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<tr class="gt_heading">
<td colspan="8" class="gt_heading gt_title gt_font_normal" style><strong>Drug mixture - 200 ppb</strong></td>
</tr>
<tr class="gt_heading">
<td colspan="8" class="gt_heading gt_subtitle gt_font_normal gt_bottom_border" style>For <strong>new</strong> and <strong>old</strong> MS settings analytes with corresponding <em>Internal Standard</em></td>
</tr>
<tr class="gt_col_headings gt_spanner_row">
<th class="gt_center gt_columns_top_border gt_column_spanner_outer" rowspan="1" colspan="2" scope="colgroup" id="Analyte Information">
<span class="gt_column_spanner">Analyte Information</span>
</th>
<th class="gt_center gt_columns_top_border gt_column_spanner_outer" rowspan="1" colspan="3" scope="colgroup" id="Differences as <br> <em>Analyte</em> - <em>IS</em>">
<span class="gt_column_spanner">Differences as <br> <em>Analyte</em> - <em>IS</em></span>
</th>
<th class="gt_center gt_columns_top_border gt_column_spanner_outer" rowspan="1" colspan="2" scope="colgroup" id="Normalisation as <br> <em>analyte_height/IS_height</em>">
<span class="gt_column_spanner">Normalisation as <br> <em>analyte_height/IS_height</em></span>
</th>
<th class="gt_col_heading gt_columns_bottom_border gt_center" rowspan="2" colspan="1" scope="col" id="plot">plot</th>
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<tr class="gt_col_headings">
<th class="gt_col_heading gt_columns_bottom_border gt_left" rowspan="1" colspan="1" scope="col" id="Analyte Name">Analyte Name</th>
<th class="gt_col_heading gt_columns_bottom_border gt_left" rowspan="1" colspan="1" scope="col" id="Molecular formula">Molecular formula</th>
<th class="gt_col_heading gt_columns_bottom_border gt_right" rowspan="1" colspan="1" scope="col" id="Retention Time ,<br>min">Retention Time ,<br>min</th>
<th class="gt_col_heading gt_columns_bottom_border gt_right" rowspan="1" colspan="1" scope="col" id="Drift Time ,<br>ms">Drift Time ,<br>ms</th>
<th class="gt_col_heading gt_columns_bottom_border gt_right" rowspan="1" colspan="1" scope="col" id="Mass Error,<br>ppm">Mass Error,<br>ppm</th>
<th class="gt_col_heading gt_columns_bottom_border gt_right" rowspan="1" colspan="1" scope="col" id="OLD">OLD</th>
<th class="gt_col_heading gt_columns_bottom_border gt_right" rowspan="1" colspan="1" scope="col" id="NEW">NEW</th>
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<tbody class="gt_table_body">
<tr class="gt_group_heading_row">
<th colspan="8" class="gt_group_heading" scope="colgroup" id="<em>Methamphetamine-d9</em>"><em>Methamphetamine-d9</em></th>
</tr>
<tr class="gt_row_group_first"><td headers="*Methamphetamine-d9* Compound.x" class="gt_row gt_left">Phentermine<span class="gt_footnote_marks" style="white-space:nowrap;font-style:italic;font-weight:normal;"><sup>1</sup></span></td>
<td headers="*Methamphetamine-d9* Formula" class="gt_row gt_left">C10H15N</td>
<td headers="*Methamphetamine-d9* RT_diff" class="gt_row gt_right">0.017</td>
<td headers="*Methamphetamine-d9* DT_diff" class="gt_row gt_right">0.000</td>
<td headers="*Methamphetamine-d9* mz_error_diff" class="gt_row gt_right">1.115</td>
<td headers="*Methamphetamine-d9* normalised_height_OLD" class="gt_row gt_right" style="background-color: #E0FFFF; font-weight: bold;">0.642</td>
<td headers="*Methamphetamine-d9* normalised_height_NEW" class="gt_row gt_right" style="background-color: #F9E3D6; font-weight: bold;">0.365</td>
<td headers="*Methamphetamine-d9* plot" class="gt_row gt_center"><img 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" style="height:200px;"></td></tr>
<tr><td headers="*Methamphetamine-d9* Compound.x" class="gt_row gt_left">Methamphetamine<span class="gt_footnote_marks" style="white-space:nowrap;font-style:italic;font-weight:normal;"><sup>1</sup></span></td>
<td headers="*Methamphetamine-d9* Formula" class="gt_row gt_left">C10H15N</td>
<td headers="*Methamphetamine-d9* RT_diff" class="gt_row gt_right">0.017</td>
<td headers="*Methamphetamine-d9* DT_diff" class="gt_row gt_right">0.000</td>
<td headers="*Methamphetamine-d9* mz_error_diff" class="gt_row gt_right">1.115</td>
<td headers="*Methamphetamine-d9* normalised_height_OLD" class="gt_row gt_right" style="background-color: #E0FFFF; font-weight: bold;">0.642</td>
<td headers="*Methamphetamine-d9* normalised_height_NEW" class="gt_row gt_right" style="background-color: #F9E3D6; font-weight: bold;">0.365</td>
<td headers="*Methamphetamine-d9* plot" class="gt_row gt_center"><img 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" style="height:200px;"></td></tr>
<tr class="gt_group_heading_row">
<th colspan="8" class="gt_empty_group_heading" scope="colgroup" id=""></th>
</tr>
<tr class="gt_row_group_first"><td headers="NA Compound.x" class="gt_row gt_left">MDMA</td>
<td headers="NA Formula" class="gt_row gt_left">C11H15NO2</td>
<td headers="NA RT_diff" class="gt_row gt_right">0.015</td>
<td headers="NA DT_diff" class="gt_row gt_right">−0.024</td>
<td headers="NA mz_error_diff" class="gt_row gt_right">−1.235</td>
<td headers="NA normalised_height_OLD" class="gt_row gt_right" style="background-color: #E0FFFF; font-weight: bold;">1.716</td>
<td headers="NA normalised_height_NEW" class="gt_row gt_right" style="background-color: #F9E3D6; font-weight: bold;">1.290</td>
<td headers="NA plot" class="gt_row gt_center"><img 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" style="height:200px;"></td></tr>
<tr><td headers="NA Compound.x" class="gt_row gt_left">MDEA</td>
<td headers="NA Formula" class="gt_row gt_left">C12H17NO2</td>
<td headers="NA RT_diff" class="gt_row gt_right">0.012</td>
<td headers="NA DT_diff" class="gt_row gt_right">−0.024</td>
<td headers="NA mz_error_diff" class="gt_row gt_right">−0.635</td>
<td headers="NA normalised_height_OLD" class="gt_row gt_right" style="background-color: #E0FFFF; font-weight: bold;">1.663</td>
<td headers="NA normalised_height_NEW" class="gt_row gt_right" style="background-color: #F9E3D6; font-weight: bold;">2.001</td>
<td headers="NA plot" class="gt_row gt_center"><img 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" style="height:200px;"></td></tr>
<tr><td headers="NA Compound.x" class="gt_row gt_left">Benzoylecgonine</td>
<td headers="NA Formula" class="gt_row gt_left">C16H19NO4</td>
<td headers="NA RT_diff" class="gt_row gt_right">0.000</td>
<td headers="NA DT_diff" class="gt_row gt_right">0.000</td>
<td headers="NA mz_error_diff" class="gt_row gt_right">−0.404</td>
<td headers="NA normalised_height_OLD" class="gt_row gt_right" style="background-color: #E0FFFF; font-weight: bold;">2.419</td>
<td headers="NA normalised_height_NEW" class="gt_row gt_right" style="background-color: #F9E3D6; font-weight: bold;">2.320</td>
<td headers="NA plot" class="gt_row gt_center"><img 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" style="height:200px;"></td></tr>
<tr><td headers="NA Compound.x" class="gt_row gt_left">THC-COOH</td>
<td headers="NA Formula" class="gt_row gt_left">C21H28O4</td>
<td headers="NA RT_diff" class="gt_row gt_right">−0.002</td>
<td headers="NA DT_diff" class="gt_row gt_right">−0.095</td>
<td headers="NA mz_error_diff" class="gt_row gt_right" style="color: #FF0000;"><span class="gt_footnote_marks" style="white-space:nowrap;font-style:italic;font-weight:normal;"><sup>2</sup></span> −11.002</td>
<td headers="NA normalised_height_OLD" class="gt_row gt_right" style="background-color: #E0FFFF; font-weight: bold;">3.269</td>
<td headers="NA normalised_height_NEW" class="gt_row gt_right" style="background-color: #F9E3D6; font-weight: bold;">2.502</td>
<td headers="NA plot" class="gt_row gt_center"><img 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HRJkgrAQpckqQAsdEmSCsBClySpACx0SZIKwEKXJKkALHRJkgrAQpckqQAsdEmSCsBClySpACx0SZIKwEKXJKkALHRJkgrAQpckqQAsdEmSCsBClySpAFop9K8CbwaeBpQXNo4kSZqLVgr9c8ArgO8DO4AvAK8GVi9gLkmS1IZWCv1SYD3QDRwLXA2sA24FasCHgJcAhyxQRkmStBeVNqZNgZ9Of30OCMARwNnAIHDY9DBJkrTI2in0GQcBp5Jtpf820AtcRbYrXpIk5aCVQu8CTgR+HXgd8HTgBuAfgV8Dfky29S5JknLSSqFvB7YCnwXeCnwXeGghQ0mSpPa0clLcj8iOlT+T7KS4I/BYuSRJHaWVQj8JOBz4f8AzyHa3P0h29vvL8Ox2SZJy1+qV4u4HvgK8DVhOdpGZrwFvJNsdfwvwzoUIKEmS9m4ul36NwN1kZ7a/B/h94EjgknnMJUmS2tBOoR8OvAD4E7IT4x4mu8jMIcBaYOm8p5MkSS1p5Sz3S4GzyHa1/wz4NPAO4L/IzoCXJEk5a/Vja2eTnQx378LGkSRJc9FKob+jxXkdDmzbhyySJGmOWjmG/vMmw17bZNiWfcwiSZLmqJVCP6LJsE/OdxBJkjR3c/nYmiRJ6jAWuiRJBWChS5JUABa6JEkF0MrH1iD76NpU3fOuWYZJkqQctHIb1OtovaxfvA9Z5qxWq707xnhCHsuexYkhhK0xxrG8gzQ4afrr03kHaeKlwJfzDtHEerK7C3497yD1YoxLQwhrgG/mnaVemqYHlkql3yDL9ZO889QLIRybpunOEMKdeWdpcDxwKvBZYDLnLI1eEkL4aowx5h2kwcuAlOymYR0jTdNKqVR6AfDVBVrE5b29vZtmG1mI+5qPjY31dnd3L8k7x4wY41tKpdLNMcZ/zztLvTRNLwJ+v1QqHZ13lkYxxs+HEH4r7xyNYozXxRh/WiqV/lfeWeqlaboS+JNSqfS2vLM0OCpN02+HEH4vhPDFvMPUizH+ztTU1LZKpTKSd5Z6aZqeD1wMPK1UKv0i7zz1pqamPtPV1fX6NE076g+NqampwRDCrlKp9Jq8s9SbmppaWiqV/i6E8IaFmP+uXbvuPfLIIx+abXyru9w72qpVq5K8M9Sr1Wr3xxhry5cvvyvvLPWSJHkAoNNyASRJsnPFihWdmGtXCGFHp62zJEmmgF90Wq6xsbFKpVIhxrit036etVrtvhDC1k5bZ0mS3AcwNTV1d29v76y/rPMwPj4+ceihh94VQuioQk+SZCewq9N+lqOjo8u6urom8nrvt1Lob6P1k+f+dh+ySJKkOWql0J/fwnRPB47BQpckKRetFPqejmuWgDeQ3ZTlufMRSJIktW9fPof+bOCLZLdVvQBvrSpJUm7mUui9wJVku9h/A7h5XhNJkqS2tXOWezfZxWRWAG8EOupsTEmS9metFHog+xD//wL+gA67WIQkSWqt0DeRbZX/H+CZ01+zuWYeMkmSpDa1UujLgIeBd7cwrYUuSVIOWin0Z89hvv3A4BxeJ0mS5mChbp/6hQWaryRJasL7oUuSVAAWuiRJBWChS5JUABa6JEkFYKFLklQAFrokSQVgoUuSVAALVeirF2i+kiSpiXYL/VuzDC8D99Q9H5tbHEmSNBetXPr1KcDzph8/D3g9kNaND8DjGoZJkqRF1EqhjwJ97N6aPxOIdeNT4D5g7fxGkyRJrWql0HeQ3WwF4HLg3IWLI0mS5qKVQq93LrCEbBd7d5PxP9znRJIkqW3tFvozge8CXbOMD/sWR5IkzUW7Z7n/A9lWehdZeTd+SZKkHLS7hX4i8E94RrskSR2l3S30LwFHLEQQSZI0d61soR/D7t3pXwS+BrwN+BmP3lK/bf6iSZKkVrVS6D/g0SfBfWmWaT2OLklSDlop9CULnkKSJO2TVgo97n0SSZKUp3bPcj+B2Xer7wLGyS4DK0mSFlG7hf454BnTj2tkJ8WtbJjma2TXdd+5b9EkSVKr2v3Y2p8AVwGHA71kH2E7mOwa72uBHrJbrP7JPGaUJEl70e4W+iXAGuDBumEPAm8BbgaOBf4M+Cnw3nnIJ0mSWtDuFvrhZMfKG00Bq6cf7wJW7EsoSZLUnnYL/QqyrfT6O611Ae8DPjP9/BTgG/ucTJIktazdXe7vBa4hO+Ft8/SwNcC3gV+bfn4D8ML5CCdJklrTbqFPAC8HngycRLZ1fj3ZZWBnPq9+CPDAfAWUJEl71+q13G+vezzzOfTvT//bPT0csmu5W+aSJC2yVq/l3l33uPG67vX2ei33vr6+1wH3Dg0Njcw2zfr16y8IIXz0lzMNYcPQ0NBZLWSVJGm/1Eqhd8/yuG3VavXVMcYrgepeJn1OmqbHjYyM3LEvy5MkaX/R7lnuAAcArwf+um7Yr+ztRX19fe8Bnh9CeN/epg0hnL5s2bK75pBNkqT9UrsnxfUCPwb+E/h14B3Tw/8ZOAf4ymwvXLJkyd8MDg7uWL9+/VtCmH3PfH9/f3liYuKJExMTH65Wq2cD10xOTr5148aNsx6b37JlyzNKpdIhbX4vCybGeHSMcef4+PiOvLPUCyE8IcYYxsfHn593liYO6dBcB8QYV3RathDC8jRNezstF3AkQJqmT+u0bDHGpwDLOzDXk0MIVCqV546Pj0/knadeCOHQWq12+vj4+FTeWRocAkx24M+yJ8Z4+ALmun3lypVbZhvZ7v3LP0X2sbUvAg+zexf8E8k+o/6ivc1gutDvHB4e3tBs/FlnnbVq165d3+3q6np2uVwe37Fjx++GEN4wPDx8xmzzTJLk34AXt/m9SJL0WHJBb2/vx2cb2W6h3092tbgpHlnokH02fa/3Tt9boTfLWK1WH+zp6TlycHBwe7MJxsfHTw4hHNri/BbDa8j2ZNyQd5B6IYTXxxh/F3hJ3lma+Gt27/HpJB8H7gYuzjtIvTRNl5dKpTeRXdSpkxwJfDaE8Ocxxln32OXkTLK7QX497yD1YoyvCiG8Jca4NoTQUVvoMcZLSqXSu2OMnbaF/jfAJPDOvIPUK5VKS6ampgZCCO9ZoEX8qLe3d2y2ke3ucr8XWAo0FushQNLmvFoyMDAQNm/eHLZv397skrMArFy58qaFWPZc1Wq154QQ/nv58uWb8s5SL0mSM4DY29u7Ke8sjZIkua9Dc20PISQrVqzYlHeWekmSrALO6rR1NjY2dnSlUiHGeGunZavVasenaZqsXLlyU95Z6iVJcjJAmqb/fuSRRz6Ud5564+Pj25YvX/71EMJk3lnqJUlyH7Cr095jo6Ojy7q6urbmlavdQv8g8H7gounngewv8suBj81HoHXr1p1YLpc/FmN8+Zo1ayZuvPHG84FrN27c6O1YJUmaRbtnuX+EbGt8guzz6AkwOj3ukrmGqFart/b19R0DMDIyckuM8TLgps2bNz8APGtycvKcuc5bkqT9Qbtb6FPAa4F3AcdNv/5HwJ2tzmDDhg0fbRw2PDx8fMPzK4Er28wmSdJ+q91CnzHK7i1zSZKUs7kU+hLgcTS/atwP9y2OJEmai3YL/ZnAd5n9eu7tfgxOkiTNg3ZPivsH4FyyQg9NviRJUg7a3UI/EfgnIF2ALJIkaY7a3UL/EnDEQgSRJElz18oW+jHs3p3+ReBrwNuAn/HoLfXb5i+aJElqVSuF/gMefRLcl2aZ1uPokiTloJVd7kump2vla0b//MaUJEl70soWepzDfL+AW+uSJC2adk+KkyRJHchClySpACx0SZIKwEKXJKkALHRJkgrAQpckqQAsdEmSCmChCn31As1XkiQ10cqFZR5H6xeJuWv637G5xZEkSXPRSqH/hEdfyx1gFzAF9NQ9756nXJIkqQ2t7HJfSlb8FWAtMEy2S717etxy4Apg/cJElCRJe9PKFvpU3eP3A88HHqgbtg14E9ld2Z48f9EkSVKr2j0p7ihgZ5PhkWxLXZIk5aDdQv8U2Vb6krphPcBfA5fNVyhJktSedgv9/wOeAUwAP5z+2kG2q/2P5zeaJElqVSvH0OvtAF5MVuDHTw/7AdmZ8JIkKSdzubDMAcCvAi8BRsjK/FfmM5QkSWpPu4XeS3bxmLOBi+qG/zPwa/MVSpIktafdQv8AcC7wcrILycx4Ph5DlyQpN+0W+iuBoSbD7wSet+9xJEnSXLRb6PeSXR2u0SFAsu9xJEnSXLR7lvsHyT6HPnP8PABHApcDH5vHXJIAzuNEAq8GSgSu4jJuyjuSpM7U7hb6R8i2xifIbtiSAKPT4y6Zx1ySLuDVBP6T7PoP7wG+xfmck3MqSR2q3UKfAl5LdkvVlwCvAY4mu2nLrtlfJqktA1SIfBxYBpSBEpFlwEe4qOlhL0n7uXZ3uc8YZfeWuaT5NsaTCARiw/DIJPdzLDCeRyxJnavdLfQA/Hrd89cBNwN/wdz/OJDUKHI3ka5HDQ8sYQk/yyGRpA7XbqGfS3YjFsh2u18JfAg4huwYn6T5cCm/IPK3wEN1Qx8CLufvuDenVJI6WLuF/vvA6dOP1wNfAD5OtqV+4TzmkvQJ3k3gIuC7wI2kvIejeGvesSR1pnZ3kz8FuH/68e+w+8z2ncDK+QolCYDIZVyGtyaW1IJ2t9D/i+xOa71kW+rfnB5+BHDDPOaSJEltaHcL/SLgR9OPPwlsnX58PfCO+QolSZLa026hfxdYDhwO/LRueJXsbPdc3H///Yfv3LmzO6/lN3HQ1NTU4ePj40fmHaTBgQAdmAuguxNzhRAqMcaeTsuWpunKcrnccbmmpqZ6AUIIh3RaNuDgEMKuDsx1EEAI4Yjx8fFf5B2mwZJt27YdOT4+Ppl3kHoxxu4QQui0n2WapkuBJQuVa3Jy8oHVq1fP+h4JLczjGOD2usd7es1tbWSbN+Pj438cQnh6HsuexQkhhG0xxi15B6kXQjgxxngi8Lm8szTxYuCreYdoYm0I4cEY4zf3PumiWgo8C/iPvIM0OADoizF+O4Tw07zDNHgq2VUuf553kAZPA06JMQ6GEDqtOF9ULpc3pWnaeEWEvL0ESIGv5R2kQZns7qNfX6D5X9bb27tP3/PDDY/jHr4E1Gq1d2/duvWleedolCTJxUmSdNQvjBlJknRimZMkyU21Wu2qvHM0SpJkVZIkn8k7R6OxsbGjkySJSZK8Nu8sjWq12pvGx8dflXeORkmSvD1Jkrhly5YD8s7SaHx8/LoYY8ddYyRJkk1Jknw57xyNRkdHlyVJsiGv5bfyg+qe5bEkSeoQ7Z7lLkmSOlArW+hPoLVj7QB37kMWSZI0R60U+u3Q5JrSzbVa/JIkaR61UujeqlGSpA7XSqFPNTw/FDik7nkZWAI8g+za7pIkaZG1+3GEVwAjs4z7Dyx0SZJy0e5Z7hcDryE7pn4z2Q1ZjgA2Ab83r8kkSVLL2i30p5NthU8C/wocDYwD/cCfz2sySZLUsnYL/YG6x98Hnjn9uAb86rwkkiRJbWu30K8DXjb9+GbgnOl5PAW4Zx5zSZKkNrR7Utx7gVuAw8gKvRt4COgBLpzfaJIkqVXtFvrdZCfCQXanm+eS3VlmHPjBPOaSJEltmMtddHbVPZ4kO8NdkiTlaC6FfjzZRWTKTcZ9dt/iSJKkuWi30N8GvB/4NrC9yXgLXZKkHMzlpLgnA2MLkEWSJM3RXD6HnixEEEmSNHftFvq7gLfQ/Pi5JEnKSbu73L8F/CNwCXAXj74T21PnI5QkSWpPu4X+aWAY+CSwc/7jSJKkuWi30J9Pdi/0yQXIIkmS5qjdY+ibyApdkiR1kHa30P8c+CrwTrJj6I1b6rfNRyhJktSedgt9E9AFfGmW8WGf0kiSpDlpt9CXkt2URZIkdZB2j6HfChwOxFm+JElSDtot9GVkV4uTJEkdpN1d7u8CrgL+CtjCo0+Ku2M+QkmSpPa0W+ifIjsprm+W8Z4UJ0lSDtot9J4FSSFJkvZJu4XuGe6SJHWgdgsd4ADgNcDzyAr+P4HP4clykiTlpt2z3JcDPwfOA34I/Bh4A3AnsHJek0mSpJa1u4X+fuA9wD/UDftL4PXT/54zT7kkSVIb2h+Bx40AABb1SURBVN1CPwu4vMnwK4Hf3Pc4kiRpLtot9HtpfqZ7D7Bj3+NIkqS5aLfQPwp8hOya7jN6gA/yyN3wkiRpEbVb6B8CVgO/AG4BbibbMj+e7NaqkiQpB+2eFLcLeBnwVLISD2Rnu/8Ib84iSVJu5vI59C7gYeAHdcOOmf73tn1OJEmS2tZuoZ8EfBfonmW813KXJCkH7Rb63wPnk10ZrvFOay3p6+t7HXDv0NDQyGzTnHnmmY9P0/TTwEkhhI+ccsopFw8MDHjZWUmSZtHuSXEnAZ8hO5Yem3ztUbVafXWM8coY46xb8gMDA6U0TTeVSqW3rlq1amWM8eAbbrjh9W3mlCRpv9LuFvpXgCOAsXYX1NfX954Y46oQwvtinL37r7/++mMqlcpt11577fcA1q5d+75KpfIN4JPtLlOSpP1Fu8e8n0f2WfQ/An4GTDWMn/WkuP7+/qWDg4M71q9f/5YQwp3Dw8Mbmk1XrVZfFkI4bWho6M8g22LfvHnz1Jo1a8qz7Xav1WrvizGe1Ob3smBCCMekaXp/CCHJO0uDY6e/mq77nD0X+HbeIZo4A3gIuCHvIPVijD0hhBOAG/POUi9N02WlUuklZLnuzjtPvRjj0SGEncxhg2SBPRl4OvAvPPp3aq5ijM8JIfwnHfYpphDC82KMKfCdvLM0KANrgOsXYualUukjy5cv/9Js49vdQt9Edpb7dbOMn/UPhMHBwZauJBdjPBi4b+b5wMBAWq1WGR0dLTPL7VtjjIcDR7Yy/8UQYzwohFAi++F2kgOn/+2YdVWnm87MVQkh9MQYOypbCKGrQ3MtmX54KB1WTiGEg9l9uLCTHDT97xF02C2qQwgz/y87ap3FGLvJMnXU+x8ohRCWLNT/yxjj0j2Nb7fQl+x9kn0TY3wwhHBs3aAAsHr16ll/OfT29r55oXO1o1arvTuEsHn58uVfzjtLvSRJLgb+pLe391fyztIoSZKv9vb2vjjvHI2SJLkJuL23t/dVeWeplyTJqhjjB3p7e1+bd5Z6Y2NjR1cqlZ8A/7u3t/czeeepV6vV3pSmabJy5cqr8s5SL0mStwMfnJqaOuPII498KO889cbHx6/r7e1dF0KY00nQCyVJkk3Art7e3pfmnaXe6Ojosq6uri/09vauz2P57Z4U1+xEuJZPimtFV1fX7cAvC6darS4HbvMsd0mSZtduoS+4k08++SfAqdVq9biBgYFSCOEPY4yX5J1LkqRO1hGFXq1Wb+3r6zsGsmPmaZq+ALh88+bNDwCceuqpn8g1oCRJHW4ul37dJxs2bPho47Dh4eHj65+PjIzcQXZGPQBDQ0OLkEySpMeujthClyRJ+8ZClySpACx0SZIKwEKXJKkALHRJkgrAQpckqQAsdEmSCsBClySpACx0SZIKwEKXJKkALHRJkgrAQpckqQAsdEmSCsBClySpACx0SZIKwEKXJKkALHRJkgrAQpckqQAsdEmSCsBClySpACx0SZIKwEKXJKkALHRJkgrAQpckqQAsdEmSCsBClySpACx0SZIKwEKXJKkALHRJkgrAQpckqQAsdEmSCsBClySpACx0SZIKwEKXJKkALHRJkgrAQpckqQAsdEmSCsBClySpACx0SZIKwEKXJKkALHRJkgog5B1gPtRqtTfFGJ+ad446zw4hjMcY78w7SL0QwnNijM8B/ibvLE28Crgq7xBNvC6EcF+McUPeQRocALwA2Jh3kAYHA+eR5fphzlkaPRP4BXBb3kHqxRhPCSGcEWP8SAhhV955GpwVQrgmxpjmHaRBP5AC/5x3kHohhEqMcT1wzULMv1QqfWH58uXfmW18ZSEWutjSNP0y8O28c8wolUrlGOOtMcZZV3xOlgKnxRj/Me8gjUIIz+/QXOtijD/vtGylUmlFjPHxnZZrampqdaVSOS/G+E3gX/LOU69UKvXHGO+NMX4l7yz1QghTwBkxxn8CduSdp8FzgCtjjFN5B6kXQngBMNmB7/+ecrl88kLl6urq+vmexhei0FeuXHl73hnq1Wq1sVKp9D/Lly+/Ke8s9ZIk2QLElStXdlQugCRJtndorh0hhPt6e3s7KluSJKuAezttnY2Njd0HEEK4s9PWWa1We26MMem0dZYkyQsBYow3H3HEEQ/lHOcRxsfHH1yxYsV/hxAm885SL0mS7cCuTvtZjo6OLiuXyw/klctj6JIkFYCFLklSAVjokiQVgIUuSVIBWOiSJBWAhS5JUgFY6JIkFYCFLklSAVjokiQVgIUuSVIBWOiSJBWAhS5JUgFY6JIkFYCFLklSAVjokiQVgIUuSVIBWOiSJBWAhS5JUgFY6JIkFYCFLklSAVjokiQVgIUuSVIBWOiSJBWAhS5JUgFY6JIkFYCFLklSAVjokiQVgIUuSVIBWOiSJBWAhS5JUgFY6JIkFYCFLklSAVjokiQVgIUuSVIBWOiSJBWAhS5JUgFY6JIkFYCFLklSAVjokiQVgIUuSVIBWOiSJBVAZbEWdOaZZz4+TdNPAyeFED5yyimnXDwwMJA2m3b9+vUXhBA+OvM8hLBhaGjorMXKKknSY82iFPrAwEBp8+bNm0ql0iuPOOKIH46NjX3ghhtueD3wyVle8pw0TY8bGRm5YzHySZL0WLcohX799dcfU6lUbrv22mu/B7B27dr3VSqVbzBLoYcQTl+6dOldi5FNkqQiWJRCL5fLRwPfmnl+2mmnbd28efNxAwMDpcbd7v39/eWJiYknTkxMfLharZ4NXDM5OfnWjRs3PjDb/Ldt2/aENE2XLdg30KYQQi/w+FqtdlzeWRqsiDHSgbkAlnVoriXAQZ2WLU3T3hDCwZ2Wa3Jy8nHTD1d3WrYY45FAd6flAlbGGCmVSsfWarUdeYepl6bpAdu2bXtarVabyjtLvRjjshjjZKf9LMvlcs/k5OSBC5WrXC5vOeyww+6bbfyiFHqM8WDglyEGBgbSarXK6OhoGXhEoU9NTa0EtnZ1dQ2Uy+U379ix43crlcowcMZs85+amvok8OIFit+2GGPeEfYoxnhr3hlm0am5jqPDsoUQAIgxrs85yiOUy+WZh++PMb4/zyzNhBA69v9nCOHGTssWQiBN01vyztHM9M+yo/5fTk5OAgv3O3ZycvIC4OOzjV+sQn8whHBs3aAAsHr16kf91Xf11VePAUfVDbqiWq1+uL+//8DBwcHtsyzi/8QY/27+Eu+bEMIrgTtijDfnnaVeCKEfeFWM8bfyztLExcCf5h2iUalUugTYkqbpX+WdpV6apoeVSqXfBf427yz1Yoy9pVLpYyGED6Vp+u9556kXQngZ8ECM8Tt5Z2mwLoTwBuB1McadeYdp8F7gL4CO2kIPIfwpMBlj/LO8s9SLMS4JIbyDbJ3NuzRNNy/EfNvyyle+8inVavWamefVanVFtVr9cSuvHRgYKFWr1YfWrl27ZOESzq9arfburVu3vjTvHI2SJLk4SZLJvHM0kyTJV/PO0EySJDfVarWr8s7RKEmSVUmSfCbvHI3GxsaOTpIkJkny2ryzNKrVam8aHx9/Vd45GiVJ8vYkSeKWLVsOyDtLo/Hx8etijIv2aahWJUmyKUmSL+edo9Ho6OiyJEk25LX8RflBnXzyyT/ZvHnzqdVq9bg1a9b8+MYbb/zDNE0vaTbtunXrTiyXyx+LMb58zZo1EzfeeOP5wLUbN27stL9cJUnqGItyYZmBgYE0TdMXAJdv3rz5AYBTTz31EzPjq9XqrX19fccAjIyM3BJjvAy4aXraZ01OTp6zGDklSXqsWrRdKdOfKX/ezPOhoaFfjhseHj6+ftrh4eErgSsXK5skSY91XvpVkqQCsNAlSSoAC12SpAKw0CVJKgALXZKkArDQJUkqAAtdkqQCsNAlSSoAC12SpAKw0CVJKgALXZKkArDQJUkqAAtdkqQCsNAlSSoAC12SpAKw0CVJKgALXZKkAqjkHaCjXMAbgUuILANqlPhtLuVreceSJGlv3EKfcR6/Q8rfETmQbL2sJOXfeAPH5R1NkqS9sdBnlPgA4VFDA138VQ5pJElqi4U+I3Jw0+EpRy9uEEmS2mehzwj84FHDIhG4bvHDSJLUHgt9RmA98DAQp4dEAuN8gnfmmEqSpJZY6DMuZYz7WU6JvyXyZSJ/zMdZDaR5R5MkaW/82Fq9QbYDF+UdQ5KkdrmFLklSAVjokiQVgIUuSVIBWOiSJBWAhS5JUgFY6JIkFYCFLklSAVjokiQVgIUuSVIBWOiSJBWAhS5JUgFY6JIkFYCFLklSAVjokiQVgIUuSVIBeD/0BZCm6U9CCFvzztEohPA/McYv551jFjfkHWAW344xjuYdotGSJUsefvjhh7+Xd45G5XJ5Isb4pVKpNJZ3lkYxxp8D9+edo1EI4c40Tb+0Y8eOqbyzNLEZiHmHaOK7McaOW187d+5Mu7u7/yvvHJIkSZIkSZIkSZIkSZIkSZIkSZIkzYOQdwAtnL6+vtcB9w4NDY00G3/mmWc+Pk3TTwMnhRA+csopp1w8MDCQLm7KzrG39QWwfv36C0IIH515HkLYMDQ0dNaiBOwgfX19/THG9wJPAj7f09Nz0eDg4PbG6XyP7dbqOvM9llm/fv0LQwgfAlYBHxgeHn4/s3wm3vdZxivFFVS1Wn11jPHKGGPTP9oGBgZKaZpuKpVKb121atXKGOPBN9xww+sXO2en2Nv6qvOcNE2PGx4e7h4eHu7eH3/Rrlu37slpmr69p6fn9DVr1hwaY7x+YmLi8sbpfI/t1uo6m7bfv8eq1eqKEMJHJicnn79q1arVIYQTqtVqX7NpfZ/t5pXiCqivr+89McZVIYT3xdj8Ik/XX3/9MZVK5bZrr732ewBr1659X6VS+QbwycXM2glaWV8zQginL1269K5FitaRRkZG7gBOBxgcHOTCCy+8Ymxs7NLG6XyP7dbqOgPfYwDDw8M14MSZ5+vWrft4uVyuAtc2Tuv7bDe30AtoyZIlfzM8PPx7aZpumW2acrl8NPCtmeennXbaVuC4gYGB/e490cr6Aujv7y8DT5yYmPhwtVp9oFqt/uPatWsPXqSYHevuu+8+BtjUONz32OxmW2e+xx5t7dq1S8rl8u8BG5qN93222373De8PBgcHd+xtmhjjwTHG+2aezxxvGh0dLS9ktk7UyvoCmJqaWgls7erqGujp6Tksxvi1SqUyvMDxOlp/f//SUqn0OeDcxnG+x5rb0zrzPfZIfX19J3V1dd0eYzxx165dNzWbxvfZbu5y30/FGB8MIRxbNygArF69uuNueNAprr766jHgqLpBV1Sr1Q/39/cf2OzkpqLr7+9fumPHjq/EGM8dGRn5SeN432OPtrd15nvskYaGhm4GHr9+/frnViqV64HjGqfxfbabW+j7qa6urtuBX5l5Xq1WlwO37Y9nhs7VwMBAAML27dt35Z1lsfX19R00MTHxb6VS6dyRkZHNzabxPfZIrayzRvvze6zehg0bvgM8be3atUsax/k+280t9P3UySef/JPNmzefWq1Wj1uzZs2Pb7zxxj9M0/SSvHN1snXr1p1YLpc/FmN8+Zo1ayZuvPHG84FrN27cuDPvbIupv7+/e+fOnd+YnJysbty4cdaTt3yP7dbqOvM9llm3bt2JpVLpQz09PesGBwcnqtXq2cCXmq0H32e7uYW+n6lWq7f29fUdMzAwkKZp+gLg8s2bNz8AcOqpp34i53gdZ2Z9AYyMjNwSY7wMuGl6nT1rcnLynHwTLr6dO3eeHWM8uVKp3FGtVh+e+Zo5Ccn32KO1us58j2VGRkZuAT45MTHx39Vq9UHg9J6ent+cGV///9L3mSRJkiRJkiRJkiRJkiRJkrTISsDDZHfoYvrx0xZheU9o4zXzkandeext+h7gqXPM8jJgI/AAMAp8GHhKk+luBX5rD/P5GlnOma8HgBuA84H97ipmkrS/K5HdMvLJi7y8J7bxmkiTK3gtsL0t859ocmnVvQjTr/smcCzZulgCvBS4H2i829dtwNl7mN83gbfVPS8BR5AV/RDevlrzzAvLSCqiuZTl7wCnAicAk9PDdgJfJrtT2vfI/tD5WRvzTBse3wOsBcbJ9gRcN4ecUlNeWEb7q4eB5wNXA9uB7wDPqhvfBVwE3AHcS3Yrxt668WF6Hq8Bfg78D9lu1Jn5DgEPkZXBSrKtux+T/UK/qG4+q4DLyXbtPgR8F6juJXf9ruZTgG9Mv/YW4AJ2l1mZbAvxDrItzCvJthDr9QB/BWybfv1L97DsPTkNGCRbl9/lkeuylRz139cS4P1AjWyd/SZwI3BSi8u8FPht4BPTw1sRgL8E3sPuMq93C/AvwFtanN+eTACXAW+ah3lJ0n4vAjcDq8n+sD2brFRmrhW9kax4Dibbk3UBWRkdOD0+TM9jBOgGltfN9xay8q8AnyI7dvoHZH8kHEFWvk+fHl8D1pOVXhl49fQ8Dp+eX+Mu9/pdzQeRlc+x03kOmf6eXjE9/lNk5XbQ9Lyr09/DQXXr4TqyY8Q908OvYW673G8DHsfudTnJ7nXZSo7672sE+DtgKdn6/vz0+JMapt/TMj9Pdqy6VYdNz/NJe5jmjWR/YMxoZZf7bH8AvJpsHUiS9lFkd/FBVq6R7OSnJ08/PqDhNd8E3jz9eKbQX9Rkvmvrnr+IrGjqT4L6V7It+2bKPLJY9lToTwCmyPYANDpietqehuEbgPOmHz+xyTQzr2u30F9e93wm81NbzDEzj+OAo6cf19+E4xCaF/psywT4LO0dQ59Z7vI9THMmj9x635dC//Xp5XkcXfPGY+jan/207vHML+ou4BjgR2Rb0vWuBp4LfKxu2FiT+dYfY52Ynqb+Vo4PsbvgA1lRPZNsq/1ldcP35udku5XvAf6DbI/CBuAu4PjpaR5oeE0XMHPbzuPIdoNP1I2/p+F5q+q/55njxt0t5qj3DLK9DPU34bifva/n+mXOxYPT/y4Dts4yzQraO36+J4eRHcqJ8zQ/yWPo2q/NdnvF2co0NHlNs3suNw6bbTkV4NvAP5BtkV5Fe8ewI3Ah2VblXwJnkJX8OWT/tx+Ynm933VfgkWdeNzOXW3XO9j22m6NM8/XfbD3P5+0xt5IV7Cl7mOYVZIck5sOzgK/M07wkwC10qZkfkp2gtQz4Rd3wM4HPzeNynkNWIEvZXVgzu3zb+WN7G9lJeENku/PfTbalfzDZOQJ3z/K6W8l25dd/n4fwyGPb++q2FnLU20y2lb6E3VvpBwJHzWHZ7e7O/kPgA2TH8BtPjHsycBbZ3pt9tYTshLjGj8FJ+8QtdOnRbif7rPCHycquBLyWbLf4P83jchKyXc8zFy1ZTnYyFzz6mHMzJ5BtkR85/byb7LjyyPTwYeAK4NDp8U8gO8zwvOnnP5ue5oNkJbOErNDmUys5Gqf/d+D/kn0/S8jOwm/XfWQnzLVzAZdPkO0x+SrZOQRh+vW/SnZBmNeRfZphrgLZOQVfINs6//o+zEuSNK3ZhUnqhy0BLiY7dvsA2Zna9R+1mjkprvFqZI3zfS5wZ8M0/0z2mWfITty6g+y4+nXAs8l+0c+cNLenk+Ig22vwTbKt2bumM8/seesi21r/+fT4r7H7GP2MbrLd9feSlexaso+B7euFZSLZOQGt5qifx1Kys9wfINvCf/n0+ONnmb7ZMk8i+yhgrY3vA7Kf63rgWrKfSUJ2hv4JTaa9bXqZDzd8bZge/8268ZPADrKP0Z2LG1OSpP1QN4/8KJ8kSepwB5KV96+QbS13k+11+EaeoSRJeqya+fz4nr729BnsffF8sivs7STbbf4XtHZOQTN5fh+SJEmSJEmSJEmSJEmSJEmSJEmSJEmSJEm5+f8BgMYLkLfkVlQAAAAASUVORK5CYII=" style="height:200px;"></td></tr>
</tbody>
<tfoot class="gt_footnotes">
<tr>
<td class="gt_footnote" colspan="8"><span class="gt_footnote_marks" style="white-space:nowrap;font-style:italic;font-weight:normal;"><sup>1</sup></span> Isomeric compounds. They have been matched to the same feature, hence, the reason for the identical values.</td>
</tr>
<tr>
<td class="gt_footnote" colspan="8"><span class="gt_footnote_marks" style="white-space:nowrap;font-style:italic;font-weight:normal;"><sup>2</sup></span> The large mass error difference between <em>analyte</em> and <em>IS</em> is due to a larger mass error for the corresponding IS (10.9 compared to analyte -0.101)</td>
</tr>
</tfoot>
</table>
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