| Product Number | 3H30-1-C8 |
| Synonyms | 1H-Indol-4-amine |
| CAS | 5192-23-4 |
| MDL Number | MFCD01076559 |
| Molecular Formula | C8H8N2 |
| Molecular Weight | 132.166 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![Pyrrolo[1,2-a]quinolin-6-amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABtVAAAbVQEEQKJUAAACRnpUWHRtb2xTb3VyY2UAAHichZRtb5swEID/ysmfF2MbY+wopIpaTZrU9sPaSfs2OeCkSAEqIG//fmeydiFJQYDOPt9zxvfi2d2h2MDO1U1elQnhlBFwZVpleblOyK/X7xNN7uazFI3QsGwS8ta279Mg2O/3NH1zhT1UJU2rgpzWp4cm79nsQ1rV60AwxoPfT48vHTPJy6a1ZeqQavJp0ykfq9S23V98sUVQ2HqXl8HJPCjq3cnbH8H8y+ihycj/s9zj2gJRWOUbB6uqLmwLO8EovuwbrF3patu6DJZHVIdU4tnns6eHKt0Wrmxx6D3kqd28tPU2RUVRbVy6RWc4+PGQkIIjYNuqWNS1PYIfebXlYAXYEKwEG4FVYGOwGqwByxl+uM7RgKMFlxjvjfMbvh7fXUKe4f6L5xmDJRJiaKQ0B021ZBwMVRGXODMilBDTUEsBikaxMH7GmMGZ1EaBpCZiIQohhARBY6E0CsXDGJUsNBIiFKEicMRtJpwaKTlMGI10zIEhwA0CLDYMBRedUnN9sglRi4yWupOxMcbrpRTaSxZHMXAqFf4z+pBCeFgpgREMPkM4ny2rMjsbQp4lZMlJF9ufbtWIf+ElUNWZq7FivQNveg6IPuCT8QksbgFhH/CpGwZkH/CJHgaiPuDLYhhQfcAX0TAQXx16BNB9wNfoMGD6gK/oYYCzPtE1wAhymeyuYUaYi3yfGmyEuUj5qSFHmIusfzTwIBNd5XEUUTdCcJMJztol+LidcHh1cwVn11qAl/n8LzRtwBqVuP1iAABFm0lEQVR4Xu3dB7wU1d3/8eT/mCexJPpoMCqaRDRobLFgTdRAbMEGjyWiEhVBYyGR2GMjESSWBBUriiIEK6iIDRt2sRATNIpGAhbsYkWNJfPnOz7nePbcu/fu/HZ27t3dz/v1mpdy5+zs7tnd+c2c8jtfSQAAMPhK/AcAACpBAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBKgz06dPT4455phk6tSpybRp0/z27LPPJnPmzPHbJ598Ej8UyBUBBKgjTz/9dPLVr341+cpXvpJ569q1a/L973/fb5tttlny05/+1G977rlnsu+++/rtd7/7XTJ06FC/jR49Ohk7dqzfbrvttjYD2L///e/45aPBEECAOrL99tu3CAz1sq2wwgo1C2ATJ05M3n333bi6UGMEEKBO3HDDDf5k/I1vfCM5/PDDk4EDB5acdLfaaquSk/Kqq65actL+2te+1uLE3ijb4osvnnz66adxtaGGCCA1Nnny5PSHfM4558S7gIp98MEHyfe+9z1/shw1alRcxOSll14qaXa6//77S5ql/vKXv5Rc9Q8bNqzkrqC9APaDH/yg0AB23nnnxW8RNUQAqYH3338/Of/885N111235Mt97733xkWBihx55JH+e7Thhhsmn3/+eVykLlUbwAYNGpRsvfXWvm7UTLZgwYL4aVAjBJAc/f3vf08OPvjg5Jvf/GaLKyNtXbp0Sf71r3/FDwPapO+Vu3L/r//6r2TGjBlxkaanux33Oxs+fHi8GzVCAKnSxx9/nIwfPz7tEIwDhrbu3bsn3/3ud/2/11xzzeSdd96JDwO06j//+U/Jd+s3v/lNXATJF0Ob3ei0JZdcMnnzzTfjIqgBAojRP//5z+SII45Ivv3tb7cIGrpa3G233ZI777wzLfvyyy8nK620kt+/zTbbJJ999ll0RKClCy+80H9vVlxxxeS9996Li+D/7LLLLr6uNMAAtUcAyUAjPCZNmpQGgDhoaNOdhm6fX3nllfihyd/+9rdkiSWW8GXV1AW05bXXXkv+53/+x39n9N1DebNmzUoWWWSRtK40Su3555+PiyBnBJAKqKPvxBNPTDvo4qDx//7f/0vH5muIZXsdmyqjNmz32LPPPjsuAnh77723/67ssMMO8W604oADDvB1plFhqC0CSBlqe77llluSPn36+KuacPvOd76THHvsscncuXPjh7bpT3/6kz+GgsnNN98cFwGSO+64w7fpa36DRiihffPmzUsWW2wx//t68skn4yLIEQEk8vrrryennXZa0q1btxZBQ5tGe1x11VVVpWnQ0EN3vG9961vJE088ERdBE9PADA2+cN+RU089NS6CNihPmKu7nXbaKd6NHBFA/s99992X9OvXL/n617/eImioHVqjX5566qn4YSZKcvezn/3MH18TxNTeDYjmN7jvxtprr01SxIzefvvtZOmll/Z1qLklqI2mDiDKnaMZvWuttVaLoKFNE7bGjBmTfPjhh/FDqzZ//vxktdVW88+16aabJh999FFcDE3mmWee8Rcx6l/j5Gdz+umn+9/Wj3/843g3ctKUAUQTsdTZ5tpKw01/UxNTEZO1NBR4mWWW8c+tOyD1vaB5hXem+h7CRhdj4dB5pRRC/pomgOgu4pJLLkk22mijFkFDmyb46W6k6El+99xzT/Lf//3f/nWcdNJJcRE0CU1Idd+DZZddNnnrrbfiIoVQ3q3HH3887ev7wx/+kGbJdbmt1lhjjZLcVvp3mE1X5fU4PV7H6UhqPQh/38y9yl/DBxCtn3DYYYeVjKd3m5oKdNXf0TmqLr30Uv+aNPLm8ssvj4ugwalJUyP73Pdg3LhxcZGa0UXT9ddfn/z6179O+1zi30k1m46n4+r4RV+cKWAowLnXot8Z8tWQAUSdjroK6tmzZ4svtDaNsNLIFo246izCkSOaBPXggw/GRdDAwvkL+t7WmlJ9nHvuuWmaFMsCVa1lYGhv0/Po+fS8RaUaUeByz6+JvvQz5quhAohmnmpuRngl5zaNCd95553TuR2dsZ9Br+l///d//etVE0bWOSaoT7pYUIe5PnfdFWtGdS1oouu1116b/g7CZtN40xDivn37JkcffXR61f7QQw+l81DKjRTU37Vf5VRej9Pjw6HI8abn1+vQ62lvAm61wlxiZ5xxRrwbVaj7AKIv35QpU9KZuu5HGG6aPX7CCSckL774YvzQTkdpqDfYYAP/2jU6jFXWGpvS46yzzjr+M1fGg7zpjlwn9nDUX7jpyny//fZLm83y/p3oeDqujh8mFQ03vS69vloNV1YTtXsuDVopuimtkdVtAHn11VeTU045peyXUmsEKHdQva1Qppm0Sprn3sfPf/5zOv8amCatus9aiy9pEmFe9L3RujThQlRuW2qppdJRXhrEUSQ9n55Xzx+/Jr1Ovd5afN91gemeR0vlIh91F0DuuuuuNNNta7fgurpQFs5nn302flhd+etf/5qmr3Dva/DgwXERNAA1UYaf8+233x4XMXvggQeSH/3oRy1+I1rk7IorrujwvgA9v15HvOiaNr1uvf48KduDa6HQUH1dqKF6dRFANEJl5MiRyeqrr97iy6ZNk/B0m5zn1VtHU+df2CTHkriNZ8cdd/Sfr4bA5uGNN95Im4vijnH1A9x4441x8U5BryteT0evX+9D7ycv++yzjz/+gQceGO+GQacOIA8//HD6JVp00UVbBA2t+nfQQQelq7U1qrB5Qwkdp06dGhdBnVLnsftsNcRcTbLVuu2229LBF+HvRM1iGjhSD/Q69XrD16/3o/eVB93xuVn+WrNHs/5RnU4XQNSRrEV01l9//RZBQ5tub9VOqnXHm8H+++/v3/t3vrNa8vTTLIlb7/TdDWdJ6/tcDfUZHHfccSV3rLro0qS+apJ+dgS9Xr3u8KJR70vvL4++kSFDhvjj7rrrrvFuZNRpAojaKA855JA0O20cNDQv4pe//GU6TLCWNFtdQyovvvji5Mgjj0yHGWqGrWaxhrNv9W/9XftVTuX1uFrkzNLIlJ49eyWLL/79pEuXnyabb35kMn/+grgY6kh4Ettkk02qGsaqO5ctttii5Pei3E//+ld9X2jo9et9hO9L77PaOzXNP9GStzqemskeeeSRuAgy6NAAoj6LCRMmtPiiuE3jyLV+Ri1TOugLpCseBQQFqvg1ZNn0eB1Hx8vzizl//jvJZpsNSLp1OyBZe+1TkgEDJi+8Uqv+agzFU4oPt76M/quVKq2ee+65ZJVVVvHfP12paw5GvY08LEfvQ+8nvLPS+9X7rsawYcP88Xr16hXvRgYdEkBmz56dXrl36dKlxUlYbZNa2zjPESmxF154IV16tty4+HJb1tm3Or6eR89XrTlzXl94BXZOssEGF6bb8cd/sd466ofuNMJcbNWs262ReuGEWX0366WvIyu9r/C3p/et92+lHF3LL7+8P96tt94aF0GFCgsgar+87rrrku22267FCBFtmvtw8sknJy+//HL80NxodTKNdgmXlQ03DQPWbHBdoVx99dXp1WG5W2b9XftVTuX1uDCzbrjp+fS81a6O9thj85JNNrnIB5GLLqp9xmDkRyk83HdC85esyQY1lyJs6l155ZUbvkNY70/v071nvf9q5rCo38kda7311uuU2SnqQSEBRP0XraVO162pJsop1XIeHWTlKG26TvCtBS6NQ1derLxGc+k4Ol5r49v1/Hodej1WkyfP8gGkR48Lk6lTq7udRzFeeeUV3/auzZpeXFfeYfDQLPZaXnR1Jnqf4ax91YP1TkR9i+GILzWlI7uaBxBN6otPpBqap7bNWnf0abKSUkPEqwwuscQSaUdmXkGjHB1fz6PnC59fr0evyzqZ66yzpvsgstlmY5Innmg9RxE6jz322MN//n369Il3V0Rt/2GzlfoOmy0th95v2Geq+rD2iSjhqjuOEqzWKpVKI6t5AFFTj/uQdMWg2adFDC3UiK14XXONt9eJu5ad8q3R8+l545Tyen2WkWWff/6f5PDDp/ogss024xde4TbHsOZ6pPk77jPXxYSlT0y/o7DDXFfiWrq1Gel9h3ciqpdyTc1tUbNVjx49/HG0HhCyqXkAUdOUG0WhTuUiKOOmOuPdF0PPr3TZRQeOmJ5fryMcVaLXackQ+uGHnyZ77jnJB5E99rgmWbCAK6jORneZ4Ylfowqz0m8oHKqroeTN0mxVjt6/6sHVierH0gx+xx13+GOoZaRZ5pflpeYBRNwC9xp1VUuahKi5Ge4LoU1XKtOnT4+Ldii9nvAKSptet15/Fq+99kGy3XbjfRD5zW9uSe9O0Hkcf/zx/jNWv5hliK0m0bljaDRSved6y4vqIRydpXqyUOJVd4yhQ4fGu9GGQgKI66zSaKRajXbQ1b1yYoUnZV3tW/sZak2vK1xESJtef9a7pKeffiP58Y/H+CByxhn5JqGDnVbDdEk/dddpuZBRGg93x6r/NupQXSvVR1g/lrQnM2bM8MdQiqTOtNBcZ1dIANl44439SVKJEfP20ksvlSxdqTQI9bIsrF5nmLZB70PvJ4s77/xXsuGGo30QmTjxH3ERFEwXSppU6j5X5W3LSieysNNcA0/QkurF1ZHqyxIAwkEOWoIXlSkkgPTu3dt/ONUMYW2NrtjD4KGO6vvuuy8u1qnp9YYd7Ho/We9Exo593AeQjTa6aOHVbr4LAyGbsWPH+s9zueWWM3V4K5GoO4ZGHlmav5qB6iUcmaV6y0ojuVy/qe4aaz1CtFEUEkD69+/vP1xl2M2L+gzCZivNLlVOrXqk1x3OjtX7ytonMnToNB9EfvrTSxf+CLKftFA95VsKsyxY7obvv/9+P29Jd6ic0Nqm+nF38qo31V9WysXnPrO99tor3o1WFBJADjvsMP/B3HzzzfFuEzURhB3muoKfOXNmXKyu6PWHdyJ6f1n6jD755PNk0KAbfBDZaacrFl75ds4+oEY2YMAA/xmqgzYrjSYKF4NSbjW0T/Xk6kz1l3VUloYCuzlb6hOpJk9ZsygkgIQf7Pjx4+PdJhr66o6pK496a7YqR+8j7BPJOsT33Xc/Tvr0ucIHkf33J/FikbT+trtzUHJNS5NtmGYj72VuG5nqKZxdbkmTf8IJJ/jHK+0S2lZIAAlzAJ155pnx7sw0+S6c52FpIujM9H7ce9P7zDrZcO7ct5OePcf6IHLCCXfFRVADmsmsVP/us7PcOegY4RrmjLrKRvXl6k71mHV2+XvvvVfS/Dht2rS4CAKFBJArr7zSfyCakV2NeGJWoy5Nqffl3qPeb9bhyI88Mi/ZeOMvEy+OGWPLGYTKnXLKKf4z0/LLlowLl156qT+GlnlFduHyuKrPrHSR6x6vEaQor5AAotTs7gNRR1U1FIDcsdZee+3MJ9Z6ofel9+feqyXwXnvt0z6AaJjvHXfMjosgJ+rEdQlD1YR1113Z7/qU7j1cYqCzrmHe2aneXB2qPrMu2KXAH85ynzhxYlwE/6eQAKKJOu7D0HhrK808dYkRrROz6onen5vgpPdtmYE8cuRDPogo8eILL7wbF0EOlFXafceVfdpCyx24Y2jWOuzCbNiq16zGjRtXEoQYQt26QgKIFrN3H4ZlVIqjVOjuOJrF3QzC2ep6/1kptcmQIbf6IHL33XPiIqiS1oRxn5HS9lgmskk4qrDR+vWKFvYjql6z0l1LmG5o9OjRcREkBQUQJShzH8T6668f766IFmNyV+Ma6pp1ol290vt0Q3v1/i2LUinx4plnPpScd96j5MrK2bvvvpussMIK/vt90UUXxUUqorkjLu3JUkst1bBNs0VR/akeVZ+qV9VvVjfddJP/XLt27Zp5XlYzKCSAiGt6UtuihVb0cx+mpT+gnoX9PqoHdB6DBw/2n81PfvKTTPN2QuFIxUGDBsW7YaB6dHWq+rXYcsst/TFGjBgR7256hQUQd5WmZGVZPf/8834ZWj2+We4+HL1fvW+9f9WD6iMPrllLm1Y3nDXrjbhIibA8tMTwY/57qeHW1WRBCDMqaC4Jqqd6dHWq+rXQEHo3r0d3NM127mlPYQFkrbXW8h9m1uGNw4cP94/VCn/NSO/b1YHqIw9hQNB28ME3xUVKEEC+pFnOG2ywgf9Mqkl0qASjLhBprXTrXQxKqR5Vn+7Cy5rItW/fvv5zPuKII+LdTa2wABLeCmZdDEdj6t1ja70MbWel9+3qQPWRhziAaHv44fKZgAkgXzrrrLP857HyyitX1T5+/fXX+2NZEgGivDAhperZQmn5F1lkkfQYyi5gWVGyURUWQMIRVFk6gh955BH/uGYf2hgOTVS9VCsOHtr23ntSUu4CmADyBaXb1/LM7rOodr6G0oe7Y2n4KPITDsetJk37wIED/XGU6wxfKCyAhB1a99xzT7y7rDCP1mmnnRbvbip6/64uLGkyYmFA0BwR9/9Tpz4XF00RQL6w6667+s9hl112iXdnFk4YzboWDNqm+nR1q3q20nFcjjo1h/3jH6y5I4UFkHDRl2uvvTbeXVa4KE+zZ8fU+3d1oXqpVhgQNMzX/b+SMX76acvZuwSQ0qGdugup9oT/wQcf+E5aJQJE/lyCRdWz6tsqPIdZ5pY0osICSHj1XOlY+Q8//DBtc9RjtPZxs3cu6v27NaBVL6qfaoQB4Z13Pkq22OJS/++rrmrZzNjsAUT9HOrvcN/jPBKD/vWvf/XHs0wURfvC5nPVt5U64cPlFh54gOWjCwsgY8aM8RX/xz/+Md7dKn1A7jFqNkBp80m1X+A4IIwePcP/e+utx6UTENsq32yOOeYYX/cagZV1vYnWhIlGdXzkL/zcVN/VOPXUU/2xNt9883h30yksgIQjTY466qh4d6vCoJNHm38jCPuEVD/ViAPCggWfJFttdZn/mwJKW+WbiQZ+uCUE1Ab+6KOPxkVMfv/73/vP05I5Fu0LMxyrvquhu/4VV1zRH2/KlClxkaZSWADRQkmu0vfff/94d6sUaNxjrrrqqnh3U1I9uDqpNBCX01pAmDBhpv/b5ptfsvC2/cuUGq2Vl/fe+3dywAFTkh13vNxv+ne4abndcLvwwsdKtilTninZHntsnt9mzHg5mTfvPb+99FKxk7nUdKhZ5q7eNfs8L1o61R33wQcfjHcjB6pXV8d5LFV78cUX++NpflvWbL+NpLAAolELrtL79OkT726VyrnHNHsHuhN2pFdaj+W0FhC0emHv3hP8308//ctmstbKy223zS7ZV8ttvfXOSbp1OyBZZplNFt4JfJE+XZtS5ISbBhmE27777luyDR06tGQbO3ZsyaaFhNwWLsmsjArKf5WXbbfd1h9bSUeRvzCZq+q7Wmq6/OEPf+iPqe9LsyosgGi9YVfhlbYd/vjHP/aPsSRDa0SqB1cnqp9qhCfm0HXXfbmOyCabXJRe9bdVXh3w++13fYuTfS229dY7O1l55YHJ0ktvvDCAfDHAoshNmXfzFH7HSZNRG6pXV8fV/mYcjSR1x9TKh8267HBhAURLS7rhilr2sxJhOuWs6U8alerB1YnqpxrhiTmkjL19+17p9x133J1tlm+NBsyFzU7awmapRx+dV9JkNXnyrJImrQsueLSkyevEE6elTWEDB05K+vU7LdlxxwMX3ol093cc4TKwtdrU91HNMNDWhN/xrMuvojKqV1fH1f5mQmH+sj//+c/x7qZQWACRJZdcMq3s5ZZbLt7VKjdkUpl88SWX2Vj1U422AoImE7p9SrT4zDNvtlm+s1G/xZw5c/ymFQPDZimtGBg2WV1yySUlTVrKgOyau9z3Vlvegzn4jhcjr99MSBOi3fdCw+vzbNqsF4UGEPdjUX7+SnznO99Jy2vsNb7kxqKrfqrRVkDQHcSee07y+w899KY2yzcyjbhyd8+aPPjGG21nLc6C73gx8vrNxLbffnsfRI477rh4d8MrNID06NHDV3Yl0Zqrs9bldTXVXkC4//7nS8q0V76R7b777v67+5vf/CbebcZ3vBh5/WZiSnLqFrpTE+dTTz0VF2lohQaQcMSJmhXaQx9IS0X0gYT2339yi+DRVvlGpfXo3TwQnYwq+f5Wgj6Q2qtVH4jjUsZrO+igg+LdDa3QABKuKqjFeNrDKKyWihiFFXr88VdaBI+2yjcynRxc3ffv3z/ebcIorNqrxSgsRxMJ3bF1B1LNomL1qNAAcuihh/rKnjp1ary7BeaBtFTreSCtGTz4ZgLIQq+88kqy+OKLp3WvZos81qZhHkjt5T0PxFFuNI0AdMc+++yz4yINr9AActJJJ/nKvvzyy+PdLTATvaVaz0RvjUZgaSRWpeUb2fHHH+/rv3fv3vHuzJiJXnt5z0R3wvOT+nebcUZ6oQFEEdpV+KhRo+LdLZALq6U8c2EhOw3+cBmRtd19991xkUzIhVV7eebCcmbOnFmSG62SJvlGVGgAmTBhQqYPkmy8LeWZjRc2mjTmPoNNNtkk3p0J2XhrL89svKI5RmHfVTUrHda7QgPIrbfemqnSWQ+kVN7rgcBGaSvCme9ZFkiLsR5I7eW1HogzevRof7yuXbsm7733RaqfZlRoAAnXN6+0LZIVCb9U7YqE7777cTJp0lPJ88+/E+9CRpdddpn/LJRYz7o2CCsS1l5eKxLKa6+9liy99NL+s7/mmmviIk2l0AAye/ZsX/HbbbddvLtVrIn+pWrWRNfN24ABX8zp+PnP/xLvLtT777+fXgmqOUFNmRre7bLmrrHGGiVZdfVvt0/l9L41kODxxx+v+mRQDXWYhmuZV7rKZmtYE7128loT3dHwbXe8PAZR1LtCA8g777zjK3+jjTaKd7cqvGtZd911491NRe/f1YXqJQvdebgRVFqvo0hK/aErtUMOOSQNCO495LHppKDmUC1Ypu9XkcI5AFpkyNqkqNfvjjNu3Lh4N6qg+nR1W0mzeVuUP83dLS622GJpfrVmV2gAURu+G7mwyiqrxLvLWn311f2XII+x9/VI79vVgeoji7fe+jDp2XOsDyB33ln7L76u/E4//fRES7/GJ/1KtnCkU6WbftybbbZZcu655xY28VRLE7jn13KnFuFqnfvtt1+8G1VQfbq6VT1bqd9rtdVW88caMWJEXKQpFRpAZNlll00/gKWWWireVdbw4cP9BzdkyJB4d1PQ+3Z1oPrI4oQT7vLB47DDbol350Y/MmW27dWrl88P1NqmPoNddtklHR2j8tOnT09Tg6h9uTX6u/Y/9NBD6ZDMo48+Ounbt2/SvXv3Fsd2mxJ27rzzzmkHdy3H54cjBZWwb/78+XGRdukxGgqqYygtRrMPFsmL6tGlGVH9Wj4bJxxurVUISTvzhcIDiFvJS1eLn376aby7Vc8//7z/gX3zm99supQPer963+6HoPqo1MMPv+SDx09+MsYvDpUnzY3Q1bfS9Mcncm2rrrpqcsABByRXXHFFOps7Ty+++GLaTKErzTAnUbjpylGBp1Y/+jBjgnVyZ7i2xL333hvvhoHq0dWp6tdKedDcaFCdt7Q8N75QeAAJ15Yud8XZmjCPltZqaCZ6v+69qx4qpeVpw4WhLrss31Fsb7/9dvK73/0uvZsMT9jall9++fSuqegJVlqjYdCgQa2+Jg29Pf/8880jpsrRcs3uAmfRRRdNg1pWanZzr1OvH9VTPbo6Vf1abbXVVv44+++/f7y7qRUeQNSs4D6Mp59+Ot5d1pNPPumbRdRU0Cx3IXqfbi0DvX/VQ6W0sp8LHr/4xTUL7/jyacpR04BmwbvmyHDbeuutk1tuuSX3k3RWH330UXrHEw48cNuPfvSj3CdhDhgwoKqTjPps1Oymxyv46fXDTvXnLiJUr9Y+sXDyc5cuXZrmvFOpwgNI2Kl1//33x7vbFE4IUpNIM9D7dO85y0QzzfXYdNOL0+Cx4Yajk7///dW4iIlGf2288cYlJ2QFNvVpzJgxIy7eKdx4441p53r4mtUUoe9iXotD6a5Ddx869iKLLGJaFyK8uKokVxzKU/25ulS9WugO2y34pU1zf1Cq8AByxBFH+A9k8uTJ8e42qS3SLQyjk5Y6XxuZ3p+769L71vuv1EEH3ejvPoYNuyfenZnuKE444QTfVOM23XFYTpYdQXdGblKZ23QXddttt8VFTY488kh/XHXyZ3Xdddf5xzf7kPVqhXeeqleLX/3qV/4Ylom7zaDwAKLhb+5D0TrUWYX9AZoD0Ki3+npf4QSzLP0+N930rA8eW289Lp2BXg112oe5f7Rpkt+kSZPiop2eFuTSZER3t6BNQVrLkVbb7KbmDddsojscjRrLQqPFwqGiunNCdqo3V4eqT8soPH124cVblub2ZlJ4AAnzyJxxxhnx7nbpxKo5JO4YBx54YFykIeh9ufeo91tpoFSwUNBwAUTBpBoaOx92SOtHpbtI66S5zkKTwOKguMUWWySvvlpdU194gaTjZRVmjlWzG7ILmystGY41OlT9ZO4YuvNG6woPILpqdR/MscceG++uiK4O3IREbY3WXhy23+p9ZrmSHT78Xh88fvWrKfHuTEaOHFkyn0PDdCtZCKxe6EShOSXhe1Swfu655+KiFVNgVYI9d7ybbropLtImDTUOEzWq2Q2VU325ulM9WoZu68LWHUND0Cu9eGtGhQeQadOm+Q+nmo7w8ENWc0SjjM3W+wibV7LcpamjXB3mCh7qQJ879+24SEV0yx9OXNSmldyqvTrvrHTSCWe+q+O0mqyt4V221uDO2oSiocbu8eqz0QRNtE/1FPZxqR6zUnPtEkss4Y+RV/9Yoyo8gGghFvfhaOSOlYaShqNWNNRVx65nev1uyK42vb9KZyV/9tnnyR57XOPvPi644NG4SEV0Vb7bbrv516BNOayyngTrzTPPPJOsvPLK/j1/61vfSueUWKgOw/Q7WfNbqS8mbELJmjizWYWJV1V/lj6t8JzSr1+/eDcihQeQefPm+Q+o2pENWpM4nMGryWv1uqi9Xrdev3svel96f5XSJEEXPDR5UJMIs1KQ2GOPPfxrUEewNb9TPXr55ZfTOwb3/hVErHciYVOtBhyo8z4LDXF3ift0R0rivrapftydu+ot6xQBCXOSqd8v76wJjajwAKLbTPch6cdaLY18CTO86gq+3pqz9HrDOw+9nywTll5++f00TYkLIEpfYhHOOdFchkbrW6qEMvqGnetqzrL2iYTzZdSflFU4Z0qvqdLUP81G9RJ+ZpaElFpiIEyFc95558VF0IrCA4gsvvji6YekzsY8KPNrGER0JVIvJz+9zrDPQ+8j65oQQ4bc6oPHccfdGe+uiHI4udegTuXx48fHRZqGJpCFdyLqWLf0/4T9fepjUc6wLF5//fWSiWzq8EdLqhdXR6ov1VtWv/3tb/0xFPgbvck2Lx0SQFykV4KyvOiKPWzO0qYr6s46gkKvK7zi16bXn+XOQ+66a44PHkrZrtTtWWk+Tvg6qskb1CjUnKWmJ1cnGpJraVP/+c9/7o9hGQ6qTlw3Skz/ZVRWKdVHWD+WTm+t9Kk7bh1D/9ViZahMhwSQ9dZbz/+o8lxVTn0GYSeYNl1JdrYZ63o94RWuNr3uLH0esmDBJ0nv3hN8AJk48R9xkXbpxxPeAZ188slxkaalmf/h6CxNNsxK9etOcBrdY7mT0fO616DXkyUjQSPL4/PRnUbY1Kg7EVSuQwJImN0yS2rySmnoazhPRD9gXe1nvbrPm55fryOcd6DXmWWobuhPf3rQB499971u4Y+hshFbjppqwkmZu+++e1yk6eVxhbvXXnv5Oj744IPj3e3SnY/ugNwxdGekO6Rmltcdovo63DFWWmmltC8EleuQAPKLX/zCf2i1ul3U5Ltu3br559GmjmqlBCk6kOj59LxhR7k2vb4skwRD//jHC8mPfjQ8DR4bbXRR8swz2bONhskpNez0vffyXyukEVTbxq4RQi7Tri4Y/vnPf8ZF2qU7lzDY6w5WFwDNKK8+Ko2yCrMsWHNmNbMOCSAHHXSQ/9DuuOOOeHdu1M+gE7dLwOg2NSVoolytl8fV8fU84cQkbXo9el3W/hnddm+77YHJd7/bL+ne/fDkz3/OPl9h4sSJJfWhNS3QujxG+YTrnmuotIVGg4Wd6npNRa8D39HyHCWneR7uODvttFO8GxXokABy/PHH+w/uqquuinfnTld8utp24+rDTVk7Ndchr2Ci4+h4ra1DoefX67BcgYbUyf31r387WXLJdRbegfwyWbAg20xljQZaYYUV/Ou64IIL4iKIVDvPQHctblVJPd660JbmpWh+ivvsdCXeLM1Zec7TUVOkO44uoGrRlN4MOiSAaEy8+/As6QastBiTVvSLU5K7bZlllklP8MOGDUuuvvrqtAO03K2x/q79KqfyepweHx9Tm55Pz5tlMahydNu95JJLpsf96lcXSW68MXubvNrh3WvT1Vyls92bXbUzncN1tZUG30oz5MMgohn0mknfyPLMFKA7f+W4csc6/fTT4yKoUIcEEKV2cB+eTr5Fe+GFF5Lhw4eXpM6uZAtHfFSy6fh6Hj1fXsKZ4lqLOyv1OblOYbXL5xHUmkW1uZbUQRs2Qd1+++1xkYrpyjs8lr6bjTrEN+9cZRpO7Y6lCwEmaNp1SAAJ8/Wrj6AjaYU9XVkqrYrmpbjXZdn0eB1Hx9Nx86ZMuO65dNttCUwKOu4YWs8c2VSb7XXUqFH+8T169Kjq7k9t/2HHui4M1OHfKCfEWmRLnjVrVsmidA8++GBcBBl0SADRyCP3hejdu3en+cIrFbe+UBdffHG6upzmZiggrLnmmumQQbfp3/q79qucyutxtVwjI14H5U9/+lNcpF26anP9QBoR1mwdsHmpZr0JBZzwc6y2D1BNqeEQX21qlqz33Fm1Wq+lZ8+e/niNupZQkTokgChxYPjF0NX0Nttskzb3KC9U1sRzzSCcTKYOekvQDe8+yPBqV+2Kd+F6L2oSy3oXE1NfjL4f4ZW6Ovz1Gdfbb6mWK0ZqTXN3TDWDNesw6Dx1SADRfIPwyx5v+vLoSmHo0KFpPqFaXtnXA6057uYRqN4sM+s1TJe7j/xUs+a2mq3CbAx5Je7TyCKt8R7+lhSg6qVvpJZr1msuVpcuXfxx//KXv8RFYNAhAUQeeOCBZO+9905zBYUjSlrb1Ga5+eabp1ch+jLlmf6ks9PJZsstt/R1oTk0Focffrg/Rpb11dG68C5CTZlZ3Xrrrf7xWukxr+/0G2+8kc5TiYesq9mts66xrtcVNgtq0+vX+9D7ycPAgQP9sZUJA/nosAASUhOAxsWrXV8/xnB2aGubZvNusskmaQZZLRnayDOowzWydaKx3HaricSN2NEdDGPeq6c+Kfc91d3hm29mzwTQq1cv/9nmnYNMF2jholRu053TFVdcYZ7Emhc9v15Ha/Ol9Lr1+vOiZnHX4qGBLuQSy0+nCCCt0RyLs88+O121MLz1bG3Tl2ODDTZIE6FpURjLSbYz0kkpfO/WFPXhQjnVzD9AqUGDBvl6tWQw1kg9d6egu/C8rrYd9RloqHG4xrrbFPz0+q1zKaz0fHre1i4S9Tr1eqvt6wjp4mmttdbyz6FmceSn0waQmNrw1VaseRDhyn3lNl3FKH2EUnbk/cMsyoABA/z7qebE37dvX38caxBCS/fee6+vV6XitwiXD67VkHadRHUnW27ek5ZXUHOR5me9+OKL8cOrouPpuDp+uGBTuOl16fVVO5igNX/84x9Lnof15fNVNwEkptvQiy66KOnfv3/ZL2a4aaEm9R/otrkeUj/o5OSuTnXbbU1/oh+ly8WlVBod3XTRSNQ/5b57yjYwf/78uEi7NMPaZY5WX9/cuXPjIrlRU/G1116bNhO7QRmtbd27d08vOjQHQyd2DbufM2dO8tprr8WHTOnv2q9yKq/H6fE6Tnxst+n59Tr0erKOYquUXtNiiy2WPp9+S3feaVtsDeXVbQCJ6csyduzY9EonHGdfbtNoD3WsaeW9ztYnoJO+5pq411rNkNvwKnmHHXaId6NK4bKzaiq00HwEd4xf/vKX8e6aUPOomt3UeR13uFeyZc3KoE3Po+fT81r6jLLafvvt/XPrQhP5a5gAEtOt84QJE9L1N8rduoeb8uzss88+6ep81cx0zcMpp5ziX5fSrFczll8jrtyxzjrrrHg3qhSm5VGTqYXuiN0yz+rPmzlzZlykpjSkW8FPr3/ttddu8duoZtPxdFwdv8ih42G26aWXXrrs3ROq07ABJKYZrJr1e8ghh5R0qpXbVlxxxXQhoAsvvDBNf1AUzcANb7s1D6Ya4fBIUrbnT+vXhydLK6WVccfp6DtFDSlWzjT9XnT3q0SgyrygTU3BYVYG/dvtUzmV1+P0+LyGJmelUZldu3b19Tl69Oi4CHLSNAEkpolFan897LDD0qGE7d3GaxisVuw755xz0pn0tRKuoV1tc4aawlxbtwYeoDbc5Dd9h6wnTV2dh9mc1fQIm3DtFV1AVZNvDG1r2gAS0w/4hhtuSI444ohkww03LJvy3W26LVZH4ZlnnpnbqopKDe+Or5NJ1pXvYk8//bQ/3nbbbRfvRk7ClR2ryRKreVDhiQ/ZzZgxw/92NTih6ObAZkMAKUOpt5Va4dhjj01/zG2NWtGmNTp23HHHdG0Bje/POpY9XuRJI8yqpTssdzzdaaE2jjnmGF/PV155Zby7YhohF44ozJoipdlpNJcyHLv600Rj1BYBpEILFixIl9/VWgJKLdJe6ncNmdVV/4gRI9JZte2NcR88eLB/7E9+8pNcbrvDznj15aA2wmwBWjSqGuGx1L+Q9UKkmWnisas79c9YmxNROQKIka4W77777rTT8Gc/+5nv+C63ab/KqbweF87HePTRR0tuu/PqY1Efint+2tRrR6n8XT1r4EU1dBUdDvIYM2ZMXAStmDdvXklOvSlTpsRFUAMEkJzoDkN3Grrj0J2HW/+63KY7GN3JaH34cN6KmkPyorVW3HHrfX2IzkyT/1w9b7vttvHuzNQX54630korMfmzAuGMfvVJoRgEkBpR04P6QtQnor4Rt455W5vav9VUlhc1hblj12s6l3qgEX2unrUIUh7CxZROO+20eDcCN998s68rXbjlnY4F5RFACqTRWhq1pdFb4ZBNt1nSgrclzMZKDqDa0d2nq+d11lkn3m1y//33+2NqxF+jJAjNm9YK6tatm6+rkSNHxkVQQwSQDqS+Dk1sdF9+5azKc8as+2EpxxJqy62zrYwGedlpp538dyPPps1GolGSro7WX399Bh0UjADSCWgGr/sRHHroofFuM60fomNqBULUlupYda0Jp3l58skn/eAKDcLQrHd8SZkVwpU61WSMYhFAOoHZs2f7H4L+q3/ngTuQ4tTiDkTCZI16Ds16d6lDtCnN/7777us3rbWhNS/cNnz48DTJqNuUH07pcdympjIlInVbvQQpDXPXKqWubnQnj+IRQDoJ3Xm4H0O/fv3i3Sb0gRSjFn0gjlbTc8fuiE3DysPcV1kD2LBhw0oCmNYizyOAaXize41K06OJuCgeAaSTUN+HG/qr2/FqUmI4jMIqRi1GYTkaFhyf1Jtpay2Abbzxxn6JWm3VzP5HdQggnchJJ53kfxR5zCdgHkgx8p4H4ujE6I6rUXvuIkDp/cOrdi1KFV7VT506teSqX1kIwrsCZf4N7xrCbLvalLonPGmHKXY626asu+g4BJBORGmol112Wf/jqHYFNWaiFyPPmeiOmmTCpZs704z0rAFM6dRrFcA0+5whzh2HANLJhPl8lBW4mpxY5MIqRp65sJxweLc6i6v5HjQaBbBevXr5+mGIc8chgHQy+nFoJI/7cSjFuxXZeIuRVzZeR8NRXRu/RuWxEFhLDHHuHAggnZBGqrgTUvfu3ZNPP/00LlIR1gMpRl7rgYgmwmlCnDueJsqhdeEQZ43+QvEIIJ2Qmiu0SqL7cVxwwQVxkYqwImEx8liR0FEqDve5ax6PUnWgdc8//7xfVmGRRRZJL5hQLAJIJ6XFrNyJRCd/a5JF1kSvrbzWRBclAQyzOCtJINp2+OGH+/oiC2/xCCCdmEakuB+HZhRbnHjiif4YZ511VrwbVRo3bpyvX63FXY2wKUzpydE+zcFZaqml0jrTHeD06dPjIqghAkgn9vDDD6c/Cv04lA7+zTffjIu0S8N33Ulphx12iHejSmE7/PXXXx/vrpgWQHLH0dBULZCEyoSjDXXRheIQQDq5XXbZxf84dLuelfpBlOVXj1fzCIsT5Ud9VW4Nc40Imj9/flykImqe1HwH9zlrKDcqp/oL54rQ9FccAkgnN2vWrLSDUD8MdRiq4zArrT/iflyXX355vBtG4d3dpptuGu+u2FFHHeWP06NHj3RZW2SjgSauDpUDjjosBgGkDhxwwAH+x6GZu1mpacU9XsnvkA8NHXX1eu6558a7KzJz5sw035OOobuYGTNmxEVQAQ1115B393mMHz8+LoIaIIDUAbWHa7KUO8loElUWasbSOhV6vCaoWe5iUEpNga7zVkOlLf1TagILl66tthO+2V1zzTW+LjUZV5NyUVsEkDoRznbWGutZhcMdNTIL1VFToKtP61LEyhHljqGkgMqFBjsF5I022sjXKaMOa48AUieUME5rY7sfh9ZRyEJzQNyILq2e984778RFkEE40fO6666Ld7dL6fvDz1NXz6jeXXfd5eu0S5cuBOUaI4DUkdNPP93/OCzrTvTp08c//g9/+EO8GxW68cYbfT2uttpqpg7b/v37+2Mo7T7yE66hwt12bRFA6oja3VdaaSX/45g8eXJcpE3K08RdSPXC2f3KxJuV0vS7z0F9W0qJjvw8/vjjPhmlhrC/+uqrcRHkhABSZ8KlPNdcc800+V4W4V2I1mVANmGKme9973vpAIUstLSw7lrcMUaMGBEXQQ60xoirYy0XjdoggNQZBYw11ljDfAUcXp1p9FDWEV3NTCd/lzhR2/nnnx8XaZfWC3GPX2uttTIHIFRm9uzZPpGo/qt/I38EkDoUzuvQTOiss8sPPvhg/3j1pbBYUWXUb+TqTZPVst79Pfvssz57rIL4fffdFxdBjgYPHuw/r379+sW7kQMCSJ0K2+HPOOOMeHebtFxqmPrBmi6+mWhN+UUXXTStL/VfZB0FJ1tttZWv84EDB8a7kTONdHPZjRWwq12rBS0RQOpUmEZjmWWWydwhPnHiRP94dTSS6r08zXIOJ/wpgWJWEyZM8I/X8FJlkUXtnXTSSWmdf+1r30r69BkQ70aVCCB1TNl13UnJsnJdmD589dVXZ8x8GUcffbSvJ83of/311+MibdIcHpcJQNtll10WF0GNvP/+B8n3v7/hwouszZKuXf83efDBWXERVIEAUseeeOKJknWhs6YA14ltlVVW8Se23XffPS7S9DTqyg060H9vu+22uEi7DjzwQF/HpBsv3pgxNybduh2YrLHGiUn//hMTuvzyQwCpc/vss48/OelEldXf/vY337av7eSTT46LNC11en/729/2dXPcccfFRdr10EMP+QD09a9/nWVXO8Ann3y28G59bLLBBhem2+23MyIrLwSQOjd37tz0xKQTlNK+P/PMM3GRdl1yySX+JKnNmlm2kbz88ssla3RsscUWmUddqe9Eo7XcMU444YS4CApy883/9AGkb98rF36W2bMHoCUCSAP47W9/609Su+66a7y7IuGaFLpibuZ02GraW2eddXx9qJnPMps5TD2z6qqrZh5ujfyo2apfv4k+iEya9FRcBAYEkAagVOJa8lYnKg0x1VK4FuG6I7qbacbFpzSaLRxxpc7v5557Li7WLqXMdytBarP0nSBfDzzwgg8g2247fmFA/zQugowIIA1i2LBh/mTVs2fPeHdFlBRwjz328MdRMDr11FPjYg1LzVbhnYfWJrfOHdhpp538cZjE1nkccMAUH0TGjLF9tvgSAaRBfPDBB8nyyy/vT1q33nprXKQiarffbbfd/HG0HXLIIaaMs/VEfUdahCgMHvfcc09crCJK7+6Oo0WnXnnllbgIOsiTT76W9OjxRQDZcstLF95x0qxYDQJIA1FuJnfiWm+99cwpShQshgwZUhJElCLb0g9QDzRUNxxtpWYr653H+++/X5Ix+bzzzouLoIMdeeRt/i5k5MiH4t3IgADSQJSYL0z2p9nP1Rg5cqQfgqptueWWS6ZOnRoXq1u629IkwfA9qsPc0ufhhAMaNt5444a/c6tHc+e+nWy00UVpANl004sX3iG+HxdBhQggDeaqq67yJ7Bu3bpVvS60Eje6tb+16WR7xBFHJB9++GFctK4ot1XYWa5NQ3WructSpmMNPtCx9F/9G53T8OH3+ruQoUOnxbtRIQJIg1GzVY8ePfxJcdSoUXGRzDSiKD7Zao7EpEmT4qKdngKqsuqGkycVFDVJMOs8j5DuNHTH4Y6pOxF0Xq+/vmDhd3pMGkA23HB0Mnv2/LgIKkAAaUB33HGHP5Etu+yyabt8tXRy1UQ4lzrFbVtvvXXy1FP1MaZefR1hE5+rnzyG2Kqvwx1TKfbzqHPU1qhRD/u7kCFDbINOmh0BpEFts802/oQ2dOjQeLfZI488UnKlrU1X8LvssksyY8aMuHinoDXMw/T32jREWVl133jjjbh4ZhplFTbzaRQWOr/33vt30rPnlylOHn+c0XJZEUAalE7mrnNYayJkzSDbFjWTaWldXb2HJ2VtuiPRlX41zUF50KzvK664Ill33XVbvEalF3nggQfih5hpnoc7tuZ/oH6MG/d3H0AGDJgc70Y7CCANLJwU+Otf/zreXTWl/NC66uHVt9s0J0VDgR977LH4YTWluRuDBg1q9TVpDXMNdc4zuKn5yx1fM8/VX4T68e9/f5b07j3BB5F77pkbF0EbCCANTMNRw3WhNfKoFrTCoWasa5hvfNLWpjxQSpOiO4K8J9W9+OKLC68ix6XNUep7iJ9b22qrrZauHZ/3+uO6y9F7c8+j3FeoP5Mnz/IBZLfdrk4+/9w2f6oZEUAanGaRuxPcXnvtFe/O1ccff5yMHTs26dWrV8ncinj74Q9/mPaZHHPMMWn56dOnJ3PmzEmXIG2N/q79So2uQKC5G3379k26d+/e4thuU8Dceeedk2uvvbZmczE0qMA9n5rFNK8E9UcBQ4HDBREFFFSGANLgNK/BJfXTSb2ouQkvvfRSekW+wQYbtDi5V7KFM8Mr3dQxrs5ypaNXgsla0roeLo2+6lXBDfXr7rvn+ACy/fYT0qYttI8A0gTCK+Xtttsu3l1zGul0zTXXpHdDa6yxRosTfzXb2muvnfbvaMJj1nXhq6GVBd1r+NWvfhXvRh3ab7/rfRAZP/7v8W60ggDSBLTWeZcuXfwJb9q0aXGRQmmOhHJNXXnllcnvf//7ZM8990xPyNoUYDRJ0W36t9uncpoEqNn2upNSAsmOoDXNXV0qb5YGE6D+aRivCyC9el228HtaXRaHZkAAaRJnnnmmP+lpHgds3nrrrZJgXG2+MXQuhx12iw8i55xjW1enmRBAmoRSeIRLtE6cODEuggoMHDjQ1+FWW20V70ade+65t9LUJgogSnXy5psL4iIIEECaiIa7upOfhrYyaiib++67z48u+8Y3vpE8++yzcRE0gJNOmubvQm6/fXa8GwECSBPRcNZwxb0LL7wwLoIyNIdkrbXW8nWnvhs0prfe+jAZNOiGZPDgm5MPPqAfpC0EkCZz0003+ZPgCiuskCxYwC16JUaMGFFy96Y5L0CzI4A0oS233NKfDHViRNs0iXGxxRZL60tzTe688864CNCUCCBNSJPedCLUCVE5ozSyCOX17t3bB9z+/fvHu4GmRQBpUkoF4k6KWmEQrdMESFdPSy+9dNl0K2hMrjNdW48eFyazZrWd/j8s35r29seyli8aAaRJKRWHW35VI4peeOGFuEjT0wTMrl27+gAyevTouAgaXHgC13bwwTfFRUq0d8Jvb38sa/miEUCaWDinYcCAAfHupqcUKa5+tKSv1kFBc4kDiLaHH34pLua1d8Jvb38sa/miEUCamBIehmuDKzW5Sxuibfvtt0/23XdfvymXlVY3dJuSJSqbrtvU3KM0KW7T6oXqgHZbnota1ZrWMXHL937ta19LZs6cGRdBE4iDh7a9956UlLuWaO+E397+WNbyRSOANLlw0amit8UXX7wk79Waa65ZVQC7+uqrcwlgmi/To0cP/zqPOuqouAiaRHgC32yzMf7/p059Li6aau+E397+WNbyRSOANDndhbh07822lQtgP/jBD3wZ/Z25Ms0rPIGfeeZD/v/79Lki+fTTluvMtHfCb29/LGv5ohFAUEKZcsOr9ieeeKLkqn7KlCklV/2jRo0quSs4/PDDS+4adt1115K7Cl3Zhydty7ofRW56v2he4Qn8nXc+SrbY4lL/76uuejIu3u4Jv739sazli0YAQaeSNYCdc845JQFMQ5LzCmCrr756/PLQZOIT+OjRM/y/t956XPLhh6X55OLysfb2x7KWLxoBBAi4AEanOSQ+gS9Y8Emy1VaX+b8poLRVPhbuz7p1RgQQACijtRP4hAkz/d823/ySZP78j9osH4qDQpatMyKAAEAZrZ3AtV56794T/N9PP/2BNsuH2tsfy1q+aAQQACij3An8uuue9n/fZJOLknnz3muzvNPe/ljW8kUjgABAGeVO4J9//p+kb98r/b7jjvsiQ3O58k57+2NZyxeNAAIAZbR1AtdkQrdPiRafeebNNstLe/tjWcsXjQACAGW0dQL/z3+SZM89J/n9hx56U5vlpb39sbD83LlvJ5dd9rfkoINuTHbc8fK06eynP700GTBgcnL55U+kfTNFI4AAQBntnfDvv//5kjLtlW9vfyw+ZlvbHntck7z99pcjwopAAAGAMio54e+//+QWJ/Ny5dvbHwvLq89l5MiHkunTX0xefPHd9I7jtdc+SK6++h/pnYjKnHTStPgQNUUAAYAyKjnhP/74Ky2CR7ny7e2PVVr+7rvnpGV69hwb76opAggAlFHpCXzw4Js7NIBohrzKKGNwkQggAFBGpSdwjcDSSKz2yre3P1Zp+ccem5eWGTTohnhXTRFAAKCO6e5jt92uTgPIgw++GO+uKQIIANSpjz76NL3rUPAYMeK+eHfNEUAAoA5pfZJ9970uDR5DhtyafPZZywWuao0AAgB15qWX3vWpVDSxsCMmEQoBBADqyMyZr/k1STT66+OPSxe1KhIBBADqxJ13/isdqqvgceyxd7S6LnuRCCAAUAe0kNWGG45Og4fWIFFG4I5GAAGAOhDOCWlrKzIfFgEEAOpAHCjKbQQQAECnRwABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmBBAAAAmBBAAgAkBBABgQgABAJgQQAAAJgQQAIAJAQQAYEIAAQCYEEAAACYEEACACQEEAGBCAAEAmPx/6ybKony4pmUAAAAASUVORK5CYII=)
PN: 3H30-1-LM
CAS: 865658-88-4
Molecule Weight: 182.226
Formula: C12H10N2
Melting Point: 106-108 ℃
TSCA: Not listed on TSCA inventory
