| [b06ed7] | 1 | ;; Test which should pass shifted exponents |
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| [213488] | 2 | alexpoly |
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| [50268a] | 3 | algebralib |
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| [37c5b3] | 4 | allres_s |
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| 5 | barei_s |
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| [a29f44] | 6 | betti_s |
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| [37c5b3] | 7 | bug_1 |
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| 8 | bug_10 |
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| 9 | bug_11 |
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| [d84b58] | 10 | bug_12 |
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| [37c5b3] | 11 | bug_13 |
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| 12 | bug_14 |
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| 13 | bug_15 |
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| [24b554] | 14 | bug_16 |
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| [c76b52] | 15 | bug_17 |
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| [59f0d2f] | 16 | bug_18 |
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| [4fc736e] | 17 | bug_19 |
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| [c78e8b] | 18 | bug_20 |
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| [328da8] | 19 | bug_21 |
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| [6c7f74] | 20 | bug_22 |
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| [cd9bd1] | 21 | bug_23 |
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| [3de58c] | 22 | bug_24 |
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| 23 | bug_25 |
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| 24 | bug_26 |
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| 25 | bug_27 |
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| 26 | bug_28 |
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| 27 | bug_29 |
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| [37c5b3] | 28 | bug_3 |
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| [3de58c] | 29 | bug_30 |
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| [b2d5b9] | 30 | bug_31 |
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| 31 | bug_32 |
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| [7a7952] | 32 | bug_33 |
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| 33 | bug_34 |
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| 34 | bug_35 |
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| [d5dbdb] | 35 | bug_36 |
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| [57de80] | 36 | bug_37 |
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| 37 | bug_38 |
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| [e75f9d] | 38 | bug_40 |
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| [94d338] | 39 | bug_41 |
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| [9491d6] | 40 | bug_42 |
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| [935f52] | 41 | bug_43 |
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| [8d73ea] | 42 | bug_44 |
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| [1d430ab] | 43 | bug_46 |
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| [7d9dab] | 44 | bug_47 |
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| [c985c5] | 45 | bug_48 |
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| [2c0420] | 46 | bug_49 |
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| [37c5b3] | 47 | bug_5 |
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| [6bbc8e] | 48 | bug_50 |
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| [15ac1c] | 49 | bug_51 |
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| 50 | bug_52 |
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| 51 | bug_53 |
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| [47ca23] | 52 | bug_54 |
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| [6ae83a] | 53 | bug_55 |
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| [37c5b3] | 54 | bug_6 |
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| 55 | bug_7 |
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| 56 | bug_8 |
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| 57 | bug_9 |
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| [d9913ca] | 58 | bug_barei |
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| [6e385f] | 59 | bug_barei_2 |
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| [37c5b3] | 60 | bug_c_dp |
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| [b806aa] | 61 | bug_chin |
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| [19023a] | 62 | bug_chinrem_mat |
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| [b806aa] | 63 | bug_charseries |
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| [7afb7e] | 64 | bug_diff |
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| [c60559] | 65 | bug_division |
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| [12ab85] | 66 | bug_factorize |
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| [831d9c] | 67 | bug_hilbstd |
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| [b806aa] | 68 | bug_homog |
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| 69 | bug_interpol |
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| [d9913ca] | 70 | bug_mres |
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| [ea1356] | 71 | bug_napMultT |
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| [b806aa] | 72 | bug_pd |
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| [f02346] | 73 | bug_presolve |
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| [635c14] | 74 | bug_primdec |
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| [b806aa] | 75 | bug_qring |
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| 76 | bug_qslimgb |
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| 77 | bug_qslimgb1 |
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| [c1b787] | 78 | bug_quotient |
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| [b806aa] | 79 | bug_radcon |
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| [d6001e1] | 80 | bug_reduce |
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| [b806aa] | 81 | bug_rp |
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| [3e5bd4] | 82 | bug_tr132 |
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| [ac3f465] | 83 | bug_tr134 |
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| [1a76b9] | 84 | bug_tr158 |
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| [02b673] | 85 | bug_tr159 |
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| [cc051cf] | 86 | bug_tr161 |
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| [12e5d1] | 87 | bug_tr186 |
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| [151746] | 88 | bug_tr224 |
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| [c11951] | 89 | bug_tr225 |
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| [6dd8b1] | 90 | bug_tr230 |
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| [699dcd] | 91 | bug_tr239 |
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| [b2d5b9] | 92 | brnoeth_s |
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| [cc3292a] | 93 | cyc5_lp |
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| [635c14] | 94 | bug_sres |
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| [d9913ca] | 95 | bug_sres_betti |
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| [635c14] | 96 | bug_sres_cyc5 |
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| [1576de] | 97 | classify_s |
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| [37c5b3] | 98 | dbm_s |
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| [6ea5825] | 99 | deform_s |
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| [246e17] | 100 | decodegb |
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| [a29f44] | 101 | div_lift_s |
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| [741df4] | 102 | ecyclic_5_32003_lp |
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| 103 | ecyclic_6_32003_lp |
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| 104 | ecyclic_7_32003_lp |
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| [230eb0c] | 105 | eliminate_1 |
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| 106 | eliminate_3 |
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| 107 | eliminate_4 |
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| 108 | eliminate_5 |
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| 109 | eliminate_7 |
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| [42067f] | 110 | elimlib_s |
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| [c00e9b] | 111 | equising_s |
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| [d7dcee] | 112 | facstd |
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| [37c5b3] | 113 | fetch_s |
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| 114 | fglm1_s |
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| [17b920] | 115 | fglmquot1_s |
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| [37c5b3] | 116 | finduni_s |
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| 117 | finvar_s |
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| 118 | finvarlb |
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| [b2d5b9] | 119 | gaussm_ex |
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| 120 | gaussm_s |
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| [37c5b3] | 121 | gcd0_s |
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| 122 | gcdp_s |
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| [741df4] | 123 | gerhard_1_32003_lp |
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| [6968f1] | 124 | Gonnet-83_32003_dp_slim |
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| 125 | Gonnet-83_1_32003_dp_slim |
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| [a9042d] | 126 | ;MP general_s |
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| [37c5b3] | 127 | graphics |
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| [a29f44] | 128 | groebner_s |
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| [37c5b3] | 129 | highcorner_s |
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| [a29f44] | 130 | hilb_weights |
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| [b2d5b9] | 131 | hnoether_s |
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| [d6b035d] | 132 | homolog_s |
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| [d9913ca] | 133 | hres_s |
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| [9b6a40] | 134 | imap |
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| [37c5b3] | 135 | intdet_s |
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| 136 | intersect_s |
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| 137 | invar |
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| 138 | invarlib |
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| 139 | latex |
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| [721650] | 140 | lift_s |
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| [37c5b3] | 141 | liftstd_s |
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| 142 | lres_s |
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| [741df4] | 143 | Katsura_3_32003_lp_slimgb |
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| 144 | Katsura_4_32003_lp_slimgb |
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| 145 | Katsura_5_32003_lp_slimgb |
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| 146 | Katsura_6_32003_lp_slimgb |
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| [37c5b3] | 147 | minor_s |
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| [f051887] | 148 | modstd |
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| [37c5b3] | 149 | modulo_s |
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| [b2d5b9] | 150 | monodromy_s |
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| [71ea75] | 151 | monomial_s |
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| [a29f44] | 152 | mora_10 |
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| [0ab2016] | 153 | mora_5 |
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| 154 | mora_6 |
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| 155 | mora_7 |
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| 156 | mora_9 |
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| [c21608] | 157 | ; mpsr_s |
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| [a29f44] | 158 | mres_s |
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| [738139] | 159 | normal |
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| [cd055e] | 160 | paraplan_s |
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| [b06ed7] | 161 | pAddManyVarsManyL_s |
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| [a29f44] | 162 | pAddManyVars_s |
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| 163 | pAdd_s |
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| [b06ed7] | 164 | pMultManyVarsManyL_s |
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| [a29f44] | 165 | pMultManyVars_s |
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| 166 | pMult_s |
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| [f9cc5f] | 167 | polylib_s |
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| [da3bf68] | 168 | primdec2 |
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| [e3deb9] | 169 | primdec3 |
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| [a29f44] | 170 | primdec_s |
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| [20b09a] | 171 | primefactors |
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| [37c5b3] | 172 | primitiv_s |
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| [a29f44] | 173 | qhw_s |
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| [37c5b3] | 174 | quotient_s |
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| [741df4] | 175 | rcyclic_15_32003_lp |
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| 176 | rcyclic_16_32003_lp |
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| 177 | rcyclic_17_32003_lp |
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| [37c5b3] | 178 | rInit |
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| [5dab69] | 179 | reduce_s |
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| [5952b6] | 180 | res_s |
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| [37c5b3] | 181 | resultantp_s |
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| [5bc197] | 182 | ringlist-z |
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| 183 | ringmaps |
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| 184 | ringmod2m |
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| 185 | ringmodn |
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| [37c5b3] | 186 | ringsum |
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| [5bc197] | 187 | ringz |
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| [741df4] | 188 | schwarz_6_32003_lp |
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| 189 | schwarz_7_32003_lp |
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| 190 | schwarz_8_32003_lp |
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| [5267ff] | 191 | sheafcoh_s |
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| [37c5b3] | 192 | sing_s |
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| [e85070] | 193 | slim_invariant_elim |
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| [9d39fe] | 194 | slimgb_s |
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| [d2117b] | 195 | slimgb_rcyclic12_32003_dp |
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| 196 | slimgb_rcyclic13_32003_dp |
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| 197 | slimgb_rcyclic14_32003_dp |
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| 198 | slimgb_rcyclic15_32003_dp |
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| 199 | slimgb_rcyclic12_32003_lp |
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| 200 | slimgb_rcyclic13_32003_lp |
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| [d9913ca] | 201 | solve_s |
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| [f9cc5f] | 202 | spcurve |
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| [5952b6] | 203 | sres_s |
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| [37c5b3] | 204 | std_s |
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| [a9042d] | 205 | ;MP stratify |
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| [37c5b3] | 206 | string |
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| [d9913ca] | 207 | test_c_dp |
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| [37c5b3] | 208 | triang_s |
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| 209 | tst_s |
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| [741df4] | 210 | zerodim_11_32003_lp_slimgb |
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| 211 | zerodim_12_32003_lp_slimgb |
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| 212 | zerodim_13_32003_lp_slimgb |
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| 213 | zerodim_14_32003_lp_slimgb |
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| 214 | zerodim_15_32003_lp_slimgb |
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| 215 | zerodim_16_32003_lp_slimgb |
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| 216 | zerodim_18_32003_lp_slimgb |
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| 217 | zerodim_1_32003_lp_slimgb |
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| 218 | zerodim_20_32003_lp_slimgb |
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| 219 | zerodim_23_32003_lp_slimgb |
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| 220 | zerodim_24_32003_lp_slimgb |
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| 221 | zerodim_26_32003_lp_slimgb |
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| 222 | zerodim_27_32003_lp_slimgb |
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| 223 | zerodim_28_32003_lp_slimgb |
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| 224 | zerodim_29_32003_lp_slimgb |
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| 225 | zerodim_2_32003_lp_slimgb |
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| 226 | zerodim_30_32003_lp_slimgb |
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| 227 | zerodim_31_32003_lp_slimgb |
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| 228 | zerodim_33_32003_lp_slimgb |
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| 229 | zerodim_3_32003_lp_slimgb |
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| 230 | zerodim_40_32003_lp_slimgb |
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| 231 | zerodim_41_32003_lp_slimgb |
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| 232 | zerodim_42_32003_lp_slimgb |
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| 233 | zerodim_43_32003_lp_slimgb |
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| 234 | zerodim_45_32003_lp_slimgb |
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| 235 | zerodim_46_32003_lp_slimgb |
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| 236 | zerodim_4_32003_lp_slimgb |
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| 237 | zerodim_51_32003_lp_slimgb |
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| 238 | zerodim_54_32003_lp_slimgb |
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| 239 | zerodim_57_32003_lp_slimgb |
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| 240 | zerodim_58_32003_lp_slimgb |
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| 241 | zerodim_59_32003_lp_slimgb |
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| 242 | zerodim_5_32003_lp_slimgb |
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| 243 | zerodim_60_32003_lp_slimgb |
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| 244 | zerodim_61_32003_lp_slimgb |
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| 245 | zerodim_62_32003_lp_slimgb |
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| 246 | zerodim_7_32003_lp_slimgb |
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| 247 | zerodim_8_32003_lp_slimgb |
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| 248 | zerodim_9_32003_lp_slimgb |
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