| Product Number | 4H39-7-00 |
| CAS | 388094-06-2 |
| MDL Number | MFCD01843368 |
| Molecular Formula | C13H14ClF2N3O2 |
| Molecular Weight | 317.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H39-7-00
CAS: 388094-06-2
Molecule Weight: 317.72
Formula: C13H14ClF2N3O2
PN: 4H39-3-06
CAS: 453557-70-5
Molecule Weight: 251.305
Formula: C13H18FN3O
![1-[(2-Chloro-6-fluorophenyl)carbonyl]piperidine-4-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB+PAAAfjwE/dDxHAAACXXpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/ysmvFxsbAiEKqaJWlSa1m7R20t5NDjgpEuAKyNO33zlACoRBCDrb9//56exj9XBOEziqvIh1FhBOLQIqC3UUZ/uA/H5/ni3Iw3oVogiFWRGQj7L8XDJ2Op1o+KFSedYZDXVKKv/yXMQdzcmmOt8zYVmc/Xl9ebsyszgrSpmFCqkiXhbXxhcdyvI6i/8MwVKZH+OMVXKW5seqt7/CMn+LnouIfK3lEX0bRGEXJwp2Ok9lCUdhUfxb32CvMpXLUkWwvWCzTR1c+3r1+qTDQ6qyEoumhziUyVuZH0JsSHWiwgN2hoXvTwFJOQKy1Okmz+UFTMk0Sw5SgLRBOiDnIF2QHsgFSB8kt/BFP0cBRwVHCUcNRxFHFUcZ9zEGiTKTeL98qoD8hEcwr3l+1LaqP9c1fBLcSxEQQV3XcwAXY+FYc2rbjterdRtrYJAb9HH02R7McBfxB7WpWytD4IJTqT0o9Lwv4UxQmxtrU2thrENdYSyO6bfrjd+lvm2sRz2rbX0qHGM5dsw7hcbTKJseqhEwZuwWtPVqq7OoVYQ4CsiWk2s0f6ldIeqAEtB5pHK8I6YDI20DoguY8N8AMQTYd4AzPoLTBczRGgfmXcAcxHHA7QLm2I4DXhcwh3wcWHQBcyXGAf9u0RMAt+7mZJpGkX6wr1d0PHpcDDATR4T3Ql6lgBuzGWR6Ua9SxsQ48wFmPjFOL/ZVSppgeuGvUtgE0zsBVcqbYPyBfZtgRO8YNGn1ft9Y6/6zJsFj8S75s9aXgeH3cP0P/WISjbP9SYEAAEutSURBVHhe7d0JvFTz/8fxSIsUSgutlCxFaNFC0YJSCZG16I8sLSIJCSHqV5RKuxQhKlH6aUMlJCoJqbRHUkm0aP3872f63Wnme86958y5s5/X8/E4j99P53xn7p2Z+33P+a65BAAAD3KZ/wAAgBsECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQJDccuU6ekTCS7lDh0Q++kjkvvtEqlQRKV5cJE8ekWLFRM4/X+Tee0WmTDlyHfyBz0S2IvjrAhLASxCoSMvNmnWkQggtl9Vx3nkiM2eaj4B0w2fCUS7zH4CkEvpHGolIyvXvL3LssdZKIbtDr9dySE98JlzJZf4DkFRC/0Aj4bbcq6+GX5s/v0jHjiKffiry++8i+/eLbNkiMmeOSOfOIgUKhF8/ZIj5iEh1fCZcc/jrAhLMbRCY3JRbulQkX76j11WtKrJ+vXlVuI0bRapXD69c9HGQHvhMRCSbvy4gCbgJAjtuyjVtevSac88V+ftv8wp7//wjUrny0bLNm5tXIFXxmYhINn9dQBJwEwR2nMotXy5yzDFHzuv/LlpkXpG9xYvDy+vjIbXxmYhYFn9dQJJwCoKsOJXr0+fo+caNzbPuNGly9DH69jXPItXwmYhYFn9dQJJwCoKsOJULbap47TXzrDujRh19DJ80WaQ1PhMRy+KvC0gSTkGQFadyZ5559PyPP5pn3fnhh6OPUbGieRaphs9ExLL46wKSRGgQeD3sFC589PyOHeZZd7ZvP/oYRYqYZ5Fq+ExELIu/LiBJmGHg5bBz3HFHzx84YJ51R8tlPoY+HlIbn4mIZfHXBSQJMwy8HHZOPvnoeb5tQvGZiFgWf11AknAKgqw4latQ4eh52ruh+ExELIu/LiBJOAVBVpzKXX310fOMuEk/eieglXkk+ExELIu/LiBJOAVBVpzK9e599LyO3ffCZ2P+U8Lu3SJPPSVy/PFH3peePc0rssZnImJZ/HUBScIpCLLiVO6nn8JnDess4kgsWeK7WcdJ7623RMqUCX/va9Qwr8oan4mIZfHXBSQJpyDIiptyod8WI133SPd/yCzrg6aKpPbNNyKXXBL+nuuRN++RUIkEn4mIZPPXBSQBN0Fgx005/caolUzmdbry6oYN5lXhNm068q02s4yu3OqTlVeTzubNIm3b2u/bof0ZK1aYJZzxmYhINn9dQBJwEwR23JYbODD8Wm0779RJ5LPPjuz5oHs//PGHyNy5Ig895Ou9H5LGvn1H+itOPDH8vdDjnHNEPv7YLBEZPhOu5TL/AUgqoX+YkYiknHZ2ZrZduz18uPtcUvjgg/AlRzIPncOh74dW7tHAZ8KVXOY/AEkl9A80EpGWmz49fD+H7A6f7n+dUDokt1Ej63uRO7fIvfeKbN1qlsg5PhOOcpn/ACSV0D/SSHgpd+iQyJQpIu3aHakQihUTyZNHpGjRI/+t/67n9TrEh87naN8+fJmRzOPyy2Pf18BnIlsR/HUBiEivXkcqvmrVjrSfwz1dU2rw4CPLgZjBccYZIhMnmiWQAAQIECunnBJe8d1wg8jateZVMM2aZd90VLCgyPPPi/z7r1kCCUKAALFy553WSjB/fpEnnxTZtcu8Gr/8ItKihfU1087sNm1Efv3VLIEEI0CAWNF2cV1TqUQJa6VYqpTIG2+YJfxJJ+t16xY+/yLzqFlTZMECswSSBAECxNrOnSKPPmpfQdaq5d8K8vBhkdGjRU491fq6lCwpMnbskWuiSScXtmx5ZKXct982zyJCBAgQL6tWiVxzjbWy9GETzR/z58sf1atbXwudxd29+5GlQaLpr79EunQJD3FdNws5QoAA8aadxJUqWStP7STWkVtp3Em8YcMG6XXrrdIz4/edY/7+emewZo1ZJGe0GXHkSJHixa2vt4Y5coQAARJBh6kOGmQ/TLV8eZFJk8wSKW3Pnj3Ss2dPKVCggJTN+B1bZxyjMo5V+vtWqRKbYc7z5olcdJH19dWlSXTJ94yfCTlDgACJpBPlHnjAfqJc/foi339vlkg548ePl3LlymX8SrmCR+2M47miRWXDsGEiBw+aRXJm3TqRm26yvp56tGp15DyiggABkoEu1dGwobXC06U67rtPZNs2s0TSW7x4sdStWzcsOPTIkyePdH/wQdnldd/xrJibSYUeeieiix8iqggQIJlMnhy+N3fmUbiwyIABR5q+ktyWLVvkrrvukmOPPdYSHldddZUsj8VGS+PGWTeT0kOXHtE+EJ8uNRJrBAiQbHS58hdfFClUyFoh6nLlushfEtq/f7/07dtXTjrpJEtwnHXWWfLRRx+ZRXJON5OqU8f6OuloKx11paOvEDMECJCsdMMknc1ut2FS06YiK1eaJRJm6tSpUrFiRUtwaJj069cvEC5Rld1mUvraeNlMChEjQIBkt3Bh0n7L1uaoK6+80hIcuXPnlrvvvlv+0I2XoilzM6kUuztLVwQIkCq0nb90aUvFubJ4cflx5Eg5HMd2/j///FM6deoU6BA3w6NevXqBDvSo082ksusfivZdDhwRIEAqMUYa/ZNxfJBxdMw4rr/oIpmncx9i6ODBgzJ06FA55ZRTLMGhQ3Xfffdds0jOZTdCLVabScEVAgRIRTqXoVUr+TajIu2TcVyZcRz7v4r8pptuyji9ziyRY59++qmcf/75luA44YQTApME9+7daxbJmURvJgVHBAiQwrbMnSvPZNx5lDMq9eMz7lCeyrhT2a13LDm0evVquf766y3Bocdtt90mGzduNIvkyOEDB2RPVrP02UwqqRAgQIo7dOiQjBw5UooVK2ap4MuUKSPjtO/Eg3/++UeeeOIJyZcvn+Vxa9SoIV988YVZJMcWz5olIypVki/M4GAzqaREgABp4q+//pIuXbpI3rx5LRV+nTp15BudM+HC4cOHZcyYMVKyZEnL45x66qny+uuvB66JplWrVsk111wjFTKe4/8yjjEZx1oNDh+uVJxKCBAgzaxYsUKaNm1qqfx1Znjbtm1ls86hyMJXX30lF198saWs3oU89thj8rdu/hRFO3fulG7duoWFXt2M48mMY2HNmnLYr3ulpAgCBEhT06dPl3POOccSBieeeKL07t1b9umciv/ZtGmTtG7dOuML/zGW66+99lr5RbebjSK9gxk9enTgjsZ8vgsz7nzm6W6NUb7LQfQRIEAa0xng/fv3l8KFC1sq6goVKsh7770nzz33XGAklXn+vPPOk9mzZ5sPmWPz58+X6tWrW55P73K6d+8e6HtBaiBAAB/YunWr3HvvvYEZ4mbFbR46x+PVV1+VA1FeuFE3k7r11lstz6dHy5YtZU20N5NCzBEggI8sXbpULr/8cksFrof2kejyI9t1/kUU6WZSzzzzTGAzKfM5q1SpIp/FYjMpxAUBAvjQxIkTA30hZoVepEgRGTRoUNTuPt555x0pW7as5XmKFi0qw4YNC8xsR+oiQACf0r6GW265JTDp0KzgK1WqJLN073aPFi1alOVmUp07d5Yd0d5MCglBgAA+9+uvv0qbNm1sR2Cdfvrpsn79erNIlrLbTKpx48ax2UwKCUOAAAhYsGCB1KxZ01LxX3bZZealFk6bSU2bNs0sgjRAgAAI0vkZY8eOlfz58wcDQGexZyfum0khaRAgACx0WZHMILjnnnvM0wE//fRTlptJaZmobyaFpEOAALAIXX23Xbt2YeecNpNasmRJ2PVIXwQIAAu7ANEht0OGDInvZlJIagQIAAszQLLbTOrZZ5+N/mZSSAkECACL0ADRobxmcOgRi82kkFoIEAAWugKvGRiZR6w2k0LqIUAAWNgtA3/aaafFZDMppC4CBIBF+fLlg8Ghw3JjsZkUUh8BAsAidEfDm2++2TwNBBAgACzMUViAHQIEgAUBAjcIEAAWBAjcIEAAWBAgcIMAAWBBgMANAgSABQECNwgQABYECNwgQABYECBwgwABYEGAwA0CBIAFAQI3CBAAFgQI3CBAAFgQIHCDAAFgQYDADQIEgAUBAjcIEAAWBAjcIEAAWBAgcIMAAWBBgMANAgSABQECNwgQABYECNwgQABYECBwgwABYEGAwA0CBIAFAQI3CBAAFgQI3CBAAFgQIHCDAAFgQYDADQIEgAUBAjcIEAAWBAjcIEAAWBAgcIMAAWBBgMANAgSABQECNwgQABYECNwgQABYECBwgwABYEGAwA0CBIAFAQI3CBAAFgQI3CBAAFgQIHCDAAFgQYDADQIEgAUBAjcIEAAWBAjcIEAAWBAgcIMAAWBBgMANAgSABQECNwgQABYECNwgQABYECBwgwABYEGAwA0CBIAFAQI3CBAAFgQI3CBAAFgQIHCDAAFgQYDADQIEgAUBAjcIEAAWBAjcIEAAWBAgcIMAAWBBgMANAgSABQECNwgQABYECNwgQABYECBwgwABYEGAwA0CBIAFAQI3CBAAFgQI3CBAAFgQIHCDAAFgQYDADQIEgAUBAjcIEAAWBAjcIEAAWBAgcIMAAWBBgMANAgSABQECNwgQABYECNwgQABYXHbZZcEAadmypXkaCCBAAARt375dOnToIMccc0wwQPT/P/bYY/L333+bl8PnCBAAcuDAARk8eLAUKVIkGBzmcdppp8nrr78uhw8fNovDpwgQwOdmz54tlStXtgRG7ty55dhjj7X8e40aNeTLL780HwY+RIAAPvXLL79IixYtLAGhTVatW7eWTZs2yerVq+W6666zXKPH7bffLhs3bjQfFj5CgAA+o30Z3bp1k7x581pCoWbNmvLVV1+ZReSTTz6R888/33L9CSecIM8++6zs3bvXLAIfIEAAn9C+C+3DOPXUUy1BULJkSRk7dmy2/RsHDx6UIUOGyCmnnGIpf/rpp8u7775rFkGaI0AAH/jiiy+kevXqloo/X7588sQTT8g///xjFsnSn3/+KZ06dZI8efJYHq9evXqyZMkSswjSFAECpDHto7jtttssFb0eOllwzZo1ZhHXfvrpJ7nyyistj6ud7/fcc4/88ccfZhGkGQIESEN79uyRnj17SoECBSwVfJUqVeTTTz81i3g2depUqVixouV5TjrpJHnppZdk//79ZhGkCQIESDPjx4+XcuXKWSr0okWLytChQwN9GdG2b98+6du3byA0zOc966yzZNq0aWYRpAECBEgTixcvDvRBmBW49lU8+OCDgb6LWNuyZYvcddddtvNHGjduLMuXLzeLIIURIECK076Gu+++O9D3YFbaV111VUIq7UWLFkndunUtP4+GWefOnWXHjh1mEaQgAgRIUdq30K9fvyybjT766COzSNy98847UrZsWcvPp81pw4YNi0lzGuKHAAFSkIaDhoRZMWuYaKgkU8e1dug/88wzWXbof/bZZ2YRpAgCBEgh2hylzVJmRax9DtqMpX0QyWrDhg1y6623Wn52PXTJ+JwMKUZiECBACtAOcO0It5u8p30N2oGeKubPny/VqlWz/B758+eX7t27RzSpEYlFgABJTPsIdOit9hmYFa4O1dUhu6no0KFDMnr0aClRooTl9ypVqpS88cYbZhEkIQIESFI62U/7CMwKVvsSdJKg9i2kup07d8qjjz5qu7BjrVq1ZMGCBWYRJBECBEgy2hcQuid56KHLkqTjEuqrVq2Sa665xvL76tLybdq0kV9//dUsgiRAgABJQtv+tQ9AFzg0K1JdCFEXREx3s2bNkkqVKll+/4IFC8rzzz8v//77r1kECUSAAAmmS6jrUuq6pLpZcerS69pXkN0y6+lGt9cdNGiQ7fa6Z5xxhkycONEsggQhQIAE0s2bdBMns6LUPgHd9Ek3f/Kr7du3S/v27eW4446zvD7169eXpUuXmkUQZwQIkADapq/bxmobv1k56jazut0sjvjhhx+kYcOGltdJl2657777ZNu2bWYRxAkBAsSRtuFrW7626ZsVYuXKlWX27NlmEfzPBx98IBUqVLC8boULF5YBAwYEmr4QXwQIECcTJkwItOGbFaC29Q8ePJgK0AVdNv7FF1+UQoUKWV7Hc845R6ZPn24WQQwRIECMfffdd3L55ZdbKjxt2+/QoUOgrR+R2bx5s9x55522y8Y3bdpUVqxYYRZBDBAgQIxs3bpV7r33Xttl1hs1aiQ//vijWQQR+uabb6ROnTqW11cHIXTp0kX++usvswiiiAABokxXwu3fv7+cfPLJlortzDPPlA8//NAsghwaN26clC5d2vJ6FytWTEaOHBlYOgXRR4AAUfTxxx8H2uLNiuzEE0+U3r17B9rwERu7d++Wp556So4//njL63/RRRfJ3LlzzSLIIQIEiAJtc7/66qstFZe20bdt21Z+//13swhiZN26dXLTTTdZ3gs9WrVqFTiP6CBAgBzQNvaHH37Ydpn1Sy65JNBGj8TQOw698zDfF71D0TsVvWNBzhAggAfapj5ixIhAG7tZQZUpU0beeustswgSQN8n7QOxe5+0z0T7TuAdAQJESL/ZXnjhhZYKSb/ZPv3003yzTUJ6p6ijsuyWjddRXNwpekOAAC5p2/mNN95oqYD0uPnmm2X9+vVmESQZ7avSeSLm+6d9VTqvROeXwD0CBHCwa9cu6dGjR2DLVbPiqVq1qsybN88sgiSnM9btRsvpDHed6c5oOXcIECAbb775pu38guLFi8uoUaOYX5DCdOkYXUNL19Iy319dc2vy5MlmERgIEMDGwoULpXbt2paKRdvQH3nkkcBWrEgPupqvruprt2KArgKsqwHDHgEChPjtt98CbeF2y6w3a9ZMVq5caRZBmtD9RXSfEfN91zXLdF8S1iyzIkAAOdLP0bFjR9tVXs8991yZMWOGWQRpSnc8tFs1WZu6dJMvttU9igCB7+l2sSeddJJthfHKK6+wzLoPZbdvi249jCMIEPje6tWrwyoIbQu///772ekOgZ0j27RpY2nS5EvFEQQIfE8ridDKQZswgFCvvvpq2GeEYb5HECDwPTNAtDMVCPXpp58SIDYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HsECJwQIPYIEPgeAQInBIg9AgS+R4DACQFijwCB7xEgcEKA2CNA4HtmgLzwwgvmJfCxQ4cOSZcuXQgQGwQIfG/9+vVhlYMederUkYULF5qXwmfmzJkjF154oeXzcfDgQfNSXyJAgAyVKlWyVBLHHnus3HnnnbJ582bzcqS5tWvXyo033mj5TOhx6aWXmpf7FgEC/M/06dPlnHPOsVQYhQoVkhdffJFmCx/YtWuX9OjRQ/Lnz2/5HFStWlXmzZtnFvE1AgQIceDAARkwYIAULlzYUoFUqFBBJk+ebBZBmnjzzTeldOnSlve9ePHiMmrUqEBfCMIRIICNbdu2yX333Se5c+e2VCgNGzaUH374wSyCFKV9XbVr17a8z3nz5pVHHnlEdu7caRbB/xAgQDa+//57qV+/vqVyOe6446R9+/ayfft2swhSxG+//Rbo4zrmmGMs72+zZs1k5cqVZhEYCBDAhUmTJskZZ5xhqWiKFCkigwYNCjR9ITVoX5YO1da+LfP9PPfcc2XGjBlmEWSBAAFc+vfff6VXr15SsGBBS8Wjo7hmzZplFkGSef/996V8+fKW90/7vF555RW+CESIAAEipBMP27RpY9v0cc0118iqVavMIkiwZcuWSYMGDSzvlzZF3n///YE+L0SOAAE8WrBggdSqVctSKWnn66OPPkrnaxLQYNCA0KAw3ycNFO3jgncECJBDb7zxhpQqVcpSQZUoUUJee+01hn8mgDZFDRw40HY4tjZhaVMWco4AAaJAJ6A9+eSTthPQqlWrJvPnzzeLIEZmzpwZ6Aw33wftNNfOcyaERg8BAkSRLoFxww03WCovPW655RbZsGGDWQRRosNumzdvbnndta/qjjvuCAzbRXQRIEAMfPbZZ3LBBRdYKrMCBQpIr14DZO/ef80i8Ej7mrp27RroezJfb50g+PXXX5tFECUECBAjumLrsGHDpGjRosEKLW/ewlKkSA2pVaujTJtGB25OHDp0WMaNmyKlS1vXL9M+KV2aBLFFgAAxtmPHDuncuXNGeOSTQoXOktNOu1oqVuwkF100UO6660NZvnyrWQQOliz5Ta69tl/Ga9ks4zU9R4455sgoK+2D0r4o7ZNC7BEgQJysWLFKWrV6WMqVayOVKz8r1aoNDxw1aoyQZ5+dK9u37zGLwLB58z/y+OOzA6/beef1ktNPb5txh1c3IzhOCyy/rn1QiB8CBIizOXN+kuuuezsYIJnHZZe9LmPHfif79zPs17R37wEZPvxbueSS18Jes7PPflSuuOJhmT//G7MI4oAAARLgwIFDMm7cUrn88tctQXLddeNl7tx1ZhHfmj59lTRt+pbldWrUaKxMmLBUDh4kcBOFAAES6M8/98rzz88NNGOZFeQDD0yTNWt2mEV846eftgb6iMzXpWbNkfLSS1/K338znyPRCBAgCaxYsU3uuWeKbWXZt+8XsnOnf4b9al9Qz55zbEO1Y8f/yrp1/g3VZEOAAElk1qzV0ry5tX+kQQNtrvkxMHQ1XWnfj/YB1atnbda7/vp35YsvmISZbAgQIMns23dQRo5cJJdeGt5hrMdNN02QhQt/NYukPO3zufbadyy/r/YRvfXW94E+IyQfAgRIUlu27JIePT61VKp6PPLIDNm0KfVX+129+s9AX4/5+2nzVa9e82THjr1mESQRAgRIckuX/i6tW79vqWRr1x4lgwd/Lbt37zeLJD3t0/nPf76Qiy8eafm9tC9I+4SQ/AgQIAUcPiwydeoKueqqNy0Vrv6bntNrkp324bz33o+BPh3z99C+n9mzV5tFkMQIEDjKNTxX8EBi6d2G3nXo3YdZAbdpMzlwt5Ksvv56k7RqNcHyc2tfz6hRiwJ9P0gt1Ahpbs5vc6Tb192k1uRaUuatMpJ/VH4p8FoBKTWulDSY2kAe//pxWbR1kVksDAGSfLT/Q/tBzMq4evXhgX4T7T9xwyz/wQfLzUtshZZxsnHjTunSJec/K5IPNUKamrd5ntScXDOs8s/uqDapmszcONN8mAACJHnpiKysvtXrSC6nb/VmuauvfsuxjHITIHq3NGhQ1ndL33+/xSyCFEONkIYG/TBIco/IbQkJN4cdp/NILKd+hc8/X28WCTKv1+PNN5eal1k4BciMGb/IlVemdn8NnFEjpJkhPw4Jq/Dzjcon98y9Rz5Y+4Fs+GeD7DmwJ3D8tvs3+ezXz6T3kt5S/f3q2QYEAZIashrZpENif/31b/PyALOC10ODaNeu7JcJyS5AdHl68zH1LuTVVxem5IgxZI0aIY0s2bYkEBiZlb32e2zctdG8zNbirYvlimlXmP8cQICkFl0/y5xbsXat/fIfodeEzoAfOjT71W2zC5AlSzaHne/adWZazFmBFTVCGmny3ybBil7vKv49GJ31kwiQ1KRNV7qm1JQpK8xTQaEV/bRpK4P/v27d0dnuT5JdgKh33/1BnnturnzzTfrNmsdR1Ahp4sc/fwxW8tr/sfKvleYlnhEg6Ss0CLQvJbRDXpvDsuIUIPAHaoQ0oX0ZmZX8DbNuME/nCAGSvswgmDNnbfC/a9Ua6arvBP5FjZAmmn7cNFjJv7HyDfN0jhAg6csuCO68c3Lw35566rOjF4ewKwf/oUZIExXeqRCs5H/e8bN5OkcIkPRlFwTab5H5bzqCSxc8NNmVg/9QI6SJwmMKByv5HfvsR9x4RYCkr6yCIHQU10MPTQ87p7IqB3+hRkgTx408LljJHzh0wDydIwRI+soqCHQ7WV1qJPOcOWs8q3LwF2qENMEdCLzILggefXRW8JwusR4qu3LwD2qENEEfCLzILgh08mHovuShW8pmVw7+QY2QJhiFBS+cgkAnImaev/XWScE1rJzKwR+oEdIE80DghVMQ/P77P2Gr6eoiicqpHPyBGiFNmDPRV+1cZV7iGQGSvtwEwUsvfRm85rrrxsvBg4dclUP6o0ZII6FrYdV4vwZrYcGRmyDYsWNvYG2szOsmTfrJVTmkP2qENKIr6oauxlv7g9oRrcZ75bQrzX8OIEDSl9sgGD782+B1jRuH7/MB/6JGSDN2+4G0m9dOPlz3YSBM9h7cGzh0PxDd7rbPd30CdyvZBQQBkr7cBoHu49GwoXXDKqdySG/UCGlo4LKB7EgIVyIJgnHjllrCw005pC9qhDQ197e5Ee2JrvuHzNo0y3yYAAIkfUUSBLpXepMm4wgQBFEjpDndtrbrgq5y8eSLpdS4UpJ/VH45/rXjA/+/4UcNpfvC7oH+j+wQIOkr0iCYPHk5AYIgagQAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECACLf/89IGPGLJG3314W2P8DsEOA+NSMjTNk7Iqxsv/QfvMUIIMHfx1cqkQXUQTsECA+9P7a94NrW3X5qot5GpCuXWcGA6RXr3nmaSCAAPEhXUAxM0Aum3KZeRogQOAKAeJDTyx8Ihgg9abUM08DBAhcIUB8iACBEwIEbhAgPkSAwAkBAjcIEB8iQOCEAIEbBIgPESBwQoDADQLEhwgQOCFA4AYB4kMECJwQIHCDAPEhAgROCBC4QYD4EAECJwQI3CBAfIgAgRMCBG4QID5EgMAJAQI3CBAfIkDghACBGwSIDxEgcEKAwA0CxIcIEDghQOAGAeJDBAicECBwgwDxIQIETggQuEGA+BABAicECNwgQHyIAIETAgRuECA+RIDACQECNwgQHyJA4IQAgRsEiA8RIHBCgMANAsSHCBA4IUDgBgHiQwQInBAgcIMA8SECBE4IELhBgPgQAQInBAjcIEB86InPMwKkX67AUW88AQIrAgRuECA+9MTEjAC5I1fgqPcCAQIrAgRuECA+9MTgjACpmitw1LubAIFVp07jpVKlpwPH009PMU8DAQSIDz3RIyNA8uQKHPUaECCwuuee/0jp0i0DR7duw8zTQAAB4kNPPJERILlyBY569QgQWN12WwcpVOjswNGpUw/zNBBAgPgQAQIn119/ffAz0q5dO/M0EECA+BABAicECNwgQHyIAIETAgRuECA+RIDACQECNwgQHyJA4IQAgRsEiA8RIHBCgMANAsSHCBA4IUDgBgHiQwQInBAgcIMA8SECBE4IELhBgPgQAQInBAjcIEB8iACBEwIEbhAgPkSAwAkBAjcIEB8iQOCEAIEbBIgPESBwQoDADQLEhwgQOCFA4AYB4kMECJwQIHCDAPEhAgROGjVqFPyMNG7c2DwNBBAgPkSAwMnpp58e/IzoceWVV8ry5cvNy+BzBIgPESBwcuGFF4YFiB558uSRBx98UP7880/zcvgUAeJDBAichPaBmMcpp5wiQ4cOlYMHD5rF4DMEiA8RIHASGiDVq1eXE044wRIk559/vnz66admUfgIAeJDBAicmKOwNm7cKLfddpslRPTQa1evXm0+BHyAAPEhAgROzADJ9MUXX0iNGjUsIZIvX77A5+qff/4JeRSkOwLEhwgQOMkqQNThw4fl9ddfl1NPPdUSJCVLlpSxY8cGrkH6I0B8qEOHDsE/eG3HBkxXXHFF8DPStm1b83TA33//LY899ljg7sMMkosvvli++uorswjSDAHiI/v27ZPevXvLcccdF/bHfs8998gff/xhXg4f2rFjhzz88MNy7LHHBj8f1apVMy8L88svv8i1115rCZFjjjlGWrduLZs2bTKLIE0QID7xwQcfSIUKFSx/5JnHySefLC+99JLs37/fLAofOHTokIwYMUKKFStm+WxoOLgxe/ZsqVy5sqV8wYIF5bnnnpO9e/eaRZDiCJA098MPP0jDhg0tf9T67TB37tyWfz/77LNl2rRp5sMgjc2ZMyfLiYPNmjWTf//91yySpQMHDsjgwYMDc0XMx9PZ7RMmTDCLIIURIGlq+/bt0r59e0tzlR6XX365LF26VLZs2SJ33XVXWHNF5qHrH/3888/mwyKNLF68WM466yzLe6/HzTffLOvXrzeLuKafP+1ry+rz991335lFkIIIkDSj3wAHDRokRYoUsfzhnnHGGTJx4kSziCxatEguvfRSy/X6DfShhx4KtIsjfezatUt69OhhewdatWpV+fzzz80inv34449hCzNmHvrcOrpr69atZhGkEAIkjcyaNSvLNujnn3/esSninXfekbJly1rKFy1aVIYPH87SFWngzTfflFKlSlne48yjbt26gS8U0fbhhx/KmWeeaXk+7Xt7+eWX6XtLUQRIGli1apW0aNHC8sep/Rxt2rSRX3/91SySpT179sgzzzwjBQoUsDzeBRdcIJ999plZBCng66+/ltq1a1veU7vmS/03bdrUJs5o0lGAffr0kRNPPNHynNr39t///tcsgiRHgKQwHYffrVs3yZs3r+UPsmbNmrJgwQKziGsbNmyQW265xfK4etxwww2ydu1aswiS0G+//SZ33HFH4MuE+T42b95cVq5cKR999JFtX8hJJ50kffv2jfrdwe+//y7/93//ZxteV199NX1vKYQASUE6y3f06NFxmQk8f/78wDwA83ny588vTz75ZKA9HclHv+2/8MILUqhQIct7d+6558rMmTPDrteQ6NevXyA0zOsrVqwoU6dODbs+Gr799lu55JJLLM+nfW/9H35Y9v71l1kESYYASTFaoevqqOYfnc4G7t69e0zWItI5Aq+99pqUKFHC8rzanv7GG2+YRZBA77//vpQvX97yXhUuXFheeeWVwECLrOiE0rvvvtu2g103lfrpp5/MIjn29ttvS5kyZYLPUzLjuDnjGFOsmPw5YoR+AM0iSBIESIrQJqVbb73V8ketR8uWLWXNmjVmkajbuXOnPProo7ZNZrVq1cpRkxly7vvvv5cGDRpY3hsdSnv//ffLtm3bzCJZWrJkSWCdNPOx9O6gU6dOUd9Uavfu3fL000/L8ccfL/UynufJjGNWxrE/45ALL9TJKmYRJAECJMll16ldpUqVhHRqa6f9NddcY/l5vHTaI+c0GDQg7OZcaKAsW7bMLOLau+++K+XKlbM8rk4UHDJkSNRH5v26fr0Mu/lmGZvxHGszDgk9brxRhL63pEKAJLHshtUOGzYs6n+8kdJhw5UqVbL8fDpsuFevXo7DhpEz2hSlTVLaNGW+B9qEpU1Z0aBLkDz77LNx3VRqp85FqVo1PED0yJ9fpEcPncxiFkECECBJSMfh63h8849Vmw86d+6cVBP7tBIbOHCg7cRFrcQmTZpkFkEUzJgxI9AZbr7m2mmunefaiR5tcd9USvs+Ro0SKV7cGiSlSumkFrME4owASSJOS4ssX77cLJI0dOmKBx54wLYZpX79+oH2eeScDrvV4bfma6zNhzpcV4ftxlrcN5XauVOka1eRvHmtQVK7tk5yMUsgTgiQJKBDKHW8vd0QSh2fr+P0U4W2t9st3qijeu67776IOnJxlA5g6JpRidoNYNAJgjpRMJ6y21TqtNNOkzFjxkRtKHlQRnhmpKc1RDLCMyM9ddKLWQIxRoAkmI6v13H25h+hhomOy4/2JK54mTx5su3y8dpeP2DAgGyHkuIoHUI9atQoKV68uOW11CHUujRJIiVkU6kZM0TOPdcaJIUKibzwgk6CMUsgRgiQBNHx9Dqu3vyj02/qOg4/HTZ40nb4F1980XYy2znnnCPTp083iyCELmqoixuar51O4tTFEJNpEmd2m0rdfvvt0d9USr+AvPKKZHwjsQZJ+fI6GcYsgRggQOJMx8/rOHrtEDf/2HTcvY6/TzebN2+WO++807Zvp2nTpoF2fRyly6jrcurma6XHjTfemNTLyOimUuedd57l59YRXDHZVEqbRO+/X+S446xB0qCBtqmaJRBFBEic6JBbHTdvt9GOjrPX8fbpbuHChVKnTh3L76/t+o888oj85fOlK0In05mvkW74pBs/pQL9rL/66qu2n3XdVOq9994zi+ScBoUGRi4jRDRYNGDoe4sJAiQOdJy8jpc3/5j0W5mOr4/6t7IkN27cOCldurTl9dB2/pEjRwba/f3mrbfeClvOI/PQLWZ1q9lUfE30brtjx462I/Muu+wyWRGLTaW06UqbsHIZQaJNXdrkRd9bVBEgMaTj4nV8vPnHo4eOp9dx9X6l37afeuop22/bF110kcybN88skpayW1Dw4YcfTou7Mt1U6oorrgj7/YplHK1y55ZP27WTA9HeVEo70bUzXTvVcxlBop3v2gmPqCBAYkDHwet4eLuRKTp+XsfR44h169ZJq1atLK+THjfddFPgfDpyWtJ8xYoVZpGUF7qpVO2M47GM4+OMY8/JJ4u8/LKOZzeL5IwO69XhvTrMN5cRJDocOIn7klIFARJFOu5dx7/rOHizUtDx8jpuPupj49PE3LlzA3ce5uumdyh6p6J3LOnA75sq6e8/NOP3vzfj9x+V8TuvCq3UM35/icXvr3NkdMJh6HPpUaYMTVo5RIBEiY5313HvZqWgdyE6Tl7HyyN72s6vfSDa7m++jto/oP0EqYxtXY/alXEH9nPGHVjGLZi1Ym/SRCQWm0rpnBldAiXzefLk0bZU8ypEgADJIR3f3rp1a9sd33RcvI6PTzZaUetQ0Mwj2Tpotd2/S5cutrOudRTXN998YxZJatoH0KhRI8vvonN+2rVrJ1uj3QeQSr79VuTSS60hopX7Qw+JRHvdN50788wzIpdfLjJ2rHkWESJAPNKRUzqu3W6FUh0Hr+PhE0GbenQuiQ6VfP755wN7iGi/iw6ftGs2CT30vF6n12snvy7KN2HCBFm6dGlgWfl4034AnSdi/pzab9C2bdvA/JJkpuuDdejQwXYU0uUZFdh3sRiFlKreflukbFlrkGTcjcrw4To22CyBJECAeKCVqla0ZqWg4951/Hs8l1nXiv2TTz4JbC+ro3nsJihG49CmOJ3oqHuTaH9FLFZ7zYrOWNeZ6+bPpIHXu3fvuP4sbugyLYMHD85yHoR+fmBDv6Q8/bRIgQLWILngAjaVSkIESAT0G6OOXzcrBf2GqePdo71LW1b0eYZnfCvTVW7tRnrF49ANrq666qrAdrbx6ODW/oH+/fvb7n2ha2598MEHZpGE0DvPypUrW35G3SNF71jZI8WF9etFbrnFGiJ6xHtTKW3e1cVM77tPpEqVI0vLa/Oa3hmdf77IvfeKTJni2213CRAXtI1a26rt9onW8e3axh1rWvHo3hrXXXedq9DQ9ZJ08qLOQ9FOfN3TXEeI6d2K7mKoe45o/4f+r/63Vnx6Xq/r1q1boJw2xdn1Q5iHNuPpToS6wVSs+1P0vbg344/W7r3QVYB/+OEHs0hcZLcWlPaRRX0tKD/QTaWqVbOGiG4qlXHHHfNNpTI+z4GQMJ/f7sj4W5GZM81HSHsESDb0W6+OjtFRMmbFoKNpdFRNrGk7es+ePQO7EJo/Q+ihmzfpXiI6yzvaHffaF6HhovtN2O2QGHpoE40248X6m7b2y2g/gvn8ejfYvn37wOsWD9mtRluzZs3YrEbrJ/qFJONLjZQoYa20Y7mpVMbdru0IsewOvV7L+QgBkgUdj6/j8s1KQdvddRx/rNvddWMgnYmsTR/mz6CHfgPXJiSdW6KL78WT7ok+dOhQ210TMw+d96LL0Ud9cyHDxIkT5YwzzrA8v+6QOGjQoJgtG5/dfhglS5aUsWPHMucnmuK5qVTGF6Cwx9c7no4ddU0inQF6ZMLjli1H+mQ6d7b22QwZYj5i2iJADD///LM0adLEUinoyB+dOawziGNJ+zd05I7dN1o9qmXc0mtfQLKMQNJmML1DstvTRA/tSNa7uFhV5ErvdnTEmV3Yan+ENq1FU9x35MNRGV9eYrqpVMadbcYbefRxdV92py9ouiRR9erhgaOP4wMEyP/oPuMPPfSQ7SimSy+9NLBmUSxlTqKza6rSuw1d1iPZh31qP0qDBg0sP78eVapUkfnz55tFourXX38N9MXYzclp0aJFjpv2nPYEX7NmjVkEsaL9DVltKtWrl36rMEu407Tp0cfSx3c7AVi/NGR8WQmW1ZDzAd8HiA651RFNdrOftb3/bR2fHmO6HWlW32i1816bjFLJl19+Kc2aNbP8Plqx674gsd4sa8GCBYH+B/P5dUCADhCIdFUAnfOjd1l2c350oIKutowE0LvagQNFihSxBomXTaWWLz+6bpb+76JF5hXZW7w4vLw+XprzdYDo/goXXHCBpVLQIaq6L0Osh6dqs0737t1tRxTpN2n9Rp3K9K6tVq1alt9NwzrWuxFq/4P2Q2h/hPn82m8xevRoV30Uuk+L7tdiPobeKWo/UDzn/CALutfHAw/YbyrVvr15ddb69DlarnFj86w7ugxL5mP07WueTTu+DBBtt9ed3cxKQQ/dCS4endK6yqzd5kq6cVCsm3riSStpbZozJ9Vpn9Ljjz8e074Rpf0RGtJ2fUrVq1fP8rVenPFtUidOmmW0ifPBBx+M25wfRMBuUylt0nIrtPlKR355MWrU0cfwQTOWrwJE95DWGds6R8KsGHTvad2DOh505JA5NFhHd8V7Fns86bBaHWZsvu7avxSPfVG0f6Jly5aW59dDl3vZsGFD4DptXtM96e3uCnXU23IfNEukPG26qlDhSCWu62m5deaZRyt/r3O7dB5S5mNUrGieTTu+CRAdemvXnFGiRInA5LlYT4DLpN+6zZ9BV/HVzaf8QMPzpJNOCvv9dSfCWA9SyKSTJrVD33wPtNlSl4KxWy9MR5hNnTrVfCgku0hHZOmuhbn+V/l7XcRR5x9lPob2zaQ5XwSI3dIS2qHatWtX2anjy+NAJyXefvvtYT+DNuPoz+CnZbyV3g1o81Hoa1GoUKG4LUCpd3nDhg2zHfEWemjQ9e3b13fvj2+F9qF4bVrVcpmPoY+X5nwRIOaub82bN5eVK1eal8WMjvoxl/PWPoEZPt5aUydiPvDAA2GviYb6+PHjzUtjRodud+7c2bJarn5etBlri04Wg3/ozoiZlT93IK74IkBC+zy0DySedO0mc6SXzpzWCYs40rQYOm9DK2+9O4gnXV049P3RkVfwocx+Ez3oA3HFFwES2q6t+2TEizaP6czx0MpJO+uTZRZ5stB1tkLvAjRE4nknosOlQ98jXWcLPnT11Ucrf0ZhuUKAxIju02Eu/a6jeFjmwp52UmtHduZrpcNu49UnQoAgoHfvo5W/zufwgnkg6SfeAaJzG8yd9LQPJNYr1Ka6jz76KOxORDvW4zE6iwBBwE8/hc8k15nlkViyhJno6SjeAaLbrYZWSLqshs5BgTNd4Ta0T0SH+MZ6nggBgqDQO4hI18LSPUEyy/qg+UoRIFGm62qFVka6KVO89qZIF9qxHvoa6mTDWM5YJ0AQpHcRoUvG62q8/5tkmiXdLKxGjaNldDVfn3yGCJAo0uaW0BFfZcqUCezrgcjpplChlbpOwIwVAgRhdIHGzDDQ4/jjRTp10lmoR/YB0XlBuiDo3LlHZrqzH0h6i0eA6NpIoRsb6ZwGXZUW3ug8kdAVinVkVqwWYCRAYKEd4Jn9GW4PdiRMT/EIEHM/7FdeecW8BBHSGeuha4bpKr6xWAqeAIEt/cISusdHdgd7oqevWAeIru8UWgG1atXKvAQema+t7icSbQQIsqRr5E2ZItKu3ZGQyPgSI3nyiBQteuS/9d/1fJzW0ks2BEgO6WTB0EUaTz/99Ig3LEL2Qlfx1RFa0V41mQABvCFAcsjs7J02bZp5CXJo27ZtYQsf6mq60RyVRYAA3hAgOaBb0YYu1KibVCE2dFOq0Er+5ZdfNi/xjAABvCFAciB0qRJd+pshu7GjOxuGbo+rqxlHa1kYAgTwhgDxSDcmCq10GHUVezrPJnSWuu7VEQ0ECOANAeJR/fr1g49ZunRp1rmKk2bNmgVf99NOO0327t1rXhIxAgTwhgDxwNw/YvDgweYliBGdnBn62us+8jlFgADeECAeXHHFFcHHK1WqVFS+BcO9Bg0aBF9/HTad0/3sCRDAGwIkQjo7OrQdfqCum4O40n1CQiv8mTmcAUyAAN4QIBF66qmngo9VsGDBqI0EQmQqVqwYfB9at25tno4IAQJ4Q4BEQIeSapNJ5mPFYlkNuPPss8+GBXlO9lshQABvCJAIfPLJJ2EVzZw5c8xLECdmU+Ibb7xhXuIaAQJ4Q4BEQO84Mh+nfPnygTsSJE7dunWD70fjxo3N064RIIA3BEgEdN5B5uM8/fTT5mnE2ZAhQ4LvR4ECBQJ7iHhBgADeECAuLVu2LKySYbOoxFu1alXYe6Lzc7wgQABvCBCXBgwYEHwMXfcqmqvBwruyZcsG35dnnnnGPO0KAQJ4Q4C4FLqERosWLczTSJA77rgj+L7Uq1fPPO0KAQJ4Q4C4cPDgQSlUqFDwMQYNGmReggQZM2ZM8H3Jly+fp1UBCBDAGwLEBbOt/bvvvjMvQYKY742Xyp8AAbwhQFyYMmVKsHzu3Lk9fctFbOjdod555OT9JUAAbwgQF/7zn/8Ey5955pnmaSRY5cqVg+/Pc889Z552RIAA3hAgLrRt2zZYXjvTkVyuv/764PvjZV0sAgTwhgBxoU6dOsHyjzzyiHkaCfb4448H35+LL77YPO2IAAG8IUBcKFeuXLD80KFDzdNIsBEjRgTfH90dMlIECOANAeJC4cKFg+Xffvtt8zQSbPz48cH3Ryd5RooAAbwhQFw47rjjguWnTp1qnkaCTZs2Lfj+6Ci5SBEggDcEiIM9e/aEVS4s4Z58zD3qd+/ebV6SLQIE8IYAcfD777+HVS6LFy82L0GC6XsS+h7pexYJAgTwhgBxsHbt2rDK5eeffzYvQYLpexL6HulmU5EgQABvCBAH3IEkP+5AgMQgQBzQB5L86AMBEoMAcYFRWMmNUVhAYhAgLjAPJLkxDwRIDALEBWaiJzdmogOJQYC4ULt27WD5rl27mqeRYKyFBSQGAeJC6Gq8zZs3N08jwVq2bBl8f26//XbztCMCBPCGAHGhT58+wfIVK1Y0TyPBzjvvvOD7w34gQPwQIC58+OGHwfI6Iuvff/81L0GCHDp0SPLnzx98f959913zEkcECOANAeLCihUrwiqYZcuWmZcgQXTWeeh7s2TJEvMSRwQI4A0B4sKBAwfkhBNOCD7GkCFDzEuQIOPGjQu+L3nz5g1M/IwUAQJ4Q4C41KRJk+BjaKctksNdd90VfF8uueQS87QrBAjgDQHiUr9+/YKPUaRIkUDbOxKvfPnywfflySefNE+7QoAA3hAgLmnbemgl8+2335qXIM7Wr18f9p588skn5iWuECCANwSIS4cPH5aiRYsGH+eFF14wL0GcjR49Ovh+5MuXz1P/hyJAAG8IkAjccsstwcfRuQdIrKuuuir4ftSvX9887RoBAnhDgERAV+INrWhoxkqczZs3h62SPHz4cPMS1wgQwBsCJAI6nLdEiRLBx+rYsaN5CeKkf//+wfdBm6/+/PNP8xLXCBDAGwIkQg8//HDwsbRPZN++feYliINq1aoF34frrrvOPB0RAgTwhgCJkFYuoZUN+4PEnzkibtKkSeYlESFAAG8IEA+qV68efDztTNcRWoifm2++Ofj6611gTtcmI0AAbwgQDyZOnBhW4eh/Iz5WrVoV2LY287Xv2bOneUnECBDAGwLEA73jqFy5cvAxL7roIu5C4qRdu3bB171gwYKyfft285KIESCANwSIR9r3EVrp6JLviK1NmzYFRlxlvuZdunQxL/GEAAG8IUA80rWwzj777ODj6kZTOW2LR/Zat24dfL01SLTijwYCBPCGAMmBd955J6zieeaZZ8xLECXz58+XY445Jvhad+jQwbzEMwIE8IYAyaGGDRsGH1t3xtNOXkTXwYMH5cILLwy+zjryKicTB00ECOANAZJDulthaLv8lVdeaV6CHBo8eHBYBT9y5EjzkhwhQABvCJAo6NGjR1gFNHToUPMSeLR69Wo56aSTgq9tjRo1or4XCwECeEOARMHevXvlzDPPDD6HNmV52Zsb4fbv3y8XX3xx8HU99thj5euvvzYvyzECBPCGAIkSrdh0T+7M59FA2blzp3kZIvDoo4+GVezdu3c3L4kKAgTwhgCJogEDBoRVRDfeeKN5CVyaMWNG4I4j87WsU6dOYDXkWCBAAG8IkCjTlWFDK6Onn37avAQOfv75ZznllFOCr+HJJ58s69atMy+LGgIE8IYAibIdO3bIGWecEVYhDRkyxLwMWdCNoszXb8KECeZlUUWAAN4QIDHw/fffS+HChYPPqYv/xeN5U90///wjVatWDavMH3/8cfOyqCNAAG8IkBj5/PPP5fjjjw8+r84V0XZ92NNlYEL3ONdDly6JxyKVBAjgDQESQ1OmTAnbt1tDJJ7Pnyp27doVNqNfj0aNGgWG8cYDAQJ4Q4DE2OjRo8PWcNLmLPpEjtLl2GvVqhVWgeuyJfEcAk2AAN74IkBC52f83//9X8yGg2ZFQyT0TkQPRmeJ/Pbbb4EdHUNfF93rfOvWrealMfXmm2+G/Qx9+vQxLwFgwxcBEjqfQI9KlSrJrFmzzMtiSvcLCe0T0UPnicTzm3Yy+fLLL6V06dJhr0e9evXi+nrocOEmTZqE/QyhPwurCQDZ80WAXH311ZYKQo9rrrkmrqvnasd66OgsPXTGut8qqldeeUXy5MkT9jo0a9ZM9uzZY14aEzrU+qGHHrL8DOahzY333HOP/PHHH+ZDABCfBIjSb7w1a9a0VBLavNWtW7e4ffNdtmyZZZ6Drp3lhwUYdZhuq1atLO/BnXfeGZdmRV0Wfvjw4VKsWDHLz1C2bFl55JFHAhuDmed0IuNLL70Ut059IFX4JkCUDgl94403pGTJkpZK4tRTTw30VcRj2Ohff/0l1157reVn0KXg43lHFE/Tpk2T008/Pez31eAcMWKEeWlMzJkzRy644ALLa16gQIFAf1Tm3c++ffvkP//5T9gKwJnHWWedFfg9ABzhqwDJpN+EdWG+0H08Mo/q1asHdr+Lh/79+1uaUfRn0p0NtSJLB9pRbnfXoXdhixYtMi+PurVr18oNN9xgeX49brnlFlm/fr1ZJGDLli1y1113WfrP9GjcuHGg/wTwO18GSKY1a9ZIy5YtLRWEHrfeeqts2LDBLBJ1uopvhQoVLM+vTSna8Z6qNAC1r8Pum3yLFi2iuqOgHZ1b8uSTTwbucszn15Fe2h/lhoZc3bp1LY+hwd+5c+dAfwrgV74OkEyfffaZVKlSxVJJaPOG3g3EunNX9xN56qmnwoYbZx46J2LSpElxaVqLBp1RPmjQIClVqpTld9Gmw4kTJ5pFok6H5do9f4kSJeS1117ztCHVO++8E+gnMR9Tt9cdNmxYoH8F8BsC5H+0AtCKQCsEs5LQikMrkFhbuXKlZUZ25qHzJd5+++2kbdrSb/x6x2HXv6TNQO3bt4/5QAW9m6tdu7bl+TWYu3btmuPn1y8S+oVCv1iYz6H9K/pFBPATAsSgTRLaNGH2TeihTRnxaLfXsDr77LMtz6+HBlzHjh3l22+/NYslhHZO33HHHXLCCSdYflY9LrvsMlmwYIFZLKq0n0V/htAZ/5lH8+bNoz4wQZs2tYnTfC49tL9Fm0YBPyBAsrB8+fJAZ6lZQei3ae1c1U7WWNJmFr3jqFy5suVnyDz0ruSFF16Qb775Jm5NXHqnpkOideRS+fLlLT9T5lG/fv1AuMSSNpf16tVLChUqZHn+c889V2bOnGkWiSodbKH9KeZza7+LDtLQuzIgnREgDnTYpg7fNCsJ7Rzu27dvzOcGaDBov4FdRRV66ARF/far80l0rkm0mrq0kta1obRfQydehq4rZnfoUOS5c+eaDxN12i9kF2BFihSRgQMHxmVeidKg1+Hf2r9i/izaD6PDxoF0RYC4oCHRr18/2xFFOlpq6tSpZpGY0Ir84Ycftq2szEObc7QZTCt9nSCn8y3GjBkj06dPD7TV612LDnHV/9X/1n/X83pdly5dAk0/dsFpd5QrVy4wCEAfL9Z0r5UGDRpYfgZda+yBBx6Qbdu2mUXiQvtXdA93u4EQulhkrJvxgEQgQCKgS1ro0ha6xIVZSeg3759++sksEhP67VpDS+cx2HX6x+M47bTTAv0On3zySVyazzQY7r//fsuilHpooOhdVzLQ/hYNbfNn1EBv06ZNYOVfIF0QIB7o2lW62J5ZSWjHe6dOnWI+x8G0ePHiQHOa9tlk1Zmd06NgwYLStGlTGTBggPzwww/mjxAzGpY6ustcQ0wPbcJ6//33zSJJQRfr1EU7zZ9ZX8fnn38+0DQIpDoCJAfefffdQPONWUmccsopgT0/EjE3QO8GdACATkLUJTl0+XpdA0yXEdGfy/xZzZ9br9MmFx0ooKGkm2Ilata17uConeHmz6md5jp4IFr9PLGi4ad9R9ovY/4OOhM/HnNigFgiQHJIJwE+++yztt/8zz//fPn000/NIklB+ysyj2Sj82F0dV7z9dRmIF14UYftphLdNEvnwdg1v7W6pr78soINrJCaCJAo2bhxo9x2222WCkKP6667TlavXm0WgUE7orXD364jWicILly40CySUrTpL3SiaKH8ueSC03PJDbVzy6Qh98neXYkZAAB4RYBE2RdffCE1atSwVIC6SOITTzwRWMgR4XQo7KhRo6R48eKW1003ndKlSdLJ5MmTA+ufnVE8lzQ8P5e0a5RL+tyWS8Z0LizLZg/IeD3iMwQZyCkCJAa0H+L1118PjFQyK0T9Nx0uG4+RS6lg3rx5UrVqVcvrpJPxevTokbaT8bT/ZszQF6Vto0LyxPW5ZHi7o8e7T50jG3+YbhYBkg4BEkN///23PPbYY7bLxl988cXy1VdfmUV8Q5dRv/nmmy2vix661e+6devMImlp55+bZcbIO2XEvceGhYgeHw9qKn/9vsIsAiQNAiQOfvnlF9sNpLRT+Pbbb5dNmzaZRdLW7t27A8ugmPvD66ErD8djFnsy+mPdN/JBnzqWEBn5QF75akIX2bfnL7MIkHAESBzNnj07sH6VWXHqCK7nnnsuMKIrnb311ltSpkwZy++vW8zqDHgvy6ynm1ULxsm4bqUtQTK2SzFZ/vlIOXyY1wjJgwCJM50b8uqrr9rOydA5GO+9955ZJOXpcimXXHKJ5ffViZe6NItu8YujDuzbLd9MeUpea3+8JUgmPXeR/LbSn3dpSD4ESILobHVdlt1uboAugf7dd9+ZRVLO77//Lm3btrXdFvbqq6+WFSto38/OP9vWyewRN1lCRA/9dz0PJBIBkmA//vijXHHFFZYKVtfbateunWzdutUskvR0hFHv3r1tV+4955xz5OOPPzaLIBt6x6F3HmaI6B2K3qnoHQuQCARIktAlQ84880xLhXvyySfLyy+/HPNl46NFl1DJ6vfo379/yvweyUb7PrQPRPtCzCDRPhPtOwHijQBJIvrNvU+fPrbf3HVp9v/+979mkaShd1KNGjWy/Nx6J3Xvvfem5J1UMtLRWDoqS0dnmUGio7h0NBcQLwRIEtK+A10E0a7voEmTJglb3NCOrvPUoUMH276cyy+/PC36cpKRzg/ReSJmiOh8ks/G3Cm7d242i2TLfBw3B8CnIInpvueXXnqppWLW0UsPPfRQYP/2RNGVZgcPHpzlSrMTJkwwiyAGdMa6zlw3K/fRnQrJko9flEMH3K1YbJZ3cwB8ClKA7o1etmxZS0Wt8yeGDx8e92XjdT6L3V7t7HWRGLp2lq6hpWtpmZX8O90ryNolk80iFmY5NwfApyBF7NmzJzCDu0CBApaK+4ILLpA5c+aYRaJOZ9S3aNHC8vw6o75169bstpdguprv5+PukxH35bZU9h+93FD+/O1Hs0gQwQAv+LSkGF1DSreyNStxPXQNqVjs76FrenXr1s12mXXdrMrPa3olo+0bl8rUl+pbQuS1DgVkx+/2/WcECLzg05KiPv/8c6lWrZqlQtdVbJ988smorGKrKwaPHj1aTj31VMvzlCxZUsaOHcuqwklszaKJ8vYTZ4SFw+pF9n1TBAi84NOSwnTtqNdee01KlChhqeBLlSqVo300dF+T6tWrWx5XVxbu3r07+5qkiIMH/pXF056X8T3Oko8HN8ty0iEBAi/4tKQB3cmva9eutk1MupPf119/bRbJUnY7K15//fWyZs0aswjSAAECL/i0pJFVq1ZJ8+bNLRW/dnLfcccd2e4lrp30PXv2tO2kr1KlStLu7Y7oIEDgBZ+WNDRz5kw599xzLUFQqFAh6dWrl2WY7fjx46VcuXKW64sWLSpDhw6N+zBhxB8BAi/4tKQpneg3cOBA24l+5cuXl/fff18WL14sdevWtZzXiYoPPvhgYMVg+ENogLg5AMUnIc1t27ZNHnjgAdulRrRpy/y3q666SpYvX24+DNKcGRBOB6D4JPjEsmXLpEGDBpbAyDzOOuss+eijj8xi8AkzIJwOQPFJ8BltutIlUDKDQ0du9evXj2XWfY5wgBd8WnxIO9HbtGkjTZs2ZVguAggQeMGnBQABAk/4tAAgQOAJnxYABAg84dMCgACBJ3xaABAg8IRPCwACBJ7waQFAgMATPi0ACBB4wqcFAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAOAJAQIA8IQAAQB4QoAAADwhQAAAnhAgAABPCBAAgCcECADAEwIEAODJ/wOek5PqD6EfdAAAAABJRU5ErkJggg==)
PN: 4H29-7-02
CAS: 1017381-45-1
Molecule Weight: 285.7
Formula: C13H13ClFNO3
TSCA: Not listed on TSCA inventory