![Isopropyl 8-amino-2,3-dimethylimidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-1-309 |
| CAS | 403668-97-3 |
| MDL Number | MFCD26385610 |
| Molecular Formula | C13H17N3O2 |
| Molecular Weight | 247.298 |
| Units | Price (USD) | Availability |
|---|
PN: 4H58-1-309
CAS: 403668-97-3
Molecule Weight: 247.298
Formula: C13H17N3O2
![Methyl 8-aminoimidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H58-1-6M
CAS: 1160994-94-4
Molecule Weight: 191.19
Formula: C9H9N3O2
![Methyl 3-[(dimethylamino)methyl]imidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABY1AAAWNQEARjQ6AAACXHpUWHRtb2xTb3VyY2UAAHichZVrb5swFIb/ypE/r8Y22JgoSRWtmjSp3aS1k/ZtcoiTIgVcAc3l3+8YciPJQAF8Oe/j22s748ddvoaNLavMFRPCKSNgi9QtsmI1Ib/fvj1o8jgdpyhCYVFNyHtdf4yCYLvd0vTd5mbnCpq6nLTx0a7KOpptSF25CgRjPPjz8vzaMA9ZUdWmSC1SVTaqmspnl5q6GcV/ughyU26yImjlQV5u2tb+CuYfRnfVgpzn8hVjM0Rhma0tLF2Zmxo2glF82BdY2cKWprYLmO+xOqQRzn06fnly6WduixqzvoUsNevXuvxMsSJ3a5t+YmOY+f40ITlHwNQun5Wl2YPP+WrDwQgwIZgIjASjwMRgNJgEDGf4YpyjgKOCo4SjhqOIx7j2a+s7f9t/WJwB/IT2bX8/Oil+cfkEmoZTklqBpomQDGIqE2z6kCiMxeqYRCgJEwgxxgQIyoVUwKkQLDqXVJTEWFK6kWAoRI5rJY9c2wqBPXYe0VALjRHFMTmUJArOlYKyGBNOQ3ZZkolKsKSjhmNax8hJGfoxqyTWOB+uRISlMMahd3rAdQ9OCz8dz12xuMhCtpiQOSeNI7/sshIHUwi4cmFLXDLfgJdeAqILeAv7gbALeMNPgLgHRDeA7O9BdgG/mU7A7B6guoDfev1A3AX8Ru0HdBfw27ofSLpAcwj6CR/vWNccmgHm2u7mkPWvLr9yvD2UA8yV6e0hHmCiO8yA81zemc+A+VzdeDOIXPl/vId6GX2zK+8jwcW5DI6XJ2ZvLtbg4tYN8L9m+g8JsOnIH98QDAAAQGxJREFUeF7t3QmYFMX9xvEkGo+/glfwAhQTQ7wlAgqKooJCQAUxiqgETYJK4hERPBJRTLzwjqICKqeKeIuiErk8AJEFEdQIghwCAorKoYCK9Z+3Nt3O1s7s9NTOzM7x/TxPP8BWz7I7u9PvVFfVr35iAADw8BP3AwAAREGAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC85DZCf/OQn9kgl6nnJbNy40QwaNMicfPLJpl69emabbbYxtWvXNocddpjp06ePWbVqlfsQAECa/K/SHqIGQ9TzEnnrrbfMXnvtFX6ORMd2221nhgwZ4j4UAJAGv6u0p6jBEPU8l8Jj6623to9t3LixGT58uFm0aJHtkXz11VemrKzM9O3b19SpU8fr8wMAfpTTq2jUYIh6XrxNmzaZBg0a2MddcMEF5vvvv3dPCa1bt85069bN/TAAIA3pXaWrKWowRD0v3uDBg+1jGjVqVGV4AAAyI72rdDVFDYao58Xr2LGjfQxjGwCQG+ldpaspajBEPS9e/fr17WMWLFjgNgEAsiC9q3Q1BcEQ9UiHpurqMRs2bHCbAABZkN5VuprcgEh1pIMAAYDcSu8qXU1RgyHqefG4hQUAuZXeVbqaogaDe96MGTNMjx49zP7772+23XZbs8cee5hWrVqZp556KjyHQXQAyK3UV/MMcoMhGfe8pk2bmv79+5tZs2aZ9evXm9WrV5uxY8eaQw891Fx77bX2HKbxAkBupb6aZ5AbDMlEPW/+/Plmxx13tH/XQsK9997bPu7CCy+sMkS0kPDcc891PwwASEPqq3QGRQ2GqOctXrzY7LLLLuG/40uZNGnSxIwYMcKeo3BZs2aNvRV2/fXXU8oEADIgp1fRqMGQ6jzVtXrttddMs2bNzDXXXFOhberUqeGAerJj++23N0OHDq3wOABAepJfpbMgVTAEkp3nBkHr1q0T3qpS8cSBAwea9u3bm7p169peSa1atWw5d42ZUM4dAKqv8lW6AKxcudI89thjZs8997S3pAAAuVeQARKYMGGCvV0FAMi9gg6QtWvX2ttTAIDcK+gAeeWVV+xaEABA7hVEgBx55JHmiSeesGVKNEC+dOlSu3BQA+QvvfSSezoAIAcKIkCmTJliOnfubMc7ttxyS1vK5LTTTrPrPtL1ww8/mOnTp5vvvvvObQIApKEgAiSTbr75ZjsF+C9/+YvbBABIQ8kFyC233GIDZKeddjLffvut2wwAiKjkAmTu3LnhQkQNwgMA/JRcgMjBBx9sA6R79+5uEwAgopIMkL59+9oA2XXXXROWQgEApFaSATJ79uzwNtbEiRPdZgBABCUZINKwYUMbIBdddJHbBACIoGQD5Oqrr7YBosWIWhsCAEhPyQZIWVlZeBtr8uTJbjMAIIWSDRBp0KCBDZCePXu6TQCAFEo6QC6//HIbIAoSAEB6SjpAdOsquI2l+lgAgOhKOkA0eK5BdAXIP/7R120GAFShpANEeve+2eyxx0mmdWsCBADSUfIBMn36EtO48UB7fPTRarcZAJBEyQfI5s0/mBNOGG4DZODAMrcZAJBEyQeI3Hjj6zZAzjjjSbcJAJAEARIzdeon4W2sRYu+dJsBAAkQIDHffbfZHHfcUBsgDz88020GACRAgPxP374TbYCcc87TbhMAIAEC5H9ee22RDZAmTQaaZcvWus0AAAcB8j+bNn1vjjlmiA2RESPedZsBAA4CJM7f/z7eBsh55z3nNgEAHARInPHjPw5vY61cud5tBgDEIUDibNjwnTnqqIdtiDz++By3GQAQhwBx9O79HxsgF100xm0CAMQhQBwzZiw3xx47xDz44Ay3CQAQhwABAHghQAAAXggQAIAXAgQA4IUAcQRVeZs3f8gsX77ObQ4F5wFAqSJAHEEw6OjTZ4LbHCJAAJQ6AsQR3wNp2nSQmTcv8Ta3BAiAUkeAOIJguOOOKfbPiy9+yT3FIkAAlDoCxBEEw1dfbQir82pxoYsAAVDqCBBHfDBod0L9vVu3Z52zCBAAIEAc8cGg4opt2oyw/1al3mTnAUApIkAcbjA8/fQH9t+dOo0y33+/Oel5AFBqCBCHGwwKjVNPfdx+TGGS7DwAKDUEiCNRMIwbt8B+rG3bEfa2VrLzZMGCL8z776+yW+QCQDEjQBzJgkED6fq4BtYl0XnLlq21a0f08SOOeNCcffbTpl+/N80LL8y1wQIAxYQAcSQKBikrW2Y/3rLlEDvFN9F5a9duCm93JTo0LbhHjxfNvfdOM5MmLTSff/51hccDQCEhQByJgiGgRYVqu/POqVWe98kna8zYsfPtYsTzznvOHHlk+Ta5iY527R61uyAOH/6uXW/y9dffup8uozZu3GgGDRpkTj75ZFOvXj2zzTbbmNq1a5vDDjvM9OnTx6xatcp9iPnJT35ij1SingegOPBqd1QVDCproltUKnNS1XkuDcR/+OFnZtSo90zfvhPN6ac/USlIgqNJk4HmzDOfNL169TcDBz5oZs2aZTZv/nH2V3W89dZbZq+99gov9ImO7bbbzgwZMqTC46IGQ9TzABQHXu2OVMGgAovxF3xf69dvMtOmLY1drN8xl18+NlxvouOQQ24zdeq0rHBRP/roo03Pnj3Nk08+aRYtWuR+upQUHltvvbX9fI0bN471eIbbz6MeyVdffWXKyspi4dY39v/WqRQCUYMh6nkAigOvdkeqYNBAebNmD6Y8z8fKlevNhAkLza23vmxOOulPZvvtt6/UQwgOXehPOeUUc8MNN5ixY8faEEhm06ZNpkGDBvZxF1xwQaxHlHyG2Lp160y3bt0qfCxqMEQ9D0Bx4NWex3744Qfz7rvvmoceeshe+Bs1amS22GKLSmESHPvtt5/p2rWrefDBByvc9ho8eLBt1+OrCo9kogZD1PMAFIeSf7W/+OJcOzZRKL7++mvzxhtvmDvvvNP8/ve/D3sW7vHUU0+Fj+nYsaP9mDu2EVXUYIh6HoDiUNKv9pEj54S3oj7++Eu3uWBo5tTzzz9vrrnmGtOmTRvTtGlTs2TJkrC9fv369sK+YMGCuEdFFzUYop4HoDiU7Ktd02yDRX8XXPCC2bz5B/eUoqGpurqwb9iwwW2KxO3dpDoAlIaSfLW//faycCpuly5PmXXrNrmnFBUCBEA2lNyrfe7cz8ONok4++THz2WfFvxqcW1gAsqGkXu2aghust2jVaphZvDj51NdiUpOD6DNmzDA9evQw+++/v9l2223NHnvsEXvuW1UY5AdQmFJfFYrEl19uCOtUtWjxsJkzZ6V7StGqyWm8GtDv37+/XVG/fv16s3r1artu5dBDDzXXXntthXMBFJbUV4Ui8M0335muXZ+x4XH44Q+aN99c7J5S1LSQcO+997YX9wsvvLDKENFCwnPPPbfCxxIFQyJRz5P58+ebHXfc0f0wgAIS7dVewFSHKiiCqDpTKq1eiuJLmTRp0sSMGDHCLF682IbLmjVr7K2m66+/PmelTPR/77LLLu6HARSQaK/2AvXDD8Zce+3EcK2H6k6VsqlTp4YD6skOlU8ZOnRohcdFDYYo56nkymuvvWaaNWtm160AKFxVv9oL3D33TAvD49ZbJ7vNJUnFEwcOHGjat29v6tata3sltWrVsuXcNSaRrXLublC1bt26yltpAPJf4ld7EXjssR9XmV911atFvVCwkKxcuTL2s3nM7LnnnvaWGbJo3Tpjbr/dmJYtjdl1V2N+/nNj6tQx5phjjLnttvJ2oBqKMkDcVebsT55/JkyYYG+nIUtef92Y3XZT1y/5oVB57TX3kUBkRRcg2mMjfpW59t1A/lm7dq29fYYsmDLFmK22Kg+Jxo2NGTXKmE8/Nebbb41ZscKYJ5/U/Orydp03dar7GYBIiipAtOtfqa0yL1SvvPKKXQuCDNsUe8O0997l4aB9XZKNM+njatd5DRqUPw5IU9EEyJIlK2Ph0a/kVpnnuyOPPNI88cQTtoyKBvCXLl1qFzZqAP+ll15yT0d1xZ5bGwoHHJA6FNS+//7l53tWKUBpK4oA0cyhRo3axC5KHc1vf3udee+90lllnu+mTJliOnfubMc7ttxyS1vK5LTTTrPrUpAFHTqUB8LAiLtlDhhQfv6pp7otQEoFHyAqj6FyGZoautNOvzHjx5e5pwClo1698kD46CO3JbF588rP32svtwVIqaAD5NtvvzVt27a14fHTn/600gI4oORss015IEQt3f/NN+Xnb7ut2wKkVLABov3Ctf93sDDtlltucU8BSg8Bghwq2AC54oorwvC45JJL3GagNAW3sObPd1sS4xYWqqEgA+Suu+4Kw0MDtJs3b3ZPAUoTg+jIoYILkJEjR5qf/exnNjyOP/54W00WwP8wjRc5VFABMm7cOLPVVlvZ8NDmSCpDDiBOOgsJte+LztP5qcIGSKBgAmTmzJmmdu3aNjz22Wcf86lKMwCoLL6USZMmxjzxRHkJE5UyWbnSGG0nfPjh5e06T+cDHgoiQLSKeffdd7fhoQ2P5mngD0ByKpKoYokKiWSH2idNch8JRJb3AaJV5vvuu68Nj+222868/fbb7ikAEgnKuat8+y9+YcyWW5b/2aKFMbfeqoqW7iOAtOR1gGh/bm2/qvD4+c9/bl5++WX3FABADcnbANEq8zZt2tjw0CrzYcOGuacAAGpQXgaIVpmfc845Njx09OvXzz0FAFDD8jJAevXqFYbHpZde6jYDAPJA3gVI7969w/A488wzWWUOAHkqrwJEg+RBeBx77LGsMgeAPJZXATJnzpwwQEaMGOE2A4ji44+NeeABbZbjtlS0cGG084Ak8ipApHnz5jZAunTp4jYBiOLEE8sXCqaafNK2bfl5N9/stgCR5F2A3H777TZAatWqZffQBpCmI44oD4a//91tqahZs/LzrrrKbQEiybsAWRjrVmvdh0Jk9OjRbjOAVAgQ5EjeBYg0btzYBkg3VRMFkB4CBDmSlwFy00032QDZeeed7Yp0AGkgQJAjeRkgc+fOtQGiY+zYsW4zgKoQIMiRvAwQOeigg2yAnH/++W4TgKoQIMiRvA2Q6667zgbIrrvuar5PtqsagMoIEORI3gbI7Nmzw9tYEydOdJsBJEOAIEfyNkCkYcOGNkAuuugitwlAMgQIciSvA+Tqq6+2AVK3bl1b4h1ABAQIciSvA6SsrCy8jTV58mS3GUAiBAhyJK8DRBo0aGAD5PLLL3ebACRCgCBH8j5AevbsaQNEQQIgAgIEOZL3AaJbV8FtLN3SApACAYIcyfsA0eC5BtEVIBpUB5ACAYIcyfsAEU3jVYBoWi+AFAgQ5EhBBIgWEga3sbTAEEAVCBDkSEEEiEqZqKSJAkQlTgBUgQBBjhREgEj37t1tgKjIIoDk1scCZE3stbIxRYCsjwWIPY8AgaeCCZBXXnklvI2lcu8AEhsWC5CbY6+TSSkCZFgsQHTeRAIEngomQLSx1E477WQDRBtOAUisQyxA9oq9Tm5NESAdYgGi824hQOCpYAJEtMWtAkRb3gJI7IhYgOh18vcUAdIsFiA67yoCBJ4KKkBGjx5tf+F/+tOfmoULF7rNAAwBgtwpqADZuHGjqVWrlv2lv/32291mAIYAQe4UVIBIly5d7C998+bN3SYAhgBB7hRcgDz11FP2l/5nP/uZWbp0qdsMlDwCBLlScAHy9ddfm//7v/+zv/j33nuv2wyUPAIEuVJwASKdOnWyv/jHHnus2wSUPAIEuVKQAfLoo4/aX/wtttjCrFy50m0GShoBglwpyABZs2aN2Xrrre0v/8CBA91moKQRIMiVggwQOemkk+wv/4knnug2ASWNAEGuFGyADBkyxP7y//znPzdffPGF2wyULAIEuVKwAbJ69WobHnoBDB061G0GShYBkh+08HnQoEHm5JNPNvXq1TPbbLONqV27tjnssMNMnz59zKpVq9yH2J+HjlSinpdtNf8VVMMJJ5xgn0T9gACUI0Bq3ltvvWX22muv8EKf6Nhuu+3snZR4UYMh6nnZVvNfQTUMGDDAPolK9rVr17rNQEkiQGqWwiOY5KPCr8OHDzeLFi2yPZKvvvrKlJWVmb59+5o6depUCoGowRD1vGyr+a+gGlasWGGn8uqJfOyxx9xmoCQRIDVn06ZNpkGDBvZ5veCCC+xuqsmsW7fOVhiPFzUYop6XbTX/FVRTy5Yt7RN52mmnuU1ASSJAas7gwYPtc9qoUaMqwyOZqMEQ9bxsq/mvoJruuece+0TqfqLKnACljgCpOR07drTPqTu2EVXUYIh6XrbV/FdQTZ988ondH0RPpgotAqWOAKk59evXt8/pggUL3KZIogZD1POyrea/ggwIXghnnXWW24Q88PTTT9uJDqqgfNttt5nvvvvOPQUZ5AbIe++9Z/bdd1/7Mc1Y/Pzzz+3HCZDM0++5ntMNGza4TZEEwRD1qGk1/xVkgC5KejI1x1ozHZAfZs+ebY477rhKv/QHHnigefXVV93TkSFBgFx22WXmr3/9q9lyyy0rPP877bST+fe//x2eR4BkDgFSgD7++OPwNtYLL7zgNiPH9A73wgsvDGfI6WjatGm4bic4OnToYObPn+8+HNV0+OGH2+d32223DZ/runXr2irW8R8L/k6AZA63sAqUVnfqCT333HPdJuSIbk3dfffd9h1u8AuuxVTxU6xfe+01O0MlaN9qq63MlVdeyTqeDFHPzg2Ja6+9NpxgsnjxYnPmmWeG7Tp0e2vevHnOZ4KPmhxEnzFjhunRo4fZf//97c99jz32MK1atcrq2HDqr7RA3HjjjfYJ3Xnnnc23337rNiPLxo4da39xg19sbfqlxVLffPONe6rZvHmzLfEQLKTSsfvuu9spkD/88IN7OiL46KOPzCmnnFIhGI488ki7gC2RN954o8LzryDv1auXrXQNfzU5jVe9/P79+5tZs2aZ9evX23JPel0eeuih9k1ENqT+SgvEhx9+GD6petKQG3rnGlRGDg7tW693uqloVW7Pnj3DmmY6mjRpYt588033VCShC/4VV1xhAyB4Dn/729+aZ5991j21EgX5HXfcYXbbbbfwsbvuuqt56KGHbBvSp4WEe++9t30udRu3qhDRQkL3jkmiYEgk6nmi28Q77rij++GMiPYVFIiDDjrIPqnnn3++24QM08Vf71jjL1wq26B3tumaO3euadeuXfh5dGhG3ZIlS9xT8T+6wOvdbvzFXz2KBx98MO2Lv0Kod+/eFX6WuiX8+uuvu6cizpQpU8xf/vIXe1s2XnwpE70hGjFihH1DpXDRc61bTddff33OSpno/95ll13cD2dEtK+gQFx33XX2SdWLqqrkhz9dnPQOVe9Ug19iPd8PP/xw2hcu18svv2z222+/8PPqNpheaIlug5Uy9dB0YQqeJ134L7/8chvq1aHepKb5Bp9Xh8ZLovQmS8nSpUvNOeecE07c+f3vf++eYqZOnRoOqCc7tt9++0qVxIO2VKKcp98HhZuma19zzTVuc0ZU/RUUmHfffTd8YidNmuQ2o5r0jjSYrKBDFy69c83kfXONX9111122yx38P7ol8Pjjj7unlhz1yNQzi78ItW/f3vbgMuk///lPhfEsDcjqzVmpV3rQ1Nx//vOftupF8Nw0bNjQ9jgS0ZIC7Ziqn5FmwalXUqtWLfsa0phEtsq5x/9+6GjdunXW3lAn/goK2K9//Wv7pF188cVuEzwtWbLUdO7cucIvpd6pauA2Wz777DNbjC5+KvDRRx9tZs6c6Z5a9NQD04QE9ciC50I9tVdeecU9NWM0o05rReJn1Okd9aOPPuqeWhKeeOKJsEiiDr3B0fhRPk/YWblypZ0Bueeee9qefDYUXYBoTrt+wEr6L7/80m1GGjZs0LTcF2O/gC1i3fWf2ef1gAMOsO9Qc0W9ymOPPTZ84Wo1+5/+9Cf74igFI0eOrLCvhC7o6qHl6sKlNT2aGhq/GLHPUUeZL8vK3FOL0jvvvBMWbNWhNzTdu3dP2HvIVxMmTLDhnw1FFyC6Px/8sPVL37ZtW3t/Xu9oEd3LL39k2rV71Bx88M2mXr3TYkcjW7iypsqQaC77PvvsE/5sd9hhB1uBIFcX0lzTQKt6XPEXLvXIaur3eM6cOeb44483jWJfyy2xY1EsyM1552lPBffUoqCAUFDE94AVJAqUQqM1Vrp9lg1FFSC6F//LX/4y/IHHHwoTvQDuv/9+s3z5cveh+J/3319l/vjH503jxgPtcfjhD5q+fZ8yX3yRuXEOX7qnfMMNN9jBx+DnqluWxVR9QD0r9bDU0wq+R/XA1BPLBzOeeca8GXuNxb6w8qN2bWP69dP8VffUgqQ3JLo1FT8Gp1tXuoVVqHSrU2tBsqGoAiQYYFRYvPTSS7bnoR5I/PREHZo9oXd3uhXADJNyn3/+tbn++kmmadNBYXhceOELZv781e6pNW7ZsmWma9eu4SwYHSeeeKL573//655aMHThUo9KPavge1KPK5uriL0pLG66yZhatX4Mkn33Neb5590zC8rEMWPMb37zm/D512C5Bs1961rlmhaOKuhURkVvtjRbTFO9NYCv62E2FE2AaDpc8IPXqvR4ms6mbSVVZiC+zENwqHbQzTffXJJ1mb79dnPsuXvHHHPMkDA4OnQYaSZOXOiemnc0VTIoCKhDCxIvvfTSWG/pC/fUvKYeVDD5Q4d6WOpp5X1hUPXktaNeLMjDIGndWt1Y98z89uGH5svYG82/xl0TNE1XW0UUEq1L0WQXjXfoTbRKmWijvWSzxDKhKAJE0xiD2xqq/lrVegQt8deUUD3R8dPxgkNdPc1Y+OCDD9yHFp1JkxbGQnVkGBxHHz049o7lHRsqhUKlT4YNG2ZnmgQ/Qy2aeuCBB7I2dTFT9DumnlPwdatH9Yc//MH2sArKtGnGNG/+Y4jELl7moouMWZ1/vdcKNMnmsstM7J2H/bpfjB3nNm1qL8SIpuADRKs7g7UJv/jFL9J68alrqpIPuh0Sf+sgONSd1QKcYps6umDBF6ZHjxfD4GjSZKDp23ei+eyzwp3nr7IQ//jHP8IVwDoOPvhgOwMl36iHdMkll1Qo4aKeVDbfKebEiBHG1Kv3Y5DsvLMx/ftrTrB7Zs3SG4uBA03sgvHj1xp7t/7D0KHUYktTwQeIaikF795Gjx7tNkemINJK6D/+8Y82iNww0eC8ag5Nn54fg5k+1qzZaPr1e9MOjAfhcd55z9mB82Kh0v7qtsf/7FTG3Le8diapR6RJHOohBV+bek7qQRXNhSvWwzd9+mhjjB8vzgceaMy4ce6ZNWPiRGM0oBx8bZqddPXVmqrknokICjpANDAUDKRmcuGgXujjx4+3xdB0HzF4sW+xxf+ZXXc9zhx77E3mttsmmxkzlptCeN1///1mM2rUe+a444aGwfG73z1ixozJTgnvhQsX2p+NSrtrAZyCV0XjgkP/1sfVrvOSVYytDvU8DjnkkPBnp56JduhTT6Um6PdJPaL4r0c9ppr6erIu9jtgTj/9xwu1jg4dVNnPPTM39PWo5Ej813PqqeqOu2ciDQUbIJ9++mlYj0njFtkacNQ7Q5Xw+Nvf/mYaNjzCrok45JB+4YX4xBNHmBtvfN1Mm7bUXqjzjb6u009/Ivx6mzd/yDzwwHTzzTeZua2g24C6OOpi2Lx584STFKIcWmXdokULWzJDz3cm1nfojYDGQuJ7lHrHrwkXuXrHr57PqbELVfz3qh6SekolQSWFGjWq+I7/yitz945fPSLVgYrvER10kBLdPRMeCjJA9OIPBh914cnlgPc773xs7rlnmp2pFFyUg+P444fZqbBvvrm4WgPR8Rf75cuTv0MNzkvkk0/WmJ49x1b4+q666tUqP19UujCPGTPGTkSoKjC0x4fGp7SOQfV41PvQn/q3Pq529zHBoUkR5513XqVKpz5UkUCzs+LHHDTzTrO4skU9i6uvvrrCmIx6RBN1C6XUaFLLoEHG1Knz40U89rM32nSpqiBX7+z2241p2dLE3i2WD3brcxxzjPaxLm+vyvDhxtSt++P/qYq0991XPgaCjCjIALn11lvDF6XKV9eUuXM/NwMGTI/1jEdVChNNi+3TZ4KZMGFhrHeU3rv9+M+jz5FMsgB5+OGZplmzH8c5unR5yt5uqy6tgtZtoEQXfo0RaeWu3t1Pnz49coFFTbF+++237Xx1BUZ82Y74z33nnXdWuyqv1om0adMm/Ly6/akJFJovnyl6c6PnIP7Wp3pAAwYMyPtZYVmnasE9e4aznuyRbAdRlZLfbbeKt5zcQ6GS7A3GBRf8eJ5mhekWd4FN7y4EBRcgutgECwNP1z3WPLFw4ZexMJthL9ZumLRo8bB99//KKx9FunUUPE49EC3smzcv8XTIZAGix+njrVsPM88889/YG8Aq3uVFoNuFl112WYVifjq0/4cK7mnMI5NUVlzrcuIXdenQLcvbY+9Iq1sV9sUXX7RVVIPPq97Ov/71r2ovGNP0z2A/ch3q8ejWJzXZHKoe3K5d+cW9Uye3VU+kib3Iy9tjv2Nm1Cj9EmrRUnnplCef1PZ75e06L1FPskuX8vYTTtB8abcVGVJQAaKaLtq/WS9OlfjO1xfm0qVrzLBhs2Jvrp6tFCa6uF922Suxi9jc2PeTuPxDcO4dd0yxf158ceJVpMkCRIPjI0a8G+vhJ/78UWkcQhfy+ODQ33VRfO+999zTs0IXZS3qii/mV69evUg77lVF35vCKH76tkpWPKmLU5rc/SF0qAJCIa+Mzwkt1HNDW6vcY69te/HXIsVkvTZ9XO06L/Zzq1RKRWOibEiWdQUVIHqR6sWpi8nkyZPd5ry0YsU689hjc0z37qMrlAnRodtMvXqNtVVv4wXtX321IVwhnugWVLIAyQTtpxK/J0Tt2rXtPf2aKuanXkm32AUjPkg0OF3d1cIqmvfnP/+5QtE8jdFoX+lU1GNRz8XdH0I9HHgaPLg8FA44oHIouNQe+x2152s8BTlXMAGiUiTBi1Qv2kKkelNPP/2BXcQXvxZj9uyKpcnjg0HjGfp7t26V33FnI0BUbffKK68M303rT41N1FRwuGbPnm1newW/C1pTofU71aXFosccc0z4eRUo2ho52fft7g+hnox6NJmYPVbSNNVXgaCFflEMGFB+vqbkIucKIkC0cZH29wjeHVZVqqRQqHfx/PMf2kBxJ6LEB4N6J23ajLD/Hj++4tTPTAeI3s0fddRR4UXxwAMP9NrjPNv087/vvvtsr0hfpyrXal1JJn4vRo0aZW+PBs+BqrJqAD8IBvVM3P0h1IMppP0h8lqwkj3qZmWxnqk9f6+93BbkQN4HiFaIB/s/691mpmbMBLN/tMOaLj69evWqsNhNe0zr42qfNm1aTsdb3GBQyOjfnTqNqrDWxD2vOjRzKn6fc+09Ud1B5WxTDbSDDjoo/Jq1vkK/L9Wl71v10OJvTWkmmNapxN/qUo+lEPeHyGvBeo2ov3uamafzt93WbUEO5H2A6MIevGCfe+45tzkyvTsdN26cDQbNHoof8Ix6aMGiahhpDUQmLlTJuMGg0Dj11MftxxQmyc7zpR0Gg2KU6ulpG8xCoeKY8fuEa31QdWdpBdQjO/vssyv9HqiHop4KsoAAKSh5HSDaCCXYWOevf/2r2xyJSrQrNOKrtcYf28R+YbXAS7fGTjjhBNv70J/6tz6ebKHczjvvbO+Ra+e4TEsUDOPGLbAfa9t2RDjonui8dGnWUTAterfddsvK95MLKo8S/GzUU1CwZIombAS/h1oIme89s4IW3MKKWvKEW1g1Km8DZMWKFfaCphetagil+6LVNFO9M42ftaNjv/32MxdddJHdqCdqDSa9E1XvR2sh1Atxw6RVq1Zm7Nix7sO8JQsGDaTr4xpYl2TnRaWeRxAeukWjsaZCpn1ggp9J+/btM7pwLyiAqE3KkEUMoheUvAwQreYNVgxr3cH7aWxQo7EN3WaKD446deqY3r17Z2xbUPVqdI/c3T5XX3Mm5v4nC4aysmX24y1bDrGD8MnOi0JjHsFtK30fxbLN70033RT+PHr06OE2eyNAcoRpvAUlLwNE0yGDi8DAqO9EYjSdM77MhhacaaV0dUtgJKN3uJrOGexHokOrj7WHiKbD+qoqGLSoUG133jm1yvOqoh6VQlVfr3p5xbYToyYABD+Pe+65x232QoDkSDoLCVUGRefp/FRhg6zIuwApKysLb6toVk0UwdqF4D61Hq+aTZkaTI1C61Tix1lU0sL3wlxVMKisiRYkBuVKkp2XjJ6rYKquBswLdcyjKgr23/3ud/Z71BhXJnqeBEgOxZcyadJEi27KS5hoKvXKlcZon/jY68u26zx2EKwxeRUgqmAa7A2tonpR9rZWSLRr1y68cGvgO5fVeePp649/97vTTjt5VV9NFQwqsBicU9V5iShog69v5MiRbnPRWL16talbt679Pg844IBq90IJkBxTkUQVS1RIJDvUrnLxqDF5FSDaD1ovUs21j7KATReJZs2ahRdELeiq7oUiE1SnSeGhr0m9oRHa6jMNqYJh2bK1FartRqUwC3ppCrpip02lgu9XO1dWBwFSA4Jy7irfru1nVVVXf7ZooZLcudtTBEnlTYA88sgjYRBogDoV9Tziw0MzcPKJBtP32Wcf+7XpIpZuiGSaVlIHta20+C7dWW2FKlhHpLGp6vRMCRCgsrwIEI0VBGUptLo3VUkK3ccPbltpQaD2WshHK1euDKf9albYM888456SM6qqGzxfUXp3xUK3FYNbWVpk6IsAASqr8QDRO+OmTZvaF6cW50Wprhp/Hz/feh4uhYjWnuhr1aLEmih9oSm6QVkOFUYsNfG9W+3B7oMAASqr8QCJX0EcZY8HTdUN7mtrzKMQqH5XsEOdbmtFmRyQSbr/r/9bvbxk1WWLmdYVBRs9HX300W5zJAQIUFmNBohWQgdhEGXRlxYJBus8NNuqkO7jv/nmm+Ge3GeccYbbnDWqEhv0PrSfR6nS7cPgjYo2qUoXAQJUVmMBols7QRhEHdTVCnOdv/XWW1drQLSmxC+QHD16tNucFVoPo/9PIVLKJcc1rhZskdsp0TaqKRAgQGU1EiC6pRAs9NK4QJTtUXVOUJ5EF8VCpItYcCulfv36kacca7+QAQOmm0ceSW9BnBbUBSGtbWhLnaoa6LlQTzDdW3kECFBZjQSINugJ3ok/8MADbnNCQclulSfJ5QrzTNOq6GBPiTvuuMNtTmju3M/DNR+qgRWVys4Hz3OUkC52ugWqlel6Pu6//363uUoECFBZzgNEpTN0C0ovRu1pHYWm+Qa9D9W2KnRdu3a134vqUEUpO/7++6vCAFm1Knp4du7c2f4/2v8E5XT7Ss9JuoPpBAhQWU4DRHPyGzZsaF+IuoUTdTaS9vPQY1QAsJB7H4F58+aFgRhlDYtPgGhMKdjLpBhCN1O0/4meE62H0ThcVAQIUFlOA0SbNelFqFs4r7/+utuckO7jB0UKVZK9WHTs2NF+TxoTScUnQMaPH28/v46FCxe6zSVrzZo1YXirknJUBAhQWc4CRNukBhe06667zm1O6tVXXw0fN2vWLLe5YGkWVvB9pRqf8AmQf/zjH/Zz/+pXv3KbSl6TJk3sc5POLpcECFBZTgJkwYIFYakSbTeazk5xwe0r1XEqJirHEuzJoTIjVfEJkObNm9vP3b17d7ep5AW/U9rpMioCBKgs6wGiUiVHHHGEffGpQu3ixYvdU6qkAWA9VtvQFpsuXbrY7+344493mypIN0A0XVg7OepzDxs2zG0uedrOWM+NbmVtirgREQECVJb1ALnqqqvsC0+HXrjp0P3qYMpruo8tBIMHD7bfm2albdy40W0OpRsgGvMInvO3337bbS55s2fPDp+fDz/80G1OiAABKstqgIwbN65a+09MmzYtfKEvWrTIbS54Wk0ffH+6qCWTboCoXpg+p2YaKYRRkRZwBr+XUSsCECBAZVkLEJXNCAoI+u4Ipz009HhNR01V4r0Q6fZeUB9r1KhRbnMo3QDRPuD6nJq9hsS046Weo7vuusttSogAASrLSoCoVEn79u3tC04rf6t6d10VbSylz6FaWcUqKPV+ww03uE2hdAOkb9++9nP+9re/dZvwP8HYWp8+fdymhAgQoLKsBMjdd99tX2w6+vfv7zZHdtlll9nP0bJlS7epaGhFtL5HzQxKJt0ACcq3a3MuJHbsscfa50i/Y1EQIEBlGQ8Q3X8PFmp16NDBbU6LpqDq85x00kluU9EIemrnn3++2xRKN0CC502fG4npd0rPUdQ9ZQgQoLKMB0iwalzjFp9//rnbnJazzz7bfq7TTz/dbSoa+t70PZ5zzjluUyjdACmF5626guddz1UUBAhQWcYD5E9/+pN9oem499573ea00AMpl26A0ANJjR4IUH0ZDxAJXpwaQFf5cl+MgZRLN0AYA0mNMRCg+rISINqsJ7iVpSm8vhV0g1lY6ZScKDQq0aLvkVlYucUsLKD6shIgomqwwWIt33pMwToQleXQ1OBio3pYW221lf0eH3/8cbc5lG6AsA4kNdaBANWXtQCRq6++2r7odGgfhnS99dZb4eOXLFniNhc8ldEIvr+qbvWlGyCsRK8aK9GBzMhqgOgddrNmzewLT4UU0y1Hoi1Igxf6c8895zYXvOHDh9vvTb0QbQCVzHvvrTSHHXafPVatSr2DIbWwqkYtLCAzshog8vHHH5sddtjBvviOOuqotEq5y6GHHmofG3Wws5D84Q9/sN9bqsHuWbPmm/r1z7DHihWpd3GkGm/VqMYLZEbWA0RGjhwZvuOLOmgZuOSSS+zjGjVq5DYVNI3pBBMN/vnPf7rNFZSVvWO22WZ3eyxf/qnbnBD7gSTHfiBAZuQkQOS8886zL0CVZ580aZLbnNQLL7xgH6f7+R999JHbXLAmTJgQhur06dPd5gp0Gyo4d9myZW5zQuxImBw7EgKZkbMAWb9+vfnNb35jX4T16tUzq1evdk9JSLcYghdvqnfqhSS4fXXggQe6TZX4BAh7oifGnuhA5uQsQGTmzJl28yS9EDt27Og2J6VV2nrML3/5y7THUPKRSt0HYxS33Xab21yJT4BoUF7lZPSYf//7325zydJsQD0n6tGuXLnSbU6KAAEqy2mAiObdBxfD++67z21OqKysLHxMVftmFIorr7zSfi/bbbedXXSZik+ASOfOne1jtGgO5Tp16mSfE1UASAcBAlSW8wDR4HG7du3si1HvkOfMmeOekpD2DQ8uhoW8qFC9j+23395+L7169XKbE/INkDFjxoSPe++999zmkqNp4Sqvo+fj/vvvd5urRIAAleU8QCR+t0KNAUTZrfA///lPeDHUCvVC1a1bN/s9qPexYsUKtzkh3wDR7b7dd9/dPu5vf/ub21xyBg4caJ8L7QIZpecXjwABKquRAJFXX301XCR44YUXus0JtWnTxp5ft25ds27dOrc572n2me6963vo16+f25yUb4DI3//+9zCwFNylSmtjgkkcuo2VLgIEqKzGAkSCsYDtt/+VGTPmTbe5kg8++CDcQ7yq8uf56IsvvjANGjSwX7u26NV+6FFVJ0AUGgoPPValZUrVM888Ez6HU6ZMcZtTIkCAymo0QHQRbdWqq6lX73Rz+OH/NCtWpO5VXHPNNeGF4Nlnn3Wb85LGbE455RT7NatsybRp09xTqlSdAJGgvHvt2rXTvnVTDPT8H3744fY5SHfwPECAAJXVaIDI4sWrTPPmd9hCgX/+8/Nm8+aqB8hVX+uII46wL2bV1/rvf//rnpJ3gkV9OqJWf41X3QBZvnx52AvRgs5S88gjj4TP30svveQ2R0KAAJXVeIDIyy9/FFabHTiwzG2uZP78+TY89ILeZ5990prPn2tagxFcvHy3mK1ugMjNN99sH68xmDfeeMNtLloaK9OYmb73E0880W2OjAABKsuLAJHrrptoA6Rp00Fm5szU9Z4mTpwY7qWhgov5GCIKj2CigHbAq6riblUyESC6XRhsXqUxGN+vpdBoqrS+Z42daQzNFwECVJY3AfL119+aU0993IZIu3aPmjVrNrqnVKLpvMEFer/99jNLly51T6kxwewnHYcddli19uXIRICIQjd4vi644AK3ueio3ljw/WocqDoIEKCyvAkQ+eCDz0yzZg/aEOnd+z9uc0IKkaC2kdaWvPlm6tlc2fTll1+GA+ZBz6M64SGZChAJZr7pUJXkYqVaa8GtK22rHGWtUVUIEKCyvAoQeeSRd8PxkKeeet9tTujpp58Oa0vpVsXtt99eIzWztM4jmKqr44wzzsjIraJMBogmIWhfFn2uWrVqmRkzZrinFDz97H/3u9/Z71Erz6va7TEqAgSoLO8CRFVKLr74JRsgRx75sFmwIPUGSvLOO+/YAfXgQqtpm5m4cEShtRbBCvMgxHxmWyWTyQCRTz75xNSpU8d+vt12281OSigmuj0XPF/aHz4TCBCgsrwLEFm9+htz4okjbIicccaTZtOmaL0JLdbTu/7g4qG9R7p27WrmzZvnnpoRCg7dEgpqW+nQAHW66zxSyXSAiPYgCb5uVTnWVN9icNNNN4XPVY8ePdxmbwQIUFleBohMnfqJnZGlELnllvSmnY4ePdrUr18/vJBojETl4/Vx3cKpLg3Oaj+PoFy6Dq2zuOWWW9JaYR5VNgJEVF8smMmmECn0DbtuvPHG8Hlq3759Rm9jEiBAZXkbIPLvf78VjodMnLjQba6Sxh7uuOMOs+uuu4YXFR26dXPWWWeZwYMHm/fffz/lRUY1lDT9c/jw4fY2VTAwGx8cmiqarWnECjyVvQ/+v7lz57qnVIv2xwhCRLezCnVM5IorrgifoxYtWtgNzDJFP4OgtxZ1CwKgFOR1gHz33WbTteszNkCOO25o7CKd/kXh66+/NgMGDAhLWbiHeieqCKzZUq1atTLnnnuuad26tf23Ph7U3nIPtd16661ZKQ2iXRi1YvqPf/xj+M43OBSAQ4YMyWhJe/VEggukBtYfe+wx95S8paDQG4Lg+dFiQf3MM2Xs2LHh+hkdUUvwA6UgrwNElixZY44+erANke7dR6csdVIV7Ymhe+TaWyTYGTHqoXfpxxxzjN1WN9Ue5j40zVS1vTRmo5pV7v+vWWbBmgYd2td78uTJ7qfxpu8pvremgehMzCDLJvXGNOYUfM2nnXaaDd9M0LjZSSedVOFnoLVG2eppAoUo7wNExoyZF97KGjQoM7dYNm7caGdpaV/sf/3rX+aqq66yvY/g0L/1cbXPmjUrKxdTvXvWWgwN/Ae1quKPRo0a2cAKVlDrghlsxhUcZ599tp1VlQn6PMEUXx3qZeVj2RPdVtStpCBoFax9+/a1H68urdlRLyO4radDC0Hz8XkAalpBBIj06TPBBsjhhz8Yu6CnLnWSr7Qr3rBhw0yHDh3C3fHiDxWK1GD8ggUL3IeGXn755XBvCx3qnVx//fXVXiwnut+vmWXBviX6UwUYs3Grzsfs2bNN8+bNw+9dt/j0fFSXwuehhx6q0AvT3/WxTAQTUIwKJkBU6qRjx5E2RE466VGzdm1mblXkgi6+uhBpQ6z4d7bBBVolxrVuZMmSJe5Dk9JsrzvvvNPsuOOO4efae++9zeOPP+6e6kWLIuPv/evdvvYTqakg0S0lTWIIqg7oOPXUUzPS+3r99ddtLyP4vPoZ9e7du9oVBIBiVzABIu+/vyosdXLNNePd5ryidRXad1vjLfEXPR36tz7+wAMPmE8/rV5vShd0ba6lNS/B59dYzcyZM91T06aQUhXfYJW/Dv1d2+Pmao91bf50zjnnVHgO69Wrl5G9YBYvXmzOPPPMCj+bk08+OWvrhoBiU1ABIsOHl5c66dLlKbepxn366TozdOgbsYvQJbEL3o8X3eBdbdu2be06gmy8i9c4jWaOBf+fAuXPf/5zRraxVchddtllFYJER+PGjW3F4YULF7oPqRZdwBVc8bfpdOiWksrUVHeWlR5/3XXXVVjHo96WZqMBiK7gAkTeeGNxpN0Lc+GTT9aYIUPeMX/4w7M22A45pJ+pW7dT7OJU116gtIBRa0g09pELWtcRX49rhx12sBfdTCxwVPCpyvDuu+9e4cKuQwsRu3fvHgvQoXZGV9TbP3petFBS63I01rLXXnsl/Ny6XZeJMZ5HH320wiJT7SujEMzEAlOg1BRkgNQ01efSbDD1goLZYcHRosXD5uKLB5qnn345o4vZ0qEZZppBFl9ipWHDhubFF190T/WixZdjxowxnTt3rvAu3j0UNBpbUM9Ia2vi19jo44mCKDj0tStQXnvtNfe/91JWVlZhhpluianUyeeff+6eCiCigg+Q4MLdvPlDZvny5L2S4DxfH374mbn//ummU6dRlUKjZcsh5tprJ5pJkxZGrtuVC9ofRetKghlVOjSQn8ltgDW9efz48XbbXs2OqipQqjp0e0wryHVrSYPamegxyYoVK2wQxa+h0fjTnDlz3FMBpKloAkSHpvom4xMgs2evtOVUTjmlfPZX/NGq1TBz/fWTzOTJS2IXu/ye5jl16tRwH3kdWl1/6aWX2r1LskFjIlpJf/fdd9v1GSozEr/GRv/Wx9Wu8xYtWuR+imrTgsJ+/fpVWJSpW2HPPPOMeyoAT0UTIOqBqPjivHmr3VOsKAGi6iAzZiw3t9022e6K6IZGmzYjzM03v2HefntZtVbE1wSVPtH6kz333DO8oP7iF7+wM8FS1QMrNM8//7zZd999w+9T5VlUgSBTq9QBlCuaALnjjin2T+0lkkiyAFEQTJu21Nx44+thCfn4o337R+3n1j7tGSw/VWPWrVtnB8LjS7kccsghtsJwoVNxTI2xBN+Xbt1p7UixlKoH8k3RBMhXX20wxxwzxP5dvQhXsgDp1WtspdDo0GGkuffeaWbOnOKte/Txxx+bTp06hRdbHfq3Pl5otH3tRRddVGGtiMZjMr0vC4CKiiZA5OGHZ9q/d+tWeZFZsgD5299eth///e9HmQEDppu5c0trVo56HgcffHB44VXPRAPi6qnkO0297d+/v9l5553Dr1/l9keMGOGeCiALiipANmz4zo5T6N/jx1d8J50sQDQA/tln1VuYVug0BqKxEI2JBBdijZVozCSTZeMzady4cbbYY/D1qq5Ynz59amzqNFCKiipA5OmnP7D/1nTb77//cXaUex4q05bAmp0VvweKZm9pFle+0P7tKkQZf+vt9NNPz/hqeACpFV2AKDROPfVx+zGFSbLzkJzWiWi9SHCB1mC01pNkcjvddK1du9ZWCY4f/Fe5exV9BFAzii5AZNy4BfZjbduOsLe1kp2Hqr3wwgvm17/+dXjB1urwG264wa50zxXdQtMOjPGr1rUr46BBgyizDtSwogwQ0UC6Pq6BdUl2HqqmFeG33XabrakVXMD32WcfW3Mr27TjonZeDP5f3Vrr2bNnzuqKAaha0QZIWdky+3GVGdEU32TnIRpt5arqvvElQVTTSlWAM017fGinxeD/0aGdGLUjI4D8UbQBIlpUqLY775xa5XmITvuMaAOs4MKusvHaPz0TJepVbVc7K8Zv76uS7ip3AiD/FHWAqKyJypuozElV5yF92vlQOyAGF3rtjKhdFX2LICb6fCrh7vv5AGRfUQeIBHuppzoP6Qt6DPEbTe23335p7VGuHo12UIzv0WiHxUz0aABkV9EHyLJla8NtcKs6D/40ZnHWWWelNWahnRI1phK/FW+2xlQAZEfBBwjyR5RZU7olpR0S42d1aQfFXMzqApBZBAgySus2tD1tonUbWleinRGDj2tdiXZOzOW6EgCZQ4AgK4KV41tttVWFW1s6gpXt2jERQOEiQJBVbu0qlR/Jp9paAPwRIMgJ3da68cYb87a6L4D0ESAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADAy/8DwkY78LXVZM4AAAAASUVORK5CYII=)
PN: 4H32-1-0C
CAS: 882748-14-3
Molecule Weight: 233.271
Formula: C12H15N3O2
![Methyl 2-tert-butylimidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
PN: 4H58-1-GZ
CAS: 1003577-82-9
Molecule Weight: 232.283
Formula: C13H16N2O2
TSCA: Not listed on TSCA inventory