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521 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[1]:·</span><span·class="kn">import</span>·<span·class="nn">numpy.random</span>521 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[1]:·</span><span·class="kn">import</span>·<span·class="nn">numpy.random</span>
  
522 <span·class="gp">In·[2]:·</span><span·class="n">rng</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">random</span><span·class="o">.</span><span·class="n">default_rng</span><span·class="p">()</span>522 <span·class="gp">In·[2]:·</span><span·class="n">rng</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">random</span><span·class="o">.</span><span·class="n">default_rng</span><span·class="p">()</span>
  
523 <span·class="gp">In·[3]:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·rng.standard_normal(100000)523 <span·class="gp">In·[3]:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·rng.standard_normal(100000)
524 <span·class="gp">···...:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·numpy.random.standard_normal(100000)524 <span·class="gp">···...:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·numpy.random.standard_normal(100000)
525 <span·class="gp">···...:·</span>525 <span·class="gp">···...:·</span>
526 <span·class="go">The·slowest·run·took·14.02·times·longer·than·the·fastest.·This·could·mean·that·an·intermediate·result·is·being·cached.</span>526 <span·class="go">1.37·ms·+-·43.5·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span>
527 <span·class="go">25.2·ms·+-·12.7·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span>527 <span·class="go">2.62·ms·+-·36.4·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span>
528 <span·class="go">63.3·ms·+-·24·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span> 
529 </pre></div>528 </pre></div>
530 </div>529 </div>
531 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[4]:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·rng.standard_exponential(100000)530 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[4]:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·rng.standard_exponential(100000)
532 <span·class="gp">···...:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·numpy.random.standard_exponential(100000)531 <span·class="gp">···...:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·numpy.random.standard_exponential(100000)
533 <span·class="gp">···...:·</span>532 <span·class="gp">···...:·</span>
534 <span·class="go">The·slowest·run·took·33.86·times·longer·than·the·fastest.·This·could·mean·that·an·intermediate·result·is·being·cached.</span>533 <span·class="go">740·us·+-·36.2·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span>
535 <span·class="go">21.7·ms·+-·23.2·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span>534 <span·class="go">1.93·ms·+-·22.5·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span>
536 <span·class="go">44·ms·+-·12.5·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span> 
537 </pre></div>535 </pre></div>
538 </div>536 </div>
539 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[5]:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·rng.standard_gamma(3.0,·100000)537 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[5]:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·rng.standard_gamma(3.0,·100000)
540 <span·class="gp">···...:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·numpy.random.standard_gamma(3.0,·100000)538 <span·class="gp">···...:·</span><span·class="o">%</span><span·class="k">timeit</span>·-n·1·numpy.random.standard_gamma(3.0,·100000)
541 <span·class="gp">···...:·</span>539 <span·class="gp">···...:·</span>
542 <span·class="go">56.7·ms·+-·18.6·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span>540 <span·class="go">2.69·ms·+-·21.8·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span>
543 <span·class="go">75·ms·+-·24.1·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span>541 <span·class="go">5.09·ms·+-·50.2·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)</span>
544 </pre></div>542 </pre></div>
545 </div>543 </div>
546 <ul·class="simple">544 <ul·class="simple">
547 <li><p><a·class="reference·internal"·href="generated/numpy.random.Generator.integers.html#numpy.random.Generator.integers"·title="numpy.random.Generator.integers"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">integers</span></code></a>·is·now·the·canonical·way·to·generate·integer545 <li><p><a·class="reference·internal"·href="generated/numpy.random.Generator.integers.html#numpy.random.Generator.integers"·title="numpy.random.Generator.integers"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">integers</span></code></a>·is·now·the·canonical·way·to·generate·integer
548 random·numbers·from·a·discrete·uniform·distribution.·This·replaces·both546 random·numbers·from·a·discrete·uniform·distribution.·This·replaces·both
549 <a·class="reference·internal"·href="generated/numpy.random.randint.html#numpy.random.randint"·title="numpy.random.randint"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">randint</span></code></a>·and·the·deprecated·<a·class="reference·internal"·href="generated/numpy.random.random_integers.html#numpy.random.random_integers"·title="numpy.random.random_integers"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">random_integers</span></code></a>.</p></li>547 <a·class="reference·internal"·href="generated/numpy.random.randint.html#numpy.random.randint"·title="numpy.random.randint"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">randint</span></code></a>·and·the·deprecated·<a·class="reference·internal"·href="generated/numpy.random.random_integers.html#numpy.random.random_integers"·title="numpy.random.random_integers"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">random_integers</span></code></a>.</p></li>
550 <li><p>The·<a·class="reference·internal"·href="generated/numpy.random.rand.html#numpy.random.rand"·title="numpy.random.rand"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">rand</span></code></a>·and·<a·class="reference·internal"·href="generated/numpy.random.randn.html#numpy.random.randn"·title="numpy.random.randn"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">randn</span></code></a>·methods·are·only·available·through·the·legacy548 <li><p>The·<a·class="reference·internal"·href="generated/numpy.random.rand.html#numpy.random.rand"·title="numpy.random.rand"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">rand</span></code></a>·and·<a·class="reference·internal"·href="generated/numpy.random.randn.html#numpy.random.randn"·title="numpy.random.randn"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">randn</span></code></a>·methods·are·only·available·through·the·legacy
Offset 573, 21 lines modifiedOffset 571, 21 lines modified
573 <li><p>Standard·Exponentials·(<a·class="reference·internal"·href="generated/numpy.random.Generator.standard_exponential.html#numpy.random.Generator.standard_exponential"·title="numpy.random.Generator.standard_exponential"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">standard_exponential</span></code></a>)</p></li>571 <li><p>Standard·Exponentials·(<a·class="reference·internal"·href="generated/numpy.random.Generator.standard_exponential.html#numpy.random.Generator.standard_exponential"·title="numpy.random.Generator.standard_exponential"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">standard_exponential</span></code></a>)</p></li>
574 </ul>572 </ul>
575 </li>573 </li>
576 </ul>574 </ul>
577 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[6]:·</span><span·class="n">rng</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">random</span><span·class="o">.</span><span·class="n">default_rng</span><span·class="p">()</span>575 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[6]:·</span><span·class="n">rng</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">random</span><span·class="o">.</span><span·class="n">default_rng</span><span·class="p">()</span>
  
578 <span·class="gp">In·[7]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">random</span><span·class="p">(</span><span·class="mi">3</span><span·class="p">,</span>·<span·class="n">dtype</span><span·class="o">=</span><span·class="n">np</span><span·class="o">.</span><span·class="n">float64</span><span·class="p">)</span>576 <span·class="gp">In·[7]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">random</span><span·class="p">(</span><span·class="mi">3</span><span·class="p">,</span>·<span·class="n">dtype</span><span·class="o">=</span><span·class="n">np</span><span·class="o">.</span><span·class="n">float64</span><span·class="p">)</span>
579 <span·class="gh">Out[7]:·</span><span·class="go">array([0.52661104,·0.01612783,·0.05274666])</span>577 <span·class="gh">Out[7]:·</span><span·class="go">array([0.82177107,·0.67387644,·0.30139195])</span>
  
580 <span·class="gp">In·[8]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">random</span><span·class="p">(</span><span·class="mi">3</span><span·class="p">,</span>·<span·class="n">dtype</span><span·class="o">=</span><span·class="n">np</span><span·class="o">.</span><span·class="n">float32</span><span·class="p">)</span>578 <span·class="gp">In·[8]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">random</span><span·class="p">(</span><span·class="mi">3</span><span·class="p">,</span>·<span·class="n">dtype</span><span·class="o">=</span><span·class="n">np</span><span·class="o">.</span><span·class="n">float32</span><span·class="p">)</span>
581 <span·class="gh">Out[8]:·</span><span·class="go">array([0.68051493,·0.02193671,·0.72528356],·dtype=float32)</span>579 <span·class="gh">Out[8]:·</span><span·class="go">array([0.86194205,·0.98111516,·0.1080972·],·dtype=float32)</span>
  
582 <span·class="gp">In·[9]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">integers</span><span·class="p">(</span><span·class="mi">0</span><span·class="p">,</span>·<span·class="mi">256</span><span·class="p">,</span>·<span·class="n">size</span><span·class="o">=</span><span·class="mi">3</span><span·class="p">,</span>·<span·class="n">dtype</span><span·class="o">=</span><span·class="n">np</span><span·class="o">.</span><span·class="n">uint8</span><span·class="p">)</span>580 <span·class="gp">In·[9]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">integers</span><span·class="p">(</span><span·class="mi">0</span><span·class="p">,</span>·<span·class="mi">256</span><span·class="p">,</span>·<span·class="n">size</span><span·class="o">=</span><span·class="mi">3</span><span·class="p">,</span>·<span·class="n">dtype</span><span·class="o">=</span><span·class="n">np</span><span·class="o">.</span><span·class="n">uint8</span><span·class="p">)</span>
583 <span·class="gh">Out[9]:·</span><span·class="go">array([119,·153,·185],·dtype=uint8)</span>581 <span·class="gh">Out[9]:·</span><span·class="go">array([115,·172,·238],·dtype=uint8)</span>
584 </pre></div>582 </pre></div>
585 </div>583 </div>
586 <ul>584 <ul>
587 <li><p>Optional·<code·class="docutils·literal·notranslate"><span·class="pre">out</span></code>·argument·that·allows·existing·arrays·to·be·filled·for585 <li><p>Optional·<code·class="docutils·literal·notranslate"><span·class="pre">out</span></code>·argument·that·allows·existing·arrays·to·be·filled·for
588 select·distributions</p>586 select·distributions</p>
589 <ul·class="simple">587 <ul·class="simple">
590 <li><p>Uniforms·(<a·class="reference·internal"·href="generated/numpy.random.Generator.random.html#numpy.random.Generator.random"·title="numpy.random.Generator.random"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">random</span></code></a>)</p></li>588 <li><p>Uniforms·(<a·class="reference·internal"·href="generated/numpy.random.Generator.random.html#numpy.random.Generator.random"·title="numpy.random.Generator.random"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">random</span></code></a>)</p></li>
Offset 600, 18 lines modifiedOffset 598, 18 lines modified
600 </li>598 </li>
601 </ul>599 </ul>
602 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[10]:·</span><span·class="n">rng</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">random</span><span·class="o">.</span><span·class="n">default_rng</span><span·class="p">()</span>600 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[10]:·</span><span·class="n">rng</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">random</span><span·class="o">.</span><span·class="n">default_rng</span><span·class="p">()</span>
  
603 <span·class="gp">In·[11]:·</span><span·class="n">existing</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">zeros</span><span·class="p">(</span><span·class="mi">4</span><span·class="p">)</span>601 <span·class="gp">In·[11]:·</span><span·class="n">existing</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">zeros</span><span·class="p">(</span><span·class="mi">4</span><span·class="p">)</span>
  
604 <span·class="gp">In·[12]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">random</span><span·class="p">(</span><span·class="n">out</span><span·class="o">=</span><span·class="n">existing</span><span·class="p">[:</span><span·class="mi">2</span><span·class="p">])</span>602 <span·class="gp">In·[12]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">random</span><span·class="p">(</span><span·class="n">out</span><span·class="o">=</span><span·class="n">existing</span><span·class="p">[:</span><span·class="mi">2</span><span·class="p">])</span>
605 <span·class="gh">Out[12]:·</span><span·class="go">array([0.61964316,·0.08180325])</span>603 <span·class="gh">Out[12]:·</span><span·class="go">array([0.26980445,·0.2389351·])</span>
  
606 <span·class="gp">In·[13]:·</span><span·class="nb">print</span><span·class="p">(</span><span·class="n">existing</span><span·class="p">)</span>604 <span·class="gp">In·[13]:·</span><span·class="nb">print</span><span·class="p">(</span><span·class="n">existing</span><span·class="p">)</span>
607 <span·class="go">[0.61964316·0.08180325·0.·········0.········]</span>605 <span·class="go">[0.26980445·0.2389351··0.·········0.········]</span>
608 </pre></div>606 </pre></div>
609 </div>607 </div>
610 <ul·class="simple">608 <ul·class="simple">
611 <li><p>Optional·<code·class="docutils·literal·notranslate"><span·class="pre">axis</span></code>·argument·for·methods·like·<a·class="reference·internal"·href="generated/numpy.random.Generator.choice.html#numpy.random.Generator.choice"·title="numpy.random.Generator.choice"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">choice</span></code></a>,609 <li><p>Optional·<code·class="docutils·literal·notranslate"><span·class="pre">axis</span></code>·argument·for·methods·like·<a·class="reference·internal"·href="generated/numpy.random.Generator.choice.html#numpy.random.Generator.choice"·title="numpy.random.Generator.choice"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">choice</span></code></a>,
612 <a·class="reference·internal"·href="generated/numpy.random.Generator.permutation.html#numpy.random.Generator.permutation"·title="numpy.random.Generator.permutation"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">permutation</span></code></a>·and·<a·class="reference·internal"·href="generated/numpy.random.Generator.shuffle.html#numpy.random.Generator.shuffle"·title="numpy.random.Generator.shuffle"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">shuffle</span></code></a>·that·controls·which610 <a·class="reference·internal"·href="generated/numpy.random.Generator.permutation.html#numpy.random.Generator.permutation"·title="numpy.random.Generator.permutation"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">permutation</span></code></a>·and·<a·class="reference·internal"·href="generated/numpy.random.Generator.shuffle.html#numpy.random.Generator.shuffle"·title="numpy.random.Generator.shuffle"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">shuffle</span></code></a>·that·controls·which
613 axis·an·operation·is·performed·over·for·multi-dimensional·arrays.</p></li>611 axis·an·operation·is·performed·over·for·multi-dimensional·arrays.</p></li>
614 </ul>612 </ul>
Offset 623, 25 lines modifiedOffset 621, 25 lines modified
623 <span·class="gh">Out[16]:·</span>621 <span·class="gh">Out[16]:·</span>
624 <span·class="go">array([[·0,··1,··2,··3],</span>622 <span·class="go">array([[·0,··1,··2,··3],</span>
625 <span·class="go">·······[·4,··5,··6,··7],</span>623 <span·class="go">·······[·4,··5,··6,··7],</span>
626 <span·class="go">·······[·8,··9,·10,·11]])</span>624 <span·class="go">·······[·8,··9,·10,·11]])</span>
  
627 <span·class="gp">In·[17]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">choice</span><span·class="p">(</span><span·class="n">a</span><span·class="p">,</span>·<span·class="n">axis</span><span·class="o">=</span><span·class="mi">1</span><span·class="p">,</span>·<span·class="n">size</span><span·class="o">=</span><span·class="mi">5</span><span·class="p">)</span>625 <span·class="gp">In·[17]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">choice</span><span·class="p">(</span><span·class="n">a</span><span·class="p">,</span>·<span·class="n">axis</span><span·class="o">=</span><span·class="mi">1</span><span·class="p">,</span>·<span·class="n">size</span><span·class="o">=</span><span·class="mi">5</span><span·class="p">)</span>
628 <span·class="gh">Out[17]:·</span>626 <span·class="gh">Out[17]:·</span>
629 <span·class="go">array([[·2,··2,··3,··0,··0],</span>627 <span·class="go">array([[·0,··1,··3,··2,··2],</span>
 628 <span·class="go">·······[·4,··5,··7,··6,··6],</span>
630 <span·class="go">·······[·6,··6,··7,··4,··4],</span>629 <span·class="go">·······[·8,··9,·11,·10,·10]])</span>
631 <span·class="go">·······[10,·10,·11,··8,··8]])</span> 
  
632 <span·class="gp">In·[18]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">shuffle</span><span·class="p">(</span><span·class="n">a</span><span·class="p">,</span>·<span·class="n">axis</span><span·class="o">=</span><span·class="mi">1</span><span·class="p">)</span>········<span·class="c1">#·Shuffle·in-place</span>630 <span·class="gp">In·[18]:·</span><span·class="n">rng</span><span·class="o">.</span><span·class="n">shuffle</span><span·class="p">(</span><span·class="n">a</span><span·class="p">,</span>·<span·class="n">axis</span><span·class="o">=</span><span·class="mi">1</span><span·class="p">)</span>········<span·class="c1">#·Shuffle·in-place</span>
  
633 <span·class="gp">In·[19]:·</span><span·class="n">a</span>631 <span·class="gp">In·[19]:·</span><span·class="n">a</span>
634 <span·class="gh">Out[19]:·</span>632 <span·class="gh">Out[19]:·</span>
635 <span·class="go">array([[·1,··3,··0,··2],</span>633 <span·class="go">array([[·0,··1,··2,··3],</span>
636 <span·class="go">·······[·5,··7,··4,··6],</span>634 <span·class="go">·······[·4,··5,··6,··7],</span>
637 <span·class="go">·······[·9,·11,··8,·10]])</span>635 <span·class="go">·······[·8,··9,·10,·11]])</span>
638 </pre></div>636 </pre></div>
639 </div>637 </div>
640 <ul·class="simple">638 <ul·class="simple">
641 <li><p>Added·a·method·to·sample·from·the·complex·normal·distribution639 <li><p>Added·a·method·to·sample·from·the·complex·normal·distribution
642 (<em·class="xref·py·py-obj">complex_normal</em>)</p></li>640 (<em·class="xref·py·py-obj">complex_normal</em>)</p></li>
643 </ul>641 </ul>
644 </section>642 </section>
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Offset 101, 30 lines modifiedOffset 101, 26 lines modified
101 In·[1]:·import·numpy.random101 In·[1]:·import·numpy.random
  
102 In·[2]:·rng·=·np.random.default_rng()102 In·[2]:·rng·=·np.random.default_rng()
  
103 In·[3]:·%timeit·-n·1·rng.standard_normal(100000)103 In·[3]:·%timeit·-n·1·rng.standard_normal(100000)
104 ···...:·%timeit·-n·1·numpy.random.standard_normal(100000)104 ···...:·%timeit·-n·1·numpy.random.standard_normal(100000)
105 ···...:105 ···...:
 106 1.37·ms·+-·43.5·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)
106 The·slowest·run·took·14.02·times·longer·than·the·fastest.·This·could·mean·that 
107 an·intermediate·result·is·being·cached. 
108 25.2·ms·+-·12.7·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)107 2.62·ms·+-·36.4·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)
109 63.3·ms·+-·24·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each) 
110 In·[4]:·%timeit·-n·1·rng.standard_exponential(100000)108 In·[4]:·%timeit·-n·1·rng.standard_exponential(100000)
111 ···...:·%timeit·-n·1·numpy.random.standard_exponential(100000)109 ···...:·%timeit·-n·1·numpy.random.standard_exponential(100000)
112 ···...:110 ···...:
 111 740·us·+-·36.2·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)
113 The·slowest·run·took·33.86·times·longer·than·the·fastest.·This·could·mean·that 
114 an·intermediate·result·is·being·cached. 
115 21.7·ms·+-·23.2·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)112 1.93·ms·+-·22.5·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)
116 44·ms·+-·12.5·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each) 
117 In·[5]:·%timeit·-n·1·rng.standard_gamma(3.0,·100000)113 In·[5]:·%timeit·-n·1·rng.standard_gamma(3.0,·100000)
118 ···...:·%timeit·-n·1·numpy.random.standard_gamma(3.0,·100000)114 ···...:·%timeit·-n·1·numpy.random.standard_gamma(3.0,·100000)
119 ···...:115 ···...:
120 56.7·ms·+-·18.6·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)116 2.69·ms·+-·21.8·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)
121 75·ms·+-·24.1·ms·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)117 5.09·ms·+-·50.2·us·per·loop·(mean·+-·std.·dev.·of·7·runs,·1·loop·each)
122 ····*·_\x8i_\x8n_\x8t_\x8e_\x8g_\x8e_\x8r_\x8s·is·now·the·canonical·way·to·generate·integer·random·numbers·from118 ····*·_\x8i_\x8n_\x8t_\x8e_\x8g_\x8e_\x8r_\x8s·is·now·the·canonical·way·to·generate·integer·random·numbers·from
123 ······a·discrete·uniform·distribution.·This·replaces·both·_\x8r_\x8a_\x8n_\x8d_\x8i_\x8n_\x8t·and·the119 ······a·discrete·uniform·distribution.·This·replaces·both·_\x8r_\x8a_\x8n_\x8d_\x8i_\x8n_\x8t·and·the
124 ······deprecated·_\x8r_\x8a_\x8n_\x8d_\x8o_\x8m_\x8__\x8i_\x8n_\x8t_\x8e_\x8g_\x8e_\x8r_\x8s.120 ······deprecated·_\x8r_\x8a_\x8n_\x8d_\x8o_\x8m_\x8__\x8i_\x8n_\x8t_\x8e_\x8g_\x8e_\x8r_\x8s.
125 ····*·The·_\x8r_\x8a_\x8n_\x8d·and·_\x8r_\x8a_\x8n_\x8d_\x8n·methods·are·only·available·through·the·legacy121 ····*·The·_\x8r_\x8a_\x8n_\x8d·and·_\x8r_\x8a_\x8n_\x8d_\x8n·methods·are·only·available·through·the·legacy
126 ······_\x8R_\x8a_\x8n_\x8d_\x8o_\x8m_\x8S_\x8t_\x8a_\x8t_\x8e.122 ······_\x8R_\x8a_\x8n_\x8d_\x8o_\x8m_\x8S_\x8t_\x8a_\x8t_\x8e.
127 ····*·_\x8G_\x8e_\x8n_\x8e_\x8r_\x8a_\x8t_\x8o_\x8r_\x8._\x8r_\x8a_\x8n_\x8d_\x8o_\x8m·is·now·the·canonical·way·to·generate·floating-point123 ····*·_\x8G_\x8e_\x8n_\x8e_\x8r_\x8a_\x8t_\x8o_\x8r_\x8._\x8r_\x8a_\x8n_\x8d_\x8o_\x8m·is·now·the·canonical·way·to·generate·floating-point
128 ······random·numbers,·which·replaces·_\x8R_\x8a_\x8n_\x8d_\x8o_\x8m_\x8S_\x8t_\x8a_\x8t_\x8e_\x8._\x8r_\x8a_\x8n_\x8d_\x8o_\x8m_\x8__\x8s_\x8a_\x8m_\x8p_\x8l_\x8e,·_\x8s_\x8a_\x8m_\x8p_\x8l_\x8e,·and124 ······random·numbers,·which·replaces·_\x8R_\x8a_\x8n_\x8d_\x8o_\x8m_\x8S_\x8t_\x8a_\x8t_\x8e_\x8._\x8r_\x8a_\x8n_\x8d_\x8o_\x8m_\x8__\x8s_\x8a_\x8m_\x8p_\x8l_\x8e,·_\x8s_\x8a_\x8m_\x8p_\x8l_\x8e,·and
Offset 143, 38 lines modifiedOffset 139, 38 lines modified
143 ··········o·Uniforms·(_\x8r_\x8a_\x8n_\x8d_\x8o_\x8m·and·_\x8i_\x8n_\x8t_\x8e_\x8g_\x8e_\x8r_\x8s)139 ··········o·Uniforms·(_\x8r_\x8a_\x8n_\x8d_\x8o_\x8m·and·_\x8i_\x8n_\x8t_\x8e_\x8g_\x8e_\x8r_\x8s)
144 ··········o·Normals·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8n_\x8o_\x8r_\x8m_\x8a_\x8l)140 ··········o·Normals·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8n_\x8o_\x8r_\x8m_\x8a_\x8l)
145 ··········o·Standard·Gammas·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8g_\x8a_\x8m_\x8m_\x8a)141 ··········o·Standard·Gammas·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8g_\x8a_\x8m_\x8m_\x8a)
146 ··········o·Standard·Exponentials·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8e_\x8x_\x8p_\x8o_\x8n_\x8e_\x8n_\x8t_\x8i_\x8a_\x8l)142 ··········o·Standard·Exponentials·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8e_\x8x_\x8p_\x8o_\x8n_\x8e_\x8n_\x8t_\x8i_\x8a_\x8l)
147 In·[6]:·rng·=·np.random.default_rng()143 In·[6]:·rng·=·np.random.default_rng()
  
148 In·[7]:·rng.random(3,·dtype=np.float64)144 In·[7]:·rng.random(3,·dtype=np.float64)
149 Out[7]:·array([0.52661104,·0.01612783,·0.05274666])145 Out[7]:·array([0.82177107,·0.67387644,·0.30139195])
  
150 In·[8]:·rng.random(3,·dtype=np.float32)146 In·[8]:·rng.random(3,·dtype=np.float32)
151 Out[8]:·array([0.68051493,·0.02193671,·0.72528356],·dtype=float32)147 Out[8]:·array([0.86194205,·0.98111516,·0.1080972·],·dtype=float32)
  
152 In·[9]:·rng.integers(0,·256,·size=3,·dtype=np.uint8)148 In·[9]:·rng.integers(0,·256,·size=3,·dtype=np.uint8)
153 Out[9]:·array([119,·153,·185],·dtype=uint8)149 Out[9]:·array([115,·172,·238],·dtype=uint8)
154 ····*·Optional·out·argument·that·allows·existing·arrays·to·be·filled·for·select150 ····*·Optional·out·argument·that·allows·existing·arrays·to·be·filled·for·select
155 ······distributions151 ······distributions
156 ··········o·Uniforms·(_\x8r_\x8a_\x8n_\x8d_\x8o_\x8m)152 ··········o·Uniforms·(_\x8r_\x8a_\x8n_\x8d_\x8o_\x8m)
157 ··········o·Normals·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8n_\x8o_\x8r_\x8m_\x8a_\x8l)153 ··········o·Normals·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8n_\x8o_\x8r_\x8m_\x8a_\x8l)
158 ··········o·Standard·Gammas·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8g_\x8a_\x8m_\x8m_\x8a)154 ··········o·Standard·Gammas·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8g_\x8a_\x8m_\x8m_\x8a)
159 ··········o·Standard·Exponentials·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8e_\x8x_\x8p_\x8o_\x8n_\x8e_\x8n_\x8t_\x8i_\x8a_\x8l)155 ··········o·Standard·Exponentials·(_\x8s_\x8t_\x8a_\x8n_\x8d_\x8a_\x8r_\x8d_\x8__\x8e_\x8x_\x8p_\x8o_\x8n_\x8e_\x8n_\x8t_\x8i_\x8a_\x8l)
160 ······This·allows·multithreading·to·fill·large·arrays·in·chunks·using·suitable156 ······This·allows·multithreading·to·fill·large·arrays·in·chunks·using·suitable
161 ······BitGenerators·in·parallel.157 ······BitGenerators·in·parallel.
162 In·[10]:·rng·=·np.random.default_rng()158 In·[10]:·rng·=·np.random.default_rng()
  
163 In·[11]:·existing·=·np.zeros(4)159 In·[11]:·existing·=·np.zeros(4)
  
164 In·[12]:·rng.random(out=existing[:2])160 In·[12]:·rng.random(out=existing[:2])
165 Out[12]:·array([0.61964316,·0.08180325])161 Out[12]:·array([0.26980445,·0.2389351·])
  
166 In·[13]:·print(existing)162 In·[13]:·print(existing)
167 [0.61964316·0.08180325·0.·········0.········]163 [0.26980445·0.2389351··0.·········0.········]
168 ····*·Optional·axis·argument·for·methods·like·_\x8c_\x8h_\x8o_\x8i_\x8c_\x8e,·_\x8p_\x8e_\x8r_\x8m_\x8u_\x8t_\x8a_\x8t_\x8i_\x8o_\x8n·and·_\x8s_\x8h_\x8u_\x8f_\x8f_\x8l_\x8e164 ····*·Optional·axis·argument·for·methods·like·_\x8c_\x8h_\x8o_\x8i_\x8c_\x8e,·_\x8p_\x8e_\x8r_\x8m_\x8u_\x8t_\x8a_\x8t_\x8i_\x8o_\x8n·and·_\x8s_\x8h_\x8u_\x8f_\x8f_\x8l_\x8e
169 ······that·controls·which·axis·an·operation·is·performed·over·for·multi-165 ······that·controls·which·axis·an·operation·is·performed·over·for·multi-
170 ······dimensional·arrays.166 ······dimensional·arrays.
171 In·[14]:·rng·=·np.random.default_rng()167 In·[14]:·rng·=·np.random.default_rng()
  
172 In·[15]:·a·=·np.arange(12).reshape((3,·4))168 In·[15]:·a·=·np.arange(12).reshape((3,·4))
  
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182 Out[16]:178 Out[16]:
183 array([[·0,··1,··2,··3],179 array([[·0,··1,··2,··3],
184 ·······[·4,··5,··6,··7],180 ·······[·4,··5,··6,··7],
185 ·······[·8,··9,·10,·11]])181 ·······[·8,··9,·10,·11]])
  
186 In·[17]:·rng.choice(a,·axis=1,·size=5)182 In·[17]:·rng.choice(a,·axis=1,·size=5)
187 Out[17]:183 Out[17]:
188 array([[·2,··2,··3,··0,··0], 
189 ·······[·6,··6,··7,··4,··4], 
190 ·······[10,·10,·11,··8,··8]])184 array([[·0,··1,··3,··2,··2],
 185 ·······[·4,··5,··7,··6,··6],
 186 ·······[·8,··9,·11,·10,·10]])
  
191 In·[18]:·rng.shuffle(a,·axis=1)········#·Shuffle·in-place187 In·[18]:·rng.shuffle(a,·axis=1)········#·Shuffle·in-place
  
192 In·[19]:·a188 In·[19]:·a
193 Out[19]:189 Out[19]:
194 array([[·1,··3,··0,··2],190 array([[·0,··1,··2,··3],
195 ·······[·5,··7,··4,··6],191 ·······[·4,··5,··6,··7],
196 ·······[·9,·11,··8,·10]])192 ·······[·8,··9,·10,·11]])
197 ····*·Added·a·method·to·sample·from·the·complex·normal·distribution193 ····*·Added·a·method·to·sample·from·the·complex·normal·distribution
198 ······(c\x8co\x8om\x8mp\x8pl\x8le\x8ex\x8x_\x8_n\x8no\x8or\x8rm\x8ma\x8al\x8l)194 ······(c\x8co\x8om\x8mp\x8pl\x8le\x8ex\x8x_\x8_n\x8no\x8or\x8rm\x8ma\x8al\x8l)
199 _\x8p_\x8r_\x8e_\x8v_\x8i_\x8o_\x8u_\x8s195 _\x8p_\x8r_\x8e_\x8v_\x8i_\x8o_\x8u_\x8s
200 _\x8M_\x8u_\x8l_\x8t_\x8i_\x8t_\x8h_\x8r_\x8e_\x8a_\x8d_\x8e_\x8d_\x8·_\x8g_\x8e_\x8n_\x8e_\x8r_\x8a_\x8t_\x8i_\x8o_\x8n196 _\x8M_\x8u_\x8l_\x8t_\x8i_\x8t_\x8h_\x8r_\x8e_\x8a_\x8d_\x8e_\x8d_\x8·_\x8g_\x8e_\x8n_\x8e_\x8r_\x8a_\x8t_\x8i_\x8o_\x8n
201 _\x8n_\x8e_\x8x_\x8t197 _\x8n_\x8e_\x8x_\x8t
202 _\x8P_\x8e_\x8r_\x8f_\x8o_\x8r_\x8m_\x8a_\x8n_\x8c_\x8e198 _\x8P_\x8e_\x8r_\x8f_\x8o_\x8r_\x8m_\x8a_\x8n_\x8c_\x8e
203 ©·Copyright·2008-2024,·NumPy·Developers.199 ©·Copyright·2008-2024,·NumPy·Developers.
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592 <span·class="gp">In·[3]:·</span><span·class="n">y</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">arange</span><span·class="p">(</span><span·class="mi">10</span><span·class="p">)</span>·<span·class="o">+</span>·<span·class="n">rng</span><span·class="o">.</span><span·class="n">standard_normal</span><span·class="p">(</span><span·class="mi">10</span><span·class="p">)</span>592 <span·class="gp">In·[3]:·</span><span·class="n">y</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">arange</span><span·class="p">(</span><span·class="mi">10</span><span·class="p">)</span>·<span·class="o">+</span>·<span·class="n">rng</span><span·class="o">.</span><span·class="n">standard_normal</span><span·class="p">(</span><span·class="mi">10</span><span·class="p">)</span>
593 </pre></div>593 </pre></div>
594 </div>594 </div>
595 <p>With·the·legacy·polynomial·module,·a·linear·fit·(i.e.·polynomial·of·degree·1)595 <p>With·the·legacy·polynomial·module,·a·linear·fit·(i.e.·polynomial·of·degree·1)
596 could·be·applied·to·these·data·with·<a·class="reference·internal"·href="generated/numpy.polyfit.html#numpy.polyfit"·title="numpy.polyfit"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">polyfit</span></code></a>:</p>596 could·be·applied·to·these·data·with·<a·class="reference·internal"·href="generated/numpy.polyfit.html#numpy.polyfit"·title="numpy.polyfit"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">polyfit</span></code></a>:</p>
597 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[4]:·</span><span·class="n">np</span><span·class="o">.</span><span·class="n">polyfit</span><span·class="p">(</span><span·class="n">x</span><span·class="p">,</span>·<span·class="n">y</span><span·class="p">,</span>·<span·class="n">deg</span><span·class="o">=</span><span·class="mi">1</span><span·class="p">)</span>597 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[4]:·</span><span·class="n">np</span><span·class="o">.</span><span·class="n">polyfit</span><span·class="p">(</span><span·class="n">x</span><span·class="p">,</span>·<span·class="n">y</span><span·class="p">,</span>·<span·class="n">deg</span><span·class="o">=</span><span·class="mi">1</span><span·class="p">)</span>
598 <span·class="gh">Out[4]:·</span><span·class="go">array([0.90345299,·0.75002332])</span>598 <span·class="gh">Out[4]:·</span><span·class="go">array([0.91177395,·0.45243129])</span>
599 </pre></div>599 </pre></div>
600 </div>600 </div>
601 <p>With·the·new·polynomial·API,·the·<a·class="reference·internal"·href="generated/numpy.polynomial.polynomial.Polynomial.fit.html#numpy.polynomial.polynomial.Polynomial.fit"·title="numpy.polynomial.polynomial.Polynomial.fit"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">fit</span></code></a>601 <p>With·the·new·polynomial·API,·the·<a·class="reference·internal"·href="generated/numpy.polynomial.polynomial.Polynomial.fit.html#numpy.polynomial.polynomial.Polynomial.fit"·title="numpy.polynomial.polynomial.Polynomial.fit"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">fit</span></code></a>
602 class·method·is·preferred:</p>602 class·method·is·preferred:</p>
603 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[5]:·</span><span·class="n">p_fitted</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">polynomial</span><span·class="o">.</span><span·class="n">Polynomial</span><span·class="o">.</span><span·class="n">fit</span><span·class="p">(</span><span·class="n">x</span><span·class="p">,</span>·<span·class="n">y</span><span·class="p">,</span>·<span·class="n">deg</span><span·class="o">=</span><span·class="mi">1</span><span·class="p">)</span>603 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[5]:·</span><span·class="n">p_fitted</span>·<span·class="o">=</span>·<span·class="n">np</span><span·class="o">.</span><span·class="n">polynomial</span><span·class="o">.</span><span·class="n">Polynomial</span><span·class="o">.</span><span·class="n">fit</span><span·class="p">(</span><span·class="n">x</span><span·class="p">,</span>·<span·class="n">y</span><span·class="p">,</span>·<span·class="n">deg</span><span·class="o">=</span><span·class="mi">1</span><span·class="p">)</span>
  
604 <span·class="gp">In·[6]:·</span><span·class="n">p_fitted</span>604 <span·class="gp">In·[6]:·</span><span·class="n">p_fitted</span>
605 <span·class="gh">Out[6]:·</span><span·class="go">Polynomial([4.81556178,·4.06553847],·domain=[0.,·9.],·window=[-1.,··1.],·symbol=&#39;x&#39;)</span>605 <span·class="gh">Out[6]:·</span><span·class="go">Polynomial([4.55541407,·4.10298278],·domain=[0.,·9.],·window=[-1.,··1.],·symbol=&#39;x&#39;)</span>
606 </pre></div>606 </pre></div>
607 </div>607 </div>
608 <p>Note·that·the·coefficients·are·given·<em>in·the·scaled·domain</em>·defined·by·the608 <p>Note·that·the·coefficients·are·given·<em>in·the·scaled·domain</em>·defined·by·the
609 linear·mapping·between·the·<code·class="docutils·literal·notranslate"><span·class="pre">window</span></code>·and·<code·class="docutils·literal·notranslate"><span·class="pre">domain</span></code>.609 linear·mapping·between·the·<code·class="docutils·literal·notranslate"><span·class="pre">window</span></code>·and·<code·class="docutils·literal·notranslate"><span·class="pre">domain</span></code>.
610 <a·class="reference·internal"·href="generated/numpy.polynomial.polynomial.Polynomial.convert.html#numpy.polynomial.polynomial.Polynomial.convert"·title="numpy.polynomial.polynomial.Polynomial.convert"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">convert</span></code></a>·can·be·used·to·get·the610 <a·class="reference·internal"·href="generated/numpy.polynomial.polynomial.Polynomial.convert.html#numpy.polynomial.polynomial.Polynomial.convert"·title="numpy.polynomial.polynomial.Polynomial.convert"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">convert</span></code></a>·can·be·used·to·get·the
611 coefficients·in·the·unscaled·data·domain.</p>611 coefficients·in·the·unscaled·data·domain.</p>
612 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[7]:·</span><span·class="n">p_fitted</span><span·class="o">.</span><span·class="n">convert</span><span·class="p">()</span>612 <div·class="highlight-ipython·notranslate"><div·class="highlight"><pre><span></span><span·class="gp">In·[7]:·</span><span·class="n">p_fitted</span><span·class="o">.</span><span·class="n">convert</span><span·class="p">()</span>
613 <span·class="gh">Out[7]:·</span><span·class="go">Polynomial([0.75002332,·0.90345299],·domain=[-1.,··1.],·window=[-1.,··1.],·symbol=&#39;x&#39;)</span>613 <span·class="gh">Out[7]:·</span><span·class="go">Polynomial([0.45243129,·0.91177395],·domain=[-1.,··1.],·window=[-1.,··1.],·symbol=&#39;x&#39;)</span>
614 </pre></div>614 </pre></div>
615 </div>615 </div>
616 </section>616 </section>
617 </section>617 </section>
618 <section·id="documentation-for-the-polynomial-package">618 <section·id="documentation-for-the-polynomial-package">
619 <h2>Documentation·for·the·<a·class="reference·internal"·href="routines.polynomials-package.html#module-numpy.polynomial"·title="numpy.polynomial"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">polynomial</span></code></a>·package<a·class="headerlink"·href="#documentation-for-the-polynomial-package"·title="Link·to·this·heading">#</a></h2>619 <h2>Documentation·for·the·<a·class="reference·internal"·href="routines.polynomials-package.html#module-numpy.polynomial"·title="numpy.polynomial"><code·class="xref·py·py-obj·docutils·literal·notranslate"><span·class="pre">polynomial</span></code></a>·package<a·class="headerlink"·href="#documentation-for-the-polynomial-package"·title="Link·to·this·heading">#</a></h2>
620 <p>In·addition·to·standard·power·series·polynomials,·the·polynomial·package620 <p>In·addition·to·standard·power·series·polynomials,·the·polynomial·package
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150 In·[2]:·x·=·np.arange(10)150 In·[2]:·x·=·np.arange(10)
  
151 In·[3]:·y·=·np.arange(10)·+·rng.standard_normal(10)151 In·[3]:·y·=·np.arange(10)·+·rng.standard_normal(10)
152 With·the·legacy·polynomial·module,·a·linear·fit·(i.e.·polynomial·of·degree·1)152 With·the·legacy·polynomial·module,·a·linear·fit·(i.e.·polynomial·of·degree·1)
153 could·be·applied·to·these·data·with·_\x8p_\x8o_\x8l_\x8y_\x8f_\x8i_\x8t:153 could·be·applied·to·these·data·with·_\x8p_\x8o_\x8l_\x8y_\x8f_\x8i_\x8t:
154 In·[4]:·np.polyfit(x,·y,·deg=1)154 In·[4]:·np.polyfit(x,·y,·deg=1)
155 Out[4]:·array([0.90345299,·0.75002332])155 Out[4]:·array([0.91177395,·0.45243129])
156 With·the·new·polynomial·API,·the·_\x8f_\x8i_\x8t·class·method·is·preferred:156 With·the·new·polynomial·API,·the·_\x8f_\x8i_\x8t·class·method·is·preferred:
157 In·[5]:·p_fitted·=·np.polynomial.Polynomial.fit(x,·y,·deg=1)157 In·[5]:·p_fitted·=·np.polynomial.Polynomial.fit(x,·y,·deg=1)
  
158 In·[6]:·p_fitted158 In·[6]:·p_fitted
159 Out[6]:·Polynomial([4.81556178,·4.06553847],·domain=[0.,·9.],·window=[-1.,159 Out[6]:·Polynomial([4.55541407,·4.10298278],·domain=[0.,·9.],·window=[-1.,
160 1.],·symbol='x')160 1.],·symbol='x')
161 Note·that·the·coefficients·are·given·i\x8in\x8n·t\x8th\x8he\x8e·s\x8sc\x8ca\x8al\x8le\x8ed\x8d·d\x8do\x8om\x8ma\x8ai\x8in\x8n·defined·by·the·linear161 Note·that·the·coefficients·are·given·i\x8in\x8n·t\x8th\x8he\x8e·s\x8sc\x8ca\x8al\x8le\x8ed\x8d·d\x8do\x8om\x8ma\x8ai\x8in\x8n·defined·by·the·linear
162 mapping·between·the·window·and·domain.·_\x8c_\x8o_\x8n_\x8v_\x8e_\x8r_\x8t·can·be·used·to·get·the162 mapping·between·the·window·and·domain.·_\x8c_\x8o_\x8n_\x8v_\x8e_\x8r_\x8t·can·be·used·to·get·the
163 coefficients·in·the·unscaled·data·domain.163 coefficients·in·the·unscaled·data·domain.
164 In·[7]:·p_fitted.convert()164 In·[7]:·p_fitted.convert()
165 Out[7]:·Polynomial([0.75002332,·0.90345299],·domain=[-1.,··1.],·window=[-1.,165 Out[7]:·Polynomial([0.45243129,·0.91177395],·domain=[-1.,··1.],·window=[-1.,
166 1.],·symbol='x')166 1.],·symbol='x')
167 *\x8**\x8**\x8**\x8**\x8*·D\x8Do\x8oc\x8cu\x8um\x8me\x8en\x8nt\x8ta\x8at\x8ti\x8io\x8on\x8n·f\x8fo\x8or\x8r·t\x8th\x8he\x8e·_\x8p\x8p_\x8o\x8o_\x8l\x8l_\x8y\x8y_\x8n\x8n_\x8o\x8o_\x8m\x8m_\x8i\x8i_\x8a\x8a_\x8l\x8l·p\x8pa\x8ac\x8ck\x8ka\x8ag\x8ge\x8e_\x8#\x8#·*\x8**\x8**\x8**\x8**\x8*167 *\x8**\x8**\x8**\x8**\x8*·D\x8Do\x8oc\x8cu\x8um\x8me\x8en\x8nt\x8ta\x8at\x8ti\x8io\x8on\x8n·f\x8fo\x8or\x8r·t\x8th\x8he\x8e·_\x8p\x8p_\x8o\x8o_\x8l\x8l_\x8y\x8y_\x8n\x8n_\x8o\x8o_\x8m\x8m_\x8i\x8i_\x8a\x8a_\x8l\x8l·p\x8pa\x8ac\x8ck\x8ka\x8ag\x8ge\x8e_\x8#\x8#·*\x8**\x8**\x8**\x8**\x8*
168 In·addition·to·standard·power·series·polynomials,·the·polynomial·package168 In·addition·to·standard·power·series·polynomials,·the·polynomial·package
169 provides·several·additional·kinds·of·polynomials·including·Chebyshev,·Hermite169 provides·several·additional·kinds·of·polynomials·including·Chebyshev,·Hermite
170 (two·subtypes),·Laguerre,·and·Legendre·polynomials.·Each·of·these·has·an170 (two·subtypes),·Laguerre,·and·Legendre·polynomials.·Each·of·these·has·an
171 associated·c\x8co\x8on\x8nv\x8ve\x8en\x8ni\x8ie\x8en\x8nc\x8ce\x8e·c\x8cl\x8la\x8as\x8ss\x8s·available·from·the·_\x8n_\x8u_\x8m_\x8p_\x8y_\x8._\x8p_\x8o_\x8l_\x8y_\x8n_\x8o_\x8m_\x8i_\x8a_\x8l·namespace·that171 associated·c\x8co\x8on\x8nv\x8ve\x8en\x8ni\x8ie\x8en\x8nc\x8ce\x8e·c\x8cl\x8la\x8as\x8ss\x8s·available·from·the·_\x8n_\x8u_\x8m_\x8p_\x8y_\x8._\x8p_\x8o_\x8l_\x8y_\x8n_\x8o_\x8m_\x8i_\x8a_\x8l·namespace·that
172 provides·a·consistent·interface·for·working·with·polynomials·regardless·of172 provides·a·consistent·interface·for·working·with·polynomials·regardless·of
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32326 ········"0100":·1519,32326 ········"0100":·1519,
32327 ········"01041667":·1585,32327 ········"01041667":·1585,
32328 ········"011":·[1602,·1659,·1716,·1773,·1830,·1886],32328 ········"011":·[1602,·1659,·1716,·1773,·1830,·1886],
32329 ········"012":·[1602,·1659,·1716,·1773,·1830,·1886],32329 ········"012":·[1602,·1659,·1716,·1773,·1830,·1886],
32330 ········"0123456789":·[303,·2132],32330 ········"0123456789":·[303,·2132],
32331 ········"01280782":·[2335,·2378,·2425],32331 ········"01280782":·[2335,·2378,·2425],
32332 ········"016":·[648,·653],32332 ········"016":·[648,·653],
32333 ········"01612783":·2461, 
32334 ········"01652764":·2631,32333 ········"01652764":·2631,
32335 ········"01666667":·1544,32334 ········"01666667":·1544,
32336 ········"016j":·2105,32335 ········"016j":·2105,
32337 ········"01831564":·1660,32336 ········"01831564":·1660,
32338 ········"018318":·[2353,·2400,·2450],32337 ········"018318":·[2353,·2400,·2450],
32339 ········"01j":·514,32338 ········"01j":·514,
32340 ········"01t00":·[55,·62,·361,·2525],32339 ········"01t00":·[55,·62,·361,·2525],
32341 ········"01t08":·2525,32340 ········"01t08":·2525,
32342 ········"01t12":·55,32341 ········"01t12":·55,
32343 ········"02":·[54,·55,·147,·162,·163,·410,·547,·566,·669,·1335,·1586,·1601,·1658,·1715,·1772,·1816,·1829,·1885,·2104,·2461],32342 ········"02":·[54,·55,·147,·162,·163,·410,·547,·566,·669,·1335,·1586,·1601,·1658,·1715,·1772,·1816,·1829,·1885,·2104],
32344 ········"020995":·57,32343 ········"020995":·57,
32345 ········"02193671":·2461, 
32346 ········"02284196":·1697,32344 ········"02284196":·1697,
32347 ········"02294967":·1640,32345 ········"02294967":·1640,
32348 ········"023":·2640,32346 ········"023":·2640,
32349 ········"02332573e":·54,32347 ········"02332573e":·54,
32350 ········"0253":·2648,32348 ········"0253":·2648,
32351 ········"02654825":·1891,32349 ········"02654825":·1891,
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32371 ········"04551152e":·2104,32369 ········"04551152e":·2104,
32372 ········"04719755":·1911,32370 ········"04719755":·1911,
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32374 ········"0500":·360,32372 ········"0500":·360,
32375 ········"05093587":·2631,32373 ········"05093587":·2631,
32376 ········"05208333":·1585,32374 ········"05208333":·1585,
32377 ········"05263157894736836":·2257,32375 ········"05263157894736836":·2257,
32378 ········"05274666":·2461, 
32379 ········"0549999999999997":·2083,32376 ········"0549999999999997":·2083,
32380 ········"055":·2083,32377 ········"055":·2083,
32381 ········"0596779":·1153,32378 ········"0596779":·1153,
32382 ········"06":·[55,·566,·2083,·2508],32379 ········"06":·[55,·566,·2083,·2508],
32383 ········"0614962j":·[439,·453],32380 ········"0614962j":·[439,·453],
32384 ········"0625":·[418,·624,·1645],32381 ········"0625":·[418,·624,·1645],
32385 ········"06369197489564249":·2458,32382 ········"06369197489564249":·2458,
32386 ········"06381726":·349,32383 ········"06381726":·349,
32387 ········"06553847":·2488, 
32388 ········"0660":·[302,·2131],32384 ········"0660":·[302,·2131],
32389 ········"06959433e":·[420,·947],32385 ········"06959433e":·[420,·947],
32390 ········"07":·[55,·164,·547,·896,·897,·1335,·2170,·2508],32386 ········"07":·[55,·164,·547,·896,·897,·1335,·2170,·2508],
32391 ········"07106781e":·514,32387 ········"07106781e":·514,
32392 ········"07407407":·1809,32388 ········"07407407":·1809,
32393 ········"07779185":·2458,32389 ········"07779185":·2458,
32394 ········"07937323":·524,32390 ········"07937323":·524,
32395 ········"07944154":·[657,·2651],32391 ········"07944154":·[657,·2651],
32396 ········"08":·[55,·91,·147,·410,·523,·548,·896,·1095,·2322,·2366,·2413,·2525,·2655],32392 ········"08":·[55,·91,·147,·410,·523,·548,·896,·1095,·2322,·2366,·2413,·2525,·2655],
32397 ········"0800":·2525,32393 ········"0800":·2525,
32398 ········"08180325":·2461, 
32399 ········"08187135":·54,32394 ········"08187135":·54,
32400 ········"08333333":·[1645,·1871],32395 ········"08333333":·[1645,·1871],
32401 ········"08405657":·1867,32396 ········"08405657":·1867,
32402 ········"0855":·2638,32397 ········"0855":·2638,
32403 ········"08553692":·38,32398 ········"08553692":·38,
32404 ········"085537":·2638,32399 ········"085537":·2638,
32405 ········"0856306":·1154,32400 ········"0856306":·1154,
32406 ········"08618131":·1526,32401 ········"08618131":·1526,
32407 ········"08703704":·[1113,·1543],32402 ········"08703704":·[1113,·1543],
32408 ········"087300000000000003":·[2346,·2392,·2441],32403 ········"087300000000000003":·[2346,·2392,·2441],
32409 ········"09":·[55,·2171,·2323,·2367,·2414],32404 ········"09":·[55,·2171,·2323,·2367,·2414,·2461],
32410 ········"090097550553843":·2638,32405 ········"090097550553843":·2638,
32411 ········"09417735":·[349,·2457,·2635],32406 ········"09417735":·[349,·2457,·2635],
32412 ········"0943951":·1911,32407 ········"0943951":·1911,
32413 ········"09640474436813":·675,32408 ········"09640474436813":·675,
32414 ········"09861229":·[657,·2651],32409 ········"09861229":·[657,·2651],
32415 ········"0999755859375":·62,32410 ········"0999755859375":·62,
32416 ········"099975586":·62,32411 ········"099975586":·62,
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32489 ········"10100":·[143,·570],32484 ········"10100":·[143,·570],
32490 ········"1015":·2592,32485 ········"1015":·2592,
32491 ········"10151":·2560,32486 ········"10151":·2560,
32492 ········"102":·[2463,·2633,·2662],32487 ········"102":·[2463,·2633,·2662],
32493 ········"1023":·[141,·2583],32488 ········"1023":·[141,·2583],
32494 ········"1024":·[66,·72,·2654],32489 ········"1024":·[66,·72,·2654],
32495 ········"10240":·977,32490 ········"10240":·977,
 32491 ········"10298278":·2488,
32496 ········"103":·2463,32492 ········"103":·2463,
32497 ········"10330":·55,32493 ········"10330":·55,
32498 ········"10339":·[2536,·2542],32494 ········"10339":·[2536,·2542],
32499 ········"1035":·[1643,·1655],32495 ········"1035":·[1643,·1655],
32500 ········"10352":·2542,32496 ········"10352":·2542,
32501 ········"10368":·2536,32497 ········"10368":·2536,
32502 ········"10375":·2536,32498 ········"10375":·2536,
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32548 ········"10725":·2537,32544 ········"10725":·2537,
32549 ········"10726":·2537,32545 ········"10726":·2537,
32550 ········"10727":·2537,32546 ········"10727":·2537,
32551 ········"10729":·2537,32547 ········"10729":·2537,
32552 ········"1073741821":·[420,·421,·947,·948,·1923],32548 ········"1073741821":·[420,·421,·947,·948,·1923],
32553 ········"1078":·2622,32549 ········"1078":·2622,
32554 ········"108":·[524,·2463],32550 ········"108":·[524,·2463],
 32551 ········"1080972":·2461,
32555 ········"10862":·2538,32552 ········"10862":·2538,
32556 ········"10868":·2538,32553 ········"10868":·2538,
32557 ········"1088311":·2343,32554 ········"1088311":·2343,
32558 ········"10898":·2542,32555 ········"10898":·2542,
32559 ········"109":·[136,·523,·2463],32556 ········"109":·[136,·523,·2463],
32560 ········"10905":·2538,32557 ········"10905":·2538,
32561 ········"10941":·2328,32558 ········"10941":·2328,
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32604 ········"113":·[674,·2463,·2662],32601 ········"113":·[674,·2463,·2662],
32605 ········"11308":·2542,32602 ········"11308":·2542,
32606 ········"1138":·2612,32603 ········"1138":·2612,
32607 ········"114":·2463,32604 ········"114":·2463,
32608 ········"11407192":·1822,32605 ········"11407192":·1822,
32609 ········"1142":·[2353,·2400,·2450],32606 ········"1142":·[2353,·2400,·2450],
32610 ········"1149":·2612,32607 ········"1149":·2612,
32611 ········"115":·[1654,·2463],32608 ········"115":·[1654,·2461,·2463],
32612 ········"1151":·657,32609 ········"1151":·657,
32613 ········"11525":·2547,32610 ········"11525":·2547,
32614 ········"116":·2463,32611 ········"116":·2463,
32615 ········"11625":·[2543,·2544,·2545,·2546],32612 ········"11625":·[2543,·2544,·2545,·2546],
32616 ········"11647":·2543,32613 ········"11647":·2543,
32617 ········"11648":·2543,32614 ········"11648":·2543,
32618 ········"11657":·2543,32615 ········"11657":·2543,
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32642 ········"11785":·2543,32639 ········"11785":·2543,
32643 ········"11786":·2543,32640 ········"11786":·2543,
32644 ········"1179":·2463,32641 ········"1179":·2463,
32645 ········"118":·2463,32642 ········"118":·2463,
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3282 ··3278:·00000000000e7210··4544·FUNC····LOCAL··DEFAULT···12·__svml_satan2_cout_rare_internal3282 ··3278:·00000000000e7210··4544·FUNC····LOCAL··DEFAULT···12·__svml_satan2_cout_rare_internal
3283 ··3279:·000000000084e440··2008·OBJECT··LOCAL··DEFAULT···14·__satan2_la_CoutTab3283 ··3279:·000000000084e440··2008·OBJECT··LOCAL··DEFAULT···14·__satan2_la_CoutTab
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3286 ··3282:·00000000000e88d0··4448·FUNC····LOCAL··DEFAULT···12·__svml_datan2_ha_cout_rare_internal3286 ··3282:·00000000000e88d0··4448·FUNC····LOCAL··DEFAULT···12·__svml_datan2_ha_cout_rare_internal
3287 ··3283:·000000000084f940··2008·OBJECT··LOCAL··DEFAULT···14·__datan2_ha_CoutTab3287 ··3283:·000000000084f940··2008·OBJECT··LOCAL··DEFAULT···14·__datan2_ha_CoutTab
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3292 ··3288:·00000000000e9d50··1584·FUNC····LOCAL··DEFAULT···12·__svml_datan_cout_rare_internal3292 ··3288:·00000000000e9d50··1584·FUNC····LOCAL··DEFAULT···12·__svml_datan_cout_rare_internal
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3326 ··3322:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccw5KPHV.o3326 ··3322:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc2SHEPA.o
3327 ··3323:·0000000000853cc0···960·OBJECT··LOCAL··DEFAULT···14·__svml_scbrt_data_internal_avx5123327 ··3323:·0000000000853cc0···960·OBJECT··LOCAL··DEFAULT···14·__svml_scbrt_data_internal_avx512
3328 ··3324:·00000000000ec0b0···448·FUNC····LOCAL··DEFAULT···12·__svml_scbrt_cout_rare_internal3328 ··3324:·00000000000ec0b0···448·FUNC····LOCAL··DEFAULT···12·__svml_scbrt_cout_rare_internal
3329 ··3325:·0000000000854080··1920·OBJECT··LOCAL··DEFAULT···14·__scbrt_la_vscbrt_ha_cout_data3329 ··3325:·0000000000854080··1920·OBJECT··LOCAL··DEFAULT···14·__scbrt_la_vscbrt_ha_cout_data
3330 ··3326:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccyWRVn6.o3330 ··3326:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccvgqi9R.o
Max diff block lines reached; 26981/39769 bytes (67.84%) of diff not shown.
10.2 KB
strings --all --bytes=8 {}
    
Offset 7959, 395 lines modifiedOffset 7959, 395 lines modified
7959 uint_as_number7959 uint_as_number
7960 ulong_as_number7960 ulong_as_number
7961 ulonglong_as_number7961 ulonglong_as_number
7962 half_as_number7962 half_as_number
7963 cfloat_as_number7963 cfloat_as_number
7964 cdouble_as_number7964 cdouble_as_number
7965 clongdouble_as_number7965 clongdouble_as_number
7966 ccbv2dBJ.o7966 cc2SvVrf.o
7967 __svml_dacos_data_internal7967 __svml_dacos_data_internal
7968 __svml_dacos_cout_rare_internal7968 __svml_dacos_cout_rare_internal
7969 _vmldACosHATab7969 _vmldACosHATab
7970 ccMYjVCk.o7970 ccI9JCD5.o
7971 __svml_sacos_data_internal7971 __svml_sacos_data_internal
7972 __svml_sacos_cout_rare_internal7972 __svml_sacos_cout_rare_internal
7973 ccEQb2Tj.o7973 ccPrHFxV.o
7974 __svml_dacos_ha_data_internal7974 __svml_dacos_ha_data_internal
7975 __svml_dacos_ha_cout_rare_internal7975 __svml_dacos_ha_cout_rare_internal
7976 ccLqB5BF.o7976 ccdGMyDW.o
7977 __svml_hacos_data_internal7977 __svml_hacos_data_internal
7978 .looparray_acos_h7978 .looparray_acos_h
7979 .loaddata7979 .loaddata
7980 .funcbegin_acos_h7980 .funcbegin_acos_h
7981 ccbcnbb7.o7981 ccvJ7pRJ.o
7982 __svml_dacosh_data_internal_avx5127982 __svml_dacosh_data_internal_avx512
7983 __svml_dacosh_cout_rare_internal7983 __svml_dacosh_cout_rare_internal
7984 __dacosh_la_CoutTab7984 __dacosh_la_CoutTab
7985 ccadxxy2.o7985 ccQyghJ1.o
7986 __svml_sacosh_data_internal_avx5127986 __svml_sacosh_data_internal_avx512
7987 __svml_sacosh_cout_rare_internal7987 __svml_sacosh_cout_rare_internal
7988 __sacosh_la__iml_sacosh_cout_tab7988 __sacosh_la__iml_sacosh_cout_tab
7989 ccVLIVga.o7989 ccTamLcT.o
7990 __svml_dacosh_ha_data_internal_avx5127990 __svml_dacosh_ha_data_internal_avx512
7991 __svml_dacosh_ha_cout_rare_internal7991 __svml_dacosh_ha_cout_rare_internal
7992 __dacosh_ha_CoutTab7992 __dacosh_ha_CoutTab
7993 ccRpQZcw.o7993 ccvhlT8i.o
7994 __svml_hacosh_data_internal7994 __svml_hacosh_data_internal
7995 .looparray_acosh_h7995 .looparray_acosh_h
7996 .loaddata_acosh7996 .loaddata_acosh
7997 .funcbegin_acosh_h7997 .funcbegin_acosh_h
7998 ccgZXt3L.o7998 ccabQpWa.o
7999 __svml_dasin_data_internal7999 __svml_dasin_data_internal
8000 __svml_dasin_cout_rare_internal8000 __svml_dasin_cout_rare_internal
8001 _vmldASinHATab8001 _vmldASinHATab
8002 ccq5SEXR.o8002 ccZv2UDx.o
8003 __svml_sasin_data_internal8003 __svml_sasin_data_internal
8004 __svml_sasin_cout_rare_internal8004 __svml_sasin_cout_rare_internal
8005 cc6EB52h.o8005 ccbef4y6.o
8006 __svml_dasin_ha_data_internal8006 __svml_dasin_ha_data_internal
8007 __svml_dasin_ha_cout_rare_internal8007 __svml_dasin_ha_cout_rare_internal
8008 ccPnNrh4.o8008 ccKYTCqz.o
8009 __svml_hasin_data_internal8009 __svml_hasin_data_internal
8010 .looparray_asin_h8010 .looparray_asin_h
8011 .loaddata_asinh8011 .loaddata_asinh
8012 .funcbegin_asin_h8012 .funcbegin_asin_h
8013 cce7Iw8F.o8013 ccUEUofC.o
8014 __svml_dasinh_data_internal_avx5128014 __svml_dasinh_data_internal_avx512
8015 __svml_dasinh_cout_rare_internal8015 __svml_dasinh_cout_rare_internal
8016 cc6qtcDT.o8016 ccFBIHQv.o
8017 __svml_sasinh_data_internal_avx5128017 __svml_sasinh_data_internal_avx512
8018 __svml_sasinh_cout_rare_internal8018 __svml_sasinh_cout_rare_internal
8019 cc5l6cKD.o8019 ccKn7u7b.o
8020 __svml_dasinh_ha_data_internal_avx5128020 __svml_dasinh_ha_data_internal_avx512
8021 __svml_dasinh_ha_cout_rare_internal8021 __svml_dasinh_ha_cout_rare_internal
8022 ccYCZdnI.o8022 ccsoQo5Z.o
8023 __svml_hasinh_data_internal8023 __svml_hasinh_data_internal
8024 .looparray_asinh_h8024 .looparray_asinh_h
8025 .funcbegin_asinh_h8025 .funcbegin_asinh_h
8026 ccYImky9.o8026 cc1LdjXD.o
8027 __svml_datan2_data_internal8027 __svml_datan2_data_internal
8028 __svml_datan2_cout_rare_internal8028 __svml_datan2_cout_rare_internal
8029 __datan2_la_CoutTab8029 __datan2_la_CoutTab
8030 cc1ok2tY.o8030 ccte3sNg.o
8031 __svml_satan2_data_internal8031 __svml_satan2_data_internal
8032 __svml_satan2_cout_rare_internal8032 __svml_satan2_cout_rare_internal
8033 __satan2_la_CoutTab8033 __satan2_la_CoutTab
8034 cc3TLRvg.o8034 cc90oi40.o
8035 __svml_datan2_ha_data_internal8035 __svml_datan2_ha_data_internal
8036 __svml_datan2_ha_cout_rare_internal8036 __svml_datan2_ha_cout_rare_internal
8037 __datan2_ha_CoutTab8037 __datan2_ha_CoutTab
8038 ccqcNkop.o8038 cc5aPPMK.o
8039 __svml_hatan2_data_internal8039 __svml_hatan2_data_internal
8040 ccdG0NiD.o8040 ccvUZngN.o
8041 __svml_datan_data_internal_avx5128041 __svml_datan_data_internal_avx512
8042 __svml_datan_cout_rare_internal8042 __svml_datan_cout_rare_internal
8043 __datan_la_CoutTab8043 __datan_la_CoutTab
8044 ccEL1eCG.o8044 ccBQaKY7.o
8045 __svml_satan_data_internal_avx5128045 __svml_satan_data_internal_avx512
8046 cccGNypK.o8046 ccRsSYaf.o
8047 __svml_datan_ha_data_internal_avx5128047 __svml_datan_ha_data_internal_avx512
8048 __svml_datan_ha_cout_rare_internal8048 __svml_datan_ha_cout_rare_internal
8049 __datan_ha_CoutTab8049 __datan_ha_CoutTab
8050 ccXMeYpd.o8050 ccH2I9dL.o
8051 __svml_hatan_data_internal8051 __svml_hatan_data_internal
8052 .looparray_atan_h8052 .looparray_atan_h
8053 .loaddata_atanh8053 .loaddata_atanh
8054 .funcbegin_atan_h8054 .funcbegin_atan_h
8055 cc4bczge.o8055 cc4LTCPG.o
8056 __svml_datanh_data_internal_avx5128056 __svml_datanh_data_internal_avx512
8057 __svml_datanh_cout_rare_internal8057 __svml_datanh_cout_rare_internal
8058 __datanh_la_CoutTab8058 __datanh_la_CoutTab
8059 cccL4hz4.o8059 ccWcHGQq.o
8060 __svml_satanh_data_internal_avx5128060 __svml_satanh_data_internal_avx512
8061 __svml_satanh_cout_rare_internal8061 __svml_satanh_cout_rare_internal
8062 __satanh_la__imlsAtanhTab8062 __satanh_la__imlsAtanhTab
8063 ccgt31KU.o8063 cc0XWEka.o
8064 __svml_datanh_ha_data_internal_avx5128064 __svml_datanh_ha_data_internal_avx512
8065 __svml_datanh_ha_cout_rare_internal8065 __svml_datanh_ha_cout_rare_internal
8066 __datanh_ha_CoutTab8066 __datanh_ha_CoutTab
8067 cccJQcFX.o8067 ccK21tvc.o
8068 __svml_hatanh_data_internal8068 __svml_hatanh_data_internal
8069 .looparray_atanh_h8069 .looparray_atanh_h
8070 .loaddata_atanhh8070 .loaddata_atanhh
8071 .funcbegin_atanh_h8071 .funcbegin_atanh_h
8072 cc4bN6em.o8072 ccgADxHW.o
8073 __svml_dcbrt_data_internal_avx5128073 __svml_dcbrt_data_internal_avx512
8074 __svml_dcbrt_cout_rare_internal8074 __svml_dcbrt_cout_rare_internal
8075 __dcbrt_la__vmldCbrtTab8075 __dcbrt_la__vmldCbrtTab
8076 ccw5KPHV.o8076 cc2SHEPA.o
8077 __svml_scbrt_data_internal_avx5128077 __svml_scbrt_data_internal_avx512
8078 __svml_scbrt_cout_rare_internal8078 __svml_scbrt_cout_rare_internal
8079 __scbrt_la_vscbrt_ha_cout_data8079 __scbrt_la_vscbrt_ha_cout_data
8080 ccyWRVn6.o8080 ccvgqi9R.o
8081 __svml_dcbrt_ha_data_internal_avx5128081 __svml_dcbrt_ha_data_internal_avx512
8082 __svml_dcbrt_ha_cout_rare_internal8082 __svml_dcbrt_ha_cout_rare_internal
8083 __dcbrt_ha__vmldCbrtTab8083 __dcbrt_ha__vmldCbrtTab
8084 ccwG1e90.o8084 cc2mqG0W.o
8085 __svml_hcbrt_data_internal8085 __svml_hcbrt_data_internal
Max diff block lines reached; 6987/10442 bytes (66.91%) of diff not shown.
43.4 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 3397, 364 lines modifiedOffset 3397, 364 lines modified
3397 ··0x0000d420·0075696e·745f6173·5f6e756d·62657200·.uint_as_number.3397 ··0x0000d420·0075696e·745f6173·5f6e756d·62657200·.uint_as_number.
3398 ··0x0000d430·756c6f6e·675f6173·5f6e756d·62657200·ulong_as_number.3398 ··0x0000d430·756c6f6e·675f6173·5f6e756d·62657200·ulong_as_number.
3399 ··0x0000d440·756c6f6e·676c6f6e·675f6173·5f6e756d·ulonglong_as_num3399 ··0x0000d440·756c6f6e·676c6f6e·675f6173·5f6e756d·ulonglong_as_num
3400 ··0x0000d450·62657200·68616c66·5f61735f·6e756d62·ber.half_as_numb3400 ··0x0000d450·62657200·68616c66·5f61735f·6e756d62·ber.half_as_numb
3401 ··0x0000d460·65720063·666c6f61·745f6173·5f6e756d·er.cfloat_as_num3401 ··0x0000d460·65720063·666c6f61·745f6173·5f6e756d·er.cfloat_as_num
3402 ··0x0000d470·62657200·63646f75·626c655f·61735f6e·ber.cdouble_as_n3402 ··0x0000d470·62657200·63646f75·626c655f·61735f6e·ber.cdouble_as_n
3403 ··0x0000d480·756d6265·7200636c·6f6e6764·6f75626c·umber.clongdoubl3403 ··0x0000d480·756d6265·7200636c·6f6e6764·6f75626c·umber.clongdoubl
3404 ··0x0000d490·655f6173·5f6e756d·62657200·63636276·e_as_number.ccbv3404 ··0x0000d490·655f6173·5f6e756d·62657200·63633253·e_as_number.cc2S
3405 ··0x0000d4a0·3264424a·2e6f005f·5f73766d·6c5f6461·2dBJ.o.__svml_da3405 ··0x0000d4a0·76567266·2e6f005f·5f73766d·6c5f6461·vVrf.o.__svml_da
3406 ··0x0000d4b0·636f735f·64617461·5f696e74·65726e61·cos_data_interna3406 ··0x0000d4b0·636f735f·64617461·5f696e74·65726e61·cos_data_interna
3407 ··0x0000d4c0·6c005f5f·73766d6c·5f646163·6f735f63·l.__svml_dacos_c3407 ··0x0000d4c0·6c005f5f·73766d6c·5f646163·6f735f63·l.__svml_dacos_c
3408 ··0x0000d4d0·6f75745f·72617265·5f696e74·65726e61·out_rare_interna3408 ··0x0000d4d0·6f75745f·72617265·5f696e74·65726e61·out_rare_interna
3409 ··0x0000d4e0·6c005f76·6d6c6441·436f7348·41546162·l._vmldACosHATab3409 ··0x0000d4e0·6c005f76·6d6c6441·436f7348·41546162·l._vmldACosHATab
3410 ··0x0000d4f0·0063634d·596a5643·6b2e6f00·5f5f7376·.ccMYjVCk.o.__sv3410 ··0x0000d4f0·00636349·394a4344·352e6f00·5f5f7376·.ccI9JCD5.o.__sv
3411 ··0x0000d500·6d6c5f73·61636f73·5f646174·615f696e·ml_sacos_data_in3411 ··0x0000d500·6d6c5f73·61636f73·5f646174·615f696e·ml_sacos_data_in
3412 ··0x0000d510·7465726e·616c005f·5f73766d·6c5f7361·ternal.__svml_sa3412 ··0x0000d510·7465726e·616c005f·5f73766d·6c5f7361·ternal.__svml_sa
3413 ··0x0000d520·636f735f·636f7574·5f726172·655f696e·cos_cout_rare_in3413 ··0x0000d520·636f735f·636f7574·5f726172·655f696e·cos_cout_rare_in
3414 ··0x0000d530·7465726e·616c0063·63455162·32546a2e·ternal.ccEQb2Tj.3414 ··0x0000d530·7465726e·616c0063·63507248·4678562e·ternal.ccPrHFxV.
3415 ··0x0000d540·6f005f5f·73766d6c·5f646163·6f735f68·o.__svml_dacos_h3415 ··0x0000d540·6f005f5f·73766d6c·5f646163·6f735f68·o.__svml_dacos_h
3416 ··0x0000d550·615f6461·74615f69·6e746572·6e616c00·a_data_internal.3416 ··0x0000d550·615f6461·74615f69·6e746572·6e616c00·a_data_internal.
3417 ··0x0000d560·5f5f7376·6d6c5f64·61636f73·5f68615f·__svml_dacos_ha_3417 ··0x0000d560·5f5f7376·6d6c5f64·61636f73·5f68615f·__svml_dacos_ha_
3418 ··0x0000d570·636f7574·5f726172·655f696e·7465726e·cout_rare_intern3418 ··0x0000d570·636f7574·5f726172·655f696e·7465726e·cout_rare_intern
3419 ··0x0000d580·616c0063·634c7142·3542462e·6f005f5f·al.ccLqB5BF.o.__3419 ··0x0000d580·616c0063·6364474d·7944572e·6f005f5f·al.ccdGMyDW.o.__
3420 ··0x0000d590·73766d6c·5f686163·6f735f64·6174615f·svml_hacos_data_3420 ··0x0000d590·73766d6c·5f686163·6f735f64·6174615f·svml_hacos_data_
3421 ··0x0000d5a0·696e7465·726e616c·002e6c6f·6f706172·internal..loopar3421 ··0x0000d5a0·696e7465·726e616c·002e6c6f·6f706172·internal..loopar
3422 ··0x0000d5b0·7261795f·61636f73·5f68002e·6c6f6164·ray_acos_h..load3422 ··0x0000d5b0·7261795f·61636f73·5f68002e·6c6f6164·ray_acos_h..load
3423 ··0x0000d5c0·64617461·002e6675·6e636265·67696e5f·data..funcbegin_3423 ··0x0000d5c0·64617461·002e6675·6e636265·67696e5f·data..funcbegin_
3424 ··0x0000d5d0·61636f73·5f680063·6362636e·6262372e·acos_h.ccbcnbb7.3424 ··0x0000d5d0·61636f73·5f680063·63764a37·70524a2e·acos_h.ccvJ7pRJ.
3425 ··0x0000d5e0·6f005f5f·73766d6c·5f646163·6f73685f·o.__svml_dacosh_3425 ··0x0000d5e0·6f005f5f·73766d6c·5f646163·6f73685f·o.__svml_dacosh_
3426 ··0x0000d5f0·64617461·5f696e74·65726e61·6c5f6176·data_internal_av3426 ··0x0000d5f0·64617461·5f696e74·65726e61·6c5f6176·data_internal_av
3427 ··0x0000d600·78353132·005f5f73·766d6c5f·6461636f·x512.__svml_daco3427 ··0x0000d600·78353132·005f5f73·766d6c5f·6461636f·x512.__svml_daco
3428 ··0x0000d610·73685f63·6f75745f·72617265·5f696e74·sh_cout_rare_int3428 ··0x0000d610·73685f63·6f75745f·72617265·5f696e74·sh_cout_rare_int
3429 ··0x0000d620·65726e61·6c005f5f·6461636f·73685f6c·ernal.__dacosh_l3429 ··0x0000d620·65726e61·6c005f5f·6461636f·73685f6c·ernal.__dacosh_l
3430 ··0x0000d630·615f436f·75745461·62006363·61647878·a_CoutTab.ccadxx3430 ··0x0000d630·615f436f·75745461·62006363·51796768·a_CoutTab.ccQygh
3431 ··0x0000d640·79322e6f·005f5f73·766d6c5f·7361636f·y2.o.__svml_saco3431 ··0x0000d640·4a312e6f·005f5f73·766d6c5f·7361636f·J1.o.__svml_saco
3432 ··0x0000d650·73685f64·6174615f·696e7465·726e616c·sh_data_internal3432 ··0x0000d650·73685f64·6174615f·696e7465·726e616c·sh_data_internal
3433 ··0x0000d660·5f617678·35313200·5f5f7376·6d6c5f73·_avx512.__svml_s3433 ··0x0000d660·5f617678·35313200·5f5f7376·6d6c5f73·_avx512.__svml_s
3434 ··0x0000d670·61636f73·685f636f·75745f72·6172655f·acosh_cout_rare_3434 ··0x0000d670·61636f73·685f636f·75745f72·6172655f·acosh_cout_rare_
3435 ··0x0000d680·696e7465·726e616c·005f5f73·61636f73·internal.__sacos3435 ··0x0000d680·696e7465·726e616c·005f5f73·61636f73·internal.__sacos
3436 ··0x0000d690·685f6c61·5f5f696d·6c5f7361·636f7368·h_la__iml_sacosh3436 ··0x0000d690·685f6c61·5f5f696d·6c5f7361·636f7368·h_la__iml_sacosh
3437 ··0x0000d6a0·5f636f75·745f7461·62006363·564c4956·_cout_tab.ccVLIV3437 ··0x0000d6a0·5f636f75·745f7461·62006363·54616d4c·_cout_tab.ccTamL
3438 ··0x0000d6b0·67612e6f·005f5f73·766d6c5f·6461636f·ga.o.__svml_daco3438 ··0x0000d6b0·63542e6f·005f5f73·766d6c5f·6461636f·cT.o.__svml_daco
3439 ··0x0000d6c0·73685f68·615f6461·74615f69·6e746572·sh_ha_data_inter3439 ··0x0000d6c0·73685f68·615f6461·74615f69·6e746572·sh_ha_data_inter
3440 ··0x0000d6d0·6e616c5f·61767835·3132005f·5f73766d·nal_avx512.__svm3440 ··0x0000d6d0·6e616c5f·61767835·3132005f·5f73766d·nal_avx512.__svm
3441 ··0x0000d6e0·6c5f6461·636f7368·5f68615f·636f7574·l_dacosh_ha_cout3441 ··0x0000d6e0·6c5f6461·636f7368·5f68615f·636f7574·l_dacosh_ha_cout
3442 ··0x0000d6f0·5f726172·655f696e·7465726e·616c005f·_rare_internal._3442 ··0x0000d6f0·5f726172·655f696e·7465726e·616c005f·_rare_internal._
3443 ··0x0000d700·5f646163·6f73685f·68615f43·6f757454·_dacosh_ha_CoutT3443 ··0x0000d700·5f646163·6f73685f·68615f43·6f757454·_dacosh_ha_CoutT
3444 ··0x0000d710·61620063·63527051·5a63772e·6f005f5f·ab.ccRpQZcw.o.__3444 ··0x0000d710·61620063·6376686c·5438692e·6f005f5f·ab.ccvhlT8i.o.__
3445 ··0x0000d720·73766d6c·5f686163·6f73685f·64617461·svml_hacosh_data3445 ··0x0000d720·73766d6c·5f686163·6f73685f·64617461·svml_hacosh_data
3446 ··0x0000d730·5f696e74·65726e61·6c002e6c·6f6f7061·_internal..loopa3446 ··0x0000d730·5f696e74·65726e61·6c002e6c·6f6f7061·_internal..loopa
3447 ··0x0000d740·72726179·5f61636f·73685f68·002e6c6f·rray_acosh_h..lo3447 ··0x0000d740·72726179·5f61636f·73685f68·002e6c6f·rray_acosh_h..lo
3448 ··0x0000d750·61646461·74615f61·636f7368·002e6675·addata_acosh..fu3448 ··0x0000d750·61646461·74615f61·636f7368·002e6675·addata_acosh..fu
3449 ··0x0000d760·6e636265·67696e5f·61636f73·685f6800·ncbegin_acosh_h.3449 ··0x0000d760·6e636265·67696e5f·61636f73·685f6800·ncbegin_acosh_h.
3450 ··0x0000d770·6363675a·5874334c·2e6f005f·5f73766d·ccgZXt3L.o.__svm3450 ··0x0000d770·63636162·51705761·2e6f005f·5f73766d·ccabQpWa.o.__svm
3451 ··0x0000d780·6c5f6461·73696e5f·64617461·5f696e74·l_dasin_data_int3451 ··0x0000d780·6c5f6461·73696e5f·64617461·5f696e74·l_dasin_data_int
3452 ··0x0000d790·65726e61·6c005f5f·73766d6c·5f646173·ernal.__svml_das3452 ··0x0000d790·65726e61·6c005f5f·73766d6c·5f646173·ernal.__svml_das
3453 ··0x0000d7a0·696e5f63·6f75745f·72617265·5f696e74·in_cout_rare_int3453 ··0x0000d7a0·696e5f63·6f75745f·72617265·5f696e74·in_cout_rare_int
3454 ··0x0000d7b0·65726e61·6c005f76·6d6c6441·53696e48·ernal._vmldASinH3454 ··0x0000d7b0·65726e61·6c005f76·6d6c6441·53696e48·ernal._vmldASinH
3455 ··0x0000d7c0·41546162·00636371·35534558·522e6f00·ATab.ccq5SEXR.o.3455 ··0x0000d7c0·41546162·0063635a·76325544·782e6f00·ATab.ccZv2UDx.o.
3456 ··0x0000d7d0·5f5f7376·6d6c5f73·6173696e·5f646174·__svml_sasin_dat3456 ··0x0000d7d0·5f5f7376·6d6c5f73·6173696e·5f646174·__svml_sasin_dat
3457 ··0x0000d7e0·615f696e·7465726e·616c005f·5f73766d·a_internal.__svm3457 ··0x0000d7e0·615f696e·7465726e·616c005f·5f73766d·a_internal.__svm
3458 ··0x0000d7f0·6c5f7361·73696e5f·636f7574·5f726172·l_sasin_cout_rar3458 ··0x0000d7f0·6c5f7361·73696e5f·636f7574·5f726172·l_sasin_cout_rar
3459 ··0x0000d800·655f696e·7465726e·616c0063·63364542·e_internal.cc6EB3459 ··0x0000d800·655f696e·7465726e·616c0063·63626566·e_internal.ccbef
3460 ··0x0000d810·3532682e·6f005f5f·73766d6c·5f646173·52h.o.__svml_das3460 ··0x0000d810·3479362e·6f005f5f·73766d6c·5f646173·4y6.o.__svml_das
3461 ··0x0000d820·696e5f68·615f6461·74615f69·6e746572·in_ha_data_inter3461 ··0x0000d820·696e5f68·615f6461·74615f69·6e746572·in_ha_data_inter
3462 ··0x0000d830·6e616c00·5f5f7376·6d6c5f64·6173696e·nal.__svml_dasin3462 ··0x0000d830·6e616c00·5f5f7376·6d6c5f64·6173696e·nal.__svml_dasin
3463 ··0x0000d840·5f68615f·636f7574·5f726172·655f696e·_ha_cout_rare_in3463 ··0x0000d840·5f68615f·636f7574·5f726172·655f696e·_ha_cout_rare_in
3464 ··0x0000d850·7465726e·616c0063·63506e4e·7268342e·ternal.ccPnNrh4.3464 ··0x0000d850·7465726e·616c0063·634b5954·43717a2e·ternal.ccKYTCqz.
3465 ··0x0000d860·6f005f5f·73766d6c·5f686173·696e5f64·o.__svml_hasin_d3465 ··0x0000d860·6f005f5f·73766d6c·5f686173·696e5f64·o.__svml_hasin_d
3466 ··0x0000d870·6174615f·696e7465·726e616c·002e6c6f·ata_internal..lo3466 ··0x0000d870·6174615f·696e7465·726e616c·002e6c6f·ata_internal..lo
3467 ··0x0000d880·6f706172·7261795f·6173696e·5f68002e·oparray_asin_h..3467 ··0x0000d880·6f706172·7261795f·6173696e·5f68002e·oparray_asin_h..
3468 ··0x0000d890·6c6f6164·64617461·5f617369·6e68002e·loaddata_asinh..3468 ··0x0000d890·6c6f6164·64617461·5f617369·6e68002e·loaddata_asinh..
3469 ··0x0000d8a0·66756e63·62656769·6e5f6173·696e5f68·funcbegin_asin_h3469 ··0x0000d8a0·66756e63·62656769·6e5f6173·696e5f68·funcbegin_asin_h
3470 ··0x0000d8b0·00636365·37497738·462e6f00·5f5f7376·.cce7Iw8F.o.__sv3470 ··0x0000d8b0·00636355·45556f66·432e6f00·5f5f7376·.ccUEUofC.o.__sv
3471 ··0x0000d8c0·6d6c5f64·6173696e·685f6461·74615f69·ml_dasinh_data_i3471 ··0x0000d8c0·6d6c5f64·6173696e·685f6461·74615f69·ml_dasinh_data_i
3472 ··0x0000d8d0·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._3472 ··0x0000d8d0·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._
3473 ··0x0000d8e0·5f73766d·6c5f6461·73696e68·5f636f75·_svml_dasinh_cou3473 ··0x0000d8e0·5f73766d·6c5f6461·73696e68·5f636f75·_svml_dasinh_cou
3474 ··0x0000d8f0·745f7261·72655f69·6e746572·6e616c00·t_rare_internal.3474 ··0x0000d8f0·745f7261·72655f69·6e746572·6e616c00·t_rare_internal.
3475 ··0x0000d900·63633671·74634454·2e6f005f·5f73766d·cc6qtcDT.o.__svm3475 ··0x0000d900·63634642·49485176·2e6f005f·5f73766d·ccFBIHQv.o.__svm
3476 ··0x0000d910·6c5f7361·73696e68·5f646174·615f696e·l_sasinh_data_in3476 ··0x0000d910·6c5f7361·73696e68·5f646174·615f696e·l_sasinh_data_in
3477 ··0x0000d920·7465726e·616c5f61·76783531·32005f5f·ternal_avx512.__3477 ··0x0000d920·7465726e·616c5f61·76783531·32005f5f·ternal_avx512.__
3478 ··0x0000d930·73766d6c·5f736173·696e685f·636f7574·svml_sasinh_cout3478 ··0x0000d930·73766d6c·5f736173·696e685f·636f7574·svml_sasinh_cout
3479 ··0x0000d940·5f726172·655f696e·7465726e·616c0063·_rare_internal.c3479 ··0x0000d940·5f726172·655f696e·7465726e·616c0063·_rare_internal.c
3480 ··0x0000d950·63356c36·634b442e·6f005f5f·73766d6c·c5l6cKD.o.__svml3480 ··0x0000d950·634b6e37·7537622e·6f005f5f·73766d6c·cKn7u7b.o.__svml
3481 ··0x0000d960·5f646173·696e685f·68615f64·6174615f·_dasinh_ha_data_3481 ··0x0000d960·5f646173·696e685f·68615f64·6174615f·_dasinh_ha_data_
3482 ··0x0000d970·696e7465·726e616c·5f617678·35313200·internal_avx512.3482 ··0x0000d970·696e7465·726e616c·5f617678·35313200·internal_avx512.
3483 ··0x0000d980·5f5f7376·6d6c5f64·6173696e·685f6861·__svml_dasinh_ha3483 ··0x0000d980·5f5f7376·6d6c5f64·6173696e·685f6861·__svml_dasinh_ha
3484 ··0x0000d990·5f636f75·745f7261·72655f69·6e746572·_cout_rare_inter3484 ··0x0000d990·5f636f75·745f7261·72655f69·6e746572·_cout_rare_inter
3485 ··0x0000d9a0·6e616c00·63635943·5a646e49·2e6f005f·nal.ccYCZdnI.o._3485 ··0x0000d9a0·6e616c00·6363736f·516f355a·2e6f005f·nal.ccsoQo5Z.o._
3486 ··0x0000d9b0·5f73766d·6c5f6861·73696e68·5f646174·_svml_hasinh_dat3486 ··0x0000d9b0·5f73766d·6c5f6861·73696e68·5f646174·_svml_hasinh_dat
3487 ··0x0000d9c0·615f696e·7465726e·616c002e·6c6f6f70·a_internal..loop3487 ··0x0000d9c0·615f696e·7465726e·616c002e·6c6f6f70·a_internal..loop
3488 ··0x0000d9d0·61727261·795f6173·696e685f·68002e66·array_asinh_h..f3488 ··0x0000d9d0·61727261·795f6173·696e685f·68002e66·array_asinh_h..f
3489 ··0x0000d9e0·756e6362·6567696e·5f617369·6e685f68·uncbegin_asinh_h3489 ··0x0000d9e0·756e6362·6567696e·5f617369·6e685f68·uncbegin_asinh_h
3490 ··0x0000d9f0·00636359·496d6b79·392e6f00·5f5f7376·.ccYImky9.o.__sv3490 ··0x0000d9f0·00636331·4c646a58·442e6f00·5f5f7376·.cc1LdjXD.o.__sv
3491 ··0x0000da00·6d6c5f64·6174616e·325f6461·74615f69·ml_datan2_data_i3491 ··0x0000da00·6d6c5f64·6174616e·325f6461·74615f69·ml_datan2_data_i
3492 ··0x0000da10·6e746572·6e616c00·5f5f7376·6d6c5f64·nternal.__svml_d3492 ··0x0000da10·6e746572·6e616c00·5f5f7376·6d6c5f64·nternal.__svml_d
3493 ··0x0000da20·6174616e·325f636f·75745f72·6172655f·atan2_cout_rare_3493 ··0x0000da20·6174616e·325f636f·75745f72·6172655f·atan2_cout_rare_
3494 ··0x0000da30·696e7465·726e616c·005f5f64·6174616e·internal.__datan3494 ··0x0000da30·696e7465·726e616c·005f5f64·6174616e·internal.__datan
3495 ··0x0000da40·325f6c61·5f436f75·74546162·00636331·2_la_CoutTab.cc13495 ··0x0000da40·325f6c61·5f436f75·74546162·00636374·2_la_CoutTab.cct
3496 ··0x0000da50·6f6b3274·592e6f00·5f5f7376·6d6c5f73·ok2tY.o.__svml_s3496 ··0x0000da50·6533734e·672e6f00·5f5f7376·6d6c5f73·e3sNg.o.__svml_s
3497 ··0x0000da60·6174616e·325f6461·74615f69·6e746572·atan2_data_inter3497 ··0x0000da60·6174616e·325f6461·74615f69·6e746572·atan2_data_inter
3498 ··0x0000da70·6e616c00·5f5f7376·6d6c5f73·6174616e·nal.__svml_satan3498 ··0x0000da70·6e616c00·5f5f7376·6d6c5f73·6174616e·nal.__svml_satan
3499 ··0x0000da80·325f636f·75745f72·6172655f·696e7465·2_cout_rare_inte3499 ··0x0000da80·325f636f·75745f72·6172655f·696e7465·2_cout_rare_inte
3500 ··0x0000da90·726e616c·005f5f73·6174616e·325f6c61·rnal.__satan2_la3500 ··0x0000da90·726e616c·005f5f73·6174616e·325f6c61·rnal.__satan2_la
3501 ··0x0000daa0·5f436f75·74546162·00636333·544c5276·_CoutTab.cc3TLRv3501 ··0x0000daa0·5f436f75·74546162·00636339·306f6934·_CoutTab.cc90oi4
3502 ··0x0000dab0·672e6f00·5f5f7376·6d6c5f64·6174616e·g.o.__svml_datan3502 ··0x0000dab0·302e6f00·5f5f7376·6d6c5f64·6174616e·0.o.__svml_datan
3503 ··0x0000dac0·325f6861·5f646174·615f696e·7465726e·2_ha_data_intern3503 ··0x0000dac0·325f6861·5f646174·615f696e·7465726e·2_ha_data_intern
3504 ··0x0000dad0·616c005f·5f73766d·6c5f6461·74616e32·al.__svml_datan23504 ··0x0000dad0·616c005f·5f73766d·6c5f6461·74616e32·al.__svml_datan2
3505 ··0x0000dae0·5f68615f·636f7574·5f726172·655f696e·_ha_cout_rare_in3505 ··0x0000dae0·5f68615f·636f7574·5f726172·655f696e·_ha_cout_rare_in
3506 ··0x0000daf0·7465726e·616c005f·5f646174·616e325f·ternal.__datan2_3506 ··0x0000daf0·7465726e·616c005f·5f646174·616e325f·ternal.__datan2_
3507 ··0x0000db00·68615f43·6f757454·61620063·6371634e·ha_CoutTab.ccqcN3507 ··0x0000db00·68615f43·6f757454·61620063·63356150·ha_CoutTab.cc5aP
3508 ··0x0000db10·6b6f702e·6f005f5f·73766d6c·5f686174·kop.o.__svml_hat3508 ··0x0000db10·504d4b2e·6f005f5f·73766d6c·5f686174·PMK.o.__svml_hat
3509 ··0x0000db20·616e325f·64617461·5f696e74·65726e61·an2_data_interna3509 ··0x0000db20·616e325f·64617461·5f696e74·65726e61·an2_data_interna
3510 ··0x0000db30·6c006363·6447304e·69442e6f·005f5f73·l.ccdG0NiD.o.__s3510 ··0x0000db30·6c006363·76555a6e·674e2e6f·005f5f73·l.ccvUZngN.o.__s
3511 ··0x0000db40·766d6c5f·64617461·6e5f6461·74615f69·vml_datan_data_i3511 ··0x0000db40·766d6c5f·64617461·6e5f6461·74615f69·vml_datan_data_i
3512 ··0x0000db50·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._3512 ··0x0000db50·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._
3513 ··0x0000db60·5f73766d·6c5f6461·74616e5f·636f7574·_svml_datan_cout3513 ··0x0000db60·5f73766d·6c5f6461·74616e5f·636f7574·_svml_datan_cout
3514 ··0x0000db70·5f726172·655f696e·7465726e·616c005f·_rare_internal._3514 ··0x0000db70·5f726172·655f696e·7465726e·616c005f·_rare_internal._
3515 ··0x0000db80·5f646174·616e5f6c·615f436f·75745461·_datan_la_CoutTa3515 ··0x0000db80·5f646174·616e5f6c·615f436f·75745461·_datan_la_CoutTa
3516 ··0x0000db90·62006363·454c3165·43472e6f·005f5f73·b.ccEL1eCG.o.__s3516 ··0x0000db90·62006363·4251614b·59372e6f·005f5f73·b.ccBQaKY7.o.__s
3517 ··0x0000dba0·766d6c5f·73617461·6e5f6461·74615f69·vml_satan_data_i3517 ··0x0000dba0·766d6c5f·73617461·6e5f6461·74615f69·vml_satan_data_i
3518 ··0x0000dbb0·6e746572·6e616c5f·61767835·31320063·nternal_avx512.c3518 ··0x0000dbb0·6e746572·6e616c5f·61767835·31320063·nternal_avx512.c
3519 ··0x0000dbc0·6363474e·79704b2e·6f005f5f·73766d6c·ccGNypK.o.__svml3519 ··0x0000dbc0·63527353·5961662e·6f005f5f·73766d6c·cRsSYaf.o.__svml
3520 ··0x0000dbd0·5f646174·616e5f68·615f6461·74615f69·_datan_ha_data_i3520 ··0x0000dbd0·5f646174·616e5f68·615f6461·74615f69·_datan_ha_data_i
3521 ··0x0000dbe0·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._3521 ··0x0000dbe0·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._
3522 ··0x0000dbf0·5f73766d·6c5f6461·74616e5f·68615f63·_svml_datan_ha_c3522 ··0x0000dbf0·5f73766d·6c5f6461·74616e5f·68615f63·_svml_datan_ha_c
3523 ··0x0000dc00·6f75745f·72617265·5f696e74·65726e61·out_rare_interna3523 ··0x0000dc00·6f75745f·72617265·5f696e74·65726e61·out_rare_interna
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92.7 KB
./usr/lib/debug/.build-id/4b/2ff24d53fbe4db1f61a34db04c700278320029.debug
File has been modified after NT_GNU_BUILD_ID has been applied.
38.9 KB
readelf --wide --symbols {}
    
Offset 3204, 406 lines modifiedOffset 3204, 406 lines modified
3204 ··3200:·0000000000982d60···288·OBJECT··LOCAL··DEFAULT···24·half_as_number3204 ··3200:·0000000000982d60···288·OBJECT··LOCAL··DEFAULT···24·half_as_number
3205 ··3201:·0000000000982c40···288·OBJECT··LOCAL··DEFAULT···24·float_as_number3205 ··3201:·0000000000982c40···288·OBJECT··LOCAL··DEFAULT···24·float_as_number
3206 ··3202:·0000000000982b20···288·OBJECT··LOCAL··DEFAULT···24·double_as_number3206 ··3202:·0000000000982b20···288·OBJECT··LOCAL··DEFAULT···24·double_as_number
3207 ··3203:·0000000000982a00···288·OBJECT··LOCAL··DEFAULT···24·longdouble_as_number3207 ··3203:·0000000000982a00···288·OBJECT··LOCAL··DEFAULT···24·longdouble_as_number
3208 ··3204:·00000000009828e0···288·OBJECT··LOCAL··DEFAULT···24·cfloat_as_number3208 ··3204:·00000000009828e0···288·OBJECT··LOCAL··DEFAULT···24·cfloat_as_number
3209 ··3205:·00000000009827c0···288·OBJECT··LOCAL··DEFAULT···24·cdouble_as_number3209 ··3205:·00000000009827c0···288·OBJECT··LOCAL··DEFAULT···24·cdouble_as_number
3210 ··3206:·00000000009826a0···288·OBJECT··LOCAL··DEFAULT···24·clongdouble_as_number3210 ··3206:·00000000009826a0···288·OBJECT··LOCAL··DEFAULT···24·clongdouble_as_number
3211 ··3207:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc7ARjHz.o3211 ··3207:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc9AVnTd.o
3212 ··3208:·000000000083e980··2496·OBJECT··LOCAL··DEFAULT···14·__svml_dacos_data_internal3212 ··3208:·000000000083e980··2496·OBJECT··LOCAL··DEFAULT···14·__svml_dacos_data_internal
3213 ··3209:·00000000000df3b0··2720·FUNC····LOCAL··DEFAULT···12·__svml_dacos_cout_rare_internal3213 ··3209:·00000000000df3b0··2720·FUNC····LOCAL··DEFAULT···12·__svml_dacos_cout_rare_internal
3214 ··3210:·000000000083f340··4520·OBJECT··LOCAL··DEFAULT···14·_vmldACosHATab3214 ··3210:·000000000083f340··4520·OBJECT··LOCAL··DEFAULT···14·_vmldACosHATab
3215 ··3211:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccrBFe4s.o3215 ··3211:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc9dhB4C.o
3216 ··3212:·0000000000840580··1600·OBJECT··LOCAL··DEFAULT···14·__svml_sacos_data_internal3216 ··3212:·0000000000840580··1600·OBJECT··LOCAL··DEFAULT···14·__svml_sacos_data_internal
3217 ··3213:·00000000000e0070··2752·FUNC····LOCAL··DEFAULT···12·__svml_sacos_cout_rare_internal3217 ··3213:·00000000000e0070··2752·FUNC····LOCAL··DEFAULT···12·__svml_sacos_cout_rare_internal
3218 ··3214:·0000000000840bc0··4520·OBJECT··LOCAL··DEFAULT···14·_vmldACosHATab3218 ··3214:·0000000000840bc0··4520·OBJECT··LOCAL··DEFAULT···14·_vmldACosHATab
3219 ··3215:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccWtyjGb.o3219 ··3215:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccJA0mUq.o
3220 ··3216:·0000000000841e00··2496·OBJECT··LOCAL··DEFAULT···14·__svml_dacos_ha_data_internal3220 ··3216:·0000000000841e00··2496·OBJECT··LOCAL··DEFAULT···14·__svml_dacos_ha_data_internal
3221 ··3217:·00000000000e0e20··2720·FUNC····LOCAL··DEFAULT···12·__svml_dacos_ha_cout_rare_internal3221 ··3217:·00000000000e0e20··2720·FUNC····LOCAL··DEFAULT···12·__svml_dacos_ha_cout_rare_internal
3222 ··3218:·00000000008427c0··4520·OBJECT··LOCAL··DEFAULT···14·_vmldACosHATab3222 ··3218:·00000000008427c0··4520·OBJECT··LOCAL··DEFAULT···14·_vmldACosHATab
3223 ··3219:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc7JVCOr.o3223 ··3219:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc9hVblF.o
3224 ··3220:·0000000000843a00···512·OBJECT··LOCAL··DEFAULT···14·__svml_hacos_data_internal3224 ··3220:·0000000000843a00···512·OBJECT··LOCAL··DEFAULT···14·__svml_hacos_data_internal
3225 ··3221:·00000000000e1915·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_acos_h3225 ··3221:·00000000000e1915·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_acos_h
3226 ··3222:·00000000000e193e·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata3226 ··3222:·00000000000e193e·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata
3227 ··3223:·00000000000e1948·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_acos_h3227 ··3223:·00000000000e1948·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_acos_h
3228 ··3224:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccfHOoDz.o3228 ··3224:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccuyVvLx.o
3229 ··3225:·0000000000843c00··2048·OBJECT··LOCAL··DEFAULT···14·__svml_dacosh_data_internal_avx5123229 ··3225:·0000000000843c00··2048·OBJECT··LOCAL··DEFAULT···14·__svml_dacosh_data_internal_avx512
3230 ··3226:·00000000000e1d10···128·FUNC····LOCAL··DEFAULT···12·__svml_dacosh_cout_rare_internal3230 ··3226:·00000000000e1d10···128·FUNC····LOCAL··DEFAULT···12·__svml_dacosh_cout_rare_internal
3231 ··3227:·0000000000844400····32·OBJECT··LOCAL··DEFAULT···14·__dacosh_la_CoutTab3231 ··3227:·0000000000844400····32·OBJECT··LOCAL··DEFAULT···14·__dacosh_la_CoutTab
3232 ··3228:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccZAZGs8.o3232 ··3228:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccqVHcX8.o
3233 ··3229:·0000000000844440··1344·OBJECT··LOCAL··DEFAULT···14·__svml_sacosh_data_internal_avx5123233 ··3229:·0000000000844440··1344·OBJECT··LOCAL··DEFAULT···14·__svml_sacosh_data_internal_avx512
3234 ··3230:·00000000000e2030···128·FUNC····LOCAL··DEFAULT···12·__svml_sacosh_cout_rare_internal3234 ··3230:·00000000000e2030···128·FUNC····LOCAL··DEFAULT···12·__svml_sacosh_cout_rare_internal
3235 ··3231:·0000000000844980····12·OBJECT··LOCAL··DEFAULT···14·__sacosh_la__iml_sacosh_cout_tab3235 ··3231:·0000000000844980····12·OBJECT··LOCAL··DEFAULT···14·__sacosh_la__iml_sacosh_cout_tab
3236 ··3232:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc3hfWVT.o3236 ··3232:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccxjfHdD.o
3237 ··3233:·00000000008449c0··2176·OBJECT··LOCAL··DEFAULT···14·__svml_dacosh_ha_data_internal_avx5123237 ··3233:·00000000008449c0··2176·OBJECT··LOCAL··DEFAULT···14·__svml_dacosh_ha_data_internal_avx512
3238 ··3234:·00000000000e2440···128·FUNC····LOCAL··DEFAULT···12·__svml_dacosh_ha_cout_rare_internal3238 ··3234:·00000000000e2440···128·FUNC····LOCAL··DEFAULT···12·__svml_dacosh_ha_cout_rare_internal
3239 ··3235:·0000000000845240····32·OBJECT··LOCAL··DEFAULT···14·__dacosh_ha_CoutTab3239 ··3235:·0000000000845240····32·OBJECT··LOCAL··DEFAULT···14·__dacosh_ha_CoutTab
3240 ··3236:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccDhAG6v.o3240 ··3236:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccI0CLkD.o
3241 ··3237:·0000000000845280···832·OBJECT··LOCAL··DEFAULT···14·__svml_hacosh_data_internal3241 ··3237:·0000000000845280···832·OBJECT··LOCAL··DEFAULT···14·__svml_hacosh_data_internal
3242 ··3238:·00000000000e2547·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_acosh_h3242 ··3238:·00000000000e2547·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_acosh_h
3243 ··3239:·00000000000e2570·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata_acosh3243 ··3239:·00000000000e2570·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata_acosh
3244 ··3240:·00000000000e257a·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_acosh_h3244 ··3240:·00000000000e257a·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_acosh_h
3245 ··3241:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccG2nJ7e.o3245 ··3241:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccvTg0t3.o
3246 ··3242:·00000000008455c0··2368·OBJECT··LOCAL··DEFAULT···14·__svml_dasin_data_internal3246 ··3242:·00000000008455c0··2368·OBJECT··LOCAL··DEFAULT···14·__svml_dasin_data_internal
3247 ··3243:·00000000000e28d0··2592·FUNC····LOCAL··DEFAULT···12·__svml_dasin_cout_rare_internal3247 ··3243:·00000000000e28d0··2592·FUNC····LOCAL··DEFAULT···12·__svml_dasin_cout_rare_internal
3248 ··3244:·0000000000845f00··4504·OBJECT··LOCAL··DEFAULT···14·_vmldASinHATab3248 ··3244:·0000000000845f00··4504·OBJECT··LOCAL··DEFAULT···14·_vmldASinHATab
3249 ··3245:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccyHNYqM.o3249 ··3245:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccIYN65E.o
3250 ··3246:·00000000008470c0··1472·OBJECT··LOCAL··DEFAULT···14·__svml_sasin_data_internal3250 ··3246:·00000000008470c0··1472·OBJECT··LOCAL··DEFAULT···14·__svml_sasin_data_internal
3251 ··3247:·00000000000e34f0··2624·FUNC····LOCAL··DEFAULT···12·__svml_sasin_cout_rare_internal3251 ··3247:·00000000000e34f0··2624·FUNC····LOCAL··DEFAULT···12·__svml_sasin_cout_rare_internal
3252 ··3248:·0000000000847680··4504·OBJECT··LOCAL··DEFAULT···14·_vmldASinHATab3252 ··3248:·0000000000847680··4504·OBJECT··LOCAL··DEFAULT···14·_vmldASinHATab
3253 ··3249:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccgcNZdC.o3253 ··3249:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc0FSHXd.o
3254 ··3250:·0000000000848840··2368·OBJECT··LOCAL··DEFAULT···14·__svml_dasin_ha_data_internal3254 ··3250:·0000000000848840··2368·OBJECT··LOCAL··DEFAULT···14·__svml_dasin_ha_data_internal
3255 ··3251:·00000000000e41f0··2592·FUNC····LOCAL··DEFAULT···12·__svml_dasin_ha_cout_rare_internal3255 ··3251:·00000000000e41f0··2592·FUNC····LOCAL··DEFAULT···12·__svml_dasin_ha_cout_rare_internal
3256 ··3252:·0000000000849180··4504·OBJECT··LOCAL··DEFAULT···14·_vmldASinHATab3256 ··3252:·0000000000849180··4504·OBJECT··LOCAL··DEFAULT···14·_vmldASinHATab
3257 ··3253:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccairUWe.o3257 ··3253:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc3riufd.o
3258 ··3254:·000000000084a340···512·OBJECT··LOCAL··DEFAULT···14·__svml_hasin_data_internal3258 ··3254:·000000000084a340···512·OBJECT··LOCAL··DEFAULT···14·__svml_hasin_data_internal
3259 ··3255:·00000000000e4c65·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_asin_h3259 ··3255:·00000000000e4c65·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_asin_h
3260 ··3256:·00000000000e4c8e·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata_asinh3260 ··3256:·00000000000e4c8e·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata_asinh
3261 ··3257:·00000000000e4c98·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_asin_h3261 ··3257:·00000000000e4c98·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_asin_h
3262 ··3258:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc5XVfzL.o3262 ··3258:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccPn7v3Q.o
3263 ··3259:·000000000084a540··2048·OBJECT··LOCAL··DEFAULT···14·__svml_dasinh_data_internal_avx5123263 ··3259:·000000000084a540··2048·OBJECT··LOCAL··DEFAULT···14·__svml_dasinh_data_internal_avx512
3264 ··3260:·00000000000e5080····64·FUNC····LOCAL··DEFAULT···12·__svml_dasinh_cout_rare_internal3264 ··3260:·00000000000e5080····64·FUNC····LOCAL··DEFAULT···12·__svml_dasinh_cout_rare_internal
3265 ··3261:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccqgceTk.o3265 ··3261:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cceq7J8s.o
3266 ··3262:·000000000084ad40··1344·OBJECT··LOCAL··DEFAULT···14·__svml_sasinh_data_internal_avx5123266 ··3262:·000000000084ad40··1344·OBJECT··LOCAL··DEFAULT···14·__svml_sasinh_data_internal_avx512
3267 ··3263:·00000000000e5390····64·FUNC····LOCAL··DEFAULT···12·__svml_sasinh_cout_rare_internal3267 ··3263:·00000000000e5390····64·FUNC····LOCAL··DEFAULT···12·__svml_sasinh_cout_rare_internal
3268 ··3264:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cchEzWNk.o3268 ··3264:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccuMCxXL.o
3269 ··3265:·000000000084b280··2176·OBJECT··LOCAL··DEFAULT···14·__svml_dasinh_ha_data_internal_avx5123269 ··3265:·000000000084b280··2176·OBJECT··LOCAL··DEFAULT···14·__svml_dasinh_ha_data_internal_avx512
3270 ··3266:·00000000000e5750····64·FUNC····LOCAL··DEFAULT···12·__svml_dasinh_ha_cout_rare_internal3270 ··3266:·00000000000e5750····64·FUNC····LOCAL··DEFAULT···12·__svml_dasinh_ha_cout_rare_internal
3271 ··3267:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc0voT8f.o3271 ··3267:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccbUO0iD.o
3272 ··3268:·000000000084bb00···960·OBJECT··LOCAL··DEFAULT···14·__svml_hasinh_data_internal3272 ··3268:·000000000084bb00···960·OBJECT··LOCAL··DEFAULT···14·__svml_hasinh_data_internal
3273 ··3269:·00000000000e582b·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_asinh_h3273 ··3269:·00000000000e582b·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_asinh_h
3274 ··3270:·00000000000e5854·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata_asinh3274 ··3270:·00000000000e5854·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata_asinh
3275 ··3271:·00000000000e585e·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_asinh_h3275 ··3271:·00000000000e585e·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_asinh_h
3276 ··3272:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccW27heV.o3276 ··3272:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cczmLgsl.o
3277 ··3273:·000000000084bec0··2304·OBJECT··LOCAL··DEFAULT···14·__svml_datan2_data_internal3277 ··3273:·000000000084bec0··2304·OBJECT··LOCAL··DEFAULT···14·__svml_datan2_data_internal
3278 ··3274:·00000000000e5d60··4448·FUNC····LOCAL··DEFAULT···12·__svml_datan2_cout_rare_internal3278 ··3274:·00000000000e5d60··4448·FUNC····LOCAL··DEFAULT···12·__svml_datan2_cout_rare_internal
3279 ··3275:·000000000084c7c0··2008·OBJECT··LOCAL··DEFAULT···14·__datan2_la_CoutTab3279 ··3275:·000000000084c7c0··2008·OBJECT··LOCAL··DEFAULT···14·__datan2_la_CoutTab
3280 ··3276:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cciAojVP.o3280 ··3276:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc0kxUJ5.o
3281 ··3277:·000000000084cfc0··1152·OBJECT··LOCAL··DEFAULT···14·__svml_satan2_data_internal3281 ··3277:·000000000084cfc0··1152·OBJECT··LOCAL··DEFAULT···14·__svml_satan2_data_internal
3282 ··3278:·00000000000e7210··4544·FUNC····LOCAL··DEFAULT···12·__svml_satan2_cout_rare_internal3282 ··3278:·00000000000e7210··4544·FUNC····LOCAL··DEFAULT···12·__svml_satan2_cout_rare_internal
3283 ··3279:·000000000084d440··2008·OBJECT··LOCAL··DEFAULT···14·__satan2_la_CoutTab3283 ··3279:·000000000084d440··2008·OBJECT··LOCAL··DEFAULT···14·__satan2_la_CoutTab
3284 ··3280:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccHGbmfS.o3284 ··3280:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccCECyoU.o
3285 ··3281:·000000000084dc40··3328·OBJECT··LOCAL··DEFAULT···14·__svml_datan2_ha_data_internal3285 ··3281:·000000000084dc40··3328·OBJECT··LOCAL··DEFAULT···14·__svml_datan2_ha_data_internal
3286 ··3282:·00000000000e88d0··4448·FUNC····LOCAL··DEFAULT···12·__svml_datan2_ha_cout_rare_internal3286 ··3282:·00000000000e88d0··4448·FUNC····LOCAL··DEFAULT···12·__svml_datan2_ha_cout_rare_internal
3287 ··3283:·000000000084e940··2008·OBJECT··LOCAL··DEFAULT···14·__datan2_ha_CoutTab3287 ··3283:·000000000084e940··2008·OBJECT··LOCAL··DEFAULT···14·__datan2_ha_CoutTab
3288 ··3284:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccWK56Wh.o3288 ··3284:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccLn5fMh.o
3289 ··3285:·000000000084f140···576·OBJECT··LOCAL··DEFAULT···14·__svml_hatan2_data_internal3289 ··3285:·000000000084f140···576·OBJECT··LOCAL··DEFAULT···14·__svml_hatan2_data_internal
3290 ··3286:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccNlBY8M.o3290 ··3286:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccaYLDgq.o
3291 ··3287:·000000000084f380··1536·OBJECT··LOCAL··DEFAULT···14·__svml_datan_data_internal_avx5123291 ··3287:·000000000084f380··1536·OBJECT··LOCAL··DEFAULT···14·__svml_datan_data_internal_avx512
3292 ··3288:·00000000000e9d50··1584·FUNC····LOCAL··DEFAULT···12·__svml_datan_cout_rare_internal3292 ··3288:·00000000000e9d50··1584·FUNC····LOCAL··DEFAULT···12·__svml_datan_cout_rare_internal
3293 ··3289:·000000000084f980··1936·OBJECT··LOCAL··DEFAULT···14·__datan_la_CoutTab3293 ··3289:·000000000084f980··1936·OBJECT··LOCAL··DEFAULT···14·__datan_la_CoutTab
3294 ··3290:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccjx8jAL.o3294 ··3290:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cciKyzfG.o
3295 ··3291:·0000000000850140··1024·OBJECT··LOCAL··DEFAULT···14·__svml_satan_data_internal_avx5123295 ··3291:·0000000000850140··1024·OBJECT··LOCAL··DEFAULT···14·__svml_satan_data_internal_avx512
3296 ··3292:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc33I2d5.o3296 ··3292:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cclaII6u.o
3297 ··3293:·0000000000850540··1536·OBJECT··LOCAL··DEFAULT···14·__svml_datan_ha_data_internal_avx5123297 ··3293:·0000000000850540··1536·OBJECT··LOCAL··DEFAULT···14·__svml_datan_ha_data_internal_avx512
3298 ··3294:·00000000000ea670··1584·FUNC····LOCAL··DEFAULT···12·__svml_datan_ha_cout_rare_internal3298 ··3294:·00000000000ea670··1584·FUNC····LOCAL··DEFAULT···12·__svml_datan_ha_cout_rare_internal
3299 ··3295:·0000000000850b40··1936·OBJECT··LOCAL··DEFAULT···14·__datan_ha_CoutTab3299 ··3295:·0000000000850b40··1936·OBJECT··LOCAL··DEFAULT···14·__datan_ha_CoutTab
3300 ··3296:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccQsYfoU.o3300 ··3296:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccHMLGAf.o
3301 ··3297:·0000000000851300···576·OBJECT··LOCAL··DEFAULT···14·__svml_hatan_data_internal3301 ··3297:·0000000000851300···576·OBJECT··LOCAL··DEFAULT···14·__svml_hatan_data_internal
3302 ··3298:·00000000000eacff·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_atan_h3302 ··3298:·00000000000eacff·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_atan_h
3303 ··3299:·00000000000ead28·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata_atanh3303 ··3299:·00000000000ead28·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata_atanh
3304 ··3300:·00000000000ead32·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_atan_h3304 ··3300:·00000000000ead32·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_atan_h
3305 ··3301:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccHcZhlv.o3305 ··3301:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccYqvDCn.o
3306 ··3302:·0000000000851540··1280·OBJECT··LOCAL··DEFAULT···14·__svml_datanh_data_internal_avx5123306 ··3302:·0000000000851540··1280·OBJECT··LOCAL··DEFAULT···14·__svml_datanh_data_internal_avx512
3307 ··3303:·00000000000eb070···128·FUNC····LOCAL··DEFAULT···12·__svml_datanh_cout_rare_internal3307 ··3303:·00000000000eb070···128·FUNC····LOCAL··DEFAULT···12·__svml_datanh_cout_rare_internal
3308 ··3304:·0000000000851a40····32·OBJECT··LOCAL··DEFAULT···14·__datanh_la_CoutTab3308 ··3304:·0000000000851a40····32·OBJECT··LOCAL··DEFAULT···14·__datanh_la_CoutTab
3309 ··3305:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc71IoDh.o3309 ··3305:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccRfmMIe.o
3310 ··3306:·0000000000851a80···960·OBJECT··LOCAL··DEFAULT···14·__svml_satanh_data_internal_avx5123310 ··3306:·0000000000851a80···960·OBJECT··LOCAL··DEFAULT···14·__svml_satanh_data_internal_avx512
3311 ··3307:·00000000000eb350···144·FUNC····LOCAL··DEFAULT···12·__svml_satanh_cout_rare_internal3311 ··3307:·00000000000eb350···144·FUNC····LOCAL··DEFAULT···12·__svml_satanh_cout_rare_internal
3312 ··3308:·0000000000851e40····12·OBJECT··LOCAL··DEFAULT···14·__satanh_la__imlsAtanhTab3312 ··3308:·0000000000851e40····12·OBJECT··LOCAL··DEFAULT···14·__satanh_la__imlsAtanhTab
3313 ··3309:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cccC3qq0.o3313 ··3309:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccXuG84o.o
3314 ··3310:·0000000000851e80··1280·OBJECT··LOCAL··DEFAULT···14·__svml_datanh_ha_data_internal_avx5123314 ··3310:·0000000000851e80··1280·OBJECT··LOCAL··DEFAULT···14·__svml_datanh_ha_data_internal_avx512
3315 ··3311:·00000000000eb6f0···128·FUNC····LOCAL··DEFAULT···12·__svml_datanh_ha_cout_rare_internal3315 ··3311:·00000000000eb6f0···128·FUNC····LOCAL··DEFAULT···12·__svml_datanh_ha_cout_rare_internal
3316 ··3312:·0000000000852380····32·OBJECT··LOCAL··DEFAULT···14·__datanh_ha_CoutTab3316 ··3312:·0000000000852380····32·OBJECT··LOCAL··DEFAULT···14·__datanh_ha_CoutTab
3317 ··3313:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccUIehkC.o3317 ··3313:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccRB9tsC.o
3318 ··3314:·00000000008523c0···384·OBJECT··LOCAL··DEFAULT···14·__svml_hatanh_data_internal3318 ··3314:·00000000008523c0···384·OBJECT··LOCAL··DEFAULT···14·__svml_hatanh_data_internal
3319 ··3315:·00000000000eb7b1·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_atanh_h3319 ··3315:·00000000000eb7b1·····0·NOTYPE··LOCAL··DEFAULT···12·.looparray_atanh_h
3320 ··3316:·00000000000eb7da·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata_atanhh3320 ··3316:·00000000000eb7da·····0·NOTYPE··LOCAL··DEFAULT···12·.loaddata_atanhh
3321 ··3317:·00000000000eb7e4·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_atanh_h3321 ··3317:·00000000000eb7e4·····0·NOTYPE··LOCAL··DEFAULT···12·.funcbegin_atanh_h
3322 ··3318:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccUC2csa.o3322 ··3318:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccOpV6Lf.o
3323 ··3319:·0000000000852540··1408·OBJECT··LOCAL··DEFAULT···14·__svml_dcbrt_data_internal_avx5123323 ··3319:·0000000000852540··1408·OBJECT··LOCAL··DEFAULT···14·__svml_dcbrt_data_internal_avx512
3324 ··3320:·00000000000eb9d0··1504·FUNC····LOCAL··DEFAULT···12·__svml_dcbrt_cout_rare_internal3324 ··3320:·00000000000eb9d0··1504·FUNC····LOCAL··DEFAULT···12·__svml_dcbrt_cout_rare_internal
3325 ··3321:·0000000000852ac0···456·OBJECT··LOCAL··DEFAULT···14·__dcbrt_la__vmldCbrtTab3325 ··3321:·0000000000852ac0···456·OBJECT··LOCAL··DEFAULT···14·__dcbrt_la__vmldCbrtTab
3326 ··3322:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccFFVYc9.o3326 ··3322:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cc0Q4Siq.o
3327 ··3323:·0000000000852cc0···960·OBJECT··LOCAL··DEFAULT···14·__svml_scbrt_data_internal_avx5123327 ··3323:·0000000000852cc0···960·OBJECT··LOCAL··DEFAULT···14·__svml_scbrt_data_internal_avx512
3328 ··3324:·00000000000ec0b0···448·FUNC····LOCAL··DEFAULT···12·__svml_scbrt_cout_rare_internal3328 ··3324:·00000000000ec0b0···448·FUNC····LOCAL··DEFAULT···12·__svml_scbrt_cout_rare_internal
3329 ··3325:·0000000000853080··1920·OBJECT··LOCAL··DEFAULT···14·__scbrt_la_vscbrt_ha_cout_data3329 ··3325:·0000000000853080··1920·OBJECT··LOCAL··DEFAULT···14·__scbrt_la_vscbrt_ha_cout_data
3330 ··3326:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·cciFTk5K.o3330 ··3326:·0000000000000000·····0·FILE····LOCAL··DEFAULT··ABS·ccExTkus.o
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strings --all --bytes=8 {}
    
Offset 7960, 395 lines modifiedOffset 7960, 395 lines modified
7960 uint_as_number7960 uint_as_number
7961 ulong_as_number7961 ulong_as_number
7962 ulonglong_as_number7962 ulonglong_as_number
7963 half_as_number7963 half_as_number
7964 cfloat_as_number7964 cfloat_as_number
7965 cdouble_as_number7965 cdouble_as_number
7966 clongdouble_as_number7966 clongdouble_as_number
7967 cc7ARjHz.o7967 cc9AVnTd.o
7968 __svml_dacos_data_internal7968 __svml_dacos_data_internal
7969 __svml_dacos_cout_rare_internal7969 __svml_dacos_cout_rare_internal
7970 _vmldACosHATab7970 _vmldACosHATab
7971 ccrBFe4s.o7971 cc9dhB4C.o
7972 __svml_sacos_data_internal7972 __svml_sacos_data_internal
7973 __svml_sacos_cout_rare_internal7973 __svml_sacos_cout_rare_internal
7974 ccWtyjGb.o7974 ccJA0mUq.o
7975 __svml_dacos_ha_data_internal7975 __svml_dacos_ha_data_internal
7976 __svml_dacos_ha_cout_rare_internal7976 __svml_dacos_ha_cout_rare_internal
7977 cc7JVCOr.o7977 cc9hVblF.o
7978 __svml_hacos_data_internal7978 __svml_hacos_data_internal
7979 .looparray_acos_h7979 .looparray_acos_h
7980 .loaddata7980 .loaddata
7981 .funcbegin_acos_h7981 .funcbegin_acos_h
7982 ccfHOoDz.o7982 ccuyVvLx.o
7983 __svml_dacosh_data_internal_avx5127983 __svml_dacosh_data_internal_avx512
7984 __svml_dacosh_cout_rare_internal7984 __svml_dacosh_cout_rare_internal
7985 __dacosh_la_CoutTab7985 __dacosh_la_CoutTab
7986 ccZAZGs8.o7986 ccqVHcX8.o
7987 __svml_sacosh_data_internal_avx5127987 __svml_sacosh_data_internal_avx512
7988 __svml_sacosh_cout_rare_internal7988 __svml_sacosh_cout_rare_internal
7989 __sacosh_la__iml_sacosh_cout_tab7989 __sacosh_la__iml_sacosh_cout_tab
7990 cc3hfWVT.o7990 ccxjfHdD.o
7991 __svml_dacosh_ha_data_internal_avx5127991 __svml_dacosh_ha_data_internal_avx512
7992 __svml_dacosh_ha_cout_rare_internal7992 __svml_dacosh_ha_cout_rare_internal
7993 __dacosh_ha_CoutTab7993 __dacosh_ha_CoutTab
7994 ccDhAG6v.o7994 ccI0CLkD.o
7995 __svml_hacosh_data_internal7995 __svml_hacosh_data_internal
7996 .looparray_acosh_h7996 .looparray_acosh_h
7997 .loaddata_acosh7997 .loaddata_acosh
7998 .funcbegin_acosh_h7998 .funcbegin_acosh_h
7999 ccG2nJ7e.o7999 ccvTg0t3.o
8000 __svml_dasin_data_internal8000 __svml_dasin_data_internal
8001 __svml_dasin_cout_rare_internal8001 __svml_dasin_cout_rare_internal
8002 _vmldASinHATab8002 _vmldASinHATab
8003 ccyHNYqM.o8003 ccIYN65E.o
8004 __svml_sasin_data_internal8004 __svml_sasin_data_internal
8005 __svml_sasin_cout_rare_internal8005 __svml_sasin_cout_rare_internal
8006 ccgcNZdC.o8006 cc0FSHXd.o
8007 __svml_dasin_ha_data_internal8007 __svml_dasin_ha_data_internal
8008 __svml_dasin_ha_cout_rare_internal8008 __svml_dasin_ha_cout_rare_internal
8009 ccairUWe.o8009 cc3riufd.o
8010 __svml_hasin_data_internal8010 __svml_hasin_data_internal
8011 .looparray_asin_h8011 .looparray_asin_h
8012 .loaddata_asinh8012 .loaddata_asinh
8013 .funcbegin_asin_h8013 .funcbegin_asin_h
8014 cc5XVfzL.o8014 ccPn7v3Q.o
8015 __svml_dasinh_data_internal_avx5128015 __svml_dasinh_data_internal_avx512
8016 __svml_dasinh_cout_rare_internal8016 __svml_dasinh_cout_rare_internal
8017 ccqgceTk.o8017 cceq7J8s.o
8018 __svml_sasinh_data_internal_avx5128018 __svml_sasinh_data_internal_avx512
8019 __svml_sasinh_cout_rare_internal8019 __svml_sasinh_cout_rare_internal
8020 cchEzWNk.o8020 ccuMCxXL.o
8021 __svml_dasinh_ha_data_internal_avx5128021 __svml_dasinh_ha_data_internal_avx512
8022 __svml_dasinh_ha_cout_rare_internal8022 __svml_dasinh_ha_cout_rare_internal
8023 cc0voT8f.o8023 ccbUO0iD.o
8024 __svml_hasinh_data_internal8024 __svml_hasinh_data_internal
8025 .looparray_asinh_h8025 .looparray_asinh_h
8026 .funcbegin_asinh_h8026 .funcbegin_asinh_h
8027 ccW27heV.o8027 cczmLgsl.o
8028 __svml_datan2_data_internal8028 __svml_datan2_data_internal
8029 __svml_datan2_cout_rare_internal8029 __svml_datan2_cout_rare_internal
8030 __datan2_la_CoutTab8030 __datan2_la_CoutTab
8031 cciAojVP.o8031 cc0kxUJ5.o
8032 __svml_satan2_data_internal8032 __svml_satan2_data_internal
8033 __svml_satan2_cout_rare_internal8033 __svml_satan2_cout_rare_internal
8034 __satan2_la_CoutTab8034 __satan2_la_CoutTab
8035 ccHGbmfS.o8035 ccCECyoU.o
8036 __svml_datan2_ha_data_internal8036 __svml_datan2_ha_data_internal
8037 __svml_datan2_ha_cout_rare_internal8037 __svml_datan2_ha_cout_rare_internal
8038 __datan2_ha_CoutTab8038 __datan2_ha_CoutTab
8039 ccWK56Wh.o8039 ccLn5fMh.o
8040 __svml_hatan2_data_internal8040 __svml_hatan2_data_internal
8041 ccNlBY8M.o8041 ccaYLDgq.o
8042 __svml_datan_data_internal_avx5128042 __svml_datan_data_internal_avx512
8043 __svml_datan_cout_rare_internal8043 __svml_datan_cout_rare_internal
8044 __datan_la_CoutTab8044 __datan_la_CoutTab
8045 ccjx8jAL.o8045 cciKyzfG.o
8046 __svml_satan_data_internal_avx5128046 __svml_satan_data_internal_avx512
8047 cc33I2d5.o8047 cclaII6u.o
8048 __svml_datan_ha_data_internal_avx5128048 __svml_datan_ha_data_internal_avx512
8049 __svml_datan_ha_cout_rare_internal8049 __svml_datan_ha_cout_rare_internal
8050 __datan_ha_CoutTab8050 __datan_ha_CoutTab
8051 ccQsYfoU.o8051 ccHMLGAf.o
8052 __svml_hatan_data_internal8052 __svml_hatan_data_internal
8053 .looparray_atan_h8053 .looparray_atan_h
8054 .loaddata_atanh8054 .loaddata_atanh
8055 .funcbegin_atan_h8055 .funcbegin_atan_h
8056 ccHcZhlv.o8056 ccYqvDCn.o
8057 __svml_datanh_data_internal_avx5128057 __svml_datanh_data_internal_avx512
8058 __svml_datanh_cout_rare_internal8058 __svml_datanh_cout_rare_internal
8059 __datanh_la_CoutTab8059 __datanh_la_CoutTab
8060 cc71IoDh.o8060 ccRfmMIe.o
8061 __svml_satanh_data_internal_avx5128061 __svml_satanh_data_internal_avx512
8062 __svml_satanh_cout_rare_internal8062 __svml_satanh_cout_rare_internal
8063 __satanh_la__imlsAtanhTab8063 __satanh_la__imlsAtanhTab
8064 cccC3qq0.o8064 ccXuG84o.o
8065 __svml_datanh_ha_data_internal_avx5128065 __svml_datanh_ha_data_internal_avx512
8066 __svml_datanh_ha_cout_rare_internal8066 __svml_datanh_ha_cout_rare_internal
8067 __datanh_ha_CoutTab8067 __datanh_ha_CoutTab
8068 ccUIehkC.o8068 ccRB9tsC.o
8069 __svml_hatanh_data_internal8069 __svml_hatanh_data_internal
8070 .looparray_atanh_h8070 .looparray_atanh_h
8071 .loaddata_atanhh8071 .loaddata_atanhh
8072 .funcbegin_atanh_h8072 .funcbegin_atanh_h
8073 ccUC2csa.o8073 ccOpV6Lf.o
8074 __svml_dcbrt_data_internal_avx5128074 __svml_dcbrt_data_internal_avx512
8075 __svml_dcbrt_cout_rare_internal8075 __svml_dcbrt_cout_rare_internal
8076 __dcbrt_la__vmldCbrtTab8076 __dcbrt_la__vmldCbrtTab
8077 ccFFVYc9.o8077 cc0Q4Siq.o
8078 __svml_scbrt_data_internal_avx5128078 __svml_scbrt_data_internal_avx512
8079 __svml_scbrt_cout_rare_internal8079 __svml_scbrt_cout_rare_internal
8080 __scbrt_la_vscbrt_ha_cout_data8080 __scbrt_la_vscbrt_ha_cout_data
8081 cciFTk5K.o8081 ccExTkus.o
8082 __svml_dcbrt_ha_data_internal_avx5128082 __svml_dcbrt_ha_data_internal_avx512
8083 __svml_dcbrt_ha_cout_rare_internal8083 __svml_dcbrt_ha_cout_rare_internal
8084 __dcbrt_ha__vmldCbrtTab8084 __dcbrt_ha__vmldCbrtTab
8085 ccZHK5i3.o8085 ccXqd51W.o
8086 __svml_hcbrt_data_internal8086 __svml_hcbrt_data_internal
Max diff block lines reached; 6987/10442 bytes (66.91%) of diff not shown.
43.4 KB
readelf --wide --decompress --hex-dump=.strtab {}
    
Offset 3397, 364 lines modifiedOffset 3397, 364 lines modified
3397 ··0x0000d420·0075696e·745f6173·5f6e756d·62657200·.uint_as_number.3397 ··0x0000d420·0075696e·745f6173·5f6e756d·62657200·.uint_as_number.
3398 ··0x0000d430·756c6f6e·675f6173·5f6e756d·62657200·ulong_as_number.3398 ··0x0000d430·756c6f6e·675f6173·5f6e756d·62657200·ulong_as_number.
3399 ··0x0000d440·756c6f6e·676c6f6e·675f6173·5f6e756d·ulonglong_as_num3399 ··0x0000d440·756c6f6e·676c6f6e·675f6173·5f6e756d·ulonglong_as_num
3400 ··0x0000d450·62657200·68616c66·5f61735f·6e756d62·ber.half_as_numb3400 ··0x0000d450·62657200·68616c66·5f61735f·6e756d62·ber.half_as_numb
3401 ··0x0000d460·65720063·666c6f61·745f6173·5f6e756d·er.cfloat_as_num3401 ··0x0000d460·65720063·666c6f61·745f6173·5f6e756d·er.cfloat_as_num
3402 ··0x0000d470·62657200·63646f75·626c655f·61735f6e·ber.cdouble_as_n3402 ··0x0000d470·62657200·63646f75·626c655f·61735f6e·ber.cdouble_as_n
3403 ··0x0000d480·756d6265·7200636c·6f6e6764·6f75626c·umber.clongdoubl3403 ··0x0000d480·756d6265·7200636c·6f6e6764·6f75626c·umber.clongdoubl
3404 ··0x0000d490·655f6173·5f6e756d·62657200·63633741·e_as_number.cc7A3404 ··0x0000d490·655f6173·5f6e756d·62657200·63633941·e_as_number.cc9A
3405 ··0x0000d4a0·526a487a·2e6f005f·5f73766d·6c5f6461·RjHz.o.__svml_da3405 ··0x0000d4a0·566e5464·2e6f005f·5f73766d·6c5f6461·VnTd.o.__svml_da
3406 ··0x0000d4b0·636f735f·64617461·5f696e74·65726e61·cos_data_interna3406 ··0x0000d4b0·636f735f·64617461·5f696e74·65726e61·cos_data_interna
3407 ··0x0000d4c0·6c005f5f·73766d6c·5f646163·6f735f63·l.__svml_dacos_c3407 ··0x0000d4c0·6c005f5f·73766d6c·5f646163·6f735f63·l.__svml_dacos_c
3408 ··0x0000d4d0·6f75745f·72617265·5f696e74·65726e61·out_rare_interna3408 ··0x0000d4d0·6f75745f·72617265·5f696e74·65726e61·out_rare_interna
3409 ··0x0000d4e0·6c005f76·6d6c6441·436f7348·41546162·l._vmldACosHATab3409 ··0x0000d4e0·6c005f76·6d6c6441·436f7348·41546162·l._vmldACosHATab
3410 ··0x0000d4f0·00636372·42466534·732e6f00·5f5f7376·.ccrBFe4s.o.__sv3410 ··0x0000d4f0·00636339·64684234·432e6f00·5f5f7376·.cc9dhB4C.o.__sv
3411 ··0x0000d500·6d6c5f73·61636f73·5f646174·615f696e·ml_sacos_data_in3411 ··0x0000d500·6d6c5f73·61636f73·5f646174·615f696e·ml_sacos_data_in
3412 ··0x0000d510·7465726e·616c005f·5f73766d·6c5f7361·ternal.__svml_sa3412 ··0x0000d510·7465726e·616c005f·5f73766d·6c5f7361·ternal.__svml_sa
3413 ··0x0000d520·636f735f·636f7574·5f726172·655f696e·cos_cout_rare_in3413 ··0x0000d520·636f735f·636f7574·5f726172·655f696e·cos_cout_rare_in
3414 ··0x0000d530·7465726e·616c0063·63577479·6a47622e·ternal.ccWtyjGb.3414 ··0x0000d530·7465726e·616c0063·634a4130·6d55712e·ternal.ccJA0mUq.
3415 ··0x0000d540·6f005f5f·73766d6c·5f646163·6f735f68·o.__svml_dacos_h3415 ··0x0000d540·6f005f5f·73766d6c·5f646163·6f735f68·o.__svml_dacos_h
3416 ··0x0000d550·615f6461·74615f69·6e746572·6e616c00·a_data_internal.3416 ··0x0000d550·615f6461·74615f69·6e746572·6e616c00·a_data_internal.
3417 ··0x0000d560·5f5f7376·6d6c5f64·61636f73·5f68615f·__svml_dacos_ha_3417 ··0x0000d560·5f5f7376·6d6c5f64·61636f73·5f68615f·__svml_dacos_ha_
3418 ··0x0000d570·636f7574·5f726172·655f696e·7465726e·cout_rare_intern3418 ··0x0000d570·636f7574·5f726172·655f696e·7465726e·cout_rare_intern
3419 ··0x0000d580·616c0063·63374a56·434f722e·6f005f5f·al.cc7JVCOr.o.__3419 ··0x0000d580·616c0063·63396856·626c462e·6f005f5f·al.cc9hVblF.o.__
3420 ··0x0000d590·73766d6c·5f686163·6f735f64·6174615f·svml_hacos_data_3420 ··0x0000d590·73766d6c·5f686163·6f735f64·6174615f·svml_hacos_data_
3421 ··0x0000d5a0·696e7465·726e616c·002e6c6f·6f706172·internal..loopar3421 ··0x0000d5a0·696e7465·726e616c·002e6c6f·6f706172·internal..loopar
3422 ··0x0000d5b0·7261795f·61636f73·5f68002e·6c6f6164·ray_acos_h..load3422 ··0x0000d5b0·7261795f·61636f73·5f68002e·6c6f6164·ray_acos_h..load
3423 ··0x0000d5c0·64617461·002e6675·6e636265·67696e5f·data..funcbegin_3423 ··0x0000d5c0·64617461·002e6675·6e636265·67696e5f·data..funcbegin_
3424 ··0x0000d5d0·61636f73·5f680063·6366484f·6f447a2e·acos_h.ccfHOoDz.3424 ··0x0000d5d0·61636f73·5f680063·63757956·764c782e·acos_h.ccuyVvLx.
3425 ··0x0000d5e0·6f005f5f·73766d6c·5f646163·6f73685f·o.__svml_dacosh_3425 ··0x0000d5e0·6f005f5f·73766d6c·5f646163·6f73685f·o.__svml_dacosh_
3426 ··0x0000d5f0·64617461·5f696e74·65726e61·6c5f6176·data_internal_av3426 ··0x0000d5f0·64617461·5f696e74·65726e61·6c5f6176·data_internal_av
3427 ··0x0000d600·78353132·005f5f73·766d6c5f·6461636f·x512.__svml_daco3427 ··0x0000d600·78353132·005f5f73·766d6c5f·6461636f·x512.__svml_daco
3428 ··0x0000d610·73685f63·6f75745f·72617265·5f696e74·sh_cout_rare_int3428 ··0x0000d610·73685f63·6f75745f·72617265·5f696e74·sh_cout_rare_int
3429 ··0x0000d620·65726e61·6c005f5f·6461636f·73685f6c·ernal.__dacosh_l3429 ··0x0000d620·65726e61·6c005f5f·6461636f·73685f6c·ernal.__dacosh_l
3430 ··0x0000d630·615f436f·75745461·62006363·5a415a47·a_CoutTab.ccZAZG3430 ··0x0000d630·615f436f·75745461·62006363·71564863·a_CoutTab.ccqVHc
3431 ··0x0000d640·73382e6f·005f5f73·766d6c5f·7361636f·s8.o.__svml_saco3431 ··0x0000d640·58382e6f·005f5f73·766d6c5f·7361636f·X8.o.__svml_saco
3432 ··0x0000d650·73685f64·6174615f·696e7465·726e616c·sh_data_internal3432 ··0x0000d650·73685f64·6174615f·696e7465·726e616c·sh_data_internal
3433 ··0x0000d660·5f617678·35313200·5f5f7376·6d6c5f73·_avx512.__svml_s3433 ··0x0000d660·5f617678·35313200·5f5f7376·6d6c5f73·_avx512.__svml_s
3434 ··0x0000d670·61636f73·685f636f·75745f72·6172655f·acosh_cout_rare_3434 ··0x0000d670·61636f73·685f636f·75745f72·6172655f·acosh_cout_rare_
3435 ··0x0000d680·696e7465·726e616c·005f5f73·61636f73·internal.__sacos3435 ··0x0000d680·696e7465·726e616c·005f5f73·61636f73·internal.__sacos
3436 ··0x0000d690·685f6c61·5f5f696d·6c5f7361·636f7368·h_la__iml_sacosh3436 ··0x0000d690·685f6c61·5f5f696d·6c5f7361·636f7368·h_la__iml_sacosh
3437 ··0x0000d6a0·5f636f75·745f7461·62006363·33686657·_cout_tab.cc3hfW3437 ··0x0000d6a0·5f636f75·745f7461·62006363·786a6648·_cout_tab.ccxjfH
3438 ··0x0000d6b0·56542e6f·005f5f73·766d6c5f·6461636f·VT.o.__svml_daco3438 ··0x0000d6b0·64442e6f·005f5f73·766d6c5f·6461636f·dD.o.__svml_daco
3439 ··0x0000d6c0·73685f68·615f6461·74615f69·6e746572·sh_ha_data_inter3439 ··0x0000d6c0·73685f68·615f6461·74615f69·6e746572·sh_ha_data_inter
3440 ··0x0000d6d0·6e616c5f·61767835·3132005f·5f73766d·nal_avx512.__svm3440 ··0x0000d6d0·6e616c5f·61767835·3132005f·5f73766d·nal_avx512.__svm
3441 ··0x0000d6e0·6c5f6461·636f7368·5f68615f·636f7574·l_dacosh_ha_cout3441 ··0x0000d6e0·6c5f6461·636f7368·5f68615f·636f7574·l_dacosh_ha_cout
3442 ··0x0000d6f0·5f726172·655f696e·7465726e·616c005f·_rare_internal._3442 ··0x0000d6f0·5f726172·655f696e·7465726e·616c005f·_rare_internal._
3443 ··0x0000d700·5f646163·6f73685f·68615f43·6f757454·_dacosh_ha_CoutT3443 ··0x0000d700·5f646163·6f73685f·68615f43·6f757454·_dacosh_ha_CoutT
3444 ··0x0000d710·61620063·63446841·4736762e·6f005f5f·ab.ccDhAG6v.o.__3444 ··0x0000d710·61620063·63493043·4c6b442e·6f005f5f·ab.ccI0CLkD.o.__
3445 ··0x0000d720·73766d6c·5f686163·6f73685f·64617461·svml_hacosh_data3445 ··0x0000d720·73766d6c·5f686163·6f73685f·64617461·svml_hacosh_data
3446 ··0x0000d730·5f696e74·65726e61·6c002e6c·6f6f7061·_internal..loopa3446 ··0x0000d730·5f696e74·65726e61·6c002e6c·6f6f7061·_internal..loopa
3447 ··0x0000d740·72726179·5f61636f·73685f68·002e6c6f·rray_acosh_h..lo3447 ··0x0000d740·72726179·5f61636f·73685f68·002e6c6f·rray_acosh_h..lo
3448 ··0x0000d750·61646461·74615f61·636f7368·002e6675·addata_acosh..fu3448 ··0x0000d750·61646461·74615f61·636f7368·002e6675·addata_acosh..fu
3449 ··0x0000d760·6e636265·67696e5f·61636f73·685f6800·ncbegin_acosh_h.3449 ··0x0000d760·6e636265·67696e5f·61636f73·685f6800·ncbegin_acosh_h.
3450 ··0x0000d770·63634732·6e4a3765·2e6f005f·5f73766d·ccG2nJ7e.o.__svm3450 ··0x0000d770·63637654·67307433·2e6f005f·5f73766d·ccvTg0t3.o.__svm
3451 ··0x0000d780·6c5f6461·73696e5f·64617461·5f696e74·l_dasin_data_int3451 ··0x0000d780·6c5f6461·73696e5f·64617461·5f696e74·l_dasin_data_int
3452 ··0x0000d790·65726e61·6c005f5f·73766d6c·5f646173·ernal.__svml_das3452 ··0x0000d790·65726e61·6c005f5f·73766d6c·5f646173·ernal.__svml_das
3453 ··0x0000d7a0·696e5f63·6f75745f·72617265·5f696e74·in_cout_rare_int3453 ··0x0000d7a0·696e5f63·6f75745f·72617265·5f696e74·in_cout_rare_int
3454 ··0x0000d7b0·65726e61·6c005f76·6d6c6441·53696e48·ernal._vmldASinH3454 ··0x0000d7b0·65726e61·6c005f76·6d6c6441·53696e48·ernal._vmldASinH
3455 ··0x0000d7c0·41546162·00636379·484e5971·4d2e6f00·ATab.ccyHNYqM.o.3455 ··0x0000d7c0·41546162·00636349·594e3635·452e6f00·ATab.ccIYN65E.o.
3456 ··0x0000d7d0·5f5f7376·6d6c5f73·6173696e·5f646174·__svml_sasin_dat3456 ··0x0000d7d0·5f5f7376·6d6c5f73·6173696e·5f646174·__svml_sasin_dat
3457 ··0x0000d7e0·615f696e·7465726e·616c005f·5f73766d·a_internal.__svm3457 ··0x0000d7e0·615f696e·7465726e·616c005f·5f73766d·a_internal.__svm
3458 ··0x0000d7f0·6c5f7361·73696e5f·636f7574·5f726172·l_sasin_cout_rar3458 ··0x0000d7f0·6c5f7361·73696e5f·636f7574·5f726172·l_sasin_cout_rar
3459 ··0x0000d800·655f696e·7465726e·616c0063·6367634e·e_internal.ccgcN3459 ··0x0000d800·655f696e·7465726e·616c0063·63304653·e_internal.cc0FS
3460 ··0x0000d810·5a64432e·6f005f5f·73766d6c·5f646173·ZdC.o.__svml_das3460 ··0x0000d810·4858642e·6f005f5f·73766d6c·5f646173·HXd.o.__svml_das
3461 ··0x0000d820·696e5f68·615f6461·74615f69·6e746572·in_ha_data_inter3461 ··0x0000d820·696e5f68·615f6461·74615f69·6e746572·in_ha_data_inter
3462 ··0x0000d830·6e616c00·5f5f7376·6d6c5f64·6173696e·nal.__svml_dasin3462 ··0x0000d830·6e616c00·5f5f7376·6d6c5f64·6173696e·nal.__svml_dasin
3463 ··0x0000d840·5f68615f·636f7574·5f726172·655f696e·_ha_cout_rare_in3463 ··0x0000d840·5f68615f·636f7574·5f726172·655f696e·_ha_cout_rare_in
3464 ··0x0000d850·7465726e·616c0063·63616972·5557652e·ternal.ccairUWe.3464 ··0x0000d850·7465726e·616c0063·63337269·7566642e·ternal.cc3riufd.
3465 ··0x0000d860·6f005f5f·73766d6c·5f686173·696e5f64·o.__svml_hasin_d3465 ··0x0000d860·6f005f5f·73766d6c·5f686173·696e5f64·o.__svml_hasin_d
3466 ··0x0000d870·6174615f·696e7465·726e616c·002e6c6f·ata_internal..lo3466 ··0x0000d870·6174615f·696e7465·726e616c·002e6c6f·ata_internal..lo
3467 ··0x0000d880·6f706172·7261795f·6173696e·5f68002e·oparray_asin_h..3467 ··0x0000d880·6f706172·7261795f·6173696e·5f68002e·oparray_asin_h..
3468 ··0x0000d890·6c6f6164·64617461·5f617369·6e68002e·loaddata_asinh..3468 ··0x0000d890·6c6f6164·64617461·5f617369·6e68002e·loaddata_asinh..
3469 ··0x0000d8a0·66756e63·62656769·6e5f6173·696e5f68·funcbegin_asin_h3469 ··0x0000d8a0·66756e63·62656769·6e5f6173·696e5f68·funcbegin_asin_h
3470 ··0x0000d8b0·00636335·5856667a·4c2e6f00·5f5f7376·.cc5XVfzL.o.__sv3470 ··0x0000d8b0·00636350·6e377633·512e6f00·5f5f7376·.ccPn7v3Q.o.__sv
3471 ··0x0000d8c0·6d6c5f64·6173696e·685f6461·74615f69·ml_dasinh_data_i3471 ··0x0000d8c0·6d6c5f64·6173696e·685f6461·74615f69·ml_dasinh_data_i
3472 ··0x0000d8d0·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._3472 ··0x0000d8d0·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._
3473 ··0x0000d8e0·5f73766d·6c5f6461·73696e68·5f636f75·_svml_dasinh_cou3473 ··0x0000d8e0·5f73766d·6c5f6461·73696e68·5f636f75·_svml_dasinh_cou
3474 ··0x0000d8f0·745f7261·72655f69·6e746572·6e616c00·t_rare_internal.3474 ··0x0000d8f0·745f7261·72655f69·6e746572·6e616c00·t_rare_internal.
3475 ··0x0000d900·63637167·6365546b·2e6f005f·5f73766d·ccqgceTk.o.__svm3475 ··0x0000d900·63636571·374a3873·2e6f005f·5f73766d·cceq7J8s.o.__svm
3476 ··0x0000d910·6c5f7361·73696e68·5f646174·615f696e·l_sasinh_data_in3476 ··0x0000d910·6c5f7361·73696e68·5f646174·615f696e·l_sasinh_data_in
3477 ··0x0000d920·7465726e·616c5f61·76783531·32005f5f·ternal_avx512.__3477 ··0x0000d920·7465726e·616c5f61·76783531·32005f5f·ternal_avx512.__
3478 ··0x0000d930·73766d6c·5f736173·696e685f·636f7574·svml_sasinh_cout3478 ··0x0000d930·73766d6c·5f736173·696e685f·636f7574·svml_sasinh_cout
3479 ··0x0000d940·5f726172·655f696e·7465726e·616c0063·_rare_internal.c3479 ··0x0000d940·5f726172·655f696e·7465726e·616c0063·_rare_internal.c
3480 ··0x0000d950·6368457a·574e6b2e·6f005f5f·73766d6c·chEzWNk.o.__svml3480 ··0x0000d950·63754d43·78584c2e·6f005f5f·73766d6c·cuMCxXL.o.__svml
3481 ··0x0000d960·5f646173·696e685f·68615f64·6174615f·_dasinh_ha_data_3481 ··0x0000d960·5f646173·696e685f·68615f64·6174615f·_dasinh_ha_data_
3482 ··0x0000d970·696e7465·726e616c·5f617678·35313200·internal_avx512.3482 ··0x0000d970·696e7465·726e616c·5f617678·35313200·internal_avx512.
3483 ··0x0000d980·5f5f7376·6d6c5f64·6173696e·685f6861·__svml_dasinh_ha3483 ··0x0000d980·5f5f7376·6d6c5f64·6173696e·685f6861·__svml_dasinh_ha
3484 ··0x0000d990·5f636f75·745f7261·72655f69·6e746572·_cout_rare_inter3484 ··0x0000d990·5f636f75·745f7261·72655f69·6e746572·_cout_rare_inter
3485 ··0x0000d9a0·6e616c00·63633076·6f543866·2e6f005f·nal.cc0voT8f.o._3485 ··0x0000d9a0·6e616c00·63636255·4f306944·2e6f005f·nal.ccbUO0iD.o._
3486 ··0x0000d9b0·5f73766d·6c5f6861·73696e68·5f646174·_svml_hasinh_dat3486 ··0x0000d9b0·5f73766d·6c5f6861·73696e68·5f646174·_svml_hasinh_dat
3487 ··0x0000d9c0·615f696e·7465726e·616c002e·6c6f6f70·a_internal..loop3487 ··0x0000d9c0·615f696e·7465726e·616c002e·6c6f6f70·a_internal..loop
3488 ··0x0000d9d0·61727261·795f6173·696e685f·68002e66·array_asinh_h..f3488 ··0x0000d9d0·61727261·795f6173·696e685f·68002e66·array_asinh_h..f
3489 ··0x0000d9e0·756e6362·6567696e·5f617369·6e685f68·uncbegin_asinh_h3489 ··0x0000d9e0·756e6362·6567696e·5f617369·6e685f68·uncbegin_asinh_h
3490 ··0x0000d9f0·00636357·32376865·562e6f00·5f5f7376·.ccW27heV.o.__sv3490 ··0x0000d9f0·0063637a·6d4c6773·6c2e6f00·5f5f7376·.cczmLgsl.o.__sv
3491 ··0x0000da00·6d6c5f64·6174616e·325f6461·74615f69·ml_datan2_data_i3491 ··0x0000da00·6d6c5f64·6174616e·325f6461·74615f69·ml_datan2_data_i
3492 ··0x0000da10·6e746572·6e616c00·5f5f7376·6d6c5f64·nternal.__svml_d3492 ··0x0000da10·6e746572·6e616c00·5f5f7376·6d6c5f64·nternal.__svml_d
3493 ··0x0000da20·6174616e·325f636f·75745f72·6172655f·atan2_cout_rare_3493 ··0x0000da20·6174616e·325f636f·75745f72·6172655f·atan2_cout_rare_
3494 ··0x0000da30·696e7465·726e616c·005f5f64·6174616e·internal.__datan3494 ··0x0000da30·696e7465·726e616c·005f5f64·6174616e·internal.__datan
3495 ··0x0000da40·325f6c61·5f436f75·74546162·00636369·2_la_CoutTab.cci3495 ··0x0000da40·325f6c61·5f436f75·74546162·00636330·2_la_CoutTab.cc0
3496 ··0x0000da50·416f6a56·502e6f00·5f5f7376·6d6c5f73·AojVP.o.__svml_s3496 ··0x0000da50·6b78554a·352e6f00·5f5f7376·6d6c5f73·kxUJ5.o.__svml_s
3497 ··0x0000da60·6174616e·325f6461·74615f69·6e746572·atan2_data_inter3497 ··0x0000da60·6174616e·325f6461·74615f69·6e746572·atan2_data_inter
3498 ··0x0000da70·6e616c00·5f5f7376·6d6c5f73·6174616e·nal.__svml_satan3498 ··0x0000da70·6e616c00·5f5f7376·6d6c5f73·6174616e·nal.__svml_satan
3499 ··0x0000da80·325f636f·75745f72·6172655f·696e7465·2_cout_rare_inte3499 ··0x0000da80·325f636f·75745f72·6172655f·696e7465·2_cout_rare_inte
3500 ··0x0000da90·726e616c·005f5f73·6174616e·325f6c61·rnal.__satan2_la3500 ··0x0000da90·726e616c·005f5f73·6174616e·325f6c61·rnal.__satan2_la
3501 ··0x0000daa0·5f436f75·74546162·00636348·47626d66·_CoutTab.ccHGbmf3501 ··0x0000daa0·5f436f75·74546162·00636343·4543796f·_CoutTab.ccCECyo
3502 ··0x0000dab0·532e6f00·5f5f7376·6d6c5f64·6174616e·S.o.__svml_datan3502 ··0x0000dab0·552e6f00·5f5f7376·6d6c5f64·6174616e·U.o.__svml_datan
3503 ··0x0000dac0·325f6861·5f646174·615f696e·7465726e·2_ha_data_intern3503 ··0x0000dac0·325f6861·5f646174·615f696e·7465726e·2_ha_data_intern
3504 ··0x0000dad0·616c005f·5f73766d·6c5f6461·74616e32·al.__svml_datan23504 ··0x0000dad0·616c005f·5f73766d·6c5f6461·74616e32·al.__svml_datan2
3505 ··0x0000dae0·5f68615f·636f7574·5f726172·655f696e·_ha_cout_rare_in3505 ··0x0000dae0·5f68615f·636f7574·5f726172·655f696e·_ha_cout_rare_in
3506 ··0x0000daf0·7465726e·616c005f·5f646174·616e325f·ternal.__datan2_3506 ··0x0000daf0·7465726e·616c005f·5f646174·616e325f·ternal.__datan2_
3507 ··0x0000db00·68615f43·6f757454·61620063·63574b35·ha_CoutTab.ccWK53507 ··0x0000db00·68615f43·6f757454·61620063·634c6e35·ha_CoutTab.ccLn5
3508 ··0x0000db10·3657682e·6f005f5f·73766d6c·5f686174·6Wh.o.__svml_hat3508 ··0x0000db10·664d682e·6f005f5f·73766d6c·5f686174·fMh.o.__svml_hat
3509 ··0x0000db20·616e325f·64617461·5f696e74·65726e61·an2_data_interna3509 ··0x0000db20·616e325f·64617461·5f696e74·65726e61·an2_data_interna
3510 ··0x0000db30·6c006363·4e6c4259·384d2e6f·005f5f73·l.ccNlBY8M.o.__s3510 ··0x0000db30·6c006363·61594c44·67712e6f·005f5f73·l.ccaYLDgq.o.__s
3511 ··0x0000db40·766d6c5f·64617461·6e5f6461·74615f69·vml_datan_data_i3511 ··0x0000db40·766d6c5f·64617461·6e5f6461·74615f69·vml_datan_data_i
3512 ··0x0000db50·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._3512 ··0x0000db50·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._
3513 ··0x0000db60·5f73766d·6c5f6461·74616e5f·636f7574·_svml_datan_cout3513 ··0x0000db60·5f73766d·6c5f6461·74616e5f·636f7574·_svml_datan_cout
3514 ··0x0000db70·5f726172·655f696e·7465726e·616c005f·_rare_internal._3514 ··0x0000db70·5f726172·655f696e·7465726e·616c005f·_rare_internal._
3515 ··0x0000db80·5f646174·616e5f6c·615f436f·75745461·_datan_la_CoutTa3515 ··0x0000db80·5f646174·616e5f6c·615f436f·75745461·_datan_la_CoutTa
3516 ··0x0000db90·62006363·6a78386a·414c2e6f·005f5f73·b.ccjx8jAL.o.__s3516 ··0x0000db90·62006363·694b797a·66472e6f·005f5f73·b.cciKyzfG.o.__s
3517 ··0x0000dba0·766d6c5f·73617461·6e5f6461·74615f69·vml_satan_data_i3517 ··0x0000dba0·766d6c5f·73617461·6e5f6461·74615f69·vml_satan_data_i
3518 ··0x0000dbb0·6e746572·6e616c5f·61767835·31320063·nternal_avx512.c3518 ··0x0000dbb0·6e746572·6e616c5f·61767835·31320063·nternal_avx512.c
3519 ··0x0000dbc0·63333349·3264352e·6f005f5f·73766d6c·c33I2d5.o.__svml3519 ··0x0000dbc0·636c6149·4936752e·6f005f5f·73766d6c·claII6u.o.__svml
3520 ··0x0000dbd0·5f646174·616e5f68·615f6461·74615f69·_datan_ha_data_i3520 ··0x0000dbd0·5f646174·616e5f68·615f6461·74615f69·_datan_ha_data_i
3521 ··0x0000dbe0·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._3521 ··0x0000dbe0·6e746572·6e616c5f·61767835·3132005f·nternal_avx512._
3522 ··0x0000dbf0·5f73766d·6c5f6461·74616e5f·68615f63·_svml_datan_ha_c3522 ··0x0000dbf0·5f73766d·6c5f6461·74616e5f·68615f63·_svml_datan_ha_c
3523 ··0x0000dc00·6f75745f·72617265·5f696e74·65726e61·out_rare_interna3523 ··0x0000dc00·6f75745f·72617265·5f696e74·65726e61·out_rare_interna
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