| Product Number | 4H07-9-27 |
| Purity | 97 % |
| CAS | 915707-60-7 |
| MDL Number | MFCD09702405 |
| Molecular Formula | C11H9BrN2O |
| Molecular Weight | 265.11 |
| Units | Price (USD) | Availability |
|---|
PN: 4H07-9-27
CAS: 915707-60-7
Molecule Weight: 265.11
Formula: C11H9BrN2O
PN: 4H07-9-28
CAS: 915707-62-9
Molecule Weight: 265.11
Formula: C11H9BrN2O
![4-[(6-Methylpyrazin-2-yl)oxy]aniline](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABWGAAAVhgFgXgxeAAACJXpUWHRtb2xTb3VyY2UAAHiclZRtb9owEID/ysmfF78kIQFEqFCrSZPaTlo7ad8mkxgaicSVE97+/c5JYDGwoEHgnLt7zvbd2bOHQ7GBnTJVrsuECMoJqDLVWV6uE/Lz/as3Jg/zWYpO6FhWCfmo688pY/v9nqYfqpAHXdJUF6S1Tw9V7vjsA6rNmvmcC/br5fmtYby8rGpZpgqpKp9WjfJZp7JuVvGPKVghzS4vWevOCrNro/32uX04PVQZ+buXR7QtEIVVvlGw0qaQNex8TvHhX2CtSmVkrTJYHlEd0BD3Pp+9POl0W6iyxqGNkKdy81abbYqKQm9UusVgOPj2lJBCICBrXSyMkUewI6uWAqQPMgAZghyBjEDGIMcgJyAFxx/aBToI9BDoIkaY842yk74fPxWuHOz3tfn/Do/Qf3/FlPkJwcVyjNWJEQ2CMD6JTunTKIpDEKgMYsA94we87tXrrGfZQZ7r3loJHHFKj9M4tiF8GggrA8rHVoY08q3E6Sf/837iT/Eu47YSU8zOOZ7PlrrMekPIs4QsBWmS/0OtKr/LPwFtMmWwpW0A69oHfBew1ToDi1tA4AK2tsNA6AK2E4aBkQvYvhkGIhewXTa86dgFbE8OA2MXsB08vKSJCzT9PkxYu1O65nzcYS7L3Zyn4a0I/wZzp+bioujteb3DhFc5u4uMrgop7vSKiK769zbCeseFna4vHF5dbax37zG87ed/AFzCxVQScnicAAAz40lEQVR4Xu3dC7xVY/7H8THjMmFM5DJuGfe7phlMrrlfI/6k/2CQa/E3IxlmiKQxYkIY/0FKF0SayZ1QuQwSKZO7kmgQoiKk8vzPd53/s84+zzm7s9Zvr3P27fN+vdZLznr2qb3X86zvXuu5rB84AAAMfhD+AACAJAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAA4P/NmDHD9ezZ0+2www6udevWbqWVVnIbbbSR23XXXd0ll1ziXn311fAl7gc/+EG0NSVpuXJSWe8GAIyuvvpqt/zyy8cn+nxbKN/PQ0nLlZPKejcAYHDttddGJ/flllvOnXjiie6pp55yX3zxhfv222/de++955577jl32WWXuW233TZ8aeJgSFqunFTWuwGAlGbNmuVWWGGF6OR+++23h7ublDQYkpYrJ5X1bgAgpT/+8Y/Rif24444LdyWSNBiSlisnlfVuACClnXbaKTqxjxs3LtyVSNJgSFqunFTWuwGAlNZYY43oxD537txwVyI+GJJulaSy3g0ApORHXi1evDjclUgYEE1tlaSy3g0ApJTVFUhTkpYrJ5X1bgAgpWL1gUyePNn16NHDbb311q5Vq1Zu3XXXdfvuu68bPXp0zqtKW9PvGgAqmB+Fdfzxx4e7EgmDIZ+wnILrb3/7m5s6dar76quvoiugsWPHunbt2kWz3stB0+8aACqYnweiSYQjR44MdzcpDIZ8kpabPn16tIxKOWj63QBAhRswYEB0cleIdOvWzT399NNu/vz5btGiRVHAaCZ6v3793HbbbRe+NHEwJC2nv69Nmzbhj0tS0+8GAKpA//793Y9+9KP4RJ9vC+X7eaipcvPmzYuWUOnQoYPr3bt3uLsk5X83AFBl3nnnHXfOOee47bff3q222mrRarxt27Z1u+22m+vTp4977bXXwpc0GQxevnJhQO23335uyZIlYbGS1PDdAABa3Jw5c9ydd97p1ltvPde3b99wd0kiQACghIwfP95tuOGG4Y9LEgECACVkwYIF0a2zckCAAEAJefTRR6O5IOWAAAGAItBjckeNGhU9RlcPrpo9e7YbMmSIW3/99d3DDz8cFi9JBAgAFIHmlnTt2jXq79CCjlrK5KijjnITJ04Mi5YsAgQAAh999JFbc8013Z577hnuQg4CBAACEyZMiOZkaGIh8iNAACBAgCRDgABAgABJhgABgAABkgwBAgABAiQZAgQAAgRIMgQIAAQIkGQIEAAIECDJECAAECBAkiFAACBAgCRDgABAgABJhgABgAABkgwBAgABAiQZAgQAAgRIMgQIAAQIkGQIEAAIECDJECAAECBAkiFAACBAgCRDgABAgABJhgABgAABkgwBAgABAiQZAgQAAgRIMgQIAAQIkGQIEAAIECDJECAAECBAkiFAACBAgCRDgABAgABJhgABgAABkgwBAgABAiQZAgQAAgRIMgQIAAQIkGQyDZBf/ermaGtK0nK5/Gs6dBjk3n9/frg7ZvndAJCLAEmm7AJEW8+ej4a7Y5bfDQC5CJBkyi5A9thjSPTfiRM/CItELL8bAHIRIMmUXYDcdtuU6L9duoxyS5YsDYuZfjcA5CJAkim7AFm0aIk7/PCR0Z/vumtaWMz0uwEgFwGSTNkFiIwfPzP68957D3Xz53+btxwAWBAgyTRLgCTd0ghf06PHg9H/X3nlv3JKNSyHbH3yySdu6tSp4Y+BikKAJFO2ATJ9+ly30063RJv+nK8csrF06VJ3yy23uBVXXDFqWJ06dXIffND4QAagnH366adu//33j+q5tquvvtp99913YTG4ZgqQpiQtl6ux1/Tv/0z0M12NeI2VQ2Geeuop94tf/CJuUH5beeWVXd++fd3XX38dvgQoOwqJa665xrVu3bpBXd9iiy3cQw89FL6k6pV1gMyb903UD6KfT5gwM2852Lz33nvumGOOiRvRD3/4Q3fKKae4G2+80a2//vrxzzfaaCN31113hS8HysbDDz/sttxyy7hOr7nmmlGY/P73v3crrLBC/PODDjrIvfnmm+HLq1ZJBMi0aXNc797j3CGH3OH23PM2d+KJY+JA8MLXeCNHTot+3rnzyJpvEEvzlkNyX331lbv44ovdj3/847jh7LHHHm7y5MlNlnn55ZdzfhNQ2hQGBx98cFyHFRbnnHOO++KLL+qVUXAsq0y1KokA0Z/POOMBN3XqR+6bbxa71177xP3mN6PdmDFv5H2Np7kgmhOifUOH1s4RaawckhkxYoTbYIMNEl9dzJw5s+bz7xKX11XKqaee6ubMmRMWBUqGTv49e/ZscHXxxht155yQbmGFVyk33XRTzTloSVi0apREgAwc+Lz7/vucAjXefntudFXhha/J9fzzH0T7/Cz1xsp9+eWi8EfIMWnSJLfLLrvEjSNt/8aTTz5Zr5/kpz/9qfvrX/9K5yNKik72N998c3Ty93VV/RsPPljXj7osqs/qVM/tJ2nXrl00aqsalUSANEZXIlo40WvqNVofy5cJy91446ToZ716jXUffJB/IcZq9OGHH7qTTjrJLbfccnGDOPbYY937778fFm2SH6m11lprmRon0Jz0JUcn+9wvOQMGDDB9ydFw9tNOOy0a5ut/39FHH+3efffdsGhFK9kAGTfuXde16z3x/zf1Gq3Qq8BprNzNN78U/3yXXW51N9zwglu4MH2lqSSLFi1yf/nLX9xPfvKTuAHsuOOO7l//qj+vxmLevHnu3HPPrXd74MADD1zm7QGgueg2q07uvi7qpK/brAqBQk2ZMsV17Ngx/t3qE7zooouiPsJqkGmAZEWzy3X76tln038LzkeB5JdA0XbAASPc/fe/1eDWWTUYM2aM23TTTeNK/7Of/cwNGTKk5rPI9sN466233CGHHBL/PQoUjWr5/PPPw6JA5nQS7927d72BHnvuuWezDPQYNWqU+/nPfx7/PRqlOHz48LBYxSm5AJk792vXrdu9NZebM8NdBdM6WoMHv1yvr+S3v/2ne+WVj8OiFWnatGlun332iSu5JgVecMEFbsGCBWHRTDU2RPLvf/97VXc+onnp5B0ONb/77rvDYpn65ptv3GWXXeZWWWWV+O/t0KGDmzhxYli0YpRUgMyZ81V02+qpp94Ld2Xq008Xuj59Jrgdd6zrM9EwYv39leizzz5zZ555plt++eXjit25c2c3ffr0sGizaWyS1vbbb+/Gjx8fFgXMpkx523Xs2CmuYzqZ66Suk3tLmT17tjv++OPjfkX994QTTnD/+c9/wqJlr2QC5JNPFrpjjrknGlHVUl59dY476aQxcYjsvvtgN2jQ5OhKpRIsXrzYXX/99W6NNdaIG9S2227rHn/88bBoi9EyEaeffnq9zsf/+q//qrrOR2TLfyncYovfuzZtOtSctJd3xx13XFGX23nuuefczjvvHNfzVVdd1f35z392335bfwHYclYSAaLbVrryeOaZWeGuFvHQQ2+7gw++PQ6STp3ucI89NiMsVlYee+wxt/XWW8eVVyFyww03RKFSCrQg41577RX/+1ZaaSV34YUXui+//DIsCuQV3pZu125ATfu90E2cWDfptZjUrzh06FC37rrrxnV94403dqNHjw6LlqWSCJBjj/2HGzu25W6nNObrrxe7//3fF6NRWj5ITjvtfvfWW5+FRUvaO++84w477LC4suq21VlnnVUT0nULTpaSe+65p17n43rrreeGDRuWeYc+Kk/+gTGlV3fUz/inP/0p+qLk6/ree+/tXnnllbBoWSmJAPEVoLFtwYKWnQD4n/8scOef/3j892u13379nnKff95y91At5s+f7/7whz/Eq+Vq22+//dyrr74aFi05uqTv169fdInv/+2//vWv3fPPPx8WBWq+JM2NVq7wbbSchubPmDHDHXnkkXE9163c7t27R/2U5agkAqQUTZ78YbSciq+kHTve5kaMeMUtXlxa/SOavDd48GC3zjrrxJVSQ3TvvffesGjJU+fjb3/723qdj/p//RzQ4qlXXPGM23nnuvle5To5eNy4cW677baL2+zqq6/uBg4cWDK3mJMiQJZh6dLv3T/+8brbd99hUWVt3/56t9de57tHH30yLFoUzzyj5ex/FVfC1VZbzfXv3z+aJFjOdOWhKxD/vnRloiuUSup8RHJa706LpvqVt7VpwM0LL5T3FwsNY9fK1m3atInr+lZbbVVzfnk0LFqyCJAEdBvt6qufc9tue4Fba62ONZedKze58FpzmjVrVs3V0W/iSqcFDLt16+Y++uijsGjZ0n1s9YWoT8S/T3U+qs8E1UOjMo8++u44OPbZZ5gbNeq16MtdpdDE2rPPPrveMPtDDz00mohb6giQFKZP/4878siT4oPc0ss6a2HDSy+9NFro0P8bdtttN/fiiy+GRTOhdbI0T0Mrjurv1ab5JFo7S//1P9N+LSbXHAGmUVkanZXb+ajRWzxWt7LNmjWvpm09EgeHbltdddWz0SoVWVO9Vf1NUs/VHtQumsPrr79e70mI6s/s1atXtDRQqSJADBqbWd3cyzrfeeedrm3btvHfueGGG7o77rgjLGamcFLj6NOnT3SCzu3QTrNpba199903uuWkW2xZ3U7TPBHNF/F/jzofNZ9E80pQObRqtlbnzl3X7swzH3IzZmSz/I3qo+ql6qfqae5acGk2tQ+1E7UXtZukq1Yncf/997vNN988/ru0OOmgQYOi/s5SQ4AYNbas8w477JD5ss4vvfSS23333eO/o1WrVu6SSy5xCxcuDIumpvfwwAMPRKvv5l7V5G7qyNaKumos2tSprW9mmmnrf5Zb2cNNK57qKYb6XLIYXqnGqhns/vfr87/22mtNK6oiW/6Er5O/FjfNx5cL3XvvGzXfwIfH+484YmQmq1Ko3qn+qR6qPoZ11G+qx75Oq36rnqu++5+pHeSuWp27qf2oHak9ZVEXFXRXXXVV1K/p/4727dtHj5cuJQRIgfQNOFzW+aijjip4ZvXHH3/sTj755Kh/w//erl27Ro+ZLZQe9qTbQrnPRNCmv0ud8rpsvu+++6I+nqSjQtRodAmuhRq1YGLustl+0xWUTvaFhp+u9LSWVu6/X1eEjzzySFgULcif+LXp8Qr5NBYgWjjV/1xPJR02bGr0hNFCqJ6pvuVeuftN9VP1VPVV9TbpSV/tQe1C7UPtRO0lt41qU71U+8rioWr6HQq+5jgPZIEAyUi4rLPu2WtZ57Qzq/N983j66afDoqmp871Hjx71VidVx52WWleHteaSZEnhqlt7etRt2MC0PlGhS16r8zF8ZrVW/y2HzsdK5APAzwqfOLHxZUQaCxDNv9LCppdf/nS0MkUhVK9Uv8IvSKqHqo9Z3/ZUu1H7UTvK7QhXO1N7U7srlB4n3Vx3IgpBgGQsXNY5zcxq3fvcbLPN4teuvfba7tZbby343qcWktPTBXNvU2neyOWXX57Jt6Qk9EwGDTjI/TeoH0efV6H0jVCN1/9eBYqeR1LKnY+VyAfDbbfVPlpaj5rWENxQYwGSFdUn1StfF1TfVO9U/1qC2pPaVe68LP90zywWdBw5cmS9Kyo9fvr2228Pi7UYAqQZqKKoky53WWfNa8i3rPNrr73WYPTFeeedl8kJUGPKcwNNlU+3f4o1p0Lf/vSMhtzPRu89i0XvdP857HzUExILDWAk44NB61P5JUbuumtaWKxZAkT1J7cNqX6pnmV9tZGU2pfaWe7JXu0wizkejY3G3HXXXZttNOayECDNqKllnRsb/92pUyf39ttvB78pPd0K69mzZ/x363K6FC55PV3Wq6/Iv29Npsri0be6l61nsed2lupZ7XqcKZpXbjCMHz8z+rMm/4VDb7MOENWb3Ml4qldZ3DbKgtqb2p2/baz2qHaZxehEPXY6nA+mjv/mGE6fDwHSAhpb1lnzN3KXWc9yBqo68HXS9L9bi7a11CV8Wg899FB8ua/GpQdcJbnd1xTdStBjS3M7H3Wba9KkSWFRZCQMhh49Hoz+/8or6z8mOSxnpXqi+uK/JKkeqT6VIrU/tUNfF9U+Cx1o44UrUmho8hlnnNEiXxYJkBbS2LLO2rJeA0cnSH9CVl+Annte6rdw9I0p90mJ+laVdFRMU/T40txOfF3toXmEwTB9+txoMVJt+nO+chaqH7nfvlV/WvKbt4XaodqjH/ShdprVF5rG1sTT0xCbGwHSwjQqy09CVCd5lqtwqhPe9y3od+vKp1yoAWhYpK/8up9d6CitXLpn7H83mkdjwdC/v74d3xxdjXiNlUtD9SK3v0P1ptS/JOVSu1T71L9d7VXtNisaEaZRm/rdusvR3GhNRaChpzrARx99dLjLTPeB/TcbTXhqycfVZmnAgAHxLQmdJLK4VywaBk2ANK/GgkEr6PpFECdMmJm3XFKqDz48VE9UX8qR2qfaqd6H2m0W/X+ehg7r9+oKrbnRmoog6wDR7GyNC9fv1L3QLK9qimHIkCFxiKgRZNEnQoA0v3zBoJV09fPOnUdGkwPzlWuK6oG/baX6oXpSztROfd+F2q/acRYIkAqXZYDoiWZ+PZ9tttmmaMMWs6Zvlv6Ef/7554e7UyNAml++YNBcEM0J0b6hQ2vniDRWrimqB/4YluuVR0jtVe1W70ntOIsnFBIgFS6rANEqwH7i4SabbBIPD64Umgvjv20WeolPgDS/ZQWDlmXXPj9LPV+5fHT8/VWp6kUlUbtV+9V7U3sudHVvAqTCZREgupw//PDDo9+jjrhp0xpO2Cp36hj1o7M0zr+QyYYESPNrKhi0PpYvs6xyIR13P89D9aGcOsyTUvv1A2DUrgu5bUuAVLgsAuSGG26IT4jFXMqguWloph+aqM5TKwKk+TUVDFqhN3eZ9qR8p7nqQakP1S2E2rGvo2rfVgRIhSs0QPSNzC+2qJWAK52ev+IblnXtLAKkPOl4++OmelDp1J71XtW+rVfcBEiFKzRAjjjiiOj1mpSYxXpZ5cAve6KF8izzQwiQ8qPj7BdG1PGvBmrPfrKx2rkFAVLhCgmQxx9/PD4RVtPzwbW2kb9HrKW60yJAyo+Os46XjnuprG3VEtSufV1Ve0+LAKlwhQSIZpfqtXocZ7W5+OKLo/eu5zykvQohQMqLjq9/noeOe7VR+9Z7t8wmJ0AqnDVAnnjiifgkqAXUqo3GzPurED1pLg0CpLzo+OpY6XhXytymNNS+fX1Vu0+DAKlw1gDx30qq8erD08OB9BlstNFGqYY6EiDlQ8dVx1fHSse7WlnbOwFS4SwBouWg/dLkY8eODXdXDS2B7SeUTZgwIdydFwFSHMOHvxLN/wifCbIsOq46TjrOWS15Xo7UzvU5qN2neRwDAVLhLAHiV5PVqJRKnEiVhn829CmnnBLuyosAKY4DDxwRzfnwCykmoeOq46TjXM3Uzv0oNLX/pAiQCmcJEL/UwUUXXRTuqjo33XRT9Fm0bt068Wq9BEhx7L//8ChAxo1LdiWh46njquOk41zt1N71Waj9J0WAVLi0AfLGG2/EJz89P73aqVPV385TMCRBgBRH2gDxx0nHtxo7z0Nq777e6jyQBAFS4dIGiF+2ZIMNNgh3Va127dpFn0m/fv3CXY0iQIojbYDoeOoY6fiiltq9PpOky5sQIBUubYB07tw5Kn/iiSeGu6qW/wyTjlAhQIojbYD4kUc6vqildq/PROeBJAiQCpc2QPxigsOGDQt3Va3Ro0dHn4meoZAEAVIcaQPEP9tGxxe11O71meg8kAQBUuHSBMjcuXPjE9/LL78c7q5auf1CSZ6DQoAUR5oA0XH0xyjp/f5qoHbvPxedD5py3nlXujXW+LU77bTmn8FPayqCNAHy7LPPRmXVqZh2+Y5KptE6yy+/fPTZJJkPQoAUR5oA8fM/dFyTjq6rBmr3ftCIzgdN6dt3jNtqqwtcr153hrsyR2sqgjQBouc+q6xm5qK+TTfdNPpsBg0aFO5qgAApjjQBouOo46Pjivr8zPwkz4G/4opnos/8wgvHhbsyR2sqgjQBcuWVV0Zld91113BX1fMTCq+44opwVwMESHGkCRAdRx2fap9A2Bi1f302Oh80hQCpcGkCpHfv3lHZAw88MNxV9Q466KDos7nwwgvDXQ0QIMWRJkB0HHV8dFxRn9q/PhudD5pCgFS4NAHyu9/9LnHZatOlS5fos9Fn1BQCpDjSBIiv6zquqE/tP2ldJ0AqXJoA8Y+4POGEE8JdVU+fiT6bU089NdzVAAFSHGkCRMeRut44X9eTPMKaAKlwaQKEK5D8uAIpfWkChCuQ/LgCQSxNgNAHkh99IKUvTYDQB5IffSCIpQkQRmHl50dh/eUvfwl3NUCAFEeaANFx1PFhFFZDjMJCLE2ADB48OCr785//PNxV9TbbbLPos7nlllvCXQ0QIMWRJkB0HHV8dFxRn9q/PhudD5pCgFS4NAHyr3/9KyqrmagLFy4Md1et7777jpnoZSBNgOTORNfxRS21ez8TXeeDphAgFS5NgHz22WfxiW/KlCnh7qr15ptvxp/L7Nmzw90NECDFkSZAdBz9MdLxRS21e/+56HzQFAKkwqUJEFlrrbWi8iNGjAh3Va0xY8ZEn8mqq67qvv/++3B3AwRIcbRv38O1bXuce+SRSeGuBnQcdTx1jHR8UUvtXp+JzgNJECAVLm2AdOrUKSqfZL5DtejVq1f0mey1117hrkYRIMXRtu0OrlWr9dy99z4U7mqUjqeOkY4vavn5MToPJEGAVLi0AXLttddG5TfeeONwV9Xacccdo8+kT58+4a5GESDFsfbaa0ef+T/+8Y9wV6N0PFVexxe11O71meg8kAQBUuHSBsi///3v+OQ3ffr0cHfVmTdvnvvRj34UfR7jx48PdzeKACmOtAGi46nyOr46ztVO7d3XW50HkiBAKlzaANG94fXXXz96TZI5D5Vu+PDh0WexyiqruK+//jrc3SgCpDjSBoiOp46rXqPjXO383Bi1/yR9fUKAVLi0ASLnn39+9Jqtttoq3FV1/Az0NI/sJECKI22AiI6rXsOMdBe1d30Wav9JESAVzhIgr776anwCnDhxYri7asyZMyee//HAAw+Eu/MiQIrDEiA6rnqNjrOOd7VSO/d1Vu0/qb///cUoQK66qumnFxaK1lQElgAR33Gc5pt3pbn88sujz2DNNddMNdmMACkOS4DouOr46nU63tXKX4mlHVDw7beLo3k3Cxcmbx9WtKYisAbInXfeGb1OHYxvvfVWuLviffPNN26dddaJPoOLLroo3L1MBEhxWAJEdHz1Oh1vHfdqo/btB4qo3ZcqWlMRWANkyZIlbosttohee9JJJ4W7K95NN90UvfdWrVq5jz/+ONy9TARIcVgDRMdXx1mv1XGvNmrfeu9q72r3pYrWVATWAJHbbrsteq3uD0+dOjXcXbG0HlDbtm2j9969e/dwd5MIkOKwBojoOOu1Ou7VtA6c2rXv51N7L2W0piIoJEAWL17sdthhh+j1u+yyS+KhfeXu4osvjt7zyiuv7GbNmhXubhIBUhyFBIiOs463Xq/jXw3UntWu9Z7VztXeSxmtqQgKCRDRipx+dc4kS5mXu5kzZ8a3M/r27RvuToQAKY5CAkR0vPV6HX/Vg0rnl7RX+06y8m6x0ZqKoNAAkVNOOSX6Hauttpp7++23w90VY+nSpW7vvfeO3queiZB04mCIACmOQgNEx9s/C0P1QPWhUqkdqz3rvap9J6Hhuto6dBjk3n9/frg75stljdZUBFkEyOeffx73CfziF7+o2JEqfibucsst5x599NFwd2IESHEUGiCi467jr99TqSsxqP2qHes9ql2rfSfhg0Fbz5752wcBUkGyCBB5/vnn3QorrJDqG0s5ee655+L317Nnz3B3KgRIcWQRIKLjr9+j+qB6UWn8HQW9P7XrpHww7LHHkOi/Eyd+EBaJECAVJKsAkauvvjo+MVr7B0rRjBkz4ueg6JvZt99+GxZJhQApjqwCRMfff0NXvVD9qBS+n0eb2nMaPhhuu21K9N8uXUa5JUsa3uYjQCpIlgEiJ598clwBK2HMvJ665ue7aCLZu+82/TS7phAgxZFVgIjqgZ9IqvqR5Ol8pc7PbdKmdpyWD4ZFi5a4ww8fGf35rrumhcUIkEqSdYBootHhhx8e/U7NXi3nEPn0009rKvqvoveiIZyTJjX9JLskCJDiyDJARPXBD+1VPVF9KVdqp362udqvZcJgbjCMHz8z+vPeew918+fXv2InQCrIWWedFVWaww47LNxlptEqHTt2jE+S5Xg768MPP3TbbLNN9O/XveD7778/LGJGgBRH69ato8989OjR4S4z1QvfN6b6onpTbnJvW6ndWkcXhsHQo8eD0f9feWX9IcBhuazQmopgzz33jE+S11xzTapFAZdFldBfiWhTx1y5jM7Sw3I22WST6N+tMf8PPvhgWMTspZdeipfF1nbCCSeU5UmnnMydO9edeeaZ8Weu51k89dRTYTEz1Q8/N0j1JunDlopN7dF3mGtTe7WGh4TBMH36XLfTTrdEm/6cr1xWCJAi0GQhv1SBti233NI9/PDDYTETXQbn9omo47HU54ncfvvt8UOEVl11VTdhwoSwiInWU9Jn4Sdd5m76e7TSa6Gd86hPM6evv/56t8YaazT4zLUdc8wx7r333gtfZqJ6ouOo36v6o3pUytQO/UAAbaqblttWuRoLhv79a58HoqsRr7FyWSBAiuSLL76I+kL8pbi2gw8+2L355pthURON5vC/+yc/+Ym7+eabS27ZEz2y9LTTTovf/2abbeZeeeWVsFhqixYtqrmEvzKelKXtl7/8ZfQNWGsLrbvuuvHP9e01q/vz1e6xxx6Lb0FqU4jccMMNUb/FHnvsEf9cVw6XXHJJJutbqb6o3vjfrfpUao/CVbtT+1M71L9R7TLtaKt8GguGefO+ifpB9PMJE2bmLZcFAqTI3njjDXfggQfGDUCVS2PeFTCF0nhyP9lQm9bYKZUFGO+55x633nrrxf829Qdl0fDvu+++eicUdeLeeuut9WYwL1iwwP3xj390K620UlxOs5zL5TZIqXnnnXfq3TrV1bX6+XQbK9fIkSPr1ccNNtggk6sG1RvVH/97Va9Uv0qB2ptf20qb3n+aeR5NyRcMI0dOi37eufNI9913S/OWKxQBUiJ0T9cPXdWmse661VXo0g2a0ap7rn4mrxq3loou1vNEnnnmGbfvvvvG71NXCfqWWujV0Wuvveb222+/+PeuuOKK7rzzznPz5+df3mH69OnuiCOOiF+jETFaAbYShoe2BH22etSqPmv/GerYLuvpebrff+mll8YjqbTtuuuuBY+2U/1RPcq96tS/RfWtGNS+1M78rWq1P7XDpDPMk8oXDJoLojkh2jd0aO0ckcbKFYoAKSHqTB8wYID76U9/GjcC3TN98sknw6KpPfvss/Eqvv5kqSeetcTjcRWCWo4iNzi06eT9wQeNz5xNSt9y/+d//qden1KnTp1S9fuMGzfObbfddvHrV199dTdw4MCSXwm1WHQ8Bw8eHM/J0Lbpppu6e++9Nyya1/vvv++OPfbY+PXqp9IJ96OPPgqLpqL6lPulQJvqnepfoV/GklB7Urvyw3O1qd2p/TWHZQXD889/EO3zs9TzlSsEAVKCPvnkE3fqqafWq4RdunQpeDVSnRDVB5B7paNNnfhaYyjr2b2vv/569GS5DTfcsN7ft/vuu7vHH388LJ6K3suNN97o2rRpE//erbfe2o0dOzYsmog6M8Pfp5Fbhay/VYn0jd7P09Gm+/pXXHFF1O9koRVns/x9nuqX6lluvVM9VH1UvcyS2o3aj9pR7t+ndqb2VugXkc8+W+j69n0yCoL77qvfR9pUMGh9LF9mWeWsCJAS9vLLL8dDfrX9+Mc/dr1793ZfffVVWDQVnSz1mEz/jPXcbeONN44utXVvesqUKYmHGKpDVP/eYcOGuRNPPDG6v537e3UJr1tMhQaHPPHEEw2uGK677rqCG6roFsPZZ59d0BVNJdIVg39GtzZdMXTr1q3gKwbRlcGQIUMaXNGMGTMmLJqa6pvqnb+F6zfVT9VT1VfV26Qd+moPahdqH2onai+5v1eb2pXaV6EjrNR3odtPe+55WxwAgwe/XK9MU8GgFXq1Um9T5awIkDJw1113uY022iiuoBpTP2LEiLCYie5X6z52bod2uGk57b322ivadNtBtxr0X/+z3I7RcNNrdc87i6GbYZ+FTvI9evRolj4LfUvdf//947/L96lk0dFfTvL1Wbz44oth0YLl61OZNq3h0hxpqf7pffil4RvbVI+XVc+X9Vq1H/3bl9X/k8aTT86MOsD9iX///YdHVx9LlxbWV5g1AqRMqCFr9qqfL6FNozteeOGFsKiZRiFde+210TfuNddcs0EjSbKp879z587ub3/7WzTCLAvFHDWlWc/hqK4nBg1y37fA/fRiu6eZRk01pbFRXZqUGI7qslK9VP1UPfULdqbd1D7UTtResqyHM2Z8Hs8m16arh+uum+i++qqwW3rNhQApM+okPO644+KKrEtzXYo3x8xqNVgtnT106NDo25s2dVjrm5lu8/ifab+GJmY9wkQja3QP+Wc/+1n8fosxb0P346+66qpohM/2Nf+G/jXbx+3ba32UsGhFWDp5sntg993dXv//mWc5byMN3X4K55VokmIWtypzqd6q/ubWc9Vv1XPV99x6rvaQVZDl0tpVWn5k553rbjep/2JZD4kqBQRImdKojtw+DHU+qiOv0M7HUqH3t9NOO9V7f8WeOT7n44/dkJNPduN/+MOalvOD2q1rV90fCYuWpzlz9GAK52re35Sa93ZezXZGzfvL4vajlcJCw3NzZ7YrVLLoSysFGm57992vxhP/tGn4bb7nepQaAqSM5fuG/s9//jMsWjZa8grLaslLLzlX8w09DpGab+g1X9E1kiAsWh70paPmCqvmEqvuPdVcYX2S4dpVhdK3fk1OzB3coNtcut1Vrl54YXY8V0ObQkRLsTf2PI9SRYBUAPURXHDBBfX6CPbZZ59M7802Ny0yd9lll9Xr4+nQoUOmfTyZu/NO59q2rTvpbrihc3fcEZYqbVrxePPN697D2ms7N2iQhkaFJUuCOqlz5xOpw12d18uaMFpqdFvq3HPHxsGh21Zav0pLkJQbAqSCaJSSOgZ942rOUUpZuvvuu5ttlFmz0zDnSy91buWV607Cu+3mXDOMUsqU5kLsv3/dv7nmROx69dK6IGHJkqQhvhrq6+uMhgBrcmNLTBa0WrjwO3f99S/UG1bbvfsD9VbNLTcESAXSPIltt902blxZzpPIUnPNcymKWbOc+81v6k7I6ifp1s25DOZJZEoDHc4+29V8u6j7tx56qNbeCEuWPPX3adKhX6RQmyYlanJiKdEqPRqCe8ABI+Lg0BBdv9BhOSNAKpTCQkMVczsfC5mpnaXGZtrr6YyFzrQvCVp7qeYkFp+c1a/Qv39tP0MxaVLbjTc616ZN3b9tq62cq4CZ9prMqBFTucv2a9KjJj8W26RJr7uuXeuWEtFscj2/XJMEKwEBUuGyWCsqK42t9dWuXbtM1voqKbqNMniwc+usU3ey3nRT51KsFZWpceOc2267un9LzRWpGzhQ3zLCkmVNkxs1ydHXLU1+1PDbpKspZMmv9dW6dXu3ySanux13vLnm3zIhWpakkhAgVaKx1Wr/8Ic/tFjnY7jasCZi6RkJhS73UNL02dZ8xlH/gj951xwDl9Fs5SZpbbMjj6z7u2uu+Fz37lpcKSxZUTTZMXcpHU2G1FLyLSGcub/iiqvXfGE7x02bNjssWhEIkCqT5HkZWWrO552UDQ01PeywuhO5+h/OOkuXh2HJbCxY4Nyf/uTcSivV/Z17762nL4UlK5YmPWryo3/srTYtrjh58uSwaGaa63knpYwAqUL5ntj3dIYzqxUQ55xzTrM9cbEsPfaYc9tsU3dSb9cuLFFHo6R69HBuyy2dW2WV2lFeNVdw0RVEU6vJ5o6u2nhj50aPDktUDU2C7Nq1a1wH1U+iRRDnaNJkRhRKuU9c1GCQiy++uDwHg6REgFQxPTNcK6rmdj7+93//t5ulEUVGuiV100031VtLK8tnvpc99Ttcf71z663n3CGHhHtrqdNdt5t8CISb9tV8AcjrpJOcW2st5/78Z+eKOHO/lOhxxu3bt4/rpL48aXmaQlZuUAgpjHLbT5bPfC8HBAjcSy+95Hbbbbe4Eeiyv0+fPqnXPpowYUK9h1a1bt3aXXPNNVHnORJS57ZCYrnlapcV0UTKL7+sneWup/ademrtPpW57rrw1VgG3aYdNGhQvQUUN99882jBzDRUn//61782ePCbQqraECCI3XHHHfUe/qQ/62dNeffdd91RRx0Vv07Dc08//XT36aefhkWxLBp26jvchwwJ99bRPpVR2QKf6FiNtCR/r1696i0br6X7kzxo6oEHHohCx78uq0dPlysCBPXoqkNXH7mdj7o60VVK6Muab8Z6wlvuEiodO3Z0U6dODYsiiQsvrA2Go48O9zRUE9hR2ZrPHzZ6bvmhhx4a110NddcqvI2tKq1wOeCAA+Ky6ts799xzq+75MCECBI1SP4j6Q3yD0X3ek08+Oeo30SKOepJb7kOo9LCdUaNGhb8Gaey0U20oJJnsqQmAKvvrX4d7kJIeW6zHF/u6rMca6/HG6s9TmPzud7+rNxjkkEMOicIHBAiaoJFZGqHlG48WO8wdqqj/79evX7QYIgqkCX4KhSTDe3V7UGU1sxwF08oNAwcOjJb98XVba7Ll9nMoZB555JHwpVWNAEGTdH9Xc0U0Z8Q3Ji2zfvzxx7vZsytzglRR+PWpkswQ18AEldVrkBktPNq9e/d6y+xoMIiePMhgkIYIECSmWesHHXRQNEHqMc1pQLa4AikZkyZNim7Lqv+PwSD5ESBAqfB9IEnCWf0kKrvzzuEeoMUQIECp0PIjCoUuXcI9DWmklspq5BZQJAQIUCq0AsAKK9QGw/Dh4d46w4bVltE8kBJYshzViwABSsmAAbXhoNnmp51WO/tcs9C1JLmecnj66XUz0a+5Jnw10KIIEKDUaA0rPdFQIdHYpn2XXx6+CmhxBAhQivTMEK28u/nmtSvxtmpV++czzmi554kATSBAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAk/8DE52TODk0upMAAAAASUVORK5CYII=)
PN: 4H30-1-27
CAS: 915707-63-0
Molecule Weight: 201.229
Formula: C11H11N3O
![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]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-Q2
CAS: 906353-01-3
Molecule Weight: 214.224
Formula: C12H10N2O2
![4-[(6-Methylpyrazin-2-yl)oxy]benzylamine](data:image/png;base64,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)
PN: 4H30-1-2P
CAS: 926921-67-7
Molecule Weight: 215.256
Formula: C12H13N3O
![4-[(6-Methylpyrazin-2-yl)oxy]benzyl chloride](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABQrAAAUKwF5wK1JAAACMHpUWHRtb2xTb3VyY2UAAHiclZVtb5swEID/ysmfh1+AQBKFVFGrSZPaTVo7ad8mB5wUCXAF5O3f7wwkjUkGWiA5++6e88udncXDMc9gr8oq1UVEBOUEVBHrJC22Efn19tWZkoflIkYndCyqiLzX9cecscPhQON3lcujLmisc9La58cqtXwOHtXllrmcC/b75fm1YZy0qGpZxAqpKp1XjfJZx7JuZvGPIVguy31asNad5eW+jfbH5ebl9Fgl5HMtj2hbIQqbNFOw0WUua9i7nOLLv8BWFaqUtUpgfUK1R31c+3Lx8qTjXa6KGpsmQhrL7LUudzEqcp2peIfBsPHtKSK5QEDWOl+VpTyBaRm1FCBdkB5IH+QEZAAyBDkFOQMpOH7RLtBBoIdAF4E+IsB9z5QZ+O30oXD2YJ7vze8PePx8staAO+dGBOfMMWQnJtTz/PAsOqVLgyD0QaDSCwGXjh9wuq7TWS+yg5wuhmNjrReBEw7tcBqGJpRLPWGkR/nUSJ8GLm9DzP6nf+b78fr9VuLOs8vWLxdrXSRXTUiTiKwFaXLyU20qt0sLAV0mqsRKNwGM6zXg2oBJ4gVY3QM8GzApHwZ8GzAFMgxMbMCU0zAQ2IApvuFFhzZgSnUYmNqAKezhKc1soDkGw4SxW6lrjs0I0093c8yGlyJ6GW+P5Qjj3RlnJO2il/f22I8wk5t9HkVuky9GykWENzV/H2FXR4ydb0Js3tyS7OoKZfjHsfwLSSzZSRU6/nMAAC9BSURBVHhe7d0FuFTV3sdxGwMVu7sFwSJN7Itx7QJEETsAfVWMqwjqFQXjGq8IotiJfbG4CCoW6gVERQwwCFERURrXe377vHszs85wZu//zHAmvp/nmQc4e02sYZ3927FiKQcAgMFS/g8AAIiDAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQACgFl9//bXr2rWra9y4sWvQoIGrV6+e22yzzVyrVq3c1Vdf7T799NO08ksttVTwqE2cMqWg9GsAAAXSp08ft9xyy0U7/MU9UmX6mS9OmVJQ+jUAgAK49dZbg5380ksv7Tp06OCGDRvmpk+f7ubMmeMmTJjgRowY4Xr06OEaNmyY9rw44RCnTCko/RoAQJ5NnDjRLb/88sFO/uGHH/Y31ypOOMQpUwpKvwYAkGfdunULdvBt27b1N2UVJxzilCkFpV8DAMizpk2bBjv4IUOG+JuyihMOccqUgtKvAQDk2Zprrhns4H/55Rd/U1ZhOMR5lLrSrwEA5FnY82r+/Pn+pqz8kKjtUepKvwYAkGf5OAOpTZwypaD0awAAecY9kHhKvwYAkGdhL6x27dr5m7KKEw5+meeee84dc8wxbuONN3b169d3TZo0cXfccYdbsGBByrOKT+21BIAKFI4D0SDCxx57zN9cKz8cMvHLtGnTxg0cONCNGzfOzZo1y40ZM8YdcMABrnPnzinPKj611xIAKlTv3r2DnbxC5LTTTnPDhw93M2bMcHPnzg0CRiPRe/bs6Ro1apT2PD8cMolT5vvvv3errbaa/+OiUnsNAKCC3XjjjW7ZZZeNdviLe6TK9DNfnDKTJ08ObuYXs9prAAAVbvz48a5Lly5up512Cs4INBvvpptu6vbYYw93zTXXuLFjx6aVjxMOtZXRfQ9dyjrssMPcxRdf7G8uKplrAABY4lLPahRYumRWzAgQACgi8+bNC26iH3jgga59+/b+5qJCgABAEZo0aZJbddVV/R8XFQIEAIrQt99+69Zaay3/x0WFAAGAOqYxH6+//rqbNm2amzlzZtBFWEvmakBjMSNAACAm7eALQVOmHHTQQcGa6+q626xZM9e/f3/3119/+UWLCgECADE8/vjjQe+o2267zd9UsQgQAIhBYz4UIGeffba/qWIRIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIAAQAwFSEwECADEQIDURIBm8/PLL7rLLLnPz58/3NyFHM2fOdJ07d3bvvfeevwkoahdddFEQICeddJK/qWIRICl++uknd8YZZ7ill146aChbbrmle/XVV/1iMHr00UfdOuusE3y3yy67rOvWrZv7/fff/WJAUVmwYIG7++673QorrBC13RtvvNHNnTvXL1pxCJAq8+bNc3369HENGjQIGoge9erVi/5+2GGHuS+//NJ/GmIaOXKk23PPPaPvc8UVV4z+vv7667v777/f/fXXX/7TgDr3n//8x+20005Re1V4hH/faqut3HPPPec/paJUfIDoctV2220XNYqdd97ZDRs2zP3666/uwgsvdMsvv3zwcx19/M///I+bMWOG/xJYjClTpriOHTu6ZZZZJvgOV155Zde9e3c3a9as4BdPv4Dh9960aVP3zjvv+C8B1Imvv/7aHX300VH7XGONNdztt98eHGzqgEcHPuG2/fff33366af+S1SEig2QL774wh1yyCFRI9CllXvvvdctXLgwrdxnn33mDjrooKjcuuuu6/r371+jHBbRqf1NN93kVlttteh703Xj7777rka5f/7zn27VVVeNyrVt29Z9//33aeWAJUX36K644oroCsRyyy3nzjnnHPfzzz+nldOlV12CTS133nnnuV9++SWtXLmruACZPn2669q1a3RmoT91c+y3337zi6Z58cUX3TbbbBPt6HbddVc3fPhwv1jFe+GFF9K+p9122829/fbbfrE0kydPdqeddlp0prLKKqu4Hj16uNmzZ/tFgYLQJdQHHnjAbbDBBlHb3W+//dzo0aP9omm++uord+SRR0bPWXPNNd0dd9xRMR1wKiZAdCOsb9++bu21147+s9u0aePGjRvnF10snb7efPPNbvXVV49e48QTT3QTJ070i1YcnakdeOCB0fey3nrrufvuuy/RmdqHH37oWrVqFb3GZptt5p544gm/GJBX7777rmvWrFnU7tR5ZtCgQX6xWr3xxhuuYcOG0Wvo76+//rpfrOxURIAMHTrUNWnSJPrP3X777d3gwYP9YrFNnTrVnX766dER80orrRT0Ef/zzz/9omVP94ouuOCC4BRe34XuFV166aU53St6+OGH3cYbbxz9f+29997u448/9osBOfnhhx9c+/bto16XupR6ww03mHtX6azjzjvvdGuttVbUdv/+97+78ePH+0XLRlkHyLfffuuOPfbY6D9TvaxuvfXW4EwiH7RT22uvvaLX32STTdwjjzziFytLOqO766670n5ZjjjiiLz9siiMr7766iCc9drq/dKpU6egqzWQC10a7dmzZ3CpVG1LAdKhQwc3adIkv6iJ7oOcf/75aQdVGldWjl3WyzJA/pj1h7vqqqui7qLa+Zx11llu2rRpftG8ePzxx4PLLeGOdI899gi6rparIUOGuEaNGkX13XHHHQt2uj5hwgR3wgknRO+ly4e9e/fO20EAKstTTz3lNt9886g9tWzZ0r3//vt+sbwYO3asO+CAA6L3Us+tAQMGlFWX9bILkAfHPug2On0jt9Ta1f9p++67rxs1apRfLO/UNfXaa68NuqrqfXV5SzeG1ZW1XKhrY13dMFSHhV122SV672233da99NJLfjEgo08//cq1br3oHt1GG23kHnroIb9YQTz//PNu6623jt579913z9qxpFSUTYC8N/U91+LZFm6pvlX/SRcv5bY4agv39NNP+8UKTl1VTz755KixqCtrr169zNdVi0GmLovnnnvuEu+yqBvy/fr1C7pSh9/vwQcf7D7//HO/KBCYPn22u/76YW6rrTq6VVfdPrgqoasTf/zxh1+0oPT7r/1Aatd27Sf8ru2lpuQD5Mc/f3SnDD3FLd136SA86g+o764beZ2bM2+OX3SJ0hGGjjTCxqIjEB2JlBKdamvQVGrXRg2aGjNmjF90iVKX64svvjiaWkJdsbt06RJ00QZk/vyF7pFHRrt9973f7bZbX9ewYXd3xhk3uAkT6rbHZG2Da0tRyQbInAVz3PUfXx8EhoJDAdL+P+2DQCkW2gHrmmfqqFVdE9W10WI3YsSIYHR4+Lk1avzZZ5/1i9UpdcE+9NBDo8+oLtr33HNPcIMfleudd75zRx/9RBAcepx00tPuo4/yc4M8X3SPVPdKw7a76aabuscee8wvVvRKMkCe+eYZt+VjW1Zfrqp6NH+2uXt36rt+saKhS0DqhREeMesSkHppLOlLQHFoFHi7du2ihq2ujRotXsyX4F555ZWga3b4mRs3bhx03UZlmTBhurvggn9HwXHAAQPdoEGfu4ULi/emtXptqvdm2HbVq/Ojjz7yixWtkgqQ0b+Mdq1fbB0Fx4YPbegGjhvo/nLF20BSadSq+oWHjUU3odVvfEnchM5GXRs1+jvs2qhT7FNPPTUYJV4K9B3edtttwZxF4fd7zDHHuG+++cYvijLz++9zXZ8+I1zz5v2C4NCf+rd+XgrUZV3jyMIu6/rd0zgzjTcrdiURID/P/tmd/dbZbtl7lw2Co17/eu7KD650M+fN9IuWBHV59UetaiRrXdFo79SujRoN/sEHH/jFSoLmLNKCP+Gsqbrxf+WVVwZzHKG86MxCZxg60wjPOnQGojORUqQZLTSzRfh7qC7rmvmimLusF3WAzF9YdVQ5puqo8oE1orOOY16rOqr8vfSPKnXErC6wOgsJG4zOTnSWsqR88sknwSjv8P01+lujwPNJgzk147HmGdL4Dd0wDB/6t36u7SqXT+q63bp166huG25YdbY6cGBZ9cGvZLqnoXsbYXDonofufeRTXbXdt956K5hrL2y7mltOc/EVo6INkFe+f8Vt/8T2UXA0fqqxG/rjUL9YydN9EM3iGY5a1RFzoRdaChfOCo/SdeqsUd+5TsUyZ86cYJChPr96oIVjYuI+VF7P0/P1Onq9XD3zzDNuiy22iN6jefPmrIZYwn78UfcTX4+CQ72s1NtKva5yUWxtV13WNet3apd1zQquOeeKSUEC5OsZX7uuI7oGO/0G9zcILjlt9shmrtVzrdzVH17tPv01fe78MCRCuq8R/mztgWu7/x37v27BX+Xds0brCfijVvO90FK4cFbqZJDHH398MNo7F7phrTmFMv3SKRh1iU510z0VPdTlNvy7fq7tYYD6v5R63VxviOuX+frrr3f169cPXldTV5xyyilVO6Pi6bFXCcKd/n77DXR//JH5/kRYxjdr1nx3990fupYt+wfbmza9t+r/dHgwziMXxd52NafcJZdcktZlXesUaQ66YpD3AOkzqo9brt9yUQAs7pHK/5nOPhQ4nd/p7KbPLc3rmVZaaMkftZqPhZZ0qq3R2+HralS3Fs6yUq8sdZlNXRRKDwWfenHp9F5HS3Fn41U5ldfz9PzUrs966H30frn0BlNgKDjCyfMUKNddd13OR4uIJwwHPe6550N/cyBTgHz22TT3t789HG0788wX3bhx6etzJFGKbVcroh5++OHRa2oOOi2zW9dd1vMaILeOvjUIAo3J6DC0gxs2aVgQABqzMWHmBDdiygjX46MeruGTDdOe5wdIpVND05rLqaNWrQstZVo4S6O54/5y+NRgtfBW6txf2hGr10g+gi6VXk+vG5456KH31fvn8oujS1gtWrSIXlOXuOpi1oJKkxoge+01IOPZQ6YAefTRMcHPDj/8UffGG1+nbUuiHNruq6++6nbYYYfoNbXcrpbdrSt522tPnDnRLd9v+SAIHh6f7EYsAZJZpoWWNN9WnFGrGpWt0+3UJXk1ejvbwlm10U331MGFWvNDsxvneu8kG72+3kfvF763Poc+Ty4efPDBYE6k8DWX1LxplSoMhy5dBgd/qqutL1OA6P6GbprPnWvf8ZZT21UHHC2vm9plXcvvaq66JS1ve+1u73cLQqDtkLb+pqwIkNppoaXUUas6ktEMwJno6Eany6kLZ2m0dpKFs3xqsJdffnl0rTecETdOkOWT3k/vG97D0efR58plHI3mRFI33yU1c3MlC8NBl592371vcD9j6tT0OakyBUguyrntqsu6lttN7YCj5XiXZJf1vO21mw5qGoTAkB+H+JuyIkDi8Uet+gst6YadRmGH2zU6W6O0c6GzoNSuvjrSqeubz3p/fY7U7yHXAY/+2jE6usvn2jFID4du3ap7UvXsmX4fLp8BUiltV3PTafnd8DU1d53ux+SzA87i5G2vveYDawYh8Muc5NNzECDxZVpo6aijjkq7z5GvnZ/uFWj8hF5TU5oU2/Ky+jz6XPp8+pz56J6rEPZXr1xS036Xu9Rw0GA/9aRq1qyfmzhx0WXVfAVIJbZdLcOr5XjDtqtLZYVe8iBve+2w55UG/yVFgCTnL7QUhkm+Lr/oxlx4A1ALRhXrlOn6XPp8+pz6vPm4oZjpMqAGjyE3fjh07z40+Pflly+ahcEvY1HJbVcdcLQsbxhOehQyPPO21+YMpG5ooFzYUPJ1A1hHLeEZjqZvX5LXVC30+fQ59Xn1ufN11KWOCGHXZ12vRm78cJg0aaZr0aJfcD8k7Jbrl0mKtltNy/OGgxA1nqxQ8rbX5h5I3VDXXjUSnX3kg6ZRCG8oa41zTbJYCvQ59Xn1ufX5VY98OO6444LXVK8X5CZTOPTq9XbwswsvHLzYMnHRdtOFXdULuQxD3vbaYS+sdv9p52/KigCxy2eAqKeWBiiFv4C59BCpC/q84S+i6pFLz7MQAZI/mcJh2rQ/XatW9wU//+STyRnLxEHbramkAiQcB6JBhI99lWxhFALELl8BovEh4Qh43XwrdP/4QtHnDvv7qz65jHsRAiR/FhcOt9/+XvDzTp2eX2yZ2tB2MyupAJHeo3oHQaAQOe3N09zwycPdjLkz3NyFc4OA0Uj0nh/1dI2eapT2PALELl8BctJJJwWvo2ndS2Edgtro84fT06teuSBA8mdx4fDbb7Pd3nvfH23PVKY2tN3MSi5A5MZPbozW7ajtkSrTzxBPPgJE05zrNTQgSUvZlgPVIxxgpfpZESD5U1s49O070hQgtN3FK8kAkfEzxrsuI7q4nZ7aya12/2rBbLybPrKp2+P5Pdw1I69xY39NXxOcALHLNUCmTJkSjY7VioTlRPVRvVQ/1dOCAMmf2sJBs/Nqlt7ayvhou7Ur2QDBkpNrgHTs2DF4/m677WaeYLFYqT6ql+qneloQIMWLtls7AgRZ5RIgWrZWEzVqevN8z0ZaLFQv1U/1tCzTS4AUJ9pudgQIssolQLTCmZ6rhW/Kmeqneqq+SREgxYm2mx0BgqysAaJJGHV0o5t133xT+mvM10b1Uz1V39TJJ+MgQIoPbTceAgRZWQPkxBNPDJ6Xa1fBUhF29VS9kyBAig9tNx4CBFlZAuSnn36KugnmsrBNKVE9VV/VW/WPiwApnN9/n+vatx/kbrnlXX/TYtF247ddAgRZWQLkjjvuCJ6j9dYrieqreqv+cREghTN69NSgy66Wqo2Lthu/7RIgyMoSIC1btgyec8stt/ibyprqq3qr/nERIIUzatSUxAFC243fdgkQZJU0QLQimm7IqbymfK4kqq/qrfrHXZmOACmcpAFC203WdgkQZJU0QB599NGg/K677upvqgiqt+qv7yEOAqRwkgYIbTdZ2yVAkFXSADnzzDOD8hdddJG/qSKo3qq/voc4CJDCSRogtN1kbZcAQVZJA2SHHXYIyr/wwgv+poqgeqv++h7iIEAKJ2mA0HaTtV0CBFklCZB58+ZFXSD1vEoUfl/6HvR9ZEOAFE6SAKHtJm+7hxxytltnnb3dv/893N+UNwRIiUsSIF988UVQdpVVVnF//fWXv7kiqN6qv74HfR/ZECCFkyRAaLvJ2+7JJ9/nGjbs4d54I3tZKwKkxCUJkPAUeOedd/Y3VRTVX99DnEshBEjhJAkQ2m61JG331FOfDb7foUO/9TflDQFS4pIESN++fYOyhx9+uL+poqj++h70fWRDgBROkgCh7VZL0nYJEGSVJEB69+4dlD355JP9TRVF9df3oO8jGwKkcJIECG23WpK2S4AgqyQB0r1796DsWWed5W+qKKq/vgd9H9kQIIWTJEBou9WStF0CBFklCZBLL700KNulSxd/U0VR/fU96PvIhgApnCQBQtutlqTtEiDIKkmAcBRXLclRHAFSOEkChLZbLUnbJUCQVZIA4TpytSTXkQmQwkkSILTdaknaLgGCrJIECD1ZqiXpyUKAFE6SAKHtVkvSdgkQZJUkQMK+9E2aNPE3VRTVX99DnL70BEjhJAkQ2m61JG2XAEFWSQJk3LhxQdmVV165okfzqv76HvR9ZEOAFM6oUZPczjvf5tq0GeBvqoG2m7ztEiDIKkmAaP6c5ZdfPig/ceJEf3NFUL1Vf30PceYTIkAKZ+TIz90GGxzmmjXr6G+qgbabvO0SIMgqSYBIw4YNg/KDBg3yN1UE1Vv11/cQBwFSOCNGvOeWWaae23LLbf1NGdF2k7VdAgRZJQ2Qc845Jyh/wQUX+Jsqguqt+ut7iIMAKZwRI0YE3+3mm2/ub8qItpus7RIgyCppgDz55JNB+UaNGvmbKoLqrfrre4iDACmcpAFC203WdgkQZJU0QH766Se3zDLLBGsrf/PNN/7msqb6qt6qv76HOAiQwkkaILTdZG2XAEFWSQNE9ttvv+A5PXv29DeVNdVX9Vb94yJACidpgAhtN37bJUCQlSVA7r///uA52223nb+prKm+qrfqHxcBUjiWAKHt3u9vWqxrr33TtWjRz40f/4u/KW8IkBJnCZDff/896k/++uuv+5vLkuqp+qreqn9cBEjhWAKEthu/7Wq4zIwZc/wf5xUBUuIsASLnn39+8LzWrVv7m8qS6qn6qt5JECCFYwkQoe0WDwKkxFkDRIOSwoFZ+kUuZ+GOSvVNOgiNACkca4DQdosHAVLirAEip512WvDcFi1alO30EKqX6qd6qr5JESCFYw0Qoe0WBwKkxOUSID/88INbddVVg+f379/f31wWVC/VT/VUfZMiQAonlwCh7dakHld67LffQPfHH3P9zYGwTL4QICUulwCRcJ2Ftdde202ePNnfXNJUH9VL9YuzfkImBEjh5BIgQttNF4aDHvfc86G/OUCAIE2uAaJJ2Ro3bhy8xv777+8WLlzoFylJqofqo3qpfnEmn8uEACmcXAOEtpsuNUD22muAmz59tl+EAEG6XANEPvvsM7fKKqsEr3Pttdf6m0uS6qH6qF6qnxUBUji5BojQdhcJw6FLl8HBn3361OxgQIAgTT4CRMIBWpoq4fHHH/c3lxR9ftVD9Uky8CoTAqRw8hEgQtutFobDuHE/u9137+tatuzvpk79I2OZfCFASly+AkTOPffc4LVWWGGFkh2kpc+tz696qD65IkAKJ18BIrTd9HDo1u314O89ew5bbJl8IEBKXD4DRNdejz322OD16tevX3K/iPq8+tz6/KpHPq6JEyCFk88Aoe2mh8OECdNd06b3umbN+rmJE3/LWCYfCJASFwaIZuqcMWOGvzmxOXPmuAMPPDA6miuVSwL6nOHRmz6/6pEPO+64Y/CaZ5xxhr8JOXriiSeC71bX+vPx/1XpbdcPh+7dhwb/vvzyNxZbJlcESImbOnVq0PD0WHfddYO+45ajl1RqwOHRnK7H6qZerq9ZKPpc+nzhdWN9busvYKoPPvjAtWzZMvpu9Wjbtm0Q2MjNzJkz3RVXXBGNJtdjyy23dM8884xfNLFKbrt+OEyaNDOYTFH3Q3RfJFOZXBEgZUD9xDfddNPol3HXXXd1b731ll8sETXu8LqyHupWWGx97fV5wu6Oeujz5rqzmDRpkjv11FODMzq95korrRRcYgl/yXW03KNHDzd7ds0ukqidRlYPHDjQbbjhhtH/mdrtWmutFf1b8z6NHj3af2oildp2M4VDr15vBz+78MLBiy2TCwKkTKiv+M033+xWX331qFGeeOKJOc+fo54gYTdJDWzSGU5dTx2h99fnCAda6fMl7bHimzt3rrvhhhui0c0KkHbt2kUjgHVG0qpVq+i7VajoEgzieffdd13z5s2j7y/1jENnJFdeeaWrV69esE33884++2z388/VR81WldJ2Q5nCYdq0P6va7X3Bzz/5ZHLGMrkgQMqMLmmdfvrp0RGzjqCvueYa9+eff/pFY1Nf9HDAlh6an6euJrHT+4bzA+mhz5Wkr3wmzz77rNtqq62i12zWrNli6/fwww+7jTfeOCq79957V/1ifuIXw/9TALdv3z46o1NAX3/99Rkv1WjVvWOOOSb6btdYYw132223ufnz5/tFYyv3tptqceFw++3vBT/v1On5xZaxIkDK1EcffeT22muvqLFusskm7tFHH/WLxaZfYp3hhEfoeuhyw5Lq7aL3Cae1DndE+jy57FzGjBkTrXCnxwYbbOAeeOCBrEepCuOrr746CGc9T0fMusked6nRSqCA0Cp6Yc8iBUiHDh2CS4TZDB06NG2nv/3227tXXnnFLxZbObbdTBYXDr/9NrvqQOf+aHumMlYESJl77LHH0u6P7LHHHm7kyJF+sdh0RKmZQVNvgG677bbBfYFvv/3WL54TvZ5eV68fvpfeV+8fZ3K5xdGlEV1zXm655YLX1KWTyy+/PNFiPTJhwgR3/PHHR59Nlw/79OkTe+qJcvXUU08Fl/jC70VH3e+//75frFYLFixw99xzT3SpR49DDz3Uffnll37R2Mqh7U6ZMjNYabBr11eq2ln6PZPawqFv35EECGxmzZrlunfvHq3kpstbHTt2rGqMU/yiseneygUXXBAdhYePRo0aBT/X9e2kPZZUXs/T8/U6qa+r99HPc7mnoyO+f/3rX27NNdeMXveoo45yX3/9tV80kWHDhrlddtklbaf08ssv+8XK3n//+1+37777Rt/DRhtt5B566CG/WCLTp093nTt3jnb66u568cUXVx1VLxrbkFQptt05c+a7e+/9qOoAsPp+hnpX/fprekeO2sJBs/Nqlt7aylgQIBXku+++cyeffHLUsFdbbTXXq1ev4AaylY7adRNQl4LC+y6pD4VWkyZNXJs2bYLeTXp07do1+rt+ru1huKU+9Hp6Xb1+0rMD32uvveZ22GGHtJ3FkCFD/GJm6kHTr18/t84660Tvccghh7jPP//cL1p2pk2b5s4888zgUp7qveKKK7qrrrqqaqeVPo1GLvQ9HnzwwdF3qy7r+r5z6blUKm331Ve/qjr7eiTa+Xfs+Lz77LNpfrE6QYBUoLffftvtvvvuUWPfeuut3fPPP+8XS0z3AJ588kl3zjnnBDvocIcS96Hyep6er9fJxz2F8ePHu8MPPzx6D3UZvfvuu4NLJIWgI2MdIYcDw3Tk/I8uXdzsqiPpcjN/3jx3yy23uAYNGkTfr8Yy5PtyUKqXXnop7bKQzvyGDx/uF0usGNvu559PS7vx3abNI27w4PF+sTpFgFQo3SgeMGCAW2+99aJfggMOOMCNHTvWL2qmnbSOHF944YXg5vSNN94YXEoLH/q3fq7tKpfPnbpG5V9yySVpO/ILL7yw6rT/V79oQYwbNy64Zq/3PrLqMXjttZ275x59KX7RkvTn4MHulu22cxv+f9vRkfibb77pFysI3WPS2KfULusnnHBCcE8qX+qy7f7yyyzXo8ewYCoSBYe64eoexuzZ+b3png8ESIXTjvbSSy+NdrS6sXz++edXNeJf/KIlQZc07rvvvrRg1PQQ+ewumcRbr7zi+m2/vZtS9TmcHo0bq5uRX6x0VAVj1aFwUJcXqh4dqoKxb9++ed2BxqWj/E6dOkVnC7rXoN5xuXRZr0vz5y90Dz44yu2zz6IeU5qGZPLkmX7RokGAIKBLPUcccUS009WlnrvuuivvXQ0LSaPvd9ttt6gO22yzTXCEWNf+Uq+s225zbo01qkNEj2OO0cAHv2jx0k3riy5yVady1Z+/6s+ZXbu6OUVwae7jjz8OxuOE/+/qsq7xOqVk+PCJ7qijHo+Co23bZ4KBf8WOAEEa9VkPJxDUQ9d133hj0WRsxUi9W0466aToM6tzwE033ZRT54CCmDbNubPOck4zJ2snXK+ec1deqaHYfsnioZvU997r3DrrLAq/v/3NuS++8EvWOc0MsNlmm0XtQDMHfPhh5qVdi8U330x35533chQcBx74oHvuuc+rvvbaxyIVCwIENeis44477kjr7nrkkUe6r776yi9apzJ1T9YofI3GL2qjRjm3776Ldsgbbujcgw/6peqe7mnsvPOiz7ndds79+99+qaKiOco0QWE4hYnahMZeFNtcWDNmzHE33/yOa968XxAc6parEePqbltKCBAslu6DnHfeeWkD7rp165Zzt8R80Kj61AGSe+65ZzD6vqQ8/bRzW2yxaAfdooVz773nl1ry1IvquOMWfa4GDZy75RbdvfZLFi2Ny9DsyWH70Ohv3fiu67PSBQsWuqeeGps2JkODAlPX7CglBAiy+vTTT9NmDl1//fWD/u3ZpvwoBI2iV1iEn0UhotH2JUtzQl13nXP161fvrJde2rlTTnHuxx/9koWncRv/+IdzK65Y/Vl0qe3MM6svvZWod955xzVt2jRqL5rz7LnnnvOLLRFvvvl21e9RZ9e4ca8gOI499gn37rvJBiwWGwIEsekXL3XSQf1i6hd0SdCoeY2eDwd86bKVLl/pMlZZUGAoOBQg2nkrUBQsGSYdLAiNGN9440VnHfvso6HlfqmSpAMdHfDowCdsuzog0oHRkqCZDo4++ujgfRs0aOJ23fWiqoOeMcHZSKkjQJCILgHoUkDqxHSFXGhJ76cb4roxHr6fbphrVH1Z0iWs5s0X7ch1iUuXugpFc1S1bLno/bS87JNP+qXKgi696hJsOG28Ls3qEm2huqyHC2elvt/551/kfv0195VDiwUBAhPdlNTNydSFlnTzMp8LLakLrkbJh8GhLroaRV/2dGlQN9V1cz3csbdurYEPfslqGuNyzjnVN7mr/h+qTs+c23Zb584+u3pbJhq3cfrpi8549LyePXUX2i9ZdtQZRJ1CwnalziLqNJKvLus649EgQ83uHL6HpjXJdaGsYkSAICfqJpm60JK6Uea60JJGw4drW+uhQYEaHJjLvEclSd171c1X3X21k890JlJ1Nhh1C8700LZevfxnqe9z9XYFSLt2mqrWL1H21D29YcOGUTtT9/Vcp3jXwllaTyZ8TS2cNWjQIL9Y2SBAkBcauKUBXOEvjgZ2aYBXEppmRLOWhr2+NDpeo+Q1Wr6iaWf/yCO6npf+cw1ODENAZxO6HKXQ0UjsDz5wrlOnRWcYt9+e/lx58UUtHOP/tKLorOPOO+9MW1ZXA2o1sDaJTAtnaYXLuu71VWgECPIm00JLmmoi28RymgZDo95z/SWuKLoHVBWwQTgMGOBvXUTbVEZlC3SfqhzoPoim8Ek9eLnsssuydlnXJVstnBWOO0mycFY5IECQd5rUTpPbhWGgSe80+V2mhZY0pXrq+gn5uIxQEa64ojoYjj3W31KTpk1RWV0OQ610+VSTiobtUT23NOlopi7r/sJZLVu2TLxwVqkjQFAwmmbbX2hJ03FLoW9klr2mTatD4dVX/S01aTlYlVXvLsSi5Q1SO3Bo+YOwA4cWztpnn32ibflYOKtUESAoqHChJS0AFP7C6cZi6uy/Wl62UF0py1Y4MWOc700DAVV2rbX8LaiF7l9owbXULuQKldSFs/7xj3/kdeGsUkOAYIkIF1oKrzHrsSQHc5Wdqu8xCIU4Z2y6dKiyeg4SCwexhjfI9TjuuOMKunBWqSBAsESp22/z5s3dzTff7G9CEpyBLHFa516zLzxYjBNf1hECBChF4T2Q117zt9Sk+yQq26yZvwXICQEClKLLL68OBc2am416aqmsem4BeUSAAKVIgwvD1QFru6QycGB1GY0DKdf5w1BnCBCgVPXuXR0OGm1+xhnVo881Cl0zFGslPk3FHo5E13oeQJ4RIEAp05TvyyxTHRKZHtp2/fX+s4C8IECAUqeu0Jp5d5ttqmfiXWml6r9r/XW6SaOACBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgMn/AZQTuCdSIx++AAAAAElFTkSuQmCC)
PN: 4H07-5-45
CAS: 921939-00-6
Molecule Weight: 234.68
Formula: C12H11ClN2O
![3-[(6-Methylpyrazin-2-yl)oxy]aniline](data:image/png;base64,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)
PN: 4H56-1-WM
CAS: 915707-61-8
Molecule Weight: 201.229
Formula: C11H11N3O
Melting Point: 38-39.5 ℃
TSCA: Not listed on TSCA inventory