| Product Number | 4H21-1-69 |
| CAS | 90924-43-9 |
| MDL Number | MFCD05664010 |
| Molecular Formula | C10H9NO3 |
| Molecular Weight | 191.186 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-1-69
CAS: 90924-43-9
Molecule Weight: 191.186
Formula: C10H9NO3
PN: 4H29-1-02
CAS: 24370-78-3
Molecule Weight: 177.159
Formula: C9H7NO3
PN: 4H21-1-LR
CAS: 203937-50-2
Molecule Weight: 191.186
Formula: C10H9NO3
PN: 4H15-1-V2
CAS: 70555-46-3
Molecule Weight: 175.187
Formula: C10H9NO2
![3-Methoxy-pyrido[1,2-a]indole-10-carboxylic acid ethyl ester](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABULAAAVCwFMXe1eAAAConpUWHRtb2xTb3VyY2UAAHichZVtb5swEMe/yonXi/HZxuAqSVW1mjSp3aS1k/ZucgltkQJUQPPw7XeGkATSgkJk+/z/nQ13Ps+vd9kaNklZpUW+8JBxD5I8LlZp/rrw/jx9n0Xe9XIek4iEebXw3ur6/cr3t9sti9+SzO6KnMVF5rXzV7sq7Wm2khXlqy84R//vw/1jw8zSvKptHidEVelV1Rjvi9jWzS6+WMLPbLlJc7+V+1m5ab39E9w9nO2qlXd6l1uauyEUXtJ1Ai9FmdkaNoIzevg3eE3ypLR1soLnPZklU/Tuy/nDXRF/ZEleU9d5SGO7fqzLj5gMWbFO4g9yRp0fdwsvQwJsXWQ3ZWn34HrObBGsACvBKrABWA02BBuBNWCR05/mkQRICiQJkgZJhKRCkiHphIvDOnEbedq/J/Q2cAu/Dv/u1/V/nmz0QcXC48woEYJgItSyayTTyDkompPhaRQFgQHNpBYSQiYNcZoZ1BGNjAolGKYCqSFgCnlAgIyIEyxS1CCLuNHAmeRSwIwzDInn5DSMSCO1Qg/2tKOQKUlCzbQ2zhcKashXcBqRS6QGaXGl3KalciNueONZhmSdIQswMq5FE4XOro1yG1DKRF3TWTvq4OTo0i1AkfOPoVvOn4t8ddaFdLXwnmnvTvI7eanEIaweFOUqKemkOAdOeg6IPuCSYByQfcClzDig+oBLsCMgPgOCC0CPr6D7gEveI3DzGRD2AZfq40DUB9zBGAdMH2iO0Tjh5nuha47d+IvjMNzNMZ1gxCfryIm9DYLeloEJRl185ElkEPm20kwwg+C3lWmCGcS/rWQTzCAF2so3wQyyoK2U44wYpsGhso4yeHEAJpFhFgRfMf5ZnfG764S6F1eNf3YP+XT7Lv8DqOY0FIEnxFgAAEKESURBVHhe7d0HuBTV4f7xCFawokZjEDuIBQsCFjQWNDZs2LEDYg2owViiKCo2VCxRRFGwESL8bNgwNrBgFxENYscuiIg0Rc//vmf/Z+9ybtmZc2fvzu5+P88zT+Kds7szy+y8M2dO+YMBACDAH/w/AAAQBQECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIQoAAAIIQIACAIAQIACAIAQIACEKAAACCECAAgCAECAAgCAECAAhCgAAAghAgAIAgBAgAIAgBAgAIUrQA+cMf/mCXfKKWq81HH31kzjjjDNOuXTuz8sorm2WWWcass846ZvvttzcXXniheffdd/2XAAAiCjszJyBqMEQt57vmmmvMkksumX19XQsAIEzRzqBRT+BRy+W67rrr7GuWWGIJc+yxx5rnn3/ezJo1yyxYsMB8+umn5qWXXjIDBgwwm266qf9SAEBE8c7MCYoaDFHLOZ999plZaqml7GvuuecefzUAICHRz8wJixoMUcs555xzji3fvXt3fxUAIEHRz8wJixoMUcs5HTp0sOWffvppfxUAIEHRz8wJc8EQdYmqRYsWtvzMmTP9VQCABEU/MyfMD4h8S1Su5dWvv/7qrwIAJCj6mTlhUYMhajmHOxAAaBzRz8wJixoMUcs5PAMBgMYR/cycsKjBkFvuwQcfNN26dTMtW7Y0yy+/vNliiy3MjTfeaBYtWpQt71phHXXUUdm/AQCSl/8MXiAhAbL33nubESNGmKlTp5p58+aZyZMnmy5dupg+ffpky7t+IOpEOHLkyOzfAQDJyn8GL5CQAKnN9OnTzYorrrjY3wYNGmRfoxA5/vjjzfjx483s2bPNwoULbcCoJ/oll1xiNttss8VeJ88++6yZMmWK/2cAgKfuM3OB5QsGJ1+5r7/+2j44911xxRWmadOm2dfXteT67rvvbOjo7+qIqHACANSu7jNzgdV2Aq9NXeX03ENVWfvuu68566yz/NXWtGnTTN++fc3mm29u71I0Gm+rVq3MDjvsYPr371/jTuOXX34x++yzT/YzmzdvbsfMmj9//mLlAABFDJCGyL2DUDioeipJDz/8sNlwww2zn6Eh4EeNGuUXA4CKVpIBIrpb0EP03Xff3Rx99NH+6gbT85KrrrrK3rm4INlpp53MW2+95RcFgIpUsgHifPXVV2aFFVbw/5yYb775xpxwwgmmSZMmNkT0XKVnz572eQkAVLKSD5BPPvnErLrqqv6fE/f666+bzp07Z+9GVlppJdvaS3dCAFCJSipA1OfjqaeeMt9//72ZM2eObY6r6WnVebCx3HffffZBvAuS1q1bm7Fjx/rFAKDslVSAaHiSPfbYw85vrqa7HTt2NLfffrv5/fff/aIFpU6MF110kWnWrFk2SPbcc0/z/vvv+0UBoGyVVICkjTolHnHEEdkQUQ94NRvW9LkAUO4IkARMmDDBtG/fPhskq622mhkyZMhiY3QBQLkhQBLy22+/mWHDhpk11lgjGyTt2rWzQ6MAQDkiQBKmTo39+vUzSy+9dDZINILwxx9/7BcFgJJGgBSIhlHp2rVrNkQ0jMr5559vW48BQDkgQAps3Lhxpm3bttkgWWutteyQ9I3dcgwAkkaANALNz37DDTdkp9vV0qlTJzNx4kS/KACUDAKkEc2YMcOccsopZskll7QhoqHjjznmGPPll1/6RQEg9QiQItAgkLvuumv2bkTT81566aVmwYIFflEASC0CpIgeeOABs8EGG2SDZL311jOjR4/2iwFAKhEgRaZh4wcOHGhHFHZBsvPOO5tJkyb5RQEgVQiQlNCw9Mcdd1x2Sl0NG9+jRw/z+eef+0UBIBUIkJR59dVXzXbbbZe9G1GQ/PTTT34xACg6AiSlbr755myIfPHFF/5qACg6AiSlNOMhAQIgzQiQlCJAAKQdAZJSBAiAtCNAUooAAZB2BEhKESAA0o4ASSkCBEDaESApRYAASDsCJKUIEABpR4CkFAECIO0IkJQiQACkHQGSUgQIgLQjQFKKAAGQdgRIShEgANKOAEkpAgRA2hEgKUWAAEg7AiSlCBAAaUeApBQBAiDtCJCUIkAApB0BklLfVwXIKlXhoeUrAgRAChEgKfVzVYD0rwoPLbMJEAApRICk1O9VAfJDVXho+Y0AAZBCBEhaVQWIqQoPuxAgAFKIAEkrAgRAyhEgaUWAAEg5AiStCBAAKUeApBUBAiDlCJC0IkAApBwBklYECICUI0DSigABkHIESFoRIABSjgBJKwIEQMoRIGlFgABIOQIkrQgQAClHgKQVAQIg5QiQtCJAAKQcAZJWBAiAlCNA0ooAAZByBEhazZ5tzBJLZALk++/9tQBQdARImo0YYcywYf5fASAVCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAiRN3nvPmJNPNqZNG2OaNzemWTNjWrc25qSTMuuQLL5voEEIkLS44gpjmjat7jzoL1p35ZX+qxCK7xtoMAIkDQYPzpy01HGwRw9jXnnFmDlzjJk715hXXzWmZ8/qToXXX++/GnHxfQOJIECK7fPPjVl66czJ6o47/LXVtE5lVHb6dH8touL7BhJDgBTbeedlTlQHH+yvqalbt0zZ88/31yAqvm8gMQRIsXXokDlJPfmkv6amJ57IlO3UyV+DqPi+gcQQIMW2yiqZk9TMmf6amjSoosquuqq/BlHxfQOJIUCKbcklMyepX3/119T0yy+ZsnoNwvB9A4khQIqNK+LGxfcNJIYAKTZXJz9unL+mJtXbq2zHjv4ayA8/GNO3rzF77ZWZkKs2fN9AYgiQYjv33MxJ6pBD/DU1qeWQyqolEaotWmTMv/6VuVPQ96NlwgS/VAbfN5AYAqTYPvvMmKWWypyo7rrLX1tNk0upjPolqC8DMp5+2pjNNqsOjjXXzHxXdeH7BhJDgKTBoEGZk5V6P/fqlekNrV7R8+YZ89prxpx4YnXP6Guv9V9dmT780JgDDqgOjmWWMeacc4z56Se/ZE1830AiCJC0uPRSY5o0qT4h+ovWXXaZ/6pqmvp2662NGTIkU6VTrhQQCgoFhvtuFCQKlDga+n0DIEBS5d13MyPBbrRRZmTY5ZbL/P/evTPr6qMxndzJr107Y5591i9R2n7/3Zg77zTmT3+q3k9VXf33v37J6BryfQMgQMqGrsz79ase50mLhuL4+GO/ZOl56aXq1lNa9LBcD83L+U4LKAEESLmZNs2Yrl2rT7aq6tFYThptttRoEMPu3av3RR36Tj8901wXQNERIOVK/Rzatq0++a61VqbVkaqC0m7+fGMGDMhM8uS2f/fdjZkyxS+Znx6Oa0h23bEASBQBUs40XMcNNxjTokX1iVgDA06c6JdMjSmjRpkv1lmnens33NCYhx7yi0Vzzz3GtGxZffdClReQKAKkEsyYYcwpp1SPA6UmqsccY8yXX/oli+att94yO+20k9m3avv+o21cccXMjIALF/pF81Oz3O23rw6hlVc25tZb/VIAGogAqSSTJxuz667VJ9bll880Z12wwC/ZaL777jvTq1cv07Rp06pN+oNZs0kTM+qEE8yv33zjF83v66+NOe646ua5mpZWLao0phWAxBEglej//s+YDTaoDpL11jNm9Gi/VEH98ssv5pprrjErrbSSDQ4tnTt3Nq+//rpfND/dpVx+uTErrFC9TzvvbMykSX5JAAkiQCqVTroDBxblpPvoo4+a1q1bZ4OjVatW5r777vOLRfPAA0UPQ6BSESCV7quvMtU+buiOpk3NzN69zdwCVPu8//77Zs8998wGR7NmzUz//v3NPA0hEpeq43bbLVXVcUClIUCQoQfP221nT8b3Vy1HrrKKGTx4sPk1ysRLecyaNcv07dvXLLXUUtnwOOKII8xnGtgwLs3j4TcIOProVDUIACoFAYLFzLr7bnNpy5Zmzf9/ot94443NE5obPMCiRYvMkCFDzGqrrZYNjvbt25sJdQ21Xp+6miS//LJfEkAjIUBQw/yffzYXXHCBWXbZZbMn/n322cdMnTrVL1qnZ5991rRr1y77+jXWWMMMGzbM/Pbbb37RvL5+6iljNtmkOjjUKVLDrZdCp0igjBEgqNOnn35qDj300GwILL300uass84yP/74o1806+OPPzbdunVb7DX9+vUzs2fP9ovmNW3aNHPkfvuZvlXv84aCo5SHZQHKEAGCvJ5//nmz5ZZbZkNh9dVXN7fddttidxNzqk7q51ed3JepOsm7cl27drUhEJfC5uyzz7bho/fZrmp5siqUfi+HgSGBMkKAIBKFxdChQ214uIDYaqutzHPPPWfuuusus9Zaa2X/3rZtWzMuypzjHn2GqrlU3eXeS9Vgzz7zjF8UQAoQIIhF1VdnnnnmYi2q3NKiRQtzww03BLXc0oN1PWB376UH77fccot9EA8gnQgQBNED9S5dumRP+EsuuaR91jFXo9/G8Pnnn9smve59FEx9+vSxTX8BpBsBgga5+eabzfrrr58NgJYtW9rnI/mo8+BFF11kOxO61/71r3+1nQ0BlAYCBA2mca2uu+46s/LKK2fDYNttt/WLZY0cOdIOX+LKaliTsWPH+sUApBwBgsR8//33NjgUChtofCrPG2+8YQdMdMGhgRQHDRpkAwhA6SFAkKirrrrKhsMee+yR/du3335revToYZo0aWLXaej2nj172qHcAZQuAgSJyg2QhQsX2v9eccUVs3cdmjTqzTff9F8GoAQRIEiUCxD1Edloo42ywbHOOuuYUaNG+cUBlDACBInS8OwuNLQ0b97cXHzxxWb+/Pl+UQAljgBBog477LBseHTv3t1Mnz7dLwKgTBAgSNSAAQNseHTSUOsAyhoBgkTV1goLQHkiQJAoAgSoHAQIEkWAAJWDAEGiCBCgchAgSBQBAlQOAgSJIkCAykGAIFEECFA5CBAkigABKgcBgkQRIEDlIECQKAIEqBwECBJFgACVgwBBoggQoHIQIEgUAQJUDgIEiSJAgMpBgCBRBAhQOQgQJIoAASoHAYJEESBA5SBAkCgCBKgcBAgSRYAAlYMAQaIIEKByECBIFAECVA4CBIkiQIDKQYAgUQQIUDkIECSKAAEqBwGCRBEgQOUgQJAoAgSoHAQIEkWAAJWDAEGiCBCgchAgSBQBAlQOAgSJIkCAykGAIFEECFA5CBAkigABKgcBgkQRIEDlIECQKAIEqBwECBJFgACVgwBBoggQoHIQIEgUAQJUDgIEiSJAgMpBgCBRBAhQOQgQJIoAASoHAYJEESBA5SBAkCgCBKgcBAgSRYAAlYMAQaIIEKByECBI1IABA2yAbLfddv4qAGWGAEFiJk+ebFZeeWUbIE2aNDH333+/XwRAGSFAkIhbbrnFLLfccjY8cpdevXqZuXPn+sUBlAECBA3yww8/mAMPPDAbGFtuuaV57bXXzJFHHpn92yabbGImTZrkvxRAiSNAEGz8+PFm7bXXzgZFnz59zIIFC7Lrhw8fbpZffnm7btlllzU33HBDzqsBlDoCBLEtWrTI9O/f3zRt2tSGw2qrrWYeeeQRv5g1depUs/XWW2dDpmvXrmbGjBl+MQAliABBLJ999pnp3LlzNhB23XVX8+WXX/rFFvPLL7+YM8880yyxxBL2NX/+85/Ns88+6xcDUGIIEEQ2ZswYs8oqq9gQWGqppczAgQPNb7/95her02OPPWb++Mc/2tfr7uX88883v/76q18MQIkgQJDXvHnzTO/evbN3Heutt56ZOHGiXyySr7/+2nYydO+l/iKffPKJXwxACSBAUK933nnHbLrpptkT/uGHH25mz57tF4vl999/tz3WdRej91xppZXMqFGj/GIAUo4AQZ1uuukm23pKJ3m1prrjjjv8Ig3y6quvmg022CAbTj169DA///yzXwxAShEgqGHmzJlm//33z57Yt9pqK/O///3PL5aIn376yRx11FHZz9p4443NW2+95RcDkEIECBbz3HPPmZYtW9qTuVpN9e3b1yxcuNAvlri77rrLrLDCCvZzl1lmGXP99df7RQCkDAECS307LrjggmzfDrWWevTRR/1iBTVt2jSzzTbbZO9G9t13X/P999/7xQCkBAEC8+mnn5rtt98+e+Lu0qWL+eqrr/xijUJ9Rv7+979n+4ystdZa5umnn/aLAUgBAqTCacRcN4KuWkVdccUVsfp2FMoTTzxh1lhjDbtdGtn33HPPpc8IkDIESIXSCLkaKdfdday//vrmlVde8YsV1TfffGP++te/ZrexU6dO5uOPP/aLASgSAqQCvf3226Zt27bZE7NGzm1o345CUZ+RQYMGmaWXXtpuq/qMjBw50i8GoAgIkAqjEXFz+3ZoxNyG0NhYqm7S+1500UXmn//8pznuuOPs/+q/9XetV7mGeP31181GG22UDb3jjz+ePiNAkREgFUIj4GokXHcCbt++vfnggw/8YnlpKBJNHnXIIYeYVVddNft+URaV1+v0er1PXHPmzDHHHHNM9v3atGlj3nzzTb8YgEZStgEyffp0c9JJJ9kWPPPnz/dXV5RnnnnGjoCrk65aN2lkXLV2ikoP1UePHm323ntvs+SSS9YIBj2E79ixo12vuw+36L/1d/eQPnfR+2i93jfuQ/t77rnHrLjiivZ9VLV13XXX+UUqjoacOeOMM8zjjz/urwIKpiwDRA+I//SnP2VPVmpdpDkpTj31VHPnnXead999139JWVKrJY146/p2qFVTnBOMTuzq4Jf7vETLOuusY04++WTbgivqnYTKqbxep9fnvp/eX58TJ0g+/PBD06FDh+x7KIy+++47v1hZ0vD5DzzwgDn77LPtcPquA6YW/VtPmTLFfwlQEGUXIDpp6mSiH5Oaf9Z2xaxFV7Dq73DOOefYH2PUE2Gp0Ai3GunW7a9GwI2zj5qWNvcErSt9VR8lNY+H3kfv5x6Oa9Hn6XOj0l2UTqL6d9brddHw1FNP+cVKmoZ60R3klVdeaacOdneStS1ucMpWrVrZO3Cg0MouQFR1oh+RrsRUPaLqq5dfftkMHjzYjiS74YYb1vjhuUVDeBx00EHm6quvtic41bmXIo1sq9ZK7qSikW/VmikKBbBOyu6uRa/Xndvnn3/uF02E3lfv705++lx9fpw+H+PGjcvecSpM/vGPf8R6fVpoNACNA3bzzTebE044wWy++eY1jlG36HmSnmldfPHFdp4VzU2vuzI338pmm21m/wYUUlkFiDqbuR/Yv/71L391lgYLHDt2rG0ltM8++5gWLVrU+IFq0fOCdu3amZ49e5ohQ4bYH3ecapbGplZJGtHWbb/CMs4VvU7muT3S//KXvzRadYg+R5/nPlvbESe0vv32W7PXXntlX69nLx999JFfLFXUp0Vhr2cXO+ywg2nWrFmNY1DLcsstZ78PlVP5+vZLrdVcldaOO+5Y8c//UFhlEyBqLup+cKr3j0tXb+pfoMEDt912W/uj9X/IWpo3b26ndNWDaNXpp2UyJIWbRrJ126kRblX9EdXkyZPtsCF6re4GivVgWp/r7ka0PdquqHSXde2112arxVRNee+99/rFimLWrFn2TmHAgAH2zqG+Fmy681AzZd2JqJVZ3Lsp3ZG570DVXrqzAQqhLAJEV2WuHly3/knQj/aNN96wc2KoWix3UiV/WX311c1+++1nLr30UtvnQSeLxqTqOY1gq23R1aceSMfx0ksvZaeqVVVQsXuk6/NdlZS2S9sXh/7dWrdunf33OfbYYxu1OnLBggV2HzSicPfu3RfbFn9RSOokr2ccajEYJ/Tro+B0vwnNJgkUQskHiB4wupOnRm8t5NWWemv/97//NZdffrk54IADzJprrlnjhOAW3Q3oLkB3RqpGKsSQ6BqpVvvsPlMj2WpE2zh0he/CQye6tNxRaTvciVfbF+dORBQY7nmYFnVCVPVOIbz33ns2tE8//XTbvya3YUDuonDfZZdd7DOe//u//7OtqQrpmmuuyX62npUASSvpANGQHO5hsVocqfluY1NrF50MNILszjvvbHt3+ycOLQo5tTL629/+ZvsxNHSCJgWZq3LSsxp9fpy+HaJnDK5Vj06weo6QJtoe1/tc2xnnmYhz3333LdZnRCfVqA0KaqNteuihh2w1qVq2uePPX9T6TxNxqdnysGHDbD+NYjjrrLOy2zR06FB/NdAgJRsgukJ11RzqR6Ce1mmgk9OkSZPMbbfdZqsOttxyy2yLJn9RB7s999zTDvvx8MMPR5r7QlVranrsqid0F6Rqs7j0Pu6BuYIoLXcePm2XC0ptb9znAaKH1RqI0X3v+s6jhKUaJYwfP96GTrdu3Wr0X8ld1ltvPXPooYfaZzAvvPCCmTdvnv92RaHjUdVo2kYdhw8++KBfBAhWkgGiE62r3tCVaUPHWSo03RlNmDDBnlwOPvhgs+6669Y4AeWeiDTchzsR5d5V1XYi1Ii1IVSNovfQVXmxn3nko+1z1ULa7hC1Be+TTz6ZXZ8b/CeeeKLZYostsmX9RVVqavGlCbgU/Gm5eKmL7kx1t6RtV+MQHVdAEkouQHRVqCaa+jHoCr5YVQMNpV7TripEQ5bXNtyHFl016i5GzzfcIIg6mWqE2tCqGD2TcSfHYrW2ikvbqe3VdsdpmuzLrfrTe6mps5oP11f1qOPNVT1OnTrVf8uSoGdCej6jfVKz9cZqno3yVlIBoqtI19ZfJ9Pnn3/eL1LS3n//fXP33Xfbk5UCo7aHsapGacjDYPVjcdPG6sRZSlw/EW1/Q/rjKLzV/8f/brWoOvToo4+2jR/0PRei8UOxqNrOdaRde+216a2OBiuZANHVtppj6uDXVfmYMWP8ImVHzUFfffVV2xzUtTQbOHCgXywWtRbS+6ivRamNCabtdX1E4jZV9qm6yoWGAlvVWT/++KNfrOyoE6Kb6VFN0+mtjoYomQBR/bX7wauDVaVx+68HyaF01e46G2r4kFKk7db2az8achdy4YUX2vfR3UylUT8Z11tdnWLT8sAfpackAkRX4C481GKpEqneX/uvevvQ/gO6a9N7qGos7Q0P6qLtdlV7DbkLdR1D1aenEmnQSfc9qk9TIftPoXylPkD+/e9/Zx/4apynQlArGg24qOcPOqFojKzzzjvPdkTT/+q/9XetV7litbpxrbduvPFGf1Uk7vmRqgJLmavK1P6EUB8cd0ESMqlWQ6XleFMfGffbUsszIK5UB4iGdnB1/xo/KImrJD2I149SQ0do2HfXCzvuotfp9XofvV9I/4S4NP6WPlsdFuPSUO5uaPukhmQvFm2/9kP7E2eIeueyyy6zr9dAmYWW9uNNzcXdZyi4gDhSGyAaHND1IFa9f0PradViSzMUrrbaajV+nFp0O7/JJpvYk7PGtcqdWU//rb9rfW0to7ToffX+hWwZ9uKLL9rPUiOCuJMnaRpZvVatuEKb/6aFtt916tN+xaXJxfTaQg7vUUrHm0YxcO976623+quBOqUyQNRhLreXuYZfD6FOeHp+4nfc05WrOuSpU5o6gtU3PHZtVF6v0+v1Pv6kVfo8fW7SQ6voxOn6MMQdlkIdGPU6Da1RDrQf2h/tVxw6tjT0i14bd3ytfEr1eNNxpXHb9F66ONEEa0AUqQuQJHqZq9NU//79FxsyWz86ddgbPnx4YiOeOno/va/eP/fHrc/XdiQ5Euxpp51m31ufFZVOEO5KWEPQlwPth/ZH+xXnjkqThel1bdq08VcFK4fjTb3V9X56H/VW18gJQD6pChD1MnfTqIaMwCojRozIXqW7H5VaboUO+RGXPkefl3sy0fZou5Lg6v/VHyJqG36FsNuWkGcGaaT9cPsU5yJDc73oNXpYnYRyOt4UPK6TqX5/pdZPCI0vNQGih4Ia20kHb0gvc93m586mpx+Uhr8Iva1vKH2uPj/3h63ti1t94VNDAjdtqa5Co1AnOZXXcCnlxA3/kjumVX3U89pVX6kvREOU6/GmZ2u5vdVDRkBG5UhFgKgK4phjjrEHrepgNTx6HOqV7B6465Zenc1Cn5skTduh7XFVDdrOhvai7tWrl30vtUyLQpNiqbzqz8uJG1hS+xeFm7VSA1Y2RLkfb/RWR1SpCJB//OMf2aumOK1qVG+bO2mQ6rUbemVZKNoubZ/bVm133Pk7HA3frvfQnVqU+nVNo6ryat1TTrQ/2i/tXxRuLC21OgpRScebptJ1Ian52hvaChLlqegBoulY3UGu4bGj0rhFu+66a/a1uirXM5Q00/a5uwct2v6Q8Zd0InD9CTSPez79+vWzZTUvRDlx81xo//LRswI3L4v6UcRVicdbbm/1/fffP5F+WCgvRQ2Q3F7mPXv29FfXSQ9Q3VAUulXXHA6lRNvrqhi0HyEPtl1v7CjNWN34UXG+41Kg/dF+RRnXa8iQIbZsy5YtY7Xakko+3nSB4n6jCiMgV9ECRPMyuF7mqoqIenWjOt7NN9/cvk4DwoXMxpcG2m43oJ32J24duvoF6LXNmzfP++CWOxBjdt99d1tW85bHwfFWPReLFjUTBpyiBEhu/WqcXuaq73eTSWkCoIkTJ/pFSoq2301kpP2K8jzD0VDv7oSQb1DBSn8GopOlGwb+ueee81fXieOtmrsI0aK7OUAaPUDUE1jTiepA1FANUa+EVO3gThh6ePzMM8/4RUqS9sPNNKj9i1O9cvjhh9vXHXnkkf6qxVR6K6w77rjDllPLoqh3uhxvi1M5TbSl19FbHU6jBojamG+00Ub2IFRddJw25ppISa9TfWy5HbzaH1fPHGfCqDFjHqy6otzArLPOrmbhwrpb2FR6P5B9993Xluvdu7e/qk4cbzX5vdXHjx/vF0GFabQAaUgvc101uRY0mkO8HGm/3NVd1KvduXPnm7Zte5s2bc6u+jF/6K/OquSe6LNnz84+axs3bpy/ulYcb3VryO8Y5adRAkRXLq6XedwrFz0fWX/99e1ru3Tp0qBZ6NJM+6X9035qf6M+F+rXb5xp3/5Wc/HFddftV/JYWPfee68t16JFi0hDoHO85deQmgSUl4IHiF93GreXuetkqIfuX3zxhb+6rGj/XOMC7XcUjz8+zQbILrsMN4sW1X2yq9TReA866CBbTh3pouB4iyb0WSbKS8EDRENQ6yDTErf1hgZzc61nQmfhKzXaT+2v9jvKYHY//7zQbLfd7TZEJk6c7q/OqsT5QFTd0qxZM1vukUce8VfXwPGW/3jLRW91FDRActuPX3jhhf7qvA455BD7Wo0QWq5VCT7tpxsRVfsfRZ8+j9sAueyyuqsGK3FGQlfNpZOcmj3nw/EW7XjLFdqfC+WhYAHS0B6sejjnXl+qnbdCubGutP9RHlI+9ND/bIDsvvtdVSeEuu8uKm1O9COOOMKWy9fMWTjeoh9vvtzfermNdoD6FSRAdFXS0DF0XB8Hzd9Qidy8Ffoe8pk9e4Hp1Ok2GyJvvPGVvzpLHQ71nvq3qa/lUpppu92xVV8HyjgdLYXjLfrxVpvcMe1CahtQmhIPkCTqRTUroTtJRKm7Lkfab3ey1/eRzymnPGoD5OqrX/RXZam6YuONN7bvG2X8qDRy43ppP+qrZooz1AvHW/zjrTa5zzvrezaF8pFogLz11ltm9dVXtweQWmaEziOg+Z31HprSNuTupRxov7X/+h70feQzZsx7NkD22useU98zcs0NofcMeWhabLkPufPNcRFnsEmOt/jHW238eX0IkfKXaICorb0OHs2Y15C24VtttZV9n3POOcdfVVG0//oe9H3kM3PmPNOhw1AbIu+8862/Oiv3oanmxyglbj6PfA+5c4e7v++++/zVNXC8ZcQ53uqivjZu4EotM2bM8IugjCQaIK1bt4581VeX3F7T7733nr+6omj/3XcR5ZlFr14P2wAZPLj++S5ee+217ENPtZQrBa5Fn7Zb21+fOBNucbxVi3u81cXd5aqVXEgVNkpHogEyYsQIe+CoGiu0KsANfNeqVSt/VUXS96DvQ99LPiNHTrYB0rVr/qtuV1+tOu9XXnnFX50q2j73jELbnU+cKX853hYX53iry6GHHmrfQx2IUd4SDRA983A/9Djj6+Ryczwcf/zx/qqKpO9B30eUuTy+/fZns802t9oQef/9+h+EqqpBQ+nrvddaay3zySef+EVSQdul7dN2anvzDUeiCxdVoar88OHD/dU1cLwtLs7xVhvdcbgh48ttEErUlGiAiButM7SVj+thfM899/irKpK+B30f+l6iOO64B2yA/Otfr/qratBzKvfgVGMbfftt3c9OikHb48Zc0nZGea7mOhnqYXuURhwcb4uLe7z5FBp6vUKE6qvyl3iADB06NHtVG3fIDA09scQSS9jXl1oLoULR96DvQ99LlDm477prkg2Qgw4a5a+qlTqOuQfOeoaVljsRbYd7phZn1NfTTjvNvkYXMvlwvNUU93jzuXHvVI2F8pd4gGikTjcU9gsvvOCvrtcbb7xhX6fXRxl6ohLoe3Dfp76ffL74Yna2Guujj/JfgctLL72UDZE//elPRX8mos/Xdrjw0PZFoQsWd0elC5l8ON5qinu85Vq4cGF2jpZRo6JdwKC0JR4gsssuu9iD6Mwzz/RX1csNvb3hhhv6qyqavg99L/p+oujefYwNkKFDo58AdIXvnjWo+qdYrbP0ua6vh7Yn6p2HvPjii9lAiFIdx/FWu7jHm/PYY4/Z12nKhjlz5virUYYKEiBuCtV1113XX1Uv11Rz55139ldVNH0f+l6intSHDXvTBsjhh8eb+0PPGNyDdS3qdzFlyhS/WEHoc1w/Dy3ajijPPHLpgiXO8cPxVru4x5vTo0cP+7oDDjjAX4UyVZAA+fLLL7P9DPK12c81YMAA+5oozS8rib4PfS/6fqL45JNZNkC0zJmz0F9dL7VyUlNZV42huwE1iIh7Mo9K76v3d3cd+lx9fr7WVrXRBYveI+pQ7BxvtYt7vIn+vdykZflGCUD5KEiAiMbB0sEUp3dvv3797GtCmxCWK9fUVN9PVEOGvFZ1Ani+3tF566Pgd1OXalHzbA1TkdRQ8HofvZ9r9q1FnxfngiOXXqf30IVL1ImgON5qF3K8aQBVd5zMmjXLX40yVbAAueaaa+wBpWaYUbmB8hgSenH6PvS9hDaNDqXhQnQ12bZt2+xJXouaeGpGQM23Ud98HLlUTuX1Otd01i16f31OfcOT5HPuuefa91LVV1Qcb7ULOd7cDJH5hthHeSlYgHz66afZJpKTJk3yV9eKK8LahVwRJkkn9tGjR5u99947OylV7qKWNx07drTrNXWsW/Tf+rtrmZO76H20Xu/bkOBwXJNfXbhExfFWu7jHm/79XKu522+/3V+NMlawABE3aF/U+QGok65dSJ10oehOQqOsava6VVddtUYw1LeovF6n10e9c4ninXfese+vC5Y4/Vg43moX93ibMGGCLa+LgtCh4FGaChogl19+uT2wNt10U39VrWgVU7vQVjGNQYPuafDCG264wVx00UXmn//8p7370P/qv/V3rW/I4Hz59O/f334/7du391fVi+OtdnGPt759+9ryu+22m78KZa6gAfLBBx9krz7/97//+atrcO3y4zw3qQRuOI847fJdK6xtt73NfP75bH91litXyjbbbDP7/QwcONBfVS+Ot9rFOd7UedMNwHjzzTf7q1HmChog0q5dO3twXXbZZf6qGl5//XVbVrfC6tWKTO9e99xB309ULhi0nHHGE/7qrFIPEF2YuIuUqVOn+qvrxfFWU9zjTaMGqKxav331Vd3TKaM8FTxAVI2hA2zrrbf2V9Wg3qvuwXtjdWBLO30P+j70vcTp3euCYccd77D/O3HidL+IVeoBogsTfT+bb765vyovjrea4h5vblqAzp07+6tQAQoeIBqKwh2QH3/8sb+6hrXXXtuWHzlypL+qIul70Peh7yUOFwx33vmW/d9DDvmPWbSoZmunUg8QPffQ96MLlRAcb4uLe7xtsMEGtnzU5yUoLwUPEGnTpo09yK6++mp/VQ2HHXaYLXviiSf6qyqSvgd9H/pe4nDBsHDhIrPffiPt///3v2uOK1XKAaILEncHEWfMrFwcb4uLc7y99dZb2YvDQjaSQHo1SoCcd9559kDbdttt/VU1uOHgGeAuww1sF2V02Vy5wfDMM5/Y/7/LLsPN7NmLjzpbygEyaNAg+92oD0gojrfFxTneLrjgAltWfX1QmRolQNyw2bpSmT699rp458MPP7RltUSp8ipn2n/3Xeh7icMPhpNPHmv/+8orFx9i3y83d+4v5oknpplHHpma2PLgg2+bUaOeNCNG3G1nCUxqadmypf1u1As9FMdbtbjH2yabbGLLXnnllf4qVIhGCRBZb7317MGmfgH5bLzxxrbsJZdc4q+qKNp/fQ/6PuLyg+HDD2eaDh2G2kX/v65y1133cvZvSS2bbnqRWWONLqZp02WzJ6gkl6iDJ9aF4y0jzvH23nvvZb//KGGD8tRoAfL3v//dHmwasjsftedX2YZUTZQDNzxH3P4N4k7eua64YoL9m+5GHL+cWmsddtj9pmvX+xJb9thjsNlmm+5mgw3a2BFzk1rciMErrriiefPNN7P7EBfHW0ac482FzRZbbOGvQgVptADRrHI64PSj/+abb/zVi9EQ3244+LizGpYL7bf2X99DyFDqfjDIjz/Ot89B9Pdnn/2kznKlYubMmdlqlDXXXDO4CorjLf7xtuWWW9ryUYc7QXlqtABRj1VXZz1kyBB/dQ2a01pl999/f39VRdB+a/+jzO1dm7qCYeTIyfbv++8/0vzyy291lisVOtm540o9qDWlcgiOt+jHW+5zI/rPVLZGCxA5/fTT7UG3++67+6tq0HwRKqsH71FH8y0X2l/XPDV0/o26gkF9QdQnROuGD8/0EamtXClRE143p7vmFPn555/9InlxvEU/3vTQXGU1DD8qW6MGyHPPPWcPPM0+p+qHfNykVAcffLC/qqxpf7Xf2v9Q9QXDyy9Pt+tcL/W6ypWS8ePH27m43VX0L7/84hfJi+Mt2vHWqVMnW14DZqKyNWqALFq0yKyxxhr24Lvzzjv91TU8+eSTtqyWp59+2l9dlrSfbp+1/6HyBYPGx3Jl6itXSh544IHsg/Wjjz7aVpvGwfGW/3hTlaG7W1FHQlS2Rg0Q6d27tz349t13X39Vrfbbbz9bXk0Ly33AO+2fa1Kq/W6IfMGgEXo1Um++cqVGz9fcCTHqhEi5ON7qN3jwYFteQ5gAjR4g48aNswfgMsssY2bPrnuYcUczGzZv3ty+RvM+lDM3r4X2V/uNMO571BJ3jCaOt/rtuOOOweGM8tPoAfLrr7+aFi1a2IMwynwD4h7aqXoiykO+UqT9ctUvcXv2fvbZj+b00x+zvb6R0atXL/tdqllq3IESOd5qp1kkXXPniRMn+qtRgRo9QEQz1ukgPOigg/xVtdKcy126dLGv0dzL+fqRlBrtj5tTWvsZZ47w77+fazvrqRqqT5/H/dUVS8/bXNPUpZde2jz11FN+kTpxvNVOE0bpNRqpN+7zJZSnogTII488Yg/EZs2aRW5ymXvQa1DGuXPn+kVKkvZD+xNyspozZ6E54ojRNjx2222EvRNBtXnz5mVbVsXtrc7xVpML1T59+virUKGKEiALFiywP2gdjPfff7+/uk5qqrnsspnxlPbee29bHVbKtP3aD+2P9kv7F5WGae/d+xEbHp07DzPvvvutXwRVfvjhB7Ppppva71gtAD/66CO/SJ043qrNmDEjO1NhnNehvBUlQOTII4+0B+MRRxzhr6rX6NGjs3W3em2p/qi13dp+7Yf2R/sV1W+//W7+8Y+nbHh06nSbefHF/ENPVDI1PXUTR2m48ji91TneMoYNG2ZfqyFjolZ5ofwVLUDGjBljD8gVVljB3pHEkdtUU1dUpVa9oO11V4JaogztkktDsis8ttnmVh6cR/Tuu+9me6tvs802kaZrdSr9eBP3+pNPPtlfhQpWtADRQe2aSz788MP+6rxuueWW7JXhdtttF6sut5i0ndpedyWo/Yjjjjuqhx/RUCSIbsKECcG91Sv1eJMff/zRNkTQe8RpjIDyV7QAETeEwrHHHuuvikS34a6OWg8En3nmGb9Iqmj73INZbXfcaoSHH55q7zoUHldf/aK/GhHk9lY/6qijYrUmqrTjzbn77rvte6y66qolW4WHwihqgNx33332wFTVQpyrwVzPP/989keiE8OFF16Yuh7E2h5tlztxaXu13XG88MJnpmPHTM/xc8/9r30OgjC33nqr/XfQonlq4qiU4y3XAQccYN/nhBNO8FehwhU1QH766afsFd0TTzzhr47s22+/tSP8upNCmzZtUnN1qO3Q9rht03Zqe+OYPPlbs8MOw2x4nHTSI7YFFhrmoosuyv6bXHvttf7qepX78ZZLzexdtd+jjz7qr0aFK2qASNeuXe3BqZ7DDaGWIepRq74l7sejKrJ33nnHL9oo9Lmuik6LtkvbF7cFy6efzrJ9PBQe6vPx88/putotZSeeeKL9t1Hvat0Nx1Gux5vvP//5j32/lVZaKXV3Wii+ogfI8OHD7QH6xz/+0fYebiiN6eN6ILtF/91YM83pc2r7/KhjDeX67rvqXub63xkzSqv1T9rpeHPVM3F7qzvldLzV5rDDDrPvqedFgK/oAaKOXpofRAdpkuMOaWhq1wvZLZqxTnM5h059Whe9n95X75/7efr8KENk10a9zA8//H4bHl260Mu8UNRbvXPnzvbfS03K33jjDb9IJKV+vNVm/vz5Zvnll7fvrcYHgK/oASJuOtHTTjvNX9VgCiW9v5vDwC0ajlpVGP/+979tH4GoD/FVTuX1Or1e75P7vvocfV5DwlDPOE48sbqX+ZQp0Tu+Ib6G9Fb3leLxVpcHH3zQfoZCREEL+FIRIK5VzJ///OdYzSrjUG/kgQMHZuc/8Bf9EPXwceedd7adpjTgo1v03/q71vsnBrfoffX++pyGUOuqs8+ml3ljmz59+mK91Rvy4FlK5Xirjybl0mcdcsgh/irASkWA6Mfqmhy++GLh+zd8+OGHZujQoebwww83LVu2rPHjjLLodXq93kfvl5QBAx7K9jIfO5Ze5o1pypQp2akG2rdvH6u3en3SfLzVRQ/MV155ZfvZuvsBapOKABFdcelgPfPMM/1VBafmxKr71rwR11xzjW3iqfmedTWo/9V/6+9ar3IqXwhXXXWTWXPNvaquPP9uRox421+NRqCH0q7Z6h577BG5qimOtBxv9Xn88cftd6Bm9kkFKcpPagLkxhtvtAfsuuuu66+qCHfccYetrlhuubWqTiL/8lejEanu390Rd+/evWDVqmnWs2dPu/9q0QXUJTUB8sUXX2RnO3vllVf81WVt7Nix2aGyVU3R0Lb7aDhVFbnqo7POOstfXdbUvNlVX911113+aiArNQEi6623nj1o1ax3++23N2eccYYZNWpUg1rFpN3LL7+c7Yy222670VkrRS6++OJsiKhKqVzNnDnTXsSo6myfffbJDnKq5csvv/SLA1mpCpDTTz89e+D6iwZyU6/1AQMGmMcee8w2vSx177//vt0v7d9WW21lZs+e7RdBkfXu3dv+++ju+N577/VXlxz17dBFy+DBg+38IGpx5v/Wcpe4oxajsqQqQEQPDDWej4ZhOPDAA81aa61V46B2S+vWre3EVNdff72t9oo7r0gx6cpunXXWsfux/vrrm6+//tovghRQdY6OQ/07qbf6uHHj/CKppj4kGu3h1FNPNVtvvXW2066/aIZQ3QGfc845ttPgnXfemX0OpOa8lfgcCPmlLkBqo5OtDuqzzz7b7LrrrrbHsP8DcD9wNb/UnYzqbt977z3/rVJB8yu0a9fObvPqq69uPvjgA78IUkRX7TvuuKP999Kx9/rrr/tFUkEXIWoAcO6559r5y9200f6iEFGYKFQUFAqZ2uROpNWvXz9/NVAaAVIbDR6nlkuaIU3VP+4htL9oEDg1xzzvvPPMQw891OAOYg2lu6S//OUvdtvUw/fVV1/1iyCFVGW62Wab2X83jdvWGH0x6qOmtc8995y5+uqrzUEHHZTtBFnbot7rapxx3XXX2eorBWJU/fv3z76PXg/kKtkA8WmoBXVC1EF+6KGH2moh/4fkFlUddevWzT4YHT9+vB2yujGodZU+V9ugq8CGDGGPxqfe6q1atcqelBvrYkTHzdtvv21HbFDzWt291tVDXR0h9SBcJ349GNcD8obSSNl675BRi1HeyiZAajNjxgw7Xa4m19lrr72yc2L7i34YW2yxhR1rSM03J02aVJA631NOOcV+nn78NI8sTYXqrZ5LI+nef//9tlOtqs5yW0XlLurkt+2225q+ffvaTofTpk3z3yoReg7kRvwNHbUY5amsA6Q2U6dOta1p+vTpYzp27GiWWWaZGj9MLapeUlWT+gCMGTOmwWMOXXrppdn3vuqqq/zVKCG603W91TVhU0NaKel5mEbQ1fGx33772Wdi/rHoFg34qOmfb7rpJttDvSGfG5fu8N1ow3q28uabb/pFUIEqLkB86nehh6I33HCDOeaYY0zbtm1r/HDdopFadSWmQezUGidqs9thw4Zl30NXiyh9ep7mWimpJWCUO1Yda6+99po91tSyqa6BFrWsueaadq6Syy+/3F7xRz3WCinJUYtRHio+QGrjrgovu+wyGxh6aOr/wN2yySab2KtCDcVS21XhI488kn3Ar3b3UU40KA233XZb9jiobQw33e3ec8895m9/+5vp0KFD3rtdzc+exN1uIWnbckct/u47phqoZARIRJ999pkZPXp0pHrpTp062Soy9WR2VR1qVkkv8/Kjjq3u3/6EE04wF1xwgdlzzz3rfN6mu5Ytt9zSPm9TABXqeVshqdmv279tttmmIM+BUBoIkEC5LWPUSkUP4d1YXv6iVjPFGFEVjeOkk06q8W/uFrX401zlrsXf3LnlMS3xhAkTshdH9FavXARIgtQc+PnnnzeDBg2ybfN1N6IfWZqrJNBwupjQszNdQOy0007m/PPPt89Iyr16R5173XMgzZleandSaDgCBEAwN5uoFj3DQWUhQAA0iEbxdSFy7bXX+qtRxggQAA2mRgEKkA5Nmph36K1eMQgQAA2m3urnHHCAuawqRN5eemlj6K1eEQgQAIn4df5882nnzlVnlarTygorGPPGG34RlBkCBEByNNHbpptmQmSNNYyht3pZI0AAJGv6dGPWXjsTIhtuaEwjjVqMxkeAAEjelCnGtGiRCZH27TWBiV8CZYAAAVAYL7xgzHLLZUJkjz2Mobd62SFAABTOgw8a07RpJkS6dzemQnura+TiM844ww5rtPLKK9uBNTXMzfbbb2/nK6ptWmHXtyafqOUKoTifCqByDB2aCRAtZ53lry17Ggetrim3cxdfXX/3RS1XCMX5VACV5eKLq0Ok6oRaKTTFtk7umoVU0z5orLxZs2aZBQsW2JknX3rpJTuis+ZZ8UUNhqjlCqE4nwqg8vTunQmQJk2Mufdef23Z0RQQSy21lD25a16YuKIGQ9RyhVCcTwVQeRYtMubAAzMhot7q48b5JcrKOeecY0/s3fXsJ0DUYIharhCK86kAKtP8+cbsuGMmRNRb/fXX/RJlQ7NQ6sT+9NNP+6siiRoMUcsVQnE+FUDlUm/1zTbLhMgf/2jMxx/7JcpCixYt7Il95syZ/qpIXDBEXYqhOJ8KoLKpt3qrVpkQKdN5RFzLq19//dVfFYkfEPmWYijOpwLABx8Yc+qpxnz4ob+mJMyfP9+8/PLLZvDgwaZHjx5m2LBhi61P6g4kn6jlCqE4nwoAJUad/YYPH16VeaearbfeOtvCyi3rrrvuYuWL8QzkwQcfNN26dTMtW7Y0yy+/vNliiy3MjTfeaIfbL4T8WwcAFebrr7+2J2O1pOrSpYtZccUVFwsLtyhEFCYKlRdffHGx93CtsDRffIiQANl7773NiBEjzNSpU828efPM5MmT7fb36dPHe1Uy8m8dADSm994z5uSTjWnTxpjmzY1p1syY1q2NOemkzLqkaaDH554z5uqrzdSDDjIHVl29+0Hhlg033NAcfvjhttpK1VeqxqqL6weiToQjR470V+cVEiC1mT59ug3AQqj7UwGgsV1xRfXYWbUtWnfllf6rovvtN2PeftuYIUOM6dnTmHbtTNUZPvv+X1YtR/7/E7KeYeyzzz52zvexY8cGPcsYNGiQfS+FyPHHH2/Gjx9vZs+ebRYuXGgDRj3RL7nkErOZWqV58gWDk6+c7qa0L4VQ96cCQGOquqq3J3Kd0Hv0MOaVVzJ3B3PnGvPqq5kTvjvZX3+9/+raffqpMfffb8yZZ2b6n+iOxg8lLRo1eNttjenb17xddbcwbdo0/52CXVEVik2rgs+/m/EXX11/99VVTs89VJW17777mrMKNAZZzU8FgMb2+eeZ3uk6Ed5xh7+2mtapjMqqKbBPgTNwoDH77WfM6qvXDAq3aOyp444z5qabMlPvFnioeQVS36pw2nzzzW11kkbjbdWqldlhhx1M//79zRTNn+KpKxh8tZXLDSZ9pu56CiH/1gFAoZ13XubEfvDB/pqaunXLlD3/fH9N9V1M7rLmmsYccIAxl19uzFNPGVOgk2na/FIVinqIvvvuu5ujjz7aX50IAgRA8XXokDnZP/mkv6amJ57IlO3UyV9jzCefGHPCCZnOiWPG1H6XUmG++uors4KGjSkAAgRA8a2ySiYUojyo/v77TNlVV/XXoBafVIXqqgX6rggQAMW35JKZUIgy7IeeV6isXoPFqM/HU089VZWx35s5c+bYVl6a9VB9UgqBAAFQfNyBJEK93vfYYw87ba6a7nbs2NHcfvvt5vcCTSVMgAAoPvcMJMocIXpOorJVJ0cUFwECoPjOPTcTCocc4q+pSS21VFYtt1BUBAiA4vvsM2OWWioTDHfd5a+tNmJEpoz6gajvCIqKAAGQDoMGZcJBvc179cr0Plcv9HnzjHntNWNOPLG6J/q11/qvRhEQIADS49JLjWnSJBMStS1ad9ll/qtQJAQIgHR5993MyLsbbZQZiVfjVOn/9+6dWYfUIEAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQhAABAAQhQAAAQQgQAEAQAgQAEIQAAQAEIUAAAEEIEABAEAIEABCEAAEABCFAAABBCBAAQBACBAAQ5P8BMDhUFLRni7UAAAAASUVORK5CYII=)
PN: 4H56-1-BG
CAS: 22991-18-0
Molecule Weight: 269.3
Formula: C16H15NO3
PN: 4H15-1-N3
CAS: 92855-64-6
Molecule Weight: 251.285
Formula: C16H13NO2
PN: 4H21-1-CY
CAS: 816449-02-2
Molecule Weight: 203.197
Formula: C11H9NO3
PN: 4H21-1-8T
CAS: 10242-01-0
Molecule Weight: 191.186
Formula: C10H9NO3
TSCA: Not listed on TSCA inventory