ghc: module version changed to 1; reason: no old .hi file
__export ShouldSucceed absAnd absIf bottom f f_rec f_rec0 f_rec1 f_rec2 fac fac_rec fac_rec0 fac_rec1 fac_rec2 fac_rec3 fac_rec4 g g_rec g_rec0 g_rec1 g_rec2 g_rec3 g_rec4 g_rec5 g_rec6 g_rec7 g_rec8 head one s_1_0 s_2_0 s_2_1 s_3_0 s_3_1 s_3_2;
1 absAnd :: __forall [t] => t -> t -> t ;
-1 absIf :: __forall [t _116 _1161] => _116 -> t -> _1161 -> _116 ;
+1 absIf :: __forall [t t1 t2] => t1 -> t -> t2 -> t1 ;
1 bottom :: __forall [t] => [t] -> t ;
1 f :: __forall [t] => t -> t ;
-1 f_rec :: __forall [t _116] => (_116 -> t) -> _116 -> t ;
+1 f_rec :: __forall [t t1] => (t1 -> t) -> t1 -> t ;
1 f_rec0 :: __forall [t] => t -> t ;
1 f_rec1 :: __forall [t] => t -> t ;
1 f_rec2 :: __forall [t] => t -> t ;
-1 fac :: __forall [t _116 _1161 _1162 _1163 _1164 _1165 _1166 _1167 _1168 _1169] => (t, (_1167, (_116, (_1161, (_1162, _1163)))), (_1168, (_116, (_1161, (_1162, _1163))), (_1164, (_1161, (_1162, _1163)), (_1165, (_1162, _1163), (_1166, _1163, _1163))))) -> (_1169, (_1167, (_116, (_1161, (_1162, _1163))))) -> t ;
-1 fac_rec :: __forall [t _116 _1161 _1162 _1163] => (_1162 -> t -> _116) -> (_1161, t, _1162) -> (_1163, t) -> _1161 ;
+1 fac :: __forall [t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10] => (t, (t8, (t1, (t2, (t3, t4)))), (t9, (t1, (t2, (t3, t4))), (t5, (t2, (t3, t4)), (t6, (t3, t4), (t7, t4, t4))))) -> (t10, (t8, (t1, (t2, (t3, t4))))) -> t ;
+1 fac_rec :: __forall [t t1 t2 t3 t4] => (t3 -> t -> t1) -> (t2, t, t3) -> (t4, t) -> t2 ;
1 fac_rec0 :: __forall [t] => t -> t -> t ;
-1 fac_rec1 :: __forall [t _116 _1161] => (t, _116, _116) -> (_1161, _116) -> t ;
-1 fac_rec2 :: __forall [t _116 _1161 _1162 _1163] => (t, (_1161, _116), (_1162, _116, _116)) -> (_1163, (_1161, _116)) -> t ;
-1 fac_rec3 :: __forall [t _116 _1161 _1162 _1163 _1164 _1165] => (t, (_1163, (_116, _1161)), (_1164, (_116, _1161), (_1162, _1161, _1161))) -> (_1165, (_1163, (_116, _1161))) -> t ;
-1 fac_rec4 :: __forall [t _116 _1161 _1162 _1163 _1164 _1165 _1166 _1167] => (t, (_1165, (_116, (_1161, _1162))), (_1166, (_116, (_1161, _1162)), (_1163, (_1161, _1162), (_1164, _1162, _1162)))) -> (_1167, (_1165, (_116, (_1161, _1162)))) -> t ;
-1 g :: __forall [t _116 _1161 _1162 _1163 _1164 _1165 _1166 _1167 _1168 _1169 _11610 _11611 _11612 _11613 _11614 _11615 _11616 _11617 _11618 _11619 _11620 _11621 _11622 _11623 _11624 _11625 _11626 _11627 _11628 _11629 _11630 _11631 _11632 _11633 _11634 _11635 _11636 _11637 _11638 _11639 _11640 _11641 _11642 _11643 _11644 _11645 _11646 _11647 _11648 _11649 _11650 _11651 _11652 _11653 _11654 _11655 _11656 _11657 _11658 _11659 _11660 _11661 _11662 _11663 _11664 _11665 _11666 _11667 _11668 _11669 _11670 _11671 _11672 _11673 _11674 _11675 _11676 _11677 _11678 _11679 _11680 _11681 _11682 _11683 _11684 _11685 _11686 _11687 _11688 _11689 _11690 _11691 _11692 _11693 _11694 _11695 _11696 _11697 _11698 _11699 _116100 _116101 _116102 _116103 _116104 _116105 _116106 _116107 _116108 _116109 _116110 _116111 _116112 _116113 _116114 _116115 _116116 _116117 _116118 _116119 _116120 _116121 _116122 _116123 _116124 _116125 _116126 _116127 _116128 _116129 _116130 _116131 _116132 _116133 _116134 _116135 _116136 _116137 _116138 _116139 _116140 _116141 _116142 _116143 _116144 _116145 _116146 _116147 _116148 _116149 _116150 _116151 _116152 _116153 _116154 _116155 _116156 _116157 _116158 _116159 _116160 _116161 _116162 _116163 _116164 _116165 _116166 _116167 _116168 _116169 _116170 _116171 _116172 _116173 _116174 _116175 _116176 _116177 _116178 _116179 _116180 _116181 _116182 _116183 _116184 _116185 _116186 _116187 _116188 _116189 _116190 _116191 _116192 _116193 _116194 _116195 _116196 _116197 _116198 _116199 _116200 _116201 _116202 _116203 _116204 _116205 _116206 _116207 _116208 _116209 _116210 _116211 _116212 _116213 _116214 _116215 _116216 _116217 _116218 _116219 _116220 _116221 _116222 _116223 _116224 _116225 _116226 _116227 _116228 _116229 _116230 _116231 _116232 _116233 _116234 _116235 _116236 _116237 _116238 _116239 _116240 _116241 _116242 _116243 _116244 _116245 _116246 _116247 _116248 _116249 _116250 _116251 _116252 _116253 _116254 _116255 _116256 _116257 _116258 _116259 _116260 _116261 _116262 _116263 _116264 _116265 _116266 _116267 _116268 _116269 _116270 _116271 _116272 _116273 _116274 _116275 _116276 _116277 _116278 _116279 _116280 _116281 _116282 _116283 _116284 _116285 _116286 _116287 _116288 _116289 _116290 _116291 _116292 _116293 _116294 _116295 _116296 _116297 _116298 _116299 _116300 _116301 _116302 _116303 _116304 _116305 _116306 _116307 _116308 _116309 _116310 _116311 _116312 _116313 _116314 _116315 _116316 _116317 _116318 _116319 _116320 _116321 _116322 _116323 _116324 _116325 _116326 _116327 _116328 _116329 _116330 _116331 _116332 _116333 _116334 _116335 _116336 _116337 _116338 _116339 _116340 _116341 _116342 _116343 _116344 _116345 _116346 _116347 _116348 _116349 _116350 _116351 _116352 _116353 _116354 _116355 _116356 _116357 _116358 _116359 _116360 _116361 _116362 _116363 _116364 _116365 _116366 _116367 _116368 _116369 _116370 _116371 _116372 _116373 _116374 _116375 _116376 _116377 _116378 _116379 _116380 _116381 _116382 _116383 _116384 _116385 _116386 _116387 _116388 _116389 _116390 _116391 _116392 _116393 _116394 _116395 _116396 _116397 _116398 _116399 _116400 _116401 _116402 _116403 _116404 _116405 _116406 _116407 _116408 _116409 _116410 _116411 _116412 _116413 _116414 _116415 _116416 _116417 _116418 _116419 _116420 _116421 _116422 _116423 _116424 _116425 _116426 _116427 _116428 _116429 _116430 _116431 _116432 _116433 _116434 _116435 _116436 _116437 _116438 _116439 _116440 _116441 _116442 _116443 _116444 _116445 _116446 _116447 _116448 _116449 _116450 _116451 _116452 _116453 _116454 _116455 _116456 _116457 _116458 _116459 _116460 _116461 _116462 _116463 _116464 _116465 _116466 _116467 _116468 _116469 _116470 _116471 _116472 _116473 _116474 _116475 _116476 _116477 _116478 _116479 _116480 _116481 _116482 _116483 _116484 _116485 _116486 _116487 _116488 _116489 _116490 _116491 _116492 _116493 _116494 _116495 _116496 _116497 _116498 _116499 _116500 _116501 _116502 _116503 _116504 _116505 _116506 _116507 _116508 _116509 _116510 _116511 _116512 _116513 _116514] => _116514 -> _116 -> (_116514, _116258, _116257) -> (t, (_116256, (_1161, (_1162, (_1163, (_1164, (_1165, (_1166, (_1167, _1168, _1168), (_1167, _1169, _1169)), (_1166, (_11610, _11611, _11611), (_11610, _11612, _11612))), (_1165, (_11613, (_11614, _11615, _11615), (_11614, _11616, _11616)), (_11613, (_11617, _11618, _11618), (_11617, _11619, _11619)))), (_1164, (_11620, (_11621, (_11622, _11623, _11623), (_11622, _11624, _11624)), (_11621, (_11625, _11626, _11626), (_11625, _11627, _11627))), (_11620, (_11628, (_11629, _11630, _11630), (_11629, _11631, _11631)), (_11628, (_11632, _11633, _11633), (_11632, _11634, _11634))))), (_1163, (_11635, (_11636, (_11637, (_11638, _11639, _11639), (_11638, _11640, _11640)), (_11637, (_11641, _11642, _11642), (_11641, _11643, _11643))), (_11636, (_11644, (_11645, _11646, _11646), (_11645, _11647, _11647)), (_11644, (_11648, _11649, _11649), (_11648, _11650, _11650)))), (_11635, (_11651, (_11652, (_11653, _11654, _11654), (_11653, _11655, _11655)), (_11652, (_11656, _11657, _11657), (_11656, _11658, _11658))), (_11651, (_11659, (_11660, _11661, _11661), (_11660, _11662, _11662)), (_11659, (_11663, _11664, _11664), (_11663, _11665, _11665)))))), (_1162, (_11666, (_11667, (_11668, (_11669, (_11670, _11671, _11671), (_11670, _11672, _11672)), (_11669, (_11673, _11674, _11674), (_11673, _11675, _11675))), (_11668, (_11676, (_11677, _11678, _11678), (_11677, _11679, _11679)), (_11676, (_11680, _11681, _11681), (_11680, _11682, _11682)))), (_11667, (_11683, (_11684, (_11685, _11686, _11686), (_11685, _11687, _11687)), (_11684, (_11688, _11689, _11689), (_11688, _11690, _11690))), (_11683, (_11691, (_11692, _11693, _11693), (_11692, _11694, _11694)), (_11691, (_11695, _11696, _11696), (_11695, _11697, _11697))))), (_11666, (_11698, (_11699, (_116100, (_116101, _116102, _116102), (_116101, _116103, _116103)), (_116100, (_116104, _116105, _116105), (_116104, _116106, _116106))), (_11699, (_116107, (_116108, _116109, _116109), (_116108, _116110, _116110)), (_116107, (_116111, _116112, _116112), (_116111, _116113, _116113)))), (_11698, (_116114, (_116115, (_116116, _116117, _116117), (_116116, _116118, _116118)), (_116115, (_116119, _116120, _116120), (_116119, _116121, _116121))), (_116114, (_116122, (_116123, _116124, _116124), (_116123, _116125, _116125)), (_116122, (_116126, _116127, _116127), (_116126, _116128, _116128))))))), (_1161, (_116129, (_116130, (_116131, (_116132, (_116133, (_116134, _116135, _116135), (_116134, _116136, _116136)), (_116133, (_116137, _116138, _116138), (_116137, _116139, _116139))), (_116132, (_116140, (_116141, _116142, _116142), (_116141, _116143, _116143)), (_116140, (_116144, _116145, _116145), (_116144, _116146, _116146)))), (_116131, (_116147, (_116148, (_116149, _116150, _116150), (_116149, _116151, _116151)), (_116148, (_116152, _116153, _116153), (_116152, _116154, _116154))), (_116147, (_116155, (_116156, _116157, _116157), (_116156, _116158, _116158)), (_116155, (_116159, _116160, _116160), (_116159, _116161, _116161))))), (_116130, (_116162, (_116163, (_116164, (_116165, _116166, _116166), (_116165, _116167, _116167)), (_116164, (_116168, _116169, _116169), (_116168, _116170, _116170))), (_116163, (_116171, (_116172, _116173, _116173), (_116172, _116174, _116174)), (_116171, (_116175, _116176, _116176), (_116175, _116177, _116177)))), (_116162, (_116178, (_116179, (_116180, _116181, _116181), (_116180, _116182, _116182)), (_116179, (_116183, _116184, _116184), (_116183, _116185, _116185))), (_116178, (_116186, (_116187, _116188, _116188), (_116187, _116189, _116189)), (_116186, (_116190, _116191, _116191), (_116190, _116192, _116192)))))), (_116129, (_116193, (_116194, (_116195, (_116196, (_116197, _116198, _116198), (_116197, _116199, _116199)), (_116196, (_116200, _116201, _116201), (_116200, _116202, _116202))), (_116195, (_116203, (_116204, _116205, _116205), (_116204, _116206, _116206)), (_116203, (_116207, _116208, _116208), (_116207, _116209, _116209)))), (_116194, (_116210, (_116211, (_116212, _116213, _116213), (_116212, _116214, _116214)), (_116211, (_116215, _116216, _116216), (_116215, _116217, _116217))), (_116210, (_116218, (_116219, _116220, _116220), (_116219, _116221, _116221)), (_116218, (_116222, _116223, _116223), (_116222, _116224, _116224))))), (_116193, (_116225, (_116226, (_116227, (_116228, _116229, _116229), (_116228, _116230, _116230)), (_116227, (_116231, _116232, _116232), (_116231, _116233, _116233))), (_116226, (_116234, (_116235, _116236, _116236), (_116235, _116237, _116237)), (_116234, (_116238, _116239, _116239), (_116238, _116240, _116240)))), (_116225, (_116241, (_116242, (_116243, _116244, _116244), (_116243, _116245, _116245)), (_116242, (_116246, _116247, _116247), (_116246, _116248, _116248))), (_116241, (_116249, (_116250, _116251, _116251), (_116250, _116252, _116252)), (_116249, (_116253, _116254, _116254), (_116253, _116255, _116255)))))))), (_116256, (_116259, (_116260, (_116261, (_116262, (_116263, (_116264, (_116265, _116266, _116266), (_116265, _116267, _116267)), (_116264, (_116268, _116269, _116269), (_116268, _116270, _116270))), (_116263, (_116271, (_116272, _116273, _116273), (_116272, _116274, _116274)), (_116271, (_116275, _116276, _116276), (_116275, _116277, _116277)))), (_116262, (_116278, (_116279, (_116280, _116281, _116281), (_116280, _116282, _116282)), (_116279, (_116283, _116284, _116284), (_116283, _116285, _116285))), (_116278, (_116286, (_116287, _116288, _116288), (_116287, _116289, _116289)), (_116286, (_116290, _116291, _116291), (_116290, _116292, _116292))))), (_116261, (_116293, (_116294, (_116295, (_116296, _116297, _116297), (_116296, _116298, _116298)), (_116295, (_116299, _116300, _116300), (_116299, _116301, _116301))), (_116294, (_116302, (_116303, _116304, _116304), (_116303, _116305, _116305)), (_116302, (_116306, _116307, _116307), (_116306, _116308, _116308)))), (_116293, (_116309, (_116310, (_116311, _116312, _116312), (_116311, _116313, _116313)), (_116310, (_116314, _116315, _116315), (_116314, _116316, _116316))), (_116309, (_116317, (_116318, _116319, _116319), (_116318, _116320, _116320)), (_116317, (_116321, _116322, _116322), (_116321, _116323, _116323)))))), (_116260, (_116324, (_116325, (_116326, (_116327, (_116328, _116329, _116329), (_116328, _116330, _116330)), (_116327, (_116331, _116332, _116332), (_116331, _116333, _116333))), (_116326, (_116334, (_116335, _116336, _116336), (_116335, _116337, _116337)), (_116334, (_116338, _116339, _116339), (_116338, _116340, _116340)))), (_116325, (_116341, (_116342, (_116343, _116344, _116344), (_116343, _116345, _116345)), (_116342, (_116346, _116347, _116347), (_116346, _116348, _116348))), (_116341, (_116349, (_116350, _116351, _116351), (_116350, _116352, _116352)), (_116349, (_116353, _116354, _116354), (_116353, _116355, _116355))))), (_116324, (_116356, (_116357, (_116358, (_116359, _116360, _116360), (_116359, _116361, _116361)), (_116358, (_116362, _116363, _116363), (_116362, _116364, _116364))), (_116357, (_116365, (_116366, _116367, _116367), (_116366, _116368, _116368)), (_116365, (_116369, _116370, _116370), (_116369, _116371, _116371)))), (_116356, (_116372, (_116373, (_116374, _116375, _116375), (_116374, _116376, _116376)), (_116373, (_116377, _116378, _116378), (_116377, _116379, _116379))), (_116372, (_116380, (_116381, _116382, _116382), (_116381, _116383, _116383)), (_116380, (_116384, _116385, _116385), (_116384, _116386, _116386))))))), (_116259, (_116387, (_116388, (_116389, (_116390, (_116391, (_116392, _116393, _116393), (_116392, _116394, _116394)), (_116391, (_116395, _116396, _116396), (_116395, _116397, _116397))), (_116390, (_116398, (_116399, _116400, _116400), (_116399, _116401, _116401)), (_116398, (_116402, _116403, _116403), (_116402, _116404, _116404)))), (_116389, (_116405, (_116406, (_116407, _116408, _116408), (_116407, _116409, _116409)), (_116406, (_116410, _116411, _116411), (_116410, _116412, _116412))), (_116405, (_116413, (_116414, _116415, _116415), (_116414, _116416, _116416)), (_116413, (_116417, _116418, _116418), (_116417, _116419, _116419))))), (_116388, (_116420, (_116421, (_116422, (_116423, _116424, _116424), (_116423, _116425, _116425)), (_116422, (_116426, _116427, _116427), (_116426, _116428, _116428))), (_116421, (_116429, (_116430, _116431, _116431), (_116430, _116432, _116432)), (_116429, (_116433, _116434, _116434), (_116433, _116435, _116435)))), (_116420, (_116436, (_116437, (_116438, _116439, _116439), (_116438, _116440, _116440)), (_116437, (_116441, _116442, _116442), (_116441, _116443, _116443))), (_116436, (_116444, (_116445, _116446, _116446), (_116445, _116447, _116447)), (_116444, (_116448, _116449, _116449), (_116448, _116450, _116450)))))), (_116387, (_116451, (_116452, (_116453, (_116454, (_116455, _116456, _116456), (_116455, _116457, _116457)), (_116454, (_116458, _116459, _116459), (_116458, _116460, _116460))), (_116453, (_116461, (_116462, _116463, _116463), (_116462, _116464, _116464)), (_116461, (_116465, _116466, _116466), (_116465, _116467, _116467)))), (_116452, (_116468, (_116469, (_116470, _116471, _116471), (_116470, _116472, _116472)), (_116469, (_116473, _116474, _116474), (_116473, _116475, _116475))), (_116468, (_116476, (_116477, _116478, _116478), (_116477, _116479, _116479)), (_116476, (_116480, _116481, _116481), (_116480, _116482, _116482))))), (_116451, (_116483, (_116484, (_116485, (_116486, _116487, _116487), (_116486, _116488, _116488)), (_116485, (_116489, _116490, _116490), (_116489, _116491, _116491))), (_116484, (_116492, (_116493, _116494, _116494), (_116493, _116495, _116495)), (_116492, (_116496, _116497, _116497), (_116496, _116498, _116498)))), (_116483, (_116499, (_116500, (_116501, _116502, _116502), (_116501, _116503, _116503)), (_116500, (_116504, _116505, _116505), (_116504, _116506, _116506))), (_116499, (_116507, (_116508, _116509, _116509), (_116508, _116510, _116510)), (_116507, (_116511, _116512, _116512), (_116511, _116513, _116513))))))))) -> t ;
-1 g_rec :: __forall [t _116 _1161 _1162 _1163 _1164 _1165 _1166 _1167 _1168 _1169] => (_116 -> _1161 -> _1162 -> _1169 -> t) -> (_1167 -> _1163 -> _1164 -> _1165 -> t) -> _1166 -> _116 -> (_1166, _1163, _1167) -> (_1168, _1169, _1165) -> _1168 ;
+1 fac_rec1 :: __forall [t t1 t2] => (t, t1, t1) -> (t2, t1) -> t ;
+1 fac_rec2 :: __forall [t t1 t2 t3 t4] => (t, (t2, t1), (t3, t1, t1)) -> (t4, (t2, t1)) -> t ;
+1 fac_rec3 :: __forall [t t1 t2 t3 t4 t5 t6] => (t, (t4, (t1, t2)), (t5, (t1, t2), (t3, t2, t2))) -> (t6, (t4, (t1, t2))) -> t ;
+1 fac_rec4 :: __forall [t t1 t2 t3 t4 t5 t6 t7 t8] => (t, (t6, (t1, (t2, t3))), (t7, (t1, (t2, t3)), (t4, (t2, t3), (t5, t3, t3)))) -> (t8, (t6, (t1, (t2, t3)))) -> t ;
+1 g :: __forall [t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 t16 t17 t18 t19 t20 t21 t22 t23 t24 t25 t26 t27 t28 t29 t30 t31 t32 t33 t34 t35 t36 t37 t38 t39 t40 t41 t42 t43 t44 t45 t46 t47 t48 t49 t50 t51 t52 t53 t54 t55 t56 t57 t58 t59 t60 t61 t62 t63 t64 t65 t66 t67 t68 t69 t70 t71 t72 t73 t74 t75 t76 t77 t78 t79 t80 t81 t82 t83 t84 t85 t86 t87 t88 t89 t90 t91 t92 t93 t94 t95 t96 t97 t98 t99 t100 t101 t102 t103 t104 t105 t106 t107 t108 t109 t110 t111 t112 t113 t114 t115 t116 t117 t118 t119 t120 t121 t122 t123 t124 t125 t126 t127 t128 t129 t130 t131 t132 t133 t134 t135 t136 t137 t138 t139 t140 t141 t142 t143 t144 t145 t146 t147 t148 t149 t150 t151 t152 t153 t154 t155 t156 t157 t158 t159 t160 t161 t162 t163 t164 t165 t166 t167 t168 t169 t170 t171 t172 t173 t174 t175 t176 t177 t178 t179 t180 t181 t182 t183 t184 t185 t186 t187 t188 t189 t190 t191 t192 t193 t194 t195 t196 t197 t198 t199 t200 t201 t202 t203 t204 t205 t206 t207 t208 t209 t210 t211 t212 t213 t214 t215 t216 t217 t218 t219 t220 t221 t222 t223 t224 t225 t226 t227 t228 t229 t230 t231 t232 t233 t234 t235 t236 t237 t238 t239 t240 t241 t242 t243 t244 t245 t246 t247 t248 t249 t250 t251 t252 t253 t254 t255 t256 t257 t258 t259 t260 t261 t262 t263 t264 t265 t266 t267 t268 t269 t270 t271 t272 t273 t274 t275 t276 t277 t278 t279 t280 t281 t282 t283 t284 t285 t286 t287 t288 t289 t290 t291 t292 t293 t294 t295 t296 t297 t298 t299 t300 t301 t302 t303 t304 t305 t306 t307 t308 t309 t310 t311 t312 t313 t314 t315 t316 t317 t318 t319 t320 t321 t322 t323 t324 t325 t326 t327 t328 t329 t330 t331 t332 t333 t334 t335 t336 t337 t338 t339 t340 t341 t342 t343 t344 t345 t346 t347 t348 t349 t350 t351 t352 t353 t354 t355 t356 t357 t358 t359 t360 t361 t362 t363 t364 t365 t366 t367 t368 t369 t370 t371 t372 t373 t374 t375 t376 t377 t378 t379 t380 t381 t382 t383 t384 t385 t386 t387 t388 t389 t390 t391 t392 t393 t394 t395 t396 t397 t398 t399 t400 t401 t402 t403 t404 t405 t406 t407 t408 t409 t410 t411 t412 t413 t414 t415 t416 t417 t418 t419 t420 t421 t422 t423 t424 t425 t426 t427 t428 t429 t430 t431 t432 t433 t434 t435 t436 t437 t438 t439 t440 t441 t442 t443 t444 t445 t446 t447 t448 t449 t450 t451 t452 t453 t454 t455 t456 t457 t458 t459 t460 t461 t462 t463 t464 t465 t466 t467 t468 t469 t470 t471 t472 t473 t474 t475 t476 t477 t478 t479 t480 t481 t482 t483 t484 t485 t486 t487 t488 t489 t490 t491 t492 t493 t494 t495 t496 t497 t498 t499 t500 t501 t502 t503 t504 t505 t506 t507 t508 t509 t510 t511 t512 t513 t514 t515] => t515 -> t1 -> (t515, t259, t258) -> (t, (t257, (t2, (t3, (t4, (t5, (t6, (t7, (t8, t9, t9), (t8, t10, t10)), (t7, (t11, t12, t12), (t11, t13, t13))), (t6, (t14, (t15, t16, t16), (t15, t17, t17)), (t14, (t18, t19, t19), (t18, t20, t20)))), (t5, (t21, (t22, (t23, t24, t24), (t23, t25, t25)), (t22, (t26, t27, t27), (t26, t28, t28))), (t21, (t29, (t30, t31, t31), (t30, t32, t32)), (t29, (t33, t34, t34), (t33, t35, t35))))), (t4, (t36, (t37, (t38, (t39, t40, t40), (t39, t41, t41)), (t38, (t42, t43, t43), (t42, t44, t44))), (t37, (t45, (t46, t47, t47), (t46, t48, t48)), (t45, (t49, t50, t50), (t49, t51, t51)))), (t36, (t52, (t53, (t54, t55, t55), (t54, t56, t56)), (t53, (t57, t58, t58), (t57, t59, t59))), (t52, (t60, (t61, t62, t62), (t61, t63, t63)), (t60, (t64, t65, t65), (t64, t66, t66)))))), (t3, (t67, (t68, (t69, (t70, (t71, t72, t72), (t71, t73, t73)), (t70, (t74, t75, t75), (t74, t76, t76))), (t69, (t77, (t78, t79, t79), (t78, t80, t80)), (t77, (t81, t82, t82), (t81, t83, t83)))), (t68, (t84, (t85, (t86, t87, t87), (t86, t88, t88)), (t85, (t89, t90, t90), (t89, t91, t91))), (t84, (t92, (t93, t94, t94), (t93, t95, t95)), (t92, (t96, t97, t97), (t96, t98, t98))))), (t67, (t99, (t100, (t101, (t102, t103, t103), (t102, t104, t104)), (t101, (t105, t106, t106), (t105, t107, t107))), (t100, (t108, (t109, t110, t110), (t109, t111, t111)), (t108, (t112, t113, t113), (t112, t114, t114)))), (t99, (t115, (t116, (t117, t118, t118), (t117, t119, t119)), (t116, (t120, t121, t121), (t120, t122, t122))), (t115, (t123, (t124, t125, t125), (t124, t126, t126)), (t123, (t127, t128, t128), (t127, t129, t129))))))), (t2, (t130, (t131, (t132, (t133, (t134, (t135, t136, t136), (t135, t137, t137)), (t134, (t138, t139, t139), (t138, t140, t140))), (t133, (t141, (t142, t143, t143), (t142, t144, t144)), (t141, (t145, t146, t146), (t145, t147, t147)))), (t132, (t148, (t149, (t150, t151, t151), (t150, t152, t152)), (t149, (t153, t154, t154), (t153, t155, t155))), (t148, (t156, (t157, t158, t158), (t157, t159, t159)), (t156, (t160, t161, t161), (t160, t162, t162))))), (t131, (t163, (t164, (t165, (t166, t167, t167), (t166, t168, t168)), (t165, (t169, t170, t170), (t169, t171, t171))), (t164, (t172, (t173, t174, t174), (t173, t175, t175)), (t172, (t176, t177, t177), (t176, t178, t178)))), (t163, (t179, (t180, (t181, t182, t182), (t181, t183, t183)), (t180, (t184, t185, t185), (t184, t186, t186))), (t179, (t187, (t188, t189, t189), (t188, t190, t190)), (t187, (t191, t192, t192), (t191, t193, t193)))))), (t130, (t194, (t195, (t196, (t197, (t198, t199, t199), (t198, t200, t200)), (t197, (t201, t202, t202), (t201, t203, t203))), (t196, (t204, (t205, t206, t206), (t205, t207, t207)), (t204, (t208, t209, t209), (t208, t210, t210)))), (t195, (t211, (t212, (t213, t214, t214), (t213, t215, t215)), (t212, (t216, t217, t217), (t216, t218, t218))), (t211, (t219, (t220, t221, t221), (t220, t222, t222)), (t219, (t223, t224, t224), (t223, t225, t225))))), (t194, (t226, (t227, (t228, (t229, t230, t230), (t229, t231, t231)), (t228, (t232, t233, t233), (t232, t234, t234))), (t227, (t235, (t236, t237, t237), (t236, t238, t238)), (t235, (t239, t240, t240), (t239, t241, t241)))), (t226, (t242, (t243, (t244, t245, t245), (t244, t246, t246)), (t243, (t247, t248, t248), (t247, t249, t249))), (t242, (t250, (t251, t252, t252), (t251, t253, t253)), (t250, (t254, t255, t255), (t254, t256, t256)))))))), (t257, (t260, (t261, (t262, (t263, (t264, (t265, (t266, t267, t267), (t266, t268, t268)), (t265, (t269, t270, t270), (t269, t271, t271))), (t264, (t272, (t273, t274, t274), (t273, t275, t275)), (t272, (t276, t277, t277), (t276, t278, t278)))), (t263, (t279, (t280, (t281, t282, t282), (t281, t283, t283)), (t280, (t284, t285, t285), (t284, t286, t286))), (t279, (t287, (t288, t289, t289), (t288, t290, t290)), (t287, (t291, t292, t292), (t291, t293, t293))))), (t262, (t294, (t295, (t296, (t297, t298, t298), (t297, t299, t299)), (t296, (t300, t301, t301), (t300, t302, t302))), (t295, (t303, (t304, t305, t305), (t304, t306, t306)), (t303, (t307, t308, t308), (t307, t309, t309)))), (t294, (t310, (t311, (t312, t313, t313), (t312, t314, t314)), (t311, (t315, t316, t316), (t315, t317, t317))), (t310, (t318, (t319, t320, t320), (t319, t321, t321)), (t318, (t322, t323, t323), (t322, t324, t324)))))), (t261, (t325, (t326, (t327, (t328, (t329, t330, t330), (t329, t331, t331)), (t328, (t332, t333, t333), (t332, t334, t334))), (t327, (t335, (t336, t337, t337), (t336, t338, t338)), (t335, (t339, t340, t340), (t339, t341, t341)))), (t326, (t342, (t343, (t344, t345, t345), (t344, t346, t346)), (t343, (t347, t348, t348), (t347, t349, t349))), (t342, (t350, (t351, t352, t352), (t351, t353, t353)), (t350, (t354, t355, t355), (t354, t356, t356))))), (t325, (t357, (t358, (t359, (t360, t361, t361), (t360, t362, t362)), (t359, (t363, t364, t364), (t363, t365, t365))), (t358, (t366, (t367, t368, t368), (t367, t369, t369)), (t366, (t370, t371, t371), (t370, t372, t372)))), (t357, (t373, (t374, (t375, t376, t376), (t375, t377, t377)), (t374, (t378, t379, t379), (t378, t380, t380))), (t373, (t381, (t382, t383, t383), (t382, t384, t384)), (t381, (t385, t386, t386), (t385, t387, t387))))))), (t260, (t388, (t389, (t390, (t391, (t392, (t393, t394, t394), (t393, t395, t395)), (t392, (t396, t397, t397), (t396, t398, t398))), (t391, (t399, (t400, t401, t401), (t400, t402, t402)), (t399, (t403, t404, t404), (t403, t405, t405)))), (t390, (t406, (t407, (t408, t409, t409), (t408, t410, t410)), (t407, (t411, t412, t412), (t411, t413, t413))), (t406, (t414, (t415, t416, t416), (t415, t417, t417)), (t414, (t418, t419, t419), (t418, t420, t420))))), (t389, (t421, (t422, (t423, (t424, t425, t425), (t424, t426, t426)), (t423, (t427, t428, t428), (t427, t429, t429))), (t422, (t430, (t431, t432, t432), (t431, t433, t433)), (t430, (t434, t435, t435), (t434, t436, t436)))), (t421, (t437, (t438, (t439, t440, t440), (t439, t441, t441)), (t438, (t442, t443, t443), (t442, t444, t444))), (t437, (t445, (t446, t447, t447), (t446, t448, t448)), (t445, (t449, t450, t450), (t449, t451, t451)))))), (t388, (t452, (t453, (t454, (t455, (t456, t457, t457), (t456, t458, t458)), (t455, (t459, t460, t460), (t459, t461, t461))), (t454, (t462, (t463, t464, t464), (t463, t465, t465)), (t462, (t466, t467, t467), (t466, t468, t468)))), (t453, (t469, (t470, (t471, t472, t472), (t471, t473, t473)), (t470, (t474, t475, t475), (t474, t476, t476))), (t469, (t477, (t478, t479, t479), (t478, t480, t480)), (t477, (t481, t482, t482), (t481, t483, t483))))), (t452, (t484, (t485, (t486, (t487, t488, t488), (t487, t489, t489)), (t486, (t490, t491, t491), (t490, t492, t492))), (t485, (t493, (t494, t495, t495), (t494, t496, t496)), (t493, (t497, t498, t498), (t497, t499, t499)))), (t484, (t500, (t501, (t502, t503, t503), (t502, t504, t504)), (t501, (t505, t506, t506), (t505, t507, t507))), (t500, (t508, (t509, t510, t510), (t509, t511, t511)), (t508, (t512, t513, t513), (t512, t514, t514))))))))) -> t ;
+1 g_rec :: __forall [t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10] => (t1 -> t2 -> t3 -> t10 -> t) -> (t8 -> t4 -> t5 -> t6 -> t) -> t7 -> t1 -> (t7, t4, t8) -> (t9, t10, t6) -> t9 ;
1 g_rec0 :: __forall [t] => t -> t -> t -> t -> t ;
-1 g_rec1 :: __forall [t _116 _1161] => _1161 -> _116 -> (_1161, _116, _116) -> (t, _116, _116) -> t ;
-1 g_rec2 :: __forall [t _116 _1161 _1162 _1163 _1164 _1165] => _1165 -> _116 -> (_1165, _1164, _1163) -> (t, (_1162, _1161, _1161), (_1162, _1164, _1164)) -> t ;
-1 g_rec3 :: __forall [t _116 _1161 _1162 _1163 _1164 _1165 _1166 _1167 _1168 _1169 _11610] => _11610 -> _116 -> (_11610, _1166, _1165) -> (t, (_1164, (_1162, _1163, _1163), (_1162, _1161, _1161)), (_1164, (_1168, _1169, _1169), (_1168, _1167, _1167))) -> t ;
-1 g_rec4 :: __forall [t _116 _1161 _1162 _1163 _1164 _1165 _1166 _1167 _1168 _1169 _11610 _11611 _11612 _11613 _11614 _11615 _11616 _11617 _11618] => _11618 -> _116 -> (_11618, _11610, _1169) -> (t, (_1168, (_1161, (_1162, _1163, _1163), (_1162, _1164, _1164)), (_1161, (_1165, _1166, _1166), (_1165, _1167, _1167))), (_1168, (_11611, (_11612, _11613, _11613), (_11612, _11614, _11614)), (_11611, (_11615, _11616, _11616), (_11615, _11617, _11617)))) -> t ;
-1 g_rec5 :: __forall [t _116 _1161 _1162 _1163 _1164 _1165 _1166 _1167 _1168 _1169 _11610 _11611 _11612 _11613 _11614 _11615 _11616 _11617 _11618 _11619 _11620 _11621 _11622 _11623 _11624 _11625 _11626 _11627 _11628 _11629 _11630 _11631 _11632 _11633 _11634] => _11634 -> _116 -> (_11634, _11618, _11617) -> (t, (_11616, (_1161, (_1162, (_1163, _1164, _1164), (_1163, _1165, _1165)), (_1162, (_1166, _1167, _1167), (_1166, _1168, _1168))), (_1161, (_1169, (_11610, _11611, _11611), (_11610, _11612, _11612)), (_1169, (_11613, _11614, _11614), (_11613, _11615, _11615)))), (_11616, (_11619, (_11620, (_11621, _11622, _11622), (_11621, _11623, _11623)), (_11620, (_11624, _11625, _11625), (_11624, _11626, _11626))), (_11619, (_11627, (_11628, _11629, _11629), (_11628, _11630, _11630)), (_11627, (_11631, _11632, _11632), (_11631, _11633, _11633))))) -> t ;
-1 g_rec6 :: __forall [t _116 _1161 _1162 _1163 _1164 _1165 _1166 _1167 _1168 _1169 _11610 _11611 _11612 _11613 _11614 _11615 _11616 _11617 _11618 _11619 _11620 _11621 _11622 _11623 _11624 _11625 _11626 _11627 _11628 _11629 _11630 _11631 _11632 _11633 _11634 _11635 _11636 _11637 _11638 _11639 _11640 _11641 _11642 _11643 _11644 _11645 _11646 _11647 _11648 _11649 _11650 _11651 _11652 _11653 _11654 _11655 _11656 _11657 _11658 _11659 _11660 _11661 _11662 _11663 _11664 _11665 _11666] => _11666 -> _116 -> (_11666, _11634, _11633) -> (t, (_11632, (_1161, (_1162, (_1163, (_1164, _1165, _1165), (_1164, _1166, _1166)), (_1163, (_1167, _1168, _1168), (_1167, _1169, _1169))), (_1162, (_11610, (_11611, _11612, _11612), (_11611, _11613, _11613)), (_11610, (_11614, _11615, _11615), (_11614, _11616, _11616)))), (_1161, (_11617, (_11618, (_11619, _11620, _11620), (_11619, _11621, _11621)), (_11618, (_11622, _11623, _11623), (_11622, _11624, _11624))), (_11617, (_11625, (_11626, _11627, _11627), (_11626, _11628, _11628)), (_11625, (_11629, _11630, _11630), (_11629, _11631, _11631))))), (_11632, (_11635, (_11636, (_11637, (_11638, _11639, _11639), (_11638, _11640, _11640)), (_11637, (_11641, _11642, _11642), (_11641, _11643, _11643))), (_11636, (_11644, (_11645, _11646, _11646), (_11645, _11647, _11647)), (_11644, (_11648, _11649, _11649), (_11648, _11650, _11650)))), (_11635, (_11651, (_11652, (_11653, _11654, _11654), (_11653, _11655, _11655)), (_11652, (_11656, _11657, _11657), (_11656, _11658, _11658))), (_11651, (_11659, (_11660, _11661, _11661), (_11660, _11662, _11662)), (_11659, (_11663, _11664, _11664), (_11663, _11665, _11665)))))) -> t ;
-1 g_rec7 :: __forall [t _116 _1161 _1162 _1163 _1164 _1165 _1166 _1167 _1168 _1169 _11610 _11611 _11612 _11613 _11614 _11615 _11616 _11617 _11618 _11619 _11620 _11621 _11622 _11623 _11624 _11625 _11626 _11627 _11628 _11629 _11630 _11631 _11632 _11633 _11634 _11635 _11636 _11637 _11638 _11639 _11640 _11641 _11642 _11643 _11644 _11645 _11646 _11647 _11648 _11649 _11650 _11651 _11652 _11653 _11654 _11655 _11656 _11657 _11658 _11659 _11660 _11661 _11662 _11663 _11664 _11665 _11666 _11667 _11668 _11669 _11670 _11671 _11672 _11673 _11674 _11675 _11676 _11677 _11678 _11679 _11680 _11681 _11682 _11683 _11684 _11685 _11686 _11687 _11688 _11689 _11690 _11691 _11692 _11693 _11694 _11695 _11696 _11697 _11698 _11699 _116100 _116101 _116102 _116103 _116104 _116105 _116106 _116107 _116108 _116109 _116110 _116111 _116112 _116113 _116114 _116115 _116116 _116117 _116118 _116119 _116120 _116121 _116122 _116123 _116124 _116125 _116126 _116127 _116128 _116129 _116130] => _116130 -> _116 -> (_116130, _11666, _11665) -> (t, (_11664, (_1161, (_1162, (_1163, (_1164, (_1165, _1166, _1166), (_1165, _1167, _1167)), (_1164, (_1168, _1169, _1169), (_1168, _11610, _11610))), (_1163, (_11611, (_11612, _11613, _11613), (_11612, _11614, _11614)), (_11611, (_11615, _11616, _11616), (_11615, _11617, _11617)))), (_1162, (_11618, (_11619, (_11620, _11621, _11621), (_11620, _11622, _11622)), (_11619, (_11623, _11624, _11624), (_11623, _11625, _11625))), (_11618, (_11626, (_11627, _11628, _11628), (_11627, _11629, _11629)), (_11626, (_11630, _11631, _11631), (_11630, _11632, _11632))))), (_1161, (_11633, (_11634, (_11635, (_11636, _11637, _11637), (_11636, _11638, _11638)), (_11635, (_11639, _11640, _11640), (_11639, _11641, _11641))), (_11634, (_11642, (_11643, _11644, _11644), (_11643, _11645, _11645)), (_11642, (_11646, _11647, _11647), (_11646, _11648, _11648)))), (_11633, (_11649, (_11650, (_11651, _11652, _11652), (_11651, _11653, _11653)), (_11650, (_11654, _11655, _11655), (_11654, _11656, _11656))), (_11649, (_11657, (_11658, _11659, _11659), (_11658, _11660, _11660)), (_11657, (_11661, _11662, _11662), (_11661, _11663, _11663)))))), (_11664, (_11667, (_11668, (_11669, (_11670, (_11671, _11672, _11672), (_11671, _11673, _11673)), (_11670, (_11674, _11675, _11675), (_11674, _11676, _11676))), (_11669, (_11677, (_11678, _11679, _11679), (_11678, _11680, _11680)), (_11677, (_11681, _11682, _11682), (_11681, _11683, _11683)))), (_11668, (_11684, (_11685, (_11686, _11687, _11687), (_11686, _11688, _11688)), (_11685, (_11689, _11690, _11690), (_11689, _11691, _11691))), (_11684, (_11692, (_11693, _11694, _11694), (_11693, _11695, _11695)), (_11692, (_11696, _11697, _11697), (_11696, _11698, _11698))))), (_11667, (_11699, (_116100, (_116101, (_116102, _116103, _116103), (_116102, _116104, _116104)), (_116101, (_116105, _116106, _116106), (_116105, _116107, _116107))), (_116100, (_116108, (_116109, _116110, _116110), (_116109, _116111, _116111)), (_116108, (_116112, _116113, _116113), (_116112, _116114, _116114)))), (_11699, (_116115, (_116116, (_116117, _116118, _116118), (_116117, _116119, _116119)), (_116116, (_116120, _116121, _116121), (_116120, _116122, _116122))), (_116115, (_116123, (_116124, _116125, _116125), (_116124, _116126, _116126)), (_116123, (_116127, _116128, _116128), (_116127, _116129, _116129))))))) -> t ;
-1 g_rec8 :: __forall [t _116 _1161 _1162 _1163 _1164 _1165 _1166 _1167 _1168 _1169 _11610 _11611 _11612 _11613 _11614 _11615 _11616 _11617 _11618 _11619 _11620 _11621 _11622 _11623 _11624 _11625 _11626 _11627 _11628 _11629 _11630 _11631 _11632 _11633 _11634 _11635 _11636 _11637 _11638 _11639 _11640 _11641 _11642 _11643 _11644 _11645 _11646 _11647 _11648 _11649 _11650 _11651 _11652 _11653 _11654 _11655 _11656 _11657 _11658 _11659 _11660 _11661 _11662 _11663 _11664 _11665 _11666 _11667 _11668 _11669 _11670 _11671 _11672 _11673 _11674 _11675 _11676 _11677 _11678 _11679 _11680 _11681 _11682 _11683 _11684 _11685 _11686 _11687 _11688 _11689 _11690 _11691 _11692 _11693 _11694 _11695 _11696 _11697 _11698 _11699 _116100 _116101 _116102 _116103 _116104 _116105 _116106 _116107 _116108 _116109 _116110 _116111 _116112 _116113 _116114 _116115 _116116 _116117 _116118 _116119 _116120 _116121 _116122 _116123 _116124 _116125 _116126 _116127 _116128 _116129 _116130 _116131 _116132 _116133 _116134 _116135 _116136 _116137 _116138 _116139 _116140 _116141 _116142 _116143 _116144 _116145 _116146 _116147 _116148 _116149 _116150 _116151 _116152 _116153 _116154 _116155 _116156 _116157 _116158 _116159 _116160 _116161 _116162 _116163 _116164 _116165 _116166 _116167 _116168 _116169 _116170 _116171 _116172 _116173 _116174 _116175 _116176 _116177 _116178 _116179 _116180 _116181 _116182 _116183 _116184 _116185 _116186 _116187 _116188 _116189 _116190 _116191 _116192 _116193 _116194 _116195 _116196 _116197 _116198 _116199 _116200 _116201 _116202 _116203 _116204 _116205 _116206 _116207 _116208 _116209 _116210 _116211 _116212 _116213 _116214 _116215 _116216 _116217 _116218 _116219 _116220 _116221 _116222 _116223 _116224 _116225 _116226 _116227 _116228 _116229 _116230 _116231 _116232 _116233 _116234 _116235 _116236 _116237 _116238 _116239 _116240 _116241 _116242 _116243 _116244 _116245 _116246 _116247 _116248 _116249 _116250 _116251 _116252 _116253 _116254 _116255 _116256 _116257 _116258] => _116258 -> _116 -> (_116258, _116130, _116129) -> (t, (_116128, (_1161, (_1162, (_1163, (_1164, (_1165, (_1166, _1167, _1167), (_1166, _1168, _1168)), (_1165, (_1169, _11610, _11610), (_1169, _11611, _11611))), (_1164, (_11612, (_11613, _11614, _11614), (_11613, _11615, _11615)), (_11612, (_11616, _11617, _11617), (_11616, _11618, _11618)))), (_1163, (_11619, (_11620, (_11621, _11622, _11622), (_11621, _11623, _11623)), (_11620, (_11624, _11625, _11625), (_11624, _11626, _11626))), (_11619, (_11627, (_11628, _11629, _11629), (_11628, _11630, _11630)), (_11627, (_11631, _11632, _11632), (_11631, _11633, _11633))))), (_1162, (_11634, (_11635, (_11636, (_11637, _11638, _11638), (_11637, _11639, _11639)), (_11636, (_11640, _11641, _11641), (_11640, _11642, _11642))), (_11635, (_11643, (_11644, _11645, _11645), (_11644, _11646, _11646)), (_11643, (_11647, _11648, _11648), (_11647, _11649, _11649)))), (_11634, (_11650, (_11651, (_11652, _11653, _11653), (_11652, _11654, _11654)), (_11651, (_11655, _11656, _11656), (_11655, _11657, _11657))), (_11650, (_11658, (_11659, _11660, _11660), (_11659, _11661, _11661)), (_11658, (_11662, _11663, _11663), (_11662, _11664, _11664)))))), (_1161, (_11665, (_11666, (_11667, (_11668, (_11669, _11670, _11670), (_11669, _11671, _11671)), (_11668, (_11672, _11673, _11673), (_11672, _11674, _11674))), (_11667, (_11675, (_11676, _11677, _11677), (_11676, _11678, _11678)), (_11675, (_11679, _11680, _11680), (_11679, _11681, _11681)))), (_11666, (_11682, (_11683, (_11684, _11685, _11685), (_11684, _11686, _11686)), (_11683, (_11687, _11688, _11688), (_11687, _11689, _11689))), (_11682, (_11690, (_11691, _11692, _11692), (_11691, _11693, _11693)), (_11690, (_11694, _11695, _11695), (_11694, _11696, _11696))))), (_11665, (_11697, (_11698, (_11699, (_116100, _116101, _116101), (_116100, _116102, _116102)), (_11699, (_116103, _116104, _116104), (_116103, _116105, _116105))), (_11698, (_116106, (_116107, _116108, _116108), (_116107, _116109, _116109)), (_116106, (_116110, _116111, _116111), (_116110, _116112, _116112)))), (_11697, (_116113, (_116114, (_116115, _116116, _116116), (_116115, _116117, _116117)), (_116114, (_116118, _116119, _116119), (_116118, _116120, _116120))), (_116113, (_116121, (_116122, _116123, _116123), (_116122, _116124, _116124)), (_116121, (_116125, _116126, _116126), (_116125, _116127, _116127))))))), (_116128, (_116131, (_116132, (_116133, (_116134, (_116135, (_116136, _116137, _116137), (_116136, _116138, _116138)), (_116135, (_116139, _116140, _116140), (_116139, _116141, _116141))), (_116134, (_116142, (_116143, _116144, _116144), (_116143, _116145, _116145)), (_116142, (_116146, _116147, _116147), (_116146, _116148, _116148)))), (_116133, (_116149, (_116150, (_116151, _116152, _116152), (_116151, _116153, _116153)), (_116150, (_116154, _116155, _116155), (_116154, _116156, _116156))), (_116149, (_116157, (_116158, _116159, _116159), (_116158, _116160, _116160)), (_116157, (_116161, _116162, _116162), (_116161, _116163, _116163))))), (_116132, (_116164, (_116165, (_116166, (_116167, _116168, _116168), (_116167, _116169, _116169)), (_116166, (_116170, _116171, _116171), (_116170, _116172, _116172))), (_116165, (_116173, (_116174, _116175, _116175), (_116174, _116176, _116176)), (_116173, (_116177, _116178, _116178), (_116177, _116179, _116179)))), (_116164, (_116180, (_116181, (_116182, _116183, _116183), (_116182, _116184, _116184)), (_116181, (_116185, _116186, _116186), (_116185, _116187, _116187))), (_116180, (_116188, (_116189, _116190, _116190), (_116189, _116191, _116191)), (_116188, (_116192, _116193, _116193), (_116192, _116194, _116194)))))), (_116131, (_116195, (_116196, (_116197, (_116198, (_116199, _116200, _116200), (_116199, _116201, _116201)), (_116198, (_116202, _116203, _116203), (_116202, _116204, _116204))), (_116197, (_116205, (_116206, _116207, _116207), (_116206, _116208, _116208)), (_116205, (_116209, _116210, _116210), (_116209, _116211, _116211)))), (_116196, (_116212, (_116213, (_116214, _116215, _116215), (_116214, _116216, _116216)), (_116213, (_116217, _116218, _116218), (_116217, _116219, _116219))), (_116212, (_116220, (_116221, _116222, _116222), (_116221, _116223, _116223)), (_116220, (_116224, _116225, _116225), (_116224, _116226, _116226))))), (_116195, (_116227, (_116228, (_116229, (_116230, _116231, _116231), (_116230, _116232, _116232)), (_116229, (_116233, _116234, _116234), (_116233, _116235, _116235))), (_116228, (_116236, (_116237, _116238, _116238), (_116237, _116239, _116239)), (_116236, (_116240, _116241, _116241), (_116240, _116242, _116242)))), (_116227, (_116243, (_116244, (_116245, _116246, _116246), (_116245, _116247, _116247)), (_116244, (_116248, _116249, _116249), (_116248, _116250, _116250))), (_116243, (_116251, (_116252, _116253, _116253), (_116252, _116254, _116254)), (_116251, (_116255, _116256, _116256), (_116255, _116257, _116257)))))))) -> t ;
+1 g_rec1 :: __forall [t t1 t2] => t2 -> t1 -> (t2, t1, t1) -> (t, t1, t1) -> t ;
+1 g_rec2 :: __forall [t t1 t2 t3 t4 t5 t6] => t6 -> t1 -> (t6, t5, t4) -> (t, (t3, t2, t2), (t3, t5, t5)) -> t ;
+1 g_rec3 :: __forall [t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11] => t11 -> t1 -> (t11, t7, t6) -> (t, (t5, (t3, t4, t4), (t3, t2, t2)), (t5, (t9, t10, t10), (t9, t8, t8))) -> t ;
+1 g_rec4 :: __forall [t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 t16 t17 t18 t19] => t19 -> t1 -> (t19, t11, t10) -> (t, (t9, (t2, (t3, t4, t4), (t3, t5, t5)), (t2, (t6, t7, t7), (t6, t8, t8))), (t9, (t12, (t13, t14, t14), (t13, t15, t15)), (t12, (t16, t17, t17), (t16, t18, t18)))) -> t ;
+1 g_rec5 :: __forall [t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 t16 t17 t18 t19 t20 t21 t22 t23 t24 t25 t26 t27 t28 t29 t30 t31 t32 t33 t34 t35] => t35 -> t1 -> (t35, t19, t18) -> (t, (t17, (t2, (t3, (t4, t5, t5), (t4, t6, t6)), (t3, (t7, t8, t8), (t7, t9, t9))), (t2, (t10, (t11, t12, t12), (t11, t13, t13)), (t10, (t14, t15, t15), (t14, t16, t16)))), (t17, (t20, (t21, (t22, t23, t23), (t22, t24, t24)), (t21, (t25, t26, t26), (t25, t27, t27))), (t20, (t28, (t29, t30, t30), (t29, t31, t31)), (t28, (t32, t33, t33), (t32, t34, t34))))) -> t ;
+1 g_rec6 :: __forall [t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 t16 t17 t18 t19 t20 t21 t22 t23 t24 t25 t26 t27 t28 t29 t30 t31 t32 t33 t34 t35 t36 t37 t38 t39 t40 t41 t42 t43 t44 t45 t46 t47 t48 t49 t50 t51 t52 t53 t54 t55 t56 t57 t58 t59 t60 t61 t62 t63 t64 t65 t66 t67] => t67 -> t1 -> (t67, t35, t34) -> (t, (t33, (t2, (t3, (t4, (t5, t6, t6), (t5, t7, t7)), (t4, (t8, t9, t9), (t8, t10, t10))), (t3, (t11, (t12, t13, t13), (t12, t14, t14)), (t11, (t15, t16, t16), (t15, t17, t17)))), (t2, (t18, (t19, (t20, t21, t21), (t20, t22, t22)), (t19, (t23, t24, t24), (t23, t25, t25))), (t18, (t26, (t27, t28, t28), (t27, t29, t29)), (t26, (t30, t31, t31), (t30, t32, t32))))), (t33, (t36, (t37, (t38, (t39, t40, t40), (t39, t41, t41)), (t38, (t42, t43, t43), (t42, t44, t44))), (t37, (t45, (t46, t47, t47), (t46, t48, t48)), (t45, (t49, t50, t50), (t49, t51, t51)))), (t36, (t52, (t53, (t54, t55, t55), (t54, t56, t56)), (t53, (t57, t58, t58), (t57, t59, t59))), (t52, (t60, (t61, t62, t62), (t61, t63, t63)), (t60, (t64, t65, t65), (t64, t66, t66)))))) -> t ;
+1 g_rec7 :: __forall [t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 t16 t17 t18 t19 t20 t21 t22 t23 t24 t25 t26 t27 t28 t29 t30 t31 t32 t33 t34 t35 t36 t37 t38 t39 t40 t41 t42 t43 t44 t45 t46 t47 t48 t49 t50 t51 t52 t53 t54 t55 t56 t57 t58 t59 t60 t61 t62 t63 t64 t65 t66 t67 t68 t69 t70 t71 t72 t73 t74 t75 t76 t77 t78 t79 t80 t81 t82 t83 t84 t85 t86 t87 t88 t89 t90 t91 t92 t93 t94 t95 t96 t97 t98 t99 t100 t101 t102 t103 t104 t105 t106 t107 t108 t109 t110 t111 t112 t113 t114 t115 t116 t117 t118 t119 t120 t121 t122 t123 t124 t125 t126 t127 t128 t129 t130 t131] => t131 -> t1 -> (t131, t67, t66) -> (t, (t65, (t2, (t3, (t4, (t5, (t6, t7, t7), (t6, t8, t8)), (t5, (t9, t10, t10), (t9, t11, t11))), (t4, (t12, (t13, t14, t14), (t13, t15, t15)), (t12, (t16, t17, t17), (t16, t18, t18)))), (t3, (t19, (t20, (t21, t22, t22), (t21, t23, t23)), (t20, (t24, t25, t25), (t24, t26, t26))), (t19, (t27, (t28, t29, t29), (t28, t30, t30)), (t27, (t31, t32, t32), (t31, t33, t33))))), (t2, (t34, (t35, (t36, (t37, t38, t38), (t37, t39, t39)), (t36, (t40, t41, t41), (t40, t42, t42))), (t35, (t43, (t44, t45, t45), (t44, t46, t46)), (t43, (t47, t48, t48), (t47, t49, t49)))), (t34, (t50, (t51, (t52, t53, t53), (t52, t54, t54)), (t51, (t55, t56, t56), (t55, t57, t57))), (t50, (t58, (t59, t60, t60), (t59, t61, t61)), (t58, (t62, t63, t63), (t62, t64, t64)))))), (t65, (t68, (t69, (t70, (t71, (t72, t73, t73), (t72, t74, t74)), (t71, (t75, t76, t76), (t75, t77, t77))), (t70, (t78, (t79, t80, t80), (t79, t81, t81)), (t78, (t82, t83, t83), (t82, t84, t84)))), (t69, (t85, (t86, (t87, t88, t88), (t87, t89, t89)), (t86, (t90, t91, t91), (t90, t92, t92))), (t85, (t93, (t94, t95, t95), (t94, t96, t96)), (t93, (t97, t98, t98), (t97, t99, t99))))), (t68, (t100, (t101, (t102, (t103, t104, t104), (t103, t105, t105)), (t102, (t106, t107, t107), (t106, t108, t108))), (t101, (t109, (t110, t111, t111), (t110, t112, t112)), (t109, (t113, t114, t114), (t113, t115, t115)))), (t100, (t116, (t117, (t118, t119, t119), (t118, t120, t120)), (t117, (t121, t122, t122), (t121, t123, t123))), (t116, (t124, (t125, t126, t126), (t125, t127, t127)), (t124, (t128, t129, t129), (t128, t130, t130))))))) -> t ;
+1 g_rec8 :: __forall [t t1 t2 t3 t4 t5 t6 t7 t8 t9 t10 t11 t12 t13 t14 t15 t16 t17 t18 t19 t20 t21 t22 t23 t24 t25 t26 t27 t28 t29 t30 t31 t32 t33 t34 t35 t36 t37 t38 t39 t40 t41 t42 t43 t44 t45 t46 t47 t48 t49 t50 t51 t52 t53 t54 t55 t56 t57 t58 t59 t60 t61 t62 t63 t64 t65 t66 t67 t68 t69 t70 t71 t72 t73 t74 t75 t76 t77 t78 t79 t80 t81 t82 t83 t84 t85 t86 t87 t88 t89 t90 t91 t92 t93 t94 t95 t96 t97 t98 t99 t100 t101 t102 t103 t104 t105 t106 t107 t108 t109 t110 t111 t112 t113 t114 t115 t116 t117 t118 t119 t120 t121 t122 t123 t124 t125 t126 t127 t128 t129 t130 t131 t132 t133 t134 t135 t136 t137 t138 t139 t140 t141 t142 t143 t144 t145 t146 t147 t148 t149 t150 t151 t152 t153 t154 t155 t156 t157 t158 t159 t160 t161 t162 t163 t164 t165 t166 t167 t168 t169 t170 t171 t172 t173 t174 t175 t176 t177 t178 t179 t180 t181 t182 t183 t184 t185 t186 t187 t188 t189 t190 t191 t192 t193 t194 t195 t196 t197 t198 t199 t200 t201 t202 t203 t204 t205 t206 t207 t208 t209 t210 t211 t212 t213 t214 t215 t216 t217 t218 t219 t220 t221 t222 t223 t224 t225 t226 t227 t228 t229 t230 t231 t232 t233 t234 t235 t236 t237 t238 t239 t240 t241 t242 t243 t244 t245 t246 t247 t248 t249 t250 t251 t252 t253 t254 t255 t256 t257 t258 t259] => t259 -> t1 -> (t259, t131, t130) -> (t, (t129, (t2, (t3, (t4, (t5, (t6, (t7, t8, t8), (t7, t9, t9)), (t6, (t10, t11, t11), (t10, t12, t12))), (t5, (t13, (t14, t15, t15), (t14, t16, t16)), (t13, (t17, t18, t18), (t17, t19, t19)))), (t4, (t20, (t21, (t22, t23, t23), (t22, t24, t24)), (t21, (t25, t26, t26), (t25, t27, t27))), (t20, (t28, (t29, t30, t30), (t29, t31, t31)), (t28, (t32, t33, t33), (t32, t34, t34))))), (t3, (t35, (t36, (t37, (t38, t39, t39), (t38, t40, t40)), (t37, (t41, t42, t42), (t41, t43, t43))), (t36, (t44, (t45, t46, t46), (t45, t47, t47)), (t44, (t48, t49, t49), (t48, t50, t50)))), (t35, (t51, (t52, (t53, t54, t54), (t53, t55, t55)), (t52, (t56, t57, t57), (t56, t58, t58))), (t51, (t59, (t60, t61, t61), (t60, t62, t62)), (t59, (t63, t64, t64), (t63, t65, t65)))))), (t2, (t66, (t67, (t68, (t69, (t70, t71, t71), (t70, t72, t72)), (t69, (t73, t74, t74), (t73, t75, t75))), (t68, (t76, (t77, t78, t78), (t77, t79, t79)), (t76, (t80, t81, t81), (t80, t82, t82)))), (t67, (t83, (t84, (t85, t86, t86), (t85, t87, t87)), (t84, (t88, t89, t89), (t88, t90, t90))), (t83, (t91, (t92, t93, t93), (t92, t94, t94)), (t91, (t95, t96, t96), (t95, t97, t97))))), (t66, (t98, (t99, (t100, (t101, t102, t102), (t101, t103, t103)), (t100, (t104, t105, t105), (t104, t106, t106))), (t99, (t107, (t108, t109, t109), (t108, t110, t110)), (t107, (t111, t112, t112), (t111, t113, t113)))), (t98, (t114, (t115, (t116, t117, t117), (t116, t118, t118)), (t115, (t119, t120, t120), (t119, t121, t121))), (t114, (t122, (t123, t124, t124), (t123, t125, t125)), (t122, (t126, t127, t127), (t126, t128, t128))))))), (t129, (t132, (t133, (t134, (t135, (t136, (t137, t138, t138), (t137, t139, t139)), (t136, (t140, t141, t141), (t140, t142, t142))), (t135, (t143, (t144, t145, t145), (t144, t146, t146)), (t143, (t147, t148, t148), (t147, t149, t149)))), (t134, (t150, (t151, (t152, t153, t153), (t152, t154, t154)), (t151, (t155, t156, t156), (t155, t157, t157))), (t150, (t158, (t159, t160, t160), (t159, t161, t161)), (t158, (t162, t163, t163), (t162, t164, t164))))), (t133, (t165, (t166, (t167, (t168, t169, t169), (t168, t170, t170)), (t167, (t171, t172, t172), (t171, t173, t173))), (t166, (t174, (t175, t176, t176), (t175, t177, t177)), (t174, (t178, t179, t179), (t178, t180, t180)))), (t165, (t181, (t182, (t183, t184, t184), (t183, t185, t185)), (t182, (t186, t187, t187), (t186, t188, t188))), (t181, (t189, (t190, t191, t191), (t190, t192, t192)), (t189, (t193, t194, t194), (t193, t195, t195)))))), (t132, (t196, (t197, (t198, (t199, (t200, t201, t201), (t200, t202, t202)), (t199, (t203, t204, t204), (t203, t205, t205))), (t198, (t206, (t207, t208, t208), (t207, t209, t209)), (t206, (t210, t211, t211), (t210, t212, t212)))), (t197, (t213, (t214, (t215, t216, t216), (t215, t217, t217)), (t214, (t218, t219, t219), (t218, t220, t220))), (t213, (t221, (t222, t223, t223), (t222, t224, t224)), (t221, (t225, t226, t226), (t225, t227, t227))))), (t196, (t228, (t229, (t230, (t231, t232, t232), (t231, t233, t233)), (t230, (t234, t235, t235), (t234, t236, t236))), (t229, (t237, (t238, t239, t239), (t238, t240, t240)), (t237, (t241, t242, t242), (t241, t243, t243)))), (t228, (t244, (t245, (t246, t247, t247), (t246, t248, t248)), (t245, (t249, t250, t250), (t249, t251, t251))), (t244, (t252, (t253, t254, t254), (t253, t255, t255)), (t252, (t256, t257, t257), (t256, t258, t258)))))))) -> t ;
1 head :: __forall [t] => [t] -> t ;
1 one :: __forall [t] => t ;
1 s_1_0 :: __forall [t] => t -> t ;
-1 s_2_0 :: __forall [t _116] => (t, _116) -> t ;
-1 s_2_1 :: __forall [t _116] => (_116, t) -> t ;
-1 s_3_0 :: __forall [t _116 _1161] => (t, _116, _1161) -> t ;
-1 s_3_1 :: __forall [t _116 _1161] => (_116, t, _1161) -> t ;
-1 s_3_2 :: __forall [t _116 _1161] => (_116, _1161, t) -> t ;
+1 s_2_0 :: __forall [t t1] => (t, t1) -> t ;
+1 s_2_1 :: __forall [t t1] => (t1, t) -> t ;
+1 s_3_0 :: __forall [t t1 t2] => (t, t1, t2) -> t ;
+1 s_3_1 :: __forall [t t1 t2] => (t1, t, t2) -> t ;
+1 s_3_2 :: __forall [t t1 t2] => (t1, t2, t) -> t ;