| Product Number | 4H21-1-XX |
| CAS | 904696-60-2 |
| MDL Number | MFCD08690277 |
| Molecular Formula | C12H14LiNO3 |
| Molecular Weight | 227.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-XX
CAS: 904696-60-2
Molecule Weight: 227.19
Formula: C12H14LiNO3
![[2-(Morpholin-4-ylmethyl)phenyl]methanol](data:image/png;base64,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)
PN: 4H01-1-2R
CAS: 91271-63-5
Molecule Weight: 207.273
Formula: C12H17NO2
PN: 4H58-1-023
CAS: 62642-62-0
Molecule Weight: 221.256
Formula: C12H15NO3
![Lithium 2-[(4-methylpiperazin-1-yl)methyl]benzoate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABpcAAAaXAFVOClWAAACWHpUWHRtb2xTb3VyY2UAAHichZXbjpswEIZfxfJ14xOnJApZRVlVqrTbSt2t1LvKASdBArwy5PT2HUPYBUJIDBlj/5+xPTNm8XTOUnRUpkh0HmJOGEYqj3Sc5LsQ/3n/Ppnip+UiAhEI8yLE+7L8mFN6Op1ItFeZPOucRDrDdf/8XCQdzckh2uyoYIzTv68vbxUzSfKilHmkgCqSeVE1vuhIltUs7ryCZtIck5zWcpqZYz3aP8Hsxci5iPHXWtbQtwIUbZNUoa02mSzRUTACF/uGdipXRpYqRpsLNDvEhbUvF6/POjpkKi+hakdIIpm+leYQQUOmUxUdYDCo/HgOccYBkKXOVsbIC7I12yw5kgJJB0kXSQ9JH8kAySmSMyQ5gxv6OQg4KDhIOGg4iDio+BT2P1V2Au+XDxXilwSt0U+4m/92+QUFLK5Xl6730uyA4YjdLZNrJ+y8CPGEE8dxAtS3sEPwa8yd3uuTIL4fuI1ppHfQyVXWsxhdqtk4hM0sxUgQWCuIw62F9qm1LvGFtR5xKp1PZo61AQnY0POMCLeaBUyHDzZwTjyv3dO8on4lOJh+eni52Og8blVREod4w3Hl+t9qW8AiKtdjpE2sDLjCDmClbUB0ARso44DTBWxYjQNuF7BBOA54XcCG7DjgdwEb4ONA0AVsOnwCqyFg2gWq5BknZl2izrVxxA7ZYarcfMD0HF7n8gNG3Cz/IdLzen1cjG8y7zm+Pl4eMN4A8xUuYpDxb+KFPwgY3guA5rQbZaY3mTKM0FZi0uaYhurNEU5b5zuFr9ryP9Wq/bMy9L6YAAA9xUlEQVR4Xu3dB5QUVdrGcUBRkiQFA5IUE2YBRQmKoiAmxIQJcRWFz9U1YcaIGXdFRUVUJCgiIiogiyCIkSAoiIEsEpScc3i/eYvtpur2hOoKM91V/985dRanbnfPVG/fp+vGYgIAgAfFzB8AAOAGAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQJPNmzYIK+//rpcfPHFUqtWLSlXrpyUKlVKatSoIZdccom88847snnzZvNhlmLFiiWPgqRTFkDh4lOJtL333nuy//77Oyr33I4DDzxQPvzwQ/PhaYVCOmUBFC4+lUhL165dkxV6yZIlpVOnTjJu3DhZvny5dccxe/Zs6dGjhxx55JF5VvzphEI6ZQEULj6VcO3jjz9OVuZVqlSRH374wSyStGXLFuncuXOuFX86oZBOWQCFi08lXNm6datUr17dqsiLFy8uo0aNMovk6oknnjB/lFYopFMWQOHiUwlXBgwYkKzIzznnHPN0WtIJhXTKAihcfCrhynXXXZesyHWElR/phEI6ZQEULj6VcMXeKf7rr7+ap9OSTiikUxZA4eJTCVcqVaqUrMjXrFljnk6LPRTSOQBkFj6VcGXPPfdMVuTbt283T6fFDAa3B4DMwqcSroR1B1KQdMoCKFx8KuHKEUcckazIi7oP5Oeff5b7779f6tevL5UrV5a9995b6tSpY01qnD9/vu3RAMJU8CcYyNGuXbtkRV7Uo7DsPzOPChUqyOTJk23PACAsBX+CAXHOA2nRooV5Oi25hUJecit77LHHyuOPP24tofLnn3/Kpk2brLuS5s2bW+WaNGliewYAYSn4EwxI6kz0MWPGmEVypWtnmXILhbykU3bBggVWudKlS5unAISg4E8l8D9DhgxJVua6Gu+UKVPMIkkaOPfee2+uFX86oZBO2b/++ssqp0vKAwhfwZ9KwMa+Gu9ee+0lt9xyi3z11VeyYsUKazXeuXPnWvuEHH300XlW/OmEgpuyOqx4xowZcv7551vlnnnmGbMIgBDk/akE8vDuu+9K1apVHZV7bsdBBx0kgwcPNh/uKhQSCiprP1+tWjXp3r27WQRASHL/VAIFWL9+vbz22mty0UUXSc2aNaVMmTLJHQnbtGkjffr0sZZ0z01BoWBXUFn7eZ3seOaZZ8r3339vFgMQgtw/lUAW2bZtmzX/45VXXrHmheyxxx6ul5sH4B0BgkgZMWKEdTeikwwBhIsAQaRs2LDBChCG8gLhI0AQKSNHjrQCRPtlAISLAEHWqVevnvTs2VOmTZsmq1evtjr0dRjvs88+KxUrVrQCROegAAgXAYKsYx95lduhI7G0KQtAuAgQZJ2pU6dK586d5aSTTrKWmS9ZsqQceOCB0qpVK+nfv7/s2LHDfAiAEBAg8G3OnDny4osvyuLFi81TACKMAIFvJ554otV01LJlS/MUgAgjQOBblSpVrADRZdYBxAcBAt8IECCeCBD4RoAA8USAwDcCBIgnAgS+ESBAPBEg8I0AAeKJAIFvBAgQTwQIfCNAgHgiQOAbAQLEEwEC3wgQIJ4IEPhGgADxRIDANwIEiCcCBL4RIEA8ESDwjQAB4okAgW8ECBBPBAh823//alKixF5y/PEnmacARBgBAt9OPPFmqVHjSjnnnHvMUwAijACBb82b95F69XrKFVcMMk8BiDACBL4RIEA8ESDwjQAB4okAgW8ECBBPBAh8I0CAeCJA4BsBAsQTAQLfCBAgnggQ+EaAAPFEgMA3AgSIJwIEvhEgQDwRIPCNAAHiiQCBbwQIEE8ECHwjQIB4IkDgW8uW/awAueqqweYpABFGgMC33r1/lHPP7S8ff/ybeQpAhBEgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoDANZ3rkThOPfVN+euvdWaRJHtZANFEgMA1eyjo8eijY80iSQQIEH0ECFwzA6RBgzdkzpyVZjELAQJEHwEC18wA0ePuu0eaxSwECBB9BAhcs4dC/fq7/z19+hKzKAECxAABAtfsoXDPPaOS/+7YcahZlAABYoAAgWv2UNC+D+0DSfz3+PEL8iwLIJoIELhmhsL9949O/ve1134kO3fmXRZA9BAgcM0MhXnzVjnuQkaNmpNnWQDRQ4DAtdxC4aGHvkj+rE2bgbJjx67bkNzKAogWAgSu5RYK8+evdtyFDBmya1Op3MoCiBYCBK7lFQoPPzw2+XPdmXDLlu15lgUQHQQIXMsrFBYsWCMnn9wrea5fv6l5lgUQHQQIXMsvFB577MvkuTPP7JNvWQDRQIDAtfxCYdGitXLKKbvvQvIrCyAaCBCkWLlyk2zcuM38cYGh0LXruJTwyKvs+vVbZM2azeaPAWQRAgRJK1ZstJqidFRVixb9ZN26LY7zBYWC7g/SsGHqXYjp77/XyRln9LbuWLp1+1bWrnW+DoDsQIBAtm7dIe+886M0bdo7WenrYokLF65xlMsvFBKeeurrAgNk6tS/HefPOquPfPjhL8k5JACyAwESc19+OU9atx7gqNDPPruvfPbZLLNovqGQsGTJemu3woLKDhw43boLsZdr23aQTJq0yCwKIEMRIDGliyF26jTMUYFr89OLL36f0nQVFu1r0X4T+0REPTp3/tzqlAeQ2QiQmNGO62ef/cYxb0OP228fYc0qLwozZiyXDh0+dfw+ehfTo8dE2bBhq1kcQIYgQGJi+/YdVrNRs2bvOCrqSy8dKN9951yKvajoYowXXPCe4/dr2bKfDBs2w7HSL4DMQIDEwIQJC+Wyyz5wVMwaJO+997MVLJlEl0Hp1WuyNG78luP3ve66ITJtWurOhwCKDgESYbrEyJ13jnRUxNrfoCOlVq/eZBbPKNoZ36XLGMfWufpv/dnSpRvM4gCKAAESQdpv8NJLE1LmZNx881CZNWuFWTyj6ZDfdu2GOP6OJk3elrfemmLdrQAoOgRIhGg/wSef/C7nnNPPUeFeeOEA+eKLuWbxrKF/19ChM6zJjfa/S/tLRo/evYkVgMJFgESEflPXbWWj/E1d76xeeWVCyjyTm24aKjNnZtedFRAFBEiW074C+66AemhfwSOPjJVly6LZV6Az5O++e6Tjb9a+nSef/EpWrcrsvh0gSgiQLLVp01Z5443J0qiRc7RS+/ZDZPr0eIxWmjhxkVx++SDH36+z2999d5ps25ZZo8uAKCJAstDgwSOkYcNb5OijH0tWnLoT4PDhM82ikafrZ33wwS8pe5Ccd153GTt2ilkcQIAIkCwyZcoUadKkiey1176y335N5NBDO8opp7wqr746Kdfl1+NEZ9g/99y31gz7E074j9SufaPsu+9pcuGFl8qMGTPM4gACQIBkgSVLlsiNN94oJUqUkGLFillHuXKHSYcOz8rChSvN4rE2d+4quf76XnLggedL2bK1rGtVsmRJufPOO2X16qJZqgWIKgIkg23dulWef/55qVChQjI49Dj++OPlyy+/MovDZsSIcXLkkcc4rluVKlXkjTfekB076B8BgkCAZKhhw4bJ4Ycf7qgA99tvP+nZs6ds3x6NYblh27Jlizz33HNSvnx5x3U84YQTZNy4cWZxAGkiQDLMb7/9Ji1atHBUeNoEc8cdd8iqVavM4nBBmwBvuOEGRxOgHpdffrn88ccfZnEALhEgGWLlypXyr3/9ywoLeyV37rnnyu+//24WhweTJ+sijY0d17dUqVLSpUsXWb9+vVkcQAEIkCKmzVGvvfaa1Txlr9iOOOIIGT58uFkcARgwYIDUqFHDcb0PPvhg6devn1kUQD4IkCI0ZswYOfbYYx0VWcWKFeWFF16wOtARno0bN8qjjz4qZcqUcVz/U089VSZOnGgWB5ALAqQIzJ07V9q0aeOouPbYYw/p0KGDLFu2zCyOEP35559y5ZVXOt6L4sWLS/v27WXx4sVmcQA2BEghWrdunTzwwAOy9957Oyqs008/XX788UezOArR119/LfXq1XO8L/vss4889dRT1mguAKkIkEKwc+dO6dOnjxx00EGOCqpWrVrywQcfmMVRRHR+yFtvvSX777+/43069NBD5aOPPjKLA7FHgITs/fffl9q1azsqpLJly8rjjz8umzaxcmwmWrNmjdxzzz2y1157Od43Hdjw+eefm8WB2CJAQqQBoe3piQpI/33NNdfIwoULzaLIQLNmzZILL7zQESI6zBrALgRIiJYvX56seCpXrizfffedWQRZYNSoUcnRWvolAMAuBEiIdHJgIkAuueQS8zSyyGmnnWa9j9qsBWAXAiREBEh0NGrUiAABDARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIgIkOggQIBUBEiICJDoIECAVARIiAiQ6CBAgFQESIjsAXLBBReYp5FFGjRoYL2PJUuWNE8BsUWAhGjZsmXJANFvrj169JBt27aZxZDBtmzZIk899ZTsscce1vtYvHhxswgQWwRIiLZv3259Y02EiB7HHHOMjB492iyKDPTRRx/JIYcc4nj/ypcvbxYDYosACdm8efOkTZs2yW+wiaN169Yye/ZsszgywLRp0+TMM890vF96B3nNNdfIkiVLzOJAbBEghWTq1KnSrFkzR6W09957y3333Sdr1641i6MILF++XDp16iR77rmn43268MILZdasWWZxIPYIkEL24YcfSu3atR0V1AEHHCC9e/eWnTt3msVRCLRfqnv37lKpUiXH+1K3bl0ZNWqUWRzA/xAgRWDz5s3StWtXKVeunKPC0pE+3377rVkcIRo5cqQcddRRjvehcuXK8vLLLzPgASgAAVKEFi1aJO3atbNG9tgrsKuvvloWLFhgFkeAZs6cKeeff77jumvT1S233CIrVqwwiwPIBQGSAcaPHy8NGzZ0VGZly5aVxx57TDZt2mQWhw9r1qyRzp07W53i9ut91llnyfTp083iAPJBgGSQvn37SrVq1RwVW82aNWXgwIFmUaRpx44d8uabb0rVqlUd1/fQQw+Vjz/+2CwOwAUCJMOsX79eHnzwQSlVqpSjomvatKlMmTLFLA4XvvrqKznppJMc13OfffaRZ555xpooCMAbAiRDzZ0711o/y17p6VySG2+8UZYuXWoWRy7mz58vbdu2dVzDEiVKyPXXXy9//fWXWRxAmgiQDDd27Fg57rjjHJVghQoVpFu3brJ1K6OEcrNhwwZ55JFHpHTp0o7rdtppp8mkSZPM4gA8IkCygC6J8vrrr8t+++2XrAz32quSnHJKWxkzZppZPNY++GCoVK9e3REc+t/9+/c3iwLwiQDJIqtWrZLbb7/dWl+rfPmj5OCDL5O6dR+Rf/5zuMybt8osHiu//rpUrrjiBalS5QzZe+8qVnDoHcjDDz9s3ZEACB4BkoVmzJgtbdveJ3Xq3Cr16r2ec/TMuRvpJd26fStr18arU3jFio3y2GNfSoMGb8gxxzwhNWpcKRUqHGf1ffzxxx9mcQABIkCy2FdfzZaLL37fCpDEcdZZfWTw4F9lx45oL4uydesO6dPnJ2natLfj72/dupuMH/+zWRxACAiQLLdt2w7p33+qnH66syJt23aQ/PDDIrN4JIwb90dOUAxw/L1nn91Xhgz5LfLBCWQSAiQiVq7cJF27jrOacuwVa+fOn8uiRdFY7XfOnJXSqdMwx9/XsGEv+c9/vpd16+LVdAdkAgIkYmbMWC4dOnzqqGRPPfVN6dFjomzYsNUsnhXWrNkszz77jZx8ci/H3/Wvf42Q+fNXm8UBFBICJKI+/3yOXHDBe44Kt2XLfjJs2AzJllXjt2/fIQMHTpczz+zj+DsuuWSgfPcdi00CRY0AibAtW7ZLr16TpXHjtxwV8HXXDZGff87snfUmTFgol132geP3btbsHXnvvZ+tYAFQ9AiQGFiyZL106TLGURnXr99THn54rCxdmllzJBYsWCN33jnS8btqv85TT30tq1ezMjGQSQiQGJk69W+59tqPHJVzkyZvy1tvTbHuVoqS9s+8/PIEq7/G/vvdfPNQmTWL/TmATESAxIz2f3z66Qxp0aKfo6LW/pIvvphrFg9d4vc555zM+H0AuEeAxFRe3/hvummozJyZ+zd+ezl93F9/rTOLJNnL5iWT74gAFIwAibmFC9fIXXeNdFTi2ufwwgvfmUUdZfR49NGxZpGk/AJEJz/qY+1lMrVPBkDeCBBYJk5cJJdfPshRqevEPTszQDRozDIJ+QXIpEmLHOfbt8/8UWEAUhEgSNJlQD744Berf0QnI+p6U3ZmgOhx990jHWUS8gsQnTV+5ZUfWv0cw4fPNE8DyBIECFyzh4I2OSX+PX166t1DfgECIBoIELhmD4V77hmV/HfHjkPNogQIEAMECFyzh4L2fdgXbhw/3rm0CAECRB8BAtfMULj//tHJ/9bhuPY1tsyyAKKHAIFrZijoNrr2u5BRo+bkWRZA9BAgcC23UHjooS+SP2vTZmByQ6fcygKIFgIEruUWCrofh/0uRHcFzKssgGghQOBaXqGgM8gTPz/33P7WMiR5lQUQHQQIXMsrFHQJdvtugf36Tc2zLIDoIEDgWn6h8NhjXybPmTsIAogmAgSu5RcKixatlVNOce5ZnldZANFAgMC1gkKha9dxKeGRV1kA2Y8AgWsFhYLuD9KwYepdCIBoIkDgmptQ0L3LCRAgHggQuOYmFJYsWZ+yyyGAaCJAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhABBIHT4LoB4IUDgW5cuY6z5Ht27jzdPAYgwAgS+nX12XytA2rYdZJ4CEGEECHxr3nzX8u1XXEGAAHFCgMA3AgSIJwIEvhEgQDwRIPCNAAHiiQCBbwQIEE8ECHwjQIB4IkDgGwECxBMBAt8IECCeCBD4RoAA8USAwDcCBIgnAgS+ESBAPBEg8I0AAeKJAIFvBAgQTwQIfCNAgHgiQOAbAQLEEwEC3wgQIJ4IEPhGgADxRIDANwIEiCcCBL4RIEA8ESDwjQAB4okAgW8ECBBPBAh8I0CAeCJA4BsBAsQTAQLfCBAgnggQ+Nagwd1y6KEdpVWrJ8xTACKMAIFvhx12tlSqVF8aNWprngIQYQQIfKtSpYoUK1ZMjj32WPMUgAgjQOAbAQLEEwEC3wgQIJ4IEPhGgADxRIDANwIEiCcCBL4RIEA8ESDwjQAB4okAgW8ECBBPBAh8I0CAeCJA4BsBAsQTAQLfCBAgnggQ+EaAAPFEgMA3AgSIJwIEvhEgQDwRIPCNAAHiiQCBbwQIEE8ECHwjQIB4IkDgGwECxBMBAt8IECCeCBD4RoAA8USAwLfKlStbAXLEEUeYp5BF/v77b2nTpo306NHDPAXkigCBb3vuuacVIMWLF5cHH3xQ1q9fbxZBBtuxY4e88cYbUqZMGet91KNVq1Yya9YssyjgQIDAt/333z9Z8ehRrVo16du3r1kMGejLL7+UE044wfH+JY699tpL7rnnHlmzZo35MMBCgMA3rWBuvvlmKVu2rKMCatiwoYwfP94sjgwwb948ueyyyxzvV4kSJaR58+ZSs2ZNx8/1C8Lbb78tO3fuNJ8GMUeAIDALFiyQq6++2lH5aLNWu3btZNGiRWZxFAFtXuzSpYuUKlXK8T41btxYJk+ebJXZsmWLPPXUU7LPPvs4ytSvX1+++eYb4xkRZwQIAvftt99KgwYNHJVPuXLlpGvXrrJ582azOApJv3795OCDD3a8LzVq1JABAwaYRS2LFy+W6667zvoSYH/MVVddJX/++adZHDFEgCAU2tzRu3dvOeCAAxyVT+3ateXDDz80iyNEEydOlFNPPdXxPmiH+aOPPiobN240i6eYMGGCr8cjuggQhGrt2rVy3333yd577+2ogJo1ayZTp041iyNAed1BXHnllZ7uIPQORgdI2J8rvzsYRB8BgkIxe/Zsad26taPy2WOPPaRjx46yfPlyszh8yKsPo169er77MPLqQ2nSpEmyDwXxQYCgUI0ePVqOOeYYR+VTqVIlefHFF2Xbtm1mcaTpo48+kkMOOcRxfXUU1VtvvWXN9whKXqO4brjhBlmyZIlZHBFFgKDQaVDobOd9993XUQEdeeSR8t///tcsDhd+/vlnOfPMMx3XszDmceQ2j6RChQry/PPPy9atW83iiBgCBEVmxYoV8s9//jM5kz1xnHfeeTJjxgyzOHKhzX+dOnVKuYYXXnhhoc0kT8xkT6yJljgOO+wwGTp0qFkcEUKAoMj98ssv1gQ289vzXXfdJatXrzaLQ3bdxb300ktW85/9utWtW1dGjRplFi8Uq1atkjvvvFNKlizp+J3OOecc+fXXX83iiAACBBnjk08+kTp16jgqH/1W26tXr0Db77Pd559/LkcddZTjOumCli+//HJG9CP9/vvvcu655zp+Pw2V2267TVauXGkWRxYjQJBRdATRs88+K+XLl3dUQCeeeKKMGzfOLB4rM2fOlAsuuMBxXbTp6pZbbrGaAzPNZ599Zq3QbP99td/r1Vdfle3bt5vFkYUIEGQkXVr8H//4hzWyx14BXXHFFfLHH3+YxSNNO8E7d+5sNevZr8VZZ50l06dPN4tnFO1I//e//y0VK1Z0/O66d8yYMWPM4sgyBAgy2g8//CCNGjVyVD6lS5eWhx9+WDZs2GAWjxRtttPht+Zqx4ceeqgMGTLELJ7Rli1bJjfddJM198f+t1x88cUyZ84csziyBAGCrPDee+9J9erVHZWPruvUv39/s2gkfP3113LSSSc5/l6dGPj0009bzXzZ6qeffpIzzjjD8XfpKgUPPPCArFu3ziyODEeAIGvoHccjjzxi3YHYK6DTTjtNJk2aZBbPSvPnz5e2bds6/j5txmvfvr389ddfZvGsNWjQIKlVq5bj7zzwwAPlnXfeYdn4LEKAIOtEsZLNLxx1McQo2rRpkzzxxBMp+8icfPLJ8t1335nFkYEIEGStqDTzxK15zrRw4UK59tprHYs+6r+vueYa6xwyFwGCrKYdzW+++aZUrVrVUQFnQ0ezDhDQjZzsv3dcBgjk5vvvv7fuPuzXQ+9O9C5F71aQeQgQREI2DXXNa4jy5ZdfHrshyibt/9B+kIMOOshxbbS/5IMPPjCLo4gRIIiUTJ5slwmTJHV9rOHDh1urH+s10b4kHRWlhy6DohW1/m/iZ3pey2l5fZyuUVYYndw6IktHZpn7yJx++unWSC5kBgIEkZRpy30UxTItOolP9//QJiC9E9NdBO2v7/XQvUA0XHRHwrFjx4bavKRzRNq0aeN4fZ1LonNKdG4JihYBgsjSoOjevXuRLjioC0WeffbZjtcPc6FI/Zv1TkF3HTRHNxV06G6Degdi7jpY0KGBopuFaRNTWGGis9Z19rr9dXV2u85yZ9n4okOAIPKKYslzbS679dZbU14zrKXq9Tn19czBBPZDg1NHNuluhToPQ5uCCtoNUs9rOd3HXke36Ra5xx13XMpzJw4dBafDqcePH28+lW+6ftZrr72Wso+Mrrel626h8BEgiI3C2HRJK7nC3Czrxx9/tHYGNDvk9dChwLpl8Pvvvx/4LoEakIMHD7ZW2DV3QEwc2swVRsWuK/rq65rLxusKwLoSMAoPAYLYyWvb17fffttXf0RhbterTWOtWrVKqbS1g/7666+3mnwKo7M7Qe84tFI31+3S4/jjj7ea1YKme4zoXiP219JQueOOO6y9SRA+AgSxpCOitClHm1zsFVC9evWsjud0zJ492+oDsD+PdvTqt/+gO3p1dJIOVza/fWvfxSuvvBJaH4RbegemfSHmBE89zj///FCaDHXXQ9390P5aOkChZ8+eLBsfMgIEsbZ48WKrXd8+C1qPq666Sv7880+zuMPatWvlvvvuSxlq2qxZM5k6dapZ3De9c9JmKftradNYnz59Ar/DCYKOhNPRX/bfN7FwYtArBWhHuu7Drvux219P735033aEgwABckyYMEFOPfVUR+Wjw151qOrGjRsdZbVpqHfv3nLAAQc4yteuXdvqbA6a3lXoIAD7a+md0wsvvJCRwWEaNmxYyhBmnfsSRn+F9vXccMMNKX1Cl156qcybN88sDp8IEMCmX79+KcNYa9SoIQMGDLDOf/vtt9KgQQPH+XLlyknXrl1l8+bNxrP5p6OrTjjhBMfr6RDdRYsWmUUzWqLJUK9V4u/QYca6DE0YpkyZIk2aNHFcNx1u/NBDD8n69evN4vCIAAEMWsF06dLFqnDMoLD/tzZ7tWvXLrTKXJuA7H002kE+cOBAs1hW0T6Q+vXrO66jdvqHdSelI9Bq1qzpeD0d2HDvvfeaReEBAQLkQZs8dIisvfJJHA0bNgxlrkOC3vHY1/XSzn3trI8C7a+4++67Hc1MOppK+5TCoE2Qjz32WMpM/ExfbDMbECBAAbQT1j7qqW/fvqEOkdVhv/bKVe9ygu50zgQ6tNd+h6VNdTqoISw6KMLeHKjL6MMfAgRwQTd20kpH7wrCpOFh/5asQ3bDDKuipn0VuhNh4u/V4bi6WnFYnnnmmeRraRMh/CFAABcaNWoUeoDoN+LEnYf2r+goqzjQJeztC1/qUik62zwMBEiwCBDAhbADRCsze59Ht27dzCKRtnTpUmtNq8Tfr31MYYyWIkCCRYAALoQZIDpU194XoM1WcaR9FPYRU7rYZdDNdwRIsAgQwIWwAkTnjtg7drXDPOhKM5vohmD29bR07kiQCJBgESCAC2EFiH2GuQ7VjeJoq3R9/fXXyVFvuqaYLgwZFAIkWAQI4EIYAaJrWyUqM50kGJV5HkHQjaIS10bvSIIamUWABIsAAVwIOkB0VV37kinZPsM8DLp+VeL66OKWQSBAgkWAAC4EHSA6EztRkenaVkilW/7a54gEUeETIMEiQAAXggwQ3Qwq0cavo6/CWksrCnRvkUSFr5uAmSsjp4sACRYBArgQZIDYdxKMy2RBP3Qf+cT1euKJJ8zTaSFAgkWAAC4EFSC6dEdi8yrdDCqsVWijRBe1TKyMXLlyZV/71xMgwSJAABeCChD76r66kyDcueWWW5LX7cknnzRPu0aABIsAAVwIIkB0xrnOa9Dn0T3Muftwb8GCBcmtg/fdd1/PS78TIMEiQAAXggiQW2+9NVl59ejRwzyNAtgnXb7yyivmaVcIkGARIIALfgNE7zaqVq1qPYdOGvQ7miiOdKJlov9IZ+17QYAEiwABXPAbILp5UqLi0i1c4c3pp5+evI7Tpk0zTxeIAAkWAQK44DdAdLJgouL64osvzNNwqXfv3snreNddd5mnC0SABIsAAVzwEyC6B3jZsmWtxx988MGyY8cOswhc0iVgypUrl7yW6SJAgkWAAC74CZBvvvkmWWl17NjRPI00tWnTJnk9f/vtN/N0vgiQYBEggAt+AqRr167JSotFE/3TEWyJ65nuaCwCJFgECOCCnwA566yzrMfqCKKgliWPM51PkwiBiy++2DydLwIkWAQI4ILXANm+fbuUKVPGemzdunXN0/CoevXq1jXVpU3SQYAEiwABXPAaIHPmzElWWLpdLYJxySWXJK/r4sWLzdN5IkCCRYAALngNkBEjRiQrLO0LQTAefPDB5HVNZ8tbAiRYBAjggtcAefHFF5MVlu5tgWD069cveV1fffVV83SeCJBgESCAC14D5P/+7/+SFdZPP/1knoZHkyZNSl7X2267zTydJwIkWAQI4ILXALG31a9cudI8DY+WLVuWvK6XX365eTpPBEiwCBDABa8B0qJFi2SFpTPSEYzNmzcnr+u5555rns4TARIsAgRwwWuAnHbaadbjdEc9BCuxP0jjxo3NU3kiQIJFgAAueA2Q4447znpclSpVzFPwab/99rOurV5jtwiQYBEggAteA6ROnTrW42rUqGGegk96TfXa6jV2iwAJFgECuOA1QLgDCQ93IEWPAAFc8Bog9IGEJ9EHou+NWwRIsAgQwAWvAWIfhaXb2iIYW7ZsSV7Xli1bmqfzRIAEiwABXPAaIMwDCQfzQDIDAQK44DVA7DPRp06dap6GRz/88EPyut56663m6TwRIMEiQAAXvAaIfS2sQYMGmafhUf/+/ZPXVTeYcosACRYBArjgNUA+++yzZIX15JNPmqfhUZcuXZLX9YsvvjBP54kACRYBArjgNUBmzZqVrLCuu+468zQ8uuyyy5LXdeHChebpPBEgwSJAABe8BoiOvNIhvPrYY4891jwNj2rXrm1d04oVK5qn8kWABIsAAVzwGiDqjDPOsB5bokQJWb58uXkaabLv8njBBReYp/NFgASLAAFc8BMgjz76aLLS+uijj8zTSFOvXr2S11MHKaSDAAkWAQK44CdAxo4dm6y00tn8CLlr27Zt8npOmzbNPJ0vAiRYBAjggp8A2bRpU7IfJJ2F/5BK9wGpVKmSdS33339/2blzp1kkXwRIsAgQwAU/AaJat26drLjGjx9vnoZLuq984jp26tTJPF0gAiRYBAjggt8AsVd8NGN5d/755/sKYgIkWAQI4ILfANFmrPLly1vPoU0v27dvN4ugAH///bfsueee1jU84ogjzNOuECDBIkAAF/wGiGrfvn2y8tI7EqTnkUceSV4/r7P6CZBgESCAC0EEiDa5JCqvevXqmaeRjzVr1iQ7z0uXLm3djXhBgASLAAFcCCJAVGJSoR6jRo0yTyMPeseRuG5++pAIkGARIIALQQXIiBEjkhXYmWeeaZ5GLtatW2dtCazXTHchXLBggVnENQIkWAQI4EJQAaKOP/74ZCU2bNgw8zQMd911V/J63XzzzebptBAgwSJAABeCDJDhw4cnKzGdWKjbsyJ3OtO8ZMmS1rXSUWyLFi0yi6SFAAkWAQK4EGSAKPt8hqeffto8jRw6y7xx48bJ6/Sf//zHLJI2AiRYBEgYNm0SefNNkTZtRGrVEilbVqRMmV3/bt1a5I03dpVB1gg6QHSfEG3P1+csV66czJw50ywSey+//HKysj/hhBMCmTtDgASLAAnaxx+LVKuWc2WL5X9oGS2LrBB0gKgHHnggWZnVr1+fpiwb3fM8EbB77LGHfP/992YRTwiQYBEgQcr5xiTFi+8KiJIlRe64Q2TSJJG1a3UoicjkySJ33y2ilZCWKVFi12OQ8cIIEF0Y8MQTT0xWaHfr/zcgq1evlkMPPTR5XXQ5/KAQIMEiQIIyevSuQNBg0F3SJkwwS+yW8+1KKlXaHSJp7OmMohFGgKjff/9dypYtaz23bjilHexxtmPHDsfCkzrUWX8WFAIkWARIEPT/4LpMtwaCHkOGmCVSffrp7vKHHbbrOZCxwgoQ9dZbbyUrtX322UemTJliFomNW265JXktDjjgAPnrr7/MIr4QIMEiQIIwePDuMGjc2Dybt6ZNdz9OnwMZK8wAUddff32yYjvwwAPljz/+MItE3mOPPZa8BrpcyVdffWUW8Y0ACRYBEoR//GN3EOgIK7e0bOJxN95onkUGCTtAtm3bJuecc06ycjvqqKNk6dKlZrHIeuWVV5J/u3aaD3FzF+8BARIsAiQIdevuDoJ0ttjUsonHHX20eRYZJOwAUWvXrrWGqyYqOF2y/M8//zSLRc7jjz+e/Jv10D3Pw0KABIsACULlyruDYPVq82zeVq3a/bh99zXPIoMkKnbdjyJMOtP6sMMOS1ZyNWvWjOwcEe0ct/d56PH888+bxQLVtWtXAiRABEgQtFJJBEE6k522bdv9uJArJnizceNGaxhp8eLFkxWP9lcE3blrp0uVH3fcccnX0w2ovv76a7NYVtOhuvbRVtpsFeadhxo0aFDOd73Kydd8I53mZuSKAAkCdyCR9N5770mNGjWSFY790HWZtDkkrMl/K1eulFNPPTX5eroe1AsvvGAWy0qTJ0+WQw45JPm3aYd5WH0eaurUqY5l9PXQLwT6e8AfAiQIhdEHovs/L1li/hQh0FnQ9jWY9ChVqpQ0bdpU9ttvP8fPdTHEj0NaUWD9+vVy4YUXOl7v0ksvtb69ZyNd20qXJ0nMMNdDh+qGMdpKLVu2zFq9V+9u7NdQBytMnDjRLA4PCJAgBDEK64YbzLO7vfjirjK6ptbjj7OOVki06egfOe+lTuizVziXX355clit7oynM8a1M91epnnz5jJ9+nTjGf3TSvepp55yVIIHHXRQ1m2Jq6vqJgYiJA6dJBhGU+DWrVuthRcrVqzoeL1jjjlGvmDSbqAIkCCEPQ/k4Yd3l9NDF2UcONAsBY+0Geq5556zmqXsFY52nI8bN84sbtGObfuKunpoB7t2Cq9YscIs7ptWfNoXYn+98847T+bNm2cWzSi6GZTu55FYkl0PDUPd3zzIGeYJumHXkUce6bhO++67r/To0SOQxRjhRIAEQf+PaZ+J7qZJY+jQ3eULmomu7ewPPig59/7OINEA+vFHszTS8OmnnzpGPemhu99pB6ubCm7kyJHWnA3747WjVptqdG5HkJYsWSJXXXWV47W0OUhDy88ufWHQOzW9czKb/DSUg1oY0W7GjBnSqlUrx2tpoN96661WfxLCQYAERfe3tq+FlV8bq3beJTre9TG6jpYbc+eKXHKJM0Ryvs1Jhw4iMZp0FoRff/1Vzj77bEeFo9+S77zzzrT7GDQounfvLpUqVXI839FHHx3KvucaWvbFBhNB0qlTJ5k9e7ZZvFBpM6DeXZjXQu/utFkp6LsAfa/0PbPf4eih762+xwgXARKkl17avRqvTjjT1Xh14URdiXf9ehFd48i+Gq+W1ceka+xYkeOOcwZJhQoiOkpn61azNGz026h+K9Vvp/YKR7+96rdYP5YvX25V4uZzX3TRRYFX7Dq8+IknnnAMS00cp59+uvTu3dvqhC8Muqqw9slok575t2uwaUe2350ETXp3qHeJib3SE4feTepdJQoHARI0t/uBHHSQu0UX86Lf5F5/XWS//ZzPe/jhumeqWTr29JuvtoNre7i9wtH2cm03D5J2GDdr1szxOtrpfu+991qzzYOkTUVPPvlkyt+lh67ye0nOHeurr77qOxxNc+bMseZttG3bNuVuQw8dtXbbbbfJwoULzYf6pv1S9hn7eugdjvZjhTWsGrkjQMKgo6R0UpTuPliz5q7dCEuX3vXvnG+j0rOnfoU0H+WNziW5/fZd+48UswVJy5Yiv/1mlo4l7YDWETj2CkdH6GiTio7YCcvgwYMd8x300GGrb7/9tjW6KkgaTNrvUq9evZTKPHFUr17dCpT777/fmuOiw5UXL15sPpWDntf5EgMGDJAHH3zQGkZcu3btlOdOHLr8igaaNmUFTUfC6Yg4++vpiDkdOaf9Qyh8BEhUaFi0aOEMEQ0VDRcNmRjSb8n22c566AggbVLROQKFQZt3tELVZdrtv4fuQPjNN9+YxQOhd0DaL3DwwQenVPD5HboKcK1ataz/Nc/ld1StWtVquhuvc5VCoE1xXbp0se5q7K+rc3WYDFi0CJCoGTZsVzNWMVuQaDOXNncF3IGZqfTbuH7Ltk9Y00NnI+us5KKg3+Svu+46x5IoeuioqjAXTNQNq7Tp7uKLL5YKFSqkVP5eDm0uuuCCC+TFF1+Un3/+2XzJQPXr1y8lCHV1AL0jQtEjQKJIm2W6ddvVsV7MFiTa8a4d8BGlzULaeWx+g9Ymlw8//NAsXiQmTJggDRs2dPx+ZcqUsfbC0I7xsOnEPW3S01DRPop27dpZwaqHNvPpHYj+b+Jnel7L6XLrOqKsoCavoOhMcftSLonrpOuSFcZ1gjsESCb57rtdw3tPPlkkiOUddGiv7jOiQ33tQaJDgXVIcIR8l3PtGjRo4KhwypUrZ62+qs1ImUa/WVerVs3x++rKu++//75ZNFY0oNq3b59yp3bllVeGeqcGbwiQTPLQQ86K/oorRObPN0ulT4cP22e961GqlKx+8EHZqkOMs5hOoLvmmmsclY1WPtdee23gQ0eDpm37D+W852bbfpMmTWK3ra2OntKJh2ZfkQ4KiNpKxFFCgGQSrfAaNXJW9Dp6S5cy2bDBLJ0+Xf5ER4L977lH5BwP5XwL/qhvX7Nkxtu0aZO1EZEOVbVXOKecckponblh0eVIdHST/e/Q0UU33HBDLEYX6Uq85sRIXbZF94p3sxoAig4BkonefVekenVnkOh/68/90iHGORXvjJyKt1vO8zb73wdW2+WzpeIdmBOE2lZvr3B0gcE+ffoEPjy2MH355Zdy/PHHO/4u7fjWTZbCHG5cVLQDXhdUtP+9Ol/mnnvusea3IPMRIJlK7zj0zkPvQOxBoncokyaZpdO2ccEC6Xn11VLV9uHVph/tNM3Upp8ff/zRmmVtr3B0pJXOT9BF+6JAJzz27Nkz1xnWQ3X9tAjQGfv/93//lzJrXZeunzVrllkcGYwAyXTaB6J9IfYQ0fWzrr9eFx4yS6ft22+/zfjO56VLl0qHDh1S9nXQSXFzIzYYIGHVqlVyxx13pKzxpHtZZOsaT7pm2EsvvZSy/ErdunXZXjZLESDZQkdlnXSSM0jKlxd55pldq/X6kBj+qrOk7R/soh7+qs02ugufua+Dbvc6NsLDke10Hse5557r+Ps1VHRobTatMqsBkduqxRooQa9ajMJDgGQT7VB8802RqlWdQaJLybtZQr4AOgHvvvvuS5mAp+s6FfYEvOHDh8vhhx/u+D10afDXXnst8BVds8Fnn31mLRNivx66/lWmXw9tktJJh/bfW5uutAkrjH1TULgIkGyky43bV/VNHM2biwSwK56uHJvbEiAdO3a02q/DpN+4W7Zs6Xht/cb9r3/9y2rWiTO9I/v3v/+dckd27LHHypgxY8ziRUo7wTt37pyyc+NZZ50V+ux1FB4CJJvNnCly/vnOEMn5dif//KdIAN/uRo8enbIIoa68qktYBN3soOFw++23p7T5t2jRQn5jUUgHXcfrpptuSukTatOmjbX+V1HSYbc6/NbcPVGH6epwXUQLARIFI0eKHHWUM0h0Rvsrr2jPpVk6LRoUeS2D/t///tcsnjZtfnn99ddTdq7T5qthuq4X8vTTTz/lOirtgQceKJJRaTrhz1wNWCcGPv300yyzHlEESFRoUHTvLjm3CM4gOfpo2e52x8N8aHv1P3PubMyhl7ovt9e9JrQjPLd5D926dYvkvIew6GZOuc2LeeeddwplXsz8+fOtpUbsr68TIXVJEl17C9FFgESN9lF07LirKet/ITI+53j3ootkQQC74v3yyy/SvHlzR2Wh7dx33XWX661gc5t5rc0xN954ozVkF+nTmfm6Q6E5M//kk08OZQ9ypYsa6uKGusih/TVPO+00azFERB8BElXTpok0ayZ/53yg38o52uQc5QPcFe+TTz6ROnXqOCoOnfymu9TltfyErv2kk/7MtZ+aNm0au7WfwqI7AOraYPbFCBNrgwW5O6BuSKXLqtvfR112vX///mZRRBgBEnFLBw+WJw85RI6wfdCD2hVP27WfffZZa38Ie0Vy4oknWtuO2vXt2zfX1Wd1WRIET1cn1rsP+/XWuxO9S9G7Fa90F0PdyMn+vKVLl7Y2fNoQxHptyCoESAxs/d+ueDrD3P7B113xdCa6X7p9qW4rqu3e9ufX7Uc//vjjlP0vtCLT/S/8VGQomH5B0H4Qc38U7S8ZNGiQWTxf+b3HutUs4okAiZH8dsXTZdH90m+njRo1cjy3eVx99dWBvBbc0xFZOjLLnCCqG0bpSK786F3mc8895+ouE/FDgMRQmLvi6fpZV1xxRUpI6XpbQdztwDudI6Jb29rfFx28oHNKctsj/tNPP027nwvxQoDEWF79El53xRs8eLC1fpb9+XSEli6P4re/BcHRLW119rr9fdLZ7TrLXYdP60i7s88+O+V9TGekHeKBAIm5IHbF04XyzA2BtLlEgyOIEV8Ink7gfPXVV1MmiOpKA+YM91atWnme64NoI0BgyW1uhnaY6tyMgnbF01E49sfpOlq6nhYyn67oqyv7mkvI6KGrDYwYMcJ8CJBEgMDBy654iQXz9C5G189C9tE9RnRfjsQXB1YDgBsECFIkdsUz16fKa1e8xO55uvAispvu/8IoObhFgCBPee2KZ66QmwgQ7ZgFEB8ECAqU1654ukeHtqETIEA8ESBwLbdd8bSZKzHDnQAB4oUAQVry2hVPD+0jARAfBAg80ZnLHTp0cMwZ0DWuAMQHAQJffvzxx2Qnu25jCiA+CBD4Ric6EE8ECHwjQIB4IkDgGwECxBMBAt8IECCeCBD4RoAA8USAwDcCBIgnAgS+ESBAPBEg8I0AAeKJAIFvBAgQTwQIfCNAgHgiQOAbAQLEEwEC3wgQIJ4IEPhGgADxRIDANwIEiCcCBL4RIEA8ESDwjQAB4okAgW8n5wRInZwAOY8AAWKFAIFvT+cEyEM5AfIyAQLECgEC337PCZDpOQEymwABYoUAgX85ASI5ASIECBArBAj8I0CAWCJA4B8BAsQSAQL/CBAglggQ+EeAALFEgMA/AgSIJQIE/hEgQCwRIPCPAAFiiQCBfwQIEEsECPwjQIBYIkDgHwECxBIBAv8IECCWCBD4R4AAsUSAwD8CBIglAgT+ESBALBEg8I8AAWKJAIF/BAgQSwQI/CNAgFgiQOAfAQLEEgEC/wgQIJYIEPhHgACxRIDAv8MP3xUgTZqYZwBEGAEC/777TqRTJ5Fp08wzACKMAAEAeEKAAAA8IUAAAJ4QIAAATwgQAIAnBAgAwBMCBN5s2iTy5psibdqI1KolUrasSJkyu/7durXIG2/sKgMgsggQpO/jj0WqVds1eTC/Q8toWbujjkotZx7t2zsfAyAjFTN/AOTr5ZdFihffVdGXLClyxx0ikyaJrF0rsm6dyOTJInffLbLXXrvKlCix6zEJQ4aIvPNO/sfXX+8uDyBjESBwb/ToXYGgwVCxosiECWaJ3X74QaRSpd0h8sUXZgkAWY4AgTs7dojUqbO7mUnvJAry6ae7yx922K7nABAZBAjcGTx4dxg0bmyezVvTprsfp88BIDIIELjzj3/sDgIdYeWWlk087sYbzbMAshgBAnfq1t0dBOmsuqtlE487+mjzLIAsRoDAncqVdwfB6tXm2bytWrX7cfvua54FkMUIELiz5567g2D7dvNs3rZt2/04fQ4AkUGAwB3uQAAYCBC4Qx8IAAMBAneCGIV1ww3mWQBZjACBO8wDAWAgQOCOdpzbZ6KbiyTmZujQ3eWZiQ5EDgEC90aNcq6FNXGiWWI3XVQx0fGuj9F1tABECgGC9Lz00u7VeHXFXV2NVxdO1JV4168XmTLFuRqvltXHAIgcAgTpc7sfyEEHuVt0EUBWIkDgje422KvXrt0Ha9bctRth6dK7/n3RRSI9e4ps3Gg+CkCEECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBAgDwhAABAHhCgAAAPCFAAACeECAAAE8IEACAJwQIAMATAgQA4AkBgiIzdehQub9WLdm5c6d5CkAWIEBQZCa9/77cVKyY7NyxwzwFIAsQIAiVBkTiMBEgQHZL/VQDucgvCPKT3+MIECC7pX6qgVzkFwT5sT9uwrvvWn0eieOuKlWsn9t/psemNWvMpwGQgdKrDRBbXgPE7o8ffpChjz6aPF6/9FLr+T595BHHz7du2mQ+FEAG8l4bIFaCCBATTVhAdguuNkCkESAATMHVBog0rwGS3+MIECC7pX6qgVzkFwT5ye9xc8ePl3fat2ciIZClUj/VQC7yC4L8eH0cgMzHpxqueA0Cr48DkPn4VMMVr0Hg9XEAMh+farjiNQi8Pg5A5uNTDVe8BoHXxwHIfHyq4YrXIPD6OACZj081XPEaBF4fByDz8amGK16DwOvjAGQ+PtVwxWsQeH0cgMzHpxqueA0Cr48DkPn4VMMVexC4OXJ7HIBo4VMNV8yAKOjI7XEAooVPNQDAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8OT/ASg89rFeuRcqAAAAAElFTkSuQmCC)
PN: 4H21-1-XW
CAS: 915707-44-7
Molecule Weight: 240.23
Formula: C13H17LiN2O2
PN: 4H58-1-154
CAS: 514209-40-6
Molecule Weight: 234.299
Formula: C13H18N2O2
![Methyl 2-[(dimethylamino)methyl]benzoate](data:image/png;base64,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)
PN: 4632-1-0H
CAS: 27171-87-5
Molecule Weight: 193.246
Formula: C11H15NO2
Melting Point: >300(dec.) ℃
TSCA: Not listed on TSCA inventory