| Product Number | 3H32-5-B1 |
| Synonyms | 6-Chloro-1H-pyrrolo[3,2-b]pyridine |
| CAS | 1021339-19-4 |
| MDL Number | MFCD10574982 |
| Molecular Formula | C7H5ClN2 |
| Molecular Weight | 152.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![7-Chloro-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACeOAAAnjgFcx4G+AAACDHpUWHRtb2xTb3VyY2UAAHichZXbitswEIZfRei60cly5IQ4S9ilUNjtRXcLvSuOrSQGW1pk5/T2HSXd1o61DvhikOab+Uf6kRcPp7pCB+2a0poUc8Iw0ia3RWm2Kf759nWS4IflIockSDRNindt+z6n9Hg8knyn6+xkDcltja/781NT9nKOEbFuSwVjnP56eX69MJPSNG1mcg1UU86by+KzzbP2ouKTFrTO3KE09JpOa3e4VvstmP8YOTUF/j/LI+ytAEWbstJoY12dteggGIGPfUFbbbTLWl2g9RmWIyJh9uXi5cnm+1qbFkJfocyz6rV1+xwWalvpfA/FIPj2lOKaA5C1tl45l52vISqLFGccTrHSvszb+V2DlgomFSmeEi6YwugMcUSSmPmW1HNdWtzSQ1iQiIfhKAwrImMZXWFOYhmG5X0YDo+F4fgG/j6UPWFEqTA9DbeWRCWK3WutwnBEIiHkv9ZSxbMQnYRpQSRX4qP1Z7pnw6l358JZ8Nej3ZsWjnsoRhDGw1o4u38Ot/dHOx5cW1N0wkvRNSjwKT/0phG+B/IWs67QzquDAj61C4g+IJC31V9gFQKiPhAhb6UxQPYBibx9xoC4D8TIO2YMmPaBKfIuGQNUH1DIG2MMSPpAgrwZxoBZH5ihy3WPEX7/5ibuInwweBihHa/Qj7cNwsG7RzuPIoVfwfIPFSzjKfs5+2UAAEcrSURBVHhe7d0J/JVj/v9xY0xjmBjL2AZZsq8jClHWaDDMNEa2IfsWQpYsDX5mkF2kxZo0JEqKIm1CWshSIpK2IVRCKrn+3/c9/zvnvu5zzvec677Pue9zzus5j+vxGH2vc3+/33Of7/2+l+v6XKsYAAAcrGL/AwAAhSBAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAiVml+yqBhsrCHgNQkE8Xf2p6Tu1p2r7c1uzRfw+zWZ/NzOq9VjdrPrim2bzP5mafAfuYS1+/1Dz36XNm2Ypl9suzIkAqG3sMQF6T5k8yR75wZOhgn69t1Hsj03lCZ7Nw6UJ7cwH261BZ2GMAslq+Yrk5b8x55hfdfxE60BfaNum9iXlmxjP2pley+6OysMcAhHz9w9fmwEEHhg7wjfo0Mpe8fol5cdaL5uNFH5tvln1jvlv+nflw4Ydm2Kxh5sKxF5pNH9809LpcCu2HdGKPAQj48acfzcHPHxw4sOs5x13v3mWWrlhqdw9Z8dMK03d6X+8ZSX3BQIBUNvYYgIBOb3YKHNTXf3R9M+7zcXa3ei1etth74J4vGAiQysYeA7DStIXTzKo9Vl15QNf/Hzl3pN2tKFeOu9L+p5UIkMrGHgOw0umjTg8c0C8ae5HdJVYESGVjjwHwfLnkS9OgZ4OVB/Nf9vilmfXtLLtbrAiQysYeA+Dp/0n/wMFccz9KjQCpbOwxAB4Nwc08mHeZ3MXuEjsCpLKxxwB4VIok82A+au4ou0vsCJDKxh4D4Gnct3HgYK7aV6VGgFQ29hgAzzqPrBM4mNdXxyoOBEhlY48B8KzWc7XAwVwz0kuNAKls7DEAHq5AUCz2GACP/Qxk5uKZdpfYESCVjT0GwGOPwho9b7TdJXYESGVjjwHwtB/bPnAwv23ybXaX2BEglY09BsDz9CdPBw7mR714lN0ldgRIZWOPAfDYtbA0Kmv2t7PtbrEiQCobewzASu1Gtgsc0Du81sHuEisCpLKxxwCs9MGCD0LrgYyZN8buVpSrxl1l/9NKBEhlY48BCNACUJkH9Q0e28BMmD/B7lYvrUh4/PDj8wYDAVLZ2GMAAjQD/YBBBwQO7L996Lfm3vfuNctWLLO7h/xU979+H/czjfo0qjcYCJDKxh4DEKIH6i2eaxE6wG/xxBbmstcvM8NmDTMzvpnhXWV8v/x7M33RdPPy7JfNJa9fEgiO+oKh0H5IJ/YYgKx0tXHW6LNCB/li2qaPb2qenfGsvemV7P6oLOwxAHmN/2K8aT2kdehgn6/94fE/mBsn3mi+WfaNvbkA+3WoLOwxAAX55JtPTPcp3c3fX/q72f3p3b2QWL3X6maNB9cwm/fZ3Ow7YF/v9tbgmYPN8hXL7ZdnRYBUNvYYAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIgFh8uPBD8/rnr3sLUqE2ECAAIus1tdfKtdRbDW5lVvy0wu6CKkSAAIhsl367BMqyv/PVO3YXVCECBEBk9jK2Y+aNsbugChEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACIjQGoTAQIgMgKkNhEgACJr1KMuQG5bZWUbM5sAqQUECIDIGnWqC5BzVlnZxnxEgNQCAgRAZI1OrAuQQ1ZZ2ca8S4DUAgIEQGSNmtcFyBarrGxjxhMgtYAAARBZo0Z1AbLKKivbmDEESC0gQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQGQESG0iQABERoDUJgIEQCTff/+9WXPNNQMB0rdvX7sbqhABAsDZf/7zn9DVh9pqq61mOnbsaBYtWmS/BFWEAAFQtEmTJpn9998/FBx222CDDUyvXr3MihUr7E2gChAgAAr2+eefm9NPP92suuqqobDI1/bYYw8zevRoe3OocAQIgHotW7bMdOnSxay99tqhcPDbMccc4922atiwYehrfmvbtq2ZOXOmvXlUKAIEQF6DBg0y22yzTSgM/LbrrruaV155ZWX/uXPnmlNOOcX84he/CPVV+81vfmM6d+5svvvuu4zvgkpU8wHSpEn3QHNVzHbsvmrt2w+xu9XL3gYQp6lTp5pWrVqFAsBv66+/vunWrZv58ccf7Zd6xo0bZ/bZZ5/Q6/y22WabmT59+tgvQwUhQGI6CBezHbuv38aO/czumpf9eiAOX3/9tbnooovMr371q9BBX03/rq+rXyF69+5t/vCHP4S247fmzZubCRMm2C9DBSBAYjoIF7Mdu6/fjj32KbNixU9295zs1wNR6EpCVxTrrbde6CDvt8MOO8y7MinWt99+a6655hqz+uqrh7appofyp512mvnvf/9rvxQpRoDEdBAuZjt238zWr9/7dvec7NcCrvQMY5dddgkd2P227bbbmueff95+WdFmzJhRd6J0bGj7fltrrbXMLbfcYpYuXWq/FClEgMR0EC5mO3bfzHbIIY+axYsL++OxXwsU6+OPPzZ//etfQwdyv2nUlUZfaRRWnEaOHGl222230PfzW+PGjc3AgQPtlyFlCJCYDsLFbMfuu99+Dwb++667XrdfkpW9HaBQixcvNp06dTK//vWvQwdvNd1SOuOMM7x5H6WiW2bdu3c3v//970Pf32+HHHKIef/9wq/KUV4ESEwH4WK2Y/ft0WNi4L/33runmT27/hIQ9naA+vz000/m0UcfNZtssknoYO03zTDXTPNyWbBggenQoUPOh/Yqi3LBBReYr776yn4pEkaAxHQQLmY7dt8lS5ab1q0fD/xbx47D7JeF2NsB8nn99ddN06ZNQwdov6mmlWpbJeWDDz6o+ztoHfq5/KaH+127djXLly+3X4qEECAxHYSL2U62voMGTQv9+6RJ86xXBtn9gWxmz55tTj755JwT+9ZYYw1z/fXXe1V102DIkCFmu+22C/2cfttpp53Myy+/bL8MCSBAYjoIF7OdbH1/+smYE0/sH/j3k09+xvv3XLJtB/AtWbLE3Hjjjea3v/1t6CDstxNPPNHMmjXLfmni9ND+jjvuML/73e9CP7Pfjj76aDN9+nT7pSgjAiSmg3Ax28nVd8KEOaGvPf/8tIxXBtl9AV+/fv3MFltsETro+m3PPfc0Y8eOtV+WOvPnzzdnnXWW+eUvfxn6HdQ0CODKK68033zzjf1SlAEBYh2E42r55OvbocOLga/p2YiekWSTbzuoTW+//bY54IADQgdav2200UbmoYce8h6mVxL9Xi1btgz9Ppm/18MPP1xxv1elI0Csg3BcLZ98fWfOXGiaNesZ+Hr37tnLPOTbDmpLfWfqDRo0MFdccUXFn6nXd2W11157VcSVVbUgQLIc/ONo+dTXt0uXsYGvN2/+oPnii3Dl0vq2g+pXi88K/Gc79jK6mS2tz3aqDQES00G4mO3U13fRoh/MgQc+EujTufMIu1u920F1q/XRSvWNLlPAaHSZAgelQYDEdBAuZjuF9H388cmBPnvu2d1MmTI/0KeQ7aD6aL7En/70p9AB02/rrrtuTc2XSPv8lmpGgMR0EC5mO4X0XbZshTn66L6Bfmee+VygTyHbQfVYuHChueSSS5ixnYUenj/yyCNm4403Dr0vfmvRokVZZ9jXAgIkpoNwMdsptO/w4Z+E+urffPbXUJ1WrFhhevToQc2oAtRX40uDDFTj64svvrBfCgcESEwH4WK2U0zf008fGOirqxJdnUgx20FlUtXa3XffPXQg9BtVa7MrpMrwbbfdFnuV4VpDgMR0EC5mO8X0ff/9L7znH5n9H3tssve1YraDylLIuhk333wz62bUo1zrnNQqAiSmg3Ax2ymmr1x99fBA/5YtHzYLFiwpejtIP63cd+211+Zdua9du3as3FcElY2///77S7LSYq0jQGI6CBeznWL6yrx5i80++/QKvObmm8cUtR3NI3nppY/Np58usL+ElChk7fDx48fbL0OBtIb7hRdemHMQgr/Wu8rLozAESBEH4XyK2U4xfX1du44LvKZp0+Bs9Xzb0ex2XbX4/dq0edJ06zbeTJv2pd0VCRg3blzdCcI+oQOa3zbbbDPTp08f+2VwNGXKFNOqVavQ++y39ddf31sbXlcuyI8AKfAgXJ9itlNMX9933y0zhx76WOi1hWznwQcnhfr67c9/7mvuuWeceffd0q08h+zmzp1rTjnllJwT4X7zm9+Yzp071+37cBUCRDdo0CCzzTbbhN53v+26667eMxTkRoAUeBCuTzHbKaZvpv79p4ReW8h2Ro36NNQ3WzviiD7m9ttf89YhoSZd6ejB97/+9S/TsGHD0EHLb23btq27cpxpvxQx0ygsrfmuUVn2PvBbmzZtzCef/Dx8Hj8jQAo8CNenmO0U0zfTihU/mWOPfSr0+kK2o/DRrSv7NbnaYYf1rjvIjTFvvjmn7lL+f8OGEd0zzzxjttpqq9BBym977LGHGT16tP0ylJjWfj/99NO9QQr2PlHTvJKrr77am2eCnxEgRRyE8ylmO8X0tY0d+1no9cVs55NPFpiePSea449/OvT6XO3ggx81118/0vve/hwUFOfdd981Bx10UOjA5LcNNtjA9OrVy5s0iORMnDjRWxPe3j9+01ryWlOesvH/Q4A4HISzKWY7xfTN5oILBoe24bKd2bMXmUceecuccsqzoW3lanoYf+21r5gRI2aYH36ojVpLUXz55Zfm3HPP9cqM2AcjNZVZv+yyy8yiRYvsl6aSzsB1kB0xYoR57rnnvPIhaqqO+89//nNl03/7X9OzBvVXGZFKOYNX7azNN988tL/81qxZM68GV62r+QDB//z3v4tNnz7vmDPOGBiauJir7bffg+aqq142Q4dON99/T5hkUiHDu+++26yzzjqhg4/fjjzySPPhhx/aL02FOXPmeAd+lYpXAB544IF560wV07Sdgw8+2Jx33nnmzjvv9CbyzZs3z/4REqc14lXNV2vG27+DmgY/qBqw3qtaRYAg5MsvvzNPP/2+OeecQVmHC2dr++77oLnkkqFm8OAP684yl9qbrClDhw41O+ywQ+iA4zd9TX3SRBMT+/bta84++2xvdrb9M5ej6X1RqGjRKF25pcVnn31mTjjhhNDP6zetOf9///d/dVfkP9gvrXoECPJauHCJGTjwA9O+/RCz996FhYn6qb9epxnztUJXE0cddVToAOM3XY3oqiQtZdbHjBnjVe/NF3ZJNg2j1e29CROyr8hZbq+++qq3lrz9c/ptyy23rDvxetp+WVUjQFCwb79d6l1hXHrpUO+Kww6ObE1XMLqS6dfvfTN/fnXOZ9Dzi44dO3rPM+yDipqef+g2UBrOqrWWyDXXXJN3Wdj6ms649XodTLX+um5HnXrqqV7Tsrr+/9e/6+vqp/75VhCsr+24447e0GddDSRJD8+1przWYLd/Rr/pd548+X/16qodAQIneuahZx96BqJnIXZwZGt6tqJnLHrWMndu5ZeL0IgpjZzSCCr7IOI3jbx655137JeWldYRueuuu/KePWdrmgF/xBFHmIsvvtirJaXVDTX5MQo9Lxg2bJi57777vLIhWhhLI5vs752r6bmDnsfo4XyShSS1trzWmM910qCy8bodqLXqqxkBgsiWLv3RjBw5w1x33YhAyZRcbffd7zLbbHNh3cHpUnPHHT3M9Okf25tMPd3+0ZwN+8DhN8310JyPJGluw5VXXpl3klxmUx2uk046yQtFlUMvp2nTppkHHnjAHHfccXkDObMpePSQP8mZ+lprXmvO2z+b37RWvQYKVGvZeAIEsdI8Ec0X0bwRzR+xw0Nt551vMltueZr5/e8PMGussZn3h7bbbrt5I15UpyjNNDtcs8TtA4XfNLv8pptuSvSBqkrB69lGroq+mU0FGrX8bdpGg7333nveDPF8a6H4TbWr9BA7ySKIL730krcGvf2z+W377bc3L7zwgv2yikeAoGQ0c14z2f/97zHezHY/QHbYoZPZbLO2Zt119zINGoRLbOuPTSXN07T8qM5yVZdK9ansn1dNt1ZU1yrqLZ4o9HzgH//4R85qs37TKCuFdaWU59AkzMsvvzxvpWI1XWnp+Y5K4idBgyPuvfdeb016+2fzm27Z6WqrWhAgKAtN3FWNrS5dRpmWLTubjTc+0qy11o5m1VWzLz3qN90K0sEjyUlbTzzxhPc8wP7Z/KZKuqqomxQ9C9BVT76H1CrFoQfcSf6cUemZk57DaKXBXCVH1DQBsH///vbLy0Zr0p9//vk5J48q4LW2vZ5NVToCBImYOHFK3VXGzWbrrbcO/YHlajqI68HrqFGjylJKQsNHdYvH/jn8pjNireGRJN0WyVdRVrfUNBQ2jRP1otCtTk3iy3WQVjv88MPNRx99ZL+0bHQbTiPR7J/Lb1rjXmvdV3L5GgKkSMuXr/AWZ0J83n77bXPdddcVNR9Bwyg1ykVnpHHPq9CkutNOOy3nWa6eLSR5q0T0nOOYY44J/Wx+03OBG264wVtEqZrpNtw555zjXWHZ74Ga/l23HpN8JjVgwIC8J0p6zqOTokpEgBRhypT5plWr/93L79hxGFVqS0DLiqqO0h//+MfQH1qupqVKtczr4MGDIw3t1GtvueUWb71x+3v4TeuU6+CdJNVpyjWySgfMpMMtCXr+k28NeR2kkxwooM+W1rDP99n6+9//bj799FP7palGgBTom2+WmiOP7BMYTTRu3Gy7G2KkoaQ6oO+9996hP7ZcTX+gGoqqIbSqZVSogQMHmsaNG4e25zeNEhs5cqT9srLSg3yVHLd/Nr/pAW2St2zSQHNMcpVi0e08Pc9Kkm4l6mQn39WtBpBUygkAAVKgyy9/KTQclVX8ykdnmJoM16JFi5x/fHbTQ2Wd1anGU64/yPfff98ccsghodf6Tfepu3fvnvjyppqMqNnY9s+npoEGCkD8j872Naw3VxHEM888s6iTi1LQ2vb77rtv6Gfz26abbpr487VCECAFeOaZqaHwUDmPtNHsWJXa1sHEL6Wt++CZZbb13/7X1E/99bpKorM4TTrTA8p8D1Ezm87s/vznP3trOWi+gEbKaK5ErtdrpEyHDh0SnVvgU4BlGz6socMazbNkSe3UGyuGbjXmWmtedbaSvKXl01r39Y3we/PNN+2XpQYBUg8twNS8ebBUR+vWj5tFi5J7KCc6c1Y5CD1IbtmyZd7aPIU0ldhWiQg9kNTBuVLGqqu+lGoTtW7dOueDVLupzES+qxhtSzWjkqaRZqqxZf98aroyGjJkiP0SWDTAQu9htnXn9R6m4eCsW5MaRJLtJMFvuoWaxiWOCZA8VKKjbdt+gfDYa68edWft5Z8sprMp1SPSLZlCSz1EbSoVceKJJ5qePXtWxJoHKmqoy/6//OUvef8Yc7XtttsuNQdl3YbJVUJc9bWSnLBYiTTAQiPT7PdShSH13CQN9ABdpVzsn9FvCry0IUDyuOWWV0O3rh54YLzdrWRUiE2hkW8uQrmaztj1rEC3vnI9T0gTndU9+eSTXtkRHSTs3yezqV6RaiqlpV6RgjDb/AHdbtO9/UqeN5CkWbNmmf322y/0vqogYtIP1zONHj066yhEXUWlDQGSw6hRn4ZW5jvttIFeeY5S0wptWq2uvpIU2ZoOlvrwqaS0DvjZymzr3/V19avv4Jqt6eGkzo7feOMN+0dPJT0j0PMelfmwn3nssssuqaqYqis93a7I9p5rCVlEoyu7bGf5OkHSII200EnCv//978DPSIBUiM8//zZUCPDAAx8x8+aVbj1n3avVAzU93LM/3Lma+l544YWmW7du5pVXXnG+raHXaUKerna0Ilyu0T7Zms6U9dpKoSG+mT+/zujTQtVzs80q162XJEu5VBsdnDWAwn6f1dIUIpokmfmz6dld2hAgFl1hnH32oNCtq5dfLk15awWHAkCrmdkfZrtpUZ727dt7dX40iqiUNBtbE9b0kL6QtbCbNWuWmucH+egqJPPnTkuAqC5StsqzGqJbKQMaKo32vf1+60okLbezCJAK9OCDk0LhcdNNo+1usRgxYoTZeeedQx/izKZZ1hoZpfUnkqI5EFrDW7WH8hXsU9OSrmmu8prGANGchP333z/0XjZp0sQLcpSOBojowJz5vuuZSBrWrCdAKszkyf/1lmDNDI9jj33KLFkSb60lTYrLdh82s2n8t2ZTp+XBrk8Pp/VHl2u2r5pGQKlceJL1h3JJW4Bo/2oGuf0e6jlIGuag1AJ9nu33X88GNdkvSQRIBVm8eGnd2fMTgfDYZ59e5sMP471VpMV78p3F62BSCYXVdB9Zo5yy3Xbxm+7nq6JtmqQpQDTPI9tQXZVU4cqjvFR/zd4PGjab5GRDAqSCXHlluFTJk0++Z3dzpmcW+Za+1CQ+VaWtRPmqjep2wN13322/JDFpChDV+bLfL5WIT7pYY63K9mBdA1WSmulPgFSIAQPCpUo6dHjR7uZMRfhU28b+cKpp8RudyVc6/ZGpVEquZVRVejwNt2TSEiAa628PKdbzLq0hgWToqjrbrWUNgU8CAVIBZsxYYPbbL1yqZOHCeM46br/99tBDOjUdPDp16uQ9U6gmqqB72GGHhX5fNY00S7pESBoCRLenNMs/8+dQGRaG6iZP80SyTTZMYmQWAZJyKlVy/PFPB8JDpUomTIhetkNnM1o9z/4gqmk4bjUfLHRv/9Zbb806EVL3lZNcVjXpANGINt2utN8XPRtDOmjGul32RKXgy/08hABJuS5dxoZuXd13X/Tiarqd87e//S10kFDTojfVsBZyIRSSjRo1Cr0HGuHy4ovx3SIsRtIBcvXVV4feD5VbQbqodpZdgFEDRso5spAASbHRo2eGSpW0azcg8iqDKo2e7RJYt6xU5bbWaEnVbOtt6OokiWc/SQaIKr/atzO33357s3hx6SocwF22SsiqmlsuBEhKaU3zQw4Jlio54ICHzZw50dbF0JWHakzZHzqdcb/wwgt295qh+8o6y7bfF43QKveVSFIBoltXe+yxR+B7azg3D83TS1Ui7PVENEikXKs+EiAppFIl55wTLlUybFi0UiX6sGkWtn2Q1DodaZsLkQQ9E1LdLvv90UG0nGsyJBUgd955Z+h3r8Ur0kqjg7i9suHhhx9udysJAiSFHnrorVB43HBDtIl7OjjaRfrUNOoozWU9ktC5c+fQ+6QHluWq95REgOihrB7CZn5fLWeqwQZIv2w1s1SPrtQIkJR5553PTbNmwVIlbdo8GblUyRVXXBH6gKkA4fTp0+2uqJPtSkRhq+clpZZEgGiBq8zvqec/WuMclUG3YO3SPZq/Vep1cQiQFMlVqmTatC/trkXRLGx7tMa6667LASIPXbFleyaiA22plTtA9OzL/j0vv/xyuxtSTqsW2vvxmmuusbvFigBJkauuejl066pv33ftbkXRFYZWs8vcybqnX81zPOKis7pso7NKXfak3AHStGnTwPfTHKBqmzxaKzQEP3Nfrr322iWtrkCApMSzz74dCo+LL442KkojrrIVEtQaGiiMblnZ80Q0I7uUgw7KGSAaYWZ/Pp599lm7GyqEnmXZpXpUhLFUCJAUmD59ttlpp/PNDjtcXXfAv9sLj8MP71135hCtVIkWdrIPDvo3FOe1114LzVhXFd9STdgqZ4DoQXnm99ISwjw4r2xamydzn2oASKmehRAgCfvhh6WmRYvjzIYbtqo70z3JbLvtJXUhcqt5881opUqyTQjbe++9vdsyKJ7KnmS+l2o33HCD3S0W5QqQl156KfQ7aX0XVDYd1O0imHfccYfdLRYESMIuvvjiurPb35mGDbetO1PY32y6aRvTpctAu1tRNCFMZ5KZO3adddbxFomCG52V2wUYtShVKYZAlytAWrRoEfg+KgvO1Ud10MqcmftWJfhLccVMgCQos5bNL3+5ulljjc3NoYe2M8uX/2h3LYqq62buVLXu3bvb3VAkVfG17y9rYmbcyhEgGkRhf0aeeuopuxsq1JQpU7y10zP378MPP2x3i4wAScjcuXPNBhtsEHjzNWJixoyZdteizJkzxytLkrnd5s2bc2YZE60nYh94hwwZYneLpBwBovUjMr/Hjjvu6A1dRvVo06ZNYB+rwnLcCJAE6A812/DQvn372l2LZk+A08Pfd9+NNhQYP9PINntlw2bNmtndIil1gHz//ffeyUrm97j//vvtbqhwL7/8cmAf64ok7tvYBEgCbr755sCbrtauXTu7W9F0VaP78pnbVbVOxGvgwIGh/ac/1riUOkC08FDm9jUsWcsZo7roRNVeZfTf//633S0SAqTMtFCRPSR0u+22i2WYXYcOHQLb1a2sL7+MNosd2dnzaw4++GC7i7NSB0irVq0C29fkM1QnVRTI3Ne6VRknAqSMFi1aFLr9obO/SZMm2V2LpiVI7YqclKMoHa0Tkvleq73xxht2NyelDBBNNLOHd2swB6qTbl/bn9M4J8ESIGV0wgknhHamSmjHwX64q3IlX3zxhd0NMdHtAbt4nfZvHEoZIPZ8FhXU1LBvVC97SP+ll15qd3FGgJTJI488Enij1f70pz/FMjpK21Cl2MxtX3LJJXY3xKxXr16B91xXgFrtMapSBog9eOOyyy6zu6DK3HbbbYF9vttuu9ldnBEgZaCF7u2htTrzi+sKYcSIEYFta26JvidKS8+t7P2qE4WoShUgGkFmD7J45ZVX7G6oMlpRMnOfazTW/Pnz7W5OCJASU+mQJk2ahHagykjE5dRTTw1sX/M+UB72jF+d4UdVqgAZPnx4YLsKk1LMTka66A7FhhtuGNj3Tz/9tN3NCQFSYrqVlPkGq2lxp7gsXrw4dBbcs2dPuxtKZOjQoaE/IE3mjKJUAdKpU6fAdg899FC7C6rUcccdF9j35513nt3FCQFSQlqox17ISZPOli1bZnd1Zs9J0H14jfZCeegBtG5HZu6DqAFeqgDRZy9zu5qPhNqgte0z9/0OO+xgd3FCgJTIvHnzQpeNa621lldPKU72zPNyrJiHoLPPPjuwD0488US7S1FKESALFy4MDd8dP3683Q1Vatq0aYF9rxNbHaOiIkBKQPcc7claan369LG7RrbTTjsFvkfXrl3tLigxLdCVuQ822WQTu0tRShEgI0eODGxT1ZmpfVVbVJE38zMQRw03AqQE7LH2aqeccordLTKVLrFvkU2dOtXuhhLTJE57P+iMz1UpAsS+hdGyZUu7C6pc69atA5+BOOagESAx00JODRo0CLypmnCmh91xe/zxxwPfR3VvkAyViMjcFzpguypFgGjdmcxtqhovastFF10U+Axo5cKoCJAYaRJZ48aNA2+oSpVMnDjR7hoL+6CgAw+SoVEtmftCz0VclSJADj/88MA2S7VCHdJLFZczPwMHHXSQ3aVoBEiMTjrppMCbqabFnUrFPiiU8nshv27dugX2xQEHHGB3KVgpAsSuVBDH/W9UFru8u56JREWAxOSxxx4LvJFquucYR6mSXOyDAkXxkqMZ3Zn7IsqD9LgDROt/2KvT6Q8ftUWFNDM/A3puF/XWOgESg48++sg0bNgw8EZutNFG5vPPP7e7xibbQSHuIcIo3OzZs2P744w7QN55553A9jQDnRFYtUcnsyqymvlZeOutt+xuRSFAIlKpkj333DPwJurArhnKpTR58uTA99Ra3RwUkqM/TrsigOuzr7gDxB7Cu9VWW9ldUCO22WabwGchai00AiQiVTPNfAPVyrEK4KBBgwLfU/NBkKxdd901sE8GDBhgdylI3AFif1birMaKymKXdlcliygIkAh0lWHfRtprr71iLVWSi70s6f777293QZlpbkXmPundu7fdpSBxBwifFfhatGgR+CxoKkAUBIgjTR7Tc47MN0+lSqZPn253LYnu3bsHvrfWFkGyjjjiiMA+0cgsF3EHiP1Z0eAO1Ka4PqM+AsSB7nfbC/OouZ5xuujSpUvge6vaJpLVtm3bwD5RRQIXcQcInxX44vqM+ggQByqWl/mmqWldiHK67rrrAt//jDPOsLugzLQPMveJ9pGLuAOEzwp8cX1GfQSIA/u5h8b8x7GUaTHsh/eqyotk2ZWRXZeLjTtA+KzAF9dn1EeAOFhttdUCb9q6664bS2nkYnBWmT5xnd3FHSB8VuCL6zPqI0AcXHPNNYE3TU2ru5Vy1rmN+9rpE9f95bgDhM8KfHF9Rn0EiCN7HXK1W265xe5WMvbIGkZhJS+uES5xBwifFfji+oz6CBBHKlOhMu2Zb96vfvUrM27cOLtrSWhxqszvzdj+5DEPBGnHPJAUUakKlWvPfAO33nrrsqxJbs8u3nnnne0uKDPN8M7cJ8xER9owEz1ltK5C5huoFnVN7EK8/fbbge9Jgbzk2bWwJkyYYHcpSNwBQi0s+OxaWMOHD7e7FIUAiUgPznVPOfNNVHv00UftrrHKVo1XOxPJmDNnTmBfqBqv69DuuAOEaryQbAU/qcabAirbvvHGGwfeSJV3//DDD+2usdpiiy0C3/OFF16wu6BMRowYEdgX+jy4ijtAsp1szJgxw+6GKsd6ICk2bNiw0B9pkyZNvHLvpXLYYYcFvt+dd95pd0GZ2COd9EDdVdwBIpxsQLerMj8DrEiYMpdffnngzVS79NJL7W6xueiiiwLfq127dnYXlEn79u0D++LMM8+0uxSsFAHCyQbsZZcPPPBAu0vRCJAYqYx706ZNA2+orkpKdban5yyZ36tRo0Z2F5SJvRbI/fffb3cpWCkCxD7ZOPvss+0uqHIdOnSI/TNAgMRM5dxV1j3zTd1www298u9xs+9pqpWrnDx+9uWXX4ZuX77//vt2t4KVIkAUaJnbPOCAA+wuqHL2YB+NII2KACkBTc7JfFPVdAuhFKVOtttuu8D36dGjh90FJfbMM88E9oFOGKIoRYBo6dLMba633nol+TwivTbbbLPAZ+D555+3uxSNACkR+yCgpppEcTv33HMD34M6R+VnVzj9+9//bncpiv3ZiSNAvv76a++PO3O7UYdwonJ8/PHHoeORhp5HRYCUiIbH2ZN2GjRoYMaPH293jaRfv36B77H22mt7wzZRHjqLt0c4RXn+IaUIENlzzz0D27399tvtLqhSvXr1Cux7lWGKAwFSQpqJrNDIfIMbN27sPMEsmwULFpjVV1898D1U+wjl8eqrrwbee42tjzqhs1QBYo8SpKhi7TjppJMC+z6OB+hCgJTYbbfdFniD1eJevVC3TDK3f/jhh9tdUCL2LcTmzZvbXYpWqgAZOnRoYLualayRg6h+mvORue/79u1rd3FCgJSYbnHogJ75Jqu5VmrNZvDgwaGdGMf9TeSng68eRme+91FvX0mpAuS7774LXRHrCgrVTRUxMve5rpLjWgCPACkDDeHdaKONAm+0Sp189NFHdlcny5cvD23/pptusrshZvboK5Xznz9/vt2taKUKELFLzmtxNFS3rl27Bvb5DjvsYHdxRoCUiW4f2HMF9tprr9huIVxyySWBbW+wwQbeGSdKZ9999w2850ceeaTdxUkpA+TGG28MbHvLLbdkOG+V023VzH1+wQUX2F2cESBlpAXsM99stY4dO9rdnOhqxh6mSbmK0hk1alRoX+pWYhxKGSCaaKpbGJnbV7l3VCcN37X395gxY+xuzgiQMlJhRXsopa5KdHUSB61DkrltPTj74Ycf7G6IQevWrQPvtUqZxHUmX8oAkf322y+w/dNOO83ugipxww03BPZ13FecBEiZ6UpBzz8y33Q9v1BJ+KhUPsO+TXbffffZ3RCRJuDZZ3VaYjgupQ4QVSvI3L5K73C7szrZlSrifuZFgCTgscceC7zpajqjjePMoE2bNoHtrr/++l6tJsTnoIMOCrzHOqvTQIa4lDpAFi5c6C0qlfk9oq6NjfQZN25c6DgzdepUu1skBEhC7Ik9anHMDNbZsX0VcsYZZ9jd4Oipp54K7TeVyY5TqQNE2rZtG/ge+++/v90FFe6ss84K7GPdPo8bAZIQzUbXrPTMN//Xv/61mThxot21aPYHR4Hy2muv2d1QJN3m2XzzzQPv7c477xzr1YeUI0C0xEDm91DjYXr1mDt3bqhCxV133WV3i4wASdCbb74ZmtilGjVRl5n86quvzO9///vAdnfbbbfYD3S1plOnTqGDrqrcxq0cAaLbpTvttFPg+xxyyCF2N1Qoje7M3Leqkadbl3EjQBJ26623hg5Kp5xyit2taA8//HBouxpGDDe6gltttdUC72fUqru5lCNARA/+7c/I66+/bndDhVHlZXugzlVXXWV3iwUBkjCdCbZq1Sr0hxx1VI+2q/vamdvUyKFBgwbZXVEPnbnZFXfXXHNN89lnn9ldY1GuAPnxxx+9K97M73XEEUfY3VBh7KG7GjBRigXthABJAdWl0SJEmTtCQys1CSgK1cCxV0dcd911zcyZM+2uyMMuVqlWyuHR5QoQeeihhwLfSycZcTyHQzK+/fZbb+Rl5j49//zz7W6xIUBSQg817bkFzZo1i1zq5D//+U9gm2p77723WbJkid0VWWiElf3+HXPMMXa3WJUzQPT5sq+uWrRoEcuQcpTf1VdfHdiXqs82Y8YMu1tsCJAUsetZqV1xxRV2t6Kdc845oe0effTR3i0M5KZQt597bLrppt4ghVIqZ4DIAw88EPp8PPLII3Y3pJwmKWskZ+Z+1GeplAiQFFGpkyZNmgR2iIbgvvTSS3bXouhqY/fddw8dJE4//XS7K/4/LQam9TLsPw7VwCq1cgeIRudplF7m99QoPj2MReXQAmGZ+7CUz+l8BEjK6LmFfeDaeOONzRdffGF3LYp2tLaTuV01DU1FkN4ruzy+WhwTPQtR7gCRsWPHhiagxrVqHUpv4MCBoc/rv/71L7tb7AiQFNLtA/vDoLOLqPel3377bfO73/0utG1C5GeqVqvSJPZ7dNFFF9ldSyaJABFVLMj8vgqUN954w+6GlNEdhq222iqw77bZZhvvjkapESApdcIJJ4QOYnGUZ9dsY3uGqppuZ9X6M5F33nkn61Xa3/72N7NixQq7e8kkFSCqmWaP4Nlxxx29kT1Ir2zPTvX8rhwIkJRatGiR2XrrrQM7Rw/IJk2aZHctmlbS0462P3QaXVSro7M0gU5DnO33RHNpyv2eJBUg8uCDD4begzgmtqI0hgwZEhq9qQEy5UKApJiqaWoYXuYOUnnmOM4IFSLZrkQ0xLfW5oloqLP93EntgAMO8GqWlVuSAaLbpAceeGDovVBlA6SL6l3ZJYtUsuTTTz+1u5YMAZJyN998c+iPuV27dnY3JxpRpA+cvX2didfCjHXNgWjfvn3o91c76qijyn7l4UsyQEQHJnti6xprrGHee+89uysSoluq9rICajoZKicCJOX0QVGRO/uD0rdvX7urEz1Yz3bfX5fFqp1VrQUYNbxRV1v2762mlR2T/L2TDhDR0HF7VBbPQ9JDnwn7c5vEsHwCpALojHCDDTYI7ChdOWjnxUHbyTZPRE3zA6qpFLxu0XTv3t2ss846od9VoamJm+V8YJ5NGgJErrvuutB79Oc//7nmB1sk7bnnngs9w1S4J7GqJAFSIQYPHhx6WKYz6LjOlHW7JtuMdTWdiWqIZ6lnYJfau+++a5o3bx76/dQUyAMGDLBfkoi0BIiCNNvzENZQT46GVet2Yub+0LNMjSBMAgFSQS6++OLQH3PcZZp1D9UuwOg3DfFUEcEffvjBflmqzZ8/31sfwR6Q4DddfWn+R1qkJUBEV7+bbLJJ6D2L+3OH+k2bNi00zFpNV9RJIUAqiA7cf/zjHwM7TFcHw4cPt7tGotnwdin4zKYDiuakfP/99/ZLU0Wz9y+//PKsI6z8D7seoif1sDyXNAWITJ48OesE1FKscIfsVI7dniyophOjJBEgFeaDDz4IHRB1QNdZdtw0dNMeJpjZ9FxG5RLmzJljvzRRCsBLL73UqwVk/8x+UxBrRcg0SluAiEbsaV2JzJ9LJy+PPvqo3RUxW7BgQahGnpomG0etThEVAVKB7DUc1I488ki7WyxUUE9rrNsjcuwPzWGHHWaeeOKJxK5KNPGyZ8+eOZ9x+E3hq5pWaX4QnMYAET0jsh/e6nPBlUjp6MrDLnSpdvDBB5elVEl9CJAK1bZt29CH6u6777a7xUbDfdu0aZM3SNT0/OS4444zPXr0KPlzBV2N6ZmMZtDbZ8d204PGCy+8MHVXS9mkNUCkV69eofdW7corr7S7IiKt49G4cePQe61A0QlTGhAgFUrLrNpF/3SQ1IG+lN5//33v0tk+E83VtFiRRu3omYlGkrkOPVYYPf/88+aOO+7wSmtoXQ77e2VrCpYOHTp4qz5WCtXeyvwd0hQg0qVLl9D7rKb9nOYru0qiv7NsgxdUJDFNJ0EESAVT/SZ7ZNH2229flvHgWrxGRdyylT2vr+mgrrMolQrRMNFTTz3Va7pV5v9//bu+vuuuu2YtuVJfU3Bdf/315vPPP7d/9FTS2eZtt92W9RbcH/7wB28IcprodmG2kwjVYWKyYTSad7XeeuuF3luNFkzT51llfuyh/5pqkDYESB56iG1/0Mo5I1XzUHRloXXDXQ70cTY9NFf4qOJwJVAI33TTTWbPPfcM/S5208qI5513nlcxNy2effbZrLcONamNsiduunbtaho0aBB6TzUqUncd0kAP7jXAJtvJIwFSYXLVxHnyySftriWn+7L9+vUz5557rtl2221DP1Mpmg5WGoqr2bnluPKKSlcS//znP83OO+8c+l0KaapTds8998Q2gTQqjc7KNsRXk90owFi4xYsXZ32uqaa1gJIanGLTwmP5TnhUQTxtCJB66J6oPdxWf9S6LZKkWbNmecM8tRhT69atvdtK9geumKZnPvpj0oTK3r17e5PcKoGWx7366qu9+9f275Sraf9lO7v32w477GCGDRtmf6tEaJ5Itvv1anpexS2t/HS1plvP9nunpueNaThZ0N+yasTZP5/ftNSEBtmkbU6VECAFUPVcu9TJvvvum4oPXyadSelBvxa80cqLarqNo7Nyv+m//a+pn/qn8YOZz6uvvurNRSkmNNVXr9FrRftOQ2Sz1e3ym6oG61ZY0hTm2cqeqOkqkZUNw3Qr6IEHHsg6X0m3LG+55Rb7JWWnv1c9S8z2M6rpmHPyySeb2bNn2y9NDQKkQBqmau9gnfmi9HQrccSIEeaCCy7wHnrb+yFX01WJlhQeP368vcmV9NxDDyuzPbRW0z1zzUhOeminRmCpAGO2od76N62xrnlF+N/qlzrBs98nNV3N6dZg0lTWqFGjRqGfz29Nmzb1BvKkHQFSIJU6savq6qCjAxvip/VEdBvpzDPPDFVLztf0/KNz585Fj6zSQSfXWb6a1vDQioJJVxNWKXh7PRG/6VarrixrlZ7TqbyOPXrSb3qeqcmDSdKqpy1atAj9bH7T8g/ah0nPgi8UAVKEqVOnhi43dUacptE7lUwhrduFGu2V79aS3VSKQvM5VGYlqv79+2eti+S3PfbYw4wZM8Z+WVnlu6WlplFFcSzPXEm0CmiuW5o60dPdgiTn0ah2nKpu57rS1XMOXS3rgX8lIUCKlG22sNZxgBudNT799NPeQ0S7Dlm+pjkdmnRXisEMCjI9K8r382hUT5LLE+sMVVdE2eY0+E0leKr9+YiCw74zkNkU+EnWZdOVtOYgZVud1G9//etfzccff2y/tCIQIA40L8P+ENx77712N+Sgs6zHH3/cG1lir7+Qq+nMTZMf9T6X66GizvQ10skeQOE3/ey6XZbkMFCtI6Mz21w/o5pW3ayU+TuFUHg+9dRTZpdddgn9rn5r2LChV6EhyasOVXfIN+ReP/8rr7xiv6yiECAONOnIvlzWRD8NuUR2esCruQs6K9bluv3HlK3pXvahhx7q1f5KcpbwuHHjci7Rq7b55pt7xS6TpBnW2QoDZrb99tvPG6KdZOBFoc+Q6rNp5Jn9u2W2v/zlL97Q2KToVrcKoNo/l9901Xj//fcnGm5xIUAc6Q9WwwEzPxhJLX2ZVjro6+CvM+BcDzbtpnBRyOhBYtpGFT322GN5R4HpAK15KUnR0GQNXbVPbuyms/N27dpVxFWJDrKqxnDsscfWe+KhkUsamp4UlYbXvKxcn3X9u0Zzpu1zHQUBEoEe3NofEo0aqmW6vaTbTLrdlG3IabamW0G6naXbWml/iKiJe9dcc03O0jL6nVX4MMnRPrrvrmUJ8t0+8ZvC5tprr/Xmx+h1aaBnULq1c9lll3mjkuyf2W4asptkcCjkunXrlnVFQ7+1atXKTJkyxX5pxSNAIsi1rrVKjtQSPcjWA+1cY++zNT2g1oNzPUCvxKs2/c52Zd/MptL7mqyW5LoSOrDp1tpOO+0U+vmyNe0TVSPQQ9+33nrL3lzJ6JmG5urcfPPN3i3LfFUCMpuGw2pYc5IUdCpKav9sftNcJI0srFYESEQ647bPPDQE9dNPP7W7VhUNmdUVWLbV3HI1vS8aoqs/qEpb+z0XzQPK9+xBa04MHDjQfllZ6QCtM3SNHCv04OzvL11Jqv6aHkgPGTLEeckAn0Yb6ZaUlg7QBE6FQLZ6X7maRjOpsnTSk+z0Puiq2f75Mn9OnVSl5aquVAiQGOgAYY+C0TDTanhIlkmT7TTqqNAzWjVNAtRtPZ0pVusfk/Zz9+7dQycSmU1n1lqHImn+6pJ6XmP/jIU2hZBufenMO9+yAfqav2yA+ue67Vdf021B3QLS1VTSZXd0i1VzSnI9j9HPqordSQ76KCcCJCYqs2F/mHRvudLp1oImOGVbvS1X04NmvR86O0965nY56SGqFtjK9RBVgy5U3TgtD1F1NXDDDTeYli1b5jwgJtUUUhp8ceutt5Zt2HY+uopT8dJchS3VNIFz4sSJ9kurGgESE50Z2fdCNXehEka62FyLFeqhp1+ssJZpOWBVSLbfI79pGGe3br3qrlzSE656DjV06FBzxRVXeCXF7SvqUjf9rTRr1sw7WRk+fHjiVxqZdLtMP5v9M/tNNa1U26oWESAx0igLe2KclofVZK800y0YXS2cf/75eYep2k0PCHU5n+TQ1TTTM4Ptttsu9L6tumoD89vfbl13xtquLnDTuTiU5jrpQK55F3EtGeC3zKUDNB9CJ1lJF6vMZt68L0y7dufkDFP9rauabqXOq4kDARIzzXuwP2jHHHOM3S1xeh6hM07NYi6mWKFmz6osfLHFCmuV3ufbb7898KB49dU3NOuss2ddWB9jGjduX3cgfcbMmpW+A2g2/pIBOuEodNmAF1980euv11XCwXbp0uXm3nsH1AXm4WbNNbeqC/zwLUmtJfLZZ5/ZL605BEgJZBveqTO5pGnkk1YXVHmOYooV6paGDghpWBujUs2fP98bTPDrX69lGjbc3my44SF1B6h2ZscdrzVNmnQ3++zTq+6gNc589111DjSoFC+//HHd1VZ3L9gV8Ous06Run/18gqW/BW7T/owAKQE9TLVr/euhYBJn7bq3rXkpOmPKVxzQbhpFpvkA1T4cudwmT37PHHXUuWbTTY81227bwey22x1egPitVavedSE/zVRINe+q8eGHX5mzzhq0cj/suON1XsAr6Bs23LYuTLbwJmdWSpn1ciFASkRnKXapEw1/Lccl/DfffOPN6laVT/uZTK7mFyvs2rWrt4wvSmvw4Al1YXFPIDwy28knP1MXNsnNZq8VCxYsqbu6Hm322qtH4P3fffc7vYDfcsvjzfXXd637m0p3hYSkECAlpCGS9oFak6dKQQ/qVazwiCOOKHhIpoabany95gVovQKU19KlP5pevSaa/fZ7MBQgfrvmmuHm889Z9zxuy5evMH36vFN30vRw6D33W/v2T5qZM/m7yIcAKSHNgdAYe/vArUWL4qB6S5rAVkyxQk3m0lrferipW21IngLi2mtfMXvuGT6IqSlgevac6AUOohs79jPTps2ToffZb8ce+5QZNy75uSeVgAApMZWVthf90QNs1xEc2t4999zjBVMxxQr1YL9Pnz6pL1ZYy3TL6h//eDZ0QPPbkUf2McOGVebCQ2kwc+ZCc+GFL4TeV78deOAj5skn30vV/Jy0I0DKYMCAAaGDumatFlrqRHV3NCO3mGKFKtl90kkneVc75XjugnjoGe2gQdPMYYf1Dh3g/Hbmmc+ZadNYRrlQixcvNXfcocmAPUPvpVrTpj3NLbe8ahYtqo76bOVEgJTJeeedFzrIa7x8LtOmTTM33nijtySn/bpcbd111/VqEGkltGopVlirNJy3a9dx3vBe+4Cnpoe+N944ynz9dXpmbKfNihU/mWeemWoOOeTR0Pvnt3PPfd58/HE6SstUIgKkTFSawV6CUyOfRo8evbKPVjQstljhhhtu6BWwU7FCLSiE6jJ79iJz2WVDQwc+v7Vs+bDp3Xuy91AYP5s4ca45/vinQ++X344+uq8ZOXKG/TIUiQApI1VjtctpKwBUgK+YYoUqj6KifCoBUUvFCmvZm2/OMccd1y90IPTbX/7yHzNmzEz7ZTVn7tzF5sorXwq9P35r0eJh88gjb5lly/i7iQMBUmZactQOhEKa6gd17NjRjB071t4kaoRuyfTr97456KDct2Tatx9iZsyovdF133+/3HTrNj7vLb/rrx9pvvyy8hYvSzMCJAGa4GcHRLamJUm1fGqtlYhGfnrY26XL2JwPhfXvt9/+mvnmm+RWQyynwYM/NK1bPx56H/x22mkD667+mc9RCgRIArQehH0ry28qCa8Kn++9l84qrUiPTz5ZYM4/f3DogOm3gw9+1PTvP8W7cqlGCoV27QaEfm+//elPfcwLL1C/rZQIkIRoToYeois0VA2XYoVwNWrUp94zEPsA6re2bfuZCROqpzzN/PnfmX/+c0TOiZf77vugeeCB8WbJEgaVlBoBkiA9AGdiH+Kgh8KPPvq2NyrLPqD6rWPHYWbOnG/sl1YM/Y4PPfSW2X//h0K/m9+uuupl70E6yoMAAarIV199b264YVSoOKDf9JD5vvverLiy8a+8MsMbemv/Pn474YT+ZtKkefbLUGIECFCFpk6db844Y2DoQOu3ww/vbZ5/vvCy8fbr1TTiq1j2NuozffpX5pxzfi6zbrdDD33MPPvs1Kp9zpN2BAhQxYYOnW6OOKJP6MDrt1NOeda8++7n9stC7Nf5TYUJi2G/PhcVjlR5EZUZsV+jtvfePc1dd73ulSlBcggQoMr98MNy0737BNO8efay8XoYrdLm+div8Zsq1xZz9m+/Ppc773w91NdvF1/8glcYEckjQIAa8d//LjadOg0PHZDVVDI+H7t/ZtPkxkLZr80l2/BklWB/7bVZdlckiAABaszbb88zJ53UP3Bw1pyJfOyDeWZTscJCbyXZr81lyJCPVvZRmfUnnniXMuspRIAANUi3nQYO/MAbvXTiifWPYLIP/PYqinoeUQh7O/looqCe4VBmPb0IEAD1sg/8PXpMDPy3HmqrcnB97O2gshEgAOplH/g1y9uuP6WJivWxt4PKRoAAqFe2A79WTrT/vdhbYahsBAiAemU78GsSop6fZP77ySc/k3dyYrbtoHIRIADqlevAryKN9tc0wz0Xuy8qGwECoF75DvwdOrwY+JqejeSqhJtvO6g8BAiAeuU78GtWuL24lWa+Z5NvO6g8BAiAetV34NcKiZlfV9mUL74ILx9b33ZQWQgQAPWq78CvyX6aMZ7Zp3PnEXa3ereDykKAAKhXIQf+xx+fHOijIo1TpswP9ClkO6gcBAiAehVy4NeKgfaiT2ee+VygTyHbQeUgQADUq9AD//Dhn4T66t989tdQ2QgQAPUq5sB/+unBlRB1VaKrEylmO0g/AgRAvYo58KuKrp5/ZPZ/7LHJ3teK2Q7SjwABUK9iD/xXXx1cuKply4fNggVLit4O0o0AAVCvYg/88+YtNvvs0yvwmptvHlP0dpBuBAiAerkc+Lt2HRd4TdOmwdnqhW4H6UWAAKiXy4H/u++WmUMPfSz02mK3g/QiQADUy/XA37//lNBrXbaDdCJAANTL9cCvtdePPfap0OuL3Q7SiQABUK8oB/6xYz8Lvd5lO0gfAgRAvaIe+C+4YHBoGy7bQboQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADAyf8DFn/FaqyC2kYAAAAASUVORK5CYII=)
PN: 3H32-5-1J
CAS: 357263-48-0
Molecule Weight: 152.58
Formula: C7H5ClN2
PN: 3H32-5-WD
CAS: 28252-81-5
Molecule Weight: 199.03
Formula: C8H4Cl2N2
TSCA: Not listed on TSCA inventory
