![2-(5-Oxo-5H-pyrrolo[3,4-b]pyridin-6(7H)-yl)acetic acid](data:image/png;base64,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)
| Product Number | 4H58-1-305 |
| CAS | 1206970-09-3 |
| MDL Number | MFCD14585249 |
| Molecular Formula | C9H8N2O3 |
| Molecular Weight | 192.174 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-305
CAS: 1206970-09-3
Molecule Weight: 192.174
Formula: C9H8N2O3
![6,7-Dihydro-6-(2-hydroxyethyl)-5H-pyrrolo[3,4-b]pyridin-5-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABdCAAAXQgHRqofxAAACI3pUWHRtb2xTb3VyY2UAAHichZRpa+MwEIb/yqDPG50+S5wSWhYW2i1sW9hvi2IrqSG2iu1c/35HtnO42XXwMdJoHsl6Z6zp/b5Yw9ZUdW7LhAjKCZgytVlerhLy/vZ9EpH72TTFIAws64R8NM3nHWO73Y6mH6bQe1vS1BakG7/b1/kgZqeorVZMci7Y7+en15aZ5GXd6DI1SNX5Xd06n2yqm/Yr/rMEK3S1zUvWhbOi2naz/ZHc3Zzu64yc9/KAY3NEYZmvDSxtVegGtpJTvPk3WJnSVLoxGSwO6FbUw73Pps+PNt0Upmyw6WbIU71+bapNio7Crk26wcmw8eMxIYVAQDe2mFeVPoBrObcWoCVoBdoD7YMOQIegI9AxaMHxwXGBAUKh1mvjFns7fJqEvMADXj8v3t31gjLJhEwkDWQcwASzFDnLqRJoBZWSeyCpkH4Aivoxl+DRWKoYAir9MDia3tmH9ICggReHBA79Eirw4WQFVVxGZ4vS+UHsrK+wj2KqUJ66iPGws5E37PteFMIENRZKoWrsJNtsurBldtGEPEvIQpBWz19mWcteUgK2ykyFVeomcKGXgBwCLgHjgBoCLl3jgDcEXHLHAX8IuFIYB4Ih4ArnBMz/BYRDwJXZOBANAVeU40A8BNoSHifc+CB1bcnfYMTVzm8iXxLe/VXj+gp1lcKbyJesH3/cnpFnhl3UMTseFdi8OkbYxRnD8GSd/QVnA56cIGw2VwAAL2xJREFUeF7t3Qm8VeP+x3FDhgwZcs0uSaauDNeQRKWSMpQxlOmSMVM31xTXFcnfLLpSrgb5S6qbwo0/mVVChQqR0E0aiNDE8++7trXa+zl7n7P376xzzh4+79drvWQ/z97nnH3WWd+9nnEtBwCAwVr+AwAAZIMAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABUNL+/Od+wXHggf3cRx996xenCOsigQABUNLCUNDRpcszfnEKAiQVAQKgpIWh0KrVoOC/r7wy268SIUBSESAASloYCsOGfRj898QTh7lVq371qwUIkFQECICSFoaCQkPhEYZJOgRIKgIEQElLDgU1X4XNWUuXLvdqEiA+AgRASfNDQR3p+v8+fSYm1Urw65Y6AgRASfNDQUN5NaT30EMHuG+++TGpZtm6pY4AAVDS0oXCDTe8FDx2440vpzyerm4pI0AAlLR0oTBv3o/BHYjuRGbMWBA9nq5uKSNAAJS0TKHwwAMTg8cvvHBM9FimuqWKAAFQ0jKFgkZhtWyZmFz46qtfBI9lqluqCBAAJa28UAgnF558cmJyYXl1SxEBAqCklRcKCo0TTngyKB8+/KNy65YiAgRASfj119/8hwIVhcL48bOD8tatB6etO3fuD27cuFlu+fJVKY+XAgIEQFH7/PPv3KWXPhtc+B9/fKpfnDYUfOHkwnR1O3UaETx27LFD3QsvfJZSVuwIEABFacmSZe7OO990hxzSP7rw33XXm361tKHgCycXpqvbu/frKeGisJk5c83Q32JGgAAoKmqqUn/FkUcmRlDpaNr0UffII+9WWTPTa6/NifpKdBx00COuZ89X3eLFv/hViwoBAqBoTJo013XsODzljqBHj5fc/PlL/aqxW7HiVzdo0BTXrNlj0dfWv4cMmepWrky/PHyhI0CAanTttde67bff3t18881u7ty5fjGMvv56ievefVxKcJx55kg3deo3ftUqt2jRz+6WW14N7kLC70V3J6+/PsevWvAIEKCaTJs2za2zzjpurbXWCo61117bNW3a1N19993uiy8SE9WQm59+WuEefHBisOxIeLE+6qgh7plnPna/pR90VW20BMr5549OCbWuXZ91s2d/51ctWAQIUA1+/vlnt/feewfBkRwiycdBBx3kevXq5T799FP/6fAoHMaM+di1aTMkujgrRLQEu0Iln2iI7zHHDI2+T3XqqzP/hx+W+1ULDgECVIMLLrggCooBAwYEdxx33XWXO+yww8oEiY5GjRoFzVwffph+Z7xSpmaps84alfLJvlu3ce6rr5b4VfPGsmUrXb9+k1f/vh+Nvmctk/L00x9lnJ9SCAgQoIo9/fTTUTCceuqpfrH7+uuv3YMPPuiaN2/u1l133TJhsvvuu7sePXq4d999139qSVFHuJZXTx5Oe8opT7mJE7/2q+Yt7S8SLhUfHqedNtxNnlyY/WEECFCF5syZ47bYYosgCHbZZRf3/fff+1VSzJ8/3/Xv39+1bt3arbfeemXCpF69eq579+7uzTfLzmcoVhp6O2DAu8FQ3PCi26LFwGCdKi01UoimTJnnOndOTEAMj6uvfiGY1V5ICBCgiqxatSpqoqpVq5Z76623/CrlWrx4sRs4cKA77rjj3IYbblgmTHbccUd32WWXuVdeecX9+mthXkgrMmbMW65Nm4eii+zBB/d3d9zxRjBJsNCp6Wr06JkpS6SoH+ehhyblXT9OJgQIUEVuuumm6GJ/6623+sU5+fHHH93QoUPdySef7DbaaKMyYbLNNtsE/SwvvviiW7lypf/0gjNlypTVdxmtXN26jV39+hcHF9eLLx7rPvtssV+14GnZ+Pvvn+AaN14zY/7oo4e4kSMnut9qeihZBQgQoAq8+uqrUX9GixYtYr1D0Igu9at06tTJbbrppmXCZMstt3TnnHOOGzt2rFu2rLA+qS9YsCAIwvC9q117R9ekyQXu5Zdn+lWLzpdfLnFXXfWfIEAaNrzF7bBDB9e8eQc3YcIEv2reIECAmC1atChoXtIFcKuttgo6yauKAkJBocBQcPhhooBR0ChwFDz5asWKFe6ee+5xm2++efS916lTx91xxx1u+fKqa87R70oX6MGDBwej3q688srgvdTRsmXL6N96XOVDhgxxEydODJoXq8qECV+5o466afXv8yC39tq1gvlCZ555Zl5OPCVAgJh16NAhuADqD3/06NF+cZVR05WasPQJXk1afpio6UtNYGoKU5NYvnjuuefcHnvsEX2fmidz7rnnum++iX8WuSZz9unTx5100klBuPvvUS6H3mONqvvnP//pZsyY4X+pSlm5cpXr2/dfKR8KNtlkk6ApNJ/uKgkQIEZ9+/aN/uC7du3qF1cbNZmpc12d7OHdUPKhTnl1zquTvio/TZdn5syZrm3btinflwYdTJ482a9aKXq9bt26BUvI+O9D8lG3bt1gpNyf//znYEh1eOj/9Xi6O7zkQ3U03Fo/V1x0h3TppZcGgzDCr6OReLqjzAcECBCTDz74wNWuXTv4I9dEwF9+yZ+VWDXs9+qrrw4uPv6FT8OFNWxYw4c1jLiqfffdd+6qq65KGaa80047BXdGcfnpp5/cfffdl3Jnk3zst99+7oorrgiartSEpQt1NhYuXOjefvtt99hjjwUfEBo2bFjmtXVoVYHHH388tgENmlCqJrXkr6Fwmzq17P4m1YkAAWKg/oXwYqKmounTp/tV8oYmJOqTsiYo+hc+dV7rwqSJjXH33WhYc79+/VKajhS4f//734MLfhzUCa/X091E8s+l38npp58efHJXgMXp22+/dU888YQ7/vjj3frrr5/ydXfddVf38MMPx9bsNGrUKFe/fv2U39eFF14Y/Nw1gQABYnDRRRdFf9SPPPKIX5y39MlWncO6Y/LDRIealLTkSmUXe1Rz2r777pvy2qeddlow0TIO6oTX96mO9+SvocUqdZexdGnVL+cuukN56KGHonXPwkNBMmbMGL+6yfLly93tt9+eMgJPgw/uvffe4H2oTgQIUEkjR46M/pDVSV2otIijFnNU80vyxS88DjzwQHfbbbfltNjj7Nmzg/ck+XUOOOAA99prr/lVzcaNG+f23HPP6PU1eEF3AzU5W1/zN3Re6D1L/tn1fek9icO8efOCEWLJi3PqfXj++ef9qlWGAAEq4csvv4yWKtl5551jbx6pKbrj0DLz+gSvC7IfJvvss09w56J+n3T0iV/NZMkz6LfeeutgIcm45sSo2St5kUodRxxxhHv//ff9qjVqxIgRwbkRfo+6c4izv+edd95xTZo0SXkf2rVr5z7++GO/auwIEMBI6zC1a9fFrb/+FsEomTfeeMOvUhQ0/0DNMpoQmW6xxwYNGrgbbrghGj2luRI77LBDVK5+Aa3ftWRJfKvlaqb6XnvtFX0NjTRTP0S+Uthdf/31KX0kXbp0iXVujjrtk0fc6Wtp9FlF669VBgECGPXt+7qrV++81Z+sW7jbb7/fLy5K6jDWXcRRRx1VpsNYh7/XybHHHus++eQT/2UqRUGxwQYbRF+jY8eOVXqRjJMGMCR3gu+///5BU1RcFFRaQiccDahD71XPnj39qrEgQACD99+fF2xZuv/+D7hOnfoU9J4OVmquGzRoUNCu7y/2qLsD9U3ErXfv3lGTmibWaThtodGdmEIvfK/UwZ5Lv1I21ASpSY7h19DggqpAgAA50kqw7doldpg78shBwT4VpU59HieccEJwsdL8jrjmP4TUKX3xxRdHF0TNG8nU/1IodFcQ/jya1V4VfTfqC9Hra8h2VSBAgBxp34Zw1dRXXpntF5csDS3VxUqdxHHTbOzwYqvhwPm4LpSFhnyH/UoaZDBr1iy/SqX85S9/CV5bs+mrAgEC5GDEiOlRePTu/bpfXNKqKkDU+RyGx+GHH+5++KGwNl2qyPDhw6MQUXNWnH0iBAiQJ7QXRZMmiV3xOnYcHuyUhzWqIkA0OS4MD10E4xzJlU90JxL+nOpYj2t0FgEC5AGFxamnDg/CQyFSjBsbVVbcAaLZ6+EigprZXVPLdVSX5D6R888/3y82IUCAPKDmqrDpSs1YKCvOAFEfx7bbbhu8nlbBrexSKoUieXRWHJMNCRCgho0fPzsKD3WgI724AkQjrpo1axa8luaVVOfSHDVNTXS77bZb9D5WdtkTAgSoQRqi26LFwCA8jjlmaDCEF+nFFSDaoCn8FK6VdUuNZvSHkzQ1x6YyCBCghmhyYJcuzwThoUmDmjyIzOIIkP/+97/RtrbqTNYS8KUoeeRZZVbxJUCAGtK//7tR01W/fvHukleM4giQsA9Aw1q1SGCp0pIk4QKMGtpr3U+EAAFqwJQp89zBB/cPwuP880eX5FIluapsgLz33nvRMiXaLbDUJW8ToE2pLAgQoJr98MNyd+yxiaVK1P/xzTc/+lWQRmUDpH379sHztW5TtlvMFrtwPxHdhViWhyFAgGr2t7+9GDVdvfzybL8YGVQmQJLvPrSPCBKS70K0XHuuCBCgGo0cOSMKj169WKokF5UJkE6dOnH3kYaGNIfb42qnyFwRIEA1+fzz79xhhyWWKjnllKfcsmW5NxmUMmuAaC+PcP8K+j7K0mZe4V3IzJkz/eJyESBANdBSJaedtmapklmz+BScK2uA9OvXL7pAaqdBpFq4cGE0LyTX5j0CBKgGWpY9bLoaPvwjvxhZsAbIoYceGjzvgAMO8IvwO00o1HtUr149v6hcBAhQDTTDvFu3ce7++yf4RciSJUC0QGK4Da5W3kV62sY3vEubMWOGX5wRAQKgIFgC5Mknn4wujNOns0hlJvPnz49GqWmpl2wRIAAKgiVAtGy5nrPDDjv4RfA0bNgweK+013m2CBAgR2FfxoEH9nMfffStX5wirIvKswRIuPLs2Wef7RfB07Vr1+C92m677fyijAgQIEdhKOjQYojlIUDik2uAaL2nsP9DQ1VRvoEDB0bNfYsXZ7ehGQEC5CgMhVatBgX/1QirTAiQ+OQaIJp9Hl4QX375Zb8Ynrfeeit6vyZMyG6wBwEC5CgMhWHDPgz+e+KJw9yqVb/61QIESHxyDZDkkUVaxh3l03yQ8P0aNGiQX5wWAQLkKAwFhYbCIwyTdAiQ+OQaILfccktQf7PNNvOLkIG299V7lu1GWwQIkKPkUAgnCKo5a+nS5V5NAiROuQZIt27dgvpaaRbZCQcdXHnllX5RWgQIkCM/FMJdBfv0mZhUK8GvC7tcA6RLly5B/f32288vQgbapVHv2XnnnecXpUWAoMosX77ctWjRwjVp0sSdc845VXKce+65rmvXnu6aa4a6m28eH/uRbtkRPxQ0lFdDeg89dECZvT38urDLNUDC3QcPP/xwvwgZHHHEEcF7pvcuGwQIqkw4rrwqj7XXXsfVrdvYNWhweXSxjvtYsOCnlJ8rfDzZDTe8FDx2442po33S1YVNrgFy3HHHBfXbtGnjFyEDvVd6z/TeZYMAQZXQGkSbb755cHKpE7N58+ZVcugO5/jjL3GdOz/gLrhgTOzH7be/7n7zdptNFwrz5v0Y3IHoTmTGjAXR4+nqwibXAOEOJHfcgSAvXHTRRcGJpYlckyZN8osLWqZQeOCBicHjF144JnosU13kLtcAoQ8kd/SBoMZNnTrVrbvuusGJpX6KYpMpFDQKq2XLxOTCV1/9IngsU13kLtcAYRRW7ho0aBC8Z4zCQo1R01L4hz5v3jy/uOCVFwrh5MKTT05MLiyvLnKTa4AwDyR3zANBjXr66aeDE0pH7969/eKiUF4oKDROOOHJoFwjuMqri9zkGiBDhw6NzsVi/CATN+0VH75fzERHtfvll1+CHc10QtWvX98tW7bMr1IUKgqF8eNnB+WtWw+usC6yl2uAJK+FNX78eL8Ynrfffjt6v/TvbBAgiM1tt90WnYCjRo3yi4tGNqEQTi7Mpi6yk2uALF26NFqNN5dNkkqV7jrCv1/djWSDAEEs5s6d6zbZZJPgZGrZsqVfXFSyCYVwcmE2dZGdXANE1IGu5+hCh/JdccUVwXu1zTbb+EUZESCIxZlnnhmcSLVq1XIffPCBXwxUmiVAtFKBnrPzzjv7RfBouLPeq5NOOskvyogAQaVp74BwP+VLL73ULwZiYQmQxx9/PGqW+fTTT/1i/E5NVmFzX58+ffzijAgQVMpvv/3mDjnkkOAk0hBA7SmAspYvXxVMNBw79mO/CFmyBIj2AQk/3PTt29cvxu9GjhwZBe20adP84owIEFTK4MGDoxPvgQce8Ivxu3BklvpF3nzzS78YWbAEiISzq1nSJLPTTz89eI+233774ENhtggQmP3444/BCacTqGHDhm7lypV+FfxuyZJl7uijhwQhouG9CxemLtCIilkD5J577gmepzuRWbNm+cUlT3/HG2+8cfAeafZ+LggQmF1//fXR3ccLL7zgF8MzadJcd9BBjwQhcsklz5ZZpBHlswbI/Pnz3XrrrRc896abbvKLS96QIUOiv+PJkyf7xeUiQGDy+eefuw033DA4eY4//ni/GBk8+GBiwUUdgwZN8YtRDmuASLi0u+6YNeEVa6hpT+/Nnnvu6RdViACBiYb66cTZYIMNGN2SAy11cs45o4IAOeSQ/u7DD+f7VZBBZQJEd8jhp+wHH3zQLy5Zb775ZvS+3HfffX5xhQgQ5EzLQoQn3dVXX+0XowJz5/7gmjV7LAiR9u3/N+1e6iirMgEijRs3Dp7/xz/+0a1YscIvLklqPdB7Urdu3WDmfq4IEORk1apVrlGjRsFJoxmrP/zwg18FWRg3blbUlNWjx0t+MdKobICMHTuWu5Ak77//fjT3I9vVd30ECHKiNYXCP8JHH33UL0YO/vGPV6IQYX5IxSobIHLwwQcHr7HFFlu4b775xi8uKeHug3Xq1Al2ELUgQJC17777zm211VbRCfPrr7/6VZCDn39e6U48cVgQIIcf/i83Z873fhUkiSNA3nnnnehTd+fOnf3ikvHEE09EHwTvuusuvzhrBAiypl3KdLJoPP0bb7zhF8Ng5swFwV7qCpHOnUe4FSsI5UziCBC55JJLovO4FIeff//9927HHXcM3gONvKpMfxABgqzMmDEjGkuvWauIz9Ch06KmrHvvzW4fhlIUV4DoArrtttsGr6X/armTUnLaaadFdx/jxo3zi3NCgCArRx99dHCibLTRRu7LL1mKI06aUHj55c8HAaKJhix1kl5cASK68wibslq0aFEyzbGPPfZYFB4XXHCBX5wzAgQVSh69cvPNN/vFiMHixb+4Nm3WLHWyaNHPfpWSF2eASI8ePaLz+m9/+5tfXHS0zUK4Z89ee+3lfvqp8svpECAol9pHd9999+Ak0fj5OE46pDdx4tfRUiddu7LUiS/uANGQ9ObNm0chYplIVyi+/vprt9NOOwU/p1aQmDIlnlUQCBCUSyM0wj+wJ5980i9GzLTke9gfMnjwVL+4pMUdIKLhq+pI1uuqSWvo0KF+lYKnuVrhZlEaOKARWHEhQJCRFqHbbLPNghOkadOmfjGqwMqVv7qzzkosddK4cf9ga1wkVEWAyJw5c6JRSRooEucFtqYtWbIkWutKR+/evf0qlUKAIKMuXbpEn8zeffddvxhV5Ouvl7gjjkgsddKhw/+6n36yD7MsJpdffnnUBBO3Dz/8MFjOIzzfi6E5S3dXurCH4XHxxRf7VSotHNH1pz/9yS+KBQFSoJKXOTjvvPP8YlSx55//NGrKuvHGl/3ikvHee+8Fnd177LFHdCHUocU8tSJ0nBQiO+ywQ/Q11LGufpJC9MUXX7i99947+lm01XQuG0VVRCsa9+zZ09WqVSt4/c0339yvEgsCpEAlL3NQ6ks+1JS//318ECB77nmdGzHiNb+4aL399tvBxXvXXXdNCQ3/0ErQN9xwQ7AhUlzUnBX2iejQEN9Cmyfy/PPPB9tLhz/Ddddd51eplKeeesrtsssu0eurX+XUU0/1q8WCAClAw4YNi06OO++80y9GNVHTVatWN7ttt23rtttuf/fpp8W5m54+Gb/66qtBE1U4UsgPimOPPTaYw6ALvMJl/fXXj8q1x8egQYNi+4Stpp/k0VmabFgIM9Z1t6RFEcOWA90d3HvvvX41M43catasWcrvplWrVu6jjz7yq8aGACkwP//8s9t5552Dk6NBgwZu+XKWGq9JU6bMXH0X+Mfg93HQQQdVatmJfKLtj//v//7PXXjhhdGs8ORDE1bVTPX444+nvcPQHjThUuThccghh7gJEyb4VU10MVbTWXgx1nHmmWcGA0vykdb4Cvd+16H39JVXXvGrmShQNelw3XXXjV5/t912c6NHj/arxo4AKTC33HJLdJI888wzfjFqwN133x39Tgp5/xV9GHn22WfdueeeG3VYJx+a5HbGGWe44cOHZz3f6MUXX0xp61dzyllnneXmzp3rVzXRUh/JAae2fi0Fny8frBYvXhysUZd8cdddQhw/vz6saD95/czha6tJ+4477qi2n58AKSBfffWV23jjjYMT5aijjvKLUUPUNBMuJaNPxJVdv6g66Y525MiRwcq3uvj4oaFl1c855xw3ZswYt2zZMv/pWdHdTJ8+fVLa/RVGt956q/k1k2kVai3AmHyR1qRaBUkcr2+xaNGi4A4p+T3VhV7bLcTRlPfcc8+lDFzQeafgr+7+UAKkgOjTn04WjYWvynZN5E5NJ8kLAOZrU4poZzvNpVDHaviBJPnYeuut3fnnnx/0K8TZJKeLqkYbhSODdNSrV889/fTTflWTSZMmRfuJhMd2223nbrrpJvfZZ5/51auE+iGuuOKKMmHcsWPHWDr7Z86c6dq2bZvy2ocddpibPHmyX7VaECAFQnsj6/ZfJ4w6M5F/dOcRtsnrjiSOT5px0ad0dWSrX0LzNJIvQDo0PLZr167BdshVvXChhuO2bNky5eurU3zq1Hhm9mttOPW3+D+jJuzpDkD9M3GaPn160JR0wAEHlPma7du3D4Y6V5Z+f1dddVW04rYODWio6Zn5BEgB0IVIHbQ6adQ2rXZV5Cf1gYR/4OobqUnffvutGzBggGvTpk3KqKjw0FDPv/71rzW2d8yoUaNc/fr1o+9HTVDqtLfuvufTHdRxxx2XctENDw1E0Sztvn37BqGZ7R2jmoheeumloHns7LPPTpmXEh61a9d2nTp1CuZqVZYGC/Tr18/94Q9/SHl9jebKth+qKhEgBSB5ieeHHnrIL0YeUZNPGPYa3lrdKwSoc1bniOZHJPcJhIdG7mluhkYF5QN19moJFC1/En6P6ivQ8Na4ms8UDpnuEJIPfV2F6r777hvcEYWH/l+PJ3dWpzuaNGkSXOy1n0kcNEpLXzv5a2hmuYZK5wsCJM9poTW14+rk2WeffQp25m0pURNJeEHUSsnphrnGSbOadYHUemhhM2fyoWUstMy/lgvPV/PmzQs665OH5WrCoCbdxUn9EBp6rA7n5Lsfy6EwVl+RFjGN665JZs+e7U4++eSUr6Xwe+21/JusSoDkuWuuuSY6iXTrjMIwZMiQ6Pempo64zZo1y/Xq1Su62/GPAw880N12223uk08+8Z+a19QRrk/yyT9Lu3bt3Mcff+xXjYUGFKiPQiHwj3/8I2iCVJDp0CS88N96XEPoVU9NU1XRfKTvRSO3kvuoNKBBzZBV3S9lRYDkMV0k1AyiE+mEE07wi5HnNLEtvBBce+21fnHONPJOF7lGjRqVCQwdGo2j5f31CbbQ6S4hXIFXh/pwunXrFlvzUL7RB47k/hT9vN27dw9W681nVRcgq9+E4MhGNnWffda5zp2d23VX5zbe2LmNNkr8W4+prAh16NAhOJkUItU1DBHxUfOjZmzrd6ihq5bfofpQ9Kk03DQs+VAfh9roNcdCGxIVG33K1xBcdRqHP7M6k/v375+3n8hzNXHiRHfooYem/F61LEyh3DlWcNWuhGxCIVReXU2MadZsTZ1Mx+o/JPdt8ezNoGUkwhMqjk+vqH4LFy5M6cjW0NJsOobfeuutoMlEcyT80NCIotatWwcX0WxHDhU69fFozkry+6ANmLQ+V6FSX4yaNpP7rLSNbSFNQpUMV+0YhBf2bGSqq46p1X9EQdmWWzp3663OTZumxkJ9PNGAcud69XKubt1Enfr1NVvJf5WCo45ydXzqpFIHelV3wqJqPProo2UCQH1aPn2a1mQ6tf2HAyaSD7WJ61PpwIEDS3oItwIjeT0pHQoWBUyh0Mx49U0ljzrTbP/7778/mLFfaNJctWOiC7qObGSqe8wxicf32UfjE/3SNebNc27ffRN127f3SwuOxpiHJ5cuGihMx6w+f/U71FpQWnpG/9YoI60PpYuF/qtF8LbZZpuUi6IONX1pJI4mivEBYg2Fre6+/HkRN954Y9AJnc9GjBiRsgS+mjW1iZTuVAtVmqt2TDKFQjrp6mrVTj2m7TGz6RTUpxDV1XMmTfJLC4aWewgXstOyDPk0mxnZU2dvOABCFzcNUw2DQuGgT51+aOho2LBhcDeiNaqQmd5fTYJMniCpTnd1vuebadOmBfNykn/PRx55ZPB4ocvyCm+gC7mObKSre+mlicdWnyRZ69498ZzLLvNLCsZlq793nWBqG1VbOAqTLmThxULrI4nmNPiBoQUGk/e2yJcJfoVCw3vDO73wUFOghgPXNN1Z6A4jee0v3YFo8cpikeUV3kAXch3ZSFe3UaPEY6+/nvp4eTTRRs/Zbz+/pCBojaDwZNNSCChcGnat36P2ZUimvgx9ataaVGFTVthBrOU1YPOf//wnZadCNRVq/obu/Kqbfqfq00i+y1Sfh+btVNcy69Ulyyu8QRgKuRzJVr/5wWO5dIqrrp6jTvWQZm5rpcrx42M/Fqw+pq0+xsd0hJPCtEJqMQ7LLBVqiw+H72p3vvJo72otba66WiwPdrpw33fffWUu3Foqpbou3BpFpdFU4ddXS4JGW8WxEm8+yt8AWf1JPHgsl5EJGiKp5+i5oQsvLPt1YjpGrj7arZXaJBHH0bNnzzXfPwqO9qQOf5ca51+ef//731HdmlrUsNio6eiiiy5KGUKtZUu0eGNV0bwN3V0m/x1rfkdFv/9Ct5b/QGzW+v1Cm410deO6A/nLX8pc+OM6qiJA1LyhT6UoXFrwTr9LbWpU0SCIcLa69g0vlslx+ULLw/ud11pGPs41wTRTXDPGkzvzNaNcM8tLwVr+A7FZ6/cLbTbS1Q37QHJZQCxdH4juYN5+27nx42M/4m7CGjx4cLXvKIZ4KfzDMf7ayrQ8alYJV3jVRkuoGhrVljwpU/2M2sFQIx6tFPZao0prVYWvq/k6WjUg34cTxynLK7xBulDIJF3dcBRWt26pj5dHI7b0nAIehYXCNnr06OiC8noFA0C0LWlY9+WXX/aLESNN4NMWumF/kw6NgHvggQdynsCnVXH9peFPOeWUoliDLFdZXuEN0oVCJunqagirHiuxeSAobGeddVZwQdGM8oqapM4777ygribFsUx/9dB+KfodJS8hoome2nyqItqHI2yeDA8tqaJ9O0pVlld4g3ShkEmmum3bJh7PZia6mq1UtwhmoqMwaZ2rcASQmkjKo8DYaqutgrraUwLVa8KECa5x48YpYaDdC9Ntd6tFHbUDoL+oozaPKvXgT3PVjkmmUEgnU10tFqex8SoL18JSB5jWwQrXwrr9drf6LzFRR2thFfCyAChsyRMFK9q7ReVh3bg3TUL21O+oAQzh70Kd4Rp6HS6jrqVktPd4WK7FLDXcWnuUI98DRDR+umnTNXUyHVqNt0RWJ0V+0p2ELjK6s6jok6nuUFRXdyzZrNCLqqO1xrTNb7j0jA4tJ6QdB8P/19G2bVs3c+ZM/+klLcNVOwbhhT0b2dQdM8a5M85IrM6rvUB06N+asT12rF8bqFYKjHCBP/VtlEd9I+Gqu2qPR374/PPP3UknnZQSGjr22GOPYMADyqrgqg0gGxpFFV5wKrrYaHRWWFejtpBfNKS+Tp06wXIo1113HXeI5SBAgBhoHocCQfM6Klo2Q/NDVFfzRZg0ikJGgACVpCapsCNWM8vLo5npmqGuuhoSChQyAgSoJK1hFTZJaW2r8mhtpLCu1swCChkBAlSShnUqEDTLuaImKQ0RVV2t1ltKS16gOBEgQCVpHw+Fgvb1qIj2B1Fd7RcCFDoCBKgE7XwXNkkNGzbML06hnQnDuvm49SqQKwIEqIT+117rdlsdCHVq1w4mpJVHe6MrPDRhTXt6A4WOAAEqYVSDBq7n6lB4qEMHv6gMLdqnANEe3kAxIEAAq6lTgxUUvlx9zK9gA6Hp06dHzVePPvqoXwwUJAIEsLrppsQSPOuv71wFi+s93LOn23StxGZG2nIVKAYECGDVsGEiQLTtQAUG7ref67q6bo9WrfwioGARIIDFjBmJ8NAxYIBfmmrWLDd/db13Vh+f/fOffilQsAgQwEJ70yg8atVybsECvzTV//xPou666yY2PwOKBAECWBxwQCIUWrb0S8o65JBE3SOO8EuAgkaAALn67DPn1l47EQp9+/qlqb78ck3d++/3S4GCRoAAubrzzkQgrLNOxU1S992XqKsQUZgARYQAAXLVuHEiFA4/3C8pS3VUV81YQJEhQIBcfPXVmiape+/1S1Pp7kQd56qrjnSgyBAgQC7UjxE2Sc2Z45em0pBd1dWhfhOgyBAgQC6aNUsEwsEH+yVladKg6u6/v18CFAUCBMjWN9+saZK64w6/NJWWK9EcEdXVnBGgCBEgQLYefnhNk9SsWX5pKi2YGNbVrHWgCBEgQLZat04Ewn77+SVltWuXqLv33n4JUDQIECAbixY5t956iVC45Ra/NJU2i9pgg0TdG2/0S4GiQYAA2fjXv9Y0SX30kV+aSnuDhHWnTPFLgaJBgADZ0C6CCoS99vJLyjrhhETd3XbzS4CiQoAA2dh880Qo9Ojhl6RautS52rUTda+5xi8FigoBAmTj7rsTdxYayluep55a03w1aZJfChQVAgSIU8eOifD44x+d++03vxQoKgQIEKc6dRIBcuWVfglQdAgQIE7HHuvcH/7g3PTpfglQdAgQAIAJAQIAMCFAAAAmBAhQnmefda5zZ+d23dW5jTd2bqONEv/WYyoDShgBAqSj+R7h3h/lHc2bO/ftt/6zgZJAgAC+BQucq1cvERBbbpnYz2PatMQs859+cu7DD53r1cu5unUTderXTyy2CJQYAgTwhete7bOPc3Pn+qVraM/zffdN1G3f3i8Fih4BAiSbMCERCJtu6tzs2X5pWV98kajL0iUoQQQIkOzSSxNh8Ne/+iWZde+eeM5ll/klQFEjQIBkjRolwuD11/2SzF57LfGcbHYqBIoIAQIk22KLRBjk0imuunqOOtWBEkKAAMlq1UqEwcqVfklmK1YknqPnAiWEAAGScQcCZI0AAZKFfSDq18gWfSAoUQQIkCwchdWtm1+SmUZsMQoLJYgAAZK99VYiDJgHAlSIAAF8bdsmAiGbmehqtlJdZqKjBBEggG/+fOd23jkRDOFaWB98kFgHK1wL6/bbndtqq0QdrYW1cKH/KkDRI0CAdP77X+eaNk0ERHmHVuNV4AAliAAByjNmjHNnnJFYnVd7gejQvzt1cm7sWL82UFIIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwOT/AQwMoXjn1uzsAAAAAElFTkSuQmCC)
PN: 4H48-1-81
CAS: 136842-80-3
Molecule Weight: 178.191
Formula: C9H10N2O2
![2-(7-Oxo-5H-pyrrolo[3,4-b]pyridin-6(7H)-yl)acetic acid](data:image/png;base64,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)
PN: 4H58-1-304
CAS: 1206969-29-0
Molecule Weight: 192.174
Formula: C9H8N2O3
![6-(2-Aminoethyl)-6,7-dihydropyrrolo[3,4-b]pyridin-5-one](data:image/png;base64,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)
PN: 4H48-1-NZ
CAS: 1206970-12-8
Molecule Weight: 177.207
Formula: C9H11N3O
![6-Methyl-5H,6H,7H-pyrrolo[3,4-b]pyridin-5-one](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABzIAAAcyAGhv3uVAAACA3pUWHRtb2xTb3VyY2UAAHichZRpb9swDIb/CqHPi06fQZwiaDFgQLsBawvs26DYSmoglgrZuf79qFyNl82FD1E0H9p6SXlyt2tWsDG+rZ0tiKCcgLGlq2q7LMjry9dRRu6mkxKDMNC2BXnruvcxY9vtlpZvptE7Z2npGnJ8Pt61dS9mq6jzSyY5F+zX0+PzgRnVtu20LQ1SbT1uD85HV+ru8BX/eQVrtN/Ulh3DWeM3x2y/JQ8np7u2Ih9rucdnM0RhUa8MLJxvdAcbySme/AssjTVed6aC+R7dika49unk6cGV68bYDs2QoS716rnz6xIdjVuZco3J0Pj2UJBGIKA718y813sIVnBrAVqCVqAj0DHoBHQKOgOdgxYcL4Ear0x4ycv+3eCXwne4h/P9ePxAaWRBRpwqkScgqJQ8AkmFjBNQNM65hIjmUuWQUBmnyXk4OU8hJ0DQJMpTAvuQUlDFZQaXEeWIkzyMscI5CqRSeZmOJOXpccyi/jyOshRGqJtQCpVgFymmk7mz1ZUJdVWQOa47hPw0i1aeZCLgfGU8dl5IEEKvAdkHgqjDgOoDoQTDQNQHQsEuwOxfQNwHQnmHgaQPhGYYBtI+EFpnGMj6QGi0YSC/WfQngOB94tDIw8IKcVO7T5G/yn3eKydGfjDsqr3YeVeiebNj2dV2ZvgTm/4BxM13Ook7p1wAADYjSURBVHhe7d0HmBRF/sbxOxOmMwfMOZ0ZMYCCoIKAiiJ6hkOUw3AqHHJ4eoqYc0bBAComRFRAUCSIChiQYEREFFQkiUqSI6v137f5d29PzewwW9M98ft5nn6U7eqZ3dmdfqe7qn71JwMAgIM/2V8AACATBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECICic9hhjwdb7dqPm6+++tlukiDcHtEhQAAUnXAgaLvsssF2kwQESDwIEABFxw4QbWPHzrSbBQiQeBAgAIqOHR7aWrXqZ/74w265GgESDwIEQNEJB0Lduk8G/z9s2FS7qYcAiQcBAqDohAPhwQfHBP9/2ml9zKpVv9vNCZCYECAAik44EBYuXGbq1+8V/Ltv3y/s5gRITAgQAEXHDoQePT4K/t2o0bNm6dJVadsjGgQIgKJjB8KSJSvNCSc8E3xNgZKuPaJBgAAoOqkCoXfvz4Ov1av3lJk/f1na9sgeAQKg6KQKhBUrfjPNmvUOvn7PPe+nbY/sESAAik5VgTBgwOTg60cd1dPMmvVr2vbIDgECoOhUFQi///6HadHixWBf585vpW2P7BAgAIpOukDQZEJ/nwotTpnyS9r2cEeAACg66QJB5UzOPbdfsL9du8Fp28MdAQKg6KwpEN57b3pCmzW1hxsCBEDRySQQ2rYdmBQe6dpPmzbfm9WOzBEgAArKzz8vMbfdNtqcc84rZsKEWfZuTyaB8Mknc5LCo6r2/fp96e07+ugnzeOPTzDLlyfOZEdqBAiAgqB5HE8++bE3CdA/2V966et2M8+aAsHXvv0bGQXILbeMSmhz0km9q6zsi0oECIC8e+utb03z5n2STvaaXZ7KmgLBpxFYGom1pvaaL3Leef2Tnv/CCweayZPTL5dbzggQAHnzzTfzzCWXvJZ04k53+youGr01cOBXpnHj5xK+l8MP72FuvnmUmTdvqX1I2SNAAOScOqvvuONdc8QRPRNO1scf/4zXH6EJgfmiwowPPTTWm8ke/t6OPbaXefbZz1KuN1KuCBAUvZUrV5rWrVub888/38yaldtPraie33773fTpM9E0bPh0wsn5yCN7mvvu+8D8+usK+5C8mTFjkfn3v4clXR1ppvvo0dPt5mWJAEHRO/HEE82f/vSnYDvmmGMqTkb3me+//95uijwaM2aGOeOMvkknZHV0f//9Art5wRg7dqY588yXkr7vyy8fbL79tnC/71wgQFDUhg0bZv785z8nBEh4q127trntttvMN998Yx+KHJk+faG54oohSSfg00/v6034Kwa6ctJKh6munFT1d9Gi5fYhZYEAQdGaO3euqVmzZhAWW2+9tVl33XWTQsTfDjzwQHPjjTeaL75IXvIU0fvf/1Z465XbfQkNGvQyzz9fnH0JCoq77novqe/muOOeMS+/PCmvfTf5QICgKP3xxx+madOmQThsv/325ueffzbz5883Tz/9tDn55JPN+uuvnxQi/rbXXnuZzp07mwkTJtgPjSzpJPrqq5O9pWXDJ1mNZrr11lEJCz0VK81a1xwV+6rqrLNeNuPHl08/HAGCoqQ+Dj8M1lprLfPWW6vLdoctXry44pPu8+aMM84wG264YVKI+Nuuu+5qrrzySvP++5ULEMHNxx/PMX//e2UhQ3+76KJB3pyMUjNy5Hfm1FOT569ceeUwM3PmIrt5ySFAUHQ++ugjU6NGjSAArrnmGrtJkiVLlphXXnml4uT2d7PxxhsnhYi/7bDDDqZdu3YVJ4aRFZ+ki+8WS77MmbO44vcwIulEesopL5g335xmNy8pK1f+XnHV+4mpX79Xws9ep84Tpnv3cd6w4FJFgKCo6Kpi7733Dk74Rx11lFm1qnp1i5YvX25ee+01c8EFF5jNN988KUT8bZtttqn45HxRxQnwTW+oMJItW7bSqx1Vt+6TCSfPY4550vTs+ZFXnqRc/PLLEnPTTSO9W3Xh1+LEE5+r+Hub4k1ULDUECIqK5nr4J/hNN93UfPvtt3aTalEwKCAUFAoMO0T8bYsttvACR8GjAIIKEI6oCIrO5tBDHwpOliob0qXL22bu3P/ZzcvGpEk/mTZtXk26GmvdeoD57LMf7eZFjQBB0ejdu3fCSb1Pnz52k6zolpVuXekWlm5l2SHib3/5y1+8W2G6JaZbY+Vm/PjxFcFRz2yyyf5mxx1bmv3261yyJ8hsDBnyjWnWrHdCiChgr7rqRTNnTmn0BxEgKArTpk2rOGFtEpzE27RpYzeJnDrV1bmuTnY7RPxNnfPqpFdnvW6vlbIff/zRe901aEE/e40aW5mttjrGHHlkJzNo0BcleYsmW8uWrTKPPTY+uMV34IF3Vvw9XWB22qmhuf32eyr2F/eINAIEBU+3mY488sjgpL3PPvuY//0vt7dINNxXw341/NcOEX/TsGENH9YwYg0nLhUrVqwwd955Z0KArw6QGuaGG+6tCM7cFRmcMWOGGTp0qHnooYfM5Zdfbho1amTq16/vhby2jTbayPve9F//a/Xq1fPaqX3Xrl0rrgyGmOnTczuBcfZsDTJ40+y9d0dTs2bTiu9vd+/71Pf30ksv2c2LBgGCgnf11VcnnLQ+/vhju0lOTZw40ZuQqImJdoj4myY06qTVs2dPb8JjsRo4cKDZc889k36+Fi1aeFeFcfvqq69M9+7dzemnn+71ednfRzabAvGUU04xDz74oPc7zYWxY78yxx57jllnndVB52/HHnus+fTTT+3mBY8AQUFTB7d/y0TbAw88YDfJK5VIUakUlUyxT1D+tvbaa5sGDRqYhx9+2MycOdN+iII0adIkc8IJJyT9LAcccEDKOTdR0tWe+qF23HHHpOePc9t2221N27ZtzahRo+xvKVLqa9MHC3vQhv5OLr74Ym9CbLEgQFCwfvrpJ7PddtsFb7BmzZp5M9ALlYo3aoKjijnaJ6fwdvTRR5t7773XfPfdd/ZD5N28efO8k/c666yT8D1vueWW3pXAb7/FMyxX/St6TRRQ9usV3lSuRres/vnPf3ofJgYPHuz1Vem11OaPkNN//a998MEHXju1v/TSS70wV1jYjx3edGvphhtuyHqUXzoLFy70+tjWW2+9hOfebLPNzP33318UQ8cJEBQkBYUCw39TKUgUKMVCZeW7devmnaz0ydI+QfnbYYcdZm699Vbz9ddf2w+RU5pLo+9Xw5XD35+CpH379rH16fzwww/msssuS5gYGt40T0eDFB599NHIXyPdgtOVwNlnn510NeBvuvo988wzzWeffWYfHhn9XCeddFLSc6uv74033rCbFxQCBAVJnxbDb2LdyipWCj6dqBo3bpy22KM+fetTb67ux/tGjBhh9t9//6TvR304X375pd08EurE1lWE/elbmyoFaLSXhlTn8opz7Nix3tXXVlttlfQ9aTv11FPNuHHj7MMio8EB++67b9Lzquab+oIKEQGCgqNO8vAnUnWil4oFCxZ4o7TUebumYo/XXnutN+ciLlOnTvVOiqmee9CgQXbzSOjWUpcuXVIGR506dcwzzzyT97k1GnXWv39/73eUaqkAXbHEtXCZrgTVqW9XSNAHj44dO3p/P4WEAEFB0fBcXbr7b5wjjjiiKO4Fu9C8EU2O1C2SNRV77NSpk3nvvffsh3Dy66+/eqFsn8Q1Kunuu+/2TqBxUOd7qmHQ6tPQVVAh+vzzz81ZZ52VMJDDf610oo+rT+iXX37xrtDs25/qA3r88cdje97qIkBQUHTrIvwmzcVQ0UKwdOlS069fP9OqVStvprt9kvU3zZDXfIZ33nmn2sUedTvoqaeeSlhDRZtOjhp9FNdwYwVWuASNv9WtW9f7OYqBbiHpd2NfkRxyyCGxDr9VgDVs2DDptTv44IO9W3z5RoCgYKg0SfhNok/n5Ui3eV5//XWv9pbdqR3e1PF74YUXmuHDh6/xKk0jlVINNdaIMVU3jov6c8LFL7Xp9kyPHj1y2r8RldGjRyeNFNOtSF0VxEkfLnbfffXkw/CmAQb5HM1HgKAgTJ8+22y33cEVn4ZXdzLrEytW3xPXAALND0g39FQnZb1m6rsIF3vUzG3V7bLb77zzzpHXErM9++yzwcxwf9P3EteVTq7od6JbffayAOecc453tRUX/V4158h+XgXYddddl/PqDEKAIO+03vTpp99uatZsYjbd9ACz336HlXxdKRd+sUcNq003yU4nGPWraBSV3beif2sWvW6ZxUXfp77H8PPqtlwxl+xIRZNIDz300ISfU/13+nqc1IHfunXrpNtpWpXz5ptvtpvHigBB3nXrNtYcdNA9Zq+9/mV23fVv5tNPJ9tNkIImyP3nP/8xu+22W1KIpNr0CVnzLuKkT+d6nvDz6pZPoQ5DzZauCjSPJfzz6koxztuCvg8//NBbD8f+Peu2ZK4QIMirceNmBQvw1KrV3fTq9a7dBBnQCUu3Mez+Bm2arBjVCK50dFWjYpLh51aY5OPWSq717ds34Xadrrjefvttu1ksdKtQo7P859btzFwhQJA3CxYsM02aPBesldC+/RuUBI+ARu74JxONsKruaC0XmruhgoDh8OjQoUNRdpS70hVBeBKi5jINGDDAbhYLjWbzn/eggw6yd8eGAEHeXHHFkCA8Gjd+zsybF999+XKiOQL+yUSlSOKm59Oku3B4aEZ9OZo8ebI3QCEcInEXnxSFl/+cuq2VKwQI8qJPn4lBeOgW1pgxM+wmcJTrANGEt3B4FFrF5FxTxeX99tsveD00nynuPhECBGVjypRfTJ06TwQB0rXrh3YTZCGXAXL77bcnhIf6YbB6+HT4SkRzdlQ6Ji4ECMqClvhs2bJvEB7nndffrFoV/z36cpKrANGck/BQUubuJNLtrHCfiAY4xDVPhABBWbj55lFBeNSr95T54YdFdhNkKRcBorkI4ZOj5pysaTZ8OVKF3/DoLI1KiwMBgpI3fPi0IDy0DR4c7foOWC3uANGoruOOOy54jl122aXgqsQWEk2g9F8rbXGUPSFAUNJmzfrVNGjQKwiPLl1yM0a+HMUdICqnEX78XMwxKXbhyYYqPRJ1AUYCBCVLpUratHk1CI/TTutjlizhdkdc4gyQKVOmJJSBz3XpjGKlGeu1atUKXjdV8Y2yJDsBgpL1yCPjg/A46qieZtKk4lmathjFGSBNmjQJHlslM3IxSbFUqEZWuBCi1hOJCgGCkjRhQmWpEm3PPBPtpTuSxRUgAwcOTHhczXhH9aiKr/8aan7I7Nmz7SZOCBCUnIULl5mmTZ8PwuPyywdTqiQH4giQZcuWJaxHoWq7qD6NVAuvJ6LVDqNAgKDkdOw4NAiPRo2eNb/8kt+1rstFHAHStWvX4DFVuI9RV+60KFV4/sy4cePsJtVGgKCk9O37RRAetWs/bt5/P94y4qgUdYDoU7OG6vqP+cgjj9hNUE3hRb6aN29u7642AgQl4+uv5yWUKnnggTF2E8Qo6gBRuXD/8bbbbruEFQ/hRuujrL322t5rqquRbIf1EiAoCSpVcuaZLwXh0apVv4pPsIzUyaUoA0Tl2MP37O+66y67CRyp/8N/XbWCZDYIEJSE224bHYSHSpVMn77QboKYRRkgQ4cODR5r0003NYsWUXomKhrF5veFaN2WadOm2U0yRoCg6I0YkViq5LXXpthNkANRBkirVq2Cx9LyuYhWeAXHbNZQIUBQ1ObMWWwaNnw6CI/rrot/ER2kFlWAaCna8MS3iRMn2k2Qpf79+wevr4ZJu67gSICgqF122eAgPE49tU/FyWeF3QQ5ElWA9O7dO3icXC6TWk5WrFiRUNV41KhRdpOMECAoaiec8IwXHkce2dN88cVcezdyKKoAOemkk4LHofM8Pu3atQte57Zt29q7M0KAoKi988533kzzN9907whENKIIEM08V9VYPYY6en/4gXk8cdFEQv/3te222zrdxiJAAEQiigB55513gsfYf//97d2IkAJDS976r7dLXxMBAiASUQTIjTfeGDzG5Zdfbu9GxM4+++zg9Xap0lsWAeL/gNoy5XIMUM6iCJAGDRoEj/Hyyy/buxGxnj17Bq+3S2kTAqQKLsdkQquoderUyRx22GGmZs2aZt111/UmSu27777mggsuMAMGDPDeiOUgPHdDdau++upnu0mCcHsUnmwDRCODwv0fc+cyKCJumkTo/850HqpuPwgBUgWXY9KZOnWqOf744xMet6pt11139dZAKHXhQNCmIbnpECCFLdsAmTx5cnC85iYgN/RB1n/dv//+e3t3WgRIFVyOqYquOrbYYovg8bSimgrFfffdd2bp0qVm/vz5ZsKECebaa69N6NQqdXaAaBs7dqbdLECAFLZsAyS8cFTTpk3t3YhJ+LbhsGHD7N1pESBVcDkmlenTpwcTdlR3pnv37naTBAqT1q1bZ/28xcAOD20qgljVVTQBUtiyDZB77rknOL5Dhw72bsTkkksuCV53rb9SHQRIFVyOSaVZs2bB49x666327ipdc8019pdKTjgQ6tZ9Mvj/YcOm2k09BEhhyzZALrroouD4bt262bsRkwceeCB43S+99FJ7d1oESBVcjrGp1r7/GOrXKJfO8UyFA+HBB8cE/3/aaX3MqlXJpdgJkMKWbYCE+wiHDx9u70ZM3njjjeB1b9Sokb07LQKkCi7H2Dp37hw8xs0332zvLnvhQNA65vXr9wr+rZUFbQRIYcs2QDQy0T/+448/tncjJuPHjw9e9yOOOMLenVbZBYjL5qpevXrBY4wcOdLeXfbsQOjR46Pg31rLfOnSVWnbo7BkGyD77LNPcPzXX39t70ZMpkyZErzumk5QHQRIBpurHXbYIXiMH3/80d7tRI+jcg9xbKNHf2jGjPnSTJgwK7Lts89+NMuXJwaBzw6EJUtWBsURtSlQ0rVHYck2QLbffvvg+Dlz5ti7EZPZs2cHr7vOWdVRdgGSKZdjbP6kKG1RrOeslcQ22GCDhO8tym2jjXY3u+zSytSq9WjCyTrb7W9/e9n8/nvy0KpwG1/v3p8HX9PKgvPnL0vbHoUj2wDZZJNNguO1JghyY/HixcHrrt9BdRAgVXA5xhZ1gDz//PMJ31fUW1wBcvjhPSr+SJPX6Qi38a1Y8Ztp1qx38PV77nk/bXsUjmwDRMf4x//+++/2bsREr7Xr740AqYLLMbaob2EphP75z396E3/i2Jo0OcecddZt5qKLBpqLL34tsq1//8n2j+KpKhAGDJgcfP2oo3qaWbN+TdsehSHbAAlfgehTMXKDK5A1cAkDl2NsdKKnV1Ug6HZXixYvBvs6d34rbXsUhmwDhD6Q/KAPZA1cwiB8jGr03HHHHd6n9J133tkrgKjSJAoIzSxfuXKlfbiHYbzppQsETSb096nQ4pQpv6Rtj/zLNkAYhZUfjMJag2wDZE3b4YcfbhYuXGg/hPnkk0+CNioOx0TCROkCQeVMzj23X7C/XbvKtc9TtUf+ZRsgzAPJD+aBrEH4ZJ+p8DH77befV+hwyJAh3icjFUBUqekXX3wx6Oe47LLL7IfwqCic/zi6ismUnq/UrSkQ3ntvekKbNbVHfmUbIOGZ6NUt6gd34ZnojRs3tnenRYBUIdNjRowY4bXRmsKpqDyyX4l37bXXNo899pjdJMGCBQvM+eefv8bnLQWZBELbtgOTwiNde+RPtgFy8cUXB8dTCyt37r///uB1r+qDcFUIkCpkeow/gmHDDTe0dwVGjRplNt988+Dx6tev7w3JVbgsW7bMC42PPvrIdOnSJaE2f6nLJBA++WROUnika4/8yTZA7r333uD49u3b27sRk3BwP/TQQ/butAiQKmR6zLvvvuu1WdO9Q936Uid8+HGr2tRfMmjQIPshSk6mgdC+/RsESBHINkD0N+8ff+KJJ9q7EZNjjz02eN2rW8SyLAIkDvPmzfP+4HWy1zofmZ7wFTgdO3Y0tWrV8haP0ogujb1WP4uWtNXjlEtne6aBoBFYGomVaXvkR7YB8tVXXwXH77bbbvZuxCS8iN0PP/xg706LAKkm/8Xyt7/+9a9lsfwssCbZBoiGw+tWsI7Xmuian4B4hYfw6jY7a6LHzA4QlSvRolEasguUs2wDRMIjsV544QV7NyL2yCOPBK93ixYt7N1rRIA40tKzCg0Nt91oo428W1GqaAuUqygCRKt2+o+hzl3Eq2XLlsHr7TLyjQCJgD+OWhMKkVsqezJp0k8pVzBEbkURIO+9917wGHvttZe9GxFSEUV/ioE29UFVFwESAQ3F1QuYbigv4tGhwxCvU/2iiwYRInkWRYCoH0RX9P7jUNIkPqrP57/OO+64o707IwRIBAYMGOC9gBqRhdwKL0D18MNj7d3IoSgCRMK3Va6//np7NyLSpk2b4HVu166dvTsjBEgGDjzwQHPXXXeZcePGmVmzZlV80l3lTSBUH4j+wP1FnnT/FrkVXoBK646MHTvTboIciSpA/A9k2vbYYw97NyKgBbv+8pe/BK+z6mG5IEAy4L9A6bZWrVp5wYLc0qjD8ETDJk2eS1jFELkTVYCsWLEi4d78++9XLiqGaDzzzDPB63vAAQfYuzNGgGRg0qRJ5qabbjLHHHOMVzxRb46NN97Ym/yny0BGX+XXvHlLzYknPheEiPpFqjmcHRGIKkBEC6f5j9W2bVt7N7JUt27d4PVVCRlXBAhKwocfzvBuYfkh8sILE+0miFmUARI+MdWoUcPMnMmtyaj4BWD91zab1VIJEJSMrl0/DAKkTp0nvBIoyJ0oA0TCNZpU/gfRUDFX/3WtbvVdGwGCkqFhvK1bDwhCpGXLvmbpUvqlciXqABk6dGjweBra+8svfCDIlm63h68+qlv7ykaAoKTMmLGo4hNWryBEbrpppN0EMYk6QCS8SuFVV11l70Y1qM5VuO9D/UzZIkBQct5445sgQLRpfXXEL44A6devX/CY6623npk8ebLdBBnq2bNnwtWH1iPKFgGCknT99e8EAXLssb3MrFm/2k0QsTgCRMLr6KjYIqpPS3CHh0ZHNUGTAEFJWrJkpWnR4sUgRNq0ebXiBEepkzjFFSBffPGFV6zUf+wXX3zRboI1+Pvf/x68fnvvvbdZvny53cQJAYKS9eWXP1f8UfcMQqR793F2E0QorgCRTp06BY+tZZ/nzJljN0EVXnrppeC10zorb731lt3EGQGCkvbcc58FAaJ5IuPHz7KbICJxBsivv/7qFfzzH1+3slRNFumpwm64ZEnr1q3tJlkhQFDS7FInTZs+bxYsoNRJHOIMEFH12LXXXjt4jptvvtlugpAlS5Z4ZUr810u3rhYtWmQ3ywoBgpKnUieNG1eWOunYcajdBBGIO0BEoeE/h8JEs6qRTEN2zznnnOC10lITEydGX52BAEFZ+OCDxFInL74Y/Zup3OUiQHTbKrzs7aabbspy0il06NAheI20Pfvss3aTSBAgKBsPPjgmCBBKnUQvFwEi6kDfaaedgudSp/q0adPsZmXrhhtuSAiP9u3b200iQ4CgbKxc+bs577z+QYiccUZfs2wZpU6ikqsAkS+//NJsueWWwfPtueeeWRUFLBX3339/QnjoNlacgw0IEJSVH35YZOrVeyoIkVtuGWU3gaNcBoh88MEH3r39cIiU85XIddddlxAeJ598cuxrFBEgKDuDB38dBIi2N98s35NOlHIdIDJ48GDvufzn1e2scusTUUicf/75CeGhSsbLlsU/2pAAQVnq0uXtIEAaNOhlZs9ebDdBhnSievXVV815552XcBIbPny43TQWr7/+esKVyCabbFI2o7MWLFhgGjVqlPC6N2/e3BvCGzd9YLj66quD51W/VK4QIMgrlTo57bQ+QYi0bv0ipU6qQWtq9+3b15x99tleqfXwCSy8nXLKKeabb76xD4+cbmeF+0Q0xFdDfuO8/59vWup3l112SXi9VWFXJ/a4qSz8wQcfnPDcW221ld0sNgQI8m7SpJ+8UicHHHCL2X33S8xddz1nN0GIJqFpOOhpp51mNthgg6Sw8DeVywj/W1V0VYo96klsNnWsh0dnadOQ31Ire6KAUDiGb93pNb/99tvtppH77rvvzBlnnJH0O9ffQ1xDhVMhQFAQnnhidMWnuFZm660bmE033deMHEmnepgWcXryySdN06ZNvSCwTxz+tt9++5kuXbp4/Q8//fSTufDCCxNmjWvbdtttvceK86pAYRGeJ+I/b6kUYNRkwGOOOSbh59Mn/0GDBtlNI6Urzs6dO5v1118/4blVJkXBtWLFCvuQWBEgKAiasduyZfuKT1Dbe28I1Vsq95XvdBJ+9NFHvRNx+FOuvR1yyCHeJ+Gq1uj4+OOPE5ZP9TctEvXuu+/azSOjgNL3ZQfYcccd59WGKkbq69B8Dvv3oZ9p1qx467vpymKHHXZIeF5d8ajjfvbs2XbznCBAUDDmzJlrttlmm+DNceqpp9pNSp6WNn3wwQe9E759Cyq8HXnkkebOO++s1nBZffq379Vr0xyFbJdUTUe1s8IFGLX5t9N+/vlnu3lBUtl1hfnWW2+d9HPok3+cV3MaYaWRVfbvrU6dOmbs2LF285wiQFBQ3njjjYQTZ7du3ewmJUchoDBIdZLwN70mChWFSzYne43Uuummm5I63DV66sYbbzRLly61D4mEqvheeeWVCeuJaNP30bFjx9g/vbtSf9Fdd93lDUu2fycnnniimTJlin1IZPSaqGqv/UFCVyHPPVcY/YQECArOv//97+DNonu9n3/+ud2k6Ol2k27v6PaTfWLyN90m0e0rffKNugN6xowZCYsb+dvOO+9sXnjhBbt5ZLQoleZG2M+rT/Jt27b1RjQVAvVx/Oc//zGbbbZZ0ve6++67m4EDB9qHREZXO7fddpvZeOONE55X7wVNUlQ/SKEgQFBw1BFYq1at4I3z17/+NbZPxrmkjm11cKuj2z4phU+k6ihXJ3cu+oB0wq5du3bS96EO4gkTJtjNI6M11sO/4/CmE7TqSOVi2HGYrux0tXHQQQclfU/aFK5du3aNbBXBVPS67LbbbknPfeaZZ3ojrwoNAYKCpFsD4U9gF198sd2kKOj+tSZ56aRonxT8TUMvNSRXnaRxD7FNRQMYevXqlXSbZq211jL/+Mc/Yq1tNXTo0JRXJP621157eb97XRVFfRWmUWovv/yyufzyy83++++f9Nz+pn363axcudJ+iMh89tlnpmHDhknPrStU9SEVKgIEBevpp59OeDO98sordpOCo5Px6NGjzRVXXOF9YrVPCP6me/+a/KdJgIVyS0L9FP/9739NjRo1Er5XzSi/++67Yx0iqqDV5Lstttgi6bUKb7vuuqt3hfavf/3LPPzww14AjR8/3vt0rs0/yeu//te0f9iwYV5/msqrN2vWLG2ga9Pvp1WrVt7jx0lXmfq57ZFq6qzv0aNHTiYjZoMAQUE799xzgzfV5ptvbqZPn243yTu9ybW+tU4E2223XdLJyN+0ZoY6RVVuJBf1kVxNnTrVGwFnf/+6Goh7noNCasCAAaZly5ZJHf1xb+pjULj07t079hIkqpulARH6mw5/DxpkoEEFGi5cDAgQFDTd0gl/WtS9+UL4VKYT3ZAhQ7xbPJpAZp+M/E371DmsT7JxfoKPg+pYpbq1o5pPmm0eN11FvPfee+bWW2/1BhOE62xFsSkwGjRo4I0+022iXIW6/hb23XffpO9HV1bFNj+GAEHB01j38PDP66+/3m6SEzrB6NOxihXqasI+AfibrkIuvfRS8/bbbxdE2GVDn5R168e+taQRYppQN3/+fPuQ2Oi11Og1XQXdd9995pJLLvEm8Gn4s25tafNLu+i//te0X+3U/t577/VGUCkA4y6xblO/3kknnZT097LPPvt4w9eLEQGCoqB5Ev4bTveLR43KTakT9U9oAt5ZZ52V9paK+jvU76H+D/WDlJp58+aZdu3aJc3AVuHE7t27F31QxmnhwoWmU6dOSSVoNERYC0/F2TkfNwIERUEzfU844YSEE1dc5Rv0hteoG/UDpCtWuMcee3idzvmeDZxLkyZNSvg9+NsBBxzg9QOhkv5me/bsmVBdQZs+AGlkWbHMwk+HAEHRUGCES4WrbyQqejNr7kWTJk2SPimGN81J0S20Tz/91H6IsqLbQFp50H59NBy5OuVVSpWukA899NCk10dDlkvpb4cAQVFRp3X4DfnII4/YTTKmQNLxuj9u35oJbzoR3HLLLUXXwRk3DQrQxDsN8w2/XhoGfM0113jDgsvN999/793utP+G1BejOSelhgBBUVERwfAbU7eYVHYiUxoG/MADD5h69eol1RgKb+p41cnx22+/tR8CFk00VLBr4mH4NdRgAk1QLMU+IZuG/erK1L7lqX4zffjI1QivXCNAUDRUasI/6YdP/hpqmq7UicqZ61NhurpTOvmpWKFKVWRTrLCcqfTJ0UcfnfTaHn744d5KhaXq+eefT6o2rL9PjdabOXOm3bykECAoGpp45b9BdS85PCpKk/jCNExTxQrt5T7Dm1+s8LHHHou8TEY500Q8e0VCbZrZrSKOpUIz3OvWrZv0cx5xxBFmzJgxdvOSRICgaOi2k/8mfeKJJ8xTTz2V8MbV3AAVK0w1ScvfdH9es411bC6KFZYr3dJRQcRUt3QU7MV8S0cfNtq0aZPylp3K75TDLTsfAYKioDet/4bVlYN/8lc9KTskqtrUGZ6PYoXlTH1OqX5H6lRWHbBiokEDd9xxh7d8bPhn0YeSa6+91ixevNg+pOQRICgKGi3lv2F128mnORt2PSFtquSrlfb23nvv4Gv6dIj80ATLVOXbdStSZe4LneqXad6P/f2ffvrpZT1smQBBUQhPXrOH7qrUt65OtLVo0cKbo6BbJOrA9K9aVAoll2U3kEwT63TrMdXEuosuusgrr15otACWPrDYwXHggQd6pWrKHQGCgqfbVf48DQVCph3eKvftv+G1/CgKg24janlbe8KmSnuoH6sQSnuodIvWCbHnB2kiqz7AULplNQIEBU8zxP03sDrSM6VKq/5xjz/+uL0befb111+bk08+OeEErU23HQcPHmw3zwkVWNQHD7t4pK5gtQYJV7GJCBAUPI2a8t/IGsqbiblz5waL9Oi/+jcKkxZ7SrXMr8rK5HL2/5tvvumVqrG/j8aNG+ekfH0xIkBQ0NRJ7q+Qp8lZmS4opdXc/BOArkRQ2PTJX5M47QER+uSvKsdxLrCktdebN2+eFBxaQOu1116zmyOEAEFBe+6554I3tCZoZUp9Hv5xuiWB4qD+Lq2lYvc9aGEuTfiMsu9BfTFXXXVVUl+M1nq55557CqIvptARIChoGlXlv7FVmyoTuk/tL0ClTvdSLydRij7//HOvyGX4xK5NlQXeeecdu3m1aDSYJpJuu+22CY+tvxWtHsntzswRIChYWswpPJNZa3VnQvM9/GNUagLFq3///glLGvvbGWecYb777ju7+RppidzatWsnPZ4GZ3z00Ud2c6wBAYKC9dJLLwVvcBVCzNQpp5wSHKclTFHcNAP89ttvT5oBrjXNO3fu7H3QWBMVyDz33HOTgkMrSWrFSbghQFCwwusqqCR2JrQGhU4sOkad7i6fUlGYtH7L+eefn1SGf4cddvBWkExFVZpvvPFGs+GGGyYco3/fdNNNaas4Y80IEBQkzSRXORL/DZ/pMErNSvePOeyww+zdKAFaQrhOnToJgaBNa7h8+OGHQbs+ffp4Vxh2O12JULI/GgQICpJqD/lveM0RyJTujfvH6bYHSpdG6OnqIxwOujrR5ER74TFt6vtQHwiiQ4CgIGkxHv+Nf91119m7U1IJ8fAaIVOmTLGboMSo/0N/H/5ty1RbzZo1vVFX5VRmPVcIEBQcdZqqLpJ/Asi0Wmu/fv2CY1TsDuVDfV1nnnlmQnBoLsnVV19dlmuz5woBgoIzZMiQ4CSgEtqZCo+yUccpyo9GVGl+x5577mkmTZpk70bECBAUnAsvvDAIAs0UzsTy5cvNJptsEhyniWgA4kWAoKCoVMXWW28dBIFG3GRCNYv8Y1TNFUD8CBAUlLfeeisIAg3BzLTj84ILLgiOu+aaa+zdAGJAgKCgXHbZZUEQdOjQwd6dkiq5htdvmDBhgt0EQAwIEBQMFbnbbrvtgiDQOtqZGD58eHDMrrvuau8GEBMCBAXj3XffDYJAY/cVKJm45JJLguM6depk7wYQEwIEBaNjx45BEGhNiEyo0z1clvuDDz6wmwCICQGCgqDO8ia77GK2+f8gGDFihN0kpZEjRwbhobIWmXa6A8geAYKCMHfcONOlIgQurNjO3mor89uqVXaTlNq3bx8ESLt27ezdAGJEgKAgLLz6ajOuIgQGVmwj//EPe3dKutrYcccdgwDJdqU6ANVDgKAw7LlnxV/jn8wfFduywYPtvSmNGTMmCI9tttkm0vWyAawZAYL8+/RTLzy8bbPNVE3RbpHSQ1deaXauOGbdiu3iiy+2dwOIGQGC/Lv++soAadXK3lulbrvtZi6vOOb0im3ssGH2bgAxI0CQf/vvXxkgAwbYe1Na9dFH5rOK9kMrthe22ML8vnKl3QRAzAgQ5NfkyZXhsfHGWsTabpHatdcGxy2+4AJ7L4AcIECQX7feWhkgf/ubvbdq++xTedygQfZeADlAgCC/Dj20Mgj69rX3pjZxYuUxm2yixUDsFgBygABB/kybVhkEG2xgzOLFdovUtNqgf9w559h7AeQIAYL8ufvuyiA49VR7b9UOOqjyuFdesfcCyBECBPlz1FGVQfDss/be1L7+uvKYDTc0ZskSuwWAHCFAkB8zZhjz5z+vDoL11jNmwQK7RWp33FEZIC1b2nsB5BABgvzo2rUyCJo2tfdWrXbtyuN697b3AsghAgT5Ub9+ZRA88YS9N7Xvv6+8aqlRw5hFi+wWAHKIAEHu/fijMWuvvToI1lnHmJ9/tlukdt99laFz8sn2XgA5RoAg9x59tDIIjjvO3lu1o4+uPK5XL3svgBwjQJB7J5xQGQTdu9t7U5s1y5i11lp9zLrrGjNvnt0CQI4RIMitX35ZfdtKQaBAmD3bbpFat26VodO4sb0XQB4QIMitp56qDIJjjrH3Vq1hw8rjHn/c3gsgDwgQ5NZJJ1UGwQMP2HtT++mnyk53/XfuXLsFgDwgQJA7CxeuHn6rINBw3OnT7Rap9ehRGTrHHmvvBZAnBAhy5/nnK4Pg8MPtvVVr0qTyuIcesvcCyBMCBLnTokVlENx5p703tfnzV5c68a9aZs60WwDIEwIEueMvAqUg+OYbe29qzzxTGTp16th7AeQRAYLc0S2sPfYw5vrr7T1Va968MkDuvdfeCyCPCBAUrl9/NWb99SuvWr791m4BII8IEBSuPn0qrz5q1bL3AsgzAgSF67rrKgPk9tvtvQDyjABB4Zo6dfX6Hyq4qNFYAAoKAQIAcEKAAACcECAAACcECADACQECAHBCgCB+o0cbc8UVxhxyiDHbbLN6RcGttzbm4ION6dDBmFGj7CMAFAECBPHRzPHw8rXptuOPZ6Y5UGQIEMTjww9XX2WEA+KVV1YvYbtihTFz5hjTr19iwKj92LH2IwEoUAQIoqeQ2Hbb1aGgGlYPPmi3SNS16+p2al+z5upwAVDwCBBEL7zux3//a+9NTe38Y04/3d4LoAARIIjWpEmVVxPbb2/M8uV2i9TUTu39qxY9DoCCRoAgWlrrw7+SuPZae296au8fe8MN9l4ABYYAQbTq168MgTfftPemN3x45bENGth7ARQYAgTR2mGHyhCobme4Ot/9Y3fayd4LoMAQIIiWv4Kgtkz7P3zLllUeu8EG9l4ABYYAQbSyCRC194/dcEN7L4ACQ4AgWtzCAsoGAYJohTvRR4yw96anTnf/WDrRgYJHgCBaXbpUhkDnzvbe9BjGCxQVAgTRmjixciKhbmep7lUm1I6JhEBRIUAQvebNq38VEr76oJQJUBQIEERv5szKSry6mujWzW6RSPv9qxYVYVRnOoCCR4AgHh98YMyWW1ZeVahse//+q0dmrVxpzI8/GjNggDGNGlW22Wqr1WXgARQFAgTxmTrVmIYNKwMi3XbcccZMm2Y/AoACRoAgflqy9l//Wr2Era4y1lln9X8POsiY9u2NGTnSPgJAESBAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAODk/wCdMTbmnvsVFgAAAABJRU5ErkJggg==)
PN: 4H48-1-33
CAS: 40107-94-6
Molecule Weight: 148.165
Formula: C8H8N2O
![3-Methyl-2-{7-oxo-5H,6H,7H-pyrrolo[3,4-b]pyridin-6-yl}butanoic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABalAAAWpQFsYahjAAACXHpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvF+MHMBCFVFGrSZPaVVo7ae8mB5wUKUAFNA/ffmegaQgZKKA72/c7bP/PzuLumO1gb8oqLfKIcMoImDwukjTfRuT36/dZQO6WixiDMDCvIvJW1+9zxzkcDjR+M5k+FjmNi4y04/NjlfZiDpIW5dYRjHHnz9PjS8PM0ryqdR4bpKp0XjWdj0Ws62YW//mEk+lyn+ZOG+5k5b7N9lcw+zB6rBLytZZ7HFshCpt0Z2BTlJmuYS8YxYd9g63JTalrk8D6hN2Surj25eLpoYg/MpPX6NoMaax3L3X5EWNHVuxM/IHJ0PnxEJGMI6DrIluVpT6B9Wy35qAFaAnaBe2BVqB90AHoEDRn+OI4xwCOERxDOMZwDOI+7v3O2I+/nt4NrgDa30+4h77/3LzPuH0iIjNBlQgVzFC9wFpGJb+wnArBXBCUC0+BpF7IBLg0FDIERYXnq0/TdXYhHcCpckN/mL39KoFTNwWpPDhbSUMfUyAkmQi+LG69p0JrPYltFEP64txEnPmtDdx+23MDnANqxKVEjEkW4sykcr2uhVI4Zy2Wi3WRJxcupElE1pw0Iv0ym0p0OhEoysSUWPo2gQ29BEQfsKqOA3IAuOOA2wdsxYwDXh+w9TUOqD5gq3Ec8PuArd0zsLoFBH3AVvo4EPaB5lyME3a8J11zjiaYa7mbczfBiMHiJ5ErzdujPb7F3B2oOIlcCd/eHmdG3GTUoLr4RHnxK/Xby2mCCW4w/q2pORfH0vm8TtEdXLXOxT3s4L/P8h+TKOxOQyre7QAAOYVJREFUeF7t3QeYFEXCxnHvExUVMQEqIuB5nodyBoKCCJgwK0a4M4EJzBFz9lQUDOeZCCoIBhD0jJyYRQEVMCdAUEAFRBSQIKLWN2+P1cwUs7uztT270z3/3/P0g27VLOxsT7/dFVczAAB4WM39AgAA+SBAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAwUo//WTMLbcY07GjMQ0aGLPGGsbUr29Mhw7G9O2bLi/Laqulj4rkWw9A0eOTjLQxY4zZZJOVF/hch0Ll9dfdV6blGwz51gNQ9Pgkw5hx44xZc830hb1lS2OGDzdm9mxjfvnFmDlzjBkxwpjWrdPlqjd+vPsd8g+GfOsBKHp8kkvd8uXGNGmSvqh362bMr7+6NdL0dZWrXtOm6ddlyjcY8q0HoOjxSS51DzyQvqBvu+2qoeBSebNm6fqDBmWX5RsM+dYDUPT4JJe6zp3TF/T+/d2S3Pr1S9c/7LDsr+cbDPnWA1D0+CSXukaN0hf0qVPdktymTEnXb9w4++v5BkO+9QAUPT7Jpa527fQFfdkytyS3pUvT9ddeO/vrNhjyPQDEHp/kUkeAAPDEJ7nU2SasL75wS3KjCQvAH/gklzo60QF44pNc6hjGC8ATn+RSV5mJhN27p+upvhs2+QZDvvUAFD0+ycheyqRVK2Meeyy9hImWMpk715iRI43Zeed0ueqpvivfYMi3HoCixycZaVokUYsl2gt8rkPlr73mvjIt32DItx6AoscnGSvZ5dy1fHu9esbUqpX+c7fdjOnTx5hFi9xXrJRvMORbD0DR45MMAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoCUshNOMKZ9e2Pmz3dLAKBCBEipevTRlUNq33jDLQWAChEgpWjJEmO22CIdHpph/vvvbg0AqBABUoquvjodHn/6kzHjx7ulAJAXAqTUzJhhzDrrpAPk2GPdUgDIGwFSarp2TYdHnTrGfP21WwoAeSNASok6y9VspQD517/cUgCoFAKkVPz2mzEtWqTDo2nT/PdAB4AyECCl4r77Vg7bHTHCLQWASiNASsHChcZsskk6PDp2dEsBwAsBUgp69UqHx+qrG/P++24pAHghQJJuypSV29X26OGWAoA3AiTpDj44HR4bbGDMd9+5pQDgjQBJstGjV3ac33abWwoAVUKAJNWKFcZsu206PLbZxphffnFrAECVECBJdccdK58+Ro1ySwGgygiQJPr+e2M22igdHgcc4JYCQCQIkAR69/TTzZcKjzXWMObzz91iAIgEAZIwn334oTmyVi1zQypAPj/vPLcYACJDgCTMnnvuaVZLhcdu9eubJT/+6BYDQGQIkAR54okngvDQ0b9/f7cYACJFgCTEzz//bP785z8H4bHDDjuY37T6LgAUEAGSEL179w6fPl577TW3GAAiR4AkwLfffmvWW2+9IDyOPPJItxgACoIASYBu3boF4bH22mubL7/80i0GgIIgQGLu7bffNv/3f/8XBMgVV1zhFgNAwRAgMfb777+btm3bBuGx+eabm8WLF7tVAKBgCJAYe+ihh8KO86FDh7rFAKpo6dKl5ptvvnG/jD/EO0B++smYW25Jb9PaoEF66Y769Y3p0MGYvn3T5Qmlp41GjRoF4aGnED2NAIiGhsH369fPrL766sFn7JxzzkldTpJ7PfEV3wAZM2blPt9lHQqV1193X5kI6u/Qia3+D/WDAIjG66lrxo477hg+3dujYcOG5sEHH+RmLUM8A2TcuJXbtLZsaczw4cbMnp3e82LOHGNGjDCmdet0ueqNH+9+B2M++cSYE080pnv3SI+pqWNQ6jgpdXQv0KGhuvbOSCOwAFTdV199Zbp06ZIVGu3atTOHHnpoOFBFxy677GLeeust9+UlaTX3C0Vv+XJjmjRJh4Munr/+6tZI09dVrnpNm6Zfl+mEE1Z9YongGJc6Tkkda6yWffdSiEMnteaAAPCn5uArr7zS1K5dO/xsaVWHxx9/PKwzYcIEs+uuu4blf/rTn8zxxx9f8v0jq7lfKHoPPJC+WGu3PTcUXCpv1ixdf9Cg7LJ3303vF7777pEeH6eOW1LH3qlj9wIcmY/Wxx57bPbPBKBSNPjE9iXqqFOnjrnhhhuCpYFy0cAVt/71119fZv2kW839QtHr3DkdCPkuFtivX7r+YYe5JbGjjj0bILpDKtWTFqiqd955JxwCb58o1ByczxP9kiVLzFVXXRVM3LWv33LLLc3IkSPdqokXvwBJpX8QCFOnuiW5TZmSrt+4sVsSO1ph156wWnkXQOUoINSPqMCwn6U2bdp4DURRn0nXrl3D76NDrQQffPCBWzWx4hcgtWunA2HZMrckt6VL0/VTdwtxNnv27OBxWSep9vwAkL/ly5ebG2+8MVwzTocm3w4ZMsStWmkatbXTTjuF31cDXHr27GnmzZvnVk0cAiQmTjnllPAEHaMhzADyoqf1rbbaKvz8qLNcw+CjXLlBzcsDBw40DRo0CP+eDTfc0Nx+++3mF40OTaj4BYhtwvriC7ckt4Q0YSk07FDCU0891S0G4Pjoo4/CHTrtoSHwhVxwdMGCBeaCCy4wa665Zvh3/u1vfzPPP/+8WzUR4hcgJdyJrhPTPiKXUjtr0unm4NFHH2UTsIh8//335vTTTze1atUKL+LaZK0698mZPHmyOfDAA7PCS/+vrydJ/AIkqmG8MaS7G/uIrM46xJ/ukm2H7sYbb2x69OhhXnrpJbNixQq3Kiqg9+w///mP2WijjcKLdr169YLBJ7+WNV+swPTkoScQ++/Rk4luBPVZToL4BUhlJhJ2756up/pu2Myfb8zttxtzzTWRHrNSx9Op47rUcU0BjkMOOSQ8Ge+6667snwmxoo7dFi1aZN2l2kMXwRNOOME899xzDNfOwwsvvJC6V2wWvn9rrLGGOe+888yPP/7oVq12CrZ///vfQZ+I/ffVr18/6DOJ+1Pnau4XYiFzKZNWrYx57LH0EibqrJo71xiNx95553S56qm+S/0IKo/4qM6Z6OoMXJbvYAIUnfPPPz/8XWomtC54TVI3O+7vWSOHNGlUM6O1OixWmjp1qjn44IOz3q/999/ffP75527VGqemNfVf2mWIdGj0lkZxxdVq7hdiQ2+6FktcbdWLeHiovKx2T82j2HLL9DInER6TUsclqeMvqaNpgY5NN900PAE1axbxM2rUqLDpyl3PTJPcLr30UvOXv/wl68KoY5111jFHHXWUeeSRR0p6ddiFCxeaCy+8MKuzeptttgne12Kn/ss99tgj6/eqNbg0ryRuVnO/ECt2OXct316vnjG1aqX/3G03Y/r0MWbRIvcViWEXfdPckFJfjyduNKfH9mVtvfXW5QaBLjaa9bztttuuEiZ6AtXd9+DBg4uiqaY6qMnn/vvvN5tsskn4PmywwQbm1ltvjd1wWc1c1wx2+3NoZrt+15rpHhfxDpASprsVu5TCcccd5xajSGkp8E6dOgW/N909T5w40a1SJo3g+de//pWz30Tfa5999jH33Xef+e6779yXJsIbb7xhWrZsGf7MagrS/Kg4T9hT/5bW0rKThHVorS2tuRUHBEiM6W5FJ5yaQlheOh5uvvnm8EJxi56ePU2fPj31kN0naz2nzAurmkg0yCIJT6czZsww//znP7N+xo4dO5r33nvPrRpb+j1pdd/MJVa0+q+aM4sZARJjetS1K4NqjwI2uiluuhjYNvv99tsvst/XrFmzzB133BFcVDP3rbA3F7vttlvQxBO3NnYNGLj66quDfh/786gP8DENmkko3QhqbS778+r3qbW71OxZjAiQmHv44YfDky2KdX1QGIsWLQqX09AgiDkaNVgA+r6a97D33nsHQ1kzw0RH69atg4EXGr1UzDRIoHHjxuG/e9111w2a7wo16lBhpf4m9Uv07t07GDKv5rHMjdz0//r6TTfdFIyI+/DDDwv279FnWWt12Z9fI/H079LQ72JCgMSc7mLtRjc64crrkEXN0TBce0c5evRot7gg5s+fbwYNGhTMgF5rrbVWCZO///3vwQXx448/dl9aY9QnpCcm+2/UE5Teu6+//tqtWiUzZ84M9gI56aSTzF//+tdV3pvKHJooqMUTtZpAlDcGWqvr8ssvz9roSjch//3vf92qNYYASQDtlmabLi677DK3GDVM+2jbC4CGntYEPQHpgnn44Ydn7WNhD11EdbGaNGmS+9JqoQvviSeemNUEt/POO5txueZweVJTn/qNcu13nnnoCVGhYDdxO+igg8L/1lDhzBFguQ71S919993BvI8oaO0ureGV+XfstddeRRH8BEhCaNayTizdraiDFcVhypQp4RLiaj4qhqGm6jtTP4I6pjNH/9hDQ0t79eplxo4d6740cmqS0cCCunXrhn//ZpttFgxNjqqP6JlnngkuuJkd1PZQmJx77rlm2LBhQXgqaPOheSh6WlIT8plnnmmaN2++yvdWf5cC22evkVxeffXVYE0v+/211pfW/NKTZk0hQBJCnWz2QnXEEUe4xagBuji2atUq+J3od1OM/Q5qw3/66aeDyYyaT+FeBDVI46yzzgoWIox62Q39vZmTJdXMpgmUUTTDavkQPXGpmS7z59HfoYu6AiPquTMaPq2+Cw2nzpxtrkN9Uq+88or7kkrTml79+vUL1viy31vL3tx55501sn4aAZIg6tyzJ5XuVlCzdBdvfx9xGOCgpyP1z5x88snBWk2ZF0AdarpRR/KLL75YpYvVJ598Es6Fscdhhx1mpk2b5lb1onPfDQ49IQwYMCDy0CiLdj7s27dvVke4Dq1lF8Vy8vo59OSUOVBCk031u6lOBEiC6I7XjvTRo25NrUCK9Cqstj1fncBxo3NHF+IzzjjDNGzYMOsiqEN3vRqZ9Oyzz+a92OMPP/wQPM1kLrOuC/3LL7/sVvWiPg67QoM91CGvJ52aos+kgivzSUt9UBpRFkVzptb80pDwzJ9ZIVVdT7sESMI8+eST4Yl07733usWoBnPmzA07WnXhyLddvZhpFrgWfyxrscdjjjkmGAKba7FHhZE6lbVcvX2N/vuee+6J7CZHw2ozV7vV+66+j2KhJzZNHM3cUleDBKJ4GhGt2pw5mkz9LxdddFHQV1NIBEgCqb1VJ5HaSavrkR1p6vjt0qVX6i5z8+BDXOwziX3oZ9Jov7IWe9SIIXUuqy9DTxeZHcxqcjn77LODp5EoaECA9lCx319399r7vNjmS1iaca7FMO2/V/1O2nI3Cnqi0YTRzL4s3cho7bCo+68sAiSBtEmRbSZQOymqz4MPvmu23vpcs9lmB5l///t+tzhxNJlOs8W32267VcLEHfWkzuVPP/3U/RbeNHAkc20sNYcVw9DWfDzwwAPB5Ej7PmmSYFTUma++qsyOfIVKlO+9RYAklNqudeLoju+zzz5zi1EAn3zynWnTZmDqotbfnHzyg5ENQ40LLfaohQEzL+o61IcSdXOSLoZa1sT+HTrfCzUrvFA0mCBzleVzzjkn0nNGa4V16NAh/P568osaAZJQGhtut/ZUJxsKa8mSX8xhhw0LwqNTpyHm++/jsyR3IWg0l71wRd2Mp+9n+zv0pK1hrXGlJubMmfdaUDHKEBHbGqGVmqNGgCSYxobbE1OjZVA4V131ahAerVr1N2PHznSLS46akuy5F+WquWqetZ3xagJKwnmtgQedO3fOehKJkl3AU8vaRI0ASTCN/LBt0xqhEcWwQaxq1KipQXjouO228W5xSSpEgGhoqmap2/B488033SqxpdFomSESZZ8IAQJvL7zwQnhSaoQGojVr1kLTocOgIDyOPfbxVEgXZrRL3EQdIAsWLAhHfWk2eXUtSFmd9CRim7PUsR7V6CwCBFWiiUU6gdZff30zd+5ctxieVqz4zRx33BNBeLRv/4CZMWOBW6VkRRkg6hOw57AmZ2rOR1JpeLPtWFc/TxTzRAgQVIke/e1y3hreh2jcccdbYdPVM89MdotLWpQBonkd9ntpF86k0+gsu4mWNoqratMzAYIq06xUewdX1Q80tHPcLNO69YAgPC6/PJqlOJIkqgDRCrl2PsO+++5bsAlxxUbzROz7p2VPqoIAQZVpOQ3tc6ATSWPD4W/+/KVmn32GBuHRufOjZvHi4pz1XJOiCBB1LNs5JTp3o9pfIy7sjHU9jVSlKYsAQSS0pIH9UCd5X+lC0hD9s84aFYTHLrsMTF0o6VPKJYoA0aAP+z2GDx/uFieelj2xa2epD8gXAYJI6PHf3tFpUbxcC9+hfA8//GHY7zF4sN+FsRRUNUDmzZsXbnZ1wAEHuMUlQwsw2vfRdz8RAgSR0dh5u0bRdddd5xajHJ99Ns+0bXtfEB6nnfZsKpCjnTGcJFUNkIsvvjh4rS5+VWm+iTvN5bLDl7Wrog8CBJHSVqY6oTQZS3sooGLuUiXz5pX2UiUVqUqAZD599OzZ0y0uOQMHDgzfS5/tcQkQRGrmzJnhMEHt44CKXXPNyqVK3nxzhlsMR1UCREvF26ePGTN4r7U0vbYW1nui7XgriwBB5K655prgpFJz1tixY91iZHj++ZVLldx66zi3GDn4BoiabOxyJSeeeKJbXLL69OkThqqe0CqDAEHk1IHeuHHj4MRq3bp15CuAJsXXX69cquToox9P3Q1Gs4Ne0vkGiJZ9t68bP551xSztsW7nw2h3x8ogQFAQw4YNCz+shTi5kuDCC18Ilyr56qsf3WKUwTdA1ESj1zRr1swtKnnakEvvTdu2bd2ichEgKJj27dsHJ5eaDZKwd3fU7r13QrBJ1P/+N9UtQjl8AkRPxbVr1w5ec9NNN7nFJW/IkCHBe6NmZ+3GmC8CBAWjpSK0vIlOMA2dBKLgEyCZK0drPShk00Kodgj+o48+6haXiQBBQZ100knBCaYFF6dNm+YWA5XmEyB2vbbNN9/cLcIfmjdvHrxHlRneTICgoHRnU7du3eAkO/TQQ93ixLAjqTQZ8Ntvf3KLQ7Ye/PkEiF0lQdu6IrczzzwzeI+22WYbt6hMBAgKrm/fvuEH/qWXXnKLE8EGg44rryx7WQgCpOoqGyBaONFe6AYMGOAW4w8PPfRQ8B6p2XnZsmVucU4ECApOk5W23nrr4ETTY7I+0EmT+QSipdinTJnvVgkQIFVX2QCZMmVKWP+NN95wi/GHCRMmhO+T9ofPBwGCapE5Bv+uu+5yi2PPBoMmA+pPraqbCwFSdZUNkKeeeiqsX9mJcqVk4cKFYUf6yJEj3eKcCBBUGzvWfOONNzbz5+e+Q48rGwwLFiwLJwdOmvStW40AiUBlA8SuOluvXj23CA67r8/NN9/sFuVEgKDaaPjkGmusEZxwZ511llsca5nBcP/97wb/3a3bf51aBEgUKhsgdv0r7QeO8v39738P3qtLLrnELcqJAEG1Ovvss4MTrlatWokaj58ZDMuWrTD77pveVfDll6eXWQ9+KhsgullR3TZt2rhFcGgmut6rM844wy3KiQBBtfrhhx+CpgSddHpc1sKLhThuuOF2c9ttI0y/fuNN//4TIzsGDXov57IjbjA8/vinwf8ffvhw8+uvK/faduuh8iobIN27dw/qdurUyS2CwzYzd+vWzS3KiQBBtbMb+hTyWGedJmaLLbqaHXe8PbxoR3Ucc8zj7o8UllkKDbvHh8KkrHqovMoGSJcuXYK6nTt3dovg0Huk90p7pueDAEG123vvvYOTTiM+tBdB06ZNIz+aNWuXehw/0xxwwP3m4IMfifQYMGCS+yPlDIaXXpoWfG2//YYGzVpl1UPlVDZAeALJH08gKGqZQyrvuecetzi2ygoGdaTr6+pYl7LqIX+VDRD6QPJHHwiKliYU2j2Yt99++0RNKCwrGCZO/Cb4eseOg4IhvmXVQ/4qGyB2FNZ2223nFsHBKCwULY0ttx/8V14pe7mPOCovGDSpUGW33Ta+3HrIT2UDxM4DqV+/vlsEh92xMd8l7wkQVIs5c+aEiyr67L1c7MoLBi1rouVNtMxJefWQn8oGSGazadImsEZJe/YwEx1FSXtQ60TTpj7Tp2fPjUiCioJBCyzaOuXVQ8UqGyCTJ08O67/55ptuMf4wceLE8H368MMP3eKcCBAUnE5Mu7HUpZde6hYnQkXB8M03i4LdByuqh4pVNkBWrFgRXujuu+8+txh/eOSRR4L3SJ9V7eCYDwIEBdeuXbvgJGvYsKH56aey98oA8lHZAJEdd9wxqK8nYeR27rnnBu+RBrrkiwBBQdm7Gh0PPvigWwxUmk+AnH/++UH9Jk2auEX4gw1Z7SKaLwIEBbNkyRKzxRZbBCfYLrvsYn7//Xe3ClBpPgHy3HPPha+ZOnWqW1zyNLjANjMPHTrULS4TAYKCufrqq4OTSyM7xo8f7xaXvMmTvzd33fV26sObX3sz0nwCRE2ndiXo//znP25xyXvsscfC93TmzJlucZkIEBTEjBkzzDrrrBOcXMcee6xbjJTTTns26FA/6aSnzG+/8XSWL58Akf333z94TatWrdyikqeh9Xpv1IxVGQQICqJr167BiVWnTh3z9ddfu8VIeeKJz8JRWVrpF/nxDZBhw4aFr9P3QNqPP/5o1lprreB96dOnj1tcLgIEkRszZkw4Ien66693i5HhwgtfCAJEEw1z7WCIVfkGyLJly8wGG2wQvK5Xr15ucckaOHBg8J6oD2TWrFlucbkIEETqt99+My1atAhOKq2Kqw8tyrZw4c/mgAMeDkJEf+r/UT7fAJHTTjsteN36668f7E1T6jSwpXnz5sF7sueee7rFFSJAEClN1LIf7hEjRrjFyOHdd2cHTyAKkV69RrvFcFQlQL744otgN0y9VhuPlbpnnnkmfC+fffZZt7hCBAgis3DhQrPJJpsEJ9Tuu+/uFqMc6gOx/SEjRiRnq99CqEqAyPHHHx+8dsMNNwzO2VLWvn374L3QKrw+w+wJEERG7co6mVZffXXz/vvvu8Uoh0ZhnXzyU0GA7Lrr/WbaNJpXylLVAPn888+Dc1Svv+CCC9zikpH59DFkyBC3OC8ECCIxZcqU8GTq2bOnW4w8zJnzk9ljj8FBiHTpMsIsX/6rWwWm6gEiOkf1ejVnffDBB25x4v3888/h3jx6+tB6YT4IEETioIMOCk4kjXL57rvv3GLk6eWXp4dNWb17v+EWw0QTIOpAb9CgQfA9dt11V6/mmzjr3bt3+B6++uqrbnHeCBBU2ejRo8OT8bbbbnOLUUk33vhGGCKvvPKlW1zyoggQ0dps9vvku4FSEnzyySdm7bXXDn7uo446yi2uFAIEVaJH32233TY4if72t7+ZX375xa2CSvr55xWpD/ZjQYCoSUtNW1gpqgAROztdTVlvvJH8Jz4Nq7fb1moQQVUn+RIgqJI77rgj/DCPGjXKLYanL76YH3SmK0ROOeVpljrJEGWAzJs3zzRq1Cj4Xvoz6c2vZ5xxRvjePf74425xpREg8Pb9998HdzE6gQ444AC3GFX02GOfsNRJDlEGiOjJw84Nad26dWL3rOnXr1/4vp1yyilusRcCBN7srF6dRBoaiehdcMHocKmT996b7RaXpKgDRLRCr/2e++yzj1m+fLlbJdY0SdAOXW7ZsmWw1UIUCBB40Z7J9q7tvPPOc4sRES1tsv/+DwUhcuCBLHUihQgQueyyy8Lve+SRRyamP0/7wK+77rrBz6XlhWbPju5GhACBF62boxOnfv36ZsGCBW4xIqRFFu1SJ1p8sdQVKkBEu/FlPonEvTnrhRdeCMNDzc2ffvqpW6VKCBBU2hNPPBF+yPr37+8WowD69ZsQ9oc8/ni0F4G40MX8oYceMnvssUd4/mkfb99JcLn8+uuv5uSTTw6//8477xzbjnV1kttl2jfeeGPzzjvvuFWq5Omnnw5X3b7hhhvc4iojQBJIM1j//Oc/ByeNNp/R6rsoPI3COvHE9FInbdv2M1OnRtcMUcw04U93t5qoai+G7qFh5C+++KL70iq59NJLw++v0VlxGuKrz+RVV10VblG72WabmY8++sit5k3zSDp16pT1O7j33nvdalVGgCTQjTfeGJ40r732mluMApo9+yfTrt1tZsstTzQdOpxgli1LZn/I3LlzzYABA4KLlN2GNvNQJ7Camtq0aZP19UMOOSTS/c7VsW77+fSnJhsW+4x1jYzcd999w/dEy5VE9Z4ozM8666zwPdGh8C5E85UQIAnz7bffmvXWWy84cdTJiOr37LPjzQYb7JS6sNYNxvQnhSa03XnnncEqzvbOOfNo166dueWWW8yXX36Z9brnnnvO/PWvfw3rqU3+oosuimyVXT152HkiOrTsSbGunTV8+HCz6aabZgVqFP2Tata7++67g2Yw+7313/fcc09QVigESMJ069YtOHm0DIL7QUb16dEjvRCgjieffNItjg2dQ3379g0uym5gaMipwkShUtFsaY2WuvXWW8PdBnVoW4H7778/kiZWTTbcb7/9wu+tO3Ct4htVSFXV9OnTg3lYmf8+tRRE8bT08ssvhxtO6dAT4dlnn10tm3ERIAny9ttvh3eGV1xxhVuMaqQx/Hb5GN0JVnYb0pqkVZu1zbGaodzQ0MVJzVbaYlXNWJWlzm5NkLPzHXTo79Ew1iho7SyNOrTfW6OatClVdVxMc/nqq69SNxM9wpFQ9uedNGmSW7XStPHWoYcemvX70ai0qEdxlYcASQjdybRt2zY4ifQ4v3jxYrcKqpmaUWrXrh38Tjp27BjJnXahaM7Q1VdfnXUnaw/9DOogHzx4cGQXYg3t7dChQ9bf889//tPMnDnTrVpp+jdqKfjMkNL2uHoi0fDi6jB+/Hhz4oknZgWHmpa1kGlVm5QWLVpkLrnkkqwBC1tvvXUw4qq6ESAJMXTo0PBk0jBKFAc179jfy3XXXecW16gJEyYEE/PsnhOZxzrrrBP0oelcKuQ8C/UJaOJc5t+rJ4alS5e6VStNKy9oZ8PMDmUdrVq1CtaHi6rj2tKdvzrxtWBp5t9Xp04dc/HFFwfNbFWhm0R1hmvElv3eCsY+ffrU2Kx8AiQB9LRhOxH1FBJFuyqio45S/W50IRs7dqxbXK3UVKQ78cyLtj10h3zMMceYkSNHRraMRj60+qzC1U6m09G4cWPz6KOPulW9qKnn9NNPz+p/sUeTJk2CJwWNKNNTw/z5892X56SRVPpdau0qhdTmm2++yvfWhV4BXdXgkHHjxgVrgNnvraZqjXLzaUaMEgGSAOrvsCeV+kFQXHSxsRcYXbB+/PFHt0rBqLlEmxFpNFiui9xGG21kunfvHmydqvlDNUn9RMcee2zWv2+33XaLpL9AFFTDhg0LlofPNfTYHvXq1TNbbbVVMEBAh5rv7H9rfpXK3dfYQ819hx9+ePB+RjF5Uu+JQj3z79Ae6VG9J1VFgMScRsnYjWc0AgvFSRdx2yZf1Q2CKqIRT1oeQ7O17Y5+mYdGP6kjWxP7inEtqVx32z16nJW6k48ueNUsp60N9DSmybblBUp5h/o41CmuYcl6z6NoehPNHyrkU1lUCJCYUzu1Ti41P2gOCIqXfVLUoSaTKOnpQZ2ouomwy/dnHnr6OPPMM4OJpcXcmW+57f3rr9/cNG9+qhk8eFIq9KL/9+s9+eyzz4Ih1+pTUD+MVrLW05k99P/6usqfeuqpoI+lEM3F//vfh6kAPd6stVb6SSfKfqGoESAxpouBvUBo/2QUNzVp2PkU6g/RNsNVoX6KESNGmKOPPjroqHVDQ/0cvXr1qvF+l6rQiKMrr7whdfd9iGnW7IpgmZjDDhtmXn/9K7dq7E2e/H2wMVmLFveaLbc8OZiMGtXItEKJPEDsyVuRfOtVRHdeups7+OCDg45ktUHWrVs39UtokTrxroztImsV0R2THr31Hqpdtqbbr5EfNTnauTpqSqrs700XVI2MUju77kzd0NBwzssvv9xMnJisza1mzpxnLrjg+XCxSh2nn/6cmT49umatmvLDD8vM9de/Hq7mrOOoowaad96pvvkcvqp+BXfkGwz51ivPW2+9FbQLuh+izENtiIVaB6YmaYVd+zNq5V3Eg+aGZJ6fWreoIhoZpHP4wAMPzLlYofbPVhNHdc1xqEnvvPON6dJlRHih3WWXgaZv37Gx3INlxYrfUjcDH5iOHQeFP0+nTkPMU099Hpvtkat2Bc/BntQVybdeWRQe9sOkTqwhQ4YEsz51R6e1ZXQHpg+VnZWaJPr57M+lPT8QH1qBVb83O8FMS23nmgA2Z86cYOhps2bNcnbwai6DlueOei5DHOjiqq2E99zzwfDCq/8eMeKT2Fx433xzRtAUZ//9bdoMNHfc8ZZZvLhm5nP4ivzKmm8w5FsvF02asePYNeO0vJmdGm2RtNFJ2l1QP7va0TWDGPGx3XbbBb+7rl27hhPONCxUa0lpyKZWl9Ws9VyLFWpIq9aT0o0S0jtB9ukz1uy888DwQqynEz2lFKsvv/wx9dQ5Kqsp7rzznjczZxbHml2V5XcFL0e+wZBvvVweeOCB4LXqAygvPJJIIz/sHanuUBEfGuVjz3s1O77//vvhUieaUewGhg49oWjUzzffFO9FsaapH0T9IZkX5V69RqdCuXguyosWLU+F/7igyc3+G4866jHz9tvlL0JZ7Pyu4OXINxjyrZeLXUAsiX0bFbEremqopiaoIT60QKF+d+qXs0MytdJtZmDo5kAL4tnlz7VvBPKjkVmZzUJt295n7rrrbbNkSc3NdVGTmnan3Guvlc1te+wx2Awf/nHq5jf64cjVze8KXo58gyHferlsscUWwWunTZvmFiWaJj7Z901r+SBedtppp+B3504k1KZLGgyiFW41S13LU9hJh2xHXDmaI/Lgg++bDh1Wdkzvu+9Q88wzk00BpmyUa+LEb8w//rGyw19NbTff/GYsO/zL4ncFL0fm3VQ+hw/72K+lCXxo/LwWcdPqonE5tG+C3SxGy4RHsUwCqo9uduw5X9FsYjvCTiFS02sdxdX8+UvNtde+ljU09vjj/2s++GCOWzVy33yzyFx44QtZTWqnnfZs6hyIZiXjYuJ3BS+HGxAVHT6qGiDabMX9d8Tp0Do7iBfbVKVzV3M5yqMmLNXV2kuomk8/nWdOOim9T72OVq36myuvfCUVzKtud5DZ9PXtt2WvQGzrufT0c/fd7wSvt3U6d37UvPrql27VxPC7gpfDXuQqkm+9XKrahKW+k8x1+uN2aPgm4sXuDa6VecujOR92kISWgkc0nn9+qjnwwIfDC7vmXrghkvnEoJApS1kBon4NW9a+/QOp68x7BVl2pZj4XcHLYS9yFcm3Xi6l2onepUuX4OfWshWMyokPDc/VaCr97rRjXnl0TquehvFWtE0sKufnn1eY/v0nmnbt7g+eEtxRWplPIGr6mjIl99LuZQXIRx/NNYcfPjx1gzfGfP999S2HX5P8ruDlyDcY3HpanliLlWnilFaX1SJqe+21V7A3gatUh/HOmDEjXHn3uOOOc4tRpDTgQb8zPfVWtKOflg5XXa2ZhcJQ/4j6KVw2GDTcVn9qvkYuZQVIKar4Sl9JbjCUxa2nD4w6iydPnhwMcfzoo4/M3nvvHdTR7N1MmkiofRVUduqpp5YbIppIqJU0k8LOZNYdrWbjo/jZrVv3228/tyjLwoULw9UVbrnlFrcYBWaDYcGCZeEorkmTVl3hmgBZqeIrfSW5wVCWfOrp0V91tJOYK3MpEy3roC1ddYeucNEHUU801157beKWMtEIMtsHtMsuuxRkOWlER0uS2CG5FS3h/vDDD4c3B1p0EdUrMxjuv//d4L+7dfuvU4sAyRT5lTWfYJB86s2ePTuoowtmLtqC0l5MyzrUX6AnmySxFxodFbWpo2bde++9we9JIVLRytBHHHFEUFdru6H6ZQbDsmUrgvkj+v+XX55eZr1SV/4V3EM+wSDl1VOTlJqy1B6sNv/yVpvV4okaN6+VSrVpjp5KtLmSlnNXc09FH9o40lOH3VeiYcOGQTMdilOnTp2C39Mee+zhFmXRk6Vdnv3GG290i1EN3GDQDHL9vzrGM2eNu/VKWe4reA3KfHrQ7NzXX3/drYKUCRMmhAvuXXbZZW4xioCWmtGCl/od3XXXXW5xFg0Wsee9bp5Q/dxgUGjYpVEUJmXVK2VFFyCifgw1TzVv3jyYeKUlPLCqE044Ibjg6D2aPj37MRs1z44WVNBXNOxaO8+prvb2QM3IFQwvvTQt+Np++w0NmrXKqleqijJALN1l60OlpTuwKvURqblO75F2qENxUbOqfjft2rVzi7KoGVa7aKqu9rBBzSgrGNSRrq+rY13KqleKijpAFi9eHHyo1K+B3G666aaw6eOVV8qePYvqlTkkV3t4lEcbStnfIfu71JyygkGLIurrmr2uIb5l1StFRR0gY8aMCT5UO+ywg1uEP6i5b6uttgrep+23377cOTGoPtq3XL8TDcmtaAMozVNSXS3hjppTXjDYTaBuu218ufVKTdEEiCYNvvjii2bevHnBlq3q99CFUZ2Q9IGU78knnwzvYDVsFDVPTYr6fWiOUnl++eUXs9FGGwV1L730UrcY1ai8YNCyJlreJHOhRBRRgIwbNy7Y5lPzOhQaWspE4+KZbZ0fO2tf26NqTwnUHDW92iG5vXv3douzjB49Ogz/iRMnusWoRhUFgxZYtHXKq1dKiiZAUDUff/xxOGT0nHPOcYtRjUaPGGHq/BEKU6ZMcYuz9OjRI6jXtGlTtwjVrKJg0PpZbdqs3JIWBEiinHnmmcHFSMuBf/rpynHrqF7P/eMf5hwF+fbbu0VZ1F/VoEGD4Hd2wQUXuMVA0SNAEkR7Sdj29IoW7kOBLFtmFq23nvkg9Tv4/Npr3dIsr776ath8pSZcIG4IkITRJkT2ovTss8+6xSi0p57Scgrp4+OP3dIsl/zxxKgleFgUE3FEgCSM9krfbrvtgguThoVqlA+q0fHHp8Njm23ckmypwLghFRxdUnX7poIEiCMCJIE0HNo+hbCvRDVSWG+4YTpAKlif7Ldx48znqXrPp45vXn3VLQZigQBJqM6dOwcBsv7665u5c+e6xSiE559f2Xw1aZJbmk2d5qrXoIF6091SIBYIkISaOnVquJTGKaec4hajEPQ+KxS23NItWZWG7apujx5uCRAbBEiCXXTRRUGAaDXYd99NLwSHAtFTRP366VDo1cstzaYJg/ZJZfRotxSIDQIkwRYtWmQ23XTTIES0LzcKSAtZ2lAYP94tzaYlS1Rvo43S/SZATBEgCWf3pNAxfPhwtxhROeOMdCg0ahSMsCqXFk1U3e7d3RIgVgiQhPvtt9+CBf0UIE2aNDFLly51q6CqFBgNG6ZD4ayz3NJsWq7dPqk8/bRbCsQKAVIC3nzzzWBZcYXIdddd5xajqlLvbxgKr73mlmbThlGqV7eudpJyS4FYIUBKhN0ydd111zWzZs1yi1EV55+fDoVNNtEjn1uaTVvWqm7q9wHEHQFSImbOnBkuMX700Ue7xagKOyS3Z0+3JNvkySufVEaOdEuB2CFASsi1114bBIias8aOHesWw8eECStD4YUX3NJsN96YrpcKcrNkiVsKxA4BUkLUga6OdIVI69atWcAvCpdckg4FDcldscItzdayZbruEUe4JUAsESAlZtiwYUGA6Bg0aJBbjMraeut0KFQ0JPfLL03q0S9d9+GH3VIglgiQEtS+ffsgQDTJUJMN4emDD1Y2Xz3zjFuaTYtaqt5aaxmzcKFbCsQSAVKCJk2aFCxvohC5+OKL3WLkqzJDcnfdNV33oIPcEiC2CJASdfLJJwcBogUXv/jiC7cY+bAr6p5wgluS7euvTSqx03VpNkSCECAlSku8a6l3hch5553nFiMfeur43/8qHlF1553p8FhjDe077JYCsUWAlLD77rvPNGzY0AwcONAtQpR23z0dIPvs45YAsUaAAIXWuHE6QFKBDSQJAQIU2jvvGHPPPRXPEwFihgABAHghQJDl559/NgMGDDAHH3ywadSokaldu7apW7euadGihbnyyivNd999574k6IjXUZF86wGIBz7NCL311lumcePG4YU+16HVfN0Z7PkGQ771AMQDn2YEFB6aE6ILfMuWLc2QIUPMV199FTyRLFiwwEycONFcc801pn79+quEQL7BkG+9ovbTT+lZ5R07GtOgQXporvZC15bBffumy4ESEfNPM6KwfPly07Rp0+Di3rNnT/Prr7+6VUI/pS6Q3bp1y/pavsGQb72iNWZMes8P/QxlHQqV1193XwkkUow/zYiK3Td9xx13LDc8ypJvMORbryiNG2fMmmumQ0Kr6mp/+dmzjfnlF2PmzDFmxAhjWrdOl6ve+PHudwASJ6afZkTp0EMPDS7sbt9GvvINhnzrFZ3UE5pp0iQdDnr6Kitk9XWVq542mdLrgASL4acZUdtiiy2CC/u0adPcorzkGwz51is6qSe0IBS23bbiUFB5s2bp+p6BDMRFDD/NiJqG6urCvmzZMrcoLzYY8j1ip3PndCD07++W5NavX7r+YYe5JUCixPDTjKgRIBVo1CgdCFOnuiW5TZmSrq8lTIAEi+GnGVGjCasCqYANAiHfgF26NF1/7bXdEiBRYvhpRtToRK8AAQLkFMNPM6JWk8N4tTviaaedZpo1a5a63q5tNttsM7PXXnuZkSNHZtWrUbYJK9+Nt2jCQomo+FOPxNNEwiZNmgQX91NPPbXcENFEwu7du2d9LVcw5JKr3q677moGDx5sJk+enLpxX2o++ugjs/feewf1rrrqqqy6NYZOdCCnij/1KAmZS5m0atXKDB061MyYMSMIl4ULFwZPCtdee221LGUya9asoN4GG2zgFtUMhvECOVX8aUbJGD9+fNihXtZRp06d4IkhU77BkG+92bNnB/X0bykKlZlIqKcz1VP9isIGiLmKP80oKVo8sX///ubAAw80m2++efBUst566wXLuatJqZDLuavpTE1ZBx10UNAf8sQTT7hVak7mUiapJzTz2GPpJUy0lMncucaoz2bnndPlqqf6QMKV/WkGqlHmU46WlH+9GBck1L9JiyUqJMo6VP7aa+4rgUQiQFA01N+iZrTmzZsHkxtHjRrlVql5djl3Ld9er54xtWql/9xtN2P69DFm0SL3FUBiESAoOhMmTAieRLZVpzWAokWAoOgsXrw4CBD1vwAoXgQIis6YMWOCANlhhx3cIgBFhABBjdKkwRdffNHMmzcv2DpX/R5bbbWVqVWrVnH2gQAIESCoUePGjTNdu3YN5nwoNLSUyRFHHBFMbARQ3AgQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXggQAIAXAgQA4IUAAQB4IUAAAF4IEACAFwIEAOCFAAEAeCFAAABeCBAAgBcCBADghQABAHghQAAAXv4f8UhQ6GzM09QAAAAASUVORK5CYII=)
PN: 4H58-1-198
CAS: 1218347-75-1
Molecule Weight: 234.255
Formula: C12H14N2O3
![6-(3-Aminopropyl)-6,7-dihydropyrrolo[3,4-b]pyridin-5-one](data:image/png;base64,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)
PN: 4H48-1-NX
CAS: 1206970-28-6
Molecule Weight: 191.234
Formula: C10H13N3O
![2-(7-Oxo-5H-pyrrolo[3,4-b]pyridin-6(7H)-yl)-2-phenylacetic acid](data:image/png;base64,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)
PN: 4H58-1-277
CAS: 1218480-55-7
Molecule Weight: 268.272
Formula: C15H12N2O3
TSCA: Not listed on TSCA inventory