![6-Chloroimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
| Product Number | 4H56-5-K9 |
| Synonyms | 6-Chloroimidazo[1,2-a]pyridine-2-carboxylic acid hydrazide |
| CAS | 119448-28-1 |
| MDL Number | MFCD06797385 |
| Molecular Formula | C8H7ClN4O |
| Molecular Weight | 210.62 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H56-5-K9
CAS: 119448-28-1
Molecule Weight: 210.62
Formula: C8H7ClN4O
![6-Chloroimidazo[1,2-a]pyridine-3-carbohydrazide](data:image/png;base64,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)
PN: 4H48-5-CP
CAS: 900018-73-7
Molecule Weight: 210.62
Formula: C8H7ClN4O
![7-Chloroimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H48-5-7S
CAS: 1215727-61-9
Molecule Weight: 210.62
Formula: C8H7ClN4O
![8-Bromo-6-chloroimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H39-D-02
CAS: 1031927-18-0
Molecule Weight: 289.52
Formula: C8H6BrClN4O
![Imidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H39-1-52
CAS: 119448-27-0
Molecule Weight: 176.179
Formula: C8H8N4O
![3,6-Dichloroimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABPcAAAT3AHqQtuZAAACRnpUWHRtb2xTb3VyY2UAAHichZRta9swEID/yqHPi179GuKU0DIYtB2sHezbUGwlNdhWsd28/PudHCeNk87BNifp7tHJd6eb3e3KAjambnJbJURQTsBUqc3yap2Q36/fJxG5m89SNELDqknIW9u+Txnbbrc0fTOl3tmKprYkB/101+QDm62itl4zyblgf54eXzpmkldNq6vUINXk06ZbfLSpbrtT/McFK3W9ySt2MGdlvTns9ldy93K6azLy+S/3qFsgCqu8MLCydalb2EhO8eXfYG0qU+vWZLDc47KiHv77fPb0YNOP0lQtDt0OeaqLl7b+SHGhtIVJP3AzHPx4SEgpENCtLRd1rffgRm5ZC9AStALtgfZBB6BD0BHoGLTg+KFeoIFAC4EmwseYF8Y5fd2/m4Q8wzPcw0/8nOyf4jgtMGgyIRNJAxkHMMGcRU5yqsTZXFApuQeSCukHoKgfcwkejaWKIaDSD4OjCFGHZ+l1vWXPCRp4cUhgjx4xbIrH0Av0o7iMwJ1DBf7nHPV+EDvpK5xjvFUoT1M05+FBRt5QHtd9LwphgukQSmGA2SnC89nSVtnZEPIsIUtButD/MqtG9tEnYOvM1FjQbgNneg7IIeByNQ6oIeAyewLkV4B3BfjjHvwh4KrmBCy+AoIh4GpsHAiHgKvIcSAaAq5+x4F4CHTVPk44/SB13e0Yj5S4TLdj5A0/Fxk/3L4bjLoK2E3kIu2HC36Duc78TeQi98cech01dnZf2LF74fCqs7Gztsew2c//AarFxmAPnPHfAAAwdklEQVR4Xu3dCZgU1dn2cUzAXVyiggvuvkk0Gg3qa0QSiSJuoIgKmOAnaoz7G4PRaILgEvcY0BAXFkEcEYSIKIiKOy6AbC4oIiqgkU0BBVFczjf3meu00zXT091P90xXTf9/XnUBfaq7q9ruuqvqbE0cAAAGTaIPAACQCwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBECD+/bbb90dd9zh5s+fHy1CghQtQFq3vssvmWQrr014zvHHj3DffPNttNj0mqVg3Y9MjwfZyoE4ev75592ee+7pmjRp4jbYYAPXr18/9/XXX0dXQwIkIkC0jB37VrTY9JqlYN2PTI8H2cqBOFmwYIHr2rWrDw4tTZs2Tf39Jz/5iZs4cWL0KYi5xARIx473V56lpJ+9W16zFKz7kenxIFs5EAdr1qxxffr0cRtttJEPi2bNmrkLL7zQffLJJ27o0KFu++23TwXJscce6+bOnRt9CcRUIgLk5JNH+T/HjJlTa3ncWfcj0+NBtnJkFz7DfG8vIjcVFRWuVatWqYBo3769mzMn/fv/+eefuyuuuMLfztI666+/vuvVq5dbuXJl2nqIn0QEyOOPv+v/POaYCvfVV9/UKI87635kejzIVo7swmeoJZ/bi6jbtGnTXJs2bVLBoTqPcePGRVdLowr1E088MfWcbbbZxg0cONBXuCOeEhEg3377nTvppJH+7yNHvlGjPO6s+5Hp8SBbObILn6GWfG4vonaLFy92PXv2dD/4wQ98CDRv3tzddNNNlSdMX0VXzejpp592++yzTypI9t9/f/fcc89FV0MMFD1Asi35qP6ciRPn+b8fddTw1Nl7ba/57rufuL59nynZ8sgjc9O2Ryz7Uf3xbAvswmeY7+1FpFNA3HDDDT4wdNBXgJx55pluyZIl0VVz8s033/hmvj/60Y9SQXLKKae4Dz74ILoqSigxAaKz9y5dqs7eKypeq1Ee/Pvf02q8Z0MuusKICmWS635UfzzbArvwGeZ7exHfGzt2rNtjjz1SB/pDDz3UTZ8+PbqayaeffuouuugiX/Gu11ZF/JVXXukr5lF6RQ+QTLKV1yb6nAkTqs7e27e/161d+3WNclm9+iv36KNz/ZVAKZb58z9N2x6Jbmcu+yGZHg+ylSO78Bnme3sRzr3xxhvuiCOOSAXHTjvt5EaMGBFdrSjeeustd+SRR6bea8cdd3T33XdfdDU0sEQFiH7knTs/4B8bNmxWjfK4im5nrvuR6fEgWzmyq/4Z5nN7sZyp+e0FF1yQ6sex8cYbu759+7ovvvgiumrRPfLII6lOiFoOOeQQX2GP0ihZgEyb9lHll3C8+9Wv7vG3Df7xj5cqv4DpvVGjz5Hx49/xjx1++LBay+Ootu3MZT8yPR5kK0d21T/DfG4vliP1Fv/Xv/7lttpqq9QBvHv37m7hwoXRVevVunXr3M033+w233zzVH3L6aef7j7++OPoqqhnJQuQs8562D333AduxYq1btmyNe7yyye5q656ttozaj5Hqp+911YeR7VtZy77kenxIFs5sot+hrneXiw3kyZNcnvvvXcqOFq3bu0mT54cXa1BqYJeFfWhxddmm23mrr/++rxafKEwJQuQqFWrvnTt2g1NeyzTc1TXEMpqK4+bTNuZbT8yPR5kK0d20c8w19uL48bNdbfc8qK/ktZzGqt3333XHX/88angaNGihRs8eHCs+mbMmDHDtW3bNrWNu+++u3vooYeiq6EexCZAPvhghevUKb0CLtNz9IM94YQRGcvjJtN2ZtuPTI8H2cqRXW2fYS63F8OtrrDe1Vc/5156aZFbty4+B9ZCfPbZZ+6yyy7zvcJ1UNafl156aeWJ3qroqrHxwAMPuJ133jkVJIcffriv6Ef9KVqAFEq3sAYPnhF9GKhXtQVELrcX585d7q677gXXocPwtPV+/et73JVXPuOeffb9tObASfHdd9+5IUOGuJYtW6YOxJ06dXLz5s2LrhpLqsi/6qqrfMW+tl0V/eeff76v+EfxxSJAVGF5/vnjax2LCKhPmQIi2+3FoPJ462bM+Ng3Ajn22Iq05xx66GB/YvTEE/NrNBCJoxdffNEdcMABqeDYa6+93JNPPhldLRFUsX/qqaem9kUV/7fffjvDxhdZyQNk+PDZvkJdFZZAQ8sUENluL2by+utL3G23TfGDM1YPk0MOGex69Xrc3x5TX6U4WbRoUb0fbHVA13DtGn1XLbnU7Dcs+rceV3mxW3Spor+xhGIclTRA1OHv9NMfcmvWrIsWAYmn21x33DEt1UExLAcfPNBdeOEE9/DDb7uVK9dGn9Zgarvdc9555xV8u0e9xB9//HFfh3LggQemXj/XRevreXq+XqfQXudJvy0XZyULkClTPnSnnfaQ++yzeJ2NAfXh/fdXuIEDp7vu3UenhclBBw105577qHvwwdfd0qUrok+rN8WucNbYVRMmTHDdunVLzfsRDYX99tvPde7c2ffZOOOMM/zVh/7Uv/W4ymsLG72eXlevr/exSmLDgLgrWYCosrH6Dyks5R4ob721zPePQf1QnYVuI+nqoFQ+/HCVbyKsq+/wvd97776VZ8hHuMMO+42f4rXYt3KCYjd51Vwe6tS33XbbpR30NTbW2Wef7YMq3wEQtb6ep+dXH2NLi95H76f3tUpC0+SkKFmAoHY9evzHH1AIkfpx//2v+89X9W5xsHjx536bunfv57baav+0g+XBBx/sR7jVPBmFUqe7s846q2id7tauXeuuueaatNFyNbPgn//8Z/f6669HVy+IXk+vW33mQr2v3l/bYaW6kLh1jkwaAiRm7ryzajRhNSNtLH0K4kJXHb/85SD/+ar+IW4WL17ihzDX7aTq84Vr0e2dq6++2g8qmI/6GPZj/Pjxbrfddktt289+9rPKELy/oNtLudDr6330fuG9tR3aHqvahmdRg4L6ugJsbAiQmFFrNI0NpoPcvffOjhbDSM1oQ+e/yy6Lfyuc5cuX+4rfo48+OjXVa1h++tOfut69e7tZs2ZFn5amtoEHp06dGl0tZ5pi9uSTT047eI8ePdpXUjckvZ/et3qIabsKmQJXDQfUX6QUA0QmGQESQ489VjUekwaa/OQTvsDFoHHW9Jlq1sGk1bOpkvfee+/1Fc3RCmrVYahi+JVXXkmtr6uUDh06pNYpxtDnGvF211139a+nyue//e1vJT+46v21HaFSXNtX6Mi8DTlEfWNAgMSQTuh69hzrD3gaIgOFCZNFqcXT7NmLo8V505muDlS6ndK/f/+0Pg36tx5XeSFnxJmsXr3ajRw50rdK2mSTTdLCREHRqlWr1Fl0sSZfGjZsWOog/eMf/7jyM4zXlbG2R9sVwk3bW6joJFm6knv00Uejq5U9AiSm3nxzqTvwwLv9opZZsPnoo89SLf4GDbLNkqeK5ocfftj3kdDto+oH7WyL1tfz9HxrhXUmqkDWge60005L1XGEpVjTv2o+8/XWW8+/puoGCmn9VJ+0XaEzpLZX212oME1vaFqs1lpIR4DEWLjtEpcWQ0mjoXHCldzZZz+S96i5b7/9tjv33HPTKljDolsbuk2kCmkNKa6rD/2pf+txlUefo9fR6+l1i00Hu9///vf+fdR6qxj+8pe/pLZddS5JoO0M26ztLwbdPtTr7bvvvtGiskeAxNjy5Wtc27ZD/AFQt2GQnwEDpvrP7je/GeaWLFkdLc5IB/guXbqkmrxq2WWXXdwll1ziW/yoQ1outJ7W1/P0/PBael29frGDZMCAAf71dSZeKJ3Bh21VK6Uk0faG/3fFuBJRYwS9luZ6RzoCJObCnBQaqO/LL4s3NlFjp3k6dPvvgANy71OjugKdtYb7/T/84Q99657nn38+uqqJXkevp9fV6+t99H6F1lEExQoQjUsVblslLTwCbbe2X/uh/SkEAZIZARJz6gsSBua7665Xo8WohWa5PPro+/xnduONuXUMU2c1DbQXrhJ0hTB37tzoakWh19Xrh/fS+xaj810xAkTNfEOAJuW2VSbhdpb2p5DmywRIZgRIAmhuCR0M27QZ7Hsuo24XXzzRf17duj2Y05wcGjYjVJRqfCgN4NcQ9D5hPCq9v7ajEIUGyIoVK1JNdTXXeWOg/dD+aL+0fxYESGYESEJowD0dFK+44qloEap54IGqoUoUtvPnfxotruG2225L3S/X+Eiffpr9OcWk9wvjMmk7tD1WhQaIWm7p+WoSG9fWVvnSfoQmvto/CwIkMwIkIXQwVD8G3dOfNcs+DEVjVn2okjFj5kSLa9DBWgcGLarobuge1YHeV+8ftsUaIoUEiCr79Vz1eo9bP49CaX9Cb37LsCcESGYESILofr4Ojr/73Zi8m6Q2dmvXrkvNu/HnPz8RLa5Bt4vClcd1110XLS4JbUe4ErHczrIGiHp0h2FB1LO7MdJ+af+0n/n2oCdAMiNAEmTVqi9du3ZD/UEyjoMBllKvXv90e+55kTvmmHuzDlWiCutQ56Ez/zgJVyLavnwr1q0Bcu2115oPrklRPSS1v/kgQDIjQBJm5Mg3fIC0bz/MrV79ZbS4LI0aNco1bbqZ23bbX7pp096JFqdRk9nQ2kp1D6W6bZWJtifUiWg782niawkQ1RGEIdnHjBkTLW5UtH/aT+1vPnU8BEhmBEjCqHd1x463uVaturo+ffpHi8uOhuvYYost/A9c07NmE3pXq/VTQ1eY50rbFVpn5dOb2hIgocOghkiPW5gWm/YvDAWfTwdDAiQzAiSBnn12mttwwxa+YrCc53XW/BBt2rTxP+5f/epXWWeUU8/v0MehoZrqWmn7tJ3a3lx7rOcbIPr8wiRNGgCyHGg/tb/a71znLyFAMiNAEirc5ujUqVO0qGyEjmIaY2rRokXR4hpOOukkv7468SVB6Gyo7c5FvgGiOcbzPZgmXfXQ1P7nggDJjABJKF15hKaJTzyRvdVRY/Pss8+mhgTJZU5vncWrdZOeU189zItN26nt1XbnchWSb4BoSHitr+liy4n2V/ut/c8FAZIZAZJgl156qf9ia15nTc1ZLjRbn+a+0L5rdNtcnHPOOX59a2eyUgmd+7T92eQTIKqcD5NT5dvaK+m0v9pv7X8ujRQIkMwIkATTaK8tW7b0X+7bb789Wtxohdt3qhDVnBjZaKjzMCR7sQZGbCjaXm23tj/bfCL5BEioY9GkSeUoTBaVS10YAZIZAZJwmjc7HGB0Zt7YhVFWdfao6UdzoUmX9BwNqZ60lkba3jAUvPajLvkEiKbB1bp/+MMfokVlQfut/dfnkA0BkhkBknBqeXTAAQf4L/j5558fLW5UXnvtNbfhhhv6fb3jjjuixRlpRkA9J26dBnMVOhdqP+qST4AcdNBBfl1Nj1uOtN/af30O2RAgmREgjcDkyZP9vAeaC7ux3s9WT+LQAbBz587R4jqFaWhzbXUTN6G1lPajLnffXeE22+x/3Bln9IoWpdFVTeiJX4xpb5NI+6391+eQ7aqUAMmMAGkkjj32WP8lV51IYxRuObRq1SqvDoArV6704aqWTLnOJBg32m5tv/ZD+5PJffc97/bY4wJ38cVDo0VpFixYkPPBs7GqHqL6POpCgGRGgDQS7dq1819yLdnulSfN6NGj/X6pSWu+leCaSEjPVc/uJAs90+uaGGnUqDf9MDd//WvdQ/6r2bdea7/99osWlRXtvz6HbM3gCZDMCJBGIAzFrVtY+nP33Xd3X37ZOMbJ0tnhlltu6ferT58+0eKsKioq/HPbt28fLUoUbb/2Q/uTSa4BEhpeqDVbOQut+fR51IUAyYwASbh169alJsxRi5JwpnrDDTdEV00c9RrWj1b707ZtW1Nv6X79+vnnn3baadGiRNH2az+0P5nkGiD9+/f3r9WjR49oUVnR/utz0OdRFwIkMwIk4W699Vb/5d5hhx3c6tWr/TwS+nezZs1c165d3emnn+4X/X3fffd1J554YuqxuC9helVdgSxcuDC66zkJQ5UnvYWatl/7UddQ5LkGSPhMsrXqauxC67y6PlMhQDIjQBJs6dKlqZFohw8fnnp8u+228481liWXZqmZXHHFFf41ktqENwhNebU/meQaIH/9618bxWdSqPCZ6vOoCwGSGQGSYGeffbb/Yh988MFprWlmzpzpx/nRLGx9+/ZN3f5QJfRFF13kH0vCcthhh/nt1phf2icLrkBq4gqkClcghSNAEkoH1DDQ3pQpU6LFKRojK8yBkMRB88JYUKrn0S26fFEHUhN1IFWoAykcAZJQv/71r3M6MIahP1q0aOFWrVoVLY499XsIQ3mcccYZ0eKsaIVVE62wqtAKq3AESAI9+OCD/gu96aabuo8++ihanPLJJ5+kpisdNGhQtDgxXnrppVQTZTUSyAf9QGqiH0gV+oEUjgBJGI0+G87Ir7vuumhxmgsuuMCv17p166yz9cVduG+/+eabu/feey9anFE59UTPNUDoiU5P9GIhQBLmmmuu8V/m3Xbbrc7OghqpVmftOui88MIL0eLEUQCG3vZqNJDP/CflMhZWrgHCWFiMhVUsBEiCfPjhh26TTTbxX+YxY8ZEi9OEe+a5zrqWBNr/rbfe2u9XXc1Zo8plNN5cA0QYjZfReIuBAEmQ3/3ud/6LrDPxujz88MOps6tsl+dJo30Lt6Seeir7gVLKZT6QfAKE+UCYD6QYCJCEUEWyDpxqujt79uxocYpmrQuzrVnGjkqCULez/fbbu2XLlkWLayiXGQnzCRBmJGRGwmIgQBJAZ6HhlkO2OcBvvPFGv95OO+2U03zPSaSGBBqWRfvZsWPHaHGtymFO9HwChDnRmRO9GAiQBBg6dKj/AmtMqLrOuBcvXuyaN2/u1x0xYkS0uFGZM2dOqiL4tttuixbX8Pbbb/vbXrqCmzt3brQ4lrSdobOotj+bfAJEVD+mzy+JHUwLof3VfudaP0iAZEaAxNznn3+eGtuqrl7Ioo525fRFv/vuu/3+aprbWbNmRYtrOOmkk/z6Xbp0iRbFkrZT26vtzsXUqR+5Aw+82w0ePCNaVKvQuku3Ai0jHSeR9lP7q/3OtVUeAZIZARJz/S+/3H951YSzrqarr776qj9T1aK/l4sQCvp8st2O0Fn8+uuv79fP5d53KYU6Cm1vLlcfwZo166IPZVT9YHr//fdHixsl7We+oUmAZEaAxNiX8+e7ARts4LpVfnmfnTgxWpymTZs2/ktuGe4jyVasWJHqpX3WWWdFi2v4y1/+4tfVc/KZGrchabvCPml769NNN93k30fjpSWthVq+tH9hXDjtd64IkMwIkDjr3Nl9WfnFnX3ccdGSNOGsSvUfqgcpN5MnT04NdTJq1KhocRpdpey1115+XY2FFLeDprYnjNGk7cx2VVUo3SINw91k61uUdNo/7af2V/udKwIkMwIkrtTHofJL69Zf37l33omWpugA06pVq7zPqhqbq6++2n8Gmh8lW+9qtcIJFfBx61wYOg1q+xqqdVQYJkajG3zxxRfR4kZB+6X9035mG749igDJjACJI92b3WefqgDp1StamkZ9PfTlVrv2bP0EGjMNdRJGKD7kkEPqrC8SDcqo+iKtn21MsYai7dD2aLvyHTSyENUPrppDpjHSfllDkgDJjACJowEDqsJj222dq2MI9s8WLHCnVp6pble57rhx46LFZWfRokWp2zG5HAjV/FfrhiuRUt3O0vuGKw8tuTRLDtRsV8vxx4+oPO+oOWBmKM9m/Pjx/r01eVddHVWTSPuj/dL+aT/zRYBkRoDEjSp2t966KkAGDoyWpvmya1f3eOV6w448MlpUtsKwJeo/8cwzz0SLa9DBOlyJqO6hoSvW9X6hzkPbkU94SAgILWPHvhUtzjlApPrkXfnUEcSZ9kP7o/2ydiIlQDIjQOLmoouqwmP//XVfJlr6PY2wu956zjVt6r5+881oaVkLgyfusMMObvny5dHiGnS7KNSJqPVTQzXx1fuE1lZ6f8ttq+oB0rHj/e7rr9O/M/kEiFq07brrrn57unfvHi1OJO2H9kf7pf2zIEAyI0DiREHQrFlVMNQ1ZpOC5Re/qAqaCy+MlpY9DXWyzz77+B99p06dosW1UoV1aJ2lRZ346qvHul43dBLUove1VpiHgDj55FH+zzFj5tRanitNWBX6yvTu3TtanCjafu2H9qeuibiyIUAyI0DiRLeiFArZLrU1u6DW+9GPNO1gtBROWfxmaqwnTeubC7VoU7+LcADVbbCTTz65aAMw6nX0enrdcGDT+xXSVDcExOOPv+v/POaYCvfVV993kMs3QERD52jgznw+u7gJUzlrP7Q/hSBAMiNA4kKV4AqFyoOeq2sIdlWqt2hRta4q25HRnXfe6X/4GurktddeixZnpJ7fukIIdSNaNKS6KrpVCZvrzIZaT+vreWFIdi16Xb1+Pj3MMwkB8e2337mTThrp/z5y5Bs1yvMVOhhqW5MWItre8P+uGE3bCZDMCJA4UPPbPfesCoUrr4yWplO/Ba33s59VNfdFnU488UT/49dtonybb+oAr9GPw1Dw1ReNdtyhQwd3+umnuzPPPNP17dvX/6l/63GVR5+j19HrFSM4guoBMXHiPP/3o44anroKsQaIhF77WpJyOyvcttJSrF78oXn1tttuW9ZN5WtDgMTBzTdXhUKrVrqPEi39njoUqmOh1p00KVqKWqiVUziYn3322dHinOigoYmsVDkfpsfNddH6ep6eXx8Hn+oBoauQLl2qrkIqKqquuAoJENEZfLiddeqpp8a2dZa2S9un7dT2FuPK4+OPP/YnBGH/tey+++7uoYceiq5atgiQUluyxLnmzatCoaIiWppOc19ovRNOiJagDpoTPtQ7jB49Olqct5UrV7pp06b5IWT69+/vrz7Con/rcZVrvfoWDYgJE6quQtq3v9etXft1jXKLYcOGpeqF1CQ2bv1EtD2hqa62U9tbCAX99ddf7zbbbDP/mrodduCBB/pWfSFIDj/8cHPDh8aEACm1M8+sCoVDDlGPsmjp99S0VOttsIFz8+dHS5GFDu764WtOlaRN8/vWW8vcI4/M9YEQFQ0IXYV07vyAf2zYsFk1yq0UiKGJrw7S6qiZ7y3BYtP7aztCuGn7tJ2F0NWFrjJCULRt29bNmFE1PL7e76qrrko1+db4a7q6/KSMG7IQIKU0fbqrPL2pWur64mtYjr32qgqQIt3XLTcaulsHA/3wNXJxrkN5l8rs2Ysrr2Ze8X07Qgg88EDNM97aAmL8+Hf8Y4cfPqzWcitdUakVWTi4algQXdE1dA9+vZ/eNwy/okXbVcgVn64mdFURXk/9czL1y9GIB7/97W9T66puSx1Asw2f0xgRIKWkOcsVCj17RkvS9e9ftd5226lpT7QUOVq4cGGqQvzKbI0VGpiuHKZP/6+7+eYX3dFH35c68Gtp23aI69376coz3Zpn/LUFRPWrkNrKVcG+fHkddW1ZqGVZ9YO3hkjXbbv6DmW9vt4nDMkeQswyPEmgqwddRYTRnHV1oauMXK6uXnzxRXfAAQektkUNNZ588snoao0aAVJK//2vc//+t07toiXfU0/qLbesCpB77omWIk//+c9//I9ddSLPPfdctLhBaeyqKVM+dH//+/O+zqL6Ab9du6GV5xfPVG7jB2n9OqJqCwjRLa9MAXL55ZMqD3x3+ddftswWJOqsec0116TGHtOiSZo0XWyx6wb0enrdMPmVFr2v3l/bYaGrBV01VG9hp6sKXV3kQ1dDQ4YMcS1btky9jjqvzps3L7pqo0SAxF3l2ZEPjwMPrLuOBDk755xz/A99xx13bPD71wqDyZMXVJ7lPutDovpBXiFyzTXPuVdeWVRjSJJMagsI0VXICSeMqLVcdSOa+laP6+pmyJCZbt263N4vSq2fbr755tS0y2HR6NBq9abbQNmG14/S+nqenq/Xqf66eh+9XyGtwZ544om0UQd0FaGriUKoz89ll12Wqo/Rn5deeqlbVcdgqI0BARJn6vxWeWnthzYp8AuO7+n2xN577+1/6Cc0QIu2L7/82j311Hv+NpQO2NVDQ7erbrxxsnv11Y/8Qb+hzJ273P3+9+NS29Gp0wj39NPvR1fLmW4vaY7xbt26pUYAqL7o1tB+++3nOnfu7JvGauZMNWzQn/q3Hld5qKCuvuj19Lp6/UJuk+mqQFcH4XV11aCrh2LW4bz77rupwTG1tGjRwg0ePNhPN9AYESBxdvLJVVcflZfWKC7dFgkHun/rNmKRrV69xo0bN7XyrPRJ16bN4LTQUMX4P//5sps16+Po0xrcE0/Md8cdV5HatnPOeaTyIFjYVZmGZtFAkTojV/PX2kKhrkXr63l6vl6nkKFeRFcBuhqofnWg1851RAGLSZMmpU5StLRu3dpNnjo5ulriESBx9n//V9X66sMPoyUoAgWHftwKkmLct9dorxp3qWPHjm7zzVu5HXfs4vbf/zZ/YFal9oABU92bby6NPq3kdFtt4MDp7tBDq4LuoIMGuuuvf8GtXGmrX6iNGjBMnDjRfz4aaqR63xn9W4+rXOsVi876dfavq4BwINfVga4SGoLqWbRvqXqWQ5u47g90dws/L94+lhoBgrKmW1j6cetsMZeWN1FLly6tPPgOdEceeaRr1qxZtTPp9Vzbtj0rDyBPF3xG31CWLFnt/va3p1JXI6qjGTHi9Vonqoo7dR7VWX/4/6H/v7oqKAXVs13Q9wLX9IymrsldlVdYgzd2fV/t6774Ov/vW9wQIA1B91hHjXLumGOqZhnUkO368+ijNRkFleMlpB+3KtN1kFHlei4++ugjf2bZrl27VA/36rcqNOf2O3XMYx936oPSo8d/UkGiQRpffjm/1kmloiuYMAeIFp396/9VHPpovLnsTXfEo0f4ENGyU8VObsS7I6KrJQoBUt/UWkTBUfllzrgoSApoVYLCqDlvCAI1862NWgb94x//8COyVg8MLeqYeMstt7j3338/+rTE0jnNuHFzXYcOw1NBcvHFE92CBXU0OS8hXT3qdlj1XuIXXHBBg7eyy8XY98e6PUbskQqSQx8+1E1fNj26WiIQIPWtS5eqkNhiC+f69dMpknPr1qk7a1UHwdDHQ+uhZNSxUAceDXUS7sOr1c7f//53X6FbPTAUNocddpi7/fbb3YeNvH5qzZp1lfs5xf3yl4N8iBx88EDfQ3716q+iq5bMiBEj0kY/PuKII/x8MHH21bdfuRtm3uCa39Pch8gP7v6BO/O5M92SL5ZEV401AqQ+qVeqwmGTTdTsJ1paRY+rXOuV6B4tqpqh6kpCByAN2129t7MW1W+0b9/e13cs0QCYZWbRolWuV6/HU1cjbdve7CoqJpa0eer06ar4//6KUH1GNOpxkiz+YrHr+WxPHyAKEgXKTbNu8gGTBARIfTr11KpgqLy0rpPKtR7NdUtKgyxWn0RKE1Edd9xxvoWQhoWHprz9yJ1yyii3yy7/z2222f+4X/ziF77CuiEpwNV/JPy/at68ubvhhhvqZbj8hjJt6TTX5uE2qdtaez6wpxv3wbjoarFDgNSnXXapCoY3vp8hrla6CtF6u+0WLUED0mB8oS5EFeGF9HZuzNQqa8iQh9w223w/fIc6+tX3KMcKCM3zocDQeypAevbs6RYvXhxdNbEq5lW4VhWtUkHSfnx7N2dF+jz3cUKA1KfKM1gfDNnG61HzUa2n6WxRMsOHD/cHJvWIRna6KrvwwgtTAxGqP02fPn0K7vhXm3Hjxrk999wzFVi63Vjo0O1xtebrNa7Pq33cRoM38iHSdGBTd+OsG6OrxQIBUp/yDZCNN46WoAGFPiEapA+5U4W16ofCwb1Vq1Z+1NximDNnTo3Xrsg28VojseDzBa7bpG4+RNo90i5a7H1X+d/o90a7ThM7uZbDW7r1B67vWtzbwrUe09r96eU/uVnLZ6WtH65siqV4r4SauIWVGKtXr04NbaKDFvKnq4Tqgx/qKuHVV1+NrpaThry6ibv5q+a7pWtrjmDw2brP3FETjkqFQqalutoeK0TxXgk1de9eFQxXXRUtSUclesmNGjXKH6g0SivsVE9x4403ptVTqMI713oKtYYbMGBA2jDxDVG/kkS66lAYbDl0S3fL7FvcvFXzfOutZWuXuRnLZrh+r/dzPx/987TnECBJEqah3XRTmvHGXNeuXf3Bqnfv3tEiGCgwoi2lFCx1tZR66qmn0ppPq4XX888/H10NlR5b+JgPgs3v2dy9teKtaHFGBEjSHH98VTiow6A6DqoDoToSqgPabbfRkTAGNCnRppUhr4PWrFnp94xRGN3CytZXY/78+X4497CO+uEMGjSopH1M4i7UjVw387poUZ0IkKTRkNEdOlSFRKblqKMYyqSExo4dmzq4oX6oUj3aW3zq1Knu8ssvdxtssIF/TMOsX3LJJY1+EqZi2LliZx8E+Vx9CAGSRBpYSIMmKii22aZqkij9qX+PGMFgiiXWo0cPfwDTnBGoPxqvShXhtc0Pog6bSR6AsqFtOGhDHwRrv8nSwjOCAAGKSPfkt9hiC38QmzJlSrQY9UAV4h0qr8r1mauyXJNGIT8ECBADmiZVBzLdXinm1KbITs2lC5mitpxxCwuIgbPOOssHyB//+MdoERBboRL9+pnXR4vqRIAARaKz36233toHSEMPCAgUIjTj3eKeLdzclXOjxRkRIECRqN+BwmO77bajySgSJ3Qk3GroVu7W1271PdbVkXD52uVu5vKZrv/r/d1+o9PHdSNAgCI577zzfICce+650SIg9hjKBCgRXXHoykMBMokRAJBQGkzxwfkPuo4TO/rBFJsNbOa2vXdbP5hir5d7udmfzE5bnwABiuCFqS+4Jhs28XUgtAQCbAgQlKU/jvija3JcE3fmtWdGiwDkiABB2dFl/04VO7km/Zq4CXMnRIsB5IgAQdmZunSqvw+sJpBqtQLAhgBB2blsymU+QHo83SNaBCAPBAjKzh4j9vAB8tD7D0WLAOSBAEFZ0RzRCo9Nh2zqvvj6i2gxgDwQICgrvaf19gFyypOnRIsA5IkAQVnZa9RePkBGzh8ZLQKQJwIEZUNDXys8Nhq8kft8HTNAAoUiQFA2rp1xrQ+QEx4/IVoEwIAAQdnYf8z+PkCGvzM8WgTAgABBWdBQ1wqP9Qeu71Z8tSJaDMCAAEFZuGnWTT5Ajp5wdLQIgBEBgrLwvw/9rw+QQW8NihYBMCJA0Ogt/HyhW++u9VzTgU3dsrXLosUAjAgQNHqa2lNXH4c/eni0CEABCBA0eue+cK4PkDvn3BktAlAAAgSN3qLVi9x98+5z675dFy0CUAACBABgQoAAAEwIEACACQECADAhQJBo31X+N/q90a7TxE6u5fCWfqiSFve2cK3HtHZ/evlPfgKp6tQaSwuAwvFLQmJ9tu4zd9SEo1KhkGmprrbHANjwS0Ji6apDYbDl0C3dLbNvcfNWzXNfffuV720+Y9kM1+/1fu7no3+e9hwCBCgefklIpMcWPuaDYPN7NvcTReWKAAGKh18SEqnbpG4+CK6beV20qE4ECFA8/JKQSDtX7OyDIJ+rDyFAgOLhl4RE2nDQhj4I1n6zNlpUJwIEKB5+SUgkAgQoPX5JSCRuYQGlxy8JiRQq0a+feX20qE4ECFA8/JKQSKEZ7xb3bOHmrpwbLc6IAAGKh18SEit0JNxq6Fbu1tdudfNXzfcdCZevXe5mLp/pZyLcb/R+ac8hQIDi4ZeExGIoE6C0+CUh0TSY4oPzH3QdJ3b0gyk2G9jMbXvvtn4wxV4v93KzP5mdtj4BAhQPvyQAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCYECAAABMCBABgQoAAAEwIEACACQECADAhQAAAJgQIAMCEAAEAmBAgAAATAgQAYEKAAABMCBAAgAkBAgAwIUAAACYECADAhAABAJgQIAAAEwIEAGBCgAAATAgQAIAJAQIAMCFAAAAmBAgAwIQAAQCY/H9iKiHDcY1a9gAAAABJRU5ErkJggg==)
PN: 4H48-5-CN
CAS: 2244083-76-7
Molecule Weight: 245.06
Formula: C8H6Cl2N4O
![3-Bromo-6-chloroimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H56-D-73
CAS: 861208-22-2
Molecule Weight: 289.52
Formula: C8H6BrClN4O
![N'-Acetylimidazo[1,2-a]pyridine-2-carbohydrazide](data:image/png;base64,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)
PN: 4H48-1-005
CAS:
Molecule Weight: 218.216
Formula: C10H10N4O2
Melting Point: 228-230 ℃
TSCA: Not listed on TSCA inventory