| Product Number | 4H30-5-1S |
| Purity | 98 % |
| CAS | 868271-15-2 |
| MDL Number | MFCD11186205 |
| Molecular Formula | C7H5ClN2O |
| Molecular Weight | 168.58 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H30-5-1S
CAS: 868271-15-2
Molecule Weight: 168.58
Formula: C7H5ClN2O
PN: 4H30-5-1P
CAS: 89692-53-5
Molecule Weight: 168.58
Formula: C7H5ClN2O
PN: 4H30-5-1Q
CAS: 73498-24-5
Molecule Weight: 168.58
Formula: C7H5ClN2O
![7-Chlorobenzo[d]isoxazol-3-amine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACV+AAAlfgHJ8rxdAAACBHpUWHRtb2xTb3VyY2UAAHichZTra9swEMD/lUOfZ738DnFKSBkM2g7WFvZtKLaSGmyryM7rv98pjtuYdB5xfKfT/U65hzK/O9YV7LVtS9NkRFBOQDe5Kcpmm5HXl+9eQu4W8xyd0LFpM/LWde8zxg6HA83fdK2OpqG5qUm/Pzu25cjn4FNjt0xyLtjvx4fnM+OVTdupJtdIteWsPRsfTK6686/4xxGsVnZfNqx3Z7Xd99H+SO4eTo9tQT5zWeHeElHYlJWGjbG16mAvOcWHf4OtbrRVnS5gfUKzTwPMfTF/vDf5rtZNh6qLUOaqeu7sLkdDbSqd7zAYKj/uM1ILBFRn6qW16gROc2YlQElQPqgAVAgqAhWDSkCloATHr8AaV9od8nJ61xl5ghU8wU9846fqBaywNtJ1JArSGCQVMoxAUCl5MKx8GqZcQkBT6aeDiKgM42gQF2PvSeCEET1MVPg+eJKGQRKDJ6jPZQIeliWMUidDH9dYKD+WeGQcoxisSPG4l0nwucZCsI9KLOZr0xRXKpRFRtaYtnP5pTetvFSJgLGFtpimC+BcrwE5BlxNP4DlV4A/BlwHpoFgDLh+TQPhGHDdnQaiMeBmYTrp+AZIpk9IxoCbs2kgHQPnqZwm3P6odZcpnmTETff+i8ib6n6NsKv5YsOtRPXmxrKr68zwT2zxFzymd8cFC9TWAABIwUlEQVR4Xu3dCdxVc+LH8WZsk50hgyyTLGPn30JKMiYzjRk7MxKDUKiMnVH2NUuMNEUSkpAkimQsWRKJyBIhSaVCSIr8/s/3Njfn/M69z3Of3z3nnuV+3q/X7zWj53fOc+7v3Od87z3ntzQwAAA4aGD/AwAApSBAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAkToP+DXwFycSZAVC2xT8uNo/PfNycPeFss9fIvUzToU3NuoPWNavctorZ6K6NzM4P7Gw6P9vZDHl/iPl66df25gEESDpwZgA4W/TDItP7jd6m0V2NAhf9YmWdQeuYM18608xbPM/e3Qr2NkgmzgwAJ6/Pf91see+WgYt9qWXDwRua+6ffb+82x66LZOLMAKi3UTNGmTUGruG7yP+i/y/MAWMOMLdOvdW8seANM/e7uWbJsiVm1qJZZuLnE83Vk682uz64a0nhUEodxI8zA6Be3lzwZiA8Wo5oaSbPn2xXLeiZz54xOz2wU63hQICkA2cGQMm+++G73ANy78X9wCcOzD1Erw99M+kyvkvRcCBA0oEzA6Bkfd7s47uwb3PfNubbH761q5Xsolcvsv8phwBJB84MgJLoW0Pjexr7LuxPfvqkXS0UBEg6cGYAlGTcp+N8F/Ud7t/BrhIaAiQdODMASvKvif/yXdR7vdLLrhIaAiQdODMASrLPqH18F/XRn4y2q4SGAEkHzgyAkuiBufei/tHXH9lVQkOApANnBkBJ1r9zfd9F/cslX9pVQkOApANnBkBJVr5tZd9F/ceffrSrhIYASQfODICS2N9AvlrylV0lNARIOnBmAJRk6/u29l3UeQYCzgyAkrR9pK3voj7mkzF2ldAQIOnAmQFQkgsmXuC7qDMOBJwZACXRtCXei/qOD+xoVwkNAZIOnBkAJdFcWJves6nvwq7pTaJAgKQDZwZAyW6ccqPvwl7ubLwXv3qx/U85BEg6cGYAlExroG81dCvfxZ31QKoXZwZAvWi52tUHru67wGtFQq2RXornZz9vdnlwl1rDgQBJB84MgHp7+KOHTcOBDX0X+fya6P2m9sste/v54s/N0mVLzexFs80rn79ier/R2zR7qFlJ4VBKHcSPMwPAyWvzXjObD9k8cLEvtTS6q5F5YPoD9m5z7LpIJs4MAGffLP3GXD35arPh4A0DF/1iZd1B65qzJ5xt5i+eb+9uBXsbJBNnBkDZvvvhu9z6IGe+dKZp9XAr02RoE7POoHXMKretYja6ayOz8wM7mxOfPdHc+/69JfXaIkDSgTMDAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECIBIaX4szbyrqd6/Xvq1/WOkGAECIDIvznnRNynita9fa1dBihEgACKj9T68AdLjhR52FaQYAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMgRIthEgACJDgGQbAQIgMg9MrQmQixqsKD3GECBZQoAAiMwDE2oC5O8NVpQegwmQLCFAAETmgXE1AdKswYrS4zoCJEsIEACReWBETYCs1WBF6XEOAZIlBAiAyDzwQE2ANGiwovToQYBkCQECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIDIESLYRIAAiQ4BkGwECIBKzZs0ye+65py9Afv3rX5tJkybZVZFSBAiAUH3//ffmiiuuMGuuuaYvPPLll7/8pTnhhBPM3Llz7U2RMgQIgNAMHz7cNGnSJBAahco666xjrr32WrNkyRJ7N0gJAgRA2aZMmWLatWsXCIl82XDDDc1KK60U+HeVrbfe2jzyyCP2LpECBAgAZ/PnzzddunQpGg7bbLONefTRR3N133zzTfP73/8+UCdf2rdvb95++23rNyDJCJA0mTnTmAEDjDnkEGN22MGYRo2MWWUVU/Pxbvl/H3ywMf37L68HROiHH34wffr0Meutt14gCFR0e+q6664zS5cutTc1I0aMMFtttVVgG5VVat7P3bt3N1988YW9GRKIAEmDTz815sQTTc3HvJoz1qDuononnLB8OyBkjz/+uNluu+0CF38VfRPp3Lmz+fzzz+3NfPTc46qrrjJrrbVWYB8q6q116623mh9//NHeFAlCgCSdvv6vuWYwJEop2u5/tw+Ack2bNs38+c9/9l3ovWXvvfc2kydPtjer1ezZs80//vGPXM8se38qO+20k3nqqafszZAQBEiS3X578FvHeusZc+aZxjz7rDGffaaPcsv/d/x4Y84+29R8dPPX1/baD+Doq6++MmeddZZZddVVAxd4lS222MIMGzbM3qxeJk6caFq1ahXYd74cfPDBZvr06fZmiBkBklTPP2/Myiv7w+DQQ42p49aAmT/fmCOP9G+n/bzwgl0TqNWyZcvMbbfdZho1ahS4oKusscYa5tJLLzWLFy+2N3V2zz33mMaNGwd+l8pqq61mzj//fPPNN9/YmyEmBEgS1Xziq/kr8ofAscfqL9quWdhPPy1/BuLdfrPNjFm40K4JFPTcc8+Z3XbbLXARz5eOHTuamRF11vj2229Nz549TcOGDQO/V2XjjTc2d955Z83b/Cd7U1QYAZJEV17pv/irh1V9B1up98tOO/n3c/XVdi3A5+OPP675Antk4KKdL82bN6/5MluZb7M6liOOOCJwDPnSokUL8+KLL9qboYIIkKT5/ntjfvMb/4X/6aftWqV55hn/frRf7R+wLFq0yPTq1avop/7f1Lx3Bg0aFMun/meffdbsuuuugWNS+cUvfmGOPvpo8yk9DmNBgCTN44/7L/rbb2/XqB99e/Hu74kn7BqockOGDDGbbbZZ4OKsoucO5513nvn666/tzSoq/zxGI9rtY1SJ4nkM6kaAJM355/sv+BddZNeoH23v3d8FF9g1UKVeeeWVWns+HXTQQeaDDz6wN4uVeoSdccYZRXuEbbnllub++++3N0NECJCk2Xtv/wX/scfsGvWjcSDe/e2zj10DVUZjL4477riiYy923HFHM27cOHuzRHnvvfdMhw4dAseeL23btq33mBTUHwGSNE2b+i/4H39s16ifDz/072+bbewaqBIa/X311VebtddeO3DBVdHo7759+6Zq9PeYMWNqHRV/4oknmnnz5tmbISQESNJooKD3gq8uveXQnELe/WmgIarOww8/XHT+qZVXXtl069YttfNPab6tG2+80ay77rqB16aif7/++usLzsuF8hAgSWMPHiz30+APP/j3p/2jarz11lu1zoD7hz/8wUydOtXeLJX0TePkk08uOjPwtttuax4r95YwfAiQpAn7G8iXX/r3t/76dg1k0IIFC8ypp56a+3ZhX0hVmjZtakaOHGlvlglvvPGG2WeffQKvOV/+9Kc/mXfffdfeDA4IkKTZaiv/Bb/cZyAffeTf39Zb2zWQIZpm/d///nfN54T1AxdOFT3/uOaaa6piFcAHH3zQ/Pa3vw20gYqmjf/nP/9Z8/nqS3sz1AMBkjRt2vgv+KNH2zXqR1/Zvftr29augYx48sknzQ477BC4WKqox9Xxxx9v5syZY2+WaVqf/fLLLy+6PvsGG2xg+vfvn6qOA0lCgCTNuef6L/gXX2zXqB9t792fxpkgU95//31z4IEHBi6O+dK6dWvz6quv2ptVlVmzZpljjjkmN3Ldbh+VXXbZxTztOuNDFSNAkkbfOLwXfI0kL8eOO/r3p5HuyASNDj+35gNHsUF1m2++ubn33nvtzarahAkTTMuWLQNtlS+HHXaY+Ui3fVESAiRpNBXDRhv5L/pa+8PFc8/591PXXFiq36qVMfvvb0yfPsZ88oldAwmg+ajuuOOO3PxU9gVQZfXVVzcXXXRRbn4rBKn9Bg8ebDbZZJNA26n86le/MhdeeGFuVmDUjgBJossv91/4Natuffuwq/7OO/v3c9VVdi2/TTf111fZYw9jrrnGGBbzSYTnn3/eNGvWLHDRy5e//e1vZsaMGfZmKEDrivzrX//Kzfdlt6PKpjV/D3fddZe9GTwIkCRSz5CaT0e+C/nxxy9f56MUqnfSSf7ttb5IbV2CtdbIWmsFA8RbdtvNmEsvNeadd+ytEbFPar4NHnXUUb4LnLfsvvvuZrxWpUS9ffjhh+bQQw8NtGm+7FHzIerll1+2N4MhQJJLt63s5WyPOEKjpeyafgsWmJorjX87DR7UCod1ueMOY9ZYIxgchcrvfmdMr17GvP66vReE6LvvvjMXX3xx7raUfWFT2WijjczAgQNzs9WiPHqIvnPNt3a7jVX08P3YY481n2n5aKxAgCTZf/5jzC9/6b9wayDgWWctXwN99uzlt6rUNVMBoR5cG2zgr1/fNdF133fo0OVhVWqYaOyKfveECfbeUIahNedBD8Lti5mKHpyfffbZZiGrTIZK3Xn/U/N3p+69dpurqDvwFVdckeseDAIk+TRauNQLuV203ahR9h5LV/Pp14wYYUynTsasvXZw/4VKzQXPnH768gfypd5yg8+kSZNMmzZtjH3xype//OUvZtq0afZmCJEGGPbo0SM34NBuf5UmTZqY4cOH25tVnQb2PyCBtPa0noHYt7SKFdVT/TDXrNbIZXUx1n41IaP9OwuVjTc2pmtXY556qvw5varA3LlzzQknnFB0mvXf/e53ZuzYsfZmiNA777xj9t9//8C5yJd27dqZKVOm2JtVjQb2PyDB1K1Wt7UOOmj5SoUbbmhqPiItv22lZxIHHmhMv37Rd7/VBI0KhS5dgsvvFis6RoXPmDH1X9894zRLbO/evc0666wTuECprLfeeubmm2/OTVOSZBqXojEUeuCs5wmPP/64ufPOO3NFs+Xm/7/+XT9XPdWPe7XDUjz66KNmm222CZwbFU3e2KXmb2H+/Pn2ZplHgKA8uk2lB/41X/fNZpsFg6NQqblQ5m6L6fZYlS9BOmrUKLP11lsHLkoqmgjxlFNOSdyFSeuPa1bbPn365I5Ps/1uXPNt0z7++hRtr/1of9qv9p+0dc4V9Nddd12tQa9jT3rQh4kAQbheesmYc84xpkmTYHAUKnpOc+SRxtx33/IH+FXi7bffNu3btw9chPJl3333NW+++aa9WSw0f5Ye6GtxpmJrikRV9Pv0e/X7kzKP1+eff246d+5cdNp43Wp84okn7M0yiQBBdLSkaM+exmy3XTA4CpWGDZffntPgrdrGrKSYFm3q3r17rQ9nH3roIXuzips4cWJuttpikzPGVXQ8Oi4dX9xee+01s/feeweOMV8OOOCAzHd2IEBQGTWfuHODEHfdNRgchcqqqxrzxz+aeQMHmsV1jX1JAXUPvfXWW3PLxtoXGpW11lrLXHnllbFOs67BijqGYkvE1lU0NYjWItc3q3/84x+5orm6NI4lX/Tf+Z+pnuoXm1KkrqLj1PHquOM0bNgws8UWWwSOT0Xdrc8666yaz0PZ/EBEgKDyNC3K1Vcb07JlMDg85euaMramXLbyyua8ffc1d/Trl8qBXP/973/NTjvtFLi4qGiAmi6mcb0u3a/XhIvqTVRsplq76HnF4Ycfbnr16pW7taRux5oWpBzaXvvR/rRf7b/U5yo6bh2/Xkdczx8WL15sLrnkErPGGmsEjk+lUaNG5vbbb8/cgE8CBPHSp8cbb1y+DkrNhaDmr21F+aimDK0pPWpKS8/FQmMk1Ksn7k+edZleE5SHHHJI4GKSL3vuuWdst2L0TUfrYOiWmX1cdtHDYU310bdv39yzm0rS79Pv1e/XcdjHZhe9Hr2uuL7JzZw503Ts2DFwXPmy2267mec0RiojCJA4aST54MHGvPCC/ZPqpE/h6oZc821D069MqvmD61tTOtWUrQv8Mapoau6ra77N6GKdFPo0fcEFFxSdpK9x48bm7rvvtjerCE2Nop5CmijQPi5v2XDDDU23bt3MS+oUkSA6Hh2Xjs8+Zm/R69Pr1OuNwws1f9PNmzcPHFe+HHnkkebjclcbTQACJC4KD01wWPNmyn3yfuQRu0ZV+2nePDNr4EBz7x//aA5cdVWzfoE/Qrvsuuuu5tJLL634p+Q8TROucQ7Fbr1omvCePXvGMk24bp1oig7dSrGPK18UePqkr7XS1WU1yXR8Ok4db7GgVtHr1euO49aR3g+DBg0qOu1+w4YNc7fr0jztPgESB42daN/ef89fg/JQ0DdffZWbVvuggw7K/dHZf4iFih6w6mI9WT3BKkCfjFu0aBE4jnzRPf24FirSaoS1HZvmfdL8TuohlkY6bh1/sfmrVPT641qVUQMlzzvvvKJBt9lmm5khQ4bYm6UCARKHa68NPDDOzXmFOunT+3333Ze7BVDsgaVddF/8nHPOieR2jAa7derUqegDaH0reuaZZ+zNKkLzOZ166qlFxyvom9INN9yQ6k/AXnodej3FvgGqHdQeapc4fPDBB7kPQfZx5ctee+1lXnnlFXuzRCNAKk0PTdVFtYEnPI45xq6FEqjny4gRI3IX8GKjg+2iT3uaJO/ZZ5/N3WJwpd992WWXFQ0x3aMfMGBALLdO5MEHH8xN9W4fl4qewfTr1y+zM8rqden16XXar11F7aL2icu4cePMjjvuGDguFc2Ddtxxx5nZusWdAgRIJWnOn6ZN/eGx9dbL/x1lUa+bMWPGmOOPP77WWxneonvTmsPoqaeeqlf3zwceeMBsueWWgf2paIDgGWecEVu/f1089SnbPq78sWlMQrldbtNCr1Ovt9igTbVTXCGq95t6lxUbF7T22mvnOofE1ZusVARIJR19tD889E0kZV9Z00CD9hQKXbt2LXo7wy76Q1b4jB49uugf7euvv54b+GZvmy8dOnQw7733nr1ZxegWiVYmtI9LRV2fkzI1SqXpdRebHl/tpXaLy4IFC8xpp52Wm/fMPjaVpjUfOB9++GF7s8QgQCpF03M08ISHSu/edq3YaGEi3X/VLKmax6fQLKr6d/1c9dKykJFuU6nf/emnn150cSa76NOfbovp9pi6gc6bN8+cdNJJRZ8lbLvttrlvP3HSaGgdt31sCkadO5hcOxT6xK92U/vFaerUqWa//fYLHFu+6GdvvfWWvVnsCJBKeP/94Hrj++8f24JL6pmkYNAndI3gLdbNsK6i7bS99qP9VarHUzkmTJiQm06j1EkB9cmw2Poc6667bu51x93lVa/HPjaVVq1aJX6wZaWpPdQudlupqB3jpq7J+tZhH5uK3ocafKoPNElBgERNt0OaNfOHx0YbLV+GtkI0yE7zMB122GFm/fXXD7wxwyzav36Pfl+SBvcVoltS6oev2VPt11Fb0TcRfSOJ+w9Z99E1DYp9fOoRpl5n9XmuU03ULmqfQj3n1J5xt5tuoV5zzTUFv1GqaF2SpCBAoqb1yxt4wkNrnD/+uF0rdOobrwFU6hpovwErWfT7dRxJH2Oglec0CFFTTdivwVv22WefXPDETbfWNNurfXzqQKC1NFA3tVOhDhdq17hGsHtp+no9l7O/AWtAalIQIFFSUCgwGngCRIESofHjx+e+ARQbtFSsaOqH+syiWtdUGHbR8ei4dHxJp29O+gRoz710/vnn21VjoTAu9MFA36RmzJhhV0ct1F6FvoGqfZPyoUfP8LzHptH1SUGAREW3qHSrqoEnPHQrq0gPn3LpAXdtaxN4y/bbb5/r+aGZT7WmgevUGtpO22s/2p/2a/+uQkXHmYYFd9Qf33vcWoo1brqoFZrZV/fGk7ZyYVqo3dR+dpuqnZMQIuqO7D0urWCZFARIFPRwXA/JG3jCQw/RI1hcRhfi2iZtU1l99dVzM4RquuuoByhp//o9+n36vfaxeIuOO8lBkrQA0W2VQt881H04K6PJ46L2Uzvabav2jvt2FgFSba67zh8eKpp1N0SaNlq3hOw3fL7k10jQZG5xDRzT79Xvr2utCb0OvZ6kSVKAaGxLoWce6m4c90PfrFA7qj3tNla7q/3jQoBUE03YZk9VogGEIdGbvHfv3mbNNdcMvNFVtAKa1pCOc3BUIToeHZeOzz5mFb0eva4kXQyTFCCFelsdc8wxZU3HgiC1p9rVbmu1f1wIkGqhT/o6uQ084bHVVqFNVfL+++8XHWmsnhlaazuJn+S9dHw6Th2v/RpU9Pr0OpMgKQFSaJyHbrckKWyzRO1a6HZWXONECJAq8e1xJ/vDQ99EQlpxrthIY5Wk3gKqTW234JIwMliSECD3339/oH322GMPnnlETO2rdrbbXuej0giQKjBlxItm+AZtzAcNN/k5QK65xq5Wb5rsTSO97TeyikasxnFRC5OOv9jIW73uuCa7k7gDRN/E7A8N6nKq+ZMQPbWz3cVX56PS35AJkIybOXOh+fNefU33pt3MwI07mIlrbWeWtv9T2VOVqAth69atAxfW/EjjOC+uYdLrKDYyWK8/rq6UcQaI2sS+XalBb4zzqCy1tz3YUOelkn97BEiG/fDDMtOp00Pm//6vf650+t0Fpu+uJ5rv55bXJ3/WrFkF1wzQm1kzxmaRXpf9x6qidlB7VFqcAWJPya7RyIwwj4fa3R4NrvNTKQRIht1004QV4aHSrFl/8+r48npAvfvuu2aLLbYIXEj1aTxtzzrqS6+v0LcutYfapZLiCpDhw4cHXr++oSE+an/7nOg8VQIBklETJsw0zZsP8AXI9de/aFerF10ktZqd/WY9+uijq6bXjV6nXq/dBmqXSoZIHAGi5VbtlQQ1mK1azn1Sqf3tQZw6T5VYHpcAyaAFC74z7dvf7QuPjh2Hm6VL3Zcw1frahb55aIW7auvvr9er1223hdpH7VQJcQSIfetK61cwJXsy6DzY64lU4lYWAZIxupZ36zbaFx5t2txhZsxwX8ZUD4rtZx56qKxJ/aqZXr/9cF3tVIkH65UOkEmTJgUWrWIxqGTR+fCeH50vnbcoESAZM2TIFF94qDzyiPtSpurRUei+f7WHR57awW4btVfUPWEqGSDLli0zLVq08P0+TTpZbd88k07nw560VOdN5y8qBEiGvPPOPLPnnrf7wuOCC56yq9VLoXEeun2DnxW6naV2i1IlA0Rrpnh/1yqrrFK1a5gnnc6Lzo/3fOn8RYUAyYhFi5aagw++zxcef/3rUPPtt+5TtGvEtX1h1ANkPnn6qT0KPViPcsR6pQJEo561xoP3d5155pl2NSSIzo/3fOn8RTU7AAGSERdf/LQvPFq2vK3m08hcu1rJCo001q2ZuNfYTiq1i32rL8qRwZUKkD59+vh+T+PGjXMXDSSXzo/Ok/e86TxGgQDJgMcffz/w3GPQoMl2tZLpYlhopHHWx3mUS+1jDzZUO0YRupUIEK1/bV+I+vXrZ1dDAuk8ec+bzqPOZ9gIkJT79NOFZu+9B/nCo2vXR82yZe63mTR1ufdNoZGuWR1hHja1kz0yWO0ZtkoEyIABA3y/Y5NNNom8cwDCofOk8+U9fzqfYSNAUkxTlRx77AhfeOy332Azb577/U59irbX82Ckcf3YI4PVnmF/e4s6QDQ4rUmTJr7fccMNN9jVkGA6X97zp/MZ9qBPAiTF/v3vl33hoalKxo8vb0I7expzzUbLp876UXvZs/iqXcMUdYAMGTLEt3+NtHddnx7x0PmyZ47QeQ0TAZJSL7/8aWCqkuuue8GuVi9aA9z7ZojiwlQt1G52W4a5xnrUAbLvvvv69n/FFVfYVZACOm/e86jzGiYCJIW++GKx2X9//1QlRx013CxZUt7ayPZgsbA/NVcb+9uc2jcsUQaIpgn3PsdZbbXVWOcjpXTedP7y51LnNcxp9wmQlNEQjB49xvjCo3Xrgebjj8ubOG3s2LG+N0LDhg1Dv29fbdR+akdvu6qdwxBlgFx55ZW+fR966KF2FaSIzp/3fOr8hoUASZnhw9/2hYfKyJHv2tXqrW3btr43gtYGR/nUjt52VTuHIcoA2W677Xz7HjlypF0FKaLz5z2fOr9hIUBSpnPnkb7wOP/8cXaVenvuued8b4JVV12Vbx8hUTuqPb3tq/YuV1QBMnHiRN9+9RA2inEsqBydP/thus5zGAiQlLnhhpdWhMeBBw6tOYHlDw6y79WfeOKJdhWUQe3pbd8wni1FFSCnn366b7/dunWzqyCFdB6951XnOQwESMpoTY9hw94yfftONHPnlt+tUlOP2w/ZPvigvFUL4af2tB9Klzvle1QBssMOO/j2O2HCBLsKUkjn0XtedZ7DQIBUOXum1Xbt2tlVEAK1q7edy50hNYoAmTNnjm99Ey1QFOVU4KgcnUfvglM6zzrf5SJAqlyrVq18b4BBgwbZVRACtau3ndXu5YgiQIYOHerbJ72vssXujaXzXS4CpIpNnz7d94lz9dVXN19//bVdDSFQu6p9822tdlf7u4oiQOxnNbfccotdBSmm8+k9v2E86yRAImB3s1Xp3/9Vu1pR9rZR6du3r+/kd+zY0a6CEKl9ve2t9ncVRYDY06+8/fbbdhWkmM6n9/zqfJeLAImAHQAqWpf8yy8X21ULsreNit376t5777WrIERqX297l9MbK+wAUXdj7/423nhjuwoyQOfVe57L7a5PgETADoB8uf76F+2qBdnbRUGr6HnXrtAtldmzZ9vVECK1r/eWodrfdXXHsANkzJgxvv0dfvjhdhVkgM6r9zzrvJeDAImAHQD5ovXKZ8+uezU3e7soTJ482Xfit99+e7sKIqB29ra7zoOLsAPEXnnwoosusqsgA3Revee53JUKCZAI2AHgLZdc8oxdPcDeJgo33XST78SfdtppdhVEQO3sbXedBxdhB0jXrl19++N2ZjbZt1F13stBgETADgBv0RTsH35Y+8SH9jZR6NKlCxeMGNh/wDoPLsIOEHv69kmTJtlVkAE6r97zXO707gRIBOwAOOywYb7/Pvvs2mdktbePwj777OM78a+99ppdBRFQO3vbXefBRdgBsummm67Yl57T6MKA7NF59T6H03kvBwESATsAxo2bHvi3t96aa2+2gl03Ct71kvWGYrW5ylA7e/+AdR5chBkgGqPiPabGjRvbVZAhOr/ev/1yxn4RIBGwA0AdbbTgk/ffunQZZW+2gr192BYuXOi7YGy22WZ2FURI7e39A9b5qK8wA2TatGm+fbVp08auggzR+fWeb51/VwRIBAoFgNYqt/9dy9IWYtcLm90D6/e//71dBRFSe3vb36UnVpgBYt8XP+CAA+wqyBCdX+/5Lud5FwESgWIBcNxxD/v+vVOnhzxb/azY9mF55plnfCf973//u10FEVJ7e9tf56O+wgwQ3g/VJYz3Xx4BEoFiATBx4qzAz/R8xGbXCduoUaN8J/2kk06yqyBCam9v++t81FeYAcL7obqE8f7LI0AiUFsAnHzyKN/PDjlkmFm2zD8aubbtw2B3JT3zzDPtKoiQ2tvb/i5dqMMMEN4P1SWM918eARKB2gLgjTfmBH7+8MPv+OrYPw9b//79fSf94osvtqsgQmpvb/vrfNRXmAHC+6G6hPH+yyNAIlBXAHTvPsb38w4dhpglS35c8fO6ti+XPW3FNddcY1dBhNTe3vZ3mU4izADh/VBdwnj/5REgEagrAN59d55p1sxf55573ljx87q2LxefOOMVxifAMAOE90N1CeP9l0eARKCUANBodG+dffcdbL79dknuZ6VsXw7ueccrjHvQYQYI74fqEsb7L48AiUApATB9+he5ebG89fr1eyX3s1K2Lwe9buIVRi+YMAOE90N1CeP9l0eARKDUAOjZ87++elp0asGC70re3hX9/uMVRj/8MAOE90N1CeP9l0eARKDUAJg5c6Fp0eI2X93evV8oeXtXjESPFyPRESdGoidcfQLg8suf9dXdYw9/oNS1vQvmwooXc2EhTsyFlXD1CYA5c77JrVRob1Pq9q6YjTcezMaLuDEbb8LVNwAK3baqz/YuWA8kHqwHgjjpvLIeSMLVNwD04Lx164GB7Urd3gUrEsbD7jLLioSoJPt5FysSJpBLANx888uB7eqzfX2xJno8WBMdcbI/wLAmegK5BMDChd+btm0HBbYtdfv6sntibb/99nYVREDt7G13lx5YEnaA2NOZXHTRRXYVZIDOq/c8lzONiRAgEXANgAEDJgW2rc/29fHTTz+ZDTbYYMWJ133R2bNn29UQIrWv9/6z2l/nwUXYATJmzBjf/g4//HC7CjJA59V7nnXey0GAVLHDDjvMd/K5bREt+/aB2t9V2AEyc+ZM3/423nhjuwoyQOfVe5513stBgFSxvn37+k5+x44d7SoIkdrX295qf1dhB4g0bdrUt8+3337broIU0/n0nl+d73IRIFVs+vTpvlsqq6++ell9wlGc2lXtm29rtbva31UUAXLiiSf69nnLLbfYVZBiOp/e86vzXS4CpMq1atXK9wYYNGiQXQUhULt621ntXo4oAmTo0KG+fR566KF2FaSYzqf3/Op8l4sAqXL/+c9/fG+Adu3a2VUQArWrt53V7uWIIkDmzJnj+0b661//2ixbtsyuhhTSedT5zJ9bnWed73IRICmjJXHbt787N/3JXXf9vAiVqy+++MKsttpqK94Av/zlL80HH3xgV0MZ1J5q13wbq73V7uWIIkBkhx128O13woQJdhWkkM6j97zqPIeBAEmZU099bEX3Xq1q+MILn9hV6s3ujRXGvVH8zH62UE7vq7yoAuT000/37bdbt252FaSQzqP3vOo8h4EASZnzzx/nGyPyhz/cZebPX2RXq5fnnnvO9yZYddVVy+7eh+XUjmpPb/uqvcsVVYBMnDjRt98NN9zQLF261K6GFNH503n0nled5zAQICnzyScLcwtPeUNE30ocx6Ot0LZtW98boXv37nYVOFA7ettV7RyGqAJEtttuO9++R44caVdBiuj8ec+nzm9YCJAUeuyxaYHR6oMHv25Xq5exY8f63ggNGzbkW0iZ1H5qR2+7qp3DEGWAXHnllb590xsr3ezeVzq/YSFAUspeDlcLUU2d+rldrV5atGjhezOEca++mtnPltS+YYkyQGbMmBF46L9gwQK7GlJA583uJKPzGxYCJKUWLVpqDjpoqC9E9N/6d1dPPPGE780Q9oWpmqjd7LZU+4YlygARe3r3K664wq6CFNB5857HcqdvtxEgKaZvHPYSuPpmUg77U7OmO/j+++/taqiF2sueFiTsb3NRB8iQIUN8+9dDWFatTBedL/vhuc5rmAiQlNNYEPt5iJ6RuNJ9+zXXXNP3pjjnnHPsaqiF2svbfmrPsJ8nRR0gP/zwg2nSpInvd9xwww12NSSYzpf3/Ol86ryGiQBJOfW+Ou20n8eGqKiXlnpruerdu7fvTaH7pqNHj7aroQC1k/f5gYraM2xRB4gMGDDA9zu0fjvfRtNB50nny3v+dD7DRoBkgJbE1XgQb4h06vSQWbrUbRoK9RvffffdfW8MrV0R9qforFH7eNdYUVE7RjGOohIBsmTJEtO4cWPf7+nXr59dDQmk8+Q9bzqPOp9hI0AyQiPSmzcf4AuRPn1esquV7P333zdrr722783RunXrSC6GWaB2Uft420vtp3aMQiUCROyVCnUh0kUDyaXzYwd/uSsPFkOAZMiNN77kCxAFyksvuX9rGDZsmO/NoXL00Uc7r6KXVWoPtYvdVmq/qFQqQBYtWmQaNWrk+11nnnmmXQ0JovPjPV86fzqPUSBAMkS3rI4+ergvRDTxom5xueratWvgwnjGGWfY1aqa2sNuI7VblCoVIGLP2LzKKquYN998066GBNB50fnxnq9yZ36uDQGSMTNmfBWY6qRbt9HOU53oYZx9a0blmmuusatWJbWD3TZqr6gfNlcyQDQVuD3IdO+99+abaMLofOi8eM+TzluUU/ITIBn06KPv+QJE5e673ad+19TjO+64o++NovUEqj1E9Pq962eoqJ3Knaq9FJUMEJk0aZJZaaWVfL/zzjvvtKshRjof3vOj86XzFiUCJKMuvPApX4BowOHbb8+zq5Xs008/NVtssYXvzaKi2zfV9klUr7fQbSu1j9qpEiodIHLqqaf6fqcWKPrkk/KXE0D5dB68C0ap6HxFjQDJqG+/XWIOPNA/1cnBB99X1lQn7777bmBkq4oeIIc9QCmp9DoLPTBXu6h9KiWOAPnyyy/NRhtt5Pu9e+21V9Wc+6RS++s8eM+LzpPOV9QIkAx76625pmVL/1QnvXo9bVerF10kC30T0X3/rI8T0esr9DxI7VHJ8JA4AkSGDx8eeP3MVBAve+YDFZ2nSiBAMk7TvNvPQ0aPLm9swqxZswLPRFQ0iC6rI9b1uuxBgipqB7VHpcUVIGLfytLI+8cee8yuhgpQu9szH1Ti1lUeAZJxejxxyin+qU723ntQzadp96lORA+KC30a10NlfSKKuhdSpeh16PXYD8tV9Por8cC8kDgDRG1SaKaCMKcJR93U3vaHGp2XSv7tESBVQEve2lOdHHPMCPPDD+V179MbtdA4ERXNRlvJi1oUdPz2rLr5otddyT9UW5wBIoVmKvjd737HuiEVonZWe3vbP8qZD4ohQKqEpjpp1sx/K+ummybY1ZxoxLV9MckXTWOetmcjOl57WnvvH2mUI8xLFXeAyP333x9onz322COyUc9YTu2rdrbbXuej0giQKnL99S/6AkRTnUyYEM7FXZ987Nsa+fKrX/0qtzZ40oNEx6fj1PHar0FFr6/Sn/CKSUKAyLnnnhtopw4dOtAzKyJqV7Wv3eY6D3EgQKqIpjrp2NE/1cn++5c31YmX3tyautxeTyRfVl11VXPiiSeaDz74wN40VjoeHZeOzz5mFb0eva4kXRSTEiDyj3/8I9BmxxxzTNWND4qa2lPtare12j8uBEiVKTTVSffuY5ynOimktltAKnog3a5dOzNo0KDYZnbV79Xv13EUekCeL0m9BZekAPnxxx/NAQccEGi7Tp06JSp000ztqPa021jtrvaPCwFShR555D1fgKgMGTLFrlY2rQHevHnzwJveW1ZfffWab0Udzb333mtmz55t7yJU2r9+j36ffq99LN6i4w5zDfOwJSlA5LvvvgsMZlPR7RaeiZRH7VfotpXaW+0eJwKkSl1wwc9Tney+e1+z226XmbfeimZaCl2I7UneipXtt9/enHbaaWbo0KHmtddec16HW9tpe+1H+9N+7d9VqOg4kxwcok+j+++/v++4x4wZY1erOHVp3mmnnQJtuueee5r58+fb1VECtZvaz25TtXNcXci97ADRsrlJQYBESFOd/PWvQ80uu9xgttvuPPPb3x5vWrfuUvPv0X2iGT9+fO6W0GqrrRb4g6itbLrppqZ9+/a5e70qemB48cUXryj67/zPVE/17X3UVnQ8Oi4dX1JpNTkNZjz++OMDcx6pbLnllub555+3N6s4XdQKfRNRl1PGidSP2svuqqui9k1CeHz00UfmoIMO8h2bnhcmBQESsTfemFXzBj3TbL55R7PRRn8w6667iznppNPtaqHTm19rFBS60FSy6PfrOJLwx1iIbk+MGDEid++7WDdpuxx11FGxT3Co4y70TESD3hixXhq1kz1IUEXtGvdtK327v/DCCwv2ViRAqswttzxU80ZtY9Zaa1uz6qrr5d4Eek5QKdOnTze33npr7hvA+uuvH3hDhlm0f/0e/T793iTSH6duux1xxBFmjTXWCLyGUoqe7+ibWZwXGt1mK9Q7Kz9TAQ/XC1O7FJv5QO0Zd7vdddddtX7D79Wrl71JbAiQCtBiMx06HGVWWunnh8rrrLNObBfYyZMnmxtvvDE30ls9pH7zm98E3qSlFG2n7bUf7U/7TaqvvvrKDB482Bx44IGmYcOGgddSqOjWxtlnn50LmmLdjzfffPNcGMWp0DgRlVatWsX+TSlp1B5qF7utVOIa55H38ssvFxy8mC9//etfzdtvv21vFisCpEI+++yzwDTtLVu2NEuXuk/9HqaFCxeaV155xTz99NO5B9xaOEdFwZD///p3/Vz1VD/p5s2bZwYOHGj++Mc/Fg0Au+y6667m0ksvNe+8845vXxrc+Je//CVQP1/atGkT+cJCtSk2U4Ge5bAo1XJqh0LPtuKe+UDXhmOPPbbgNyKVnXfeOfd3l0QESAU9+uijgTfJeeedZ1dDGfTHqNtn++67r1l55ZUDf4yFij71aeXDUr4Rjh07tmhvM83YesIJJ5i5c+fam1WEBmsWm6lAAVeta6zrdev1222iovaKa9Ct5nm74oorig4K1vMZPT+McwxKXQiQCuvRo4fvTaKLzrhx4+xqqAf1pLnhhhtyFwk7oAsVtbm6Evfp08fpFo/ukd98881Fnyfp9uS1116b69VVaboo2VPB58sqq6xizjrrrNgGllaaXqder1633RYqaqe4JuvUWiLqjmsfU/48nX766RVZrKpcBEiF6Q2r2yTeN8wmm2xiPv/8c7sqaqFPjVdddZVp0aJF4A+wUNG3kd///vemX79+oQ2m1PiBU045peg3HQ34GjVqlL1ZRTz44IOBlQ3zpXHjxrl2iOviGTW9Lr0+vU77tauoXdQ+cZgyZUruuaF9TPmisUf27dMkI0BioJX17N4/6jrIvEa10wPESy65xOyyyy6BP7xCRWNP/vSnP5k77rgj0kF2ukWiW2b2788XjZuJ4+GnPsHqU/ZKK60UOCaVjTfeOPfNLSuj2PU69Hr0uuzXqqJ2UHvE8cle778uXboUPRfbbLNN7hZ32hAgMdHDXftNpFsq8NNId/WH33bbbQPtVaioh9XBBx+c6wpZ6Qf9Gk+y1VZbBY5JRbclNAtxHONhXn311Vq/qeleu+7Fx3FsYdBx6/gLjenIF71+tUOl6Xan/q7XW29593276Hbnddddl5jONPVFgMToyCOP9L2Z9Ik5yV1hK+Wll17K9dMvdo/YLnoI+be//S3Xk8Z1Wpaw6LmHbq2ttdZageNUUS8gPeSv9INRdSXXA9lGjRoFjilf9P479NBDzciRIxN/QdPx6Th1vLXNuqDXq9et119pmjttu+22CxyTir6JdO7cOfW3rgmQGGlsgqbH8L6x9IaL+yJYabp19+yzz+Y+oW+22WaBP7ZCRZ/cNO32ww8/bBYvXmzvMnZ6zqJBafZa2vmieZaeeuope7PIaeCjPhHXNlBNRV3Ou3XrlgvzJNHx6LjsLvF20evT64xjoOe0adMKzhKQL+rAoW/WWUCAxOzFF18MPIRVV9Cs01d79T47+eSTSx7IqFsUaht9soujh5OLiRMnFh24pqLbbaV0Hw6b2q9///4lfcvT7Rd90u/bt2/Fn+Xo9+n36vcXuw3kLXo9el1xvD/0gVC9voqNOdpiiy1iHW8SBQIkAXT/1n6z3XfffXa11NMfteYf0jTphQZ0FSp6IKqR7v/9738rftsnTPfcc0/RXkG6BXP++efH0r1WQa5pdepas8U+J4cffnhuSg2NwtcAynKPXdtrP9qf9qv9F3sYbpf82jd6HXFMQ6LbY7fffnvR24PqMKPBqUn8plwuAiQB9Aa0u/atu+66uZk40063EB566CFz9NFHFxwpXahoepB//vOfuZl7s9QzTbcme/bsWXCCPBVdMDVaOq7XrDExV155ZdH79nUVdUdv27ZtvWZ1Vn1tZ++rlKLj1PG6jOUJy3PPPWd22223wLHli9bFSeJiaWEhQBJi1qxZgV4kWqMgjk9U5dKFUp8G9SnS7q5crKj3kkblaz6grPv4449z82vZbZAv6jGkW5tx0q03hfgOO+wQOL44i45Hx6Xji5POod0Jxlu0WNoLL7xgb5Y5BEiCPPLII4HbCP/617/saomkvvWarFATvhX7hG0XTQmi2xWvv/66vbuqoI4D9qDSfNH7QN/aPv30U3uzipszZ07u1pLWtC/WTTmqot+n36vfr+OIm8aa6D1bbEJOPc/TMs5xfYusNAIkYdTDxPuGVC8e3f9PInVB1L1fjZ4t9uDQLvq6f9lll+UGU2L57csBAwYU7VWkb3BqryTdP1eo6VmWejlpJL5G+Jf6vKJY0fbaj/an/Wr/SQhPryFDhhTtJajnWPoG/fXXX9ubZRoBkjCahsEeaa0uiZpZNgl0q029YvTMptioWrvoVpzmhvrwww/t3eF/1IPnjDPOKDpvk7p733///fZmiaKLp57b6TakZo9Vb7lCszrr3/Vz1VP9pF90Nft0bQuzacXAuCZkjBsBkkDquqgFi7xvUk0lHhfd79UUEa1btw7cYitU9K1JD0dvuummTD9AjMJ7771nOnToEGjTfFG7Mti0MjSWRz0Gi43l2XHHHat+IlQCJKFuu+22wBtWM8BWij5RqYeLHgbax1Go5Ccr1KjfJNyrTrsxY8YU7Q2lb356LpCUb6VZo+7mV199ddFeg+qCrm/hae5WHhYCJMHUi8n7xtXD6TfeeMOuFpqpU6fmJivUAjb2H02hovu++rSsyQoXLFhg7w5l0nQduvWjLt1226vo3/XNMOnTjqSJZjYo1lFAH5JOO+003useBEiCqWeTRq9638RaZjXM2VM1eEuTFWo2UPsPplBR75NDDjnE3H333Ym/d50V+qahEfvFnjlposnRo0fbm6Ee3nrrLbPffvsF2jZf9DN9wIIfAZJw6ktuT3Wi2xfl0BgDrfX929/+NvCHUqhossK///3vuYe4YYYX6kffPvfZZ5/A+ckXTV1P77b60bcJTfFu/43lS9OmTXOTNqIwAiQF1I3TfmPXp0eOuoo+88wzuS7CxabTsItuj2idZv3xJKkLKZYvFlUs/NWLSwPt4ljzIk00QPff//530VUl9fxDyxzHMadWmhAgKaAAsD956gKv3lHF6A/kySefNCeddFLRlensorEImqzwiSee4L56wqm79+WXX17retqaVJAHvUH6uyg2wl49ro4//ng6gpSIAEkJDaqyJyBU33TvBUIXFa1qpq6HxT5Z2UXzEGnwVtonK6xWGpfTqVOnot2rNaZI3z6xvGfhgQceGGijfNHfUxyLTqUZAZIi6iFiv+k1i+vw4cNz014UW8TILnowr0FrmqwQ2aB1Mlq2bBk41/ly2GGHZWJyThfq7KFJHIvNlqDR5Zq7DfVHgKSMHvjZfwClFD0MVNjEPQkdoqP5lzQfWbHZbdUNXD3uqmXBMrWHupgXW29GPQovuugiOoaUgQBJGT3Q1mp29h9DoaL7vPoDiXLsCJJHa2toEs5iS71qahytGZ9lzz//vGnWrFngteeLlkCeMWOGvRnqiQBJIc3iav9B5Mvuu++ee7iqKTFQ3TT3mFbys98j+bLHHntkbvp8rQ1y1FFHBV6r9++DW7fhIUBS6NZbb/X9UWjerN69ezNZIQrSxIXFZhfQw3d11/7ss8/szVJFC5dpFgV7Drl8UU9EzRytHo0IDwGSQppzyvvHoVHhQG3Uw65fv36BRcvyRd2BtbSyevKljZZ/tmdsyBc9ONeg2YULF9qbIQQESMrMnz/fN2pWfyAMGkOp9F7p0aNH0WnjmzRpkuvVlwaahqdNmzaB15AvmsF62rRp9mYIEQGSMvoa7v0j0fQVQH298847uYXA7Ituvmi9lylTptibJcLcuXNzA16LTbOu+eLGjh1rb4YIECApY68VoUABXGngabGJNPVNt0uXLrlvvUmg2RH0rG+dddYJHKvKeuutl1uDRrMwoDIIkBTRqnXewVD6A2dNCJRLF+brrrsu0RfmUaNGma233jpwbPm/g65duyYm6KoJAZIielju/cPRw3QgLFrjvnPnzkWnjdetIc2TVklanbN9+/aBY8mXfffd17z55pv2ZqgQAiRFtPay949H3XmBsL322mtm7733Dlys8+WAAw6I/OH0F198Ybp3717rw/6HHnrI3gwVRoCkhEYXa+qF/B+QHiCmve8+km3YsGG1do8966yzcrdVw6TuxvpgZE8cmi+a701LLTPNejIQICmhP2bvH1Lr1q3tKkDoNHWOBuitscYagYu5SqNGjUIboKcZoYtN05OVAY9ZQ4CkxBFHHOH7g9Ja2UClzJw503Ts2DFwYc8XTRHy3HPP2ZuVZPr06bllku195suee+6ZuSlXsoIASQF9CvQuHKRPY0wEhzhoieXmzZsHLvL5cuSRR5b83tRt2QsuuKDopI9aPZNZFpKNAEkBex2QFi1a2FWAitE06YMGDap1mvRevXoVnSZd29955521Tjvfs2fPqpl2Ps0IkBTQinPePzCt1QzETQs1nXfeeUW/QWihpiFDhvi20cJX+gBk182Xww8/vGoXvkojAiTh1NtE6597/8i0NCeQFHo/2l3MvUVLxY4ePbrWpXd33XVXlt5NIQIk4fSH5/1D0xrXQBKNGzcut4iZHQ61lQ033NAMGDAglF5cqDwCJOE0aZz3D+7SSy+1qwCJoelObrnllqLjOPJFAwTPOOOM0MeRoLIIkATToCp7/YapU6fa1YDEWbBggTnttNMKTouiCUFZMTMbCJAEe+qpp3x/eJqLCEgTzVOV722l3lla/AnZQYAk2CmnnOILkAsvvNCuAgCxIUASSg8VN954Y1+ATJ482a4GALEhQBJq/PjxvvDYaqut7CoAECsCJKFOP/10X4CcffbZdhUAiBUBkkCa6mHzzTf3BciECRPsagAQKwIkgTTzqDc8NCWEQgUAkoQASaBzzz3XFyA9evSwqwBA7AiQBGratKkvQFzXWQCAKBEgCfP666/7wkNTZjNPEIAkIkASRusgeAOka9eudhUASAQCJGGaNdvf/OpXvzErr7xWTYD8IjfDKQAkEQGSINOmzTQbbdTebLDBXmbddXcxm2/eLDe7KQAkEQGSILfeOs5stdUpZostjjGNGx9q/vnPG+wqAJAYBEiCHHXUg2aXXa4zO+xwidl223PM00+/ZVcBgMQgQBLi008Xmv/7v/4rStu2g8zSpT/a1QAgMQiQhBg8+HVfgPTs+V+7CgAkCgGSEMceO8IXIE8//ZFdBQAShQBJgDlzvjHNmv0cHm3a3GG+/57eVwCSjQBJgHvvfdP37ePcc5+0qwBA4hAgCdC580hfgDzxxAd2FQBIHAIkZvPnLzLNmw9YER577nm7WbRoqV0NABKHAInZgw9O9X37OOOMJ+wqAJBIBEjMunZ91Bcgjz02za4CAIlEgMToq68WmxYtblsRHnvscZv5+usldjUASCQCJEYjR77r+/bRrdtouwoAJBYBEqPu3cf4AmTEiHfsKgCQWARITL75Zkmux1U+PHQr68svF9vVACCxCJCYjB79vu/bR5cuo+wqAJBoBEhMzjrrCV+A3H//VLsKACQaARKD7777wbRqNXBFeGgg4bx5i+xqAJBoBEgMnnxyuu/bxwknjLSrAEDiESAxOP/8cb4AGTJkil0FABKPAKmwJUt+zE3Xng8PTeP+2Wff2NUAIPEIkAp79tmPfd8+OnV6yK4CAKlAgFRYr15P+wLkzjsn21UAIBUIkAr64Ydlpl27O30B8sknC+1qAJAKBEgFvfDCJ77w+PvfH7SrAEBqECAVdNllz/oCZMCASXYVAEgNAqRCli37yey332BfgEyf/oVdDQBSgwCpkIkTZ/nC49BDh9lVACBVCJAKufrq8b4A6dt3ol0FAFKFAKkA3b764x/v9gXIu+/Os6sBQKoQIBXw+uuzfeHx178OtasAQOoQIBVw/fUv+gLkppsm2FUAIHUIkAo44IAhvgCZMmWuXQUAUocAiZi66nrDo0OHIeann+xaAJA+BEjENFWJZtzNB0ifPi/ZVQAglQiQCrj33jdzD87PPPMJs3Dh9/aPASCVCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4SUSAeEdqq7gIYx+F2PtV6d//VbtaUfa2AJAVBEgd7P2qtGlzh/nyy8V21YLsbQEgKwiQOtj7zRfNsFsKezsAyAoCpA72fvNlzz1vN7Nnf2NXD7C3A4CsIEDqYO/XWy655Bm7eoC9DQBkBQFSB3u/3tK8+QDz4Ydf2pv42NsAQFYQIHWw93vYYcN8/3322WPtTXzs7QEgKwiQOtj7HTdueuDf3nqr+AqDdl0AyAoCpA72frWa4FFHDff9W5cuo+zNVrC3B4CsIEDqUGi/48fPCPz7yy9/am25nF0PALKCAKlDsf0ed9zDvn/v1Okhz1Y/K7Y9AKRdIgMkjBKWYvudOHFW4Gd6PmKz6wBAVhAgdahtvyefPMr3s0MOGWaWLfvJV6e27QEgzQiQOtS23zfemBP4+cMPv+OrY/8cALIikQHiIox9FFLXfrt3H+P7eYcOQ8ySJT+u+Hld2wNAWhEgdahrv+++O880a+avc889b6z4eV3bA0BaESB1KGW/Go3urbPvvoPNt98uyf2slO0BII0IkDqUst/p07/IzYvlrdev3yu5n5WyPQCkUVUEiKZdHzPmfXPVVeNz4zf+8pd7zV57DTStWg3M/X99gxg7dnqgB5XUtl+vnj3/66unRacWLPiu5O0BIG2qIkDsnxUrRx893Hz66cJaty1m5syFpkWL23x1e/d+oeTtASBtCBCrqBfVwoXfF922Npdf/qyv7h57+AOlru0BIE2qIkD+/OchuVtMDz30jnnzzblm1qyvc11t589fZF58caY5/viRvm379Hlpxba17dc2Z843uZUK7W1K3R4A0qQqAqQummH3vPOeXLHtQQcNXfGz+u630G2r+mwPAGlBgPzPjBlfrdhW3yLy6rtfPThv3XpgYLtStweAtCBA/ke3tPLbtmt354p/d9nvzTe/HNiuPtsDQBoQIP+jVQXz23bt+uiKf3fZrx7Ct207KLBtqdsDQBoQIP9zzjk/PwN57LFpK/7ddb8DBkwKbFuf7QEg6RIRIHF79NH3VlzgjzzyAfPjj8vsKgAAS9UHyCuvzFoxXqNly9vM1Kmf21UAAAVUdYBMmvSZr8fU8OFv21UAAEVUbYC89NLM3FxY+fDQ+A0AQOmqMkCefvoj3zQjZ5zxRMGJFAEAxVVdgIwe/b5v0kOta+5dQRAAUJqqChA94/Cu26E5sBYtWmpXAwCUoGoCZMiQKb7xGFoXhPAAAHdVESADB77mC4/OnfnmAQDlqooA8YZHqWXu3G/t3QAAPAiQIoUAAYDaESBFCgECALWrigABAISPAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4+X/+OiKWzwFl9wAAAABJRU5ErkJggg==)
PN: 4H30-5-1K
CAS: 927413-64-7
Molecule Weight: 168.58
Formula: C7H5ClN2O
![5-Methylbenzo[d]isoxazol-3-amine](data:image/png;base64,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)
PN: 4H30-1-A9
CAS: 89976-56-7
Molecule Weight: 148.165
Formula: C8H8N2O
![5-Fluorobenzo[d]isoxazol-3-amine](data:image/png;base64,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)
PN: 4H30-3-0B
CAS: 868271-13-0
Molecule Weight: 152.128
Formula: C7H5FN2O
TSCA: Not listed on TSCA inventory
