| Product Number | 2615-1-83 |
| CAS | 258831-56-0 |
| MDL Number | MFCD06247960 |
| Molecular Formula | C14H12O2 |
| Molecular Weight | 212.248 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-1-83
CAS: 258831-56-0
Molecule Weight: 212.248
Formula: C14H12O2
![2'-Methoxy-[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-34
CAS: 122801-57-4
Molecule Weight: 212.248
Formula: C14H12O2
![4'-Methoxy-[1,1'-biphenyl]-3-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-W0
CAS: 118350-17-7
Molecule Weight: 212.248
Formula: C14H12O2
![2'-Methoxy[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,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)
PN: 2621-1-34
CAS: 168618-47-1
Molecule Weight: 228.247
Formula: C14H12O3
![1-(2'-Methoxy[1,1'-biphenyl]-3-yl)ethanone](data:image/png;base64,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)
PN: 2617-1-23
CAS: 568572-34-9
Molecule Weight: 226.275
Formula: C15H14O2
![4-Hydroxy-2'-methoxy[1,1'-biphenyl]-3-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABdPAAAXTwHYmupiAAACSnpUWHRtb2xTb3VyY2UAAHichZVtj6IwEMe/yqSvjz4AghpxY3ZzySW7MbndTe7dpUJ1SYRuAJ++/U15UEAPFDOl/f+mnc60Lp7OyR6OKstjnQZEUE5ApaGO4nQXkM+Pn9aUPC0XIYpQmOYB+SqK7zljp9OJhl8qkWed0lAnpBqfn/O4ozk5VGc7ZnMu2J+31/eSseI0L2QaKqTyeJ6Xna86lEW5iv9MwRKZHeOUVXKWZMfK21+bm4fTcx6RWyzPOLZCFLbxXsFWZ4ks4Ghzig//ATuVqkwWKoLNBbsd6mLsy8Xbiw4PiUoLbBoPcSj370V2CLEj0XsVHtAZNn69BCQRCMhCJ6sskxcwLdMtBUgbpAPSBTkB6YH0QU5BzkAKjj8cFygQqBAoEagRKBKoElPc/70yC/i4fCuMAtbw/OC7vto1bqIdEJt6nu+CoI7j+I2pO7tjGD5+GmPVvVYtsnAfOC7zaic47rbG+/rmvdITuOBirMY5p75vrE0dYaxD+ZSXzj2bV85n7fdmvK9v3mt/vRDqXkEnLppaWxnMELumaLnY6DRqNSGOArIRpMzdb7XN7Tp9BHQWqQxPhHFgpG3A7gIm2cOA0wVMaVyB1SPA7QKmkIaBSRcwZTcMeF3AFOkw4HcBU9LDwPQu6BFg1gXMiRneVlNubaI8YMNziH6yywM5wvTyXR3gEaaX8urAj4TjPmBGCkX0El9dKCOMd79tY4j/YBpvJJxeAVR33Agze8Dcysa+Max1lFlzM2Pz7tZmrSud4R/Z8h9x0f9vDWGNjAAAPWxJREFUeF7t3Qu8VWPCx/EhiqJERDKpvGikRC6ZUjJyf4mUVymKwSfdyLinZiqXMappwhgT5RbCkMZ1chsVSpPkOnIpt3JJSJKed//XttbZ+2nv017PXnufvfb+fT+f9ZGznrXOOevsvf57PddfGAAAHPzC/gIAALkgQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAKbeZMY/r0MaZFC2Pq1TOmbt3kv/U17UPx5fM3+cUvklsuwpQFYohXd6F8+qkxnTtX3USybV26GLN8uX00CiGKv4lfJhdhygIxxKu7EFasMKZ58+TNY9ttjRk92phXXzXm22+N+e47Y157zZixY43ZbrtkmZYtjfniC/ssiFJUf5MwoRCmLBBDvLoL4ZhjkjeOvfc25qOP7L1VPvnEmLZtk2WPP97eiyhF9TcJEwphygIxxKs7anPnJm8aW29tzHvv2Xs39P77ybI65qWX7L2IQpR/kzChEKYsEEO8uqM2cGDypnHBBfae7IYPTx4zaJC9B1GI8m8SJhTClAViiFd31Nq0Sd40nn/e3pPdc88lj9lnH3sPohDl3yRMKIQpC8QQr+6oNWyYvGlkaoDNRmV1jBpwEb0o/yZ+KITZgDLFqztqm22WvGn8+KO9J7u1a5PH6FhEL8q/iR0OuWxAmeLVHbUoP+0iGlH+TcKEQpiyQAzx6o6aX9+uOvRcZatvT/Xxx8b8/vfGPP20vQcbE+XfJEwohCkLxBCv7qj5PX7OP9/ek516B+kYu8dPqiuvrLohde9uzLvv2iWQTZR/kzChEKYsEEO8uqM2e3byphHFmINUL75ozI47Vt2U6tQx5pJLjFm1yi4JW5R/kzChEKYsEEO8ugvhqKOSN45cRj2rikRlM416tiksLrrImNq1q25OO+1kzG23GbN+vV0aqaL6m4QJhTBlgRji1V0In31mTLNmyZuHP+/SokXJOZf8eZeuusqYRo2SZTTv0uef22fJ7p13kjc3/walbf/9k5+0K53CQfNb2aL6m4QJhTBlgRji1V0oavTu2DH9Jp9p08yvurm5ePJJY/baK/18mpJ86VK7ZPlT1VSPHslr0L69vTcpir+JXyYXYcoCMcSru9BmzDDm1FOTM8Fq3Qlt+nfv3sY88ohdOjyNbZg4Mfmp2r9haY0L9dj6/nu7dPnR08bllxuzxRZVv/+++9ql0uXzNwkTCmHKAjHEq7tcaNyCehv5g+a07bqrMffea5csH1OnGrPzzlW/r9qG1Htq5Uq7JIACIEDKjeryDzus6qaqTYsoLVhgl4wv9Ug76KD031HTtb/1ll0SQAERIKVIN8JbbkkuguTqH/9INgT7N9hatYw566zsK+3Fgdow+vUzZpNNqn6vPfc05rHH7JIAioAAKUX+E8Q22xhz/fXJeZlc/PCDMVdfbUz9+lU3XJ3zT38y613PWRPWrDFmzBhjttqq6vfQ9CTjx4eb3wpApAiQUqSb5aabVt0s99jDmH/+0y6VO41tOOOM4JxfJ7bpiXO+NHOmXbL03H+/MS1apD9JnXNOfk9nACJBgJQqjYA++OCqG6c2DYZ78027ZO5eftk75zOJc52X2BontiOPPDJxyjzOWShar/zQQ9N/f/3/woV2SQA1hAApdXfcYUzTplU30c03N2bYMGO++soumbM3EufsvssuidP9wts2T5xz6NChiVO6nzMyGrynJ4zU3mTqYjt9ul0SQA0jQOJAYx2uuCJ9rMP22xtz883G/PSTXTon3333nRkxYoTZcsstgyBp1KiR+etf/2rWrVtnFy+49WrLmDChaup1bWrz0IhxtYEAKDkESJxokr+ePdOrdTRv0zPP2CVz9n7inL169QpCRFvbtm3N00WcNn7+44+bB1q1Mqv830m9rPr2rX7OKgA1jgCJo2efrZrwz99OPjm3mWazeO6550y7du3SgqRHjx6JU75nF43M22+/bY499ljTJPG9Bie2Z/V7aHzH3Ll2UQAliACJK1Vd/e1vyaosP0RUxaVpPTJNJpiDnxLn/FvinDvssEMQIlskznl54pzfOp4zk5UrV5rhw4eb2rVrB9+ne5Mm5g2NLAcQGwRI3GnaDi2UpMZ1P0g0vcftt9slc6Yb/AUXXJB2g985cc6ped7gFVC33HJLWkDVqVPHXHbZZebbb76xiwMocQRIudDo9aOPTq/W6tAhOe2HI1UxHXPMMcHNXttBBx1k5jpUMamKbN99900710knnWSWLFliFwUQEwRIuXn00eT0Hj+HyPubbGIe7dfPrNA0II4ee+yxxCn3DG78myTO2bdvX/NRDo3cH3zwwQaN9G3atClqIz2AwiBAypGmKRk3zpu25B+JG3bvxNZo663N2LFjzQ+a3sTBjz/+aMaPH28aNmwYBMFWW21lxowZY9Zk6GabrZvwTTfdVCPdhAFEjwApY+tWrDAzzj7b7F2rVnATb9GihXnggQfsojn7/PPPzTnnnGNqWee8X1OO/OzOO+80u5TqQEUAkSFAKsDChQtNly5d0qqRunbtal7VdCGOdOyhhx6ads727dtv0BVYU6W88cYb9uEAygABUkGmT59umjdvHtzcN9tsM3Puued6TxWu9OTRrFmztNDQtvvuu5uZcZisEYAzAqTCqL1i9OjRXvuFf7NXu8aECRO8do4w1J5y9dVXm/r16wfnUgP7NddcY9bGabp4AE4IkAqlHlSnnXaad8P3b/6tWrUyjz/+uF00IzWoq+3DP1ZtImeddZY3NQqAykCAVDiN6TjwwAPTqp80vYjGgGSjUeSp5Q855BCzoJyWzAWQEwIEZv369WbKlCmmSZMmQShoFPqFF15ovv76a7u4Of30070ym266qbnnnnvs3QAqBAGCwDfffONNK6LpRfwg0bQjmn5E05D4/vCHP3j7ttHyuAAqFgGCDWh6EU0zklpNpWlINB2JECAAhABBVppuRNOOpAbJKaecErSBECBAZSNAUC1NO3LjjTd605D4IaKR5fpvgwYN7OIAKggBgpxoGpIhQ4YE4aFNAxEBVC4CBKFoWpLddtuNAAFAgCA8vxGdKiygshEgCI1eWACEAEFoBAgAIUAQGgECQAgQhEaAABACBKERIACEAEFoBAgAIUAQGgECQAgQhEaAABACBKERIACEAEFoBAgAIUAQGgECQAgQhEaAABACBKERIACEAEFoBAgAIUAQGgECQAgQhEaAABACBKERIACEAEFoBAgAIUAQGgECQAgQhEaAABACBKERIACEAEFoBAgAIUAQGgECQAgQhEaAABACBKERIACEAEFoBAgAIUAQGgECQAgQhEaAABACBKERIACEAEFoBAgAIUAQGgECQAgQhEaAABACBKERIACEAEFoBAgAIUAQGgECQAgQhEaAABACBKERIACEAEFoBAgAIUAQGgECQAgQhEaAABACBKERIACkcAGSuMF4Wy5yKTtzpjF9+hjTooUx9eoZU7du8t/6mvahaAgQoHovvfSSGTx4sNlnn33MdtttZzbffHOz/fbbm65du5px48aZVatW2Yd47yltuQhTtpAK9xPkEgq+6sp++qkxnTtXlcm2delizPLl9tEoAAIEyGzlypXmpJNOCm7w2baGDRuau+66K+3YMKEQpmwhFe4n8G/suchWdsUKY5o3T+7bdltjRo825tVXjfn2W2O++86Y114zZuxYk4j4ZJmWLY354gv7LIgYAQJsSOHxq1/9yntvbJu4X40YMcK8+OKL5ssvvzRr165NfBb+1Dz22GNm4MCBpl69ehsEQJhQCFO2kAr3E2QLhUyylT3mmOTX997bmI8+svdW+eQTY9q2TZY9/nh7LyJGgAAbOvHEE733xf777++FRXVWJD4c9+rVK+1rYUIhTNlCKtxPkC0UMslUdu7c5Ne23tqY995L35fJ++8ny+qYl16y9yJCBAiQ7uWXX/beE3ry+EQfaB2ECYUwZQupcD9BplDIJlPZxGOe97ULLkj/enWGD08eM2iQvQcRIkCAdIMS9xy9Jy677DJ7V87ChEKYsoVUuJ8gUyhkk6lsmzbJrz3/fPrXq/Pcc8lj9tnH3oMIESBAurZt23rviTlz5ti7chYmFMKULaTC/QR+KITZUjVsmPxamEZxldUxalRHwRAgQDpVXek9oQZzV34ohNlqWuF+Av1yYbdUm22W/NqPP6Z/vTpr1yaP0bEoiPXr15vDDjvMe/HWqlXLLFu2zC4CVJzNEvccvSd+DHO/stjhkMtW0wr3E+iXy/UXzFSWJ5CS88ILL5j27dunvYC32mor74nk+++/t4sDFSPKJ5BchClbSIX7CTKFQjaZyvptIGrXyBVtIAWxdOlS07t377TgqFu3rtl0002D/991113NfffdZx8KVATaQKKWKRSyyVTW74V1/vnpX6+OemzpGHphRWL16tVm1KhRXlj4L1hNyzBp0iSzbt06s2jRIm9qhtRg6dKli/nPf/5jnwooa/TCilqmUMgmU9nZs5NfYxxIjZg2bZpp1qxZ8EJVHa/eJJke0R988EHTsmXLoKzaRn772996g6WASqC5r/Tar4lxIPPnzzfnnnuuadWqldlyyy3NTjvt5LVTTp8+3Toqern9tC4yhUI22coedVTy67mMRFe1lcoyEj0vr7zyiunUqVPwAtV2+OGHm8WLF9tF0/zwww9m7NixiQzfOjhOvbSuv/56bxoHoNydcMIJ3uv+gAMO2OhI9M8//9yccsopaV9zDZCDDz7Y3Hbbbeatt97yag1UM/Cb3/zG26/pVAopt5/WRbZQyCRb2c8+M4mPwcl9/lxYiYvjzYPlz4V11VXGNGqULKO5sBJ/GIT3WeJan3nmmWntGrvttpt56KGH7KLV+vjjj83pp59uNtlkk+A8e+yxh/nnP/9pFwViRzfobD0Pv/rqK7Pnnnt6r3lV9ermrScTzZGl3ll6jz3++OPmvPPOK/hcWGq31P5Cd7XP/hPkK1soZFJd2cQNyXTsWFUm26bZeBU4CEVPB9ddd51p0KBB8KKsX7++ueaaa7ynCld643To0CE4p7ajjz7avPnmm3ZRoOSp+7o+5at6SK/lbB+sFCL+k0h1mwLm7rvvTjvW35eLjZVVNZr277LLLvauSGX/CfKlX66aXzBNLmVnzDDm1FOTs/NqLRBt+nfv3sY88ohduopCZc0a+6swumyPmN133z14Merpo3///ht9/A7j9ttvN02bNg2+h9ZFOP/8871PZUAczJ4926uWSg2ABx54wC6WRrPw6kmjTZs2XrtI6nog48ePN9988419yEZDIVW2surcoqqsY4891msP2djPma8Nf4Jy8tRTJnFXNGbnnXUns/dWrDfeeMMcccQRaW+IjomnvHnz5tlFI/Htt9+aK664wmyxxRbB99Ob6eabbzY//fSTXRwoCaqq6tOnT1p1rKZrf/LJJ+2iJSH1/fzLX/7SPPvss3aRyJV3gGilQqW0v3XooI8GdqmKoR5UQ4YM8T4Npb7Q7IVtCuX99983PXv2THuha8W2Z555xi4K1BgNitXgWL+dQpueIiZOnJjXSPNiULWzxqK0bt3a+8BW6LbH8g4QeewxY/bcsypEEp8mTL9+ybaVCqHH2htvvNE0atQoeEPo8fbKK68036kzQpHpk5GCIzVITj75ZPNeLt21gQK69957vUGx/utS3de1ANQXYWbEKAH+9PJ6Yiqk8g8QUTfSceOqpkfRpjEjY8aUffvIrFmzvHrY1Ju1ug9+8MEHdtGiUtWVqrBUleX/XPrEpKouVXkBxaTBr507d057n2gsxWvq6RlDeg/pd6hTp469K1KVESA+DWw7+2xjatWqCpIWLYy5/367ZOwtWbIkWCHN3/bdd1/zfJjp8YtAjelqVE+tVtt55529xneg0DTY9ayzzvIGv/qvPw2K1eDYOHvuuee830VTrBRSZQWIb+HCZLdfP0S0HXpocr31mFPvjksvvdT75OG/IRo3bmz+/ve/l3SDtXqOqJtvauCpG7B6swBR+2ntWjP1+uu9cRL+602DYK+66qq8uq/XBA0aVMO+wlAfyNTuoRBU9RttIIWkof7qCuyHiKaBP/fcWA5GVD/1KVOmmCZNmgRviNq1a5sLL7zQfP3113bxkvXoo48Gg7G0qQdMv379vAGKQCQSN9Uv9tjDXPDza0zd1zX41XUKkpqmbsZaX11jPhQaGqty0kknmblaFrzAKjtARG0gGuG+1VZVQaK2kgkTwq1FUoPU6+LAAw9M+/R+3HHHmbffftsuGgsa3Dhu3LgNPh1qqpS4fTpECdEgVn96pMT2WGIbePDB3qBXuCFAfJprq2/fZC8tP0hatTLm8cftkiVD/dRPO+20tH7qmlDtiSeesIvGkh7Jzz777LT66RYtWhR8cBTKzFdfGTNsmDGbb1713m7a1Ky/4w67JEIiQGx67Et8mg9eaNqOPdZ8X0Kf5tcknprUT12LOfk31oaJp6Y///nPJd9P3cXChQu9aeJTn7A0oleTxgFZrVtnzF//WjVXnrYttzRGEwzWQPf1ckSAZLJ+vTFTphjTpIn3oluZ2G6qXdtMGj68xtsTtGhT8+bNgxup6jw1lbNm9yx3lfy7IyQNTlUPpNQPgj17Jpd9QGQIkOpovprLLjOz6tQx/RMvwC0S2w477GBuueWWovdoUj/1Yn8K1+ApNcSpcX7kyJFm8ODBXmOjNv0s/r/1de3XZHNqjynkDV1PX6NHj97g6WvChAll+fSFkDQYtUeP9OBo106jV+2SiAABkoOVS5aY8086Ke3mrTEV6mtdaMVsB9CaH1ptsEfiDZg6wM9l09QP3bt39yaOK8QKhR999FHG9h9Nl42Y0tRDffokx2bVq5ecMFX/1te0rzoafHr55cZssUVVcCRew+Zvf9OoVbs0IkKAhPD0008XbVR3sXoiaaTtJZdc4s2JZYeAHQia4qFd4tOcnj78Tf+vr2t6avuY1G3HHXf0nlSi7lpYbj3QKpJmf+7cOf2pIdOmsVvLl9tHJ9cI0oSpfrnatZPLWzPjc8ERICFpXqmbbrqpoPNKZRoLoaqiqMZCKJxuvfVW7+Zv3+i1aSI2TUUdtkrKr/KaOnWqGTp0qDffVeoTgr9pkJPWIFm1apV9CiflMgamIml2CH8slr9onAb06onCXzQu8aEp8QklWUaLxtnzUv3lL1XhccwxGpWavh8FQ4A40sIxukmmTsGhgTx33nmnXTRn2UZjR9VPXbOMqqeW/bShUetaBEcL3ES9jrlGxqq6rXfv3mmzm2pT24WefqJaf0Sj8C+77LK0Ufg11WaFHOmGrxt/LstW+43i9rLVetJQyDz9dPrXUXAESJ60tsaRRx6ZdmP89a9/7c2GmatM80FpEaYo54OaPn36BsGhJw09TRVrplE9oSlg7c4AahAfM2ZMZFVzmgdMI3FTv0cpzgNW8VSdqUDQxKa5zMSsHlQqq2Mi+lCF/BAgEcm0ut8ZZ5xR7afrYsxI+84772yweNRBBx2UdUnOYtEcV2pkT12DXVVbDz/8sF3UWanORIyfDRyYDAO1V+Rq+PDkMYMG2XtQAwiQCGVbX/zqq6/e4NO1FlEq9JoYkydPTqs2Uu+tKG/QUVA3ZHVHTr0Omvsq05KfLkptLRSkSIS7FwZhngzV81HHJN47qHkESAEsX77cnHnmmWldb3fbbTfvU78CQkGResOMelU+3XzVxdU/v9oEdMNUG0ip0iDBZs2apV2vMNWAG6M2K3s1RrVZFWs1RmTgr88TpgpVZXWMGtVR4wiQAlqwYIE55JBD0sIitVdSIdYFX7p0qdlrr72C77HHHnt4U4HEgXpl9e3bN/jZdbPXU1SUMq0Hr79DIQdkIgvNfq0wCDMAVIvD6RgdixpHgBTBPffck/bpWvX+ajRX43mUXn/9de9Ttf999BQSVVVQMamhXVV//u+hp6eo2W1WWnwLRcYTSOwRIEWi8Qj+zUpdTaOmRml/MJ+ecq699lq7SKzoSSF13it1SIjySU3UZuV3+VXHBRSZ3wYSZkYH2kBKCgFSJGpE92+Gf9UMoRHSk4cfHppgUIPqyoF6sLVv3z64bgMGDPAGDUbJn1NLHR1QZH4vrMTTeM7UY0vH0AurJBAgRVKoAFGbh19tpTaDUutllS91Zz7ssMOCa6fBm1EiQGrQ7NnJMGAcSGwRIEVSiABR+4bfYK5qq3J58rApRDR2xb9+mg8sKgRIDfNXCMxlJLqqrVTWHomOGkOAFEkhAqRPnz7BOePe5rExX375pWnbtq33u6p7dFSrLhIgNeyzz4xp1iwZDP5cWOoRpzE6/lxYV11VtSiU5sLKcW42FB4BUiRRB4i6t/rnU2+rSqDqOn/UvgYGfvjhh3aR0AiQEqBJQjt2TAZEdZtm41XgoGQQIEUSZYBoqvK6det659KsvXHsquvqqaeeCgZoqlor355ZBEgJmTHDmFNPTc7Oq7VAtOnfvXur37VdGiWAACmSKAPEHwinebPiMkgwSpp40b+WWokwHwQI4I4AKZKoAuT+++8PzlOIAXZxoKeO/fff37sGWmQrn6osAgRwR4AUSRQBsnr16mBKdk2MWMpzWxWaponRmBddC61l4ooAAdwRIEUSRYBMnDgxOEe5jfdwMXz48OB6aCS+CwIEcEeAFEm+AaJpN/z5tNR4jOQMu/6a8VrJ0QUBArgjQIok3wDRGub+8TW9GFQpGTlyZF5PIQQI4I4AKZJ8A6Rdu3besXvvvXfk80HFWepTSK9evezdG0WAAO4IkCLJJ0Bee+214FitYY50mhpf10bdmjViPQwCpARNmmRM587JEekoaQRIkeQTIBdffLF3nKYe/yLM2gkV4tVXXw2u7STdfEIgQEqQBg8m/ibm0kvtPSgxBEiR5BMgftfdfLqrljt/2vcDDjjA3lUtAqQE7bJLMkB+9zt7D0oMAVIkrgGyePHi4Lhp06bZu/Gz8ePHe9dIsxJrHZFcESAliACJDQKkSFwDRFUy/o1x+fLl9m78TCsY+tf3rrvusndnRYCUIAIkNgiQInENkB49enjHtG7d2t4FS9OmTb1r1b9/f3tXVgRICSJAYoMAKRLXAGncuLF3zCCW8Nyofv36eddK07zkigApQQRIbBAgReISIJ9//nlwzG233WbvhuWGG27wrpWq+7SKYS4IkBJEgMQGAVIkLgEye/bs4Bj9G9WbNWtWcL3mz59v786IAClBBEhsECBF4hIgeurwj9HTCKr38ccfB9frzjvvtHdnRICUIAIkNgiQInEJkBEjRnjlt9Va0chJ/fr1vWs2atQoe1dGBEgJIkBigwApEpcAGTJkiFd+t912s3chCzWg65oNGzbM3pURAVKCCJDYIECKxCVABgwY4JXXRIrITdu2bb1rduaZZ9q7MiJAShABEhsESJG4BEjPnj298p06dbJ3IYuOHTt61yzXmXkJkBJEgMQGAVIkLgFy3HHHeeW7detm70IWula6Zrp2uSBAShABEhsESJG4BAhPIOHxBFIGCJDYIECKxCVANCWHytMGkjvaQMoAARIbBEiRuAQIvbDCoxdWGSBAYoMAKRKXAGEcSHgNGjTwrhnjQGKMAIkNAqRIXAIkdSQ6KxFu3CeffBJcrzvuuMPenREBUoIIkNggQIrEJUBeeOGF4Jg5c+bYu2F5+umng+s1b948e3dGBEgJIkBigwApEpcAWbFiRXDMlClT7N2w3Hjjjd610my833zzjb07IwKkBBEgsUGAFIlLgMj222/vHTN06FB7Fyz+yP1dd93V3pUVAVKCCJDYIECKxDVAunfv7h1DV96NU3DoWmlhqVwRIKXn0USAPJD4mywiQEoeAVIkrgEyfvx475hNN93UfPnll/Zu/Oy///1vcH3DVPcRIKWnXyJAjk78TSYTICWPACkS1wBZsGBBcNyDDz5o78bPbrrppuA6LVu2zN6dFQFSenZJBIj+Jr8jQEoeAVIkrgHy008/mR133NE7rnfv3vZu/Kxz587eNWrTpo29q1oESOkhQOKDACkS1wCRwYMHe8fpZpfrWt+VZMmSJV7PK12jP/7xj/buahEgpYcAiQ8CpEjyCZC5c+cGx+a6VGslGTlypHdtNttsM29Z2zAIkNJDgMQHAVIk+QSIaD4sHdulSxd7V0XTdW3atKl3bY466ih790YRIKWHAIkPAqRI8g0QVc34x+uJBEmpjeczZ860d28UAVJ6CJD4IECKJN8AWbVqldlmm22840888UR7d0X68ccfg7Ef++23n707JwRI6SFA4oMAKZJ8A0QuvfRS73iNCVm0aJG9u+KkPn24dnEmQEoPARIfBEiRRBEgn376aXDD69q1q727omiesO222867Fhqlv379ertITgiQ0kOAxAcBUiRRBIiMHTs2OM99991n764YZ5xxRvA0plmLXREgpYcAiQ8CpEiiCpA1a9aYli1beudp1qyZ1zZSaTRtuz/uI9ela7MhQEoPARIfBEiRRBUg8vDDDwfn6tu3r727rC1fvtzsvPPO3u+umYo///xzu0goBEjpIUDigwApkigDRDTjrH++ShlcqGldunXr5v3OegKZMWOGXSQ0AqT0ECDxQYAUSdQBogWT/MGF9evXN2+88YZdpOxcccUVwTUcPny4vdsJAVJ6CJD4IECKJOoAkZdeesnUrl3bO2fz5s29Xlrlyl9tUNvBBx/sjQGJAgFSegiQ+CBAiqQQASKTJ08Oztu+ffuynGxx+vTpplatWt7vqA4EUQYlAVJ6CJD4IECKpFABIldeeWVwbo0PKacQUXjUqVPH+90aN27sLRwVJQKk9BAg8UGAFElqgGgEddROP/304PwHHXRQWaxeqGor/8mjQYMG5pVXXrGL5G3LLbf0zq/xNSgN+qCgv8n5559v70KJIUCKZO3atcENXuM38hn8lsm6devMgAEDgu+hhZWWLl1qF4sF9bZKbTDXDSXq8Pj666/NhRdeGHwPzTP21FNP2cVQRN99913a03TdunW9LusoXQRIETVs2DB4c2jTCoNR3uQ1ncewYcOC8++www6xuylqnIffVVeb2jyirLZSON1yyy3Bp1x7O+GEEyL9fsiNuqL7VVf2dvjhh5vXX3/dPgQlgAApIvUc+stf/hLM4aStXr16ZtSoUeb777+3iztTdYxf9aP/jhkzxrtxljqNMPcHCWrr0KFDpA3mzz//vNl3333Tbk6a2fjaa68Nlg3WpjaXiy++uCJH+RfbvHnzzK9//eu0v8kRRxxhrr/+eu9J3f+aFgsbNGhQWVTNlhMCpAZ88cUX5rzzzvPeFP4bRG+WadOm2UWdPf7446ZRo0bB+ffff3+zYMECu1hJ0GhyzW3lT0+i/2qcR1RddT/44ANzyimnpN2kVMU3a9asoIzC4qKLLgq6RWtTqNx6663OEzUiO30w0N9cc5n513v33Xc3jzzySFBm9erV3ocrVWX5ZfTha9KkSV6VLWoeAVKDFi9ebH7zm9+k3dgOOeSQyOr7P/zwQ69B3T+3Aks35pUrV9pFa4TahdQjbdtttw1+RoVeFCPMxa9T9xvK/fOrcT7bDUjVV8cff3za30ThG3WbVaVSZ5JrrrnGG/zqX191kLjuuuu810Mmeh2feuqpaX+T1q1bm3/96192URQZAVICHnrooWBUuTZVO2mSQLUH5Es3ygkTJpitt946OL8ajLWO+FdffWUXLwrdRNQTzV8MSpueOvQ76+ksCnfddVdanfrmm29uhgwZknMViNqO9tprr7SbVtRtVpUm39f5v//9b2+sU+rfpHv37ubdd9+1i6JICJAS4fLJLAx9itObLfXNpyBRV8lXX33VLl4Q7733nhdcqe0c2vbZZ5/IPuGrTr1jx45p51edustUL36bVeoTktqsfv/730faZlXuonzSVnWiBs/abVaXXHIJbVY1gAApMaob7t+/f7V1w/l48cUXzdFHH532ZtamT3bjx483b775pn1IXvTpUNVUnTt33uB7qkHbdSVBWyGvW7Y2q3vuuccuihSFvG6Z2qx22mkn2qyKjAApUdl6p7h8ks5E82j16tXLbLHFFhvc2Js2beoNTFRjpeqZc+0J9dlnn3k9qW644QZvTEpqFZW/qdriqKOOMjNnzrQPd1LoJ7dU2T5Jl2rnhJpSzCe3bG1Ws2fPtouiAAiQEpetLj+q9gu1CSgoDjzwwA1u9qmbbsoKBPVe6tKlS7Dp//V1VYfZx6RuKqfush9//LH9IzjLt07dVU193zioqbajJ598coPv26dPn4J/30pHgMSAS28iF3qC0IAuVQX5qx66bgoVrVkyZcoUs2zZMvtb5SXbk4BLnborPflo/qxiPPnEQbYngajatnKhJ5+JEycW5ckHSQRIjOQyniFKmpRRN+W7777b649/wQUXeFVb2g499NDg3/q6GsdVbv78+d5aJYWQrU49yvEzYeUynqGcZWqLqOnxM3qdDBw4MO11og80UbS9IB0BEkOZRlSfdNJJZsmSJXbRsqCnLFWzpY7g1+AyhZoGm5WCl19+eYM2qyOPPDKyNqtSo3BQSNi9oUppBP9rr722wZOqOnPQZhUdAiSm/DmdNN9V6hv4sssuK9gTQE1QnboGjaXeBIpRp+7KntNJbVZDhw6NrM2qFKhayh6PUcpziP3jH/9Iq5JVm9VZZ51Fm1UECJCY82eVTa1CaNKkidf2UFNVCFHQzUg3pdSblG5axaxTd5WtzUqDJ6Nssyo2hbbCO/VvonCPw4Sdmdqs1PHjT3/6U0W2WUWFACkTb7/9tjnuuOPS3tzqWTVnzhy7aElT9YeqQfxFpLTVdJ26q2xtVurqHCflNCfVJ598krHNKqpu5ZWGACkzmkSxVatWwZtDU4Scdtpp5qOPPrKLlpRMdep6qlIDbanUqbt67rnnYttmpQ4KmWbFjWrKmZqSrc0q6oG05Y4AKUPqzqj5r1LXH9HSraNHjzZr1qyxi9c4VUupy2fqm1ldQku1Tt1F3Nqs1PtOXaNT/yZqkFYX6nJSCW1WhUSAlDFNk37uueemdWds3ry5t854KchUp67BYHGoU3elNivNiFyqbVZqWNagSH89GW0aNKnBk+VKbVYjRowouzarYiBAKsCiRYtM165d027UGkW+cOFCu2hRaFCXBndpkJf/82jwl6a/iGoNkFKnNqtjjz027W+iNqu5c+faRYtCDckaBKnBkP7PowZnTROjBuhC0JOXxg1p/JDGEVU3zkhtMCqnJyONTyqE999/35veJ/Vv0rZt29i1WRUTAVJBHnjgAdOiRYvgzaFPmWeffbZZsWKFXbRgNJjLrlPX4MC416m7ytRm1bdv36K2WWnQoxqS/Z9BDcyajSDXOdBypRkJ9KSlGQoyzZMWZlO3XP2MqoLSDApRUptVu3bt0r5fjx49vNmkkY4AqTD6NKklb+31QcaNG1fQ7oyVUqfuoqbarDTIURN0pv5NNBW+JvKMiuY+0xxo6n2W+n3sTa/B6uZaS30yyrTp6U29wnJd72VjMrVZaeJRtVkV6gkojgiQCqU3tj4J+svIattzzz3No48+ahfNSyXWqbsqVpuVbrKakFMNxv73UUOyJu6MirrFatbl1L+7vykQNFuzZm1W9VCuTxB6ItLs0AoKVW1p1mj73LrJqxpKs01HQat32m1WWs9m6tSpdtGKRIBUOK0P0qFDh7Q3odYLeeutt+yiodREnXq50AJfagNI/ZtE0WalBmFNwKkGYv+8ajjWoEc1JEdB67vYXZa1aQoRrQsT9eqB6nardWzskfH+61iv7yhkarPSctE11WZVKggQeG6//fa0lQL16VSrFbqsn56pTl2Dt6KuUy93999/f2RtVppw065G0iBHDXaMgrpia2XJ1PPr9aTG8WK1HSh49Zq1lxbQSpxakTMKjz32mPek7p+7JtqsSgkBgoDqdq+44oq0Raa23357c/PNN3t1whuTqU5dg7WirFOvNGoDGTNmTFqbldpKcm2z0mDFE088Me1voicETcgZBXV+UBVlalWoqqjUBbamnjQ1hkPBlRokun5qZ4qiW67arPTUY7dZ6e9UyDarUkSAYAP6xHjyySen3XT06fLZZ5+1i3r0htXgK7tOXT1kEI1sbVb6RJyJusiqwTd1SpjGjRt7DcO5fBjIxYwZM9Kqw9QVW9VUuQRbMfjtF6ltSqp2iuppRG1W55xzTlo7j9qs9ORYKQgQZPXMM89sUC3Rs2dPr7+86NOcPmkWsk4d6TK1WR1zzDFBm5UGI6qrrAYn+vvVAKwJNzWIMQr6BK4bsx9m+q+qKHVDLUWavj11pgO9XtV9OiqZ2qz0//m2WcUBAYJq6dOqqrBUleW/OVTFpXpfe5r1KOvUUT27zUohobp+uwFbE2yqATgqasdKDTD9DHEYaKfXsaqY/KcF/Vfd2aOUqc1K75Nyfk8QIMiJqgPUQJlaTeVvumlp8BWKS21Wl19+eVqblb9pcOITTzxhH5IXzU2Wuq5Gt27dYremhqbJSR3bMWzYsEinkPHbrNQm4n8PVaHVVHtQoREgCEXdJv3qAIVJlHXqcKM2q9Reb2rgjXpKGA0EVRuK/z3U2SKuf3fNwZbaI01jUqJoXE+lNqtOnToF36NceyASIHCiT3Iu3UlRGJpHzL9ZRfmJWhQe/ngeVctoLEncaTClGtT9a6aBiVHTwEz//KXaPpQvAgQoA4UKEFVb+U8e6tEV9aj4mqQqwNRJRtX5I0oECIBYKESAqNrFb/PQk0c5hYdPIZI6in3y5Ml2EWcECIBYiDpA1IZy8MEHB+csh2qrbBSUGr+h31O92aKaR4sAARALUQeIxnn451ODebnTLAqaq02/ryb7jGKVSAIEQCxEGSAaYe4PElRX3bj2tgpLMyf411Cj/vNFgACIhagCRDc6f9CoBgnGbZxHvjTwz7+ODz/8sL07FAIEQCxEFSCaGFHn0BNIHEaYR23VqlXBipnqQJDP5IgECIBYiCJANCW7pt7XOTS3VaW67777gmuZz3QnBAiAWMg3QHSMvw74dtttV/GDRP3xIZqSxHUUOQECIBbyDRCtJOgfrxmWK92iRYuCp7FLL73U3p0TAgRALOQbIPvtt593rBaDinoerbjyF+LSwlRqGwmLAAEQC/kEyMyZM3n6yEDrnfvX5Y9//KO9e6MIEACxkE+AHHXUUd5xTZs2Ldtpx1116dLFuzYaXBgWAQIgFlwDRNOO+0u+ah1xpEsdXKgnkjAIEACx4BogqprRMRr3sWTJEnt3xdNki/7iUIMHD7Z3V4sAARALrgHiL6zUuXNnexd+1rt3b+8a7bjjjqGmdSFAAMSCS4AsW7YsOIbG8+xSuzgvWLDA3p0VAQIgFlwCZMqUKcExWjgKmWn1Qn9MiJYLzhUBAiAWXAJEM86qvMZ+oHr+KP3u3bvbu7IiQADEgkuAKDhUfsCAAfYuWIYOHepdK81UnCsCBEAshA0QLZjkr/lRzqsNRiW1ui/XecIIEACxEDZA5s2bF5SvxGnbw5ozZ05wvTRrcS4IEACxEDZA7rjjjqD8J598Yu+G5Ysvvgiu12233WbvzogAARALYQNk1KhRXtkGDRrYu5DFtttu612zESNG2LsyIkAAxELYABk2bJhXtkWLFvYuZKH5sHTNhgwZYu/KiAABEAthA8RfurZt27b2LmThd+Xt37+/vSsjAgRALIQNkF69enllO3bsaO9CFp06dfKuWc+ePe1dGREgAGIhbIAcd9xxXtlu3brZu5CFrpWuma5dLggQALEQNkB4AgmPJ5ANESBAGQgbILSBhOe3geQ6cp8AARALYQOEXljh0QtrQwQIUAbCBog/DqR+/fr2LmTBOJANESBAGQgbIKlLtWpZW1RPAeBfL0aiVyFAgDIQNkDmz58flJ81a5a9G5bZs2cH10v/zgUBAiAWwgaI1vr2Z+O94YYb7N2w6KkjbBgQIABiIWyAiBrQVV4LS6F6gwYN8q5V48aN7V1ZESAAYsElQDQlh8o3bdrU3gVL69atvWvVo0cPe1dWBAiAWHAJkNQb3BtvvGHvxs+WL18eVPdNmjTJ3p0VAQIgFlwC5NNPPw1ujOPHj7d342fTpk0Lru3ixYvt3VkRIABiwSVA5IADDvCOad++vb0LPzvhhBO8a/TLX/7S3lUtAgRALLgGiKpk/ONeffVVe3fF00qEderU8a7PxRdfbO+uFgECIBZcA+TLL780W2yxhXfc+eefb++ueDfddFNwXV977TV7d7UIEACx4Bog4s/Mu80225ivvvrK3l2xdB333ntv79poIsWwCBAAsZBPgLz44ovBsSNHjrR3V6yHHnoouC633nqrvXujCBAAsZBPgMjRRx/NU4jloIMO8q5Js2bNzNq1a+3dG0WAAIiFfAMk9Slk+PDh9u6K8/DDDwfXY+LEifbunBAgAGIh3wARv7vqZpttZhYsWGDvrhjff/99MM2Luu6uXr3aLpITAgRALEQRIB9++KHZeuutvXPsv//+5qeffrKLVIQrr7wyuJb333+/vTtnBAiAWIgiQGTChAnBecaMGWPvLnsLFy4MujUfccQR9u5QCBAAsRBVgOipw288rlWrlnnqqafsImXrm2++MXvuuaf3u9etW9e8/fbbdpFQCBAAsRBVgIiqsho1auSda/vttzdLly61i5Sl0047LbiGkydPtneHRoAAiIUoA0SeeOIJ7wlE52vbtq03Yr2cXXvttcH169Onj73bCQECIBaiDhAZO3ZscE5Va2kVw3I0ZcqUYFbivfbay6vKigIBAiAWChEgMnTo0OC8hx12WNmFiMZ7bL755t7vt8suu0RaXUeAAIiFQgWIzjVgwIDg3Jr2XeuIlAM9eWjMi36v7bbbzrz++ut2kbwQIABiYfTo0cHN6uOPP7Z350U9s84444zg/M2bN4/9CoZq8/CrrRQeGokftSuuuIIAAVD6fvvb3wY3Kw0GvOqqq8wPP/xgF8tL6gC7+vXrmzvvvNMuUvLUvpHa20rVVlE/ebz33nvm5JNPDr6HtnKr+vMRIEAZ0ASIGj2+6aabBjetli1bmgcffNAumhd1b/XbDLT17dvXrFq1yi5WkjRIcI899gh+djWYR9nmoZDQU4c/EFFbvXr1vHakckWAAGVEc1h17tw57dOvGr/DLoZUnZdfftnstttuwfk1W+19991nFysZmttKT0/+yoLa9BQSVW8ruf32203Tpk2D8ytktUDXypUr7aJlhQABytC9995rdt111+CGpsbigQMHeku0RkE33379+qUFVdeuXc2iRYvsojVKvaz8iRH9J4IoBgn6XnrpJdOhQ4e066Cp8d966y27aFkiQIAypU/ef/jDH7ybpn9z23bbbb3pyX/88Ue7uBPdoFVV5p9fVWjdu3cvSKN0GFoMyp+Sxd80t9U777xjF3WijgoKUL8hXpumQXn00UftomWNAAHK3LJly7zR1ak3u1/96lfmySeftIs6UWO9Jl7caqut0m7YXbp08Rrav/vuO/uQgtDTldYwb926ddrPoSnZp0+fbhd3ot9VAyz9WYu1aRGucePGOS06FXcECFAhZs+ebQ444IC0m+v//u//RvapXONDLrnkEtOwYcO076EnoN69e5sHHngg8jaBFStWmLvvvttbyyS1jcMPjj//+c/ek1gU9POnVodpqpezzz7b+xkqFQECVBANDLztttvMTjvtFNwIa9eubX73u9+Zr7/+2i7uRL2yrrvuurSqLX/TU9A+++zj9UyaOnWqmTt3bs7tMhpLMWfOHO/nP++88zZ40vC3du3aeWuYR/VEoHYdte+kfg89Xf3nP/+xi1YcAgSoQGoE19NC6qf2xo0bm7///e+RLiSlgBg8eLDZcccdN7jRp24azKdGf938dXP2N/2/vq62G/uY1E1PG/p9ouxtpsA699xzg9Hq2jSIspR7nBUbAQJUsHfffddr9E69Ge+3337m3//+t100b/rEPn78eO/7bSwQNrZpmvkePXqYSZMmmcWLF9vfKi/qYKCqr9SqOLXvqEPCmjVr7OIVjQABYP71r3+ZvffeO+0mfeqpp3prgxRKapXUyJEjvSeV008/3dv09OH/W1/Xfs1dFabKy4WmsW/VqlVwDVTlpjEj6oiADREgADzr1q0zN9xwg1ed5N9AtTKfbt6rV6+2i5cVrT543HHHpQXogQce6AUcsiNAAKTR4lH61J86ZYnaGNTbqdyo48CFF17odSTwf9cmTZp4TztRzmpcrggQABlpksFu3bqlfSrv1KmTmT9/vl00dtRRQB0G1HHA/93UoeDSSy+NdIqTckeAAKiWRpv/z//8T3Cj1WhzrRHy2Wef2UVj4fnnnzf77rtvWjCeeOKJZsmSJXZRbAQBAmCjNAJba2g0aNAguOnq3/pa1NPGF8oHH3xgTjnllLTgaNOmjZk1a5ZdFDkiQADkTE8devpInTZeTyczZsywi5YMTaWi2Xi33HLL4Gdu1KiRufHGG72OA3BHgAAITe0gag9J/TSv9pKoF2fKl5aVVQcA/2dUx4AhQ4Z4HQWQPwIEgDP1zLJv0OrBVdM36Hnz5pmOHTumBZxm4437UrylhgABkBeNEdFYEY0Z8W/WGkuiMSXFriLShI79+/dPq2LbfffdzSOPPGIXRQQIEACR0Kj1//u//0v71K/R7RrlXmhqyL/mmmu8tdr9761Gfk3qGNWkitgQAQIgUppHS/NppQaJ5r/SvFuFoMWjUpfY1dPHmWeeaZYvX24XRcQIEACRyzZQTzPmRjVQT5MoHn744WlBpYb9V155xS6KAiFAABSMpgrRWiOpU4VoLRJNoOg6VYga6AcNGpQ2zXqzZs3MtGnT7KIoMAIEQMFp1UOtfpj6tKDVEbVKYq7UIK/p2+3JHkeNGlX2kz2WKgIEQNFoHXatx+4HgKZL13rtG5su/amnntpgBUItk7t06VK7KIqIAAFQVFqwaeLEiWmLSmnddC3YZK9f/t///tdb7zw1ONq3b29eeOGFtHKoGQQIgBqhhaEGDhyY1pah5Wvvvfdeb131iy++OG3JXS2LO3nyZOe2E0SPAAFQo7SO+WGHHZb2lJHa6K5/X3TRRV6ooLQQIABKwoMPPmhatmyZFiTHH3+8V42F0kSAACgZGlGutdi1KuDUqVPt3SgxBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJ/8PvIkRV2MHJzcAAAAASUVORK5CYII=)
PN: 2629-1-37
CAS: 400744-79-8
Molecule Weight: 244.246
Formula: C14H12O4
![2'-Methoxy-[1,1'-biphenyl]-4-carboxaldehyde](data:image/png;base64,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)
PN: 2615-1-W3
CAS: 421553-62-0
Molecule Weight: 212.248
Formula: C14H12O2
PN: 2623-1-75
CAS: 168618-50-6
Molecule Weight: 242.274
Formula: C15H14O3
TSCA: Not listed on TSCA inventory