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)
| Product Number | 4H48-1-V4 |
| Synonyms | 6-Carbamoylimidazo[1,2-a]pyridine; 6-(Aminocarbonyl)imidazo[1,2-a]pyridine |
| CAS | 103313-38-8 |
| MDL Number | MFCD13176747 |
| Molecular Formula | C8H7N3O |
| Molecular Weight | 161.164 |
| Units | Price (USD) | Availability |
|---|
PN: 4H48-1-V4
CAS: 103313-38-8
Molecule Weight: 161.164
Formula: C8H7N3O
![Imidazo[1,2-a]pyridine-6-carbohydrazide](data:image/png;base64,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)
PN: 4H39-1-18
CAS: 886361-97-3
Molecule Weight: 176.179
Formula: C8H8N4O
![Imidazo[1,2-a]pyridine-6-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-1-25
CAS: 116355-16-9
Molecule Weight: 146.149
Formula: C8H6N2O
![6-(Aminomethyl)imidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB0rAAAdKwHjidMVAAAB9npUWHRtb2xTb3VyY2UAAHichZTbbtswDEB/hdDzqpvvQZwiaDFgQNuHtQP2Nii2khqwpUJ2bn8/KolTu+08xDEpkoc2Kcrz20NTw067trImJ4JyAtoUtqzMJie/Xr7fpOR2MS8wCANNm5PXrnubMbbf72nxqht1sIYWtiFn/+zQVqOYfUCt2zDJuWC/Hx+eT8xNZdpOmUIj1Vaz9mR8sIXqTm/xj0ewRrldZdg5nDVud872R3J/cXpoS/Jeyx36lojCuqo1rK1rVAc7ySle/BtstNFOdbqE1RHNAQ2x9sX88d4W20abDlWfoSpU/dy5bYGGxta62GIyVH7c56QRCKjONkvn1BG85s1KgJKgAlAhqAhUDCoBlYLKQAmOf4E9rrV/yMvxTefkCe6uv6f+jq2ROUlolIkALiKmMkriXoQ0k0EGAfq4BEmFjGIQVEoe9quL7xxJ4IgZI9RliqYgRRHQWKCQlCcoBA34cBVlcYarNDwBPE2THjjjWD671r+Yr6wpBypUZU5WWKwP+anXrbz0hoB1pXY4bj6BDx0Ccgz4Tk4DwRjwfb8Cy6+AcAz4XZoGojHg93QaiMeAn4BpIBkDfl6mgXQM+OmaBrIxcJrFacL7P1TxX+Tjbl/GfZKRn/bva4QN5ov1ZxHVT+eUDQ4xw0/X4i+vLnXthM3HSwAAOc1JREFUeF7t3Q38lfP9x/FtbLMxm/ubGbPczMN/xhRCUygrklj+hMltw39iacbI7Uxzn9ukO1nIiqJalCSJ5C4SilSoUCliUvv+f+9rrst1vudc53fO53fuz+v5eFyPTed7nd8539/5Xe9zXdf3+/l+wwEAYPAN/x8AAMgFAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAdW/PPfulbJMnv+M3SRNvnySXNj7LPuVCgACoe36AdOky3K1d+x+/WYpcDvS5tPFZ9ikXAgRA3fMDRNvIkbP9ZilyOdDn0sZn2adcCBAAdc8PD22HHDLUff75l37TSC4H+lza+Cz7lAsBAqDu+cER/v/+/Z/3m0ZyOdDn0sZn2adcCBAAdS9+0B4x4rXo/7dqNdAtW/a53zyQy4E+lzY+yz7lQoAAqHvxg/aaNWvdkUfeH/13nz5P+c0DuRzoc2njs+xTLgQIgLrnH7QnTnw7+u+99+7v5s//2NsjfZ9Mcmnjs+xTLgQIgLqX6aDdrduD0b/16vVorPV/ZdrHl0sbn2WfciFAANS9TAft559/P+XfZ85cEtsj8z6+eBvLVukIEAB1L+mg3aPHuOjfTzllVMpjSfvE+YGQ71bpCBAAdS/poD137lLXosWd0WNPPDEveixpnzg/EPLdKh0BAqDuZTtoX3rppOixo466Pypxkm2fUC5tfJZ9yoUAAVD3sh20Fy/+xLVseVf0uOaJSLZ9Qrm08Vn2KRcCBEDda+ygfeON06LH27Ub6j777MtG95Fc2vj8fd55Z7kbMuQld8YZj7iOHYe5ffbp79q0GexOO220e/DB2Y0WfSwmAgRA3fMP2r4VK/7tWrceFLXp129Go/tILm18/j7x/860KUgUaOVAgACoe/5BOxOdBYRtVOIkl31yaePz9+nc+T53ww3T3DPPLHQLF65wX3yxxi1a9Im7++6X3X77DQja3XTTM96zlAYBAqDu+QftTHTgbt/+npS2je2TSxtfPvuMGvV60K5Dh3/4D5UEAQKg7uV60A4P2P6WJJc2vnz2Wbnyi6Cd7ouUAwECoO7letDWDWutVlgpAbJgwYqg3RFH3Os/VBIECIC6l89BW+ulV0qA/PWvTwbtbrvtOf+hkiBAAKAKjR8/1zVv3i+4L/PJJ1/4D5cEAQIAVWbq1AXBfQ9NcHzhhUX+wyVDgABAFXnyyflBcKhG14QJb/kPlxQBAgBV4rHH3goWuNJ9j5EjZ/sPlxwBAgBVQEOIw8rA99//qv9wWRAgAFDh7r33leCGeSWFhxAgAFDBBgx4IQgOBUhYCbhSECAAUMH8OSdJ20cfrfJ3LToCBAASLF/+uTv66AfcgQcOCdZILwc/KJI2AgQAKsiYMW9GB2itTIhUBAgAJIgXT/zLXyb6D9c9AgQAEhAg2REgAJCAAMmOAAGABARIdgQIACQgQLIjQAAgAQGSHQECAAkIkOwIEABIQIBkR4AAQAICJDsCBAASECDZESAAkIAAyY4AAYAEBEh2BAgAJCBAsiNAACABAZIdAQIACQiQ7AgQAEhAgGRHgABAAgIkOwIEABIQINkRIACQgADJjgABgAQESHYECAAkIECyI0AAIAEBkh0BAgAJCJDsCBAASECAZEeAAEACAiQ7AgQAEhAg2REgAJDgwQdnud13vynYLrjgX/7DdY8AAYAEw4dPcdtvf3Kw9ejRz3+47hEgAJDgnnsechtt9KtgO+20C/2H6x4BAgAJBgwY6L75zW8F23HHHec/XPcIEABIMGDAAPeNb3wj2Lp27eo/XPcIEABIQIBkR4AAQAICJDsCBAASECDZESAAkIAAyY4AAYAEBEh2BAgAJCBAsiNAACABAZIdAQIACQiQ7AgQAEhAgGRHgABAAgIkOwIEABIQINkRIACQgADJjgABgAQESHYECAAkIECyI0AAIAEBkh0BAgAJCJDsCBAASECAZEeAAEACAiQ7AgQAEhAg2REgAJCAAMmOAAFy8O9//9v169fPvfXWW/5DqGEESHYECNCIRx991P3oRz8KDiLf+ta33FVXXeW++OILvxlqzNKlS92BBx4YBchee+3lN6l7BAiQYM6cOa5jx47RASS+7bjjjm706NH+LqgBX375pbv55pvdxhtvnPI7/8UvfuE3rXsECOBZsWKF69Wrl/vOd76TcgD55je/mRYkbdu2da+99pr/FKhSjz32mNt1113Tfs+bbbaZmzFjht+87hEgwFfWrl0bXPPeYost0g4guv6t+x9/+9vf3A9+8IOUx9Zdd133hz/8wS1btsx/SlQJnW126tQp7fe+7bbbumHDhvnN8RUCBGgwZcoUt+eee6YdQJo3b+6eeuqplLaLFi1y3bp1C+6HxNtusskm7tZbb3Vr1qxJaY/KtXLlSnf++eennW1+//vfd5dccon77LPP/F0QQ4Cgrs2fP98de+yxacGx5ZZbuoEDB7r//Oc//i6R6dOnu3333Tdt3//5n/9xEydO9Jujguj3qt+vfs/+70+fB30u0DgCBHVJ3yz1DVPfNOMHD30T1TdSfTPN1T333OO22WabtANR586dGfZbgXRGqTNL//elM1CdiSJ3BAjqjq5p69q2fwDRNXBdC7dYtWqV6927t/ve976X8pzf/e533QUXXJBXIKE4FixYENzL8n/vuuele1+6B4b8ECCoGxpFs//++6cdQDTqRqNvCuGdd95xRx99dNrP2GqrrdygQYOyXhJDcehs89JLL814tqnRdhp1BxsCBDVv8eLF7uSTT0676a1x/hrvr3H/hTZ58mS3xx57pAVJixYt3NNPP+03R5Hce++9Gc82Nb/HeraJrxEgqFmaLd6nTx+34YYbphw8NOz2rLPOCmYaF5MuifTv3z+YQ+AfwI4//ni3cOFCfxcUyPPPP+9atWqV1u+77LJLUFkAhUGAoCaNGjXK7bDDDmkHkIMOOsi9+uqrfvOi+vjjj13Pnj3Thoquv/767vLLL3eff/65vwuMlixZ4k455ZSMZ5t9+/YtytlmPSNAUFNmz34zmB3uB0ezZs3cQw895DcvqTfeeMMdeuihaa/tpz/9qbv//vv95sjD6tWr3TXXXON++MMfpvStzjbPPPNM99FHH/m7oAAIkAS69KDhmYzMqA4rVnzuevce4jbbbO+Gg8bXM8V1+erqq6+uqOKH//rXv9zPf/7ztCA54IAD3Isvvug3RyMefvjhoDaZ358qhPjKK6/4zVFABEgGZ5xxRvQhVBXW0047LRilo285qCxr1/7HDR8+q+FgMcTttNMf3VZbHeo22KBZcAnjpJNOCmaNVyJdSrnxxhvdRhttlHLQW2eddYLP2wcffODvAo9qkLVr1y4tOH72s5+5kSNH+s1RBASIR9fHv/3tb6d9KLXpj10lLPSNR+tDoLyeffZdd/TRD7g99+wXbLvt1sdtv/3Jrn377m7GjOr4Jq9LK7///e+D4Ih/1vTF5brrruNLSwaqOXb22Wen/Z2qRhml9kuLAInRzUyVoQg/kP4fdXzbYIMN3HHHHef++c9/BpPIUDoLF65wPXuOj4Ij3Dp0+IcbPbo6gsP38ssvuzZt2qR9znbaaSc3ZswYv3ldUo2x2267Lag5Fu8jVUnWF7v333/f3wVFRoDExC9daQaxJp5NmDDBde/ePWPNnHDTBKXf/va3wT2TTz75xH9aFMiqVavdzTc/61q2vCslOPbdd4C7447nGr4AVP8IG30h2X777dM+Y7/5zW/c66+/7jevG48//niwHoffLy1btgxqkqE8CJCvPPjggykfTF2fjtMMYk0O69Gjh/vJT36S9kEOt/XWW88ddthhbvDgwZT3LhBN3h49+g3Xrt3QtLOOCy6Y0PDNs7ZCW5dHr7zyyuAsN/7Z0iWbc845xy1fvtzfpWapltiRRx6Z9nem2mNDhw71m6PECBCnSyILU1Yf01DLxkpOTJs2zf3pT38Kbtj5H+74H7yGlN55553B+HTk7+WXF7sTThiZFhxdu45wL7xQmTfIC+W9995zv/vd79IWstp0000bzrjuqOmy8TqTv/DCC4MrAfH3ri9oF198sfv000/9XVAGdR8gGqb761//OvqAbr311nmPgNHQS32oMw3NDDfdT2ndunVQOuPdd9/1nwKeJUs+dRddNDEtONq2vbvhbHF2MPqqXjzzzDNun332SftM/fKXv3STJk3ym1c1fXHT2btqh/nvt0uXLm7evHn+Liijug+Qyy67LPqAauin7nk0hYYWanax/rj9P4D4tt9++7lrr72WPwjPF1+scf37P+/2339ASnDss09/d+ON0xq+mdbvCJu7777b/fjHP077LOn+Wy18jnRWv9dee6W9v91339098cQTfnNUgLoOEK0LoJmq4Qf1z3/+s9+kSebOnRtMYtt7773T/ijim9Yh0DXvOXPm+k9RVx599C132GH/SDvr6NFjnJs//2O/eV3SpZ2//OUvGS/tXHTRRVV5aUdn5CeccELapTrVENPlXybzVq66DRDdiIxX6dRBvphj7rXC2Q033BAUePP/UMLte9/7sTvggNNc377jGsKnuIX+Kskbb3zkTjttdFpwHHXU/e7ppyk4mMnbb7/d0D9HpX2GdIaiM5VqoGHzV1xxRVATLP4edO/wj3/8Y1BDDJWtbgMk/sen+jmlXDlO49Vvv/32oNRC/Axoww13cdtsc5TbZZeLggNo5873uVtvne5mzcrvnky1WLZMB5DJrkWLO1OCo02bwW7YsFfcmjV882yM7oHstttuaUGieya6d1Kphg8fHtQA8193hw4dgpphqA51GSD9+vVL+dBqhbpy+fDDD4PV0A49tLPbcsv9G/6oujUcEP6e9m28Y8dhDWcw09xLL1X/yKMvv1zrhg59ueFsa1DKe1SQXHXVlIZvnqWtTquZy6qZpPIXuuSoSWka8KB5BzrI+cO29d/6dz2udmqv/bS/nqfUM6E1GkujsjQ6K/46daarUVwazVUpXnrppaDmlx8cGoAybtw4vzkqXN0FyKxZs1JWJtMff6VYseJT9+CD013Pnv8KJsf5IRJu7dvf4/r0ecrNmPFe1Y1GmjJlfnBm5b+n7t0fdnPmlOayneZZ6Ju7lqDVJUW/zHpTNz2fnlfPr59TqrI3uiyreSJ+iQ/NJ/nrX/9asteRib4onX766WnVHVSyRZd2i3n5GMVTVwGia67x032ViajUmeOfffalGz9+bjBRzh+RFN80rFWXgZ55ZmHwzb6p/OefPPkdv0maePsk8+Ytd3/4w9i05z/88HvdxIlv+80LTsua6kyzffv2aeuWF3vTz9PP1c/X6yi22bNnBzPX/dehGe4jRozwmxeVguH6668PgiL+WhQkqvCgYEH1qqsA0Sp04QdYo1i0alk10NDWSZPmuYsvfjztsk98072DSy6ZFBz0tY+F/5xdugxv9Cwn3j6TN99cmnZG1arVQDdgwAvm15krnQHoLFOF9vwDanzTvAPdk1I5G30jfuSRR4J9NZJOQ2TD9ST0v/pv/bseVzu1137aP9P8hfim16HXU4r5G6qhpS9J/mtQzS3V3iq2sWPHup133jnt5+uyny5lofrVTYBohbr46Cd9K6pGq1evdVOnLnCXXfaEO+igIWkH/PgB+i9/megmTHgrrxpR/vNoGzlytt8sRbxtJmPHzokeb968n+vde5L74IPiFaDUsE/dpNX8Af/gFW66h6Fy7xqxVOilZfV8el49f6YbxeGm16fXWcxhqjoDUFVff6ElnQGoCnAxFlpSzS6dcfnvV2dADzzwgN8cVawuAkTjzOMVPPXhbqxUSTXQmcH06e8FN54POSS9TlS47bffANer16PBgVwFCbPx99Wm584WQo0FiM4yLr98cvAaXnmleCVdtMaGZjEnVQTQwVwVA0o9ykc/Tz83KUz0evW6i7ncqqoraJ0R/x6ElihQ3bdC/Gzdgzn33HMz3oPRPKdy3oNBcdR8gOjbnU6Zww+zLjHUYl0q5aFqQ1133dPu0EPTJ+OFmyrZamLemDFvZhwm6wdH+P81OzxJYwFSCip0ueuuu6YdnHWpUmtk6/FKoNeh1+NPBNSm11/s16myO/HSPeGmENNKiRYaBaaRjZr4F39OnfFrgmAljQJDYdV8gGiiUviBVqmSRx991G9Sk/RNv2/fZ12nTvemhUi43X77c/5uKY+PGPFa9P91SUzzNjIpZ4AsXqxiiyekHRD1rbdnz54VuyKhXpden19xV5vej95XMWkN9kxnRCokms8ZmkqMZCrbo4m5Kk2C2lbTATJ16tSUiXqqnluPNNNbYfHb396fcrDXpS9f/HGdoRx55Nf7aOhwJuUKEM2f8Uf3aIi2LhcV49p+Meh16vXGh5Zr0/vS+ysmjUpU3TZ/JriGISvcss0E10ACFTf0g0PFSIcMGVITl4jRuJoNEF2PjX/DUpE2xpr/dzjtXXc9766/flpDH6WfUfhhoCG24X/vvXf/jDWp/H2KTUOvjz/++LSD1+GHH161RQX1uvX6/fek91nsoea66a/VNf2fvfnmm7v+/fun3ORXrS3V3FLtrXhbXZJT+fViv1ZUlpoNkPi3ow033DAYdllMGnmi1eR0s/CYY45xKpCoAPMvE4T/1rx5c3fssccGazhrbP6bb77pP2VZZAqDbt0ejP5NN8J9mfYpFg0/9YeGanSP1qmvBXof/oqEer+lGHb79NNPuxYtWqT8bG177LGHe/LJJ4MFnDJVA9aCT6rNhfpTkwGib03xD7iWmi00TYDSUM0TTzwxWB3N/6OybNttt11wg/Xee+91K1as8H9kSWQKg+effz/l32fOTB2EkGmfYtB1e38SYNeuXd3KlSv9plVN70fvK/4+9b71/otNl54GDRrU6HwWbZqUq6VmUb9qLkA0Czd+TVe1gApFl8A0n6Rz584FL3/hbzpg6PLFxIkT/ZdRVElhoJFb4b+fcsqolMeS9imkW265JRgEEe8ffVGoZXp/8cDU+1c/lIJCTMsbZBotpppbKgZayysiIjc1FSAaZx4fEbLjjjsW5Jqs/phULG+LLbZI+2MKN4WWZiL/3//9X7DqoEZ7Kcx0bTss16D/1X/r38ePH+/69u0bzI5XcTn/Jmp822GHHYIbqoUYq9+YpDBQefl41dwnnpgXPZa0T6HoJrPfHzNnzvSb1SS9T73f+PtXf5SKLv3GizTqXuKyZcv8ZqhTNRUgZ599dvRB1xnCjBkz/CZ50WUkDQOOT0KMb7/61a+Cgnkau9/UG/QKP51tXHDBBYkT4Zo1a+YGDhxY1G9+2cLg0ksnRY9prY6wxEm2fZrqzDPPTOvzYg9xrTR6v3rf8X5Qv5SKZtSHP/e2227zH0Ydq5kA0c3HeKkSLRfbFPfdd18wJNE/iOssRIvdFPumpm5onnrqqRlrOOlGpyaEFUO2MFi8+JNgImL4uOaJSLZ9msI/89AZXq3d78iV3rfef7w/SnUmQoAgSU0EiGa6xk+zDznkEPM4dJ2yt2vXLu2grdULb7311pKXY9DlAh0o/FpGmt/Sq1evgld3bSwMtC55+Hi7dkODqsGN7WOha/3x96v7TqVeZ6PS6P2rH+L9Uop7IgQIklR9gGiMevybmc4QrJc4NPrJ/8av8gwq01Dug5eCRDc1/TpDuudTyCHKjYXBihX/dq1bD4ra9Os3o9F98qXRRvEb5vr9ljq4K5X6If55Vz8Ve3QWAYIkVR8gWign/sdkqeejP0pVJo0fmPVcKj5XaTcMteJdy5YtU16rZi2PHj3ab2qSSxgMGfJS1EYlTnLZJ1e6NBgfeaRr//V62SqJ+iN+T0T9VcxLqgQIklR1gKjWTvwb+Xnnnec3aZRGRqluT/yArIl+KoNSqXTWpTUo4u9d93+aet9HcgkDVdfVqojxto3tkwuNmItPEtSggVosfFkI6hf1T9hX6rdCjDjMhABBkqoNENXpic/Y1czufC8zzZ8/P23Ek8pJqAxKNVDI+TODm3pjNdcwGDXq9bTwaGyfxsTLk+hbdb0M1bVS/8TP1tR/xUCAIEnVBojKhYQfat23mDNnjt8kq9deey3l4KtLVprrUW10v2efffZJCRGti22VaxhoCK9WKyxUgGieS/w91PokwULxqy4UowAjAYIkVRkg/sFGJUXyoTOPePkRXQoqRrmTUtGlC3+Ip+avWOQTBlo6txABohCMjzJTGQ/kLl72RP1oHUSShABBkqoLEBUtjJcqyfe0Xfc84pet9Fxau7naqTR3x44do/eleyL5Bmu5xC9d6bIkN83zo/6KX87N92+iMQQIklRVgGi0lCqDhh9mlXjI52Cj/eM3zHXmMW7cOL9Z1dL7i682p9n4WvCnkun1xSeA1kpV3VJTv8W/PBTy906AIElVBYiu7ccPjtOnT/ebZBUfqqt7HipPXWuWLl2acoal+zyVuriSanvFl6HVAAbYxdcTUb8WqnYaAYIkVRMgjzzySMo31b///e9+k6w0STDcV1s13jDPlQo2brTRRtF77dSpk9+kIgwePDh6jSomWa2LQVUK9V+8KKf6txAIECSpigB5//33gxnh4YdYpUbyKVWimdrxGeY6oOazfzXSIlXxwLzjjjv8JmWluSzxMyWtcoemUz+Gfar+ja8maEWAIEnFB4j+AA4++ODoA6xlNhctWuQ3yype20qTBCttdnmxdO/ePXrfOiP54IMP/CZlM3z48Oi1bbDBBhV7ma3aqB/Vn2Hfqp+bigBBkooPkL/97W/Rh1eXsPIdMaWquuH+uu/x1FNP+U1q1qpVq1KW1FVplkqx++67R6+rZ8+e/sNoAvVn2Lfq56YiQJCkogPkmWeeSSnXoTLq+dAIrXhJ9ko6gJbKyJEjUwK0KWukzJr1gbvzzufdu+82bbldLYMavqb11lsvuESJwlF/ql/DPm7qsrMECJJUbIBoMaef/exn0QdXxePyLVWiyXTh/rqHohFK9aht27ZRPxx66KH+wzlZvXqtO+CA/1bh7dp1hP9wXuIHJK0Bj8JTv4Z9rP5uCgIESSo2QOKza3VN94033vCbZKWzj/hKgpV2E7mUVDMpHMGm/7XUmProo1XRbHOVc7fSZbUNN9ww+r08+eSTfhMUgPo17GP1t/rdigBBkooMkEGDBkUfWG2W4Ygaphvur8Wg8j17qTWHHXZY1B+WmcqFCpBhw4ZFr0Ozp2t9NFy5qF/js9PV71YECJJUXIDoTCM+isRSF0nrk2thqfA5tJJgvZsyZUrUH7qvlO99h0IFSIcOHaLX0dTKwcguviSw+t2KAEGSigoQnSXEF8rRPRDdC8nXqFGjoudQkLCa3X/Fy7hoPZF8FCJA9HuIlx9XXTMUj/o37Gv1u/XvgABBkooKEI2yCj+o+pb87LPP+k1yEl83Ot+RW7VMZ2Jhv2j9lHwUIkAmTZoU/XwNL0bxxYdxq/8tCBAkqZgA0fyOeKkSa6kRVdtVnazweYq51Ge1Ud/Eh0XncwZQiADp3bt39LO7devmP4wiUD+Hfa7+tyBAkKQiAkQzyzXDPPyQaua5tQSDSpiHz6PLYUilYbxh/1x33XX+w4kKESCtWrWKfna1lJqvdvG/B/W/BQGCJGUPEI0Wic9T0HyNfG/wxp144onRc1m/cdWym2++OeofrR+Sq6YGiK6/x88MFy5c6DdBEaifwz5X/1vugxAgSFL2AOnTp0/04dQlrDFjxvhN8hJfaXDy5Mn+w3XvlVdeifrnRz/6Uc5nek0NkFdffTX6uaoOgNKJV2PQ7yFfBAiSlDVAtJ5H/FtpU9byFg0BDp9LQ4E1nBepdMYXr2z8wgsv+E0yamqAxEuqtGnTxn8YRaT+Dvtev4d8ESBIUrYA0UzxZs2aRR9MrTRoOb2Oe+CBB6Ln0xrhyCy+9G2u9yKaGiDxopha2AulE19ITb+HfBEgSFK2AImvg611yfMZEZTk8ssvj57zrLPO8h/GV84777yon3Jdh6OpARIfDXT99df7D6OI1N9h31tGvxEgSFKWABkyZEj0gdQ2cOBAv4lJvH7WLbfc4j+Mr9x5551RP3Xp0sV/OKOmBkh8rXatLonSUX+Hfa/fQ74IECQpeYC8+eabKasDHnPMMX4TsxYtWkTPO2HCBP9hfCU+oS/Xoc5NDZBf/vKX0c9UmX6Ujvo77Hv9HvJFgCBJSQNEpUo0Azr8MKrY28cff+w3M9thhx2i59ZoI2Q2a9asqJ9ULiYXTQ2QeGl+/XyUjuX3HUeAIElJA0QLOoUfRM2InjZtmt+kSeIFFN955x3/YXxlwYIFUT9pRFYumhog8ZFf8+fP9x9GEam/8/19xxEgSFKyABkwYED0IdR21VVX+U2aLF6or14Xj8qF1oQP+0kr1+WiqQES/93Uy5r0lSL++9bvIV8ECJKULEDiM8TXWWedgl/G0PyGeEA1dUhwLVPfxPsqlzU5mhIg/G7Ky/L7jiNAkKRkAbJkyZKUleh23333gh9IOAPJjeUbaVMCRDgDKR/L7zuOAEGSkgWIPPfccykzz3v06OE3aRLugeSGeyD1hXsgKJaSBohcc8010YdRta8KOSeAUVi5sYzKaWqAMAqrfCy/7zgCBElKHiC6/tquXbuUb0Tvvfee38wkPg/kscce8x/GV5gHUl+YB4JiKXmAyOLFi1MuNx100EE5V4XN5rjjjoueU2XLkVm/fv2ifjr66KP9hzNqaoAwE718mImOYilLgMi4ceNSViAsxLDeK664Inq+M888038YX4kvHXzxxRf7D2fU1AChFlb5UAsLxVK2AJGePXtGH0xNLGzqpY1//vOf0fO1bt3afxhfia9KOHToUP/hjJoaIFTjLR+q8aJYyhogKm2y5557Rh9O3eBbsWKF3yxnc+bMiZ7r+9//fsGHCdcCXSrceOONo3566aWX/CYZffjhSrfTTucGW/PmF/oPN4r1QMqH9UBQLGUNEPGLKx577LF+k7xst9120XNNnDjRf7juaQGpsH8UJLnee1qyZKnbfPMDg23HHQ/3H24UKxKWDysSoljKHiDil3cfNGiQ3yRnp5xySvQ8f/7zn/2H6178enjnzp39hxMtXrzEfec7mwTb5pvnPxSUNdHLgzXRUUwVESASH0Gl5Wi1PK3FfffdFz3Pz3/+c//huqeVGsP+6du3r/9wokWLFkX7aS11i1atWkXPketKiGga9XPY5+p/CwIESSomQHTvI77EreYn6B5JvlQeXvc/wueZOnWq36RuaQb6t771raBfNAJu3rx5fpNEhQiQ3r17R89hGQ2E/MVHv6n/LQgQJKmYAJFnn302GI0VfljPPfdcv0lO4svlnnrqqf7Ddevqq6+O+iXf+QCFCJD4BMaf/vSn/sMoAvVz2OfqfwsCBEkqKkAkfpDTt+SxY8f6TRqlm+fhc+gGPcX7/lsBYOedd476pX///n6TrAoRILr+Hi+q+Prrr/tNUEDq37Cv1e+W+x9CgCBJxQWIRgW1bds2+sBuvvnmwcErHzpYxuti5TpZrpaNGDEi6o/111/fLV++3G+SVSECRDp06MDvpUTUv2Ffq9+tCBAkqbgAkffffz8IjvBDq0DJdw2D+AJWP/zhD+v+LCQ+38ZyabBQATJs2LDoebSkcb6/V+RG/ar+Dfta/W5FgCBJRQaIjBkzJqXUSZ8+ffwmWX355ZcpN+XreUhvvBbSd7/7Xffuu+/6TRpVqABZtWpVyrowTz75pN8EBaB+DftY/a1+tyJAkKRiA0T0TTn84Ormum6y52PgwIHR/hoDX48l3nXdO3457/TTT/eb5KRQASLxA5Lm7aDw4vOh1N9NQYAgSUUHiIbxajhv+OHVGUU+pU50P6V58+bR/i1btsx55nWtuPzyy6P3rwEF1tL5hQyQxx9/PHourcmuS5YoHPWn+jXsY/V3UxAgSFLRASKaUKiJhfrwfvvbG7pTT+3lN8nqxRdfdOuuu270B1BPlWBnz56dMurpuuuu85vkrJABIlrSOHw+FdVE4cSLlKqfm4oAQZKKDxDRpaj11tvSbbRRc7f11p3cyJH5Ve3t1atX9AegS2H1MLnw888/d7vttlv0vn/xi18E94WsCh0gw4cPj55PXxA++ugjvwkM1I/hFy5t6uemIkCQpCoCRLp3v8xtu+2xbuede7n99rvdzZ//sd8k0WeffZayIt6Pf/zjYFGrWqZ7HeH71f0frUffFIUOEF1KVKmZ8DkvuugivwkM1I9hn6p/C3HJlgBBkqoJkE8++cwdcshN0ZoUxx8/wq1enfsfx9y5c4MDX/iHsPfeezc85yd+s5pw++23R+9T24033ug3yVuhA0QGDx4cPafKz+RTWgXp1H/xMj7q30IgQJCkagJEXnllScOBv38UIjfcMM1vktXo0aNThgarsKAu9dQSLaq1zjrrRO/xiCOO8JuYFCNAdElt1113jZ738MPzLxOPr6n/wr5UvzblkmUcAYIkVRUgMnDgi1GANG/ez02dusBvktW1114b/TFo69ixo7nEQ6WZMGFCyugb3UBVcclCKEaAyBNPPJES6g8//LDfBDlQv4V9qP5UvxYKAYIkVRcga9f+x51xxiNRiLRte7dbuvQzv1lW8RIP2lTmeunSpX6zqqIzj3h4aHXHfEvAZFOsAJF48UvNnl65cqXfBFmov+KzztWfhUSAIEnVBYh88MEqd/DBQ6IQOeusMS7fihjnnHNOSojohuPbb7/tN6sKuucRv2y1xRZbBMv7FlIxA0QDGlRuJnz+rl27+k2Qhfor7Dv1Y6EHiBAgSFKVASJTpswPLmGFIXL33S/7TRp1xRVXpFw+2WijjYKig9VCo8vio6206cyj0OEhxQwQidcu05ZvteB6pX6K95v6sdAIECSp2gCRa6+dGgXIPvv0d7NmfeA3aZRWbIsvtaqte/fuTaodVAoq1R2f56FNQ5ULedkqrtgBIvFLWZoAOXPmTL8JYtQ/8Ymihb50FSJAkKSqA+SLL9a4Y4/9ZxQiRxxxb8OBf7XfrFG64ai5IfGDsRbiGTlypN+07HTD/7LLLks5cGjTaKt8yrzkqxQBomHV8TVLVLpmyZIlfjM0UL/Ei4Wq34o1LJ0AQZKqDhCZN2+523//AVGIXHyxre6PZvB26tQp5aCs7eCDD66Yb8IaaRMvjKhNZ0+FmOfRmFIEiLz88ssp4ahaaNxUT6X+iNeIU3+p34qFAEGSqg8Qeeih2VGAaBsz5k2/Sc7uuOOO4F6IHyQa7jtlyhS/edFpXQfdl4kfMMJN5UmaOsM8V6UKELn//vujtdu1ab5OrQy1bir1g/oj7Bv1k/qrmAgQJKmJAJELLpgQBUirVgPdggX2yzkffvhhsJZ6/CAWbprBfuuttwZtimnhwoXB8r7xSzrhpvUdVBixUBPFclHKAJFbbrkl5T137tw5qM5cz/T+1Q/xflE/FRsBgiQ1EyCffPJFw1nCsChETjhhZMMBNvdSJ5nMmDHDHXbYYWkHcG0qyqhlQm+++eaCrTPywgsvBMHQpk2blNFh4abFoDTqylqSvSlKHSDiz9fRN+96vZyl9x0/89BWqiWBCRAkqZkAkZdfXuz22uvrUic33ZRf1d4kCgiNcFFo+Af1cNt0002DUhIqpa3LYBMnTnRvvfVWUJ8orDSr/9V/69/1uOZv/PGPfwwuj2W6bBZuqm+kxbXKERwhrRAZvh4FWamWoj3zzDNT+kKX8go9z6HS6f36lzDVL6USL5HSt29f/2HUsZoKEBkw4IUoQFq0uNNNm7bQb2KmhXpuuOGGlEWqirkdcMABwTj/QpUjyYcCQsuiasLltttum/badClv2rT8apFZ+WciGkhQKQMbik3v0x84UaozD4300sqG8bNhVpBEXM0FiEqddO/+cBQi7doNzbvUSS600JUuN+nsIT6LuimbzkJ0jVvf8t555x3/RxbdmjVrgjOjM844w2211VZpr8/fdGA54YQTTGus50vX+uP3pDTyqNYnG+r9xUek6f2X4p7H6tWr3TXXXJPxc62SOUCo5gJEliz51B100NelTv7wh7F5lzrJh76t6/7F0KFD3YUXXui6dOkSTOrTXJKf/OQnKX+A+m/9uwodqp3a/+Mf/whWTiwH3ZgdN26cO/nkk4PLcP4BI9y0SNGRRx7p9t1337RLeXpMs/qLPVJKo438+S8q41Fr90X0fuLlSbTpfRd7tJVoqPiOO+6Y9vvXGeejjz7qN0edq8kAkcmT30kpdXLPPcUbJ19tVML+oYcecr/73e8yfssMN50RnXjiiUEZ/Hg4aBZ8+/bt09orGB944IHYTyo8zXfwR6apkGCtVPHV+4gXRtSm91vMeR7y2muvNZytt0v7nao0TiVOqEVlqNkAkb//PbXUyWuvFXfobSX79NNP3X333ef+93//162//vppB4pw23zzzYMhzOPHjw8uZWQzduzYtIO5ttatW7uXXnrJb14wmnEdL3sSbrrZW62LUul1x29Wh5veZ7FmmMuyZcvc2WefnXZW+YMf/MBdddVVdT90GtnVdID4pU46d77PVOqkWunmu2p9qcyJf+knvqmMy1lnneUmTZoU3AfJh0Lm+uuvT1ntUZuqA2vIcTHny6hwoP9zNWJNN5mrZY11vU693vhKgtr0vopRGDGk37OG5G6yySYpP1f3tbp16xYMGAEaU9MBIm+/vdztt9/XpU4uuWSS36Sm6ICtA89vfvObtCKR8U2XmzTk+KmnnvKfwkQ/V4ERLysfHggVMI2dzVhpiKtu5PvvT/dl9P6KVVyyqfS69Pr0Ov3XrvdTzKHKjz/+eFDFwP+5LVu2dNOnT/ebA4lqPkBk5MjUUidPPjnfb1LVdDDSnBJNNFt33XXTDgzhpuGgumlfzPInunSlS1j+z9alLt2sL5bJkyenLI8bbpqzoqGnerwS6HXo9eh1+a9Vr7+Yr1PzjzQQwv+522yzTTAABMhXXQSInH/+Y1GADBpUnhFPhbRo0Qp3113jXPv2Jzd8608+09BB6ZJLLin5vAndTNdZjv96NHtfQ6CLQaVdBg8eHCwO5v9cbXo9ulxUrJ+fRD9PPzdTf2jT69XrLlZpGt1D0RcHP7S0gqVel+6PARZ1EyC693HppZPcRRdNdCtWFHe4abG8++6KhgPNi+7EEx90e+zR1zVr9nu36aat3He+k3ode88993RXXnmle/NNe1HJQtBoLw3v9W/a64atZuAXa4Lk2rVr3fDhw4Oh0v7BOtx0MFeJDt0jUt2xQtLz6Xn1/EmhoU2vT69Tr7cYNLxcwZRpTo+GkFfrgANUjroJkGqlezj9+z+fMhgg3Hbe+U8NB4dDGw7Q2wfzMzT5qxIPCppoqOv6fn2vzTbbzN15551FO4CKBgboprBGFfkH0fimg6wuAWoSpaoNPPLII8G+c+fODfrUL0ejf9fjaqf22k/7ZzpYxze9Dr0e7VtMqhKw1157pf18hZbWvwEKgQCpQG+88ZG7/fbn3FFH3Z8WGuGmMi0nnXR3wzfM8e7996tj0aVyHtS0/O+wYcOC+SvZRqQVY9PP08/Vz9frKKZyhjXqT10HiH9Q1uTDxsTbF9LMmUtc377PusMPvzftdYXb3nv3b/im+0gwKKAY5VlKIbyssvXWW6cdaEt1WUWTInUG0Lt3b9eqlS4BJt9Dsmx6Pj2vnl8/p9gz9KVclwtR3wiQ2Nali65HZ695UqgAaTiOuueffz9Y171Dh3+kvZZwa9nyLnfOOePc6NFvVO29m0wq6cauJsup4rJmXGsNFl1i0kgyDXXNVo5Gj6ud2ms/7a/nKfXku3IMWACEAPE2fbvPpikBsmbNWjd9+nvuqqumBEUe/Z8dbpq30qvXo27s2Dk1P/GRoaV2GjKtis1+32lUVzGHTAMhAsTbDjlkqPv88+ThlPkGyOrVa93UqQvcZZc94Q488OsCj/6mVRQ1QmzixLez/vxalW1y27PPPus3r2vZJm3qhn6xJm0CPgIkFhzh/9eopyS5BMi///2lmzRpnrv44sfdr389KC0swq1Nm8HB0GJNbFTZlXqn8hqaEJmpvIaKOtZ7eY1ylo0BMiFAvtpGjHgt+v86G1i27HO/eaCxAJkw4a1gfz8swq1t27vdlVdOds88s7DJS+7WKgr8pStX4UogGwLkq033J4488uths336ZK4R1ViAnH7614tZhVv79vcEzzdjxnuN3qTH1ygxnlw6XyXfi106H2gMARILA91/CP9bQ2bnz08f+ujv43v44TeCkVMdOw5zN9wwreHbYWUW86smSYscaeKeRj3VouXLl7tzzz037SysVIt3AbkgQLww6NbtwejfNBLKl2kfFF/SMqsqHqlZ4NVSvr0xug/Ur1+/YOJf/H2WcvlgIFcEiBcGmpsR/3dN8IvLtA9KZ8mSJUE12/j66Nq0euJNN91UtIKEpaDZ+FoK2T/T0nKymsUPVBoCJEMY9OgxLvr3U04ZlfJY0j4oLa1Br9ne/sF2l112qbq1uzX7XrPw/fei2fpDhgwJZu8DlYgAyRAGc+cuDWpNhY898cS86LGkfVAeWqZ3u+22Szv4duzYsezViBuj2fYXXXRRMPs+/to1O1+z9Iu5lC1QCARIQhhofkb4mIoahqOnsu2D8lCBwssuuyxtWVjVpOrVq5dbsWKFv0vZaZa9lhL2g0+z8t9++22/OVCRCJCEMFi8+JNgNFX4uOaJSLZ9UF4LFixwXbt2TTsob7HFFu6uu+6qiEq0mlWv2fX+a9xtt92C2fhANSFAsoTBjTdOix5X7arPPvuy0X1QflrnvXnz5mkH6V/96lduypQpfvOS0Cx6zab3y6xvuummwex7jb4Cqg0BkiUMVP22detBUZt+/WY0ug8qg248Dxw40G255ZZpQXLMMce4+fPn+7sUheZraPa8v6CV5nf06NEjmHUPVCsCpJEwGDLkpaiNX6IElW/lypXu/PPPT1vzQ4s8aa34VatW+bsUjGbLa9a8H2CHHHKImz07e9VnoBoQII2EgYocqhRJvG1j+6DyaAnaTp06pR3MtbaHVgospJkzZwaz5P2ftdNOOwVL4AK1ggDJIQxGjXo9LTwa2weV6bHHHnO77rpr2sF9//33dzNmzPCb50Wz4TUrXrPj48+t2fOaRU+ZddQaAiSHMNAQXq1WSIDUBs1Wv/nmm93GG2+ccqDX7PaTTz7ZLV682N8lKz2fZsFrNrz/fKeeemowex6oRQRIjmGg9dIJkNqydOlSd9ZZZ6WdMWy44YauT58+OZWNHz9+fDD73T+j0Sx5zZYHalldBwggr776qjv44IPTQmCHHXZwo0allrIJaZb7YYcdlraPZsVrdjxQDwgQ4CsPPfSQa9asWVootG3b1s2aNStoo1nt5513XtqoLs2C12x4zYoH6gUBAsTostXVV18dXMaKB4Qucx100EHBxD8/YI477ji3cOFC/6mAmkeAABksWrTInXTSSWll4+ObZrtPnTrV3xWoGwQIkMVzzz3n9ttvv5Tg0GJPmuVOmXXUOwIEyEHv3r3dJptsElzG0ux2AAQIAMCIAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMPl/L72kqZxJ9uYAAAAASUVORK5CYII=)
PN: 3H30-1-G1
CAS: 132213-03-7
Molecule Weight: 147.181
Formula: C8H9N3
![Imidazo[1,2-a]pyridin-6-ylmethanamine hydrochloride](data:image/png;base64,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)
PN: 3H30-5-8D
CAS: 1352305-21-5
Molecule Weight: 183.64
Formula: C8H10ClN3
![N-(3-Hydroxypropyl)imidazo[1,2-a]pyridine-6-carboxamide](data:image/png;base64,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)
PN: 4H48-1-2Y
CAS: 937601-93-9
Molecule Weight: 219.244
Formula: C11H13N3O2
![N-(Imidazo[1,2-a]pyridin-6-ylmethyl)-N-methylamine](data:image/png;base64,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)
PN: 3H31-1-70
CAS: 864068-82-6
Molecule Weight: 161.208
Formula: C9H11N3
![1-(Imidazo[1,2-a]pyridin-6-yl)ethanone](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABsqAAAbKgFWk3h5AAACCnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnVZfvIE4RpBgwoN2AtQP2Nii2khqIpUJ2c/z7UU6cxkvmwgcpih9lkZSn9/t6A1vtmsqanAjKCWhT2LIy65z8evl6l5L72bRAJ3Q0TU5e2/Ztwthut6PFq67V3hpa2Joc5yf7phr47AJq3ZpJzgX7/fT43DF3lWlaZQqNVFNNms74aAvVdl/xnyVYrdy2Muzozmq3PUb7I7m/Od03JfnYywLn5ojCqtpoWFlXqxa2klO8+RdYa6OdanUJywOaAxri3mfTpwdbvNfatKj6CFWhNs+tey/QUNuNLt4xGCrfHnJSCwRUa+u5c+oAXvNmJUBJUAGoEFQEKgaVgEpBZaAExwfnhcQ8b7Rf6OXwpvFrYQE/YHG6vvdvTJDMSUKjTARwEinNZMQhpjJK4l6EaAwyCNCFS5BUyCgGQaXkYT86zR09CRwwcIS6TNEUpCgCGosPISlPUAga8MtRlMUZjtKw43iaJj1wjIIpYeeczKZLa8oLFaoyJ0tBumT91KtGnvJFwLpSO2xBH8C7XgJyCPjsngF5CwiugHB8hXAI+MqdgfktIBoCvs7jQDwEfFeMA8kQ8D00DqRDwHfcOJANga4/xwk/Pyhd18+fMOJqI58i/xS8PzKjTHBVwtsIu+hJ1p9pVK/OO7v4GTD8Bc7+Ar7NiSeJitOoAAA7uklEQVR4Xu3dB5wT1aLHcZ8dO+pFsXcvYHsgqEgRsQBiQbBewIqKvQA+xC6KikoRFRBRBFRsgAVBRMWOyEUBRcQGqFgRC+WCvvPyH94Mk5PdJTk7s8kkv+/nM5973Zxkk8Nm/jOnrmUAAHCwlv0DAACyQYAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAiDR3nrrLXPVVVeZevXqmW233dast956ZvPNNzf//Oc/zZlnnmlGjx5t/vrrL/tpnrXWWis4spFr+WJHLQBIpM8//9w0b9487aRe3rHLLruYsWPH2i+RcyDkWr7YUQsAEkd3HVtuuWVwMm/UqJF59NFHzVdffWWWLl1qFi1aZD744ANzzTXXmBo1apR70s81EHItX+yoBQCJMm/ePLP11lt7J/G1117b3HfffXaRNAqTjh07lnnSzzUQci1f7KgFAInSqlWr4CTes2dP++Fyde/e3f5RzoGQa/liRy0ASIwPP/wwOIGrX6O8zvFs5RoIuZYvdtQCgMTo0aNHcAK/+eab7Ydzlmsg5Fq+2FELABKjcePGwQn89ddftx/OWa6BkGv5YkctAEiM7bffPjiBf//99/bDOQsHQq4HCBAACbLhhhsGJ/Dly5fbD+fMDoVcDhAgABIkzgDJRq7lix21ACAx4mzCykau5YsdtQAgMehELyzUAoDEKMRhvDNnzvQmKR544IHe8iobbLCB2WOPPUznzp29WfPFLLtaA4ACMH369OAEvttuuxXERMLwz+xDqwJPmzYt9ArFJbtaA4AC0bJly+AE3atXL/vhcmlhRVtZgVCRssrvu+++3t3Q5MmTzfz5882yZcu8u5IjjjjCK6dmt2KVXa0BQIH4+uuvg5V411lnHTNw4EC7SJpff/3VnHHGGWWGRFmBUJFcyi9YsMArV61aNfuhorHmWgCAAqOr/erVqwcn8yZNmpgRI0Z44aI7AIWGmo6uu+46b5Op8k76uQSC5FJ+4cKFXrmddtrJfqhorLkWAKAAffbZZ+awww5LO6mXd6i/5LnnnrNfIqdAkGzKq19mzpw5pnXr1l6522+/3S5SNMqvBQBIgDfffNNcccUVpm7dut7mUdrSdrPNNjO1atXytrRVcJTX2Z5NIIStqXz4cc1Z6devn12kqJRdCwCAnIUDZN111zWHH364effdd+1iRYMAAYAIrVy50pv/MWDAAK+zXx39EydOtIsVBQIEAGLy0ksveXcjmmRYjAgQAIjJkiVLvAAp1qG8BAgAxGTChAlegOy88872Q0WBAAGASqhXr54ZNGiQmTFjhlm8eLH5888/vWG8d9xxh9liiy28ALn66qvtpxUFAgQAKiE88qqsQyOx1JRVjAgQAImnK//x48fn5UT90Ucfma5du3rzUDQ7XvNQatasaVq1auXNjv/777/tpxQNAgRA4jVq1Mi72j/uuOPshxAjAgRA4m266aZF3VldqAgQAIlHgOQHAQIg8QiQ/CBAACQeAZIfBAiAxCNA8oMAAZB4BEh+ECAAEo8AyQ8CBEDiESD5QYAASDwCJD8IEACJR4DkBwECIPEIkPwgQAAkHgGSHwQIgMQjQPKDAAGQeARIfhAgABKPAMkPAgRA4hEg+UGAAEg8AiQ/CBAAiUeA5AcBAiDxCJD8IEAAJB4Bkh8ECIDEI0DygwABkHgESH4QIAASjwDJDwIEQOIRIPlBgABIPAIkPwgQAIlHgOQHAQIg8QiQ/CBAACQeAZIfBAiAxCNA8oMAAZB4BEh+ECAAEo8AyQ8CBEDiESD5QYAASDwCJD8IEACJR4DkBwECIPEIkPwgQAAkHgGSHwQIgMQjQPKDAAGQeARIfhAgABKPAMkPAgRA4hEg+UGAAEg8AiQ/CBAAibf++ut7AbLJJpuYhQsX2g8jJgQIgMT7r//6Ly9AdOhupFevXuY///mPXQwRI0AAJN6GG24YBIh/7L777mb06NF2UUSIAAGQeH4fyMYbb5x2N6KjefPmZtasWfZTEAECBEDihTvR33nnHdOgQYO0EFl33XXNRRddZH755Rf7qagEAgRA4tmjsP73f//XPPLII6ZmzZppQbLllluae++916xcuTL9BeCEAAGQeHaA+P744w/TvXt3s8EGG6QFSe3atc3EiRPTyiJ3BAhKhkblnHHGGd6Qzz333NN8+eWXdhEk0E8//WTWW289Lxi22mor+2HPF198Ydq0aZMWIjqOO+44M3fuXLs4skSAoCQ8++yzZrfddks7eeiqtEePHt5VKpJnxYoVpk+fPmaLLbYI/k11cVCRSZMmmX333Tft70DP6datm/ntt9/s4lgDAgRFbcaMGebwww/PuPIMH9ttt50ZNmyY126OZHjppZfMP//5z7R/R42+6tSpk100w19//WXuv/9+724l/PxtttnGDB061Pz999/2U1AOAgRF6eeffzadO3f2Rt+ETxIHHXSQmTBhQrmPvfvuu/ZLoYC8+uqr5r//+78zLgJOPvlk8/XXX9vFK7Ro0SJz6aWXBs1f/lGvXj3z1ltv2cVRBgIERUWja/r162eqV6+edlIo6y5j5syZGXcnuort0KGD+fbbb0OvinxbvHixueKKKzKC44ADDjCTJ0+2i+fkk08+MUcddVTGa59++ulm/vz5dnGEECAoGrqzqFWrVtpJIJt+jrL6R7SmUs+ePc3y5cvt4qhCak4aPHiw+cc//pFxgteh+R6a9xGF559/3htcEX79jTbayNx4441m6dKldnEYAgRF4LPPPjOtW7fOOLm0bds265FWGqF12223BcNB/WPXXXc1Tz/9tF0cVeD111/37jDC/x5qdtxpp53Sfqa7xvbt25tvvvnGfomc6e+gd+/eZvPNN0/7Hfqdjz/+uF285BEgSCyNmunatWuwEqt/7Lfffua1116zi2flu+++84b62sthHHbYYeajjz6yiyMGX331lTnppJPS6l9Hq1atzJw5c7wyY8aM8da6Cj+uZUxuvvlms2zZMusVc/fDDz+Yc845x6y99tppv6Nx48Zm2rRpdvGSRYAgcdSsMWTIEFOjRo20L/fWW29tBg4c6I2yqawpU6aYQw45JO3111lnHXP++ed78w4QvT///NNcd911GQsjarSVRl3ZdLdw++23m8022yyt/C677GKefPJJu7gThYVCI+39pELlsVS4/CcVMqWOAEGivPnmm6Zu3bppX2iNorn88svNr7/+ahevtOHDh5sddtgh7fdp3oHmH2geAqJRmXrW/h9nnXVWxt1C06ZNzfTp0+3iTtR8pWasDVKve3zqGJg65m++uTF33qkks4uXDAIEiTBv3jxz6qmnpp0gdBx99NFm9uzZdvFI5XpljOy9//77kd3pTZ061TRs2DDjtTQ3JNfXKos60gfeeKO5fqONzBup1zb+seee6oG3i5cEAgQFbcmSJeaGG24w1apVSzsx7LXXXuaFF16wi8cqm7Z5ZEd9TWeeeWYsfU0jRowwO+64Y9rr6m7m7rvvXuPdTDaWzJ9vfj/99NUB4h9HHaUxwXbxokaAoGA988yk1MXdgWknAo2OueuuuyI5Ebgqa3SQmtGuvPJKb74CylfRaLennnrKLu5MFx7XX399xoXH3nvvbV588UW7uBtNNqxXLz1EUn8H5tJLNUvRLl2USj5AdCWkSWeaL9CxY0dvUhJLWuTXJ5/8lPq3GG523rlD6t+mrllnnQ29pohzzz3X/Pjjj3bxvChvfoL+Wz9nOYxM+Zhvo9npp5xyStrv1NGyZUvz6aef2sVzp3/noUON2Wab9CDRoo733691U+xnFJWSDxDdMtt/XNtuu63XBvvKK6+wb0AV+uWXpeamm1439esPTl3YDUpdLXY1NWseY4466mTz73//2y5eEHTHoTsPezmMKGZIF4tCmPH/xhtvZCyBon8zzW6PZPCFFmLs1s0YLeYYDpJ999UKjnbpolHSAaKhoHZ42IcWXNMIj3Hjxnm334jeihV/m2HDPjRNmjzsBYd/tGgxxLzwwlS7eEFSH4j6Quy/H5c1moqF1iO78MILC2bNMd0VPvjgg2UO/x40aFAkw7+NloY/7rj0ENHRpo3WlLdLJ17JBohG7mjikf9HpPWT9Ed0xBFHZFxN+ofGm+uqSbfiLG0QjcmTvzYnnPB4WnA0avRQ6os+LRXYEXyhq5hGZamdPfx3o9FbGsWl0VylQHft/fv3z2o9snzQXeNVV12VMQF1//33d56AmkGbVdWunR4iG2xgTPfu2uXKLp1YJRkgam/VH4v/h6NF08K0b/LDDz9sjjnmmIydzPxD4aOrS40PL5UTQ5S++GKR6dz5hbTg0HHttZPMDz8kuz7VwX/PPfek7VOhQ/McNEKomL388stO65Hlg5bA0Xfc/m63a9fOG3FXaWr+vvdeY7bcMj1IatY05pFHtO+u/YzEKckA0RLO/h+LOvUq2kjm999/9770J554orewmv3HpkNXmNrZTFdXkbSnFrHffltu7rjjLdOgwYNpwdGhw7Pmo4++t4snmuYenHfeed4AgPDfi+YqaP5DMdHJ+Nhjj834buSyHlm+jB8/PmNvEX2ne117rVkexcVh6oLUXHSRMeuumx4kDRoYE9FCkPlScgGiFTf9sedqqnrvvffsIuXS0EANNdQdi0aP2F8WHbot1uQ29a9EMXmpWPz1199m1KhZ5vDDh6UFx1FHDTfPPTenGC7GyvXhhx9mDNbQrGnNg9As6iSraD0y7d2RFGp269u3b1qzW9PUMWD77c2iRx+1i7uZNcuY5s3TQyR1LjLt2xsTwUKQ+VBSAaIRH+ow8/9AevXqZRfJmprBnnvuOW/hPbut1z905dmsWTNz3333ecOFS9WUKd+Yk056Mi04DjlkSOrufkoqlPM3n6Oq6eJD6zSF/0Y0H0J/h0kboKEO6YceesjbxS/8efT9euCBB6LpkM4DdfxfcMEFZo/Ud7dz6vOMTR0rdKI/+GD9IdvF3YwZY8zuu6cHycYbm1SF2iULXskEiP7gw0MJ1Vke1Vh9tXmr7VfzFOwRHv6hu55GjRqZPn36mQULkn3Vma0FC34zV101IaOfQz/TY6VIFx633HJLxh2sVpYdPXq0Xbwglbce2WWXXVY0TbhfzZhhRqcu/uaGT/K6W0hdMJooLgZ1waAL2NQFRPD6mjuSMCUTIJr96v+xa7JXXHcEuvLSSI6LLrrIbJ+6/bWDZIMNaqRCprlp2/ZuM3To9KI8kequQncXussIB8fJJz/l3Y1ALRbfeCP67KU8dJGjeROFKJ/rkeXNM88Ys9tu6XcLqfA3t96qqwG7dO7UhHnmmavmj1x5pf1owSuJANGYc39orr6wVbmGkvZW1pBBv+lik032SAVLG1O79vXBifXUU58ygwdP80YmJZn6MdSfoX6NcHCo3+PJJz9O3fHF39GhK3ydgJ9JffHVNKQ5PDopqw9CE8n07+Af+m/9XI+rnMrreXp+XDOjbfrb1LyI8AlZ8yY0f0LNKYXAX4/MHkSSj/XI8kJ/CwoMBUc4SBQsCpgSVvQBojHfWmfH/6PXst/5MnXqB+aWWwaYpk27mf33vyujaUfHiSeOMvffPzV1RZesDniNoNJIqvBn0UirO+982xt5FRcNodYomm7dupn69etnLOnteuh19Hp6Xb1+nEO1NS9CI/g0TyL8HrbccktvPkU+V0N47LHHMnYALIT1yPJCs+Y7dlzVlLVWKEiaNTNmxgy7dEko+gAJ33LrirOqrizXZO7cX8ygQR94zTp2iPjHscc+Zvr1ey/S4a3h1z/wwEHm008rDqpw+bJozobmbtjv/cILX4ztjkon80ceecS7c7BH/2Rz7Lzzzhk/W9Oh36Pfp98bV5honsQ111yTMfeodu3aXh9bVfrggw+8Prvw+yi09cjyRiM31am+VihEUnVjLrhAvfB26WjoIkJziE4+edWdjzrddej/n3SSMRoplodAL+oAGTp0aPDHr4l/kSyeFoN58xabhx76t2nf/pmME7F/tGw5wvTu/baZNu27SjUF2a+rE31FwmVtY8bM9maNh8toVrlml8dBw0LVb2A3pYQPdUa3adPGu3PQZFAN09akME0OLYt+rsdVTuX1PD3f3i41fOj3633ENUxV8yY078j+vZpnMVdLZcTo+++/N2effXbGnVyTJk0Kdj2yvNFJe/vt04OkenVj+vZddcKPyhtvGLP33um/p6xjr71Wla1CRRsgCovwUiUacpgE3377e+rv8iNz1lljMk72/nHkkY+aW299w+uQ1vyKXNivpaOiju1wOVvz5qvndGgdK61npXWtoqb9r9WcZJ9QddSsWdM7mevkr07eKOn19Lp6ff0e+3fr0PvS+4uDAmrfffdN+326E9K8i4omv7rQMOI77rgjY3tY3a098cQTdnH4dDd67bXGbLhh+sm8Vi3NULRL5+7ZZ1ctgaLXTIW6Oe88dZytWrzx99+1I5dJXQWuekxlVLYKR/MVZYComSq88qaasZJIzUOafHfeec8HK9TaR7Nmj3gr2L711rys1o6yn69Ddz7lTeSrKEDUvKaRVvr9Wkk3atrX2j6B6tCFgU7qEydOjGwo9pro9+j36feGL0z8Q+8zqn24wzSqT/MqwvOXdGj+hS6Kovj8Y8eONXvssUdGHd90002s+ZYtLX3Srl3mXUHr1pqmb5fOjka2pe52vddRMFS0+6XW3vJDTE1bVdTaUpQBoo5y/4ugDvRi2ORHJ+hnn53tNTkddFD6MiD+0bjxUHPdda+aSZO+TN1Bl31iCZdv2HB189OECZ/bRT0VBUhcNCTUnrmtQ4sUajVVjQrKJ/1+vQ970UQdet9xDGldtGiRN8/CXuizXr163rwMFx9//HHqbvbIjM/wr3/9yyxYsMAujmxoMcb9908PEQ3R7dJFI3rs0hVr2nT1awwYYD+aKXWhEZRP/R1WhaILEO02Fl6qJB/LRsdNo5o0XPbyy1/KmGvhH1dcUfbtc7hM377vBv9ffRdlhU5VBohOzP/zP/+T0TGuq3s1o0RxtR0lvR+9L/suSe9fnyOOoFM4ad6FfdI/7bTTzPz58+3iZVIYXXLJJRnLrB944IHm7bfftosjV5qFPyj1fUndNQYndB01amgPiVWbUK3J1Kmrn6e+jWyeozLhvhK9RsyKKkA0OTC8Q9ytGrtd5DRpb9y4uaZr15fNoYeuvqPQcOCyhANh8eJlaXtwqLnMVlUBog7aPffcM+2EpomYWu04CfQ+7Ymj+jxxdTxrTTe7vtS5f+ONN5bb7KTmMC2roz1uws/TBmrq68n3MutFR7PyNW1A29z6J3Ud559vl8x09dWry/fsaT9aPpX1n5e6iIlb0QSIrga1PIn/pdCQy0K7Yo3bsmUrveYrzQIvbx6JHQiawOj/tzrnly5NHz1il4/D/fff761+6v/b6cpYO8VpJeQk0fvV+w5f2etz6fPFQfMwevfu7c3LCAeC5m1o/kaYdtfcZ5990sppuPDVqRNV0uo5cdQf0aLF6hN7w4Z2iUyHHrq6/Ouv24+WT2X95zVubD8auaIJkNtvvz34YqjDMY6tMvWF1fj4kSNHmu7du3tLVavNW+sClTXDWUMx1ZQxfPhwb/nuQlgwzw4E3cEcccTq0VQKlIrKR0nzKbSnSvikppOcVq9NMr1/+2StzxnX/JEffvjBm59hD73VPA6NEDvhhBPSfq7j+OOPN59/Xna/F2IybtyqEVNalXdNtttudRCk/n2z9v33q5+nIcYxK4oAmTJlStpSJbq9j4q+ZNocSBvP2Avg5XpoZIvarzVcclY2f0QxKCsQRo6cEfxMHfGLFi2rsHwUtNR9gwYN0upH8w/i6DfIB30OfZ7w59PnjXOJfzWXNU5dddp/d+GjTp063t0IClx4WHAuk59V1n9etWr2o5FLfIBoPLw2hfK/INosqrI0I1j7edgzcdd05DrDWXcq2oNAV5BVpaxA0PDfVq1GBj/XhMWKyleW9ggPj2BSsD4a1Z4LBUafKzzsV5877j3S1bFv/y1qWZQBAwbkdVkU5IAAqRra3Mn/kmib2sosVaLRKdq72m5T9g9NstKtv8bHa8y/mirKW/BOP//oo4+8PSB69uzpNWfpS2y/pg61RWsPgki20VyD8gJh9OjZwc8PPvhBb0JjReVdffLJJ2mdzRr0UGy789n0+cKDO/T5VQ9xUke69hrR79NdeXkz8VGgtO3tWjRhxUrrEvlfSl3luY6/X7ZsmbfaaFnBoT4NPaalLqLolJ82bZq3tLyaEuzfpWY4rQobR/+Nr7xA0PIobdo8ETzWo8ekCsu70JV3ODxUt3PmzLGLFSV9zvBmUqqHuO9E/G1a1amPhImiE71RI/vRyCU2QPSFDPdJaGKXC7UH27Nw1RmpTs+41jryTZ061ds3JDwCSYfudPr06RPLrm4VBYImE/qPaaHFOXN+rrB8LtT2H2620gKBcQZlIdLn1ef260D1EWefCAGSYK7DeDV1wX8ew3jLptFM4R3RdLLPlTo5zznnnLQTt1YbVZNY3M0LNi1g16VLl4xOevWRRP1eKgoETQM4/fTVCzpefPGLFZbPlkYfhTvMdSVeauHh0+cO34moXuIanUWAJJi2z/WDQJMDs2n90Bc49W8ePI+JhGW78sor005GuW6jqRVN99tvv7STtQJJQ3TzaeHChWl9OjrUNKe9IqKypkDQmlrhMmsqn43wUF31BZRKs1V59PnDfSIuF0DZIEASTk1QfhhomZI10ex3v3zTpvajsUhcgIwbNy5YqkRfjFyXXpgwYUJaX4eajzRMN47mIldqOrOb1Tp16hTJCJpsAuGcc8ZmhEdF5SuiSXThMCz2DvNsqR7Co7PimGxIgCTcxx+vGkmlQNCorIr2hFFzu19WCzA69gfnKlEBoiv0GjVqBF+6W265xS5SIW1XGl5nSXcv6tQuRJodfMopp6SFiOaiVHaeRDaBMH36wozwqKh8eTQvIdy/owmVWE314deN6inqZU8IkCLw1FOrFmNUMGjJdm1apeYtrR7wxx+rmqkuvnjVhlYqo1V7tQR8FUlMgGidnqOOOir4wmmmdy6jojQeP7zEhFYh1bDdQqcr0/D7btiwYaXed7aBcMkl4yoVIAq68FpNmlSHTOHJhqqvyl4ghBEgRUIjq1J/G15AVHSozOTJ9rNjlZgAufPOO4MvmhaD++ab8jdBsmlmujrI/ee3a9euIJYVyZZWGA43dyhEXE802QaCRmBpJFa25W1awsV/v1rWo7wF/kqd6iW87InqLSoESBHRdrWabKs9R3bddVUzlY5ddjGmbVu2tK2I2ov9pif1f2gDnGypYzx88j3jjDMKqr8jW++8807aREQ1Z0XRJxIHjRzz/7108tKESpRP9ePfZareohp5R4AgbgUfIOoLCHcoa95EtrS8u5aq9p+rPaWTGB4+hUh4P3B1rBeiZs2aBe9Rq9NizVRPfp2p/qJAgCBuBR8g7du3D75YGnqrWePZUJ9JeHl3bZbj2uxTSNScFd6VrtDWkNISL/5702xrlgrPjuopPEs/iu1xCRDEraADRCdH/wulK29twZkt7ZPgP1dj7nU3UizsobFRNXlUlkI7PL9Gi/ohe6ovv+5Uj5Xd4IkAQdwKNkA02c9fDE7HIE2SyZLWxAr3mUS5vHuhCA/x1Yz1Qmia094TUZ4AS40dwKrPyiBAELeCDBCNkFKTk/9F0sZNuWjRokXw3Au1gUsR0jL24b4hrZ2Vb/Xr1w/eD3cfbsJ3IarPyiBAELeCDBCtC+V/ibQ9Zy5Llehuw3+uOtB1oi1WkyZNCj6rFmDM5/pS4feiRQJzmaOD1VRv4UUnVa+uCBDEreACZPz48cHWnPrDf+utt+wi5VITQK1atYIv39ChQ+0iRSe8dpaWgncxZco3pkmTh02nTs+ZlSvdTvwdOnQI3oc244I71Z9fl6pXVwQI4lZQAaJVacPDbrVxUy7CbfBaHLEU2uC1vIu/iq9GZ7lsSnXzzZODyYKffZb7xkPawdGfa6P3ov+GO9Wf/2+qenWtTwIEcSuYANHJPtx30aRJk5ybQQ499NDg+VEMg0yKrl27Bp/7/PPPtx9eoxtueC0IkNmzc9+fIryxV2WumLFa+I5O9euCAEHcCiZA7rrrruALoxnXCxYssItUaMqUKcHzd99994IYlVRVdBdSrVo177Nre9xc91ivbICE59tMnDjRfhgOVI9+nap+XRAgiFtBBIiWGwmvkjt69Gi7yBpdeumlwfP79+9vP1z0NNrM//x9+/a1H65QZQJEmyH5/3Y1a9bM+a4RZVM9qj5Vr6pfl02nCBDELe8Bovbd8KqtnTt3touske42/L4TfVl+/PFHu0jR0/a4fh1qXkguKhMgGvTg/16ar6IVbsZSPeeKAEHc8h4gHTt2DL4kWpU026VKwsK3++pHKVV16tQJ6mHmzJn2w+WqTIB069Yt+J0PP/yw/TAqQfXp163qOVcECOKW1wAZMWJE8AVRG/6sWbPsIlkJdyKX8kmsV69eQT3ccccd9sPlqkyAhCd8zps3z34YlaD69OtW9ZwrAgRxy1uAfP75597kN/8L8kA2e/6Wo0GDBsHrzJ8/3364ZGhHO78ejj76aPvhcrkGyPLly4N9VjRwAdFTvap+Vc+q71wQIIhbXgJkxYoVaSf9Nm3a2EWyplVM9QXR6+yqjVZKmDpetdmW6kLzB7LdNMs1QNRMFsW/IcqnevXrOJdmSSFAELe8BEi43XzHHXes1Batr732WvBa2iyq1GndML8+tBFXNlwD5Omnnw5+V5Q76WG18M6Oqu9cECCIW5UHyMsvvxwsVaLb8jfeeMMukpPBgwcHXzDNJSl1N998c1Af2e4V4hogt956a/C7SrnvKU7hjnTVdy4IEMStSgNEE9z8se06brjhBrtIzsILL+ay1W2xCm/odM0119gPl8k1QHTH5/8u7ZaI6Kle/TrO9Q6bAEHcqixAtFRJy5Ytgy9D48aNI5ktfsIJJwSvWSgbK+WT9tf26yPbZfBdA6RVq1bB7yrlwQtxUr36daz6zgUBgrhVWYDcc889wRehevXqkZ1wwutfLV682H645Kg/ya8PrSeWDdcA0UWA/7tyWXIf2VO9+nWs+s4FAYK4VUmATJs2zVujyf8iPPPMM3YRZ/vvv7/3mtp5MIo7mqRbuXJlUM/Zzkh3DZADDjgg+F36vYhe+N9T9Z0LAgRxiz1AdAXlL/Wtw2W12Ir44+S1ZzpW8RdWzHZuhmuA+HWv34f45Prv6SNAELfYA0QTBP3w0F3ITz9lf4LKxnbbbee9tuY/YBV/LojqJhuuAULdV41c/z19BAjiFnuAaKLfpptuGoSI66555eEOJFOuV6yuAcIdSNXI9d/TR4AgbrEHiMyYMcNsuOGGQYg8/vjjdhFn9IGkow+kuNAHgkJWJQEiAwYMCL4Im2++ufnyyy/tIk4YhZWOUVjFhVFYKGRVFiBy/PHHB1+Ggw8+OJKrVuaBpGMeSHFhHggKWZUGyM8//2x22GGH4AvRvXt3u0jOmImejpnoxYWZ6ChkVRogosUP/SXAtSbWpEmT7CI5YS2sdKyFVVxYCwuFrMoDRK699trgS6GhiZUZ2stqvOlcVuO9/vpXTN2693nH7NnZbwfMarzxYzVeFLK8BIj6Pho2bBh8MVq3bm0XyRr7gazmuh9Ily5DUnV3tnfMnPm1/XC52A8kfuwHgkKWlwCRr7/+2myxxRbBl6Nfv352kayxI+EqrjsSdu58berfYn/v+PDD7AcisCNh/NiREIUsbwEi4Q5fzVKfPn26XSQr7Im+iuue6OHOcK1blgv2RI8Pe6Kj0OU1QOTcc88NviT6g1+yZIldZI0mTpwYvEaLFi3sh0tGnTp1gnrIpbmjMgES3l2ylMM7DuEOdNVzrggQxC3vAaLAqFWrVvBFOeecc+wia6QZ6Ntuu23wZfnxx+w7govF1KlTgzrMdga6rzIBMn78+OC5HTp0sB9GJag+/bpVPeeKAEHc8h4g8uGHH6YtdTJq1Ci7yBpdeumlwfP79+9vP1z0LrzwwuDz9+3b1364QpUJkD///NOsv/763nO126Q68lF5qkd/907Vr+o5VwQI4lYQASI66fsnMXWuf/XVV3aRCk2ZMiV4vjoeS2ldrIULFwYL7qkvSVsH56IyASJHHHFE8Hw1J6Lyws2yql8XBAjiVjABIscee2zwpdEw31yXOgmvi6UO+lIRHkTgst9KZQPkkUceCZ5PM1Y0ws1Xql8XBAjiVlABogmF22+/ffDF6dGjh12kQmPGjAmeW7duXW8f9mKnu49NNtnE+8zrrbdeznduUtkA+eOPP4JNw/Re9N9wp/rz/01Vr671SYAgbgUVIPLqq696S5zoD19j3zXTPFsKjHCH/NChQ+0iRef0008PPq/rXiuVDRAJXzEPGTLEfhg5UP35dVmZOzoCBHEruAARLQLof4F0R6JFGLP1/PPPB8/VyKzffvvNLlI0tI6Y/1k322wz8+2339pFshJFgITfy957701nuiPVm+rPr8vKrBVHgCBuBRkg6vs45JBDvD/+9devbk477TK7SIU0F8T/Amp0UjFSMO6xxx7B5+zTp49dJGtRBIjUr18/eJ0nnnjCfhhZUL35daj6rAwCBHEryAARteVvs00ts9VWDc2OO55qRox42y5SrtmzZwdDS7VToe5Kis0pp5wSnGg076Myo86iCpBwH9R+++1XEn1QUVJ9qd78OlR9VgYBgrgVbIDImDGvewv81alzY+qOZIj57LNf7CLl6t27d/BF/Mc//mG+++47u0hi3X///cFnUydrZTfSiipA7BMgdyG5Cd99RBHABAjiVtABItdfPz7Yq+Kkk540y5ZlN7RXX77w/AStJeSyTEqhefHFF73RVv7nynbPj4pEFSASXt9M/VdaLRlrpnoKj0CMYhg6AYK4FXyALF260rRtOyoIkZ49J9tFyqW7Dn+JEx2aZ1KZpp580+50G220UfB5OnXqZBdxEmWASLNmzYLXu+KKK+yHUQbVk19nqr8oECCIW8EHiMyZ87PXhOWHyCuvfGEXKdcHH3wQzFHQoZNlEkNE4bHlllsGn+OYY47JeaJleaIOEDWp+X1QOnlpn3aUT/WjelJ9qd4q2yTpI0AQt0QEiDz22MwgQJo1eyR1d5H95Cp1ovv7Vuho165d1pstFQI1W4VDULP0o2yOizpAJLyT3j777JO6k1xqF4HRHfZSr378uopyZ0cCBHFLTICoP/Gyy14KQuTss8eav//OvpNRfQX+VZ6OI4880ixatMguVnDUYR5+3wqPqN93HAGigNtzzz2D1z377LPtIkhRvfh1pPqK8sKAAEHcEhMgsmjRMtOixfAgRB54YKpdpELPPPNM0LSiY5dddonshBk1daqGh+rqULNVlCcYXxwBItohMbzK8vDhw+0iJU314deN6kn1FSUCBHFLVIDIlCnfmPr1B3sBov+dNi234bkTJkwwm2++edoX95577imofhEt5xKeJKhDHeZR9XnY4goQsYccv//++3aRkqR6CDdLqp6iRoAgbokLELn33inBXUjLliPMb7/ltlf03Llz0+Yr6NDii+pwzyctjBhe28o/6Q4bNswuGqk4A0ROPvnk4PU1J2fOnDl2kZKiz6968OtE9RMHAgRxS2SArFz5d+qkNzoIkauummAXWSM1BWn3w/DJWh3tOoFHNQomW99//73p0qVLsAKrf2iGeVW8l7gDRJshNWjQIPgdajp0Xbcr6fS59fn9ulC9uGwWlQ0CBHFLZIDIN9/8Zpo2fTgIkSef/NgukpVXXnklo7lIqwHrqlBNSXHSNrQXXXRRWj+BDi2MqLWtqqpZLe4AES3VH14ksHbt2iUXIvq8+tx+Hag+VC9xIUAQt8QGiIwfPzcIkIYNHzKff579Uidhy5YtMzfccENa34h/6GpRj7333nuRrDCrE/Rtt91m6tSpk/G7NMNcS7JX9Ym1KgJEvv7667TZ1qrbUmnO0ucM33moHlQfcSJAELdEB4jceONrQYhoqZPly907mjU89rrrriszSHTozuD44483N910k7fUhPZyL2+pef1cE8Seeuop07NnT3PiiSemTQQMH9qG9oILLnDaDKoydIeju6ydd945eC9RLKFRETXJhUNEfQHF3rGuzxfu89Dnj7tpUptQbbXVVt7v0x01EIfEB8iSJStMmzZPBCFy661v2EVypi+fNvVp1KhRxsm+oiN8Is7mUB9H3759c97DvDJWrFiRunMb7/X/hE9q/qGTzcUXX2x++cXtbi4buvION2dpoEAUa3oVIn2u8Ggrfe447zy0Bpy2wK1Zs2bwO7UiNRCHxAeIzJ79U9pSJ5MmfWkXcfb55597w3w1B8Pu5M710Ink6KOPNnfccYeZNWuW/atioya6sWPHmo4dO5otttgi432VdehuacCAAbENHVbbf7hjXYcm1cUxzyUf9DnCkwR16PPG2eeh5W7sOlV4tGrVyi4KRKIoAkRGjpwRBIiWOvn+++yXOsmWrt411HfkyJGme/fupm3btuawww7zhgCrfds/dGehn6vZSktTaMKYmjGqcvkUncBGjRplTj311HKDT5MqtfnWQw895DWf6b2qOS1cRn01GmgQB40+Cg/x1aFlPdQ0mGR6/+HlSXToc8Y12uqbb74x7du398Ii/DubN29epRcqKD1FEyBa6uSSS8YFIXLuubktdVIMtEuhwqpNmzamWrVqGYGhQz8/4YQTvKaVxYsX2y/h3XHpcft56vvRY3HQJLrwSDR1+mp12qQtBa/3q/cdXnpGnyuOSYKiO8tbbrklrYlMx+67725Gjx5tFwciVzQBIr/8stQcffTqpU4GDcrvxMCqoM76oUOHmpYtW2bcPfiHTjBaFkUbFmV7Fay9uO2raN2xXH311bGc2LWMR3jtLB3qbH788cftogVJ7zM8OECHPk/Uy5P4NNghPKpLx6abbmp69epVpXe6KG1FFSDy3nsL0pY6+fe/F9pFEk8z1gcOHOg1UYSvdsOHRpJ16NDBuxLVlaoLjdK67777gtE8/qE9VhRald0xz6ZmNzWjhdcr07Hvvvt64RfFMOoo6f3ofen9hd+v3r8+Rxz9OWoea9q0adrv08CHM8880/u7AKpS0QWI9Ov3XnAX0qrVSG+kVtLNnz/fG7HVpEkT74RhB4aOrbfe2uu4femllyK9CtXw5ksuuSQjrLTL49tvZ79Xfba0p736kOzPpxFMDz74YCwn5lzo9+t9hEeS+Yfet95/1NT5ft5556VtS6BDqzNrQiqQD0UZIFrqpGPH1UudvPvuArtIIsyf/5Pp33+EOfTQwzNOVP6h4ZqdO3f2mpzinrmuuQtaBt9+D//617/MggXR17Gaaeyrex1qktPd1cSJE6vsrkS/R79Pv9fuc9Ch9xnHHBoN3NAoQHv03A477GBGjBhhFweqVFEGiHz77e/mrLPGmCuuGJ/1PuqF4KuvfjVDhkwzp5/+TOoKt5vZdtuWplq1HdJOHjvttJO5/PLLzRtvvBF5M1I2nnvuuYzlX7TVriZYxrFx1JgxY0z9+vUzTto6FKA6qT/88MNm3rx59lMrRa+n19Xrh+dVhA+9L72/OIwbNy7jLkeDIK6//vq834UBUrQBkiTasnfgwKmmXbvVe7/r2GefW82OO55qNtusjjeyRh3YWlKlEKiJ7M477/Rm54dPcJpMqX6BOGjWvE7m4X3h7UP1pFFo3bp1807+qi8NUS5vYqR+rsdVTuX1PD1fr2O/tn/o9+t9xLVW2qeffuoNirB/rwZCxDkJEcgVAZInM2f+4C1Lf/zxj6eFRvg48cSRpk+f58ysWXPtpxcMrSSsfhe7X6Zx48axjUDSSDLNtj788MMzOtyzOXJdMUCHfo9+n35vtiPZcvXrr796w4C1Jlr4d2te0eTJk+3iQN6VVICET84HHjgodaVX8azgcPnKUkuTRoTdffc75phjRmaEhX+o6erBB6d5TVlJogmW9tIvCpVzzz031qVadDLX0iy6c1Bzkh1krodeR6+n19XrxxUaor6rQYMGeYMgwu9BS82os76q+nmAXJVsgOi48MIX7SJpKhsgmsj4/vvfml693kybn2IfZ5452gwb9qG3RH3SPfbYY14fTfhEqCHFvXv39jqE47Z8+fLU3d1Mb/tizYnQ6sa6c9DoKF3Jl7VigB5XOZXX8/R8vU5VeP31183++++fVl+627nqqqvKnOgJFJKSDhAd2iK3PC4BsmLF3+btt+ebm2563TRvPizj9+nQ/JROnZ5LnWxnxrLkSr6pI/3GG2/M6KvYa6+9zPPPP28XL0nqd2nXrl3GnY/WXCuVJe6RfCUfIO3bP+M1L5Ul2wD5z3/+Sl1JfmWuv/61tE2uwkeDBg+azp1fSF3hfmJ+/rk0RtBoFNNpp52WcZLUgpJxzJVIAjWFXXvttRmbiGnvDjWVAUlSsgGiDaj8/z9hQtlrPFUUIAodrfrbvfsrplGj1a8VPrRCsNbnGjv2U7N4sdts8GLw5ptvpuqjXtoJUx3Fl112mTdJsVRo/TF7uZPq1at7E0TjWvUYiFPJBkjfvu8G//+EEx73Jh/aKgoQbaFrB4YOBVOXLhPMiy9+lrrajG42eNKpI1ir/m6zzTZpJ1B1HD/wwAOxT4LMpylTppiDDz447XNrRrk2EStvQzIgCUo2QHRH0KTJ6uamUaMyl72uKEBGjPgoeKxx46HencjLL3+RqEmL+aAVg7t27Zox/FYzueOaV5Ev3333nbddsL3MerNmzbzdKoGkK9kAkcGDpwX/feSRj5qlS9NP/nb5MI2wGjdurnnzzXleHwhyM3fuXHPsscemnVh1aA+VL7+MbkOwfNAIrltvvTVjH5Zdd93VPP3003ZxILFKOkC0yOIRR6weKaVAqag8ovfyyy+b2rVrp51otSz9Nddc420tnDQaBrzbbrulfR4FSc+ePatsaDBQVUo6QCS8k6GaohYtWt3ZXVZ5RE8dyP379/e20Q2feLfbbjszbNiwvKz3lasZM2Z4TVPh96+mK20j/O2339rFgaJQ8gGi5ict+e7/vHfv1cuTl1Ue8VGH8oUXXpixbPxBBx1k3n33Xbt4QdB71mrI9ntWp3mhrFsGxKXkA0RGj54d/Pzggx/0VvKtqDzipZngmh1uX81rAUPt/10IdNfUr18/bxhu+H1qmK6G6wKlgAAxqzrE27R5InisR49JFZZH1dBuivaquOpP0D7g+exPmDBhgqlVq1ba+9LEwB49esS6ZhZQaAiQ/6fJhP5jWmhRS6xXVB5VQ8vG33bbbd5+3+ETtkY0PfXUU3bxWH322WemdevWae9DR9u2bRM/cgxwQYD8P/XTaiVc//GLL36xwvKoWppToX2/7TkVWgxR+4THSXNXunTpkjF3Zb/99jOvvfaaXRwoGQRIyFtvzUsrs6byqHrvv/++OeSQQ9JO5JrVrf3CtW94lDR7fsiQIaZGjRppv0+z5wcOHFjUs+eBbBAglnPOGZsRHhWVR34MHz7c2xc8fGLXvuF9+vSJZNl4bRdct27dtNfX+l3aSlgbPwEgQDJMn74wIzwqKo/8UYf1ddddl7GyrfYRf+mll+ziWdEKwto6Nvx6Olq0aOFtNQtgNQKkDFpBlwBJDu0TfvLJJ2ec9Fu1apX13hpLliwxN9xwg6lWrVraa2gPkxdfrHjjMaBUESBl0AgsjcTKtjwKg/YNP+CAA9ICQM1OV155ZYW7+40cOdLsuOOOac/TLop33313JM1hQLEqqQBB8VPH9+DBg739xMOBoP/Wz8P7i0+dOtUceuihaeXUId+pUyfz448/hl4VQFkIEBQl3XHozkN3IOGA0B2KJihqD/S111477bEmTZqY6dOn2y8FoBwECIqa+kDUFxIOCvvYZZddzKhRo+ynAlgDAgQlQaOytO94ODg23nhjc/PNN5tly0p3u2GgMggQlAx1iGsbWc0or1OnjlmwYIFdBEAOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOPk/zOgQTaQAyAUAAAAASUVORK5CYII=)
PN: 4H17-1-3Z
CAS: 944905-12-8
Molecule Weight: 160.176
Formula: C9H8N2O
Melting Point: 202-204 ℃
TSCA: Not listed on TSCA inventory