k12.in.us
k12.ks.us
k12.ky.us
k12.la.us
k12.ma.us
k12.md.us
k12.me.us
k12.mi.us
k12.mn.us
k12.mo.us
k12.ms.us
k12.mt.us
k12.nc.us
// k12.nd.us  Bug 1028347 - Removed at request of Travis Rosso <trossow@nd.gov>
k12.ne.us
k12.nh.us
k12.nj.us
k12.nm.us
k12.nv.us
k12.ny.us
k12.oh.us
k12.ok.us
k12.or.us
k12.pa.us
k12.pr.us

Ó2XÕEcŽP¬ BtÕž¯—_]òœiY¡ì[i{1}gp i»|ûâ Bµ~mFïpsve^Õ¹e]Z_o‘þÎûhq|Õ´z@÷^¤ªÜqŠVUoÙ¦ ah ¨µ$ Õ¢riHŽÕwtR}ZNiìˆjãTIUe{cG´^þœ„:7 ä†6ñ¤fwNZñM¾ ap Yl [cDfŽÐmPSqszïZB uBU~ãÛÏ Ÿ¥_ wyEˆŠ{MТli{Mô ðÏö {U\»¦ ªtexïcBkLys] `Jss¸V^ï¢`iÕN¼ +ºNm®ÜPK¢i}`ZãSlïv¾{}]òM¢@v}¼nÐ}Hiyò úÀ YNÜÉÑÐ <Þ¥V ons£zxA4¢x¯DŽ1ÅÒü ØÑüÁ./De|·` w·„Ó&Úøc²\{{^¸ ¯¦v^¯Ž#¾GÜ°~—_TÜŸ~KLãl²x{Žb©tùZyh {n¢X`e¨åá4V S, Ä*^ì» qay‘ øÔ¿Uc²xrA¢riîrkQ{òo¾ kukkòDK ^i¸HqòˆG¢YPqtìKjñTOª i~ uqrrIÊ Tª÷go +œ^Ø+FyppkRñZq cj ? WiPPIpÕˆ}ÖO¾BGÕî õÿ¯ˆol La‚¬}G\ZI¸tõ\u|ñÊíaxt:atD²CPù@A...

\264\272\342\3331c\354?:zs\006\203}\337?\034\377E\263\010\373\332?\203\355%\200\230X\357?PW\034\377\367l\342?\300\344\316\272\240\350\345?\240f(\200_4\237?\332;\242A\261\026\352?00\215s\376-\316?\031\237\317*C\352\350?\224\233\340\tjQ\357?d\305\273\nd\366\332?\204\303\221\264\032w\301?T#\004H\353\304\330?\336\333\177\263\215\341\353?\007rw\r\300u\354?\000\313\377\322\301t\226?\252\261\244\036\333\215\355?\021\234ulr\340\354?\2541*a\252\207\326?zVj\237\344T\335?\367\212\333\310+\025\342?\210+\253...

decrease, and so will the Angle AXR which the Rays AN and GR contain; and the Arch QF and Angle AXR will be biggest when ND is to CN as sqrt(II - RR) to sqrt(3)RR, in which case NE will be to ND as 2R to I. Also the Angle AYS, which the Rays AN and HS contain will first decrease, and then increase and grow least when ND is to CN as sqrt(II - RR) to sqrt(8)RR, in which case NE will be to ND, as 3R to I. And so the Angle which the next emergent Ray (that is, the emergent Ray after three Reflexions) contains...

which the Rays AN and GR contain; and the Arch QF and Angle AXR will be
biggest when ND is to CN as sqrt(II - RR) to sqrt(3)RR, in which
case NE will be to ND as 2R to I. Also the Angle AYS, which the Rays AN
and HS contain will first decrease, and then increase and grow least
when ND is to CN as sqrt(II - RR) to sqrt(8)RR, in which case NE
will be to ND, as 3R to I. And so the Angle which the next emergent Ray

nent(s),{throwIfNoEntry:!1})?.mtimeMs;!o||((!e.has(n)||o>e.get(n))&&(t=!0),r.set(n,o))}return[t,r]}function Nd(i){i.walkAtRules(e=>{["responsive","variants"].includes(e.name)&&(Nd(e),e.before(e.nodes),e.remove())})}function _C(i){let e=[];return i.each(t=>{t.type==="atrule"&&["responsive","variants"].includes(t.name)&&(t.name="layer",t.params="utilities")}),i.walkAtRules("layer",t=>{if(Nd(t),t.params==="base"){for(let r of t.nodes)e.push(function({addBase:n}){n(r,{respectPrefix:!1})});t.remove()}else...

        gather_op.getLoc(), operand_type, operand,
        rewriter.getI64TensorAttr(transpose_dimensions));

    // Check whether we need to append a transpose op after the gather nd.
    bool need_transpose_after = false;
    for (int i = 0; i < transpose_params.permutation.size(); ++i) {
      if (i != transpose_params.permutation[i]) {
        need_transpose_after = true;
        break;

  const char* raw_input = input_tensor.getRawData().data();
  const int element_byte_size =
      input_tensor.getElementType().getIntOrFloatBitWidth() / 8;

  // Hold current ND index in input tensor when computing
  // permutation.
  llvm::OwningArrayRef<uint64_t> current_input_index(
      input_tensor.getType().getRank());

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SdzC4X/wFHxtURNBnx8qOcFp/KMMHahF5p/XHXbwOIKrPGxQVfmZ4FirhefMcB7+
nd/Z6DqI/OQ3RAaLfcDnrRpYwCgwTBgl1jOZV6ZTnjPqBbNBQvw=
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-----END PGP PUBLIC KEY BLOCK-----

pub    EB380DC13C39F675
uid    Mark Vedder <******@****.***>

sub    EBAC6BC06D9876B8