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)
| Product Number | 3H32-5-LG |
| Purity | 97 % |
| CAS | 3999-05-1 |
| MDL Number | MFCD06335049 |
| Molecular Formula | C7H5ClN2 |
| Molecular Weight | 152.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-LG
CAS: 3999-05-1
Molecule Weight: 152.58
Formula: C7H5ClN2
![3-Chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-5-16
CAS: 5315-73-1
Molecule Weight: 152.58
Formula: C7H5ClN2
![3,7-Dichloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-5-JP
CAS: 1019026-71-1
Molecule Weight: 187.02
Formula: C7H4Cl2N2
![3,6-Dichloroimidazo[1,2-a]pyridine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAAB+pAAAfqQEtX1lIAAACA3pUWHRtb2xTb3VyY2UAAHichZRZb9swDID/CqHnWafPIEkRtBgwoO3D2gF7GxRbSQ3YUiE7178flTRpjHQefIgi+VEWSXl6t28b2Brf1c7OiKCcgLGlq2q7npFfr9+jnNzNpyU6oaPtZuSt798njO12O1q+mVbvnaWla8nJPtl39cBnp6jzayY5F+z30+PLkYlq2/Xalgaprp50R+WjK3V//Ip/LMFa7be1ZSd31vrtKdofycPN6b6ryOde7tG2QBRWdWNg5Xyre9hKTvHm32BtrPG6NxUsD6hWNMa9z6dPD67ctMb2KIYIdambl95vSlS0rjHlBoOh8ONhRlqBgO5du/BeHyBIQa0FaAlagY5BJ6BT0BnoHHQBWnB8BOa4MWGR18O7wS9t4B6v5+P7eAXFMyZHhpKkcZGBpEImKQgqJY/PM0WTgkuIaSFVASmVSZaehwxtQp1tJ08CB4wY4U6FUhBJmsR5BpGgisscIsxLkhZhTBTOMVMqk5cpuvPsNObxcAx6TAW75GI+XTpbXYlQVzOyxI0Hl59m1cmPPBFwvjIe9xkCBNdrQA6BkNULsPgKUEMg1GAciIdAqNg4kAyBUN9xIB0CoRvGgWwIhN4ZB/IhEDptPK3FDSD4+BLBPijdRx+PMuKmev9F5E12v0bYVX+x87lE8ebMsqsDzfA3Nv8LI614Um6R9CEAAEISSURBVHhe7d0HnBTl/cdxE42IYmJvoBJREWOL0g2iIioYuygWlJigESv+FSWIKEasGMWKgIVmBywUEQRsCIgovYiiCBaaWEAUfP73nWTH2Wfn7nafnd3b2f28/695/SM7s3e3Nzffmaf8nk0MAAAONrH/AQCAdBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgQJ4MGDDA1KhRw2yxxRbm5ptvNr/88ou9CxArBAiQY/PnzzetW7c2m2yySdLWqFEjM2nSJHt3IDYIECBHvvnmG3P11Veb3/3udynhkdh+85vfmHbt2pnPP//cPhwoeAQIELGNGzeaRx991Oy4444pgbHDDjuY3XbbLeXf1bR1yy23mB9//NF+O6BgESAhDjusT9I2fPhce5dQwWNQmiZOnGgOOeSQlIBQv8cNN9xgvv/+e/Pzzz+b++67z2y77bYp+9WuXds899xz9tsCBYkACWEHSOvWg8369Rvs3VIQIKVr8eLF5swzz0wJBG1nnHGG+eSTT+xDzIoVK8wll1xiNttss5RjjjzySPPBBx/YhwAFhQAJYQeItoEDP7R3S0GAlB49UXTr1s17wrBD4OCDDzbjx4+3D0kxY8YMc/TRR6ccv+mmm5qLLrrILF++3D4EKAgESAg7PLQdffSTZReL9fauSQiQ0jJo0CBTq1atlAu/+jn69OljNmyo/Kk1aOjQoWavvfZKeb9tttnG3HPPPeann36yDwGqFAESIhgEJ544xP/fDz881d41CQFSGqZMmWKaNGmScqHXaKtOnTqZ1atX24ekTZ3ot956q9l6661T3r9u3bpm5MiR9iFAlSFAQgSDYMSIBf7/btbsMbNy5Vp7dx8BUtyWLVtm2rdv7w29tS/urVq1MvPmzbMPcaavdcEFF4R+Lc0p0dwSoKoRICGCQbBx4y/mzDOf8//7zjvftnf3ESDFaf369aZnz57lPhWMGDHCPiQykydPLvdpR3NMNNcEqCoESAg7CCZM+MT/78aN+5qlS7+1jvgv+zjE37Bhw0ydOnVSLuDql+jVq1fe+iUGDhxoatasmfJ9aK6J5pxo7gmQbwRIiLAgaN9+mP9vN944/tedA8KOQzzNnDmz3JFRHTp0qJKRURrxpbkkYSO+NPdkwoQJ9iFAThEgIcKCYOrUpf6/NWjwqFm0aFXgiP8KOw7xorkZHTt2DJ2b0bx5czN9+nT7kLzTnJI2bdqkfH/a9O9hc06AXCBAQpQXBB07jvD/vVOn0UmvSXnHofBpdnjv3r3Ndtttl3JR1uzwZ5991j6kyumJQ3NN7O9XTyiam6InFiCXCJAQ5QXBnDnLTf36v742Y8ZXSa+XdxwK25gxY8z++++fciHeaqutTI8ePcy6devsQwqG5ppozklY3S3NUVHfCZArBEiIioKgc+fX/Nc6dHgp6bWKjkPhWbhwoTnxxBNTLrwaOnveeefFqkKu5p5oDkpY5V+N4tJoLiBqBEiIioLgk09We30gidfffvsz/7WKjkPhWLNmjbn22mvN5ptvnnKxbdiwoXnnnXfsQ2JDc1E0J8X+uRSKmlei+SVAVAiQEJUFwc03T/BfP+ecF0xiYbnKjkPV0lDX/v37m5133jnlArvrrruaJ554omhWCdSMdc1RsX9OzWXRnBbNbQGyRYCEqCwIvvzyO9OkST9/n1df/cj798qOQ9V58803y34vh6VcUKtVq2a6dOlivvvuO/uQ2NMcFdXQ0pwV++dWzS3V3gKyQYCESCcIevV6x9/n1FOfNhs2bKz0uOnTvzDXXPOq6d17svnwwy/tl5EDn376qTn77LNTLqDaTj31VLNo0SL7kKKjOSuq6qs5LPZnoLkumvMCuCBAQlQWBLJ69TqvNlZivxdemFPpcSecMDhpH60zctddb5tp05Z5JVMQnbVr15qbbrrJbLnllikXzQMPPNCMGzfOPqToaX0RzWWxPw/NedG6JJoDA2SCAAlRWRAk9Onznr/f8ccPrPS4Nm2eTdonuB177EBz661vmMmTP/eeZuBuyJAhZo899ki5UG6//fbmoYceyrjMerHRnBbNbbE/H62QqJUSNScGSAcBEqKyIEj44YefTIsWT6aEQXnHqYZWz55vmpYtB6TsH9y09og66t9661Pz00+ESbree+8985e//CXlwqihrVdccYVZtSq1ekCp0twWrcGuuS7251WvXj1vbgxQGQIkRGVBEDRo0IcpAVDZcWquUrOVKvu2ajUo5djgdsQRj5tu3V43r7/+ifnxR+4Mw3z55ZfmwgsvNL/97W9TLoYtW7Y0c+bMsQ/B/2iuS7t27ULLxmuOzIIFC+xDAB8BEiLdIBCtlR4WAplQh/p9972btHhV2PaXv/Q31133mhk9eqFZu5Yw0VDUO++80/z+979Pufjts88+5qWXkid6onyTJk3y5sDYn6PmymjOjObOADYCJESmQTBs2NyUi72ruXOXm4cemmpOO+2ZlPcMbhpGrHpcr7wy33z77Xr7bYqewkEhYV/w/vCHP3ihUojzHPQ9qdBhYiu071FzYDQXRnNi7M91p512Mv369aNsPJIQIAVMFX8ffXSaadv21wWtwjatUXLppSPM8OFzzapVhVu3KQpqjlKzlH2BU/PV3//+d/PVV8n1yfLl22+/NdOmTTNPP/20N/qrbdu2RvNO1FkdNhIsuOl17af9ddzNN99snnnmGfP+++9XSUFEzYn517/+5c2Rsb/XQw891JtTAwgBEhNLlqwxjz023bRrNzQlQIKbyqxcfPHL5tlnZ5uvv/7BfpvYUgf45ZdfHlpmXR3nunjnky7so0ePNtddd51p1KhR6ByLKDYNAGjatKnp2rWrGTt2rDc8OV80R+a0005L+Z60Keg0xwaljQCJoWXLvjODB88ou+N+Mak6sL3pNe2jjn4dE0cacvvggw96Q3Dti5iG6j711FP2ITmjpxuVfFdghRUtzMemp4KjjjrKa07K13K2r7/+ujd3xv5eqlevbrp3725++KF4blSQGQIk5vSUoacNPXUEizyGbW3b9i+7GL9kPv741wKQhUyT/Q444ICUC5eafNRMlI+7cV0cBw8ebFq3bh369GNvWotDF1vduV9//fVe7S31K2hY7Pjx482UKVO8/g9Vx9V/69/1ugJBTzOaHa+fOaz5yN70tc4880yvPyjXS+sqyDWHJizId999d2/uDUpPyQeImoY+/ni1/c+xpP4P9YNcdtkIr1/EDpC6dTub3XY72fz+9/XMwQcf4rW1z5o1y36bKqemk1NOOSXlQqVNZUk++yz3Aaihwbqgh43wCm577723t8StQibqsigaQvvkk0+av/3tb6ET/4LbLrvsYu6+++6c1/RSU6Lm1IQ9gR1++OHeXByUjpIOkDFjFvl37SNGFNd4d43M0ggtjdTSiK1DDrnX1KnT0ey0UwtTvXqtpD/8fffd11trO9/9CDZ1ROuuPezuWx3Mb731ln1I5BQCKusRtu64Nl04TzjhBO/CvmTJEvvwnPr4449N3759vSassHkb2vSEoBuDXE+a1GCGY489NuXrazCD5uQogFH8SjZA9OShSXqJu3NN1itWmjMyYsQsc+mlD5hatY4suwimVmdNbH/84x+9cf9vv/22/TY5o+Gjjz/+eOjwUZVeVzNQroePfvHFF6Z9+/blNlM1btzY3H///ebrr7+2D60SegpTWfawlRS1qWy7guTHH3+0D43Uyy+/HDqcWk9ud9xxR8ENVUa0SjJAfv55ozn//GF+eOgp5L33ltq7FaW1a9eZoUOHeSvuVdY8oyVRNfJJa2/n6gKuxZsaNGiQ8rU1ga1z5845n8Cmuk+9evUK/Sz0tKFFmGbPnm0fVlA0rDZsESltamIbNWqUfUik1P9y1113eXNwwr7+iy++aB+CIlGSAaJy6sG+Af13KdLd4YgRI7w29rDO0eCmJwGVBH/ttdciKban5h+FmP11tJ100knecrO5ptFFYXfwGl2kdv64DVPVvJHTTz89tKSLOvVz3XekUWqaixP29Y855piCD2JkruQCRNVug6OV9CSiJ5JSp1DQPIOLL77Y65C1LwDBbbvttvOae1555ZWMm0hUxK9Hjx6hRfx0MVdA5Zq+h8suuyzl62suh0KyUJqpXGlgxJFHHpny8+kpS5V4c019ac2aNUv5+moe1Oe+cuVK+xDEVEkFyMqVa81xx/1adl19IJ9/ntsmkjhSn8TEiRO9u3AN0bQvBMFNbe16knjhhRcqHVar2dVho4kUSOpfiOLJpjLq/D3ooINSvocmTZoU3QgijQwL61fSIAGFaK5pjk55ZfU1tycfv2/kVskEiJa6vuKKUUlNV6NG5b6ZpCJ2baRM7+bzRYX21B+hZVDti0Fw0/yMM844w7twBYeTTp8+vSysj0jZX3ekl156ad7uSDWCyX7y0cVMHfjFsha6TX1IV155ZUqz0iGHHJKXSrsVLeyl+S566kV8lUyAaOZ2MDy6dx9v75ITWi5Uo4g0p0Dt0PqjKW+IaGLT69pPk8p04daFT6vJFQK1s3fr1s3st99+Kd+3/TNoudSDDz44tMxHixYt8jYHRZPg1DRnfw9q5lE581KgjvQdd9wx6edXp7cmM+aD+l/OOeeclN+BNjV3aTAF4qckAmTevOXeXIhEeGgNcy0GlQv6Q9HjeZs2bcwOO+yQ8seSzbbNNtt4E+zuvffeyCetuVBzkIaKKiTs77W8rU6dOmbYsGH2W+WMZpJrXYvg96AnH/XD5GpkWaFaunRpypK2Cvrnn3/e3jVnNJenfv36KeeF5rUQIvFT9AGiORDB0uiaoT1nznJ7t6yomeCxxx6rcIJXLjYV8dMSpIUwaeujjz4yt912m/c92d+ntho1aniv53NegDrD7e9HfQL5mJBYqPQ01qVLl6TPRE+IjzzyiL1rzqi5UH8v9mCNa665xt4VBa7oA0RLwwabrlRYMCqLFy/22vA17NO+YAY3dTTrrktlOHTHrtpHGm0UrI2k/6//1r/rdd0h65FfcyTC5igEN91RqyaSmpcKgYa/qt09+D3mq7kqQU+CmoMQ/B60VKt+ZzDm4YcfTmlaVMDnkyoPBJtzFSqIl6IOEK3cFwyPyy8f6XWmZ2vevHneBLOwekDa9Edx3HHHeX+Q6oDWXV821NSiEUKqdfTXv/41pSM4uKm8hOY3VLV333036fvK59BYfa26desmfX1V0M1XZ31cqOnK7o/L55OIbLvttv7XHjRokP0yClzRBsjSpd+a5s1/LVVy7LEDvWG82dDIIj1mhwWHmq7UKZuPMtsa2aLqpwqTsO9FmybjVWU/SVUFiD57LXoU/NqaXJePYatxpKfe4BOunkry2SdCgMRbUQbIhg0bTfv2yaVKJk3KrvCd5jCotId9odYdXMeOHb1Cd1VBF2YNkwzrsFdRQhVJrIr1GqoiQBSs9nDhk08+OesnwGKnEAk+ieh/52t0FgESb0UZIA88kFyq5L773rV3SZvaacOGH6rfQ0UHC6EDWxQSGp212267pXyvGnKb7/6RfAeIOmY17Dn4NTWMuFDn1hQaPXUE+0Q0xHf+/Pn2bpEjQOKt6ALELlWiJWBdS5VoAlxYpVE1D6njuxCpmU0l0VWMMPg967//85//5G3CXL4DRJVfg1+vYcOGOV8bo9io/yP4GWqyYa6b/giQeCuqANGCSscf/2upkmbNHjOffeZWqkSzqe0ORpX1UPnqOFAxwpYtWyZ9/9oUflrPO9fyGSCqFhwsw67RV3SYu7GH+KrsSS4RIPFWNAGiG+urrkouVeK6SNQ999yTUvpBHdYrVqywdy1oetrQz2I/jWhocK6b3vIVIMuWLUuq96SmxUKZtR9H6i+y+5HU/5crBEi8FU2ADBkyMyk8XBeIUumQ4B+P7mw1fDbO1P+hVQeDP5cWjtJw5FzJR4AoINXPEfw6zCXInsq7BMueqD8kV6XgCZB4K4oAmT9/RVKpklNOecqpVInqVQUvRioAp5LlxUBLnNplLDQTOFfrbuQjQBQWwa+htSgQDdXOCj6Fq45bLhAg8Rb7AFGpktNPTy5VMnt25hcrNfUEL0aq0lpstXk0Iqlt27ZJP+eee+6Zk7vLXAeI3i+4CJYmDua6w7fUqJx/8HeYi5UNCZB4i32A9OgxManpasCAzEuVqMM8eLelC5Oq6BYjNfuoYzR4YdDFN+oLfK4D5Pzzz/ffW5M48zVvoZSoxluwf0mDE6IeFk2AxFusA2TEiA/MIYf8xw+PSy8dkXGpEg3VDY62UrNVsT152BQi7dq1S7rAq+M0ygV+chkgKtUSLFqp1RGRG7q5Cv4eVaMtSgRIvMU2QD79dJmpV69d2V3RpeaAA241LVsOMCtWZDbjWpMEg53L6jAvlj6Pymi0jUrDBy8OUVZDzWWAaBRZ4n01A3/58mirKyOZqkwnPm8VBlV/WlQIkHiLZYDoTvmII1qbbbY52OyySyuz115/N2++mfmQXXuGedxHW2VKfQZ//vOf/Z9fd/VamjYKuQqQESNGJL3vo48+au+CiKmScrCJVxWlo0KAxFssA6Rr167eCbfZZjVMjRr7mO7dH7J3qZTGtgcvRJrnka9Z2oVEBReDf8RatOqLL76wd8tYrgIkuL6HhiJH2eyG8mmp4sTnrj7CqGb5EyDxFrsAUft38G6ofv0GZv36zIbs6uQPFkbUDPO4TRKM0ksvvZT0mZ511ln2LhnLRYBoFFDwPbXUL/Jj2rRpSf1Od911l72LEwIk3mIVIGrrrlmzpn/CqT12wYLMm67U1h+8EMWlPEkuXXTRRUmfiZqKspGLANGaHon3q127tvnpp8xuHJCdVq1a+Z+/RmdF8fkTIPEWqwCx17bWyn2Z0uzr4Boaqg0FY1avXp20xKgu0NkM2Yw6QLT+evD9+vTpY++CHHvjjTeSfgd6cs0WARJvsQmQ3r17J5285557rr1LWrSSYOI9VDepUKvqVoWnn3466TN+8MEH7V3SFnWABKsEaAGkqljjBMbsv//+/u9ByyhniwCJt1gEyIcffpg0V6NOnTreJKdMKSyCTx+qe4VkzZo18z8f9RO5PoVEGSAachxc56RDhw72LsgTLdOc+D3obzLb1TcJkHgr+ADRnWa9evX8k0wBMHnyZHu3tFx66aVJJ38Uo42KzdixY5Mu/K5PIVEGyMiRI5Pe66233rJ3QZ6o7E1wwEW2AxkIkHgr+ADR3Wbw4nH77bfbu6RFTyxqskq8j5ahRbhgZ/Vee+3lNLw5ygAJztfRxE9UreDEQlVDzgYBEm8FHSDPPfdc0kVICyRt3Oi2umD//v3999EdVFWtYR4H9nBZlzpTUQWIwiu43nvUpTSQOU3eTPw+qlWr5q1F74oAibeCDZDFixd7k9oSJ9dOO+3kLR7kKnjXpLLmKJ9Ceo899vA/Lw08yFRUAaK1TILv49p8iejo5iv4O1GzpysCJN4KMkDUaXr44Yf7J5YmMGUzLyHqdttScMMNN/if11ZbbeXVDctEVAGiCWuJ99ANhc4NVD0N8078XlQZwhUBEm8FGSDdunVLuvh06tTJ3iUj6ghOvFcUI0dKwUcffZQ081jNiZmIKkCOO+44/z1OPfVU+2VUEVVATvxemjZtar+cNgIk3gouQCZMmGA23XRT/6Q69NBDzfr16+3dMhKs46MLEtITLLR48cUX2y9XKIoAUZ0rlddPvMcDDzxg74Iq8uSTT/q/F42MdJ2XQ4DEW0EFyMqVK5NqVNWoUcPMnz/f3i0j6oQNru+scexIT7Dki+beZOLdd6eY3/62mr99/XXmJdfnzp2bFEIzZsywd0EV0RNq8HejvioXBEi8FVSAnHzyyUknpda8zpYuOsH3nDRpkr0LyjF69Oikzy6TWfvvvTez7OJwmL8tX575GhLDhg3zv7aeSl0nNSJ66osKTu596qmn7F3SQoDEW8EESLCfQtvZZ59t7+JEIZR4Tz3RUP47fWqW2Hzzzf3PT6VO0jV9+kemdu0L/G3lysw64SU461nLqaKw/OlPf/J/P65rhBAg8VYQAaKnhODdjCavuZQqCXP99df771u/fn37ZVQieJG46aab7JfLNWPGMnPQQXf526pVmbeRB+uWab0WFJbTTjvN//1osqcLAiTeqjxANAkpWKBNHXLqgI1KFCd5KTv99NP9z69t27b2y+WaOfMrf616batWrbN3qVTjxo39rx3lcruIRhQ3ZwRIvFV5gGh0T+IE0tazZ097l6wccMAB/ntncgeN/0qs/qjtkEMOsV8uVxQBooW+El/7oYcyX3USuaWS+onfj4pduiBA4q1KA0TrbwfDo0WLFs6lSsqj0t+coO6CwzU1kS9dUQRIsBLB4MGD7ZdRxdRxnvj96O/MBQESb1UWIJ9++mnSyaOhtkuXLrV3y4qG8AZnoL/yyiv2LqiEFg1KfH4aCZWuKAIkOB8oisWLEC39PSV+P/o7cym6SYDEW5UEiIYABiu+asZzLi7uWvs88TW0TZw40d4FlVAhxeBn+P3339u7hMo2QPR1gl/XpaAjckuTfoO/I/29ZYoAibcqCRAN0Q2eeFdeeaW9SyRUfDH4daZNm2bvgkroMwt+humuoZJtgOjr8LsrbK7nRhABEm95DxDNLA+edHXr1s3ZBLFFixYlfS3NbEZm7Nng+kzTkW2A8LsrfK7nRhABEm95DxC7BILmfKTbLJIpnkCy53qXmW2A8ARS+FzPjSACJN7yHiByySWXJJ14F154ob1LJOgDyR59ICgPfSCokgDRaI1gmW5tmZTJSBejsLLHKCyUh1FYqJIAkS+//NLsvPPO/snzhz/8IaNifenaeuutOUGzwDwQlId5IKiyABGtvR18QmjSpEnkxQ6jKPhWyoIrEzITHUHMREeVBoj83//9n38CafvXv/5l75IVrWKXeO9zzz3XfhmVCC7GddZZZ9kvlyuKAGnUqJH/tamFVXi6dOni/34OO+ww++W0ECDxVuUBotUGdfIlTiI9kbz++uv2bs6uu+46/70bNmxov4xKHHjggf7n1717d/vlckURIOeff77/tanGW3iChTZdC5USIPFW5QEiCxYsSOqrqFmzplm+PPMV7ML079/ff1+102oWPNKzbt06U61aNf/zy2TRoCgCRIU1E197n332sV9GFYuiUCkBEm8FESAS7KzVduKJJ9q7OJk+fXrS+06dOtXeBeUYO3Zs0menOTzpiiJAhg4d6n/tzTbbLGcTTpE5FT0NruEzZMgQe5e0ECDxVjABIuqjCF6wevfube+SMZ3o2223nf+ed999t70LyhFs465du7b9coWiCJA5c+YknQ8zZ860d0EV+fjjj5N+N++99569S1oIkHgrqADRKoR16tTxTyjd4XzwwQf2bhk75ZRT/PekLT196jNKfG6ZTvaMIkB++uknU716df97eOSRR+xdUEU0rDrxe9HTYboTTG0ESLwVVIDI5MmTvVUJEydVvXr1vLW5s3Hvvff676d10bN9v1Lw+eefJ03ky3QeRhQBIsccc4z/PbRp08Z+GVWkQ4cO/u9Fo+VcESDxVnABInfccYd/Umn7xz/+Ye+SkYULF3ol4xPvl0lncKm6/fbb/c9LHekrV660d6lQVAFy2223+d/HDjvs4DTbGdHbe++9/d+LRjq6IkDirSADRBeJli1bJoXIs88+a++WkeCcApqxKqcnv8TnpbkgmYoqQKZMmZJ0Hrz//vv2LsizJUuWJP1ORo8ebe+SNgIk3goyQESVPXfaaSf/5FJZi8WLF9u7pe2+++7z30tNZF9//bW9C/7n3XffTbpAvPzyy/YulYoqQDTsOljSRE+nqFrBEZP6W3IpophAgMRbwQaIjBw5MqnpqWnTps6lTlR7S519ifdyHbdeCoITxFSvzOUzjypA5LTTTvO/n0zKqSA3TjjhBP/3cfjhh9svZ4QAibeCDhDp1KmTf4JpU20mVyrFkXgftae7jhwpZrNmzUqqT+ZaPyzKAHn++eeTzoEoRubBjZ7cg4Ncsh1qT4DEW8EHiEqdHHroof5JppFBrmtDqP08+ESjZi0kCy43rArJq1evtndJS5QBonNg++2397+vq6++2t4FeXL//ff7vwc90X/11Vf2LhkhQOKt4ANEtAyuht8mTrRatWqZFStW2Lul5dhjj/XfRyVTsmm/LTZaYS44dDebwpbz56/ww6N+/T5lT3vr7V0ycumll/rfl2uzGrLXuHFj//fQunVr++WMESDxFosAkccff9w/0bSdfPLJ9i5psVfYu/766+1dSpJm7Ddo0MD/XFSbLJt6ZBs2bDQXXfSyFyDdumVfHFPzg4K/NzVrIb9mz56d9ASf6dygMARIvMUmQCTYvKLtgQcesHdJy0knneS/h+Y4qJhjqdN6G8HP9p577rF3cbJmTXT1q4Jru6hZE/l1wQUX+J+/mjejmJBLgMRbrAJEpU722msv/4RTqZMZM2bYu1Vq0aJFSYXg1KxVyhPUPv3006ShsgcffHBBNhENGDAgKeRYojh/dI4EO8+zmTwYRIDEW6wCRDRHIXgi77///mbt2rX2bpXq2rVr0sUoqjvuuFG9Ka0EmfgcNALrnXfesXcrCAq1YK00tccjPy6//HL/c9fNl+ZpRYEAibfYBYgEy1tou+iii+xdKqXH77p16/rvoaasUpzlbK8IedVVV9m7FJR+/folfb9jxoyxd0HENHR3yy239D/zf/7zn/YuzgiQeItlgKjDt0WLFkkXEpdOVQVGcMGkfffd16xatcrerWipPEywU1Sd6BoyW8j0xLTHHnv437MWNSrE5rZicvHFF/uft4buqgk4KgRIvMUyQGTZsmVmxx139E8+nYhqp82Umq6CQdS8efOSWLhIywYH+4H0+X3yySf2bgWpb9++Sb+zO++8094FEdHQ7uDE0vbt29u7ZIUAibfYBoioEzV4B/2Xv/wl4yVr1XkeHJWlrW3btkXdqa4nLy3vm/h5NffjpZdesncrWPrdBOcjaI7QZ599Zu+GLOlzDvaP6ZyJqu8jgQCJt1gHiFx55ZVJF/8bb7zR3qVSKmlSv379pPe55JJLijJEFB7BIpXa+vTpY++WtuBsc23Dh8+1dwkVPMaFlioO1jY79dRT7V2QJXvuVa9evexdskaAxFvsA0TNTSqwlzgJdTc9ceJEe7dKqdjiH//4x6Q/mHbt2mX8RFPINIky+OShrUePHvZuGbEDpHXrwWb9+so/s2wDRNThH/xZuABFRwuKqV5c4rPVaEf1P0WNAIm32AeIzJs3z2y11Vb+ibj77rtnvACS6H122WWXpIuSlsNdt869jlOhUId5sM9DWxQjruwA0TZw4If2bimiCJBvv/3WK0eT+HnUlDV3bnpPQCifBqkceeSRSefKuHHj7N0iQYDEW1EEiPTv3z/phHdt0tCs9D333DPpvf785z9HOvIknzRCSUN1g31F2rJ98kiww0Pb0Uc/WWntqygCRMaOHZtUv0ujslzmBeFXOjeC54rqkOUKARJvRRMgEizXrk3lOVyoQzY4R0SbZmq7LKxUlTQqLdgJqk0X20ceecTe1VkwCE48cYj/vx9+eKq9a5KoAkS0tkvwZ7zwwgvtXZCmt956K6lv6aCDDsrpEzgBEm9FFSDffPNNUj9G9erVzcyZM+3d0qIy1RrSG7ww6S5ekxZdS5zni5ogFJ7B8iTa9N9Rj7YKBsGIEQv8/92s2WNm5crynwSiDBD9vEcffXTSz1qqlQWyoRU/d911V/8z1OTBOXPm2LtFigCJt6IKEFEZjuAdlArwuTZpqPnn2muvTbowaVM/ydNPP23vXhDee++9pKq6iU3/lot5HsEg2LjxF3Pmmc/5/33nnW/bu/uiDBDR8NLgxU9zFwYOHGjvhnKoz7BevXpJ54zm2+QaARJvRRcgcuuttyb9IWRbeuGFF15IuZvX1qxZM68NvhBoJUFVKw72B2jTU5OGOudiBI3YQTBhwif+fzdu3NcsXfqtdcR/2cdFYdKkSUklN1QzbdSoUfZusKiJSnOogueNZp/nAwESb0UZIGrSOOqoo5L+IIYOHWrvlhHd4dp9LIlNf3xav70q5o1onQytGW53kmtTVd1cF0YMC4L27Yf5/3bjjeN/3Tkg7LgojBgxIqnYpkbnvf12+U9CpU7D1E8//fSk8+bEE0/M2/B1AiTeijJAZOnSpUnj2LfbbrtIZivrAlW7du2Ui7U2DR/Wmu25HrGln+32229PaXJIbFoMSn0A+agRFRYEU6cu9f+tQYNHyz6P1PpiYcdFRWXfg4GqEOFJJJXmUGmYevDcadiwYSTrfKSLAIm3og0QUYdx8EKiJqco7qz0h6fFrLS0rn3xTmwa+qv+k1dffTXrP0g1MWgcvpaYbdSoUUozVWLTIj/aJ5uVBDNVXhB07DjC//dOnUYnvSblHReVu+++O+mz0VMJF6hfaSlne+DB3nvv7VXezScCJN6KOkAkuI6BNg35jIoq1z744INJi1yFbbp4aX6Cmpq6dOnilYjQk4xmhmt9E3Vu6//rv9UU9sQTT3hBoKaFAw88MKlicNimNcJvvvnmKhkdVl4QzJmz3FsLPfHajBlfJb1e3nFRUogEbyD0vxmdZcyKFSu8J43gOaRh61E8oWdCYRUc8HL11Vfbu6DAFX2A6GlBfQGJk1R372+++aa9W9Z08T///POTOnFzuSlUzjjjDG9uSj6aqspTURB07vya/1qHDsnDhys6LkpqzgpepLRpnojryLy4++CDD7wnjeDnoeWB8/nkoQEdCnc9MdvntfpfFi5caB+CAlX0ASIayx68sGs9iVyt+6GmAZUN0SiW4Op5UWzqe9HFb/DgwU6lWnKhoiD45JPVXh9I4vW33/71Drei46Kmp71gqRtterIrtbInjz32mDc3Kvg5qFlXS0Xniypoa90d+9wObptvvrnX/JvP7wtuSiJAxF5DQs1J+aDmKQWKms7OPPNMr/Bj2J1XcNPremrS/qourDknH330kf3WBaGyILj55gn+6+ec84JJDFSr7LioaTSaXedMtbNKYa6I+tD+/ve/p5xnKveTrycxhfVxxx2X8j1ovo76C+0K0drUNKsSRRpVicJUMgEibdq0STpBoyzp4UJNTwqYxFaVTVGuKguCL7/8zjRp0s/f59VX/xuElR2XC6q4bK9kmbiQ5rv9P1/UtGrf8atJ74477rB3zQn1y6loZ3BodWJr2rSpmTr1vyVv9OSu/sGw/r7DDjssJ83OyF5JBYhO5uAQXD3Oz549296t5Kkc+8SJi705HC1bDvDmdaxaFV4PKZ0g6NXrHX+fU0992mzYsDGt43JBd7Pdu3dPGcmmpxGtbBjHEA+jjnKtHmhfjDVbf8KECfbukdNoR92gBYfSJzYNdy9vxJWGwCvQ7WO0aaKsy6qjyJ2SChDRpLJgp6rawnNZLC4u1q372YwZs6jsLnCsV8cqeIHX9swzs+xDPOkEwerV65Le84UX5qR1XC6pgkCwFHxi02i5MWPG2LvHhgJQzbXbb799ys+mYbtRrygYRk89KsJof33dsKlJNp1h7Rq2rt+F/R7qy1RzcL6a3lCxkgsQueWWW5JOyo4dO9q7lASVXFcBxGuuedU0bdo/JTQSW6NGfcue1MJH6aQbBH36vOfvd/zxA9M+Lpe0noiaV+xRWto030YdvnGhkU0KDntRNG0KE3Wg59rHH3+cMqs9samKg4o1ZkJPMSoKGhaGGggzZMgQ+xDkWUkGSNiCOcOHD7d3K0rffLPOvPjiPHP55SOT+ibCtjZtnvUu/J99Vv5omHSD4IcffjItWjyZ8jUqOm7Fih+8J6Nc0/K4wTXWg5s6eFULrVCbtnQnrqai8qojaGh5rieWqv+ia9euof0X+vzeeOMN+5CMaMTkFVdcEdqPojJCKiCKqlGSASJasjN4Z6P/vWTJEnu3oqALsZqNLrnkFdOwYd+UC3hwO/fcF0z//u+bTz/9xn6bUOkEQcKgQR+mfL3yjnviienea82bP+6tcPjzz7kdiaM6ZrqD152tfZHSphFBnTp18uZRFAI1xXbo0CFlieLEVr9+ffP666/bh0VKn9mTTz5pdtttt5Svr1FV+jyjHEGl4fgtW7ZM+VoayaXh7Rokgfwq2QARPXUET0St/xHlCV+VNPrpqadmehP4gnMxwra//W24GTDgw3Ir51aksiAIUud8q1aDUr5+mLPPfj5pH3W+v/lm7jtQ1RTUr1+/CufwaCi2apG9//779uE5o/NS1Qq0WqA9qiq4aYa55r3kmr4XNfPZX19zOLQCptbmyRWVKNpnn31SvrbCVAMhVCEC+VHSASJarjN4Eka11GtV+PzzNWV3hB8kVcMN2xQoCpann55pvvrqe/ttMlJZENiGDZub8v2Eef752aHBd9llI7wJirmmJivNYtd6MvaFKrjpyVXzddSMpMXLoiqbrwoKM2bM8ErlaFRSZXOH1JSTj4KRKuSpZrGw6s8nnHCCmT9/vn1ITigkFBZhT2AKl6gXTkO4kg8QjcDSSKzEyacOVS3rGRe6mPbrN82bpGdfbIObOsLVhDV06NwKVwosJOq4v/DCF0N/lrvvftt8+21+7jRVMl83GqrobF+s7E0XVtWVUkmOa665xjz66KNebTPVOAurfaanBb2u/XTnruMqesIIbmo6uu666/Iyo16B9u9//9sb7mx/H/vtt58ZPTq1YGY+aOVQTZJUM5b9fam5K9crKpa6kg8Q0VyQYKmTPffcs0oKE6Zr/vzlZXe8U80ZZzyTcnENbuokv/LKUWV3Y/PNmjU/2m8TG6NGLTStWw9O+fnUKa8nFa2EmA+6633++ee9GmSVPRHkatO8inPOOccLpCgqS6dDP3PY6C5V0r333nsLYoDBtGnTUhbF0qYbQhVUzVXpolJHgPxPnz59kk48XSQKyZQp00yPHg+Z5s07lz0x9Uy5mCa2ww/vb669dkzZBWahN/KpWGg0lkIzbLhx27bPeWuQ5JP6JPRk0rNnT3PMMcek1JiKatONjUqAqLkmn30u8uGHH6aMVtSmSZha5VOTFQvNU089FToQQk2Nag7MV+iWCgIkwB7DrmaFqqIRLhr+qHkK+oP47W83L7vrPcDUqnW6qVfvX0kXUE3S69p1nBk7dlFehr1WpS++UMmLsSkhok3B6TIQIAq6C9eTrFa+VAe7+gm0Dr2G11b2tKLXtZ86wC+44AKvzMiwYcO85pequOBp2K+Kgdqz9bVppU/1zRQyDW3WZMOUytg7bmIOaHeAGTdnnH0IHBEgAXrMDd696ATMZxuqLhaagXvJJZd4JSfsP96ttqptdtnlOLP33peXPYn0Nd27j/dKjmh0U6l5//0vvCHHdoio2e7BB6cU5NNXodc+0wCA//znP0mLPCU2NWFpPkycqL6Zyp94P8PvyrY/lW2nlW3Xb2JOefUUs2hNblcOLQUEiEVF24J3XirJkMtSJ2pX1+gZjWMPqxsU3GrV2q/sieS2su9xVs7nRcSB+j6GD5/r1euyg0Sz3V95Zb5f/RcV0zmoznD7nFOn+a233up1oseVBsUc1uows8lRZT/TP8u2e8q2PpuYav2qmesnX2++/alqnlqLAQESQqv7Bf+ILrvsMnuXrCiQNAdFzRyVNW+oXpNGAGnETrHMUYnad9+tN/feO8k0bpw6SfKCC4alrIaIX2nYrYbf2uedRpPp/NSw3WKgv53+4/ubne/c2QuP4LbrwF3N4/MfN78Y7jYyRYCE0Ml2xBFHJP0xZTuu/Pvvv/fW9Wjbtm3K4kb2pvZwDemM03DiQqDZ81ddNSolRLS0brdur5uvv668iF+p0EQ/nWOa+GeffyrromHGxWjN+jWm87udzeZ9N08JkgZDG5h3vnzHPgQVIEDKobImwXH/al5S+ZNMaEU1TUY75ZRTKh2lo8lPWgc9sT4C3E2atCR0iLMGG6hMSyn2GSXo5kglRnbccceUc1BPuzpfS8HCNQvNSaNPSgkRbee9fp5Z8n1xljWKGgFSAY2ECf6BaQRKZc1IGtqoVdRatWoVencX3FSuWmtTaAYzoqU1R1TK5aijnkgJkhNPHOKNWCs1EydO9Iob2ufhFltsYW644QbvKbnUvPb5a2b/Z/dPCZGt+m9lekzrYdZtyF3/ZzEgQCqhEVHBPzbNxrVpjYWHH37YW28hrDR4cNPqanqPBQsW2G+DHFD14Z493wwtInnRRS+b+fMLby5D1FRGXeVW7HNRm+Y7aURYKft548/m/ln3m+2e2C4lSGoPqW2eWfSMfQj+hwCphDq8gwvbKCC0vraGCGoWbrNmzULrAgW3ww8/3Nx9990l/4dalRYuXGkuvvjllBBRva0ePUabVau+sw+JPS3c1K1bt9Dm04MPPtgbmIFfrfxxpen4ZkezWd/NUoLkiJeOMNNXTLcPKXkESBpmzZqV9EdY2VOGhgFrBu/999+fcb8JcmvcuI/NSSc95QfIoYc+bPbd9//MfvudYx58cEBkxRCrmpaMrVWrVsq5qb48FX6sigmKcTFr1SzT4pUWKSGy6aObmg4TO5iv14UvrlaKCJA0qYnK/mMMblrsRsXb1EGpAm8oXOpEV2e6OtX/9KceZs89zzfbb9/UVKu2kzcXIh9VbXNlypQppmnTpqHnp6oaFHKNt0Iz7JNhps5TdVKCZJvHtzG9PuxlftpYHDcb2SBAMqDOxuAfpf77r3/9q1dNlWJt8bN8+femc+eBZtddW5saNfYxv/nNrxVdW7dunbfS5FFQP1z79u1Dq9Ief/zxZt68efYhSMP6jevNbdNvM1s/tnVKkOz79L5mxKe5X3ulkBEgafroo4+S/ii1GpyW8kT8TZs2q+xpJHWlO921X3311TldHClbqmRw221lF7itt075/lUWPh+LS5WCL34oC+jxZQH96G9TguT4kWUBvbo0A5oASZMK3CX+MFUjSx2UKC6aA6G5EPaFWHMmVFizsiHc+aZh5mErJ26zzTamV69eRdOfU0imfD3FNB3eNCVEftf3d+aqd64y36zP781G8HuoClXzVWMouHynqvaiOGkuhOZE2M2V2rSUreZSVDXNG2rRokXK96fBG3oy/vprOnlzbdDCQabWoFopQVJ/aH1713JNWDbBXDf5OtN4WGOz++DdzRb9tjBb9t/S1BxU0xz98tGmy+QuZtryafZhSQiQGNCQ3eBQ3SFDhti7oMhoyLXmSNgXaW1t2rTx5lbk28qVK03Hjh1DRwE2b97cTJ/OMNN8+uHnH8yNU2801ftXT3oSUb9JRd744g3TaFijlPApbzvshcPMmCVj7LfxECAxoPkeiT/UatWqeSVKUBomTJjgzZmwL9h6QtEci3zM3lbZ9969e4cuqau6ac8++6x9CPJo8XeLzbnjzvUmHd794d32y0k0YVHDge2QSGcLU9nruVY1XzVmNFkw8QerUVcoLZozoRUrw8rta67FwIED7UMiM2bMGLP//vunfF0V5OzRo0dOlxpAtB6a/VDSBV/l5DWvZPgnw81n331m1v681tuW/bDMjF863tw+/XavSayigCBACpyGRwaHRj7++OP2LigRmkPRqVMnb3SWfUFv0qSJNwcjKgsXLjQnnXRSytfRdt5553nFPhEfmsWuwEhc7NXvkW7BxveXv29ajmhp/7OHAClwDz30kP+HqwuH2qFR2jSnQsUy7Qu7+sk0F2PZsmX2IWlT82jnzp1DC3FqiVyV0UH8tBrZyr/Q66nixw3RLNBFgBS44GiXY4891n4ZJWzkyJGmbt26KRd6zcno2bOnN0cjXd6CR/37m5133jnl/bS8sSar/sLyirE0e9Vs/yKv/o8F30RXSJUAKWAqzR4c8aJ2cCBIcy0050JzL+wL/1577WWGDh1qH5JCyyirSrN9vAZsdOnSxXz7LUuuxpn6MhIX+TNeO8N+OSsESAHTHWHij1lj7KlxhfIsX77cm4Oh88QOApX5D1vzRcPDzz777JT9tZ166qlm0aLSW7OkGJ0w6gT/Ij9gQbQLdhEgBUz1kBJ/0BpnD1RGczF0rtiBoCdZzeHQU+3atWvNTTfd5FU0sPfT0gHjxo2z3xYxFizIGHXJEwKkQKn+UbAjU+PwgXRpbobmaNgBUaNGDbPtttum/Pv2229vHnzwQcqsF6Ftn9jWv8ivXh9tNWQCpEBpbH/ij1uja1jXA5nSHI1bbrnFm7NhB0Zi05PJ5ZdfTjXnIhZcoEqrH0aJAClQp5xyiv9HrjH+gCvdfGjuhr1ypdaPmTNnjr07igxPICVG5SmCKxBqOVogWyqtrqYqNWOpuQqlgT6QEqP262Dz1ccff2zvAgBpYRRWiTnrrLP8ADn00EPtlwEgbcwDKSHq+FQTQyJAbr31VnsXAEibPRN94ZqF9i7OCJACM3z48KSOTtaSBpCtYC2sBkMbUAurWLVr184PD03qAoBsqaJusBpvk+FNMqrGe+yI8Dp8BEgBUfG7YE2j7t2727sAgJOw9UAueuMi8+LiF70wWbdhnbdpPRAtd3vHB3d4TysVBQQBUkBGjRqV1Hw1Y8YMexcAcNZ7Zm9WJCxW/7jiH2aTTf8bHvvuu6/9MgBkbeKyiRmtia71Q177/DX7bTwESIHYsHGD2aH1DmaTg8p+GbU3MV16dLF3AYDIaNnaa9+91jQc1tDUHFTTbNFvC1O9f3Xvf7d4pYXpOqWr1/9REQKkQIxbOM5scnHZL6Jt2dZ6EzN17lR7FwBAAAHyPx3f7Gg2ua8sPG7ZxNS+rbb9MgDAQoCU2fjLRrPrwF39R8GrJ11t7wIAsBAgZd784s2ktsS3v3zb3gUAYCFAynR6p5MfHrsN3M38UvZ/AICKlXyAKCz2HLynHyCXvXWZvQsAIETJB8iUr6ckNV9paB0AoHIlHyDXTb7OD4+dBuxkNvzCmtQAkI6SD5C9n9rbD5AOEzvYLwMAylHSAfLBig+Smq9GLxlt7wIAKEdJB0i3qd388NDC9z9t/MneBQBQjpIOkP2f3d8PkAvGX2C/DACoQMkGyNzVc5Oar15a/JK9CwCgAiUbIP9+/99+eGz92NaRLTEJAKWiZAPkzy/82Q+QtmPb2i8DACpRkgGyaM2ipOar5xY9Z+8CAKhESQbInR/c6YfHlv23NN///L29CwCgEiUZIMHlJE8bc5r9MgAgDSUXIJ9995n5TZ/f+AEyeOFgexcAQBpKLkDum3mfHx7V+lUza9avsXcBAKSh5ALkiJeO8APkhFEn2C8DANJUUgHyxQ9fmE0f3dQPkMfmPWbvAgBIU0kFyMOzH/bD43d9f2dW/rjS3gUAkKaSCpBjXjnGD5CWI1raLwMAMlAyAbJi3QqzWd/N/AB5ZM4j9i4AgAyUTICovyMRHuoH+XLtl/YuAIAMlEyAaMRVIkCav9TcfhkAkKGSCJD1G9d7cz4SAaK5IACA7JREgGilwR2e3MELjy36bWGW/bDM3gUAkKGSCBB5f/n7pvO7nc2EZRPslwAADkomQAAA0SJAAABOCBAAgBMCBADghAABADghQAAATko2QBKTCrUBADIXy6un5nJcN/k603hYY7P74N29yYFb9t/S1BxU0xz98tGmy+QuZtryafZhSQgQAMhOrK6eb3zxhmk0rFHSxb+i7bAXDjNjloyx38ZDgABAdmJz9bx/1v1JqwlmsoWp7HUAQMVicfV8aPZDSRd8FUbsMLGDGf7JcPPZd5+ZtT+v9TbVuBq/dLy5ffrtpv7Q+hUGBAECANkp+Kvn9BXTkyrpqt9jyfdL7N1Cqf5VeSsPEiAAkJ2Cv3q2GtnKv9DrqeLHDT/auzghQAAgOwV99Zy9arZ/kVf/x4JvFti7OCNAACA7BX31VF9G4iJ/xmtn2C9nhQABgOwU9NUzuAztgAUD7JezQoAAQHYK+upZ56k6/kV+3up59stZIUAAIDsFffXc9olt/Yv86vWr7ZezQoAAQHYK+uq5Wd/N/Iv8zxt/tl/OCgECANkp6KsnTyAAULgK+upJHwgAFK6CvnoyCgsACldBXz2ZBwIAhaugr572TPSFaxbauzgjQAAgOwV/9QzWwmowtAG1sACgQBT81VMVdYPVeJsMb5JRNd5jRxxr/7OHAAGA7MTi6hm2HshFb1xkXlz8ohcm6zas8zatB6Llbu/44A7vaaWigCBAACA7sbl69p7ZmxUJAaCAxOrqOXHZxIzWRNf6Ia99/pr9Nh4CBACyE8urp5atvfbda03DYQ1NzUE1zRb9tjDV+1f3/neLV1qYrlO6ev0fFSFAACA7XD0BAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADg5P8BfiagT+YsFL8AAAAASUVORK5CYII=)
PN: 3H32-5-JR
CAS: 1019027-83-8
Molecule Weight: 187.02
Formula: C7H4Cl2N2
![6-Bromo-2-chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-D-5J
CAS: 851916-84-2
Molecule Weight: 231.48
Formula: C7H4BrClN2
![5-Chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-5-18
CAS: 63111-79-5
Molecule Weight: 152.58
Formula: C7H5ClN2
![3-Chloro-8-fluoroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-7-AX
CAS: 1019028-15-9
Molecule Weight: 170.57
Formula: C7H4ClFN2
![2-Bromo-3-chloroimidazo[1,2-a]pyridine](data:image/png;base64,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)
PN: 3H32-D-Z5
CAS: 1159511-19-9
Molecule Weight: 231.48
Formula: C7H4BrClN2
TSCA: Not listed on TSCA inventory