![3-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid monohydrochloride monohydrate](data:image/png;base64,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)
| Product Number | 4H58-5-AD |
| Synonyms | 2-Carboxy-3-chloroimidazo[1,2-a]pyridine monohydrochloride monohydrate |
| CAS | 2022965-72-4 |
| MDL Number | MFCD27995551 |
| Molecular Formula | C8H8Cl2N2O3 |
| Molecular Weight | 251.06 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
![3-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABs3AAAbNwEWtwUgAAACJnpUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnRafPIE4RtBgwoN2AtQP2Nii2khqwpcJ2c/z7Uc6xuOkc2IIokR9pkbRmd7u6go1p2tLZjAjKCRibu6K064z8evk6ScjdfJajERraNiOvXfc2ZWy73dL81dR65yzNXU0O+umuLQc2W0Vds2aSc8F+Pz0+98yktG2nbW6Qastp228+ulx3/Vf8JwSrdbMpLTuYs7rZHLz9kdy/nO7agvw7yz3qFojCqqwMrFxT6w42klN8+RdYG2sa3ZkClnvcVjTAs89nTw8uf6+N7VD0HspcV89d857jRu0qk7+jMxS+PWSkFgjoztWLptF78JLf1gK0BK1AB6BD0BHoGHQCOgUtOA7UCzQQCnNdGR/sZf9mMvID7sGP7zhOTy9XmCeZkQmWJ0kjmHCqhJ+Pa0Gl5AFIKmQYgaJhyiUENJUqhYjKMI5O03HzaHIEBI2CNCaw9yEkjVQUeteKywQwVYqn5yVG5mGU+jlUvVqqWJ6XSPP4MCfBcB0GSQwTzLFQCrPGzmmbz5bOFhcilEVGloL0+fxpVq08ppSAawrTYJd6B970EpBDwBfgDMjPAHUFBOMRgiHgi3sGFp8B4RDwrTAOREPAN844EA8B32bjQDIEfFOOA+kQ6Ft4nPD6Qen6lr/BiKuT30Q+FPzwV91g1FUJbyIfqn76ca8bhV30MTtdFSheXSPs4o5heLPO/wKKHJ8PV9M47wAAPwhJREFUeF7t3Qe4FNXBxnHUWGIviCKogBF7w45SbNgwQbGLXTEiaGzBgg2xRNQvFlQQRKqiIgoBRERAsFAUO8WKFEFEwYYo5nz7zs3Mzp7dveye3bnb/r/vmeeLzNl29u68M3NaLQMAgINa9j8AAJAJAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAFQ1n777Tdz9913m8mTJ9u7kKPSC5Dffzdm4EBjTj3VmEaNjNlgg6pN//uUU4zp319/MfajAFSg8ePHm7p165patWp529///nfz/fff28XgqLQC5LXXjNlpp9i7rlX91rhxVVkAFemLL74wJ598chAc4a127drm0UcfNatWrbIfhiyVToA8/7wx665bFRBrrmlM+/bGvPmmMcuXG/PDD8ZMnWpMhw5V+1RGZYcNs58FQBn76aefTJcuXcx6662XEBqbb765+dOf/pTwb3vuuad3hQJ3pREgM2cas/768WAYPdouETd2rIn99VSV1a2tWbPsEgDKUP/+/U29evUSQmLTTTc1999/v9cOMnv2bHP88ccn7NfWtm1b8/nnn9tPhwyURoC0aBG/PfXww/beZLHL06B8y5b2XlSQffftGWz77dczdj6xxC6SIFwepWHKlCnmoIMOSgiFtdZay7Rv394sWZL8fb/00ktm5513Tii/buzE9MYbbzQ//vijXRzVKP4AmTYtsW3jjz/sEslUJtxWoudARQoHgrYOHUbaRRIQIKVj4cKF5pxzzjFrrLFGQhi0jJ00vvvuu3bxBL///rv597//bTbbbLOEx26zzTamX79+5r///a/9EKRQ/AHSuXM8CLp1s/emp7L+4667zt6LCmEHiLYpU+bbxQIESPH79ddfzR133GE23HDDhIN/gwYNzLPPPmsXr5auUNQzS1cs4ec68MADzVtvvWUXh6X4A+SQQ+JBMGGCvTc9lfUf16yZvRcVwg4Pbe3aDTXpTjAJkOI2dOhQ06hRo4SDvYLk9ttv94LF1XvvvWcOO+ywhOfVlc3ZZ59tFixYYBfH/xR/gMQuKYMgWLzY3pveokXxx9WrZ+9FhQgHQtOmfYL/PWbMp3ZRDwFSnN5///20B/j589NfUWbrueeeMw0bNkwKqG7duuUUUOWq+APE71GlLZsvUGX9x/35z/ZeVIhwIPz7328G/7tNm6fM778nt6cRIMXl22+/TXuL6U1144+AgkKBYd8iU7AoYBBHgKCshQNh2bIVpnnzvsF/DxnyoV2cACkSxdDIrVtX6RrpdcsLpRAgdetyCwvO7EDo1evt4L+POqq/+eWX36stj5qXrpvtDTfcUJButmpMT9VN+JJLLknZTbiSFH+A5KMR/dBD7b2oEHYg/Pzzb+bII/sF/6ZAqa48as6cOXNM69atEw7U2k466aSCD/TTFY8GKuoKKPzeNFDx//7v/7yBipWo+APEtRvvHXfEH0c33oqVKhAGDXo/+LdmzZ4w3323otryiNayZcvMNddcY9ZZZ52Eg/Mee+xhXn31Vbt4QekKSAMOdUUUfq+6Yhpd3QwZZar4A2TKlHgQaHBgJgMJdX809oUGj2MgYcVKFQgrV64yxx03KPj37t1fr7Y8ovFH7Lfcu3dvU6dOnYSDcSlMdqgrIk2BYl8tHXfccd6UKZWi+ANEdAvKDwNNU7I6PXvGy7doYe9FBUkXCMOGzQz+/aCDHjcLFvxQbXnk12uvvWb22WefhIPv2muvba644orYFeF3dvGipckYNSlj+HPoSuqqq67yrqzKXWkEyEcfVfWkUiCoV9bLL9sl4nTJ65fVBIyaiBEVK10g/PHHf82JJz4d7LvxxnHVlkd+fPnll+a0005LOnM/+uijYz/V0vyt6krpscce866cwp9pyy23NI8//rh3pVWuSiNARFMUxJLdCwZN2f73v1fd3tJU7uqZodtUHTsas9ZaVWU0a6+mgEdFqy4QNJjQ36eJFmfP/jZt+VWr/jCXXvofc8ghfcy1175sRo6c4zXIIzM///yzufnmm2Pndn9OOMjuuOOOZsSIEXbxkqSFqv7xj394V1Lhz7j33nubiRMn2sXLQukEiKhnVewPzguI6jaVKdMvDNlJFwiiprIzzxwa7O/YcWTa8rrFFd6n7eCDe5srrhhthg+fbZYvz2KMUoUZNGiQ2XbbbRMOqptssonp3r17WfZe0pXUMccck/B5tZ166qneFVg5Ka0AEf3Badnak082pmHDqttU2ho0MKZtW5a0RYJ0geCbPHluUjCkK//gg1O8Xlt2OW0HHvi4d4UydOjHZunSX+yHVqRp06bFrtgOSTiIrrnmmuaiiy4yi7MZ01WiRo4caRo3bpzw+bXQ1U033eQtfFUOSi9AgCxUFwi+Cy98MSkQ0pVXD65Jk+aaW28dbw477Mmkx2jbf/9e5uKLh5unn/4gdqAsjwNFNr7++mtz/vnne2ERPng2a9bMvPPOO3bxsqYrrPvuu8+74grXRf369c3AgQPt4iWHAEFZW10gyIwZXyeFQHXlfWoX0dTwd9zxmjeq3X68v51//gumX793g55e5WrlypXm7rvvNhtvvHHCwXL77bePhenTdvGK8s0338ROKi5OmtOradOmZqqW4y5RlRsgnTpVNbQ/8IC9B2Uk00Do1GlU0oE/G+rV9fbbC80997xujj12YNJz+dtZZw01vXu/bebOLa8uni+88ILZYYcdEg6O66+/vrntttvML79wS883Y8YM07x584R60pXaeeed5125lZrKDZDYWVLs26sKkc8+s/eiTGQaCOqBpZ5YmZZfnffeWxQ7N3nLnHDC4KQQ8bdTTnnGPPbYNDNnzlL74SXjww8/NEceeWTCAVHbmWeeaebNm2cXj8SKFSu8yQ01U+6dd97pHYw14aG2vfbay1toyt/03/4+lVN5PU6P1/PUlCFDhnhXZuE622ijjcxdd93lXcmVisoNkA4d4r22TjzR3gvkzcyZS8wjj0xLGHdib5pe/uGHp5iPPvrGfnhRWrp0qbnsssvMn/70p4SD4H777Wdefz0+sj8Kmk5k1KhR3vQnTZo0SZot13XT8+j59Lx6/qgnblRgde3a1WywwQYJ70NXcsOGDbOLF6XKDZBvvzVm883jITKuaiAZEKXPPvvOm8Dx9NOfTQoRf2vdepC57743zLRpxXdlrGnWH3roodhPZ/OEg97WW29tnnjiicimWf/hhx9Mnz59vCsHO7Qy2dRobf/b6ja9jl5Pr6vXj4qu1M4666yk1z/iiCPMBx98YBcvKpUbIPLgg/EA2WMPtYraJVBidAZfKt1ov/pqeeygO8OcffbzSSGy557dzfbbn2N23rlV7Ey/kzepYKHnhho7dqzZbbfdEg5ymrajc+fOkR1gNbX7GWeckTQAMbz95S9/iV3dnei9j759+3rTr3/xxRfeYlSp6N+1X+VUXo/T4/U89nP7m15f70PvJypvvPGG2X///RNeVyHWoUMH74qvGFV2gMTOpsyuu8ZDpEcPuwRKiG4T6eCrHlGlNkp84cIfzcCB73lditUWs8suXUy9em3MhhvGG6Y1NcaFF17oHcRqcgDep59+av72t78lHVT1b9qXb7qKefbZZ70R3PZraqtXr5630NOTTz5p5s6daz88J3o+Pa+eX69jv7Y2vS+9vyiutvScCrW6desmvKau+B6MnfDqCrCYlFeAaJWwffYx5txzM7+aGDMmHiBbbGFMCU3khjh1p9X4CwXIAQc8XjJXIal8883PsTCZFDsrvtKsv/5WSQcwbVqHQge5F198MbLGX11V6OzcnmZdVyGvvPKKXTwvBgwYEAvPXZI+r5aXVaP3uHHjIjlwp6LX0evpde3lbbXpfer9RkF1f9111yVNG79r7IT35ermAqxh5RUg6ppb639hkMmsvb4TTog/Ts+BkqL1PI4+ekBw+0dXIuVC4wc05XmrVq2SDuThg6tur6hnj+acypUOnGrPULtG+HV0Fvzwww9HchasXlD2qHX/IK0z8nx8rlzo9fU+UoWb3ndUS9zqCq9NmzZJr3lC7Jj1ySef2MVrXHkFSPhqonZtzW5ml0htzpz4RI1rr101+y9Kgk5GNR+VHx4atKcBfuVIk/VpPfC//vWv3pQY9kFFm+7V636+zoyXL19uP8VqTZ482etJFX5O3Yfv2LFjJPfhdaZ95ZVXJjWMa6p3da+tqauNTOn96H3ZU9Hr/etzRNUWpCuh3XffPeE1dULxz3/+0+l7zpfyChA5/vh4iFxxhb03vWuvjT8udraH0jB48AdBeLRs2ddrS6gEmktp8ODB5pRTTknqBupvuv2hBY50NZGuQdn31VdfeWM37OfQGA+N9YjClClTvLEZ4dfbbrvtvAN0KdD71PsNv399Hn2uKKgTRY8ePcwWW2yR8JpbbbWV11OsENPGl1+AaDWw8NXExx/bJVJTise+CO9x2oYPt0ugyGjwn2bE9QNk7Nji6/ZaEzTS+/nnnzft2rVLmkbE33SGrG6hWrciPOJZj9VocY0aD5dXjySNLo+K5ocKT3uu/632llKbZFDvV+/b/iz6fFHRgludOnVKumrbd999zaRJk+zikSq/AJGrr44HwTHH2HvT6907/jhNCV9CI0IrzS+//G5OOmlIEB633x7N9P3q7aS5inRLSI2aJ510kjc2QD1xUo1w9ruT6laTzkR//bVmp3nXKGbNAqvJDO0zVX/T1BmaTkP30bfZZpuEfQogzWcV1Who3W7RLbjwa6ouPyrx28Z6/3avMX3OKG8v6TWPOuqopO9XU8lrypSaUJ4BoqUk69SJh8F//mOXSE2XgE2axB93zz12CRSJ226bEITHyScPMStW5K9hd86cOebee+81xx57bNrbQ5luOrPXj1xTVETV0JqOGrvVW+qSSy5JahC3N4WKQmfRokX20+SNrnwUtOHXvfTSS2s8ZKOiz6HPE/58+rxRz3E1fPjwpDEs+j7nz59vF8278gwQ6dUrHgSNG2e+RoguAddYo+pxmi8rwh8U3IRXEtQtLN3KypXWr+7ZU893cNLBtbot3ViBdJvWz1Y4RX1QsanxV6viXX755UmLO6lxVmt3REk9hho1ahS8pq501GusHOlzhW8l6nNH3WNKV4z3xE54w7fSohz06CvfANHVhMaE1PpfiMR+tBk7/fT44y680N6LAtKU6C1a9A0CRGtu5EKNy9dff703kZ19sNemdRw0YE7tBM8884x59913zZIlS+yn8ejfdZWhQWbdunXzbnfZU374m3rQaFBg1AeWdA477LDgvUR9ZaTbKWro9V9PV0M1dYulUPT5wld9+vw18ZnVqcJ/zbffftvenXflGyDy2mvxq4nYgcBkugqaRrdqlUM9Tuuv18AXgdVT99zzzhsWhMeVV7qfYalf/4033phygFjDhg3Nrbfe6k11kY+eLVpESbew7G6Y2tQQqsZv9YKqSRo3UhMBooCsU6dO8Fq61fJZhcx+rc8ZvrWkeoj6hOHss88OXo8AyYdTT41fTVx8sb03vVtuiT/u0EPtvSiAHj2mBuFxzDEDzPffu43A1kyrdvdRLfSjg+qECRPs4nmlH7V60NhzOynIdAuipqYoqYkA0W268G0rNTJH2cZSjPR5w43rqo8ob18SIPmmRexjP1YvCHQ1kemSmhr5ut128RB56im7BGrQ1KkLgqlK9P/139nS9Nw62w8fuHUFoB/dbHX/rkEaYa7eWvatM12lvP/++3bxvIs6QNSmFD5w6ky8EtZBT0WfO3wlonpR/USBAInCTTfFg6B5c3tvegoN/3EKkwJPp1CpdKWhKw7/6kNXItmaOXOmN49Q+GB9wAEH1Mh96ero4KI5rcLvS1cnjz/+uF00r6IMEDXYh7vqqi2gUm5bpaPPH24TUf1EMcqeAImCDvz168fDIJveH7p95T/u1lvtvagBauvww0NtINlOVTJixIiEM311rX3ggQfy0r6RL+ohtdNOOwXvUZuCJarxGFEGyP333x88t3ojFTqki4XqIdw7S/WUbwRIVAYNigfB9ttrJJpdIrXp06tufelxsQPPHzXc2Fnp1MvKDw/1vlIvrGw8FbuKDI/Y1Wpv6klVjFLdYtMYkihWxosqQNTxIDzpY7l21XWl+vDrRvWk+sonAiQqulxs2jQeIl272iXSu+AC81vsMTNi2yR18UWNsKcq0fiPbOg2kBrH/R+UBgZGde85n/S+wwdhLTKUruuwqygCRBMJhjsnaFAdkoUHG6q+8jkBIwESJQ2W8q8mNthAa0naJVJatWiRGRG79OwWe9yZa6xh3qnh+WYqkUaWa4S5Hx4aeZ4NTXSn0bj+j+n0WPBHMQ15VLTmQ7iLsUIkn1ciUQSIZqP1n1MNxeUywjzfVC/hDgaqt3whQKJ23nnxq5Azz7T3pvXSPfeYprHHbFyratKyYrp/Xo40t5UfHprzSnNfZUpLg4a7yV500UUl+X1pDq7atWsHn0O3s/LVJpLvANFz+LcKdfVU6nNbRU31419lqt7y8R0IARI19cHeaKOqANEgw9dft0uk9FvshxvuiqfpkxGNUaPe8dYEV3joFtasWZnfvtGAvPBBV6PBSzE8fAqR8JWIGtbzIZ8Bot5E4cWgtEYFVk/15NeZ6i8fvbIIkJpw993xq5D99qtqH8mAlg/1vxxNTZDPe5eo8tVXC0zjxm1Mw4YXmF13vcUMGpT5mAgFRYsWLYLv6KCDDvKmKy91Y8aMSWgTyUcX33wGyMCBA4Pn0voYpTYle6GonsLriagec0WA1ATdm91hh3iI9O1rl0grPH3ytVqECnmjNoqmTZuaP/+5vtlii4PNuefendVZ2R133BF8Nwr4chq4ptDwP5tuz+U62DBfAaLQDi/zWiqLQRUL1Zdfd6rHXK+WCZCaosVyYpW8OLZN3nprszLDqwnduwzf6416bptK0qVLl+CPf7vtdjZLlnxnF0nrgw8+CGYiXWONNczo0aPtIiUv3MVXI9ZzmfYkXwGiiSP959Eyr8heeHlc1WcuCJAaNPPII80TsYq+Orb16dzZ3p2W5jLyvySNKEXuxo8fH3S5Ve+psWPH2kWqpdX2/O9EU5aXI/XCCg821NxZrvIVIOGDH1cfbsJXIbmGMAFSgxbHzlpPi11N7FKrav3oTz/NbJzB0qVLE1Z7U5dLuNOU6vXr1w/qUyv/ZUPLufqP1Qp7+ezuWmw02aOusPRZ1bjuOotvPgJEbTP+c+j2Sza3GxGnegvfBlS9uiJAatg/LrssqHCt+5Cphx9+OHjcbrvtVlJjDIqN6t2vywMPPDCrWzO6Z9y4cePg8f3797eLlJ3w3Fm6reUiHwESfo6+WbQjIpnqz69L1asrAqSG6ew3vOhPprdOVq1albC+w4MPPmgXQQbCQax5grKddC98+a/BdpVwFqzOAf7cXmqPc2mHyzVAtNa3P9ZG70Xrq8Cd6s//TlWvrmupEyAF8NBDDwWVrlDI9GpC6037j1MIKYyQOfUkWm+99YI6HKT5yrKkKxb/8UOHDrV3ly3d5vM/t1Y2zFauAaJxUP7jz9PgXORM9ejXqes4MwKkABQYug3lV7zOijPVpk2b4HGXXXaZvRtpaHxGeHp1l4OQRpz7j99xxx1z7gJZSnQVolmF9dnVGzDbRYpyDZCWLVsGjx83bpy9Gw5Uj36dqn5dECAFooZwv+LVQK6G8kzolosa4PU43U5Qd1KsXvv27YP6VhuGS8N3hw4dgufIJvTLRceOHYPPf++999q7q5VLgGgArd9lul69ehUV3FFSPao+Va+qX5eBygRIAYUXwdGPM1NaWc5/nLqTonrhdguFr8sfuq4at9xyy+DHlu/ZakuB6s2vxz333NPeXa1cAmTkyJHBY/M1tQqqhDtIqJ6zRYAUkBojw1cTH374oV0kJZ0p1K1bN/jihg0bZhfB/8ydO9dsttlmQV3dd999dpGMvPTSS8FzHHfccfbuihHuyJHNOie5BMg111wTPPbJJ5+0dyMHqk+/blXP2SJACiw8wZmmLclUuBueFi1iKutk6rl26KGHBvWk9Tlce01dffXVHMSMpnW7O6iHu+66y96dVi4B0qRJk+CxruNQkJrq069b1XO2CJAC09VEeO1iTaCYCR0I1Y3Uf5x+2Eh08803B/WjOs5lrqr99tuPg1jMO++8E9RDNic87dqdH7vK3sjb3n8/83a7FStWBDMG6EQJ+ad6Vf2qnlXf2SBAikC4i6KmcM90DYbXX389GCWsPt0LFy60i1Qsrfkdnqokl9H76iPvz0fWqFEje3dFUcOrPyuCemVleuV7ySVdzZZbtvC2jz7KbAYGUddr/7dx4okn2ruRB6pXv46znTSTACkC+lFq0Sj/i/jXv/5lF0nrrLPOCh7n0jW1HKlH27bbbhvUS67rRbz66qvBc5177rn27orTtm3boD4yXWP7qqsGmMaNr/K2WbMyP9EJT56Y7ZQzyEx4jE+2kysSIEVi8uTJwdWERkgvWrTILpLSvHnzzAYbbOA9TmfaWhCo0oXHyug2XzZTlaTy2GOPBc/XvXt3e3fF6dq1a1AfmbYH3XDDuGDFxzlzMuuyLt26dQtei+lLohFuT1V9Z4MAKSLhhsYLLrjA3p1W+Aet9S1cG4rLwSOPPBLUhYI40wkrqxNuQM+0jaqcPfPMM0F9XH/99fbulFwDJNzNVAM5kX/hAbLZdpMmQIqIGmf90b66mpg+fbpdJCWNst5+++2DL9Jlio5yoEGV4bXJBwwYYBdxEp58kbW3q9Yj9+tDS/hmwjVA1HPOfy11yUb+qV79OlZ9Z4MAKTK33npr8IVo3eJMhc8KNVV5pS3zqRANTw+T7ZlUdcLrby9btszeXXHUxuTXR7NmzezdKbkGSLgb9nffZb7gFzKnevXrWPWdDQKkyOhAGF63ePDgwXYRj3oZaRU8LYzkbxodHD6AhveV+3bMMccEn13zVLlMy5COX69qo9LYkkqnUfl+Xe+999727pRcA2SvvfYKXivTSUeRnfD3qfrOBgFShJ5++ungS1FvInvqavUE8vezJW7qbjtt2rSE+sqVuu7quXV7EVX8W4WZjs1wDRB/jIJeD9HJ9vv0ESBFSrcG/C/mlltuCf79m2++CaY/YUveNG2JHbi58qeN0fgHVPHXtFHdZMI1QKj7muGP7cn0+/QRIEVKX4Ya0vXF6MzXb0AMzyrboEEDb+xHeNO4EM1XdNBBByXtK9dNvdfCoXrxxRdbtZkb/wqEs+C4bM9YXQOEK5Cake336SNAipgW7vG/nNNOO82bvM4fXa0v/IsvvrAfUrE0xUY4RLIdEFUd2kASaVyNX8+0gZQ+2kDKlOZu0lgG/+ClH6v/ZXXp0sUuXvHuv//+oH423XRT8+WXX9pFnNALKxG9sMoLvbDKmEY++1+Qv2kRmErrppsJDaDUVOt+PenAn48rBsaBJNKVsF8fmtYkE64BwjiQ6DEOpIxpYkVNsBgOkHwNkCtHumoLr5Vy00032UWyFl6PgrVXEnsJ3nDDDfbulFwDhJHo0WMkepkLT5i41VZbVfRUJZkYO3Zs0AFBbUYTJkywi2SlV69eQf3fc8899u6Kc9tttwX10a9fP3t3Sq4BwlxY0WMurDI2f/78YLJEtYMMHTrULoIUwsv+amR+pmvOp6IA8p+rXbt29u6KE56sMtPJO10DhNl4o8dsvGVMByz/C2Iq8cypp9ABBxwQ1J3aMVz9+OOP3jroeh4N7KxkalNSBwXVxYYbbpjxTMeuAcJ6INFjPZAypXuTLBjlTjPx+r3YtPXo0cMukjGNq/Gf57PPPrN3V4wpU6YE9ZBNg6trgLAiYfRYkbAMqZ0jfAZ955132kWQgYEDBwZ1uN5662V9huULX+ZrfZBKpVkR/Hq499577d1puQaIsCZ6dFgTvUxpoR7/i9FI6EyXDkWy8NxhmrFXE1ZmK9wO0qJFC3t3RdBJjT8qX1fGs2bNsouklUuAhHvBZbqAFTITPs6onrNFgBQh3XMPd0V9/vnn7SLIgupTM/T69XnJJZfYRVZLB09/mVz18KrEM+FwiB588MH27mrlEiAjR44MXjfbbqaoXribtOo5WwRIEdIqb/6Xcvjhh9u74UCLc62zzjpBvbr0ZtPa6v7jb7/9dnt32QuvmNmzZ097d7VyCRBNze93YtAg2j/++MMuAgeqR9Wn6lX167IEAgFSZNRA68/ppKnJXe/ZI5nu2ft/7Jq1N9uriA8//DDo1FCnTh2nW2Glavbs2UFjtjp0ZDulSy4BIi1btgy+u3Hjxtm74UD16Nep6tcFAVJkwl3qLr30Uns3cqDbUOGFpzTvT7ZTnRx//PHB4x966CF7d9kKHygyXQc9LNcA6dOnT/D6moEZuVM9+nWq+nVBgBSR8BmBzpC//fZbuwhytGjRIrP11lsH9RxeayUTkydPDh6rNpFKmJNsxowZ3tWwPrPGfrj8Xd5++8QgQObNW27vXq3ly5cHU47rCijfa75UGtWf6lH1qXpV/bogQIqEzoT32GOP4Mt44IEH7CLIkzFjxiRMdfLaa6/ZRaoVvp3icjZeSnSffP/99w8+b6ZzX9nmzl1mrrzyJdOrl/tBJtwGw7QmuQlPX6J6dUWAFIk+jzwSfBG77rorax9E7Nprrw3qW1cS2UwVrtlo/TNytVepfaBc6UTGr6eGDRsW9IpLwe+/l1122YU54Ryp3lR/fl2qXl0RIEVgRezgdVnt2qZJ7EtYO8cvFJnRFBzhM+tsp8no1KlT8NgDDzww4yk9SomC0r9tpG3UqFF2kRq3zz77BO/nueees3cjA6o3vw5Vn7kgQIrAossvN8/EvoCbY9udrVvbuxGRTz75JLgPrO3RRx+1i6SlXkh+F0htLoOwitn333+fsIxAsUwiGZ5cMdeDX6UKh3C2kyfaCJBC0wJFa69tVsS+gOnrrGOWz5ljl0CE+vfvH/wAdLatrrqZmjhxYtC1tZxmStbt0/BCTrqlqsGYxUBtMuHbL1yFZCd89aF6zHVMDQFSaEcfHauVWlVbmZ3Florwj2D33XfPakK5rl27JgRQtg3yxUYHlHBjta7QZs6caRcrqPD8Ztttt11B22VKiepJ9eXXneoxVwRIIY0YEQ+PrbZSX0W7BGqARuCGb9dkM/5GB9zw+hia6lxtB6VIn+Wiiy4KPotGJ4/Q32iRUSNweJ16zRCA1QvPpKD6y0cnBAKkUFauNGbHHeMB0ru3XQI1aNq0aQlTnWSzdK2uWJo1a5YQIrq9VUo0qv6kk04KPoNuzQ0ePNgulhF/vIe2/fbraWbNWmIXSRAun6n33nsv6Amn74216qun+vH/vlVvqr98IEAKpXv3eHhoGuUc70Uid1qu1v8xbL755mbevHl2kbTU6LzXXnsFj9fU8aXSJqLBleH1TjRG5vHHH7eLZSwcCNo6dKh+kj6XAJErr7wyeM977703M1anoXpR/fh1pXrLFwKkEBYvNmbjjavCY401jCnx++blQpf0rVq1Cn4QzZs3z6qRUSESvhJRw/rVV19d1F18R48enTAyX+04uTZM2wGibcqU+XaxgGuA6NZjgwYNgveeza3HSqJ68etI9eUyaWI6BEghXHhh/OrjtNPsvSigr7/+2my11VbBj+K2226zi1RLt7PCbSLatDBYsQ02VK+qK664IpgcUtuWW27prYKZKzs8tLVrN9Sku+XuGiDy1ltvJdx6HDJkiF2koqk+/LpRPam+8okAqWmq5DXXrAqP9dfXHA92CRSYzsr9A6vaAiZNmmQXqZauWtQ7y79H7/94Ne1JMfQY6tevn9lmm20SQk6LZGU7O3E64UBo2rRP8L/HjPnULurJJUDk/vvvDz6HljDW3F2omsMsvKSz6infCJCa1qxZ/Oojy4n8UHN068n/YajrYzZTnfjUkF6/fv2EA7X+W7P4ZtNVOB8UamqT2W+//RLej3pa3XHHHVndqludcCD8+99vBv+7TZunzO+/J79OrgGiW49//etfg8+kW3KVvG696POHb02qfvLR68pGgNSkp5+Oh8e222pKTLsEisTKlStjB7R9gx9H27Zt7SIZUbuIpj0JX41o03oiWpQqX2f96SxZssQ8/PDDCSsy+psWK8tm4GSmwoGwbNkK07x53+C/hwxJfr1cA0Q0M0C4oVjdsherrbEC6XOHu6WrXrJdvyVTBEhN0eJDsTNZLzy0OXaRRM2ZM2dOwlQn2a7CF6axIeFZfP1Nt8r073rufJ01K5S01rVGk/sr+YW3xo0bR7pMsh0ImoHX/++jjuof+ykkThRql3el9it/zXb/wKkeZpVEnzccpKoP1UtUCJCacuut8fA45BB7L4qUDsT+D2T99dfPebyB1hNp3bp10kHd33S7TD/K7t27e2NRdIWQbq0G/bvezwsvvOCttqgFgsIHUHtTY75uY+XzdlUqdiD8/PNv5sgj+wX/Zk/pbpfPheY309Wd/5l1Jp6vYC52+pzhKw/Vg+ojSgRITdBtCjWYxyrZa0CfPt0ugSJ21llnBT8SrdmSj/YLBUPnzp29qeTtA311W7bldRDp0KFDXnpXZSpVIAwa9H7wb82aPWG++y5eh6nK50KNx+GedGoLKPeGdX2+cJuHPn/Un1lXNjvssEPwmm+++aZdJO8qM0C0YEut/119XHCBvRdFTmf64R/KZZddZhdxpobN8ePHm+uuu84bzGe3lWS7qdeYGsqvuuoq8/LLLxdkXZlUgbBy5Spz3HGDgn/v3v31asvnSmfe4asx9UYq1y6++lzh3lb63FFeeah98O677064vautJmZfqLwAmTy5arBgrIK9wYMR3o9EdKZMmRK0J6jdQreNoqBuvvohPvbYY15PsL/97W9eG4kmedQgMH/bbbfdvH/XfpXTVPQKonwOEnOVLhCGDZsZ/PtBBz1uFiyoeq/pyudKZ8jh2QG0aVBduYxY1+cIDxLUps8bZZuH/u7DJ1PadNKT7Xo6riorQHSved9941cf//qXXQIlRGdd/o9miy22MPPnpx9dXcnSBcIff/w3dqB5Oth3443jqi2fD7p6DHfx1aZG5lzbsgpN7z/cWK5NnzNde1mudMv1iCOOSHg9bbq9m82UP7mqrADp0yceHn/5S9UEiihZanw+6qijgh+PrgCibpAuJgqA6dMXmPvue8M89NAU77ZUKtUFggYT+vs00eLs2d9WWz5f7rvvvoQeafrfaoMqhoGd2dD71fu2P4s+XxSWLl3q3bK1b63qNunrr8dvQ9aUygkQ3UrYeut4gLz4ol0CJWjhwoUJvXw0lqOcaeDfW2/Ni33OiV4X3PDBfvjw2XZxT3WBoLFsZ545NNjfsePIasvnk25DhufO0qZeb7nO/VVT9D7D63lo0+fR58o3tZ1pwKsmFQ2/nhrqn3jiiUgGJWaicgJEaxT44RE7a0X5GDlyZDDVic7MCnEmFiVdWUyc+KW55Zbx5rDDnkw4wPvbIYf08a4eUlldIEyePDfp+aorn09qI9JstPYZtZZ51QG6UAfGdPR+9L7Cy9D6f3f6HFG0eY0dO9ZbhTL8epqKR1c+UbxeNiojQNQDYt11q8Ij9kWbCEb7orDCU4nrLFAjzkvZihW/m1de+cxrl1A3W/vAru3AAx/3pmZXY3i4G64tk0C48MIXk57fLv/TTytNjx5TvddbtSq/twq1HkZ4USp/0zKvffv2NT8XeJYIvb7eR3j5Xn/T+87Xeh5h6rlltxdpU0eNTz9NPY9ZTauMALniivjVR8eO9l6UAXVlbNKkSfAjO+WUU+wiRU8D/EaN+sRce+3L3hWFfTDXdvDBvWNh+ZIZMWK2Wb48s95L6QIhbMaMr5Neyy7/2GPTgn8/+eQh3q20fBswYEDKg/SGG27oDcwcN25cjV2V6HX0enpdvb79nvQ+9X7zTQ3vuroIz2qsTT39XnnlFbt4QVVGgGh1QYWH5rtautTeizKhKdrDP/RcFmGqKQoBtV1cccVoLxzsA7g2hck//znWjB79iRcy2UoXCLZOnUYlvXbYSy99krRfYfbVV/ntaaQD97PPPpvUq8nf6tWrZ8455xxvVoK5eZ49W8+n59Xz63Xs19am96X3l+8g0/OpPSM8AFGb2j00f1ohxhCtTmUEiOiSr8R6eCB7+gH6PzxNdfLxxx/bRQpu6dJfzNChH5tLL/2PdxvKPihr022rLl3Gxc6APze//prbgSNdINjUhqKeWNWVnzp1gTn11GcTymgMyQMPvOXd4sq3l156yZxxxhnewlr2gdzfNF2Ixj3orF23mbTGxhdffGG+/TZ1m5D+XftVTuX1OD0+PO2Iven19T70fqKgKXXsmZnVrtKxY0ev51WxqpwAQcXQD93/EWogVzEMVFu8+Cfz9NMfmIsvHm72379XUmBoUwP5rbeON5MmzU3bJbcYqPvwM898ZA4/PD6fljb1CnvxxVne/nxTY3GfPn28rtp2g3smmz2NfyabXkevp9eNqrFaE22eeeaZSa995JFHlsTYGAIEZUf3kMPTZmj69kL46qtvYme4b5nzz38hKSzCB91u3SZ6S8zmu2E6arr9ds89r5sDDki8itJqh2pTiYpWbxw1apS55pprvHav8CqOuWx6Hj2fnlfPr9eJyi+//BI7WbjVu0oOvwddBb1YQkMMCBCUJd2eCE91Mnz4cLtIJNQO061bN9O06XGmbt3WZuedr08KjWOPHegdeN9+e2EkZ+s17fPPv/d6g9mf84Ybxpmvv47uIOzTZJrqBaXutXfeeafX6K0rB226Ag1POaP/9vepnMrrcXp8PiblzMRTTz2VNH5Ec2dpZgV1BiklBAjKlg4O/g+0du3aZsGCBXaRvNDB55ZbbvF6yfivt/bam8Zes5nZYYcOsbPaR80JJwz2VgN8773yXQ9DY1XCU6NoUweAnj2n59yOUw40vXqzZs0SgmPNNdeMXaGeX7LrpBAgKFua1iQ8X9Bhhx2Wt6lOpk6d6q2pnr7hdY3YAfQE0737M+bjj0vz4ODit9/+MP36vZuw6qG2448f5PXiqkRakfDCCy/0wiL8N6LxI9OmTbOLl5SaC5Ba/xuHoS0T2ZRX97aBA4059VRjGjUyZoMNqjb9b40H6N9ff9n2o1ABdNWx5ZZbBj9arTfuatKkSd607Ntvv32KwKjatD6J7m1HsTRtKVFPs9tum5DUYUADFj/+eIldvCz9FjvmaCGyTTbZJOFvRGvIDBo0yC5ekjI4OudJNoEgmZZ/7TVjdtopsXyqrXHjqrKoOCNGjAgaWtUukulCO6tWrTKvvvqqtwDUNtts4z0+1bb//vt7t8uiXPOhVCks7FHuChWFi0KmXOlvzl73Xl2Bdauz0KPq82k1R+c8Ch/MM5FJea0j7U9RopUF27c3RgcHTaGsbndTp5rYr79qn8qo7LBh9rOgAlx++eXBD7lhw4Zm2bJldhGPzhrHjBnj3XIIX7mEN4XRoYce6s24+uWXX9pPgRR0+0q3scJBottcut2l217lQuOOWrVqlfQ3c/rpp+d90GMxqObonGeZBELY6srPnBlfllbBMHq0XSJu7Fhj1luvqqxubc2aZZdAmdNYkPDI5tNOOy3Yp9436jp57rnnmk033TTpx69NKwuqDUUjgqNqjC93akhXg7o9TUubNk95DfCl7LvvvvNOUsLTumtTt+DXyvjOR5qjcwRWFwi21ZVv0SK+P/ajXq1HH42Xb9nS3osKMDN20rFB7ATC/3Fr9TgNOkw1z5E2zUWks8nevXubb775xn46OFq06Eevi284RJo0eSQW4D3M7NmlFSS6zfnII494C5qF/3a0xID+bvLVaaNYpTk6R8A/eGvLRHXl1XPB36e2jUy+JJUJt5WUeO8HuNGP2g6K8LZe7EpVM6BqPqRSn9G32GmwoQYdKkB23fVmU7/+yWbzzfc0nTpd7p3RFzu1j6nThH3SoYGIUa1EWGxSHJ0j4h+4tWWiuvKdO8f3detm701PZf3HXXedvRcVIrwAlTaNBtbsvYMHD4509DGSaSDlsGEfmgMOuMbUrn1o7ABcdSavM/oePXp4Z/jF5rPPPjMnnXRSwt+QttatW5s5c+bYxctaiqNzRKoLhFSqK3/IIfF9EybYe9NTWf9xzZrZe1EBNONpeLbTXr16edNKoLB++OFn06XLv5KmMN999929KdWLgU4ubrjhBrPuuusmvEdN666OF5UoxdE5IuFAyHazbbNNfN/ixfbe9DTa039cvXr2XlQArVbo//A1nQWKi7pCn3DCCcF35G9t2rQp2CJKOunQLc26desmvKfNNtvMPPDAA0U5zXpNSXF0jkg4ELLdbH6PKm3ZzLSqsv7j/vxney8qgAYC+gcArTGN4vTyyy8nLeOqM//rrrsusplxU9GYoQMOOCDhfWiWXnXASDddfCVJcXSOSHWBkEp15QkQONKEejoIaFqJ+fPn27tRRHRm/+CDD3oLKoUP4LoS0Doe+V7QKUx/G+3atUua6ffwww8377//vl28YqU4OkekukBIpbrysT+gYB+3sJAhzTvkHwiaNm1q70aR0oJKmg3AXgdEMwC88cYbdvGcaEzQ7bffntDdW5uWB3heA5eRIMXROSLVBUIq1ZXPRyP6oYfae1HmNPmhf0DQKHKUlg8++CBhckx/O+uss8y8ebmvz/7MM88EV6j+ttFGG3nzpxXDomTFKMXROSLVBUIq1ZV37carifT8x9GNt+I0btzYOyjotoSWNEVpGjZsmNlhhx0SDvS6YujatavTmh7vvvuuadGiRcLz6W9EMxMsXLjQLo6QFEfniFQXCKlUV37KlPg+DQ7MZCCh7pfuvHP8cQwkrCi6b+0fHPbdd197N0qMFl666667vCuE8IFfVxBDhgyxi6e0ZMkS0759e2+amvBzHHzwwbFDzBS7OFJIcXSOSHWBkMrqyusWlL9f05SsTs+e8fKaBgUVRbOg+gcIzZyL8vD11197Kwvaa200b97czJgxwy7u0YSZ999/f9K8Z/Xq1TMDBgywi6MaaY7OEVhdINhWV14LzqsnlfarV9bLL9sl4l59NV5WEzBqIkZUFA1I8w8UWnYW5UULfKljRDgQdGVx8cUXJ8xjprXOd9ppp4Rymr6mS5cu5qeffgo9IzKR5ugcgdUFgi2T8s8+a8w661SV0ZTtf/971e0t9RPXlBS6TdWxo4n9JVWV0ay99KSoOLNmzQoOFpq7COVr4MCBpn79+gkBoQWdOnfubI455piEf9emKWxoD3NXzdE5zzIJhLBMy6tn1Y47JpZPtanMxIn2o1EB1IvGP2BotUCUN11J3HTTTd6VhR0Y/rbXXnvFDh0T7IciS6s5OudR+GCeiWzKa7laLVt78snGNGxYdZtKW4MGxrRty5K2FU6N5v6BQ11BURm02Nepp56aEBwalNizZ8+inKSxFGVwdAZK1+effx6MJlY3XlSep556yptAs1mzZkzRn2cECMravffeG5x9aiAhgPwhQFDW1KffD5Dp06fbuwHkgABB2dKEeP7tq4ZqGwOQVwQIypZmcvWvPq6++mp7N4AcESAoW+H5jfI9aysAAgRlavHixcEcR5qiIsq1I4BKRYCgLKmvv3/10alTJ3s3gDwgQFCWWrVqFQTI+PHj7d0A8oAAQdlZumypWbvu2qbWn2qZOnXqMOoYiAgBgrLTd3xfU6tV7Opj/1qm/U3t7d0A8oQAQdlp/WxrU6tzLEAuqWXGvDfG3g0gTwgQlJXlK5ebdXuva2r1rGU2f3Jz89sfTKIJRIUAQVkZ/MlgLzy0nTf+PHs3gDwiQFBW2r7cNgiQEXNH2LsB5BEBgrLx8+8/m/X7rO+Fx8Z9Nza/rvrVLgIgjwgQlI3nPn8uuPo4Y9wZ9m4AeUaAoGwoNPwAUZgAiBYBgrKg21W6baXw0G0s3c4CEC0CBGVBDeb+1Yca0gFEjwBBWVCXXT9A1JUXQPQIEJQ8DRbUoEGFhwYRajAhgOgRICh5Y+aNCa4+Wo9ube8GEBECBCWv/WvtgwDpO7uvvRtARAgQlLRV/11l6vSv44XH2o+vbZb+utQuAiAiBAhK2vgF44Orj1YjW9m7AUSIAEFJ6zi5YxAgPT/uae8GECECBCXrv7H/qzewnhcea/Vayyz+ZbFdBECECBCUrDcWvRFcfbQc0dLeDSBiBAhK1tVvXh0EyIMfPGjvBhAxAgQlq+Hghl54rNFzDTP/p/n2bgARI0BQkqYvmR5cfRz8wsH2bgA1gABBSbrjnTuCALn3vXvt3QBqAAGCkvSfuf/xel5pDqyFPy+0dwOoAQQISpbaPb779Tv7nwHUEAIEAOCEAAEAOCFAAABOCBAAgBMCBADghABByfPHg2gDUHP4xaFoTP56sje/1b5D9zVbD9jaWyBqk76bmJ2H7GzOG3+eGfbFMG8BKRsBAhQGvzgU3KfLPzVH/OeIhCBItzUY3MC8+OWLCY8nQIDC4BeHgtJVh0aT+wFw6IuHmv5z+psvfvjC/PL7L95AQc17dcPUG4Kla+2gIECAwuAXh4KZ++NcU7tfbe/Av2avNU2Pj3rYRRIoTM4Zf05SUBAgQGHwi0PBHDf6uODA3+2dbvbutK6fcn3CfxMgQGHwi0NBvPvtu8FBX+0aqRrHM0WAAIXBLw4FcePUG4ODfte3u9q7s0KAAIXBLw4F0ezFZsFBf8LCCfburBAgQGHwi0NB1BtYLzjoL/plkb07KwQIUBj84lAQ6/VeLzjo/7rqV3t3VggQoDD4xaEgCBCg9PGLQ0FwCwsoffziUBA0ogOlj18cCoJuvEDp4xeHgpjx7YzgoN/oqUYMJARKEL84FMyxo44NDvx3zbjL3p2WJlYMI0CAwuAXh4L58scvg5l41+q1lnns48fsIgm+X/m9OXf8uUlBQYAAhcEvDgU1ceFEs9mTmwUB0Hx4czPwk4FeuKxYtcILjbeXvG1umnaTt8hUqqAgQIDC4BeHgpuzbI5pOaJlQhCk29ReMvzL4QmPJ0CAwuAXh6Ix6etJ5so3rjRNhjbxFo/SkrYb993Y7DJkF29JWwVHqsZ2AgQoDH5xAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACf/DyJ1w7IA7R/ZAAAAAElFTkSuQmCC)
PN: 4H21-5-X3
CAS: 1000017-94-6
Molecule Weight: 196.59
Formula: C8H5ClN2O2
PN: 4H58-5-AD
CAS: 2022965-72-4
Molecule Weight: 251.06
Formula: C8H8Cl2N2O3
![2-Chloroimidazo[1,2-a]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-4P
CAS: 522604-25-7
Molecule Weight: 196.59
Formula: C8H5ClN2O2
![Ethyl 3-chloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-Z0
CAS: 1000017-95-7
Molecule Weight: 224.64
Formula: C10H9ClN2O2
![3,5-Dichloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-5-6W
CAS: 1980053-45-9
Molecule Weight: 249.05
Formula: C8H6Cl2N2O3
![3,6-Dichloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-2B
CAS: 923249-11-0
Molecule Weight: 231.03
Formula: C8H4Cl2N2O2
![3,5-Dichloroimidazo[1,2-a]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-3U
CAS: 1227954-34-8
Molecule Weight: 231.03
Formula: C8H4Cl2N2O2
![Ethyl 3,6-dichloroimidazo[1,2-a]pyridine-2-carboxylate](data:image/png;base64,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)
PN: 4H23-5-1Z
CAS: 478040-91-4
Molecule Weight: 259.09
Formula: C10H8Cl2N2O2
TSCA: Not listed on TSCA inventory