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9++umncNHYqW9UfaR+w1LfqfpQ85lO32+66aaU0/dbbrmlUk7fP/nkk6LtJkRmZsyY5zp2vChoI7vvvrsbP358uFjsdDCjO9f90YT6ndFBT2X8zlSUog+Qjz6a50477Tm3667XlPwfe7DXvfLRRx+Fi1U4jdZo0aJF0Kg1muPdd98NF8t54dErp512mpszZ064WIUrtm5CpPfrryvcPff81+2/f7+SNnqya9RoN9e/f3+3atWqcNEKpe7V7t27p4wmvPfee/NyNGHRBsjcuUvctde+7po1e8R7dejwpHv55XfCxSqVxo0//vjj3jhyNSyNK9f48rlz54aL5pz333/fHXTQQcEPdrNmzSKPXombugk1DYrfTbjJJpsUXDch0lu9ek3JAcVn7sgjh3j7esuWA0vOiF9wCxcuDhetVJrn7Zhjjgn2GQ0IGT16dLhYTiu6APn991Xu4Yc/KPmxG+Q1poMPHlxyWvmhW7Gico9CyqM7Wa+77jrvB08NS3e63n777d6dr7lGN1Fp9Ip/E9VWW23lBg8ebB69UhHC3YTbbLONN1FjMdzoVezee+9797e/jQgOFLt1G+2++mphuFiV0mjC5NGe+TSasKgCZOzYGSWJ/1TQmK6/foL78cfcPRrV3DonnHBC0LA0dcpzzz0XLlYlNLDgzjvvTBm98n//93+xjV6pCOFuwgMOOCAvuwmR3pw5v7ru3ccF+/rxxz/t3nxzdrhYzlD3lebOS77f7Iorroh0v1lVKIoA+fzz+e7cc18MGtOZZz7vpkz5IVwsZ2m2zz333DP44TvyyCO9GWurSmmjV2bOnBkulpP8bsKtt97a2/Z86iZEer/9ttL17/+uO/DAgd6+fuihj7nHHvuk5Ac6d86Iy6MZLzSbd/JowocffjhnRxMWdIAsWLDM3XLLRNe8eSI42rV7wr300jRv1FW+0YW+Bx980JtCRQ1LDaxbt27u559/DhetMJ9++qlr3bp1EBx77LGHe+2118LF8kI+dRMiPe3T2re1j2tf1z7fq9dE7zcgH2k04eGHHx7sa3vvvXfJGdSb4WJVriADREcbOurQ0Ycak45GdFSio5N8t3DhQnfppZcGzyOoV6+e69evX4WOJFFIXXLJJcFn1q9f3z3wwAOxfqaOvNTFNGTIEO+lWU419Ff/+n/TcpWLUy53EyIz6k1Qr4Lfw6Dehs8+i3dobFW1zxEjRrgdd9wxaJ8nnXRSTo0mjC1A/P/zypJueTK/bMeOT3sjKMLKW5f6OdXf6ZdRP6j6QwvN559/7tq2bRs0LM1oO27cuHCxrCggFBQKDH2GAkRBku1Zj9Y7efJk74hfZzQKQb8embxUXu/T+7WeOIJM3YSaWdn/DM24XJXdhMUim31d1y9vuGFCUEbXN3WdM1u51j5LG014/fXX58RowpwOEL1efHH90QilrWvevKXeCAt/mUZeaARGoXvppZfczjvvHDTeY4891puKJVvqmlIXlb/eNm3aeF1Y2dBspTp78m+kSn7prn/NXnr66ad7o7quvvpq7whP/+p/6+9arnLh92p9Wq/Wnw31Mz/00EMp3YR6wFXcR5VYx7Kvy+DBH3sjKLVMIyo1slIjLLOR6+1TTz4988wzgxGPuTCaMOcD5LjjhpckeOqRSWnruvXWt7y/aay3xnyXdjRTqDQi6p577gkar0ZE9ejRw5uaJSpdDNdFcb/x62K5LppbaTiv5v5JfiiUXppfTNdwdIoe9QK2yut9er/Wk7xefY4+L5thxBr5ohmXk7sJNSNzPt7oless+/q0aQuCv+teLt3TZZWP7VNnNS1btgzWqdGE77xTNfew5XSA+OO3n38+dQbc0tb1zTeL3LBh//PuNi1WmtlWM9z6M4pq5ls9vzmTxqrht5pEzn+MrIbnapK5bOYB046SPL5d94hoosO45wDS+rRerd//LH1utpPWqZtQMzD761Q3oWZoRnws+7oODp955lM3dap9JmfJ5/apsw5dd0keTdilSxfvLKUy5XSAjB//lfdvhw7DSn7I1g1ji7KuYqSZbg8++OCgseo5zpoRtzQKF9345zduhY9OyTW9tZW60JKvz+jCtCY2zCaMMqH163OSHzWs7ci2S6+iuglRNft6IbVPXQfp2bNnymjC2267rdJGE+Z0gGhoXqdOz3r/rW6p8HKUTzPf6vnNfmPVzLiaIdenqUY05Yi/XA/S0ZQk2VBXj38Wo4vv2mGyvYgYlT5Pn+tf/Nf2aLuyEWc3Idap7H29UNvnrFmz3IknnpgSiiNHjgwXi13sAZLulYnksuPGzfT+u337J4MjkyjrKnZ6fnOvXr1SnuusvllNLug3Nk1+qEkQs6EJ4jp27Bis89xzz63yi8/6fG2Hv03avmyfE1JaN2Hfvn1z9kavXFdZ+3qxtM8JEyakjCbUvSQVORt1zgeIjkxOPjlxZKJrHOHlyIye56znOvsNSy9Nt65p1zX9ejb00Bz/yYCaWfT5558PF6lS2h7/gVPaTm1vttRNqJmb/e9SFzIRXWXs68XWPnUwM2DAgGA0oV7qhq0IsQdIWdItTxYu+8oriSMT3WW6fPmq9ZYjc7pwpwal0+bk7iwr3SvhX8jTA3Ny6SanZNou/4E+2t647vHQtNxap4ZwIrrwvhz3vl7M7VOjCf2bEIcNGxZeHIu8CBAdmZx44jPe34YOnbLecmROfaVqUHpWRrbUyP2brHTjXS5PpCjaPm2ntlfbHcdOqqNHrU/9z4guvC/Hua/TPl0wXfyYMWPCi2JRJQHywQdz3aWXjnWHHfa4N+ri/vsnp9wEVNq6dIep/tamzdBSlyMzcQWITrP9Izv13VbWqI9saTv9vnBtf7bdBQRIdkrbl+PY12mfCQUZIF27vuTeeusbt2jRcm+ys54933C9e/+71LK+5COT0pYjM3EEiE6N/RukNDNwvuycPm2vtlvbr3pkM2U2AZKd0vblbPd12uc6BRkgYbr5T3eQ+8oqO3r0dHOjQkIcAeJPPti0adOc7xYoi7Zb2696qD5WBEh2ytqXs9nXaZ/rFEWA6C5yTYDoK6usjkxOOGHdRImILtsA0cy/er8efJOrFyQzpe33H+CjelkQINkpa1+27uu0z1R5EyDZUBeWJkdDxcsmQHTHrH/Ha64NhbTyA0D1stwRTIDkDtrn+go+QDTe++9/H1tUkx9WpWwCxJ/+QTc/FRL/Zi7VLyoCJHfQPtdX0AHy5JNTvQvqGu+NymENkGeffdZ7n6ZfqOo7eOOm+vjTSqieURAguYH2WbqCDZAxY6a7c84Z5ZYtY4rsymQJEE246N/Jqzl8CpHqpfqpnpnMXuwjQKoe7bNsBRkgetDTWWeNckuWrAwvQgWzBIh/97omaKvsiecqi+rlz5IaZZptAqTq0T7LVpABcvjhj6cM0fNfBErFswSI/7CdQj268/lHeapvpgiQeOneMHVtR3muD+2zbAUZIKg6UQNEj+FUeT0vJN9uyIpK9fOfi5Lp40cJkHgNHPiRdzCpaUwyQfssHwGCWEUNED3LWeX1RLVioHqqvqp3JgiQeD300PtegChIMkH7LB8BglhFCRD1u26xxRZe+bgf85mrVE/VV/XOpD+dAIlXlAChfaZvnwQIYhUlQCZPnuyV1Xw8xcSfR0n1T4cAiVeUAKF9pm+fBAhiFSVAbr/9dq+snmBYTFRf1Vv1T4cAiVeUAKF9pm+fBAhiFSVA2rRp45UdMWJEeFFBU31Vb9U/HQIkXlEChPaZvn0SIIhVlADx736dO3dueFFBU31Vb9U/HQIkXlEChPaZvn126tTN1amzlxs37q3wolgQIEUm0wCZP3++V6527drhRUVB9Vb99T2UhwCJV6YBQvvMrH127TrQNWnSw02c+EV4USwIkCKTaYBMmjTJK9eiRYvwoqKgeqv++h7KQ4DEK9MAoX1m1j4vu+wV7/ucNOnb8KJYECBFJtMAGTZsmFeuc+fO4UVFQfVW/fU9lIcAiVemAUL7zKx9EiCIVaYB4k+b0LVr1/CioqB6q/7ppscgQOKVaYDQPjNrnwQIYpVpgNx7771eue7du4cXFQXVW/XX91AeAiRemQYI7TOz9kmAIFaZBkjv3r29cjfccEN4UVFQvVV/fQ/lIUDilWmA0D4za58ECGKVaYBwhJfZER4BEq9MA4T2mVn7JEAQq0wDhD7mzPqYCZB4ZRogtM/M2icBglhlGiDDhw/3yhX7KBd9D+UhQOKVaYDQPjNrnwQIYpVpgPjj7Js3bx5eVBRUb9U/3Th7AiRemQYI7TOz9kmAIFaZBsiCBQu8crVq1QovKgqqt+qv76E8BEi8+vV73e2++41uwICJ4UUpaJ+ZtU8CBLHKNECkQYMGXtnvvvsuvKigqb6qt+qfDgESr9tvH+Dq1Wvu+vQZGF60Htpn+vZJgCBWUQKkXbt2Xtl0/ayFxu9fV/3TIUDi5Q9PvfXWW8OL1kP7TN8+CRDEKkqA3H333V7Z888/P7yooKm+qrfqnw4BEq8oAUL7TN8+CRDEKkqAfPDBB0HZtWvXhhcXJNVT9VW9Vf90CJB4RQkQ2mf69kmAIFZRAmTNmjVum2228cr/5z//CS8uSKqn6qt6q/7pECDxihIgtM/07ZMAQayiBIhce+21Xvli6SbwuwdU70wQIPGKEiBC+yxf9+7jvAB5++054UWxIECKTNQA+eKLL7zyGja4aNGi8OKCovr5wyNV70wQIPGKGiC0z/JNnfqj69v3HbdixarwolgQIEUmaoDIkUce6b3nlltuCS8qKKqf6qn6ZooAiVfUABHaZ9UhQIqMJUAmTpzovadevXpu8eLF4cUFQfVS/VRP1TdTBEi8LAFC+6w6BEiRsQSIHH744d77rrrqqvCigqB6qX6qZxQESLwsASK0z6pBgBQZa4BoyOBGG23kNt54Y/fRR+XPU5RvVB/VS/XLZGhkMgIkXtYAoX1WDQKkyFgDRK644grvvfvvv79buXJleHFeUj1UH9VL9YuKAImXNUCE9um8EVd6dez4tFu9ev1hvv7yuBAgRSabAFm6dKnbcccdvfdffPHF4cV5SfVQfVQv1S8qAiRe2QQI7XNdQOj14otfhhcTIMhONgEi77//vttkk028dQwdOjS8OK9o+1UP1Uf1siBA4pVNgEixt8/kADnuuOFu1arUsxACBFnJNkDkkUce8dZRvXp198orr4QX5wVtt7Zf9VB9rAiQeGUbIFLM7dMPiL/9bYT37/PPp94vQoAgK3EEiPijQjbddNOcGlaYCW2vtlvbn+2oHQIkXnEEiBRr+/QDYvz4r7x/O3QY5lauXL3e8rgQIEUmrgCRCy64wFtXzZo1vR/SfKDt1PZqu7X92SJA4hVXgEgxtk8/INasWes6dXrW++9nn/1sveVxIUCKzFdffeU1zjp16rhff/01vDgSTebm76Qbbrihu++++8JFcoq2T9vp75yZTEaXjv+Dt9NOO7lVqypmuohi0qZNG+/7/Otf/xpeFFkxts/kgBg3bqb33+3bPxmchRAgyIr/NDO9GjZs6AYNGmRqqMnuvPNOt8EGG3jr7NixY9rHbFY2bY+2S9un7dT2ZmvOnDnu9NNPD75LvXbffXc3fvz4cFFk4OOPP3aHHXZYyvepKTv+97//hYtGVkztMzkgdBZy8smJs5BhwxLfIwGCrL3wwguuRYsWwY6qcebZToc9cuRI76xG69NU06NGjQoXqRLaDn/Kb22ftjMbv//+u+vdu3fQzVCjRg131FFHub/85S/B96mj5xkzZoTfilLMnz/fde3a1btJTt/dFlts4X2f9evX9/63/t6tWzf3888/h98aSbG0z3BAvPJK4iykXbsn3PLlq9Zbni0CpIg99dRTbrvttgt++E499VT37bf25wZ888037tBDDw3Wp+6Izz5b1/9amfS5fneIXtoubV82nnnmGe/akb/OTp06udmzZ3vLdMOXnhBXu3Ztb5lG0Fx99dUFOzdTtv744w+vy8b/Ua9WrZq78sorgxl1Fy5c6C699FLvDmwt1zxQ/fr1y6qbsNDbp4QDQmchJ574jPe3oUOnrLc8WwRIkVu2bJm7+eabg1Ef+rdXr17e3y1Wr17tHnjggZQjyJNOOsm9++674aIVQp+jz/OPaLUd2h5tl5W6V5J/ePbdd98yR/b88MMP7txzzw36suPqJiwkY8aMcU2aNAm+z/bt27tp06aFi3k+//xz17Zt26Dsbrvt5saNGxculrFCbJ/JSguIsWNneH9r02ZoqcuzQYDAo6OfU045JdhRdWYybNiwcLGM+UeQ/k1deh144IHezqIf2ThpfVqv1u9/lj5Xn6/tsPrpp5+87hU/DNS9ojH5mezsmrPo4IMPDrYnjm7CfPfll1+6o48+OvhOdt1115Ift7HhYqV66aWX3M477xy899hjj82qm7AQ2ufChb+H/1RqQCSfhZS2PBsECFLoR26//fYLGrp+BLOZwE07z3XXXRdMRa2Xjr50RK8RTDqajNrNo/J6n96v9fhHc3rpc/R52fwIqHvl3nvvTele6d69u+mBRQrh5G5ChXQ23YT56JdffvHmcdL3qO+gbt267v777/e+5yjUTXjPPfekdBP26NEjcvtJlo/tc+7cJe6aa17zguDxxz9JWVZWQIwePZ0AQeVQd8vAgQO97hc1eh2Bq1vmxx9/DBfNmLrE9GN6/PHHpxz1+a8tt9zSHXTQQa5Lly7unHPO8R7ZqQfo6F/9b/1dy1Uu/F6tT+vV+q1db77Ro0e7XXbZJVj3McccU2b3SqZK6ybU/852W3OdztQefvhh78zN/2HW8FRdOM+G2mG4m1DtNZtuwnxon8uW/eEeeuj9ks8Z5IXAIYcMXu9RtWUFhM5CTjjh6TKXWxEgKJOOpHQh2J9SQUd+OgLMdqZT3X+iLgmtu2XLlsEPa6Yvldf79H6tJ9v7WaS07pW4p8HQmUec3YS57M0333T77LNPUFc9x+KTT1KPlrP14YcfpnQT6sw5jm7CXGufa9fqutF0734OPwBuvHGC++mn38JFKx0BgrTU16w+Z38HUV+0dow4ff/9927ChAluyJAh3kt3IusIT//6f9NylYtTXN0rUehHzp+iW6/rSn4EF2fRTZhLfvn6a9f1pJOCumkW2REjRoSLxaq0bsI4RjQlq6r2+emnP7mzzx4VBEeXLi94zznPFQQIMqZ+XY2C8XdUjY7RKJl8VFb3SmXdZKbuFo3OOrBhQ9en5PMXbbihc+eeq075cNH8oKnGb7jBvb7JJq5TSX0222wz78d1+fLl4ZIVQl1DGj1YKN2E8+er23Oia948ERxHH/2ke/nl6d7ZSC4hQBCJxuFrPL5/0VHj9LMdTVLZ1L2y9957B0FYEd0rmfp98WI3++qrnatevWRvLNkda9d27u67dcU4XDQ36RdN06Zvs423/UtLXq+eeab78bvvwiUrhboJdT+T//+tzkx0v1O+0JQjgwdr2PhjXnDoesc///med/0jFxEgMNGdwbpDOHk8+4MPPpjVjV4V7euvv/bG4Fdm90rGNCRV8z8pRPTaeWfnXnwxXCq3vPOOcwccsG6bW7RwbvLkcKkqEe4mbNWqVVajCSvDhAlfe8/w8LurevQY7777LrvrJxWNAEFWNFeR5izyd9Q999zTvfHGG+FiVUpPcrv++uuD0TXqXrntttsqrXslEs2ltfvu636U27bVbcvhUlVr7lznunRxboMNEtu49dbODRmSOBvJIX43YXg0YTZDaCvCjBkL3YUXjg6Co3Pnke799+eGi+UkAgSx0DTUyfNBaXI4zfxbldaW/KDpqW7+XEOaqO7MM8+M/UJn7HQW17+/c/XqJX6gN97YuUsv1Z1j4ZKVa8UK526/3bnNN09sV0kgu549nVuyJFwyp2gUVPJowlq1annTzmQ7mjBbixYtd3fc8Z+SE7dHveBo3XpoyRnx596Q23xBgCA2K0p+YO64446S35fNvR1VO6zGyS+pgh+Yd955xx1wwAFBoGlY5eQc6V7JmCYQ7NbNuY02Svxg16/v3IMPJgKmsmmSvz//ed2ZkZ5/MmtWuFRO02hCTXTptwlNwf9iFXQTaoTfo4++5Fq1+ocXHC1bDnR9+rxdEnQrwkVzHgGC2M2dO9edddZZwRTajRo1co899ph3RlDRdHahm7r8z9566629IZaV8dkVRlOaH3nkuh/vPfd07vXXw6UqxpQpzh1xxLrP3msvddaHS+UVTbmvqff9IKnMSRVfffVVbyRj7dp7lpyxX+guuWRsSQ7/Ei6WNwgQVBhNHJc8/0/z5s3d22+/HS4WC5396LqGf/aj6x09e/b0rn8UDD1V7y9/Wfdj3rGjnhAWLhUPDWe+6KJ1Zz8NGjj30EMa/xwumZc02KN///4pown//ve/V9howunTp7sOHToE+8Kuu+5ZEmTvhIvlHQIEFe6JJ55w2267bbDznHHGGd6DreKiZyhoRJW/fj1eVo/uLUi6DnHHHeuuQ2j477XXql8kXDJxUVujzEp+uFzDhs5Vq5b495hjNDd92Re9H37Yubp1E+vX9ZfLLtMdl+FSBUGjCS+++OJg2niNJvznP/8Z22hCzeag55onz+bQp0+fKr/+EhcCBJXit99+czfeeKP3ACbtSHogkx7MpAc0WU2ZMsUdccQRQXDo3g7dDVwU5s1z7uyz142Eeu211OU681JwaFlZLwVJ+AxNI5T85e3aOffFF6nLC5RGE7Zu3TpoS3vssYd7PYtuQn8+OX9uLI0AO++887KaTy4XESCoVHoAkx7E5O+oekCTHtQUhe4Wv/DCC4N7UBo0aOAGDBiQ0TTrBefDD13JIa0elZj695NPToSAziT69dMzeBNnKTrzSx7hpXLJdFYyaFBiOHER0tM6k0cTahLEmTNnhouV66233nJNmzYN1nHIIYd483YVIgIEVUIPZNKDmfydTM/D1oObyqPRK3379vXmq9J7NH/V5Zdf7s1nhSQ6clY4bLaZJlMKL03Q37Vc5XLsvp2q5o8m1HBftbNMRxNq/q3OnTsHbXr77bd3w4cPDxcrKAQIqozOGPSApuT5qPQAp9Km+9bMuJoh19859dzsL4qkeyWy009PBMMtt4SXpNJylTvjjPASOPUSznNnn3122tGE6p696aabgnm41D2riRaz6Z7NFwQIqpwe1KTnYfsz4upBTnpets44wqNX9KyOl19+ObwKJNtxx0QwpBuaqrMQldPILpTpvffe85714bdBjSb873//6y3TPFuNGzcOlp122mlF9cAwAgQ5Qw9u0vOx/Z1RI2L80TEKlUIavVKhatRIBEO6qVp0hKxyJUfOSO/JJ59MGU3onznr1axZMzdp0qTwWwoeAYKco+dk+xcy1X1w/vnne88nR4aiBkjNmuElKIM/mtA/sNH1uMGDB2f1NMR8RoAgJ6n7Ss+OHjVqVHgR0qELq8JNnTrVu3+ksp4fk6sIEKDQnHZaIhh69w4vScVFdGSJAAEKje7hUDDobnWG8aICESBAIdI8WQoH3TCoGwd1A6FuJNRU9g88UPaNhEAEBAhQiHTT29FHJ0KirFf79utPZQJEQIAAhUo3vGmaGAXFllsmJkbUv/rfTz9d9mSKQIYIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmPw/SP3SInnqY10AAAAASUVORK5CYII=)
| Product Number | 4H30-1-2P |
| Purity | 97 % |
| CAS | 926921-67-7 |
| MDL Number | MFCD09879937 |
| Molecular Formula | C12H13N3O |
| Molecular Weight | 215.256 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-1-2P
CAS: 926921-67-7
Molecule Weight: 215.256
Formula: C12H13N3O
![2-Methyl-6-{4-[(methylamino)methyl]phenoxy}pyrazine](data:image/png;base64,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)
PN: 4H31-1-47
CAS: 912569-67-6
Molecule Weight: 229.283
Formula: C13H15N3O
![4-[(6-Methylpyrazin-2-yl)oxy]benzyl alcohol](data:image/png;base64,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)
PN: 4H07-1-62
CAS: 906353-02-4
Molecule Weight: 216.24
Formula: C12H12N2O2
![4-[(6-Methylpyrazin-2-yl)oxy]benzyl chloride](data:image/png;base64,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)
PN: 4H07-5-45
CAS: 921939-00-6
Molecule Weight: 234.68
Formula: C12H11ClN2O
![4-[(6-Methylpyrazin-2-yl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-Q2
CAS: 906353-01-3
Molecule Weight: 214.224
Formula: C12H10N2O2
![{3-[(6-Methylpyrazin-2-yl)oxy]phenyl}methylamine](data:image/png;base64,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)
PN: 4H56-1-J4
CAS: 941716-89-8
Molecule Weight: 215.256
Formula: C12H13N3O
PN: 4H30-5-22
CAS: 1018827-50-3
Molecule Weight: 237.69
Formula: C11H12ClN3O
![N-Methyl-3-[(6-methylpyrazin-2-yl)oxy]benzylamine](data:image/png;base64,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)
PN: 4H31-1-44
CAS: 912569-66-5
Molecule Weight: 229.283
Formula: C13H15N3O
TSCA: Not listed on TSCA inventory