EnzymeAD / EnzymeAD/Enzyme

Incorrect results on arm arch

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Dominant language
LLVM
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Avg merge
1d 22h
Merged PRs (30d)
26

Description

@wsmoses Per our discussion in today's meeting, here's a [standalone reproducer](https://enzyme.mit.edu/explorer/#z:OYLghAFBqd5QCxAYwPYBMCmBRdBLAF1QCcAaPECAMzwBtMA7AQwFtMQByARg9KtQYEAysib0QXACx8BBAKoBnTAAUAHpwAMvAFYTStJg1DIApACYAQuYukl9ZATwDKjdAGFUtAK4sGIM1ykrgAyeAyYAHI%2BAEaYxCAAzAkA7KQADqgKhE4MHt6%2B/oEZWY4CoeFRLLHxSal2mA45QgRMxAR5Pn4Btpj2pQzNrQTlkTFxiSm2LW0dBd0K08Nho1XjtQCUtqhexMjsHOYJYcjeWADUJgluyCxMBAiX2CYaAIKHx6eYF1eiCkptj2ebzMRwYJy850ubicC2ImFYgNe7zBn2%2BbgAbg0iMREW9XmgGAtMKo0sQzlkAF6YAD6BDOLAwvWplK%2BlwAImcuAA2S5WJGvMJ0s6MCkATzY1PQXjSDAEmEw6F5QMFZ2FDDFEqlaSVAsEqpF4ppBIWOpe6NQeHQZ2p1INEqoAHd0PgqFQIObLQAqUhnQU%2BhboEAgTEOEhQ9DbaL0R7%2BgiB4NYsNXCNeKOYGO%2BwSx%2BMh7HhyPRhLYH1%2B8lxoO5pNuFNpjMBiuJnHJgvpoue9amoEETAsNIGbtok5MP5nERiVoAFR9BFFaUYrC%2BAEl0KoJ7ihyO2YwlABZO7EPCqIEmZJ8l6kvDou7sIGq1XL1d3p/Pl9P4ioB0KZl4KnU01Ph8J1fYDXzQfJCW/X9/zvesE1DJs3DHAxiDXIsXyvbxMC/aDVWiVBPBAwi7wwrwsOpZAEEMYAFWpb4OSoMQlBws48IIojCIUNJWiyGgaOfdkzgY2gmISM8gTSVNaDwZAQFvO8AHp5LODxCQIYgvHghQzkMK0sFhDTsQUOTVS3QlMD3NTDwgY06UAs530/SDMB9GyzjssDOi/FkO1E4yzgAP1M3d9ysnyxNeJ9FLOABxTACG7YgtJ08k4oSoyIrvJDJ3Y4DqIIAA1MRSOsgQFjclcgLwFzStsiqzm0dYzhs5iPStHKQKUAqiswErVPKx8qqamr%2BqA7Rqr6rKULOEjMDCvzWvajq4sKzCFF6srYMrBDAMeeyPwUcaNvLOC8yuHa0LAg6hr6zbGyhSbUOwabuoUOaMtVW74Pu0RkMez0XzylbSLWt68ReSKlLkRwpMcLD5otK0L0ECyD1UCBYNhMJgDOZg2Doi4zDMcwzFBvyouUHZikwKgvFoWhRRx1A6SwGgGCxs4LGCF4hDOVA52IO4cgUAA6M4JwQPAtI3LSFAQbZaCtWU6ViM4vCURV3rOKL%2BDJNBey8bthePZI2U7V55M9T0/P%2BgABaID2ps4gvMkLVGu/Svs1q2vbOG2CC4gWWFHH7J2t33/daVgRutsObYDhEAFYLDCEwE45OyAFo9scllY/jlhU%2BThhU/Tuqs483wvJ/dMvfkrsez7a9BwMEcHunWd5zx86nleZ2UcPb7xxQn1u6DPvXfW2rHwcquqUOqegIriDvL8kBs9nmkIBnpzNj8peN%2BpErwI33fNZmr8t/2pyzn%2B/enJ9DQOyRU9jdN/kXgt73wbvW37bwR3x6WTdlkIw9BnqYTOHlBKMcfZ%2B3zsHIea5YER0DtHL2edI4FyTinNOI0zhZzwNnTMWAjywPzoXHBpdHxZ20ENcCxDiSxzhAQHYDAEG/XweA0i1s66vG7L2fsrIfgty0m3M4M45y4yXBVXEYQpLhHYdlQBqNB6/RHjIosQZAbdUnngwark7INXdgQY2Z4nzDn%2BAQCAhCoTiIlgoDOjw74smpKDcxfw4hWNobY%2B4ktHFFm3i4txd5mGsLsX4x458/xJ1of9QJ1daLWF9CXTsJtjzm0trHP%2BADtwuyAeSLGYCZopXinEGB39VS2xQVHB6sdqlBx2ugshmCKHF1wZnX0RCwgkIwYHVpJc8E0LoZ0BhpCKk319uQ7BbSOQPU4TNHh9cBFNyhNLRRw9xEdykdHIsyoGDyK%2BAtZRA8rhiNHiATqQMeoGLqvo4ahj57rKAjNJ%2BbwX6awsZ46xaJwkOKcZ4TyTlXHMU%2BW0CA3iri/P8dgeJv5gmql8X8osUTC6xPXkCgmFhkm4IEgs3yZ8XrkUokYPii07wCTUtw/Fby35g0/lkh2VAna5P7m7FgtNHB9kOd1Ep0CmnjKqfA2pyD4GNIFb0xORcBmfVOm4bunCHLEOknDZpfTpnSuOltKE8ry4At8EqvY6UBWTJaeq3BMqqy1LQlnc%2Biy%2BEN0Ec3CxTz26SIXDsnuLw5HLGmgjZlZlWWqMnOo1cjwgyXJeroi120NFPRno86N2rY10Kuq5RNpyQ4oV2ufV5J4zF3h1mcdGCS6TdPxhoXkxCfkz2FiyCAYVMXWG6a8p8ea/JPkRdCiNmFL6flaYqNO1VhL9pLj6W10yB1snhRcNJBLVpEqoqSsl%2BNKWtjErOulmTYHZKZcct2UC4iCRINpOmXCsJlhIAqbSSVpp3X5U%2BQVmCnl1NFTI%2B9P9fahOIGwl4zo4QjlQEy%2B4hzGzXRaGEdmtx8m2trksxuA5VkiJdZst1XdY17IOWWHMd0M2IMeP9PdQaNnnO0atetpi/JfrYeYLkEBO2RMJaTDdQJ6XbsZWcZQB49RQZUe%2Byp4chWZqQcauBT6xUPolVgqVuDtlEF9FgQQeAqAM2A%2BSOcyAlPSXpK7M4SNuwawFbwl4/D4NCOuEhsREjO7SNDbs3UmGjkstdkRqcHqgx6dZejY6mMjA4wXLm954zYJoANmiWxxNnbaaAWvYmYXIXbKhOFwmqc3DF2S9Sp8haIB2RsQkDkFbRKdJ8fY6FsKaSVusE2lt5LAvASy4Y8tlaIVuChf84%2BQKKuWGsA1dtNX80cWOiFukiXIX0eRYS1FEyyuJMsNijkI2WuxeJsxVtG6nzBe2MNq4SWiYJ1S8tjLNXaUnmOxkr%2BD7fY7v9cFfJelKWe3FSKp9wqRP1LQYZuDjrEPOss1s913cgSEdw2otzIBApOaAeR5%2B67TvGYdSs4RP2hO4g9nSZQmCjVts1qxWg9lqZUEDjSFd6k11%2BTmQ6aItF8ZmGFhoCZO5qTKEXBMhOGhafMXJ8gKnAkEhcGFpILgHOhP0jSNzvLZwACc/PMAZwTkLxBZx8oMDFxyBIAAONnBX%2BtPJxgARxV5yYWCQZcJHlxwgAYlT8twtkhy8O6qOZABpS8iTxeSDMJrs32VHdpHRK7/LwtBf25187rn1PaeYEkF7qaPuw8CS4Andnwe5luCoAbxPGgZd2%2B13M4gwQ0/W6Dzn4X%2BeDd84SAnE30egJ57j%2BLzXpvk8l7D9bivVfqUnbNh/JSHg0gMwJ6gIObJJaWWiAbBUsVwgC1lWc2NQZMAkWvAAJSwpaLwYgWNKQiPKK0cnWZWiYGcB0TAVOoDOC6KgcRGCOCbqptgqwyQ0zBP0c/eA4QOHpp9hH5mkeINddZj1IEBaBfIqZfVfKUMQLzbDL6YHUONCUUakbMBsGAxCZHeA0XJAk6S1NAp6NPALfNdHQOIyWArNNCfOYg/NOZQfTAYAQ/AScg4WCnWiLOBg3sWif6BAwuKPNOaCJTItBguEV0QnYFDKLHcZNPQuCtHFcXag2gzhTgpOKQ02Q7TvDKXoJiUQ2rAtaJCwJQ63LXOSVQsGVUCQpOQXaQjkNANaBQiwU3NORqDgnQqQAZLOEBCAGwuwqdCZGwhPFJQ7UwiwXbebcXNwjwkuBws4Hw7g%2BbWbKw9wnQzwiInwuXHgjvDKOZdEaIdAakMIfGOIsI%2Bw7wpwgZJJUIhI8IoowuII6CDI6IfXXIgSDOMowuRIyoswko2IzIeIloioxwqovw8Kb%2BAIzw/GDOWcconFWbWQw/LOGwpQ6CAI6I0Y8YrgjorFBgh0MPf6boswoItoiwZwyYrFHwkYvoswlIjkWYnQ6I4JAIi45Y0XQue4pJDYrYotMYpwvYs4g4542bE4gZb4w4y4yInQi40mdI4Xc0bIhYVofGBgpXZg3TDHYWBgfXfYi4moyE1AfXGEskAST3NIoYnQnkCw/BFYpOEkmIrFKE5kaYeQz4gYuSAI5IEo8XMYx4pOFko431HEukq4wuLgTwrvB3YXOgaEuk%2Bg5Ey3fYoEzhDYynCZBg1PdgkEgUkYl45En3P3CZd0DAWk2E/k3YiojUog4WZ3bU74ykzEhXOgXk2EyU006UwE349Y5EpgxU5E5UmUvYk01gEWLUlU3Uu0skQ0g41o30lgf0l3fYrk5QwYkwnQtXVky48kiwJM7ksU/UkM1Usw%2BY/wnQiXZMskjkiwQsjM2gYM%2BkgU8wuM9Jb%2BDIy0LM0Y%2BUlUhg0vGUmszFJE002PQMzM3Eqs3M402bBg0PFUmw9M2siEhXdEPASsh0v0xghU/6NsgvQEvQiM/0tIN46xCsps0MrgGsxqTcs06Sccgsxk9%2BBMgUjctk1MrgPQrOCAAQ9spSVc1xGUjcqYtgOQwEzspJd0Rsgcg8oIxqN85E0vBYpw/8u8ksw8lw/g5EvPAvcC000vJI6ChC6Yz8tYotWcysg81o1CxcyCwk68o00k9khk7k7CwE9U2bHYg4x8nMg4m4rWbsxc5UqCtUosqini3BLOWilirgH0hinwzsg8sE9ipUiQsiwSJwpYxo%2B8pYp8l8sPYiyM4WYILnDCgUxS78mgw/Z03CxikShCzI7IsIMCjizS7Sv8fMgU542Cpw%2B41SpCuy6SiCnSmU1y3mH8oy4S/SrFUykYm1OonIhgaytsrnVJWHKKc3LwZ/HIOxO4IafWbsLSVTAAKSYDQGiDwEMGmgKu0gNkH0FmQFf1dCv0U0FgEC/wQ0R1biE3/22QB1eAWmwHVENB3EZFoByryoKoYCgOQJnxwMiMwK1RIMekiLSB9CB1QL/w9QJi5G0FyvwLknTQWt%2BmzQgAZCwFoB3mgk2qtTjSwl2t6sOsO2OrGuyP/XOv2suvzSyxcVLXQAZnxMrUtHeshT2qZFzkK0q0sC%2BuqzEIhjOGwHoDYEEFaAZi2iPTJH6tQHysMAzjhtJAwAMj8mepLXkzdg%2BsK0tDxp%2Bouv%2BqxUBuThXGq1VFBufHRAoRXAGWpvryT21yMKfDpuwTeqLL5wMKvIUiUheFKovyP0IAQDx04ixHETP1FD8htDtBpEdGdCUzdF1K9EahAO8DAKyAgNoBcxDUelIF60WnlslGlENs1mXVFHNvGWXXRGtuXSfBNpsntodtVFnBdtdpNq1FlHCAVA9odv/X9uXRo1uqwnBPGSimaEvXFo5SxuPWLV/FeqJvy0%2BpXB%2BV%2BoOtJsbSBspr8hpqfFWuQFrWWh0UJpLDep9FDqMk5qPHsOYjZpnWO2YzOyBF/nYw8HSq%2BFU0LqRsGt5iAwQC%2BGH0xjH300nziDuGPULUIAnv6FFnQHN3kjes4RSzEDSEonP0XrerAAOFeC/n%2BnFi%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%2BYgFj09CmdRPWHknzx9GBcvFBe3IhahZkdD0haoDYazljxRYVXzxRfWd7BscSfwWBe3LhfRC7K4ARdRbvAzggE2ZBYpwpehfNzheQAZYof2fqaydMZydybxdsbuZueYZhfRGZdZekeRcRfYl5YJfRe3MxazmQpxafBpaoGZa2eiFZepZBa1LJdFfaYgCZdjwpY%2Beue%2Bdye5fIb%2BeSaMdCfmbNc6fai4HklT2qZ6afAp04SleQcEadcpffuNc5fafNdKd5dcZWa%2BaubCbOaIkdedeAilc4UebDYCdSZjaoH9d%2BbiNUEkAReCfwTcKzZzaBdUASE9Ezezc4VUDME9HzezcLfwRDbiajcDa%2Bcjd6aTcIkde0pdapdr0hdzfdazilfTY%2BjCAgALb7Yza6PHa7dVDHarbLePNm2LerdHYLbrZFw8YJabeTa5btdKe3aOfDdfE7dzfjazkTcqd7e0r4f%2Bh3vHunyvQHyDh3BeAnC5ixQUHFDwikmQB3pvr3oE2e2RwA9E1QTFVtio0zBMT3qMxMy%2B0atEWapQwALarND9ReGYHpkcB%2BkRuRqGrTU1Rwy2rgKegQImqI5OpmsQOuzyRUSmv1t2ho0LvWs1kIL9Jc12nIOFJgkI5QPlTvAcAbjbTSWD02v49VDaCE5fhE%2B12urwzQgwhM2E6nOMP5uUjhCbgXrPrJiUjxPF0Fz5tVEE97HxjzQSB9CkAs7lxk8oxM2FhOHhGIHI2D2xsTqK3r0%2Bp%2BWM7SFrWrmc6xTwHJqppCTs4kllmpGiFyoAGsIByWWoxATNTPTwmjR2CivDASVKhprCJj0vhKLjqpsuej7Dfnmik5EjO9g9C7i6uoyNJPJGmoTMx0EuG5w6wa9OOQiZDOGuG4kvbCLOUnfCbPNY6ufOHPWh/O46yQE6aRS1GsCavO7O60G1AuutLBguJPQu1YEAIvouIASZ4vaBEuBI818icvdKzDMvSvbDei8vR0Ckhq0vNgsvGLyuhvxkqvu1gYt5Gvuv6vFOWvuPVQop2uzhTcuvvPevn6o83u3w7OxunPp1XOZv3OU75vbFvPfOqR/PklVuLB1v7JNvwvIvkAYuEhp1/uTPjvkuebfnWDHiYe7wPuS7aufvvOmvDuAe5KgfdPGtNY%2BDnykL8dhDgv86BOjvxc80oeKvtcNuG57P6Bxvp0TD46XqUf77PP0fFu/PlugujaCe5ewvtvieYvH4VtwFxf5tqfadafkS2DpfesmeauvuRuXIfuKe0hp0jCdP7J8Yo9NYIeqeLABvAXORzPOQBvrOVPYe5f4eJvNYkfaQ1etd3OWsMelvPrdeLb9fexhZDeduSeIBs2DuLeZ0LAM5XjqOK%2BZToifQq/jLB0bKRZNjzyBSgja%2B3S3j/ieCGfVRHerk1oXffvZrzfOf4y1OQe5d/eS%2B80CWRKLOw/LPORI/mIRv5fHO4/xCVecbctUeAuFu5f0%2BCbM%2Bbbs%2BfO8/jeIAE5yfmvKeJfkuK%2BbfTTm%2BfK7u6/ArX%2BO%2BW%2BzDPDH/Fzn/ATqiPfeqLlWq799vuDcV3hAJH69hWu4/fGDyCn49dA%2Bs/ImEANX6x9EeW/Nzjv3V5o9IUafbXhn1x749V%2B5/XblyGv4c9b%2BlvMvgwVRLUdBG7OIAX30jSD82e0Aj3oDy1g88BILJRAdQNL6Cl7ew3OHgrwR7MQE%2Bs3fGnv014H9CBR/Ygb1lIFbd8%2BMXZIJQOn5W8K0zAkAZ9zOpsC3eN/TgVz24E%2B8BISZfgWkF64Es4mD5CziH1DbOE0Bog9fpgKm6q8cByfXLKny15Y8deigrPsoKJ67c1cGgpAXf1oGalfcrZZEvQPb49kXcvzGnvglHLRDf%2BmlL0iuTdKU54hi5S3MIPe66DmezvVnoYKoHGCx%2B3PMweLkLKWDeuqQTkEIzn6h8rOBQ6PjnwwESCsByPTwRr3wG%2BCeo/gqwGtyUGE8jeu3CXGEIEF5pRyiQpZtb0b7CxMhiwpgukK3J%2B5chmlfIToKLp6CB%2BpQqAe71gFVCQeD5PeJoKD4%2BgbBPoNXBZ2fqHl7B8/frm0JC4x8xBG/TLN0MT69C8BPguQX4KIHDC8eowg3ioIv4PkphVgwPuX1t6i4Oyo6PXq%2BGpapC3iqQi0osPoFRUIKaeIOoRAF49ltyMQhIX7ixFoUcRiIl8LMPUqLDS8uI6JviMXK9kuyL5PAp5TJGIEKR%2BjOnl/yD4Iis%2B9IlEUSMZHRCyWtOUkSRXJH8jgIyIz0muUWFMishT/SnOKNsqSiT%2BIEBkVsKFGaVeyKokWJBR2GgDWBBwv7kYOOGmDThBncZAHwiEpMGhEuO4RZyaEOCF%2By/YPOgPeFuCi0HgubjIP6H/DBhgI6wCQLGGqDYucXYPO7167cicKg6TkUq1mHojBReorSmqMWhUjaIGlfUWmPagxjviNfeMVS01Fbk48I5dyqyPkjvk6RwEYsUsLlGCiPSSoj8lmNTEcipRSI2sQqPlEiikkPNFMbSMLGzsGCTpbsd5RbEGio%2BjPIoU730Emjh%2BRwrgcD3xhmU6hgfAbvcIX7Q9JxsvDoZ6K6HuDt%2BvolPkP0x6BiFBQIkMaCOCEF8RKkI3rjCNNJsEZSP/Q3HThbHKlNhTfBUiwVhE8ia%2B8wt8YsK4qGi9h4A%2BruwIXEmClx8eMHtaIuEDdnRrQ5wW8NcH7jvRh46QceIIEAjzxwYkETnzIE3iyexfcITQLzHCU2%2Br4tkZxRxEpDshM2V0o%2BLhH5i7ujAwCTJT/AgTihs4qARBLNGLieB%2BnP3nBNImCCfQIfMPsH365ITtxp/NforzQnTdvhR47wSeMP4Bdj%2BL4IIeMJvFF9IxRg3rrF1pzUTbK3lf6BnFO5Fcp01Y18EZPYleUPy5kq7okRskvg7JJk/UWZPQkPczuMpBCpZLK43cbCoFVyVyN/Ev84x7Yl8DzQ8laUucoU1JmpUzE0j4pg4lYd%2BMWFPiWJ3fWSSwJZ68SyhJmc0dBP06T8RJ0w08EIwkk%2BgBum4mSSvxcEKSXOXwqQR51%2BFqT5BGkgISf20lhiE8d4wPu5PHFeTnJ4RBKXeCGkpTHJ%2BCAKdd2K5pTJp0VaaSVEK6BTCigJXCqNPWksUQpaU8iVET5HqjgIMU4aW2KOlIiWyzI8KdlLZDjTKmSU2KXZReG99pxYAgwYcP4kd5m6XqbjEwFHYscgsvHWVDWELCkd7qf1auNOk2ogzWwpHNIODMzqQyBJZwDDmIFFDYcxAZwXDoNT8jzUYZ/oEtLtELrUhBCkoXJAjPvj0gSaSM4PKjKw7SQxA2MwwPmEkjOQCkidR4O4R9Du1gBXOUmQpiUDFSlInVDUF8CZnFxNYeMlsATI5loRiZTAIWsrTJlmQKZLIH0BnUep%2BQRZ3VXquLJZlpgZZM3TmVbRmo%2Bh5Zis10MrMFnIzOMgoPyCqEEh/Tcc5KNqdrhxy3piAeEJQMTipTa5JB8mb6rvwDnp1qZVITrECOBp50tCL4f2YTRUlp1bEGsrOuTUJr49qa0ckCDDN5nUgFZRAC/NSGKQCRzZecpWQLMwDCxSMxUMugHKV6vgs5xM0mcUn4ji4G51MK2eXMrk9Rq5kc4PMBH56wQmA0QNaMXIwBKyZoGcVuWnheTyQ7J3WXKiTLbkvJvgT0WCAwB8BxAzyUkFgIQGILVgWwYaEAJgDSBZBaAAgetGnP4gZz2IDEOgOTTN6ER%2BemIT2ZkFmhpTS%2Bb8jbKFgWwEwzAK%2BBQBykzBoBiA7%2BOkKlUwzHdCYcWFrF9SgU/yh0IyCBWYFgVxzv5xMH0EjXAzhArQiC2BSPPzmFztskKNBXjkvxwgwQQiGIkgu/mTyC5PKVBYTErrK1qqewUzpAu/kDyh54KeebnNHmWzikNCeeY3O6jHlCFi2ZLHtjSxExe5REBuoRFkWXzaUq2RRXeEflxAvZr8zWKLwLrcKLZaeMubny4wEBPMxMQWiXNdBYzcqvdZmYTFrkvS%2BZbc/RR5gnjEwV8pCxgCwr1k2L66a2HjvGCGywLiYgwFhAoBixsLRFjsugAEvEX7Z0slQvHCwm/QRLdaX0tkBwE2C0BOACcXgH4A4BaBSAqATgG4HJrkhtguwVkCCB4CkACAmgNJZsCi4gBJAXIYWBLi5BJABcCcBOAEC5Cs5kgTjDJRwEkDZKal%2BSzgLwBCUP1qluStJaQDgCwAkAesNIHQDiDkBKACypZfECHBGBuQGceWhIz%2BkMA%2BAdANKJQGiDDL8qzAYgKKE4CVLzlMNAAPLRBtAWIYZXrChoEA7l%2ByK5VMtIBYAx8wANwGIGEjXLeAWAW4KAn2B5L8AICy8FhGGXEgGg4%2BYZYKF6DDKpI9sGGh4CwDDLLILAYFaQCfnqKtwYK4APIlABTLNgVAAwMAAUD5R/4DoO5ZIjxX8BBASEdgJZ2ZXyAlAagYZboECAGAjAKAcmvoDwBDz4AmwPmP0BCUcAM4dypBfgioCyhUajYauPKoYgLA9l9weVYqsSrvg6YGcU%2BXzC0i8BUAT8g8HpDFU9A%2BgOQFwAwHcB6o/AgQEIMsEqDVA9AxQbIAIFmAOr0gmQD1QwBGAurxggQeoI0AECDAZg9qvQCGv6DhqlgFQMYPEGDWLAvVUaxYAGoTUSBNgCgUpXsEzX6BMlQy75QUo4BNR%2BV2MbkEWnQCSAE4auamI/CLS4BCAx6Q4OS14CTKtA6wOpf4GSDCwzAyQZIJIAlzcgE4EuAdQnF5z5qBlhavJcWrGUgAJlNSzYLMsQAgBNsEkAgCspKi9h1lEQBcJwE2XlquQla6IGri5CSAqAFA3gAqCbVmq9AHK1lRIGkAcrFAKgdQN8t5WkAHQAsNIMCvSUFrSAOSmdZwDuUGx11/dUtVRE5BHqIAVamtXWsag0tB8iy%2BgHiQqXrA21i6rtWYETy24h1XILkMkDVwa41cLShhf0sGUAbhls62wPOqqWYbJ1ZgadcatGV0byVmwJ%2BVkGcCSAgAA%3D) for the incorrect results I am getting on arm.

This works in the compiler explorer and on x86 architectures I have access to, but not on arm. @pelesh and I tested the [original code](https://github.com/ORNL/GridKit/issues/137) on MacOS, and @superwhiskers also reproduced it on a raspberry Pi.

Expected incorrect output:
```
Result incorrect at line = 10, column = 11, obtained = -2.06027e-14, reference = 0, difference = 2.06027e-14
Result incorrect at line = 11, column = 10, obtained = 2.06027e-14, reference = -0, difference = 2.06027e-14
```

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