| Product Number | 4H07-1-57 |
| Synonyms | [6-(Tetrahydro-2H-pyran-4-yloxy)pyridin-3-yl]methanol |
| Purity | 97 % |
| CAS | 906352-79-2 |
| MDL Number | MFCD09817494 |
| Molecular Formula | C11H15NO3 |
| Molecular Weight | 209.245 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-1-57
CAS: 906352-79-2
Molecule Weight: 209.245
Formula: C11H15NO3
![6-[(Tetrahydro-2H-pyran-4-yl)oxy]nicotinic acid](data:image/png;base64,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)
PN: 4H21-1-G9
CAS: 886851-55-4
Molecule Weight: 223.228
Formula: C11H13NO4
![6-[(Tetrahydro-2H-pyran-4-yl)oxy]nicotinaldehyde](data:image/png;base64,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)
PN: 4H56-1-5S
CAS: 910036-95-2
Molecule Weight: 207.229
Formula: C11H13NO3
PN: 4H37-1-Y6
CAS: 884507-60-2
Molecule Weight: 204.229
Formula: C11H12N2O2
![5-(Chloromethyl)-2-[(tetrahydro-2H-pyran-4-yl)oxy]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACA9AAAgPQHPmTUVAAACLnpUWHRtb2xTb3VyY2UAAHichZRtb9owEMe/ysmvhx3HIQFEqBDVpEntJq2dtHeTSQyNlNiVk/Lw7XcOCcPQBUh01vn/O8d3Z88fDlUJO2XrwuiUcBoQUDozeaG3Kfn1+nU0IQ+LeYYiFOo6JW9N8z5jbL/f0+xNVfJgNM1MRU7zs0NdeJq9oMZuWRgEnP1+fnppmVGh60bqTCFVF7O6dT6ZTDbtV/xnCVZJuys0O8lZZXenaH/CwD0BPdQ5+beXFc4tEYVNUSrYGFvJBnZhQPEJvsBWaWVlo3JYH9EtaIR7X8yfH032USnd4NBFKDJZvjT2I0NHZUqVfWAwHHx7TEnFEZCNqZbWyiO4kXNLDjIEKUBGIMcgY5AJyAnIKUge4IvzHAUcFRwlfIw5L5Vb9PX4rvDLS1id/z88+x1WmLMwJSGN4yQC/OgAY3ZmTIWIkt74cx3QGY4SkcAIU4E/6Ezn9aQEjrhcJ0B9kjgbUsGdFTSYOBvROHQWl546G9OpcDahSctNaRg5yzEQv3T0gh7oA50CY37ZOcGL+dro/GIIRZ6SNSdt5n+qTR12ySdgbK4s9rML4KSXQOgDrlTDgPABV9gzsPwMiHzAtcEwMPYB1zTDQOwDrsWG95D4gGvIYWDiA659h4GpD7TNPky4ea907eG4w1yXuz1Md5irip8O3x1G3Oz/LhLdFIXfaRR+Vfj+Ohhk4pt2/BxhF8eF9XcXDm/uNXZx6TG86hd/Afj7xLM3LayUAAA+wklEQVR4Xu3dB5RTxR7Hcem9F0UBAZUiFsCOomDliSAqdkHELoK9o/IsYBdRVAQpiiCKiCgqIqCAgqKC9CpNmnSQXv5v/5eXbDKTXcLdJJtkvp9z5hzc3EmZu85vc+fOzCECAIAPh5g/AAAgGgQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAAAC+ECAAAF8IEACALwQIAMAXAgQA4AsBAgDwhQABAPhCgAAAfCFAgDg4pOchwQKkK367AcOizYuk+/Tu0nJkS6k1uJaU619O8vfKL6X6lpIag2rIpSMvlS5TusjcjXPNqkEECFzAbzfwf4u3LJY2Y9tIvvfyhQVAduWsL86SMcvHmE9FgMAJ/HYDGb5b9p2U7VfWCohoiym7x4B0wW83nKfhYX7ruHDEhdJzVk+Zvm66rN2+Vnbv3S0bdm6QhZsWyrBFw+SxXx6Tmh/XzDIkCBC4gN9uOE0vW4V+86g2sJpMWj3JPCxL41eOlyZfNjF/TIDACfx2w2mtx7QOdvTVB1aXNdvXmIf4QoDABfx2w1l6t1XopatfVv9iHuIbAQIX8NsNZ3Wb3i3YyTf9uqn5cI4QIHABv91wls7nCHTyvWb3Mh/OEQIELuC3G84KvYtq5vqZ5sM5QoDABfx2w1mhd1+t27HOfDhHCBC4gN9uOEuXJwl08jrPI5YIELiA3244i28gQM7w2w1nMQYC5Ay/3XAWd2EBOcNvN5zFPBAgZ/jthrOYiQ7kDL/dcBprYQH+8dsNp+m3kDL9yoSFyMGuxnvul+eaPyZA4AR+u+G8kctGRtwP5L3Z78mM9TO8W3x1nsjGnRu9/UC+WPyFPP7r4+wHAufx2w3I/hAJ/SZysMWU3WNAuuC3G/g/vZylYyLmt5HsytnDz/a9J/qsDbNk+57t5o+BlJH1bzfgKA0SvcVX54noZSqdsa6hUrJvSakxqIb3865Tusr8TfPNqkEHCpCrRl3lPVahfwXvUtnefXvNQ4CkF/m3G0DcaFiY33LqDaknP6740TwUSGoECJALbht3m3U5TIt+M9F92oFUQIAAuWTooqHeJTEzRAr3LixPTn5S/t39r1kFSCoECJCLdu7dKV2mdJESfUpYQVJ5QGX5cN6HZhUgaRAgQBJYsXWF3Dj2RsnTM48VJGcMO0N+/edXswqQ6wgQIInoelwaGGaIaLC0HdvWCxogWRAgQBLSS1dHDDjCChK91KWXvPTSF5DbCBAgSekgeqfJnbxBdTNIjhp0lDcID+QmAgRIcjqx8cpRV1ohokUXcpy+brpZBUgIAgRIET+s+MGbcGiGSP5e+eWu8XfJ2u1rzSpAXBEgQArRWey69IkugWIGiS650n16d2/lYCARCBAgBW3YuUHu+/k+KdCrgBUkdQbXke+WfWdWAWKOAAFS2JwNc+Q/X//HChEtzb9tnu2Cj0BOESBAGvh66ddSa3AtK0QK9iooD016SDbt2GRWAXKMAAHSxK69u+S1aa9J6b6lw4PknUPk0KcOlfe/e1/27mXZeMQOAQKkmTXb13ir/QaXjP9vRrkho5x6iJzU+CQZP368WQXwhQAB0tTUtVOl8WeN5ZD2GeFxYUapllEO2V+uvfZaWbJkiVkFOCgECJDmPp34qVS7uJocUjQzQLQULVpUOnfuLNu2bTOrAFEhQAAHbN+xXZ599lkpVqxYWIhoqVq1qgwcONCsAhwQAQI45O+//5bWrVtLnjx5rCA566yz5LfffjOrAFkiQAAHTZw4UU499VQrRPLmzSvt2rWTVatWmVUACwECOGrfvn3Sr18/Ofzww60gKVmypLz00kuycyfLxiNrBAjguC1btsjjjz8uhQoVsoLk6KOPluHDh5tVAA8BAsCzcOFCufzyy60Q0XLBBRfIzJkzzSpwHAECIMyYMWPk+OOPt0Ikf/780qFDB1m/fr1ZBY4iQABY9uzZI2+//baUK1fOChL9WY8ePbxj4DYCBECW9NtGx44dpUCBAlaQHHfccTJ69GizChxCgAA4oFmzZsmFF15ohYiWli1byoIFC8wqcAABAiBqX375pRxzzDFWiOjERJ2gCLcQIAAOyq5du+Tll1+WUqVKWSECtxAgAHxZvXq1NGnSJCxEGFh3CwECwLePP/6YAHEYAQLANwLEbQQIAN8IELcRIAB8I0DcRoAA8I0AcRsBAsA3AsRtBAgA3wgQtxEgAHwjQNxGgADwjQBxGwECwDcCxG0ECADfCBC3ESAAfCNA3EaAAPCNAHEbAQLANwLEbQQIAN8IELcRIAB8I0DcRoAA8I0AcRsBAsA3AsRtBAgA3wgQtxEgAHwjQNxGgADwjQBxGwECwDcCxG0ECADfCBC3ESAAfCNA3EaAAPCNAHEbAQLANwLEbQQIAN8IELcRIAB8I0DcRoAA8I0AcRsBAsA3AsRtBAgA3wgQtxEgAHwjQNxGgADwjQBxGwECwDcCxG0ECADfCBC3ESAAfCNA3EaAAPCNAHEbAQLANwLEbQQIAN8IELcRIAB8I0DcRoAA8I0AcRsBAsA3AsRtBAgA3wgQtxEgAHwjQNxGgADwjQBxGwECwDcCxG0ECADfCBC3ESAAfCNA3EaAAPCNAHEbAQLANwLEbQQIAN8IELcRIAB8I0DcRoAA8I0AcRsBAsA3AsRtBAgA3wgQtxEgAHwjQNxGgADwjQBxGwECwDcCxG0ECADfCBC3ESAAfCNA3EaAAPCNAHEbAQLANwLEbQQIAN8IELcRIAB8I0DcRoAA8I0AcRsBAsA3AsRtBAgA3wgQtxEgAHwjQNxGgADwjQBxGwECwDcCxG0ECADfCBC3ESAAfCNA3EaAAPCNAHEbAQLANwLEbQQIAN8IELcRIAB8I0DcRoAA8I0AcRsBAsA3AsRtBAgAX3bt2iVXXXVVWICMHj3aPAxpjAABcNC+/vprqVWrVlh4BEqrVq1k0aJFZhWkIQIEQNTmzJkjF198sRUaZilcuLB06tRJ/v33X/MpkEYIEAAHtHHjRrn//vulQIECVljUrl1bWrduLSVKlLAeO+KII+SDDz4wnw5pggABkKW9e/fKe++9JxUqVLDCoWzZstK9e3fZvXu3d+zKlSulbdu2kjdvXuvY008/XX755Rfj2ZHqCBAAEf3www9Sr149Kwzy588vd911l6xdu9as4vn111+lYcOGVr08efLIjTfeKCtWrDCrIEURIADC6AD4lVdeaQWAlnPPPVemT59uVolowIABUrlyZes5ihcvLs8//7zs2LHDrIIUQ4AA8OiA95NPPukNgJudfo0aNWTo0KFmlQPaunWrPPXUU1KkSJGIz/nZZ5+ZVZBCCBAA8uGHH3oD3mYnrwPjXbp0kZ07d5pVDsrixYutOSOB0qRJE5k2bZpZBSmAAAEcpgPbZ5xxhtWp63iFDojHerzixx9/lPr161uvly9fPrnjjjuyHFdBciJAAAdpMOiAtgaF2ZlroOhAeLzonV29evWKeGdXmTJlpFu3bsE7u5DcCBDAIXopSi9JRZqzoQPeeikrUXRuyQMPPCAFCxa03kudOnXk22+/NasgyRAggCN0EFwHrs3OWgfNdfA8t2aNz507V5o1a2a9Ly2XXHKJzJs3z6yCJEGAAGlOb7vV22/NzlmL3q6rA9zJQL9x6Kx28z3qN5QHH3zQ+8aC5EKAAGlKB6TvvPNOb+Kf2SnrBEEd0E42OvahYyA6FmK+54oVK0rv3r29MRQkBwIESDPaCb/xxhsRO2EduNalSZK9E16zZo3cfvvt3t1Z5mfQu7jGjRtnVkEuIECANDJy5EhvANrsdHURRF0MMdUuA/3555/SuHFj6/Noufrqq5Pm8purCBAgDehAc/Pmza1OVosuv64D1alsyJAhUr16deuz6Qx3nemuM96ReAQIkMI2bdokDz30UMRbYXVA+ptvvjGrpCxdO+u5557z1tIyP2uVKlXko48+MqsgzggQIAXpGIYOKOvAstmZli5dWl5//XVvy9l0tHz5cmnTpk3ESZBnnnmmTJ482ayCOCFAgBQzfvx4adCggdV56oCzDjzrALQLJk2a5O0zYraD7kdy0003efuTIL4IECBFLFmyRK655hqrw9SiA81Tp041q6S9ffv2eTseHn744VablCxZUl544YUcLwSJrBEgQJLTAeKnn3464pLoOrD86aefmlWcs2XLFnniiSekUKFCVhsdffTRMmzYMLMKYoAAAZKYDgzrALHZKepAsg4osylTuL/++kuuuOIKq720nH/++TJjxgyzCnKAAAGS0G+//eYNCJudoA4ct27d2htIRtbGjh0rJ5xwgtV+Oiu/ffv2sm7dOrMKfCBAgCSyatUqadeunTcQbHZ+p512mkycONGsgizs2bNH3n33XSlfvrzVlmXLlpW33nqLZeNziAABkoAO9L744ovewK/Z2ekAcf/+/b0B42SzevVqbw/1QNH/TjYbNmyQe++915uNb7Zt3bp1ZdSoUWYVRIkAAXLZF1984Q30mp2bDgg//vjj3gBxbtDl3f/44w8ZNGiQN0DdqlUr77JQpDGZSEWP0+O1ntbX59Hny61l42fPni1Nmza13qeWSy+9VBYsWGBWwQEQIEAumTlzpjewa3ZmWi6//HJvQDiRdEBexw46derkza+ItJBhLIo+rz6/vo6+XqJvBBgxYoTUrFnTel86m/+RRx6RzZs3m1WQBQIESDAdwL377rsjLrOuf7GPGTPGrBI3+m2gT58+ctFFF0nRokWt95OIoq+rr6/vI1HfTnSW/iuvvCKlSpWy3s9hhx3mvZdkvGSYbAgQIEF0wFYHbsuVK2d1WjrQ+84773gDv4mgf/nrnujRhkbVqlW9yz/33HOPt19Hv379vO1v9Xm06F1jgX/rz/VxPU6P13pa33zOSEXfj74vfZ5E+Oeff+TWW2+N+G3r5JNPlgkTJphVEIIAARLg+++/9wZszU5KB3a1k12/fr1ZJeb0UtGbb74ZcVXb0KJ/lV922WXSo0ePmI5ZBMZU9Hn1+SP99R9a9H3q+03EJa4pU6bI2Wefbb0HLdddd50sXbrUrAIhQIC40oHZli1bWp2SFr1sowO78aYdsG4wFWm5j0A5/vjjvYmJur5Uojab0tfR19PX1dc331Og6PvW95+IIBk8eLAceeSR1nvQb0b//e9/Zdu2bWYVpxEgQBzoQOyjjz4acWkNHcD96quvzCoxp5fMunfv7l3TN9+DFr2UpmMxevkpGej70PcT6RKfFv0c+nniPXdj+/bt8swzz0ixYsWs96Dh8vHHH5tVnEWAADGkA699+/aN2GnrJRsduE3EMuv6l/2JJ55ovQctOlCvnWAi/qL3Q9+Xvr9IM8m16OfSzxdvy5Ytk+uvv956fS2NGjXyLse5jgABYuSnn36SU045xepsdID2lltu8QZs4023rNWlOiLNZNeOd+jQoWaVpKbvN1IQ6ufTz5mILXqzOq/6Hm6++eaknDyZKAQIkEPZ/aWqA7OJ+kv166+/jjjOUatWrZRfjVbfv34O87Pp59XPHW+Bb5aVKlWy3oN+s3z55ZcT8s0y2RAggE96rVwHVnP7Wrne+quT8sxvHTr+ou8vXfbD0M+hn8ccV9LPrZ8/EbdAZze2dcwxx8iXX35pVklrBAjgQ7LcraOXxSLNZm/SpInMmzfPPDwt6OfSz2d+Zm2HRFwmVNndXXfhhRcm5O66ZECAAAdBL0dlNV9AL2Pp5axE0YHkypUrh70H/cv47bffNg9NS/o5zW8C2h6JGGAP0Pk9xx13nPW7oPN7OnbsmJD5PbmJAAGipMupmx2FFp2xrAOtiTRy5Ejr0lm1atWS5pbcRNHPq587tB20XbR9EkUvnenkyEi3H+sNFF27djWrpA0CBIjC8OHDrc4ht9ZM0i1sdeG/0PfSrFmztP9rNyv6ufXzh7aHtk+it/rV99GhQwdrjTP9lpSuCBAgCrqCa2incOedd+bKqq29e/e21m3SFWQTHWLJRj+/tkNou2g7aXslmq6yHLrab+HChc1D0gYBAkRh/PjxYZ3TkiVLzEPiTnfX0y1tQ9+HbkKFTNoeoe2j7aXtlmg6YTTwHvSbaroiQIAo5HaA6KZTod889N89e/Y0D0MGbRezrbT9Eik0QHTuSLoiQIAo5GaA6D7oocuua4eYqDkmqUrbJzREtP0SuZ88AQIgKLcCROc86F4hoa+dG5dkUpG2U2i7aTsmam4MAQIgKDcCZNOmTdZe6bq3OKKn7RXaftqe2q7xRoAACMqNANGNjEJfs02bNuYhiIK2W2g7arvGGwECICjRAaIL94W+ns5+d3GxvljQdjNXD9D2jScCBEBQIgNkzpw5Urx48eBr6QznRC6Rko60/UJnimv7ajvHCwECIChRAaK77dWvXz/4OjqPIdG3oKYrbcfQeTTazvHa3ZAAARCUqAB57bXXwl5Ht3hF7Gh7hravtnc8ECAAghIRIKtWrZKSJUsGX6NOnTpJu+1sqtL21HYNtLG2t7Z7rBEgAIISESDm3UK6VDhiT9s1tJ3jcXcbAQIgKN4BosvBh16fb9WqlXkIYkjbN9DW2u6xXo6fAAEQFO8AadiwYfC5dT+LWD8/wmn7hu6nou0fSwQIgKB4BsgPP/wQ9tzPPvuseQjiQNs5tN31PMQKAQIgKJ4B0rRp0+DzlilTRrZs2WIegjjQdtb2DrS9nodYIUAABMUrQHSP9dCxjyeffNI8BHGk7R1oez0Pej5igQABEBSvALnqqquCz6nX5NesWWMegjjS9g4dC9HzEQsECICgeATIypUrw/bPvueee8xDkADa7oFzoOdDz0tOESAAguIRIK+//nrw+fTyyaJFi8xDkADa7qGXEfW85BQBAiAoHgFy8sknB59PV4tF7gldrVfPS04RIACCYh0gs2fPDns+9jfPXdr+oedDz09OECAAgmIdIJ06dQo+V6FChWT9+vXmIUggbX89D4FzoucnJwgQAEGxDpC6desGn+uyyy4zH0Yu0PMQOCd6fnKCAAEQFMsAWb16ddigbf/+/c1DkAv0PATOiZ4fPU9+ESAAgmIZIIMHDw57rqVLl5qHIBfoeQg9L3qe/CJAAAT99NMkKVSofLAsXep/i9k77rgj2LkcddRR5sPIRXo+AudGz5NfBAiAoEmTpkmFCmcHy7Jl/jchql27drBzueWWW8yHkYv0fATOjZ4nvwgQAEGTJy/I+Ov0rmBZvnydeUhUdOmM0PGPAQMGmIcgF+n5CJwbPU9+l5YhQAAETZmyQurXfytYVq7cbB4SlXHjxgU7Fi1z5841D0Eu0vMRen70fPlBgAAImjJlpZx0Us9gWbnS35LrvXv3DnYsBQoUkN27d5uHIBfp+dDzEjhHer78IEAABMUqQB5++OFgx1KrVi3zYSQBPS+Bc6Tnyw8CBEBQrAKkZcuWwY6lefPm5sNIAnpeAudIz5cfBAiAoFgFSJ06dYIdy4MPPmg+jCSg5yVwjvR8+UGAAAiKVYCUK1cu2LF0797dfBhJQM9L4Bzp+fKDAAEQFKsAKViwYLBj6du3r/kwkoCel8A50vPlBwECICgWAbJjx45gp6JlyJAh5iFIAnpeQs+TnreDRYAACIpFgKxduzasYxo5cqR5CJKAnpfQ86Tn7WARIACCYhEgunVqaMf0008/mYcgCeh5CT1PfrYaJkAABMUiQGbOnBnWMU2ZMsU8BElAz0voedLzdrAIEABBsQgQvoGkBr6BRI8AAaIQiwBhDCQ1MAYSPQIEiEIsAoS7sFIDd2FFjwABohCLAFHMA0l+zAOJHgECRCFWAcJM9OTHTPToESBAFGIVIMcee2ywY3nggQfMh5EE9LwEzpGeLz8IEABBsQqQ0NV4L7nkEvNhJAE9L4FzxGq82SNAgCjEKkAeeeSRYMdSs2ZN82EkAT0vgXOk58sPAgRAUKwC5P333w92LPnz55ddu3aZhyAX6fnQ8xI4R3q+/CBAAATFKkAmTJgQ7Fi0zJ492zwEuUjPR+j50fPlBwECIChWAaKT0vLkyRPsXPr3728eglyk5yNwbvQ8+ZlEqAgQAEGxChBVt27dYOfStm1b82HkIj0fgXOj58kvAgRAUCwD5O677w52LkceeaT5MHKRno/AudHz5BcBAiAolgHy2WefBTsXLQsXLjQPQS7Q8xB6XvQ8+UWAAAiKZYDodfW8efMGO5hevXqZhyAX6HkInBM9P37HPxQBAiAolgGi6tevH+xgLrroIvNh5AI9D4FzoucnJwgQAEGxDpDnnnsu2MHovIMVK1aYhyCBtP1D53/o+ckJAgRAUKwDZPHixWGXsV599VXzECSQtn/gXOh50fOTEwQIgKD589cFw+Pkk3vK5s07zUMO2jnnnBPsZOrVq2c+jATS9g+cCz0vOUWAAAjz4osTpHnzgfL++3+YD/nSu3fvYCejZerUqeYhSABt99DzoOclpwgQAHG1ceNGKVKkSLCjue6668xDkADa7oFzoOdDz0tOESAA4u6uu+4KdjT58uWT+fPnm4cgjrS9td0D50DPRywQIADibtGiRVKgQIFgZ3PLLbeYhyCOtL0Dba/nQc9HLBAgABLixhtvDHY2ugf3smXLzEMQB9rOoXvU63mIFQIEQELMmTMn7JbeWHZkyFpocGv763mIFQIEQMJcffXVwQ5HlxEfP368eQhiSNs3dFl9bf9YIkAAJMySJUukWLFiwU7nhBNOkN27d5uHIQa0XbV9A22t7a7tH0sECOCg0NnmWt5+e7J5SJZC6/nRtWvXYKej5bXXXjMPQQxou4a2s7Z7rBEggIPMAGnY8H1ZtSq6ZUtyGiA7d+6U2rVrBzueEiVKyIIFC8zDkAPantqugTbW9tZ2jzUCBHCQGSBaOnUabR4WUU4DRH3//fdhfx2fdNJJsmPHDvMw+KDtqO0Z2r7a3vFAgAAOMsNDi659NWPGavNQSywCRN16661hnVxOdsZDptCdILVoO8cLAQI4KDQEHnrou+C/27X7wjzUEqsA2bZtmxx//PFhnV1OdseDvQuktq+2c7wQIICDQkNg2bJNcvrpvYL//d132W89G6sAUbNnz5bixYsHO6FSpUrJtGnTzMMQBW03bb9AW2q7avvGEwECOMgMgddfnxj8b12Jd+fOPUaNTGbdnPrggw/C/mo+/PDDY7bUhiu0vbTdQttR2zXeCBDAQWYIbNmyU847r3/wZ/36TTFqZDLrxkLoYotaatasKWvWrDEPQwTaTtpeoe0Xq8USD4QAARwUKQQGD54R/NnZZ/eVdesiXzuPVDen9u7dK1dccUVYJ3jKKadkBFt0txa7SttH2ym03bQdtT0TgQABHBQpBPbs2SutWg0O/vz558eF1MgUqW4s6O2nTZo0sULkn3/+MQ9FBm0XMzy0/RJ5OzQBAjgoqxCYMGFJ8OennPKeLFiwLuxxlVXdWNi0aVPYtqta9PIMYyLhtD3My1babtp+iUSAAA7KLgTatx8RfEz/bcqubiysWrXKChEdIOburP20HcwBc20vbbdE2rVrlzRv3jz4HnTme7oiQIAQ2YWAfuvQbx+Bx3/6aWnY49nVjRX9S7px48ZhnaTeour6PBH9/KG36mrRdkr0N48RI0ZY34B0o6p0RYAAIQ4UAjr+EXj8yis/kb179wUfO1DdWNFr+ebAupYOHTrEZV2nZKafVz+32RbaPokc89C9RJo2bWq9Dy3nnXeeeXjaIECAEAcKAb0DS+/EChzzySczg48dqG4s6d1E5i2+Who0aODMAoz6OfXzmm2g7ZKou602bNgg9957b9i2xIFSp04dGTx4sFklrRAgQIhoQqBv3ynBY3SOiM4VUdHUjTWdFBc6Y12LXnPXJcvTdT8R/Vz6+UJX1dWi7ZCISYJqz5498u6770r58uWt4Chbtqy8+eabadv+oQgQIEQ0IaCz0XVWeuC4bt0mej+Ppm486LIc5tpZWvRn6bazoX6erD5rvJcnCRg7dmzYhlSBkj9/fmnfvn3Gt1T7Dr10RYAAIaINgZEjFwSP0/Wy/v57U9R140EXBrztttusTk23bdW9v5ctW2ZWSSn6/vVzhG5DGyj6ueO5MGLAX3/9FXHsSYuOc8yYMcOskvYIECDEwYTATTcNCx4bunJvNHXjZfTo0VKrVi2rgytYsKDccsstMn/+fLNKUtP3q+9b37/5mfRz6ueNt3///VeeeOIJKVy4sPUejjrqKBk2bJhZxRkECBDiYEJA9wjRvUJC62RXd+HC9VHvbpgTOg+hS5cuYXusB0q+fPnk2muvlalTp5rVkoq+P32f+n7Nz6CfSz+ffs540zGVI444wnoPJUuWlBdeeMG5u95MBAgQ4kAhYHriidFWeESqO2TITO/nOo9EbwXesGG7eUjMLVmyRK6++mrJmzev1QFq0Ul2r776qqxcudKsmiv0fej7MSdLBop+Dv08+rnibdKkSXL66adHfA833XRT0rRZbiNAgBDZhUAk+o1C900/UIB06PB12OONG/eVjz6aJrt3x/92Ux1c1vGDSLeaatG/8i+66CLp3bt3xrek7Pc8iTV9PX1dff1I3za06PvW95+IQfLly5dLmzZtIo61NGzYUCZPnmxWcRoBAoTILgSy0qPHrwcMkB9+WBS2OVWgXHHFYGtGe7zoOlE6RyLStfzQcuSRR0rbtm2lf//+MmvWLO+W1VjQ59Hn0+fV59fXMV87tOj71PebiPW+dNLhc889Z90SraVKlSoZYf+RWQVCgAAJs2TJRrn33m+sENHSseM33uOJoMt76F/955xzjtVZRip62aZ27dre+k7333+/vPPOO9KvXz8ZOHCgd0urlt9//z34b/25Pq7H6fFaT+tndSnNLPq+9P0lahmSIUOGSPXq1a33UaRIEXnqqadk69atZhX8HwECJNjEicvClocPlNNO6yWvvTYxODExEXQ8Qf/yjjSjO5FFX1/fRyLGNwL+/PNPa5n8QNGxlsWLF5tVYCBAgFyge4wMGjQ9owPrZwXJ+ef3l6FDZ4ets5UI69ev9xYlvPvuu6Vu3bpWpxrLos+vr6Ovp6+bSGvXrpU77rgj4phL/fr1Zdy4yPu9wEaAALlo48bt0rXreDn1VHt85Nprh8jvv68wqySMdrQ///yzdznp4YcflpYtW3od/6GHHmp1vJGKHqfHaz2tr8+jz6fPmxt0aZFu3bpJmTJlrPdasWJF6dWrV8LW0EoXBAiQBObPX5fxV/GXVohoefTRUbJiRfznj/ixYsUKb5A7UPS/k9G3337rjcOYwaETFB988MGMIE/M+FO6IUCAJDJmzCJp0WKQFSJnnNFb3nlnsmzblv4L9MXS3LlzpVmzZlZwaNGfz5s3z6yCg0CAAElm16690qfPFGnUqI8VJP/5zwAZMYJO70D0G8UDDzwQcQkU/Sai30iQcwQIkKTWrNkqTz89NuJyKboO18yZ/5hVnKdjGDqWUaFCBSs4dOxDx0BcWGY9UQgQIMnpmluhCzcGigZL585jvaCByI8//ujdRWUGh95tpXdd5dbgfTojQIAUoZeu9BKWGSR6qUsveemlLxfpfA2dt2EGhxad5zFt2jSzCmKEAAFSiA6iv/32ZG9Q3QySSy8dJGPHLjKrpC2dIa4zxXXGuBkcNWrU8OaYIL4IECAFLV++WR55ZJQVIlr0duB581abVdLKgAEDpHLlylZw6FpWzz//vLe2FeKPAAFSmE401AmHoQFSr97rUqtWR3n00R6ybt0Gs0pK09VwdVVcMzh09VxdRVdX00XiECBAitMlT3TpE10CRQOkTp0npEqVa6Rs2VPksMNqSPfu3VP+ziPdf0NX8I20IKPu26H7dyDxCBAgTWzevFNefnmM1Kx5l1SseJ4UK1Yt2Mkee+yx8t1335lVkp7u+Ne1a1cpUaKEFRy6U6DuGIjcQ4AAaWbBguXSqlV7yZ/f3ttCl1ZPlX3RP//8c2/PcfMz6D4hnTp18vYqR+4iQIA09fXXX0utWrWsDlhnZz/00EMJ22/jYM2YMUPOO+88631radWqVUI2mEJ0CBAgje3atUtee+01KV26tNUZ62q577//ftKsQLtu3Tpp316/OeW33uuJJ57obVaF5EKAAA5Ys2aN3HbbbRH3wDjppJNk/PjxZpWE0QH+N998U8qWLWu9t/Lly0vPnj1jtq0uYosAARwyderULLeyvfbaaxO6I6AaNWqUN8BvvpcCBQrIfffdJxs2pNdtyOmGAAEc9Omnn0q1atWsjrto0aLSuXNn2bZtm1klpnQgv0WLFtbra2natKnMmTPHrIIkRIAAjtq+fbs8++yzUqxYMasTr1q1qgwcONCskmM6cK+7E0ZaZl0H/EeMGGFWQRIjQADH/f3339K6dWtvNrfZqZ911lny22+/mVUOmg7U9+nTJ+J2uDrA/+qrr3oD/kgtBAgAz8SJE+XUU0+1Onid/d2uXTtZtWqVWSUqEyZM8AbqzefVAf1bb71V/vmHfU1SFQECIGjfvn3Sr18/qVSpktXhlyxZUl566SVvdng0li5dKtddd531PFp0IH/KlClmFaQYAgSAZcuWLfL4449LoUKFrM7/6KOPluHDh5tVgnQAXgfidUDerKsD95988olZBSmKAAGQpYULF8rll19uBYGWCy64QGbNmhV2/KBBg7wBePNYHah/5plnvIF7pA8CBMABjRkzRo4//ngrGHTWeIcOHbxZ4o0aNbIe14H5G264wRuoR/ohQABERWeDv/3221KuXDkrKCIVHZD/+eefzadBGiFAAByU9evXS8eOHb3Z4mZoaNEBeB2I1wF5pDcCBIAvOv5Rs2bNsPB49NFHZfPmzeahSFMECADfPv7447AAYdFDtxAgAHwjQNxGgADwjQBxGwECwDcCxG0ECADfCBC3ESAAfCNA3EaAAPCNAHEbAQLANwLEbQQIAN8IELcRIAB8I0DcRoAA8I0AcRsBAsA3AsRtBAgA3wgQtxEgAHwjQNxGgADwjQBxGwECwDcCxG0ECADfCBC3ESAAfCNA3EaAAPCNAHEbAQLANwLEbQQIAN8IELcRIAB8I0DcRoAA8I0AcRsBAsA3AsRtBAgA3wgQtxEgAHwjQNxGgADwjQBxGwECwDcCxG0ECADfPssIkJIZwREoBIhbCBAAvv2UESBXZQRHoOwlQJxCgADw7a+MAOmTERyBso8AcQoBAsC3bRkBsjwjOAJFCBCnECAA/MsIENHgCBQCxCkECAD/CBCnESAA/CNAnEaAAPCPAHEaAQLAPwLEaQQIAP8IEKcRIAD8I0CcRoAA8I8AcRoBAsA/AsRpBAgA/wgQpxEgAPwjQJxGgADwjwBxGgECwD8CxGkECAD/CBCnESAA/CNAnEaAAPCPAHEaAQLAPwLEaQQIAP8IEKcRIAD8I0CcRoAA8I8AcRoBAsA/AsRpBAgA/wgQpxEgAPwjQJxGgADwjwBxGgECwD8CxGkECAD/CBCnESAA/PvjD5E8efaHx9FHm48izREgAHJmyBCRjh1FZs0yH0GaI0AAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAHLwpU0SeeUbk7LNFqlUTKVZMpGhRkSOPFGnUSKRz5/2z1JHWCBAA0dPZ5i1ahK9/lV255BJmqKcxAgRAdIYPFyle3A6JAxWto3WRdggQAAf21VciefOGB8Oll4oMGCCycKHIv/+KbN0qsmiRyMCBIpddlrnIohatq8+BtEKAAMiehkKZMplhULmyyMSJ5lG2X37Zf2ygnj6HPhfSBgECIHs33JAZApUqifz9t3lE1vRYrROo37q1eQRSGAECIGv6jSF//swA+P5784gDGzUqs74+F99C0gYBAiBr3bpldv56e65fZ52V+TxvvGE+ihRFgADIWsuWmR3/O++Yj0avR4/M59EBdqQFAgQR/cEkMKiaNTM7/mnTzEej9+efmc+jz4m0QIAgzC+//CLlypXL+P/8EClWrJiM0uvXcFfZspkd/7p15qPRW7s283kyfr+QHggQeFasWCE33nij5MmTxwuP0HLZZZfJQr3XH+4JHUDfvdt8NHq7dmU+jz4n0gIB4ridO3dKly5dpESJElZwhJZChQrJY489Jlu2bDGfAumMbyDIBgHisKFDh0qNGjWssChcuLCcf/75UrJkSeuxSpUqSb9+/WTfvn3m0yEdHXNMZsfPGAgMBIiDpk+fLueee64VDlquvPJKWfT/+/RXr14tN998s+TNm9c67tRTT5Wff/45/ImRfnS5kkDHz11YMBAgDlm7dq3ceeedkj9/fisQ6tWrJz/88INZxfP777/LWWedZdXR8ZIbbrhB/j6YmclILcwDQTYIEAfs3r074//ZN6RMmTJWCFSoUEHee+892bt3r1nNMmjQIKlatar1HHq31jPPPCPbt283qyDV/fWXSL58mZ3/6NHmEQfGTPS0RYCkue+++07q1KljdfoFChSQ+++/XzZu3GhWyda2bdukc+fOUrRoUes5q1WrJp988olZBanuuusyA+Dww1kLC0EESJqaN2+eNG/e3OrktVx88cUyd+5cs8pBWbp0qVx77bXWc2s555xzZIruWIf0oLdwlyqVGQK6wu6kSeZRNlbjTXsESJrZtGmTPPTQQ1KwYEGrY69Vq5Z88803ZpUcmTBhgpx00knWa+XLl09uvfVWWbNmjVkFyUT38YjmW+iwYeH7e+i/dZkT3ftDQ0H3Asn4diqLF4t8/LHI5ZezH4gDCJA0oWMYvXv3looVK1qdeenSpeX111+XXTqZKw70td9//3059NBDI772q6++GrfXhk8aHE8+KVKkyP69zL/7zjzCNnTo/r3PA6EQbdEdCb/4wnw2pAECJA2MHz9eGjRoYHXe+i3gtttuS9i3AP328/DDD2f57WfEiBFmFeSGDz8UOeKI8E7++uvNoyKbMUPk4ovtkMiqNGvGnuhpjABJYUuWLJFrrrkmrKMOlMaNG8vUqVPNKgkxf/58adGihfWetPznP/+ROXPmmFWQCDomccYZdievd1l9+ql5dPZ0sc3Onfff2lu16v5vMlr03/qzp5/efwzSGgGSgrZu3Zrx/+fTGf+/FrE66OrVq2f0BQfZGcSJLsR47LHHWu9R7wC77777ZMOGDWYVxMOKFSI33hg+JhEoGii//mrWAKJCgKSYgQMHSpUqVaxOuXjx4vLss8/Kjh07zCq5SuegvPnmm1K2bFnrPZcvX1569uwpe/bsMashFnbuFOnSRaRECTs49O4ovZQF5AABkiJ+++03OfPMM61OWGeDt27dOulng69bt07at28fcRb8iSeeKGPHjjWrICd0wLtGDTs4ChfeP3iug+hADhEgSW7VqlXSrl27iOtRnXbaaTJx4kSzSlKbMWOGnHfeedZn0dKqVavgOlzwafp0kXPPtYNDy5VXMg8DMUWAJCldZv3FF1+MuCLu4YcfLv3790/pFXE///xzOeqoo6zPpisBd+rUKeMPZP5CPii6XPqdd4bv3xEo9eqJZLHOGZATBEgS+uKLL+Too4+2Olfdk+Pxxx9Pmz05NCS7du0acS+SI444Qj744AOzCky6yZMuTqizvM3gqFBB5L33dKKOWQuICQIkicycOdPbh8PsTLVcfvnl8pcubJeGVq5cKW3bto14me7000/3ttlFBCNHitSpYwdHgQIi998f3QxzIAcIkCSgA8x33313xAHmE044QcaMGWNWSUu//vqrNGzY0GoDvVFAt9vVbXchutCZSPPmdnBo0Ul+OVznDIgWAZKL9BbXHj16SLly5axOU29xfeedd5y8xXXAgAFSuXJlq030VuXnn38+6W5VTphNm0QeekikYEE7OGrXFonxOmfAgRAgueT777+X4447zuokdZLdPffcI+vXrzerOEUnSz711FMRJ0vqNryfffaZWSV96RhG794iFSvawVG6tMjrr4uw1hhyAQGSYAsWLJCWLVtanaKWiy66SGbPnm1WcdrixYvlqquustpKS5MmTWRaTvbpTgXjx4s0aGAHhy4/cvvtIgla5wyIhABJkM2bN8ujjz7q3UlldoQ1a9aUr1jqOls//vij1K9f32o7XTDyjjvu8LbrTStLlohcc40dHFoaNxbJpXXOgFAESJzpXI2+ffvKYYcdZnV+pUqVkpdffpmlzqOky8b36tXL24bXbEvdrrdbt27euFIq27l1q8x4+mlZoQsTmsFRvfrBL3oIxBEBEkc//fSTnHLKKVZnp7er3nLLLbJ69WqzCqKg2/A+8MADEZeN1+17R+rtrSnok4EDpU2VKtIl43OMCw0O3U/j2WdFXL15AEmLAImDZcuWyfXXX291bloaNWokf7DMdUzotrzNmjWz2ljLJZdc4m3rmwpC1zmrmVFuzih9M8oCXT1X9xBP8nXO4C4CJIa2b98u//3vf6VYsWJWh3bkkUfKx7rVJ2Lu22+/ldq1a1ttrt9QHnzwQe8bSzKKtM5ZvozSOKO8e9ppsjHF1jmDewiQGBk8eLAXEmYnVrRoUS9Utul+0YgbHUfSMRAdCzHPgW7zq9v96hhKMjjQOmdDUnydM7iDAMkhvRx19tlnWx2BFr2MpZezkDi6fe/tt9/u3Z1lng+9i2vcuHFmlYRyZZ0zuIEA8emff/7xBsIjdVQnn3yyN4CO3PPnn3962/qa50bL1Vdf7c0vSSRX1zlDeiNADpJeKnnllVe8W3DNjkBv1e3Tpw+XH5LIkCFDvG1+zXOlM9x1prvOeI8n1jlDOiNADoJO9tNJf2ZHoIO1jzzyiDdZEMlH18567rnnvLW0zHOn2wN/9NFHZpUc0/kob731FuucIa0RIFHQ5UV0mRGzI9By6aWXesuTIPktX75c2rRp463ua55HvY128uTJZhVfdJ2zunXrWq/BOmdINwRINjZs2OD9D6//45udgXYQ2lEg9UyaNMnbDtg8p3o77U033eTtT+IH65zBNQRIBHpp4d133/UuNZgdQdmyZb1LE6m+ZIbrdJxKdzzU22bNc6y3177wwgve7bbRYJ0zuIoAMYwdO9Yb3DQ7Ah0E1cFQHRRF+tDbZp944omInb/ebjts2DCzStCB1jnTmy1Y5wzpjAD5P72N8oorrrA6Ai16+6Xehon0daDzP2PGjLDjWecMIEAO+BeoTvyCO7L7Btq+fXuZPn0665wB/+d0gHTp0iVicBzsNXCkl+zGwCIV1jmDq5wOkNBF7LQE7sLRRe4AvQvv3nvvjXgXnhbWOYPrnA0QHdwM7Qx0NddYzQNAetHbbxs0aBD2+9KiRQvWOYPzCJD/l0/Z6Q3ZGD9+fNjvyxLdchZwHAFCgCAKBAhgI0AIEESBAAFsBAgBgigQIICNACFAEAUCBLARIAQIokCAADYChABBFAgQwEaAECCIAgEC2AgQAgRRIEAAGwFCgCAKBAhgI0AIEESBAAFsBAgBgigQIICNACFAEAUCBLARIAQIokCAADYChABBFAgQwEaAECCIAgEC2AgQAgRRIEAAGwFCgCAKBAhgI0AIEESBAAFsBAgBgigQIICNACFAEAUCBLARIAQIokCAADYChABBFAgQwEaAECCIAgEC2AgQAgRRIEAAGwFCgCAKBAhgczZAdmcEyDEZHUGgfEOAIBsECGBzNkD2ZARIh4yOIFCmECDIBgEC2JwNkH0ZATIioyMIlJUECLJBgAA2ZwNEMgJkb0ZHECj7CBBkgwABbE4HSEZPkFkIEGSDAAFsBAgBgigQIICNACFAEAUCBLARIAQIokCAADYChABBFAgQwEaAECCIAgEC2AgQAgRRIEAAGwFCgCAKBAhgI0AIEESBAAFsBAgBgigQIICNACFAEAUCBLARIAQIokCAADYChABBFAgQwEaAECCIAgEC2AgQAgRRIEAAGwFCgCAKBAhgI0AIEESBAAFsBAgBgigQIICNACFAEAUCBLARIAQIokCAADYChABBFAgQwEaAECCIAgEC2AgQAgRRIEAAGwFCgCAKBAhgI0AIEESBAAFsBAgBgigQIICNACFAEAUCBLARIAQIokCAADZ3A0RVqZIZIJMnm48CQQQIYHM7QH77TeTmm0Xef998BAhDgAA2twMEiBIBAtgIECAKBAhgI0CAKBAggI0AAaJAgAA2AgSIAgEC2AgQIAoECGAjQIAoECCAjQABokCAADb3AmTKFJFnnhE5+2yRatVEihUTKVpU5MgjRRo1EuncWeSPP8xacBwBAtjcCZBZs0RatMhcuuRA5ZJL9tcBhAABInEjQIYPFyle3A6JAxWto3XhPAIEsKV/gHz1lUjevOHBcOmlIgMGiCxcKPLvvyJbt4osWiQycKDIZZeJ5MmTeazW1eeA0wgQwJbeAaKhUKZMZhhUriwycaJ5lO2XX/YfG6inz6HPBWcRIIAtvQPkhhsyQ6BSJZG//zaPyJoeq3UC9Vu3No+AQwgQwJa+AaLfGPLnzwyA7783jziwUaMy6+tz8S3EWQQIYEvfAOnWLbPz19tz/TrrrMzneeMN81E4ggABbOkbIC1bZnb877xjPhq9Hj0yn0cH2OEkAgSwpW+A1KyZ2fFPm2Y+Gr0//8x8Hn1OOIkAAWzpGyBly2Z2/OvWmY9Gb+3azOcpV858FI7o2bMnAQIY0jdAQgfQd+82H43erl2Zz6PPCacsX75c2rRpI3ny5AkLkFmsUgCkcYDwDQQ5sGPHDnn++eelePHiYcGhRX+2d+9eswrgnPQNkGOOyez4GQPBQfjss8+kevXqVnAUKVJE2rZtK+vXrzerAE5K3wDR5UoCHT93YSEKf2b8sdCkSRMrOLRcffXVsnjxYrMK4LT0DRDmgSBKa9eulTvuuEPy5ctnBUf9+vVl3LhxZhUAks4B8tdfktEjZHb+o0ebRxwYM9HT2u7duzP+zugmZcqUsYKjYsWK0qtXL8Y6gGykb4Co667LDIDDD2ctLAR9++23Urt2bSs4ChYsKA888IBs3LjRrALAkN4Bosu1lyqVGQK6wu6kSeZRNlbjTVtz586VZs2aWcGhRX8+b948swqALKR3gKhhw8L399B/6zInuveHhoLuBbJtm4gOkH78scjll7MfSBrSbxT6zUK/YZjBod9E9BsJgIOT/gGihg7dv/d5IBSiLboj4RdfmM8WbuxYkdKl988ReeWV/RMPkTR0DEPHMnRMwwwOHfvQMRAdCwFw8NwIEDVjhsjFF9shkVVp1iy6PdGvvTa8ns4V4RtLUvjxxx+9u6jM4NC7rfSuK737CoB/7gRIwB9/iHTuvP/W3qpVRYoU2V/03/qzp5/ef0y0+vWzw0fLRReJzJ5tHo0E0PkaOm/DDA4tOs9jWk4mlgIIci9A4kE3q6pb1w6RAgVE7rlHZMMGswbiYOvWrfLUU095M8bN4KhRo4Y3wxxA7BAgsaLX0d96K3wNrkApX37/bPg9e8xaiJEBAwZI5cqVreDQdat0TStd2wpAbBEgsaYLN959d/hqwIFywgkiY8aYNZADkydPloYNG1rBoavn6iq6upougPggQOJl5kyR88+3Q0TLFVfsnykP31auXCk33XST5M2b1wqP008/XSZFM98HQI4QIPGmtwEffbQdIoUKiTzxhMiWLWYNZGPnzp3StWtXKVGihBUcRxxxhHzwwQdmFQBxQoAkQkanJy++KFKypB0kusRK//4i+/aZtWAYNmyYHHXUUVZwFC5cWDp16iT//vuvWQVAHBEgibRqlchNN+2f3W4GyWmniUycaNaA6BSeGXLeeedZwaGlVatWsohlZoBcQYDkht9+EznzTDtEdAkVXbSRgV/PunXrpH379pI/f34rOE488UQZq6sAAMg1BEhu+ugjkSpV7CDRJVSee073VTVrOEGXFnnzzTelbNmyVnCUL19eevbsKXu4JRrIdQRIbtPFHHX2u86GN4OkenWRIUPMGmlt1KhRcuyxx1rBUaBAAbn33ntlA5MygaRBgCSLJUtErrnGDhEtjRvv35s9jc2fP19atGhhBYeWpk2bypw5c8wqAHIZAZJsdPvUBg3sEMmXT1bdfrtsX7PGrJHSNm3aJA8//HDEZdZr1aolI0aMMKsASBIESDLSbVR79xapWDEYIJsyyoiM0rl0aRn8+uuyK8WXjddl1vv06SOHHnqoFRylMz7jq6++mvKfEUh3BEgyy/jrXB58UDL+PJc/MjrW7hnlyoxS6ZD9myB98803Zo2UMGHCBDn55JOt4NBl1m+99Vb5559/zCoAkhABkgL2zJsnEy65RO7J6GQbGJ3uxRdf7G3TmgqWLl0q1113nRUcWs455xyZMmWKWQVAEiNAUsgfI0fKqXXqWJ2v3qF0//33e9u2JqNt27ZJ586dpWjRotZ7r1atmnzyySdmFQApgABJMTpH4o033vC2YzU74woVKsh7773njS8ki0GDBknVqlWt91qsWDF55plnZPv27WYVACmCAElRuh3rnXfeGXGWdr169bztXHPT77//Lo0aNbLem5YbbrhBli1bZlYBkGIIkBSn27Oee+65Viet5aqrrvK2d02k1atXy8033xxxmfVTTjlFfv75Z7MKgBRFgKSJoUOHetu2mp22rlT75JNPxn2lWr3l9uWXX5ZSpUpZ76FSpUrSr18/2ceKw0BaIUDSiO6V0aVLl4h7Zeh2r7rtazx8+eWXcswxx1ivWahQIXnsscdk8+bNZhUAaYAASUMrVqyQG2+80dvW1ezUzzjjDPn111/NKr7MmjVLLrzwQus1tFx22WWycOFCswqANEKApLFffvnFCwyzc9dgadu2rRc0fqxfv146duzo3T5sPvdxxx0no0ePNqsASEMEiAM+/PBDb7tXs7PXS116yUsvfUVDl1B/++23pVy5ctZz6c969OjBMuuAQwgQR+ggum77qoPqZuev28R+/vnnZpUw+q3i+OOPt+rqbcQdOnTwvpUAcAsB4hjd/vXKK6+0gkCL3g48ffr0sON1HEPHM8xjtVxwwQXeOAgANxEgjvrhhx+8CYdmKOg3irvuukuWLFni3UGld1KZx+gdV8OHDzefEoBjCBCH6XiFLn2iS6CYIRFpImDJkiXlpZdeinrMBEB6I0DgbRN73333RbyrKhAm7dq182aZA0AAAYIg3TbWnNdx6qmneutaAYCJAIHltdde8zas0ru2ACArBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8IUAAAL4QIAAAXwgQAIAvBAgAwBcCBADgCwECAPCFAAEA+EKAAAB8+R8H5Tay12NJvQAAAABJRU5ErkJggg==)
PN: 4H08-5-X5
CAS: 906352-80-5
Molecule Weight: 227.69
Formula: C11H14ClNO2
![5-[(Methylamino)methyl]-2-(tetrahydro-2H-pyran-4-yloxy)pyridine](data:image/png;base64,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)
PN: 4H31-1-46
CAS: 910036-99-6
Molecule Weight: 222.288
Formula: C12H18N2O2
TSCA: Not listed on TSCA inventory