -> pt; swap v and l -> lv; swap e and r -> re. That gives "teptlvre". Then, Split into three blocks "tep", "tlv", "re" and reverse their order to "re", "tlv", "tep", giving "retlvtep".
result = "retlvtep"


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 "eaazxudq", 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 a and z -> za; swap x and u -> ux; swap d and q -> qd. That gives "aezauxqd". Then, Split into three blocks "aez", "aux", "qd" and reverse their order to "qd", "aux", "aez", giving "qdauxaez".
result = "qdauxaez"


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 "enggaigj", 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 n -> ne; swap g and g -> gg; swap a and i -> ia; swap g and j -> jg. That gives "neggiajg". Then, Split into three blocks "neg", "gia", "jg" and reverse their order to "jg", "gia", "neg", giving "jggianeg".
result = "jggianeg"


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 "hyskirne", 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 y -> yh; swap s and k -> ks; swap i and r -> ri; swap n and e -> en. That gives "yhksrien". Then, Split into three blocks "yhk", "sri", "en" and reverse their order to "en", "sri", "yhk", giving "ensriyhk".
result = "ensriyhk"


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 "xlovs", 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 x and l -> lx; swap o and v -> vo; s has no partner so it stays. That gives "lxvos". Then, Split into three blocks "lx", "vo", "s" and reverse their order to "s", "vo", "lx", giving "svolx".
result = "svolx"


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 "nqereqqa", 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 n and q -> qn; swap e and r -> re; swap e and q -> qe; swap q and a -> aq. That gives "qnreqeaq". Then, Split into three blocks "qnr", "eqe", "aq" and reverse their order to "aq", "eqe", "qnr", giving "aqeqeqnr".
result = "aqeqeqnr"


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 "yftayze", 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 f -> fy; swap t and a -> at; swap y and z -> zy; e has no partner so it stays. That gives "fyatzye". Then, Split into three blocks "fya", "tz", "ye" and reverse their order to "ye", "tz", "fya", giving "yetzfya".
result = "yetzfya"


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 "eptxd", 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 p -> pe; swap t and x -> xt; d has no partner so it stays. That gives "pextd". Then, Split into three blocks "pe", "xt", "d" and reverse their order to "d", "xt", "pe", giving "dxtpe".
result = "dxtpe"


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 "bkvqqrpz", 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 b and k -> kb; swap v and q -> qv; swap q and r -> rq; swap p and z -> zp. That gives "kbqvrqzp". Then, Split into three blocks "kbq", "vrq", "zp" and reverse their order to "zp", "vrq", "kbq", giving "zpvrqkbq".
result = "zpvrqkbq"


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 "rbhgi", 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 b -> br; swap h and g -> gh; i has no partner so it stays. That gives "brghi". Then, Split into three blocks "br", "gh", "i" and reverse their order to "i", "gh", "br", giving "ighbr".
result = "ighbr"


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 "ydqor", 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 d -> dy; swap q and o -> oq; r has no partner so it stays. That gives "dyoqr". Then, Split into three blocks "dy", "oq", "r" and reverse their order to "r", "oq", "dy", giving "roqdy".
result = "roqdy"


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 "ycokt", 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 c -> cy; swap o and k -> ko; t has no partner so it stays. That gives "cykot". Then, Split into three blocks "cy", "ko", "t" and reverse their order to "t", "ko", "cy", giving "tkocy".
result = "tkocy"


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 "tqgwioqr", 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 q -> qt; swap g and w -> wg; swap i and o -> oi; swap q and r -> rq. That gives "qtwgoirq". Then, Split into three blocks "qtw", "goi", "rq" and reverse their order to "rq", "goi", "qtw", giving "rqgoiqtw".
result = "rqgoiqtw"


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 "qhwqirg", 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 w and q -> qw; swap i and r -> ri; g has no partner so it stays. That gives "hqqwrig". Then, Split into three blocks "hqq", "wr", "ig" and reverse their order to "ig", "wr", "hqq", giving "igwrhqq".
result = "igwrhqq"


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 "endmokc", 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 n -> ne; swap d and m -> md; swap o and k -> ko; c has no partner so it stays. That gives "nemdkoc". Then, Split into three blocks "nem", "dk", "oc" and reverse their order to "oc", "dk", "nem", giving "ocdknem".
result = "ocdknem"


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 "hncgvjzd", 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 n -> nh; swap c and g -> gc; swap v and j -> jv; swap z and d -> dz. That gives "nhgcjvdz". Then, Split into three blocks "nhg", "cjv", "dz" and reverse their order to "dz", "cjv", "nhg", giving "dzcjvnhg".
result = "dzcjvnhg"


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 "wuvle", 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 w and u -> uw; swap v and l -> lv; e has no partner so it stays. That gives "uwlve". Then, Split into three blocks "uw", "lv", "e" and reverse their order to "e", "lv", "uw", giving "elvuw".
result = "elvuw"


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 "eohxdmp", 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 o -> oe; swap h and x -> xh; swap d and m -> md; p has no partner so it stays. That gives "oexhmdp". Then, Split into three blocks "oex", "hm", "dp" and reverse their order to "dp", "hm", "oex", giving "dphmoex".
result = "dphmoex"


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 "vhfwn", 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 v and h -> hv; swap f and w -> wf; n has no partner so it stays. That gives "hvwfn". Then, Split into three blocks "hv", "wf", "n" and reverse their order to "n", "wf", "hv", giving "nwfhv".
result = "nwfhv"


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 "mknglkcx", 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 m and k -> km; swap n and g -> gn; swap l and k -> kl; swap c and x -> xc. That gives "kmgnklxc". Then, Split into three blocks "kmg", "nkl", "xc" and reverse their order to "xc", "nkl", "kmg", giving "xcnklkmg".
result = "xcnklkmg"


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 "akroowa", 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 r and o -> or; swap o and w -> wo; a has no partner so it stays. That gives "kaorwoa". Then, Split into three blocks "kao", "rw", "oa" and reverse their order to "oa", "rw", "kao", giving "oarwkao".
result = "oarwkao"


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 "kqtjqcd", 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 q -> qk; swap t and j -> jt; swap q and c -> cq; d has no partner so it stays. That gives "qkjtcqd". Then, Split into three blocks "qkj", "tc", "qd" and reverse their order to "qd", "tc", "qkj", giving "qdtcqkj".
result = "qdtcqkj"


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 "dciib", 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 i and i -> ii; b has no partner so it stays. That gives "cdiib". Then, Split into three blocks "cd", "ii", "b" and reverse their order to "b", "ii", "cd", giving "biicd".
result = "biicd"


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 "iyenv", 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 y -> yi; swap e and n -> ne; v has no partner so it stays. That gives "yinev". Then, Split into three blocks "yi", "ne", "v" and reverse their order to "v", "ne", "yi", giving "vneyi".
result = "vneyi"


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 "merqspw", 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 m and e -> em; swap r and q -> qr; swap s and p -> ps; w has no partner so it stays. That gives "emqrpsw". Then, Split into three blocks "emq", "rp", "sw" and reverse their order to "sw", "rp", "emq", giving "swrpemq".
result = "swrpemq"


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 "cibzwfn", 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 i -> ic; swap b and z -> zb; swap w and f -> fw; n has no partner so it stays. That gives "iczbfwn". Then, Split into three blocks "icz", "bf", "wn" and reverse their order to "wn", "bf", "icz", giving "wnbficz".
result = "wnbficz"


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 "iaucz", 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 a -> ai; swap u and c -> cu; z has no partner so it stays. That gives "aicuz". Then, Split into three blocks "ai", "cu", "z" and reverse their order to "z", "cu", "ai", giving "zcuai".
result = "zcuai"


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 "cthcido", 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 t -> tc; swap h and c -> ch; swap i and d -> di; o has no partner so it stays. That gives "tcchdio". Then, Split into three blocks "tcc", "hd", "io" and reverse their order to "io", "hd", "tcc", giving "iohdtcc".
result = "iohdtcc"


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 "krnit", 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 r -> rk; swap n and i -> in; t has no partner so it stays. That gives "rkint". Then, Split into three blocks "rk", "in", "t" and reverse their order to "t", "in", "rk", giving "tinrk".
result = "tinrk"


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 "bqwhd", 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 b and q -> qb; swap w and h -> hw; d has no partner so it stays. That gives "qbhwd". Then, Split into three blocks "qb", "hw", "d" and reverse their order to "d", "hw", "qb", giving "dhwqb".
result = "dhwqb"


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 "ibfgj", 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 f and g -> gf; j has no partner so it stays. That gives "bigfj". Then, Split into three blocks "bi", "gf", "j" and reverse their order to "j", "gf", "bi", giving "jgfbi".
result = "jgfbi"


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 "jqygjoqv", 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 q -> qj; swap y and g -> gy; swap j and o -> oj; swap q and v -> vq. That gives "qjgyojvq". Then, Split into three blocks "qjg", "yoj", "vq" and reverse their order to "vq", "yoj", "qjg", giving "vqyojqjg".
result = "vqyojqjg"


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 "ilzai", 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 l -> li; swap z and a -> az; i has no partner so it stays. That gives "liazi". Then, Split into three blocks "li", "az", "i" and reverse their order to "i", "az", "li", giving "iazli".
result = "iazli"


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 "aaxqr", 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 a -> aa; swap x and q -> qx; r has no partner so it stays. That gives "aaqxr". Then, Split into three blocks "aa", "qx", "r" and reverse their order to "r", "qx", "aa", giving "rqxaa".
result = "rqxaa"


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 "qphod", 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 p -> pq; swap h and o -> oh; d has no partner so it stays. That gives "pqohd". Then, Split into three blocks "pq", "oh", "d" and reverse their order to "d", "oh", "pq", giving "dohpq".
result = "dohpq"


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 "unvprmqj", 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 u and n -> nu; swap v and p -> pv; swap r and m -> mr; swap q and j -> jq. That gives "nupvmrjq". Then, Split into three blocks "nup", "vmr", "jq" and reverse their order to "jq", "vmr", "nup", giving "jqvmrnup".
result = "jqvmrnup"


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 "ghkgwxue", 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 h -> hg; swap k and g -> gk; swap w and x -> xw; swap u and e -> eu. That gives "hggkxweu". Then, Split into three blocks "hgg", "kxw", "eu" and reverse their order to "eu", "kxw", "hgg", giving "eukxwhgg".
result = "eukxwhgg"


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 "lbeacux", 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 b -> bl; swap e and a -> ae; swap c and u -> uc; x has no partner so it stays. That gives "blaeucx". Then, Split into three blocks "bla", "eu", "cx" and reverse their order to "cx", "eu", "bla", giving "cxeubla".
result = "cxeubla"


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 "nfbcvmq", 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 n and f -> fn; swap b and c -> cb; swap v and m -> mv; q has no partner so it stays. That gives "fncbmvq". Then, Split into three blocks "fnc", "bm", "vq" and reverse their order to "vq", "bm", "fnc", giving "vqbmfnc".
result = "vqbmfnc"


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 "jthwjbof", 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 t -> tj; swap h and w -> wh; swap j and b -> bj; swap o and f -> fo. That gives "tjwhbjfo". Then, Split into three blocks "tjw", "hbj", "fo" and reverse their order to "fo", "hbj", "tjw", giving "fohbjtjw".
result = "fohbjtjw"


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 "ioail", 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 o -> oi; swap a and i -> ia; l has no partner so it stays. That gives "oiial". Then, Split into three blocks "oi", "ia", "l" and reverse their order to "l", "ia", "oi", giving "liaoi".
result = "liaoi"


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 "rkhbjgl", 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 k -> kr; swap h and b -> bh; swap j and g -> gj; l has no partner so it stays. That gives "krbhgjl". Then, Split into three blocks "krb", "hg", "jl" and reverse their order to "jl", "hg", "krb", giving "jlhgkrb".
result = "jlhgkrb"


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 "akmcp", 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 m and c -> cm; p has no partner so it stays. That gives "kacmp". Then, Split into three blocks "ka", "cm", "p" and reverse their order to "p", "cm", "ka", giving "pcmka".
result = "pcmka"


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 "qughqya", 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 u -> uq; swap g and h -> hg; swap q and y -> yq; a has no partner so it stays. That gives "uqhgyqa". Then, Split into three blocks "uqh", "gy", "qa" and reverse their order to "qa", "gy", "uqh", giving "qagyuqh".
result = "qagyuqh"


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 "icems", 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 c -> ci; swap e and m -> me; s has no partner so it stays. That gives "cimes". Then, Split into three blocks "ci", "me", "s" and reverse their order to "s", "me", "ci", giving "smeci".
result = "smeci"


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 "majju", 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 m and a -> am; swap j and j -> jj; u has no partner so it stays. That gives "amjju". Then, Split into three blocks "am", "jj", "u" and reverse their order to "u", "jj", "am", giving "ujjam".
result = "ujjam"


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 "csqye", 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 s -> sc; swap q and y -> yq; e has no partner so it stays. That gives "scyqe". Then, Split into three blocks "sc", "yq", "e" and reverse their order to "e", "yq", "sc", giving "eyqsc".
result = "eyqsc"


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 "wztmykxp", 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 w and z -> zw; swap t and m -> mt; swap y and k -> ky; swap x and p -> px. That gives "zwmtkypx". Then, Split into three blocks "zwm", "tky", "px" and reverse their order to "px", "tky", "zwm", giving "pxtkyzwm".
result = "pxtkyzwm"


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 "jxtue", 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 x -> xj; swap t and u -> ut; e has no partner so it stays. That gives "xjute". Then, Split into three blocks "xj", "ut", "e" and reverse their order to "e", "ut", "xj", giving "eutxj".
result = "eutxj"


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 "wqunx", 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 w and q -> qw; swap u and n -> nu; x has no partner so it stays. That gives "qwnux". Then, Split into three blocks "qw", "nu", "x" and reverse their order to "x", "nu", "qw", giving "xnuqw".
result = "xnuqw"


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 "zqeqyqsz", 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 q -> qz; swap e and q -> qe; swap y and q -> qy; swap s and z -> zs. That gives "qzqeqyzs". Then, Split into three blocks "qzq", "eqy", "zs" and reverse their order to "zs", "eqy", "qzq", giving "zseqyqzq".
result = "zseqyqzq"


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 "vszwv", 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 v and s -> sv; swap z and w -> wz; v has no partner so it stays. That gives "svwzv". Then, Split into three blocks "sv", "wz", "v" and reverse their order to "v", "wz", "sv", giving "vwzsv".
result = "vwzsv"


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 "uhcabeul", 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 u and h -> hu; swap c and a -> ac; swap b and e -> eb; swap u and l -> lu. That gives "huaceblu". Then, Split into three blocks "hua", "ceb", "lu" and reverse their order to "lu", "ceb", "hua", giving "lucebhua".
result = "lucebhua"


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 "morbu", 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 m and o -> om; swap r and b -> br; u has no partner so it stays. That gives "ombru". Then, Split into three blocks "om", "br", "u" and reverse their order to "u", "br", "om", giving "ubrom".
result = "ubrom"


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 "urvhp", 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 u and r -> ru; swap v and h -> hv; p has no partner so it stays. That gives "ruhvp". Then, Split into three blocks "ru", "hv", "p" and reverse their order to "p", "hv", "ru", giving "phvru".
result = "phvru"


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 "aozcxqr", 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 o -> oa; swap z and c -> cz; swap x and q -> qx; r has no partner so it stays. That gives "oaczqxr". Then, Split into three blocks "oac", "zq", "xr" and reverse their order to "xr", "zq", "oac", giving "xrzqoac".
result = "xrzqoac"


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 "vqcxx", 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 v and q -> qv; swap c and x -> xc; x has no partner so it stays. That gives "qvxcx". Then, Split into three blocks "qv", "xc", "x" and reverse their order to "x", "xc", "qv", giving "xxcqv".
result = "xxcqv"


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 "izcihxy", 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 z -> zi; swap c and i -> ic; swap h and x -> xh; y has no partner so it stays. That gives "ziicxhy". Then, Split into three blocks "zii", "cx", "hy" and reverse their order to "hy", "cx", "zii", giving "hycxzii".
result = "hycxzii"


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 "hxuop", 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 x -> xh; swap u and o -> ou; p has no partner so it stays. That gives "xhoup". Then, Split into three blocks "xh", "ou", "p" and reverse their order to "p", "ou", "xh", giving "pouxh".
result = "pouxh"


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 "cpvjybt", 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 p -> pc; swap v and j -> jv; swap y and b -> by; t has no partner so it stays. That gives "pcjvbyt". Then, Split into three blocks "pcj", "vb", "yt" and reverse their order to "yt", "vb", "pcj", giving "ytvbpcj".
result = "ytvbpcj"


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 "ugctekiu", 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 u and g -> gu; swap c and t -> tc; swap e and k -> ke; swap i and u -> ui. That gives "gutckeui". Then, Split into three blocks "gut", "cke", "ui" and reverse their order to "ui", "cke", "gut", giving "uickegut".
result = "uickegut"


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 "wjtseapb", 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 w and j -> jw; swap t and s -> st; swap e and a -> ae; swap p and b -> bp. That gives "jwstaebp". Then, Split into three blocks "jws", "tae", "bp" and reverse their order to "bp", "tae", "jws", giving "bptaejws".
result = "bptaejws"


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 "ivdwgvp", 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 v -> vi; swap d and w -> wd; swap g and v -> vg; p has no partner so it stays. That gives "viwdvgp". Then, Split into three blocks "viw", "dv", "gp" and reverse their order to "gp", "dv", "viw", giving "gpdvviw".
result = "gpdvviw"


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 "wqjoooy", 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 w and q -> qw; swap j and o -> oj; swap o and o -> oo; y has no partner so it stays. That gives "qwojooy". Then, Split into three blocks "qwo", "jo", "oy" and reverse their order to "oy", "jo", "qwo", giving "oyjoqwo".
result = "oyjoqwo"


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 "rgjcp", 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 g -> gr; swap j and c -> cj; p has no partner so it stays. That gives "grcjp". Then, Split into three blocks "gr", "cj", "p" and reverse their order to "p", "cj", "gr", giving "pcjgr".
result = "pcjgr"


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 "jocqo", 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 o -> oj; swap c and q -> qc; o has no partner so it stays. That gives "ojqco". Then, Split into three blocks "oj", "qc", "o" and reverse their order to "o", "qc", "oj", giving "oqcoj".
result = "oqcoj"


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 "mggcsce", 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 m and g -> gm; swap g and c -> cg; swap s and c -> cs; e has no partner so it stays. That gives "gmcgcse". Then, Split into three blocks "gmc", "gc", "se" and reverse their order to "se", "gc", "gmc", giving "segcgmc".
result = "segcgmc"


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 "qiletuqi", 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 i -> iq; swap l and e -> el; swap t and u -> ut; swap q and i -> iq. That gives "iqelutiq". Then, Split into three blocks "iqe", "lut", "iq" and reverse their order to "iq", "lut", "iqe", giving "iqlutiqe".
result = "iqlutiqe"


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 "wlhpp", 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 w and l -> lw; swap h and p -> ph; p has no partner so it stays. That gives "lwphp". Then, Split into three blocks "lw", "ph", "p" and reverse their order to "p", "ph", "lw", giving "pphlw".
result = "pphlw"


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 "afapvom", 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 f -> fa; swap a and p -> pa; swap v and o -> ov; m has no partner so it stays. That gives "fapaovm". Then, Split into three blocks "fap", "ao", "vm" and reverse their order to "vm", "ao", "fap", giving "vmaofap".
result = "vmaofap"


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 "xenlmkd", 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 x and e -> ex; swap n and l -> ln; swap m and k -> km; d has no partner so it stays. That gives "exlnkmd". Then, Split into three blocks "exl", "nk", "md" and reverse their order to "md", "nk", "exl", giving "mdnkexl".
result = "mdnkexl"


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 "akykmdg", 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 y and k -> ky; swap m and d -> dm; g has no partner so it stays. That gives "kakydmg". Then, Split into three blocks "kak", "yd", "mg" and reverse their order to "mg", "yd", "kak", giving "mgydkak".
result = "mgydkak"


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 "axjilcmm", 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 x -> xa; swap j and i -> ij; swap l and c -> cl; swap m and m -> mm. That gives "xaijclmm". Then, Split into three blocks "xai", "jcl", "mm" and reverse their order to "mm", "jcl", "xai", giving "mmjclxai".
result = "mmjclxai"


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 "clnyibid", 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 l -> lc; swap n and y -> yn; swap i and b -> bi; swap i and d -> di. That gives "lcynbidi". Then, Split into three blocks "lcy", "nbi", "di" and reverse their order to "di", "nbi", "lcy", giving "dinbilcy".
result = "dinbilcy"


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 "vjueh", 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 v and j -> jv; swap u and e -> eu; h has no partner so it stays. That gives "jveuh". Then, Split into three blocks "jv", "eu", "h" and reverse their order to "h", "eu", "jv", giving "heujv".
result = "heujv"


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 "nqkgylz", 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 n and q -> qn; swap k and g -> gk; swap y and l -> ly; z has no partner so it stays. That gives "qngklyz". Then, Split into three blocks "qng", "kl", "yz" and reverse their order to "yz", "kl", "qng", giving "yzklqng".
result = "yzklqng"


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 "azyumrr", 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 z -> za; swap y and u -> uy; swap m and r -> rm; r has no partner so it stays. That gives "zauyrmr". Then, Split into three blocks "zau", "yr", "mr" and reverse their order to "mr", "yr", "zau", giving "mryrzau".
result = "mryrzau"


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 "xcbxn", 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 x and c -> cx; swap b and x -> xb; n has no partner so it stays. That gives "cxxbn". Then, Split into three blocks "cx", "xb", "n" and reverse their order to "n", "xb", "cx", giving "nxbcx".
result = "nxbcx"


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 "tyeujpb", 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 y -> yt; swap e and u -> ue; swap j and p -> pj; b has no partner so it stays. That gives "ytuepjb". Then, Split into three blocks "ytu", "ep", "jb" and reverse their order to "jb", "ep", "ytu", giving "jbepytu".
result = "jbepytu"


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 "efpnkjji", 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 f -> fe; swap p and n -> np; swap k and j -> jk; swap j and i -> ij. That gives "fenpjkij". Then, Split into three blocks "fen", "pjk", "ij" and reverse their order to "ij", "pjk", "fen", giving "ijpjkfen".
result = "ijpjkfen"


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 "xuimuhjp", 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 x and u -> ux; swap i and m -> mi; swap u and h -> hu; swap j and p -> pj. That gives "uxmihupj". Then, Split into three blocks "uxm", "ihu", "pj" and reverse their order to "pj", "ihu", "uxm", giving "pjihuuxm".
result = "pjihuuxm"


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 "vmdfufcg", 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 v and m -> mv; swap d and f -> fd; swap u and f -> fu; swap c and g -> gc. That gives "mvfdfugc". Then, Split into three blocks "mvf", "dfu", "gc" and reverse their order to "gc", "dfu", "mvf", giving "gcdfumvf".
result = "gcdfumvf"


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 "zprhokyo", 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 p -> pz; swap r and h -> hr; swap o and k -> ko; swap y and o -> oy. That gives "pzhrkooy". Then, Split into three blocks "pzh", "rko", "oy" and reverse their order to "oy", "rko", "pzh", giving "oyrkopzh".
result = "oyrkopzh"


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 "erghcfk", 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 r -> re; swap g and h -> hg; swap c and f -> fc; k has no partner so it stays. That gives "rehgfck". Then, Split into three blocks "reh", "gf", "ck" and reverse their order to "ck", "gf", "reh", giving "ckgfreh".
result = "ckgfreh"


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 "ckhlizsg", 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 k -> kc; swap h and l -> lh; swap i and z -> zi; swap s and g -> gs. That gives "kclhzigs". Then, Split into three blocks "kcl", "hzi", "gs" and reverse their order to "gs", "hzi", "kcl", giving "gshzikcl".
result = "gshzikcl"


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 "gmikybpi", 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 i and k -> ki; swap y and b -> by; swap p and i -> ip. That gives "mgkibyip". Then, Split into three blocks "mgk", "iby", "ip" and reverse their order to "ip", "iby", "mgk", giving "ipibymgk".
result = "ipibymgk"


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 "levqquzg", 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 e -> el; swap v and q -> qv; swap q and u -> uq; swap z and g -> gz. That gives "elqvuqgz". Then, Split into three blocks "elq", "vuq", "gz" and reverse their order to "gz", "vuq", "elq", giving "gzvuqelq".
result = "gzvuqelq"


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 "ihmmu", 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 h -> hi; swap m and m -> mm; u has no partner so it stays. That gives "himmu". Then, Split into three blocks "hi", "mm", "u" and reverse their order to "u", "mm", "hi", giving "ummhi".
result = "ummhi"


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 "njaebnw", 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 n and j -> jn; swap a and e -> ea; swap b and n -> nb; w has no partner so it stays. That gives "jneanbw". Then, Split into three blocks "jne", "an", "bw" and reverse their order to "bw", "an", "jne", giving "bwanjne".
result = "bwanjne"


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 "spacmqo", 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 p -> ps; swap a and c -> ca; swap m and q -> qm; o has no partner so it stays. That gives "pscaqmo". Then, Split into three blocks "psc", "aq", "mo" and reverse their order to "mo", "aq", "psc", giving "moaqpsc".
result = "moaqpsc"


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 "hzdheeq", 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 z -> zh; swap d and h -> hd; swap e and e -> ee; q has no partner so it stays. That gives "zhhdeeq". Then, Split into three blocks "zhh", "de", "eq" and reverse their order to "eq", "de", "zhh", giving "eqdezhh".
result = "eqdezhh"


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 "dxwuyocr", 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 x -> xd; swap w and u -> uw; swap y and o -> oy; swap c and r -> rc. That gives "xduwoyrc". Then, Split into three blocks "xdu", "woy", "rc" and reverse their order to "rc", "woy", "xdu", giving "rcwoyxdu".
result = "rcwoyxdu"


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 "azehs", 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 z -> za; swap e and h -> he; s has no partner so it stays. That gives "zahes". Then, Split into three blocks "za", "he", "s" and reverse their order to "s", "he", "za", giving "sheza".
result = "sheza"


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 "uwjeu", 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 u and w -> wu; swap j and e -> ej; u has no partner so it stays. That gives "wueju". Then, Split into three blocks "wu", "ej", "u" and reverse their order to "u", "ej", "wu", giving "uejwu".
result = "uejwu"


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 "qunwydd", 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 u -> uq; swap n and w -> wn; swap y and d -> dy; d has no partner so it stays. That gives "uqwndyd". Then, Split into three blocks "uqw", "nd", "yd" and reverse their order to "yd", "nd", "uqw", giving "ydnduqw".
result = "ydnduqw"


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 "jqsgm", 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 q -> qj; swap s and g -> gs; m has no partner so it stays. That gives "qjgsm". Then, Split into three blocks "qj", "gs", "m" and reverse their order to "m", "gs", "qj", giving "mgsqj".
result = "mgsqj"


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 "hztaarj", 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 z -> zh; swap t and a -> at; swap a and r -> ra; j has no partner so it stays. That gives "zhatraj". Then, Split into three blocks "zha", "tr", "aj" and reverse their order to "aj", "tr", "zha", giving "ajtrzha".
result = "ajtrzha"


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 "ikuhpqh", 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 k -> ki; swap u and h -> hu; swap p and q -> qp; h has no partner so it stays. That gives "kihuqph". Then, Split into three blocks "kih", "uq", "ph" and reverse their order to "ph", "uq", "kih", giving "phuqkih".
result = "phuqkih"


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 "hanwujba", 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 a -> ah; swap n and w -> wn; swap u and j -> ju; swap b and a -> ab. That gives "ahwnjuab". Then, Split into three blocks "ahw", "nju", "ab" and reverse their order to "ab", "nju", "ahw", giving "abnjuahw".
result = "abnjuahw"


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 "pvunc", 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 p and v -> vp; swap u and n -> nu; c has no partner so it stays. That gives "vpnuc". Then, Split into three blocks "vp", "nu", "c" and reverse their order to "c", "nu", "vp", giving "cnuvp".
result = "cnuvp"


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 "hvnlhpb", 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 v -> vh; swap n and l -> ln; swap h and p -> ph; b has no partner so it stays. That gives "vhlnphb". Then, Split into three blocks "vhl", "np", "hb" and reverse their order to "hb", "np", "vhl", giving "hbnpvhl".
result = "hbnpvhl"


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 "kwnlvmga", 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 w -> wk; swap n and l -> ln; swap v and m -> mv; swap g and a -> ag. That gives "wklnmvag". Then, Split into three blocks "wkl", "nmv", "ag" and reverse their order to "ag", "nmv", "wkl", giving "agnmvwkl".
result = "agnmvwkl"


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 "xqcgpgj", 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 x and q -> qx; swap c and g -> gc; swap p and g -> gp; j has no partner so it stays. That gives "qxgcgpj". Then, Split into three blocks "qxg", "cg", "pj" and reverse their order to "pj", "cg", "qxg", giving "pjcgqxg".
result = "pjcgqxg"


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 "hohiy", 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 o -> oh; swap h and i -> ih; y has no partner so it stays. That gives "ohihy". Then, Split into three blocks "oh", "ih", "y" and reverse their order to "y", "ih", "oh", giving "yihoh".
result = "yihoh"


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 "dtptfhp", 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 t -> td; swap p and t -> tp; swap f and h -> hf; p has no partner so it stays. That gives "tdtphfp". Then, Split into three blocks "tdt", "ph", "fp" and reverse their order to "fp", "ph", "tdt", giving "fpphtdt".
result = "fpphtdt"


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 "vbtembg", 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 v and b -> bv; swap t and e -> et; swap m and b -> bm; g has no partner so it stays. That gives "bvetbmg". Then, Split into three blocks "bve", "tb", "mg" and reverse their order to "mg", "tb", "bve", giving "mgtbbve".
result = "mgtbbve"


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 "tenbw", 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 e -> et; swap n and b -> bn; w has no partner so it stays. That gives "etbnw". Then, Split into three blocks "et", "bn", "w" and reverse their order to "w", "bn", "et", giving "wbnet".
result = "wbnet"


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 "fmowk", 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 f and m -> mf; swap o and w -> wo; k has no partner so it stays. That gives "mfwok". Then, Split into three blocks "mf", "wo", "k" and reverse their order to "k", "wo", "mf", giving "kwomf".
result = "kwomf"


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 "dcfkgfuq", 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 f and k -> kf; swap g and f -> fg; swap u and q -> qu. That gives "cdkffgqu". Then, Split into three blocks "cdk", "ffg", "qu" and reverse their order to "qu", "ffg", "cdk", giving "quffgcdk".
result = "quffgcdk"


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 "objvxmlk", 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 o and b -> bo; swap j and v -> vj; swap x and m -> mx; swap l and k -> kl. That gives "bovjmxkl". Then, Split into three blocks "bov", "jmx", "kl" and reverse their order to "kl", "jmx", "bov", giving "kljmxbov".
result = "kljmxbov"


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 "fdacicl", 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 f and d -> df; swap a and c -> ca; swap i and c -> ci; l has no partner so it stays. That gives "dfcacil". Then, Split into three blocks "dfc", "ac", "il" and reverse their order to "il", "ac", "dfc", giving "ilacdfc".
result = "ilacdfc"


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 "drygmly", 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 r -> rd; swap y and g -> gy; swap m and l -> lm; y has no partner so it stays. That gives "rdgylmy". Then, Split into three blocks "rdg", "yl", "my" and reverse their order to "my", "yl", "rdg", giving "myylrdg".
result = "myylrdg"


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 "zncbwpg", 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 n -> nz; swap c and b -> bc; swap w and p -> pw; g has no partner so it stays. That gives "nzbcpwg". Then, Split into three blocks "nzb", "cp", "wg" and reverse their order to "wg", "cp", "nzb", giving "wgcpnzb".
result = "wgcpnzb"


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 "rogklxp", 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 o -> or; swap g and k -> kg; swap l and x -> xl; p has no partner so it stays. That gives "orkgxlp". Then, Split into three blocks "ork", "gx", "lp" and reverse their order to "lp", "gx", "ork", giving "lpgxork".
result = "lpgxork"


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 "unhzu", 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 u and n -> nu; swap h and z -> zh; u has no partner so it stays. That gives "nuzhu". Then, Split into three blocks "nu", "zh", "u" and reverse their order to "u", "zh", "nu", giving "uzhnu".
result = "uzhnu"


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 "bmboczb", 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 b and m -> mb; swap b and o -> ob; swap c and z -> zc; b has no partner so it stays. That gives "mbobzcb". Then, Split into three blocks "mbo", "bz", "cb" and reverse their order to "cb", "bz", "mbo", giving "cbbzmbo".
result = "cbbzmbo"


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 "gxctkli", 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 x -> xg; swap c and t -> tc; swap k and l -> lk; i has no partner so it stays. That gives "xgtclki". Then, Split into three blocks "xgt", "cl", "ki" and reverse their order to "ki", "cl", "xgt", giving "kiclxgt".
result = "kiclxgt"


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 "tbixwwk", 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 b -> bt; swap i and x -> xi; swap w and w -> ww; k has no partner so it stays. That gives "btxiwwk". Then, Split into three blocks "btx", "iw", "wk" and reverse their order to "wk", "iw", "btx", giving "wkiwbtx".
result = "wkiwbtx"


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 "jaxytzu", 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 a -> aj; swap x and y -> yx; swap t and z -> zt; u has no partner so it stays. That gives "ajyxztu". Then, Split into three blocks "ajy", "xz", "tu" and reverse their order to "tu", "xz", "ajy", giving "tuxzajy".
result = "tuxzajy"


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 "ahdpw", 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 h -> ha; swap d and p -> pd; w has no partner so it stays. That gives "hapdw". Then, Split into three blocks "ha", "pd", "w" and reverse their order to "w", "pd", "ha", giving "wpdha".
result = "wpdha"


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 "ymzinpe", 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 m -> my; swap z and i -> iz; swap n and p -> pn; e has no partner so it stays. That gives "myizpne". Then, Split into three blocks "myi", "zp", "ne" and reverse their order to "ne", "zp", "myi", giving "nezpmyi".
result = "nezpmyi"


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 "fazxjwy", 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 f and a -> af; swap z and x -> xz; swap j and w -> wj; y has no partner so it stays. That gives "afxzwjy". Then, Split into three blocks "afx", "zw", "jy" and reverse their order to "jy", "zw", "afx", giving "jyzwafx".
result = "jyzwafx"


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 "thkko", 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 h -> ht; swap k and k -> kk; o has no partner so it stays. That gives "htkko". Then, Split into three blocks "ht", "kk", "o" and reverse their order to "o", "kk", "ht", giving "okkht".
result = "okkht"


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 "zztcqgm", 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 z -> zz; swap t and c -> ct; swap q and g -> gq; m has no partner so it stays. That gives "zzctgqm". Then, Split into three blocks "zzc", "tg", "qm" and reverse their order to "qm", "tg", "zzc", giving "qmtgzzc".
result = "qmtgzzc"


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 "hncub", 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 n -> nh; swap c and u -> uc; b has no partner so it stays. That gives "nhucb". Then, Split into three blocks "nh", "uc", "b" and reverse their order to "b", "uc", "nh", giving "bucnh".
result = "bucnh"


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 "rrkfndc", 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 r -> rr; swap k and f -> fk; swap n and d -> dn; c has no partner so it stays. That gives "rrfkdnc". Then, Split into three blocks "rrf", "kd", "nc" and reverse their order to "nc", "kd", "rrf", giving "nckdrrf".
result = "nckdrrf"


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 "tcgdnpw", 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 c -> ct; swap g and d -> dg; swap n and p -> pn; w has no partner so it stays. That gives "ctdgpnw". Then, Split into three blocks "ctd", "gp", "nw" and reverse their order to "nw", "gp", "ctd", giving "nwgpctd".
result = "nwgpctd"


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 "fhenotv", 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 f and h -> hf; swap e and n -> ne; swap o and t -> to; v has no partner so it stays. That gives "hfnetov". Then, Split into three blocks "hfn", "et", "ov" and reverse their order to "ov", "et", "hfn", giving "ovethfn".
result = "ovethfn"


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 "xryvy", 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 x and r -> rx; swap y and v -> vy; y has no partner so it stays. That gives "rxvyy". Then, Split into three blocks "rx", "vy", "y" and reverse their order to "y", "vy", "rx", giving "yvyrx".
result = "yvyrx"