| Product Number | 3H32-5-M8 |
| Synonyms | 1-[Bis(4-chlorophenyl)methyl]piperazine |
| Purity | 98.0 % |
| CAS | 27469-61-0 |
| MDL Number | MFCD00191212 |
| Molecular Formula | C17H18Cl2N2 |
| Molecular Weight | 321.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-5-M8
CAS: 27469-61-0
Molecule Weight: 321.25
Formula: C17H18Cl2N2
PN: 3H32-5-3X
CAS: 303-26-4
Molecule Weight: 286.8
Formula: C17H19ClN2
![[(3,4-Dichlorophenyl)phenylmethyl]piperazine dihydrochloride](data:image/png;base64,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)
PN: 3H32-5-5U
CAS: 1172899-01-2
Molecule Weight: 394.16
Formula: C17H20Cl4N2
PN: 4H32-5-0Q
CAS: 83881-52-1
Molecule Weight: 461.81
Formula: C21H27Cl3N2O3
![[(3,5-Dichlorophenyl)phenylmethyl]piperazine](data:image/png;base64,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)
PN: 3H32-5-5T
CAS: 885950-04-9
Molecule Weight: 321.25
Formula: C17H18Cl2N2
![[(4-Methylphenyl)phenylmethyl]piperazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABlxAAAZcQH9jsGVAAACZXpUWHRtb2xTb3VyY2UAAHicjZXbjtowEEB/xfJz8S03QIQV6qpSpd0+dLdS3yqTGDYSiVdOuP19x0mAxJSkJDBmPGfi8Ywni6dTvkMHZcpMFzHmhGGkikSnWbGN8a/3b5MpflouEjACw6KM8UdVfc4pPR6PJPlQuTzpgiQ6x838/FRmPZujR7TZUsEYp79fX95qZpIVZSWLRAFVZvOyVr7oRFb1Kh48gubSHLKCNuY0N4fG2x/B7M3IqUzxLZavMLcCFG2ynUIbbXJZoYNgBG72BW1VoYysVIrWZ1B7xIfYl4vXZ53sc1VUMLQeskTu3iqzT0CR651K9uAMBt+fY5xzAGSl85Ux8ozsyKolR1Ig6SHpIxkgGSIZITlFcoYkZ/CFeQ4GHCw4mHCw4WDEwYqDGQc7YfOwU3Yh7+dPBdGg/vWj89u5YENFjCeceJ4XoYuEgOFzEddZQcIw8m/ykR52hsHCJwHM+9FNtvrWbUu3UCt6C8DobBfHSBTZZQjicSs9wqZW+iQUrHnMrPv/Mh+SmWdlRKI6jBkRfh0OeOddxcXABf7TASSVXrO6XKx1kXaGKEtjvOa4TvdPtSlFm3GMtEmVgUNkHVjTLiD6gK2PK7D6F+D1AVtNw4DfB2ztDQNBH7CVOgyEfcDW9TAQ3QU9AkzvljQd3tZZH7CHbBjgrE/UZ3IEcZNdn+ERxsl3c+ZHGCflTY8YYZysNz1lhAnut2AMCe/2mQcjiJP8pssNp587+W+64gjjlEDTRYcZ4RRB03VHGLcK2i49yLhVEDxiaKfL0Mt7BoZ37yDaeUFReC0v/wIUWjcSPUNdeQAAQrtJREFUeF7t3QeYFFWi9vEFVFBUDCiKoKioiKirgihmMIJiQPyMBOPK1VVXMcKaUNRdc0YRiWJkDesaUMAVI6xiDiBKMhIEFTCdj7furd6qMz3T06eqerq6/r/nqUecOt1ddaan3gon/MEAAODgD/YPAACoDQIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQAIATAgQA4IQAAQA4IUAAAE4IEACAEwIEAOCEAAEAOCFAAABOCBAAgBMCBADghAABADghQAAATggQoEiLFi0yN998sznkkEPMJptsYho3bmwaNWpkNt54Y9OjRw9z//33m2XLltkvM3/4wx+8pbaKLQ+UGt9OoAi33HKLadKkSe7gXt2y4YYbmkceeST02mIDodjyQKnx7QRq6dRTT/UO6PXr1zc9e/Y0jz76qJk9e7Z3tbFgwQIzZcoUc/HFF5v1118/78E/389qUmx5oNT4dgK1cOONN3oH86ZNm5pJkybZq0MUJr169apy8C82EIotD5Qa306ggPnz55s11ljDu/KYOHGivbpaF110Uej/iw2EYssDpca3Eyjg+uuv9w7kekAeRbGBUGx5oNT4dgIFHHjggd6BXM88oig2EIotD5Qa306ggBYtWngH8lmzZtmriuIHQrELUK74dgIFrLrqqt6BfOnSpfaqotjBUNsFKFd8O4EC4g6Q2iq2PFBqfDuBAuK+hVVbxZYHSo1vJ1BAuTxEf/fdd72mwe3btzfrrLOOadiwoWndurU5/fTTzRdffBF4JVAatf82AxlVLs14/f/Pt2h4lalTpwZeDSSv9t9mIKNcOxJqWJMgOxAKsct36NDB3Hbbbebtt982P/zwg7ddzz77rNl+++29cnvssUfg1UDyav9tBjLMvwrRUCYvvfSSvTpk4cKFpnfv3lXCwg6EQmpbfvr06V45PewHSqnwtxOA58QTT/QO1LoSOeqoo8y4cePMnDlzvMEUFRq6hTRw4ECzwQYb5D345/tZTWpbXs8/VK5Vq1b2KiBRhb+dAHI0qOKaa66ZO7hXtzRv3rzKQ/faBoKvUHnNS6KBHXfZZRevnIaaB0qp+m8ngLw02q6CpFu3bqZly5ZmtdVWy00odcQRR5jhw4eb5cuX2y8rGAi26srbYbXlllua++67zy4GJK7qtxNAWbMDZPXVVzdnn3123tACkkSAACnlt8LaYYcdvCD5y1/+YhcBEkWAACk3c+ZML0D08B4oJQIESLmPP/7YC5DGjRvbq4BEESBASnTq1Mk89NBDZsaMGd7zjm+++cY8+eSTpl27dl6AHHDAAfZLgEQRIEBK2A/Pg8u6665r3n//ffslQKIIECAlpkyZYk499VTTpk0br9mwblltu+225rzzzjPz5s2ziwOJI0CACMaMGWNWWWUVc8opp9irgIpHgAARaIRevy8GkDUECBDB4Ycf7gWIeqMDWUOAABEQIMgyAgSIgABBlhEgQAQECLKMAAEiIECQZQQIEAEBgiwjQIAICBBkGQECRECAIMsIECACAgRZRoAAERAgyDICBIiAAEGWESBABAQIsowAASIgQJBlBAgQAQGCLCNAgAgIEGQZAQJEQIAgywgQIAICBFlGgAARECDIMgIEiIAAQZYRIEAEBAiyjAABIiBAkGUECBABAYIsI0CACAgQZBkBAkRAgCDLCBAgAgIEWUaAABEQIMgyAgSIgABBlhEgQAQECLKMAAEiIECQZQQIEAEBgiwjQIAICBBkGQECRECAIMsIECACAgRZRoAAERAgyDICBIiAAEGWESBABAQIsowAASIgQJBlBAgQAQGCLCNAgAgIEGQZAQJEQIAgywgQIAICBFlGgAARECDIMgIEiIAAQZYRIEAEBAiyjAABIth11129AFl55ZXtVUDFI0AAB19//bU56aSTvPDwl913391MmTLFLgpULAIEKMLPP/9s/va3v5kmTZqEwsNf6tevb0488UTz1Vdf2S8FKg4BAtTSk08+abbYYotQYGy11VZmyJAhpmvXrqGfr7nmmubaa681y5cvt98GqBgECFDABx98YPbff/9QQKy11lrm+uuv965IfP/6179MmzZtQuVat25tnnjiicC7AZWDAAGqsWDBAvPnP//Ze0DuB0KDBg3MKaecYr755hu7uEeBcuONN3oBEwyS/fbbz7z//vt2cSDVCBDA8uuvv5o77rjDrLvuuqEQ2Guvvcxbb71lF8/r22+/NaeddpoXOP7rV1ppJXPmmWd6wQRUAgIECHjxxRfNtttuGwqOVq1amYceesguWitvv/222XvvvUPvp2C6/fbbvaAC0owAAVaYMWOGOeKII0IH+saNG5srrrjCLF261C5etIcffthsuummofdv166dGT9+vF0USA0CBJm2ZMkSc/HFF5uGDRvmDuz16tUzxx9/vJkzZ45dPJJly5aZK6+80qy++uqhIDnssMPM9OnT7eJA2SNAkEm///67uf/++82GG24YOpjvvPPO5pVXXrGLx0rBdMIJJ3hB5X+uAuzCCy80ixcvtosDZYsAQea8+uqrXlAEg0NBokBRsJSKtqNjx45VtmPYsGEl3Q7AFQGCzKjuzP+iiy6qszN/BcXw4cNN8+bNQ0HSoUMHM3nyZLs4UFYIEFQ8PQTXswc9FA8epDWSrh6el4N8z2K0HHfccWb27Nl2caAsECCoaGr9pGa4wYOyWj+98MILdtGy8NlnnyXaGgyIEwGCiqT+F+r4FzwQp6n/hfqjbLfddqHt32STTcyDDz5oFwXqDAGCiqIe4KeeempF9ABX0N15552madOmoSDZc889a90jHkgSAYKKoDGobrjhhrxjUGkwxDRT8J111llFjckFlAIBgtR7+umnvWHVg8GhYdcrbRTcDz/80BxwwAGh/dS8JH//+99DowIDpUKAILU++ugjc9BBB4UOqJqH47rrrqvoeTieeuops+WWW4b2W///z3/+0y4KJIoAQeosXLjQnHPOOaFbOpoJUFPMaqrZLKhuZsQDDzzQu1IBSoEAQWroofLdd99t1ltvvdBBU3ORT5061S6eCQrMk08+2QtQvz4UrGeffbYXtECSCBCkwsSJE80f//jHUHBsvPHG5oEHHrCLxu777783b775phk9erTX2a9Pnz7m2GOP9YZp17Ljjjvm/q2fa73Kqbxep9cn7T//+Y/ZY489QvWj1lt33XVXKpotI50IEJS1mTNnmp49e4YOjKuttpq57LLLzE8//WQXj4WGPBk5cqTp27dvlU6IroveR++n9417lN+gsWPHev1Fgp+t/iQTJkywiwKRESAoSz/88IMZMGCAadSoUehgeMwxx5hZs2bZxSPTcCGDBw/2eqnbB//qFg18qGDwF3tk35oWfY4+L4lhShSsl19+uRe0wc/s0aOH19MdiAsBgrKjs/SNNtoodPDbaaedzL///W+7aCS6tTNmzBjTuXPn0ACLwUXNgXVLSi27xo0b581r/ssvv9hvFaL1Kqfyep1er/ex31uLPlefr+2I+1aTwkljaQU/T2NtXXLJJd7YW0BUBAjKxuuvv2523XXX0AGvWbNmZujQoea3336ziztTE98hQ4aYzTffvMoBXc2Ae/fubUaMGBH71YHeT++r99fn2J+t7dF2xd0EWaP6tm/fPvRZGv1X28Kw8YiCAEGdmzdvnndQDV4FrLLKKub888+P9QG0Dpb33ntvlasbDXXStWtX74F8qQYs1Ofo8/S5+vzg9mj7tJ1xHtz1Xvfdd5/ZYIMNQp+l+Uhee+01uzhQKwQI6ozOtK+++mqzxhprhA5q3bt3N59++qldPBKNHWVf3ej5isbISuKZSjH0+doO+3mPtjfuMa8078kFF1zgBbT/OQruXr16mblz59rFgRoRIKgTjz32mNlss81CB8y2bdua559/3i4aiR4oaxyp4Fn+qquu6l3dfPXVV3bxOqXt0XZp+/xt1XZr++NucaY52A899NBQ/Wuu9kGDBnlztwO1QYCgpN555x3voXHwwLXOOuuYW265peDD6WJpqBN7SPSDDz647Fsiafu0ncHt1n5of+I2fvx4s80224Q+a9NNNzWPPPKIXRSoggBBSXz33Xfm9NNPD10J6N/9+vUz8+fPt4tHppZcOqP2P0udDh9//HG7WFnT9mq7/X3Q/mi/4qbgvu2227wgDwaJOkZOmzbNLg7kECBInOYctx8Ud+nSxbz77rt20cj0sLh///6hz9IzlbTNBeLTdmv7g/uj/YvzAbtPQX7GGWeEfld6PqJnMUA+BAgSF+zQpqaq6h+RBJ1J62Gw/1kaE0pzhFQC7Udw8EjtZ9y3/Hzqw7LvvvuGQiuJ22dIPwIEiVOfAx2E9N+4+zj49JC5W7duuQOeJpaaNGmSXSzVtD/BCbO0v3E/XA868sgjc5/1+eef26sBAgTJa9OmjXcQ0qCDSdCZeDA8NKRIpd67134Fh0zRfid1JaJbjwQIakKAIHFJBoieBQRvW7Vu3brsW1lFpf3Tfvr7rP1P4pkIAYJCCBAkLskACT4w15m5Ru/NAu1n8EpE9RA3AgSFECBIXFIBMmrUqNwBTs8GKvW2VXW0v8FnIqqPOBEgKIQAQeKSCBC1CvL7eWhYDk04lUXab39YEtVHnK2lCBAUQoAgcXEHiAYiDPYwr5Smuq60/35dqF7iGhCSAEEhBAgSF3eAaGwo/8CmTnYwoc6Gqp84ECAohABB4uIMEI1O26BBA+/9WrZsmdoe5nFTPag+VC+qnzhG8SVAUAgBgsTFFSBqqhockj1tY1slTfXh143qKWrTXgIEhRAgSFxcAaJJlvwDmkarRVXBUXxVX1EQICiEAEHi4ggQDYHSokUL7300X0aldxZ0pXrx5xNRfUUZOoYAQSEECBIXR4BornD/YKZJl1A91Y9fV6o3VwQICiFAkLioAfLrr796o/j6Vx/lNpNguVH9+FchqjfVnwsCBIUQIEhc1AAZPXp07kCmucNRmOrJrzPVnwsCBIUQIEhc1ADxp8DVREezZs2yVyMP1ZM/MZTqzwUBgkIIECQuSoDoQFi/fn3v9V27drVXowaqL9Wb6s8leAkQFEKAIHFRAmTw4MG5g9jYsWPt1aiB6suvO9VjsQgQFEKAIHFRAqRdu3bea5s0aZLo7HuVSPWlelP9qR6LRYCgEAIEiXMNkDlz5uQOYJo0CcULTral+iwGAYJCCBAkzjVARo4cmTuAjRgxwl6NWlC9+XWo+iwGAYJCCBAkzjVA+vbtmzuAzZ49216NWlC9+XWo+iwGAYJCCBAkzjVAWrVq5b1uyy23tFehCKo/1aPqsxgECAohQJA4lwBZtGiRqVevnve6Pn362KtRBNWf6lH1qXqtLQIEhRAgSJxLgLzxxhu5g9c111xjr0YRVH9+Xapea4sAQSEECBLnEiDBB+jjxo2zV6MIqj+/Lot5kE6AoBACBIlzCZABAwbkDl4ffPCBvRpFUP35dal6rS0CBIUQIEicS4AEW2AtW7bMXo0iqP78uiymJRYBgkIIECTOJUCOPPJI7zUNGza0V8GB6lH1qXqtLQIEhRAgSJxLgBxwwAHea5o2bWqvggPVo+pT9VpbBAgKIUCQOJcA6dSpk/eaYvsuID+/T43qtbYIEBRCgCBxLgGyww47eK9p27atvQoOVI+qT9VrbREgKIQAQeJcAoQrkHhxBYIkECBInEuA8AwkXjwDQRIIECTOJUBohRUvWmEhCQQIEucSIPQDiQ/9QJAUAgSJcwkQeqLHh57oSAoBgsS5BAhjYcWHsbCQFAIEiXMJEEbjjQ+j8SIpBAgS5xIgzAcSH+YDQVIIECTOJUCEGQnjwYyESAoBgsS5BghzokfHnOhIEgGCxLkGSPBB+ogRI+zVqAXVm1+HxTxAFwIEhRAgSJxrgMyZMyd3AOvVq5e9GrWgevPrUPVZDAIEhRAgSJxrgEi7du281zZp0sT89NNP9mrUQPWlelP9qR6LRYCgEAIEiYsSIIMHD84dxMaOHWuvRg1UX37dqR6LRYCgEAIEiYsSILNmzTL169f3Xt+1a1d7NWqg+lK9qf5Uj8UiQFAIAYLERQkQ6dy5s/f6lVZayelAmEWqJ9WX6k3154IAQSEECBIXNUBGjx6dO5CdeeaZ9mrkoXry60z154IAQSEECBIXNUB+/fVXs/nmm3vvseqqq5qvvvrKLoIA1Y/qSfWlelP9uSBAUAgBgsRFDRAZMmRI7mB2/vnn26sRoPrx60r15ooAQSEECBIXR4AsX77ctGjRIncV8tlnn9lFsILqxb/6UH2p3lwRICiEAEHi4ggQuffee3MHtIMPPthejRVUL34dqb6iIEBQCAGCxMUVIL///rvZddddcwe1xx9/3C6SaaoPv25UT6qvKAgQFEKAIHFxBYi89dZbpkGDBt77tWzZ0ixYsMAukkmqB9WH6kX1o3qKigBBIQQIEhdngMhZZ52VO7B1797dXp1Jqge/TlQ/cSBAUAgBgsTFHSBLly412223Xe7gdsMNN9hFMkX779eF6kX1EwcCBIUQIEhc3AEiH330kVl99dW9911llVXMxIkT7SKZoP3W/qseVB+ql7gQICiEAEHikggQGTVqVO4At9Zaa5lp06bZRSqa9lf77deB6iNOBAgKIUCQuKQCRPr37587yG244YZm5syZdpGKpP3U/vr7rnqIGwGCQggQJC7JAFFT1eCkSa1bt674TobaP+2nv8/a/6hNdvMhQFAIAYLEJRkg8ssvv5hu3bqFrkQq9XaW9it45aH91v4ngQBBIQQIErfOOut4B6E111zTfPjhh/bqWGj2vWCI6NnApEmT7GKppv0JPvPQ/iY1S+PChQvNzjvvnPusGTNm2EUAAgTJU3D4B6KVV17ZnH322d4BKm46Ew/eztJnVUoTX+2H9sffN+1nElceGrn37rvvNuutt17us7R88cUXdlGAAEHynnnmGbPJJpuEDkhNmzY1d911l/NQ49XRs4Dgg3Ut6mSX1h7r2u5gJ0Et2r8knnmoSfD2228f+ixd8fz1r3+1iwIeAgQlozm67SBRx7cJEybYRSMbOXJkrp+Ilo033jh1Y2dpe7Xd/j5of7RfcVOLrp49e4Z+L6uttpq57LLLErtFhspAgKCkdEC6/PLLTePGjUMHrB49esTeekqd6oI91rVotNq4Pydu2r7gqLp+0MbZSVB++OEHM2DAANOoUaPQZx1zzDFMHYxaIUBQJ2bPnm2OO+640IGrYcOG5pJLLjFLliyxiztTYGlsKH9+cC2aL0OTLpXbzIbaHm2XP5+HFm23tj/uKwFdyWy00Uah+t9pp53Myy+/bBcFqkWAoE5NnjzZtG/fPnQga968uRk+fHis9/k1Om1wKHgtOvPW3OF1fbatz9d22FcC2t44RtUNev3116vUQ7NmzczQoUPNb7/9ZhcHakSAoM4pKIYNG2Y22GCD0IGtY8eO5rXXXrOLO9PnaJIl+8xbZ/ldu3Y1DzzwQGwDERaiz9Hn6XODV0datH3azjgDdN68eaZ3796mXr16uc/RGFq64vn+++/t4kCtECAoG4sXLzYXXHCBdyvLP8jpgKcmq3PnzrWLO9M0r5orfPPNNw8duLWoybEOtCNGjPBus8VJ76f31fsHmzb7i7ZH2xVlGlrbsmXLzFVXXWXWWGON0GepZdenn35qFweKQoCg7EyfPt0ceuihoQOeWiANGjTIOyDGRU2Ix4wZYzp37hw6Mw8uW2yxhenTp4+57rrrzLhx48z7779fsP+F1qucyut1er3ex35vLfpcfb62I+4mzY899pjZbLPNQp/Xtm1b8/zzz9tFAScECMrW+PHjzTbbbBM6AG666abmkUcesYtGpquDwYMHm3bt2lU5yFe3aEiRVq1a5ZbgECOFFn2OPi/uqxx55513vFAKfp5GA7j11lsLhh9QDAIEZU0HvNtuuy03HIq/7L333omNdzVnzhyvlVLfvn29YLAP/i6L3kfvp/fV+yfhu+++M6effnromYr+3a9fPzN//ny7OBAZAYJU0AHwjDPOCB0cNff3aaedZr799lu7eKz0kPnNN980o0ePNhdffLF3S+rYY4/1QkyLBon0/62fa73Kqbxel/RDaoXszTffbNZee+1QaHXp0sW89957dnEgNgQIUkXPFvbdd9/QgVIHzhtvvNH8/PPPdvGK9+yzz5qtt946VB96GK/nL0DSCBCkkob5CM6JoUXDxv/rX/+yi1akTz75pEpvdbW00nOVOFtxATUhQJBaOlBee+21VZrEapjzjz/+2C5eEXQ77LzzzsvNg66lfv363m2zL7/80i4OJIoAQeppCBA9oNaB1D+o6gB77rnnmkWLFtnFU0m9xNW5cP311w+FZadOncwbb7xhFwdKggBBxZgyZYrZbbfdQgdYzWtxzz33pHqYjpdeesl7UB/crxYtWphRo0bZRYGSIkBQcdT6qWXLlqED7g477JC6GQo1idPRRx8d2g8NtKj5OX788Ue7OFByBAgqkg6wl156aWhkWy1HHXVU2c/vneZtR7YQIKho1Z3FDxw4sCzP4ivl6gnZQIAgE8r9OYI6HFbi8xtUNgIEmVGOLZmy0IIMlYsAQeaUQ18K9WG55pprMtWHBZWHAEFm1VVv7up60T/zzDN2UaCsESDIvFKNJ1XdOF433XRTJsfxQvoRIICpeUTbd9991y5elLocSRhIEgECBMQ5p0ZdzGUClBIBAuRR3ax+t9xyS61m9SvlbIpAXSFAgBoUO694qeZzB8oBAQIUoAP/1Vdf7bXQCgZD9+7dzaeffuqVWbx4sbngggtCTYPr1atnevXqZebOnWu9I1AZCBCglubNm2d69+7tBYMfEgoMdUS0Oyd27NjRvPbaa/ZbABWFAAGK9Prrr5tdd901FBj+0rx5czNixAjz+++/2y8DKg4BAjgaOXJkqLXWJZdcYpYsWWIXAyoWAQJEoKFHFB6NGjWyVwEVjwABIjj88MO9AFlttdXsVUDFI0CACAgQZBkBAkRAgCDLCBAgAgIEWUaAABEQIMgyAgSIgABBlhEgQAQECLKMAAEiIECQZQQIEAEBgiwjQIAICBBkGQECRECAIMsIECACAgRZRoAAERAgyDICBIiAAEGWESBABAQIsowAASIgQJBlBAgQAQGCLCNAgAgIEGQZAQJEQIAgywgQIAICBFlGgAARECDIMgIEiIAAQZYRIEAEBAiyjAABIiBAkGUECBABAYIsI0CACAgQZBkBAkRAgCDLCBAgAgIEWUaAABEQIMgyAgSIgABBlhEgQAQECLKMAAEiIECQZQQIEAEBgiwjQIAICBBkGQECRECAIMsIECACAgRZRoAAERAgyDICBIiAAEGWESBABAQIsowAASIgQJBlBAgQAQGCLCNAgAgIEGQZAQJEQIAgywgQIAICBFlGgAARECDIMgIEiIAAQZYRIEAEBAiyjAABIiBAkGUECBABAYIsI0CACAgQZBkBAkRAgCDLCBAgAgIEWUaAABEQIMgyAgSIgABBlhEgQAQECLKMAAEiIECQZQQIEAEBgiwjQIAICBBkGQECRECAIMsIECACAgRZRoCUieuvv97st99+5j//+Y+9CmVsr7328gJklVVWsVehjP3www/mqKOOMn379jU///yzvRq1RIDUsQ8//NAceOCB3kFIy0orrWQGDhzofcFRvhYvXmwuvPBCU69evdzvrnv37ubTTz+1i6LMjB492qy33nq539vGG29snnzySbsYaoEAqSMLFy40Z599tll55ZVzX+Tg0qJFCzNq1Cj7Zahjv//+uxk2bJjZYIMNqvzO/CuR888/33z//ff2S1HH3nzzTbPbbrtV+Z35y/77728++OAD+2WoAQFSYr/++qu56667TNOmTUNf3j333NP89a9/Neuvv37o5506dTJvvPGG/TaoA5MnTzYdOnQI/X6aN29uBgwYYHbZZZfQz5s1a2aGDh1qfvvtN/ttUGJfffWVd6uqfv36ud+Pgr5fv36md+/epkGDBrmf64Tuz3/+s1mwYIH9NsiDACmhCRMmmO222y50oNlkk03M2LFjc2V05tq/f3/vC+6X0Re/T58+5ssvvwy8G0pl9uzZ5rjjjgv93ho2bGguueQSs2TJkly5ESNGmI022ihUbqeddjIvv/xy4N1QKsuXLzfXXHONWXPNNUO/k27dupmPP/44V+6tt97KPcvyl3XXXdfccccd3gkfqkeAlMBnn31mevToEfqCqtXO5Zdfbn766Se7uOeTTz4xBx98cOg1a6yxhhk8eLD3h4HkLV261PsdNW7cOPR70O9Sv9N89OxKVySNGjUKveaYY44xs2bNsosjIf/4xz9M69atQ7+DNm3amGeeecYumvPQQw+ZVq1ahV6z7bbbmhdffNEuiv9DgCRIZ6c6S9XZavBLqbNZndXWxrPPPmu23nrr0Os333xzM27cOLsoYvTggw96V4fBetfVo64ia2PmzJnmyCOPDL1eJw2XXXZZtScNiO69994z++67b6je1157bXPTTTeZX375xS5ehU4arrjiiionDUcccYSZMWOGXTzzCJAE6EHr8OHDvfvjwS9h+/btvfvoxdIX/+abb/b+EILv16VLF/Puu+/axRGBmlHreVSwnvW8Ss+tXG5nTJw40Wy//fah91OrnwceeMAuigjmz59vzjjjDK8Vo1/Perbxpz/9yXz33Xd28YLmzJljjj/++FArO50IXnzxxaHblllHgMTstddeMx07dgwdMNRi57777vOCJQr9IZx++umhPxL9Ww8D9QcEd9988405+eSTqzxQPeuss7wWc1EoeO6+++4qDSf22GMPM3XqVLs4iqCTq9tuu82ss846obrdZ599zLRp0+ziRXvllVfMzjvvHHrvDTfc0Nx///2R/54rAQESk7lz55pevXqFzlj0IPyCCy7w+gzE6Z133jGdO3cOfan1B3TLLbfU6jId/6VOZH//+99NkyZNQvV5wAEHeH104qQgOuecc0JNt9VA4qSTTjJff/21XRwFjB8/3myzzTah39umm25qHnnkEbtoJAoKBYaCI/hZCpZXX33VLp4pBEhEy5YtM4MGDTKrr7566Mt16KGHmunTp9vFY/XYY4+ZzTbbLPS5bdu2Nc8995xdFHk89dRTZssttwzVn/5fP0/SRx99ZA466KDQ5yrArrvuOhpI1IL+rvT3Faw//f3p71B/j0nRieBFF10UeqapE8YTTjjBu+WVRQRIBDrT0RlP8IusMyKdGZWKDjhXX32110IruB30iq6erix0hWEfwHUlUsphLZ5++mmz1VZbhbZjiy22ME888YRdFOZ/D+C6og82cdcBXFf+ugNQKnqY7o+B5i966H7llVd6D+GzhABxoHure++9d+gLpFtIuhdbV7eQ5s2b53WKsm+hDRhw7Yo/vB/t4pm0cOEi75lG8BaSnnno2YeegdQFBdYNN9xg1lprrdD3iV7R/6VbSHqGaPf+V+dNPXOsKy+88IJp165daJvUDPjhhx+2i1YsAqQI3377rTnttNNCD1r1EFutP8rlIfbrr79udt11V2/bVl55LdO06R6mY8cLzD/+8YH57bdsPvTTfo8cOd5stplaV/03YNXaqlwGr9R369RTT63yED/rvaLValGtF4MHaXXWVKfNcqAGEupwqI6HwW1Ux8S3337bLl5xCJBa0FnijTfeWKUZrdqbv//++3bxsjBy5EjTps0+pmXLo1acJV1pdtrpbnP88Y+at97KVm/2N9+ca44++mGz5ZbnrjiDPcCsumpzr3+H+nmUIx106BWdv/e/Omfavf/LhUL+zDPPrNKMWCcFOjmoVARIAeq5qh6swS+yerg+/vjjdtGy8+OPS81NNz294orkXi9A/OXii18wX31Vfn+EcZo7d7Hp3/+53D5vv/31pm3bP5lrr70nFfepq+sVrdsmlUydLNX7X50ug/teU+//cqLbjpqWIbjtuj2p25SlfL5WKgRINTRWjsbMCX4RNKbOtddem7qWMjqYXnDB86EQ2W23oebuu6eYZcvq5plNUn788Wdz++1vVAnNAQMUmovs4mVNQacHs3avaD3ArcRe0RoTLkrv/3KihhBqEBHcFzWYUMOJSkKAWBYtWmTOPffcKoMZajRPjeqZZlOnzjPHHPNI6MDardvoFVdZ6W+tpT5dTz31sTnwwJGh/TvhhMfMtGnp/r1V1ytaTUrL8XZOsfQcSp0qgwfbKL3/y4VONNU02x7MUU241ZS7EhAg/0fDbt9zzz2hiWa0aP6AKVOm2MVTSw+UH3vsQ7PvvsNDB9qTTnrcfPhhOu/VvvPO16Z373Gh/dl//5ErzgI/9oKlUlRar2h1nlQLuOAw62o4oHlyovb+LyfaT3UWtfdTnUrTvp8EyAqTJk0yO+ywQ+gPs2XLlt7MZZVq8eLl5oYbXjUdO96TO+h26DDEXH75RDN/fjoG+/vmmx/NwIEvmvbt/xscunV1662ve7eyKlFNvaIVMGmgZwF/+9vfqvT+18yccff+Lycatmb33XcP7bNOWDXMTVqvtDIdIJ9//rk3L3LwF7rqqquaSy+9dMUBKBt9Jz7/fKE588ynQ2fve+45zAwf/vaKP/TynAxp+fJfzdChuu1xX2i7zz33WTN7djZmAtStq3y9onWrq5x7RWvq2Hy9///5z3/aRSuWBtLUgJrBOtCAmxp4M20yGSAKB83+p7AI/hKPPvpo88UXX9jFM2Hy5FnmiCMeDB2QDz987Iqrs8/tonXqhRc+M4ccMia0nUcd9bB5/fXyPWgmKS29oqvr/X/99ddXZOukQtTaTEP7263Nevbs6U0FkBaZCxDNM675xoO/tB133NG89NJLdtHM+eWX38zo0e+YvfceFjpA9+v3T/PZZ3V7r/aTT+abU099MrRdnTsPNw899P6Ky//yvFIqJTXvVTPf4PdazYDVHLguqX9Evt7/p5xySuK9/zW7p+ZB161oDcOuWT2PPfZYbxQJLfq79/+tn2u9yqm8XleKee01yZgmGwv+3tTfRZOSaXKycpeZANG84ppfPPiL0vzj9957L/NWWxYuXGquuuol75mIf7Deeed7zHXXTV7xR5XcYHX5VLct1177csm3pdzV1Cta07aWkrblzjvvrDKEvXr/J7UtunWnDrRqMWn3oXFd9D56P71vkrcGNe2xpj8OfrZ63Otzy1nFB4jmEdeZRbAFhJronnfeeSU5w0izjz/+rtqz/qSHRanuauj0058yM2Zkd2iP2tBZv4ZAyXfWX4pe0ZoCNt/VUBK9/9VjXdM822NS1bSoAYK2x1/sBgk1LfocfV5tZxQthk5khw4dapo1axb6TA1NpCGKylHFBojaYOsXbY9Sq3nGNd84am/8+Bl5nzvMnBm+rRVcP2HCzNC6fPyyNt2u6tEj/DzmsMMeKLvnMeVOvaI1KGPw+69e0Uk9d1BPcU39Gvw8PY/RFLFxPo/R1c2YMWO8OXGCfWOCizrx6cRR/TA0/bOGHCo00KnWq5zK63V6vd0Z0F/0ufp8bUfcLah0Ynv++edXGXVYg6Vq0NRyUpEBoi+A5g0P/sI1r7jmF4cbtXy69141QxyaO6gPGjQpVMY+4BdqxVVdgKjXuL+u3FuEpYFaPtkHwjh7RatFmJ4dBFuEaVGLsDjP1HVSOGTIkCp/21rUWU8HWA2yGOdnit5P76v3tzsFatH2aLviHqFC0zFoWobgZ+mEWNM3JDnvSTEqKkA0P7jmCQ9WuAZA1Hzihc4+UDtff/2DueyyCV4LrTfeCM/B4B/0e/Z8yPvvqFE1TylaXYCoRZjeXwGVlj4p5a66vhdRekWrT8rw4cNN8+bNQ+/ZoUOHWPuk6HP0rFLPBIKfo4ELu3bt6jWLjfMKpyb6HH2ePjc4cKIWbZ+2M+5Onc8//7w3UVzwszSRnCaUq2sVESAaSl3zgttzhWv+cM0jjtLwA0EBoP/q+cWiRdX/YVcXIEhOXL2iNZVrx44dQwc1PUsYNmxYrAdQPXD3pyfwF7VS0si3asFUl/T52g5tT3D7tL1xNxTQCbCmrLbnftdtNE1xXVdSHSCq1FtvvbXsKjWrgoHgd05Ua6nqECB1R72i840/VahXtFoiaQpXe1yuCy+80JsxMC7qJ6Hmv8GTQvXb0rOBchuTTtuj7Qr2K9N2a/u1H3Eqt5Pl1AZIOV/WZVUwENRvRM1ttVTXh4QAqXvV9Yq2R8DVPXd1TtTc48Gyhx12mDdHeZx0S02j8AY/R41fyn04d22ftjO43doP11uENSmX2/WpC5DqHixdddVVZfNgKavsQNDVh/5fVyP52OVRN6rrFX3kkUd6vaI1Ravdr0LNWZOYm0T9HoIhpXBLw9w7QdreYChrf5Lqz1HXDYZSFSBqkhi8d1uuTduyyg4EdfTbZ5/7vZ+98krVljF2edQt3dNXj+zgwchuJqtOirfffnuNt7lc6LlJ//79Q5+lE8W0Tuer7bZPdLV/cT4f8lXXZUFzqyTZ+VFSEyCvvfZaqHLKuXNNVuULBHUG1M/UMsvufJivPOqeekXb85DrPrseGCdxQNctl169euU+Sw/1NYNfJdB+BDt0aj+TusWUr9O0Pi9JqQmQ9957L1cpurRG+ckXCOpRria5+vnDD4fnj89XHuVBvaI17Ij/Nzd+/Hi7SCx0+yw486c6Omp6hUqi/dF++fuo/Y374XqQhvv3P0sjiycpNQGiXrV+pQwaNMhejTJQXSCoB7l+3qXLcLNkyfLcz6srj/Kg4eL9vzlNfRA3nYkHw0PNgKdNq7nvUFppv4JDpmi/k7oS0bh//ufcdNNN9upYESCITU2BoBF9te6mm17N/aym8qh7SQaIngUEb1u1bt267FtZRaX90376+6z9T+KZCAGSBwFS/moKhOnT53sj6u6yyz25SZ9qKo+6l2SABB+Y68w8TXNgRKH9DF6JqB7iRoDkQYCUv0KBoGHZtb5//+e8/y9UHnUrqQDRnDz+++rZQKXetqqO9jf4TET1EScCJA8CpPwVCoQFC5aavfYa5pWZOnVewfKoW0kEiDrV+f08NNpsGqdxjYP22x9tV/URZ2dDAiQPAqT81SYQRoyY5pU57rhHa1UedSfuANFAhMEe5pXSVNeV9t+vC9VLXANCEiB5ECDlrzaBoGHZDz30gVzZQuVRd+IOEI0N5b+fOtnBhDobqn7iQIDkQYCUv9oGwosvziRAUiDOANHotJoVUe/VsmXLRDokppHqQfWhelH9xDGKLwGSBwEClFZcAaKmqsEh2dM2tlXSVB9+3aieojbtJUDyIECA0oorQDTJkv8+Gq0WVQVH8VV9RUGA5EGAAKUVR4BooL8WLVp476H5Miq9s6Ar1Ys/n4jqK8r0uARIHgQIUFpxBIjmCvffQ5MuoXqqH7+uVG+uCJA8CBCgtKIGiIZ89+eq0Nl1uc0kWG5UP/5ViOrNdch8AiQPAgQoragBMnr06NzrNRQ8ClM9+XWm+nNBgORBgKTXkCFTTfv2d3udCJEeUQOkc+fO3ms1l4gmq0Jhqid/vnPVnwsCJA8CJL00mZT6e5xwAvPVp0mUANGB0J/YqGvXrvZq1ED1pXpT/bkELwGSBwGSXj16PJgbvgTpESVANMWq/9qxY8faq1ED1Zdfd6rHYhEgeRAg6UWApFOUAGnXrp33uiZNmiQ6+14lUn2p3lR/qsdiESB5ECDpRYCkk2uAzJkzJ/e6pOfkrlTBybZUn8UgQPIgQNKLAEkn1wAZOXJk7nUjRoywV6MWVG9+Hao+i0GA5PHhhx+ZlVZaw1uuvvo6ezXKGAGSTq4B0rdv39zrZs+eba9GLaje/DpUfRaDAMnjk0++MM2a7estN97o1j4adYMASSfXAGnVqpX3mi233NJehSKo/lSPqs9iECB5zJjxjdl664u95a67JtirUcYIkHRyCZBFixaZevXqea/p06ePvRpFUP2pHlWfqtfaIkDy+Oyzhbn5I4YO/Y+9GmWMAEknlwAJHryuueYaezWKoPrz61L1WlsESB4ESHoRIOnkEiDBB+jjxo2zV6MIqj+/Lot5kE6A5EGApBcBkk4uATJgwIDca9RyEu6CLU9Vr7VFgORBgKQXAZJOLgESbIG1bNkyezWKoPrz67KYllgESB4ESHoRIOnkEiBHHnmkV75hw4b2KjhQPao+Va+1RYDkQYCkFwGSTi4BcsABB3jlmzZtaq+CA9Wj6lP1WlsESB4ESHoRIOnkEiCdOnXyyhfbdwH5+X1qVK+1RYDkQYCkFwGSTi4BssMOO3jl27Zta6+CA9Wj6lP1WlsESB4ESHoRIOnkEiBcgcSLK5CYECDpRYCkk0uA8AwkXjwDiQkBkl4ESDq5BAitsOJFK6yYECDpRYCkk0uA0A8kPvQDiREBkl4ESDq5BAg90eNDT/QYESDpRYCkk0uAMBZWfBgLK0YESHoRIOnkEiCMxhsfRuONEQGSXgRIOrkECPOBxIf5QGJEgKTXQQddZ7ba6jxz+OE32qtQxlwCRJiRMB7MSBgjAiS9OnU63qy33p6mS5eT7VUoY64Bwpzo0TEneswIkPTaZpvtTYMGjUz79rvYq1DGXAMk+CB9xIgR9mrUgurNr8NiHqALAZIHAZJebdq08b7MO+64o70KZcw1QObMmZN7Xa9evezVqAXVm1+Hqs9iECB5ECDpRYCkk2uASLt27bzXNWnSxPz000/2atRA9aV6U/2pHotFgORBgKQXAZJOUQJk8ODBudeOHTvWXo0aqL78ulM9FosAyeOLLxblAmTYsLfs1ShjBEg6RQmQWbNmmfr163uv7dq1q70aNVB9qd5Uf6rHYhEgefz22+/m3HOfNUcd9bCZOXOhvRpljABJpygBIp07d/Zeu9JKKzkdCLNI9aT6Ur2p/lwQIKgoBEg6RQ2Q0aNH515/5pln2quRh+rJrzPVnwsCBBWFAEmnqAHy66+/ms0339x7/aqrrmq++uoruwgCVD+qJ9WX6k3154IAQUUhQNIpaoDIkCFDcu9x/vnn26sRoPrx60r15ooAQUUhQNIpjgBZvny5adGiRe4q5LPPPrOLwKiV6We5qw/Vl+rNFQGCikKApFMcASL33ntv7n0OPvhgezVWUL34daT6ioIAQUUhQNIprgD5/fffza677pp7r8cff9wukmmqD79uVE+qrygqJkD8fhu1VVN5f52WCRNm2qurqOm9UFoESDrFFSDy1ltvmQYNGnjv1bJlS7NgwQK7SCapHlQfqhfVj+opKgIkj2CAHHbYA+bnn3+zi4TU9F4oLQIkneIMEDnrrLNy79e9e3d7dSapHvw6Uf3EgQDJw1/Xs+dD3n9HjZpmFwmp6b1QWgRIOsUdIEuXLjXbbbdd7j1vuOEGu0imaP/9ulC9qH7iQIDk4a+bPHmW99+99x5mFi2qvsJrei+UFgGSTnEHiHz00Udm9dVX995zlVVWMRMnTrSLZIL2W/uvelB9qF7iQoDkEVx35plPe/++9tqXrVL/VdN7obQIkHRKIkBk1KhRufdda621zLRpNd9NqDTaX+23XweqjzgRIHkE12lk3p13vsdb9O98anovlBYBkk5JBYj0798/994bbrihmTlzpl2kImk/tb/+vqse4kaA5GGv09WH/l9XI/nY5VF3CJB0SjJA1FQ1OGlS69atK76TofZP++nvs/Y/apPdfCouQIpd8rHXff/9MrPPPvd7P3vllarzLtvlUXcIkHRKMkDkl19+Md26dct9hs7MK/V2lvYreOWh/db+J4EAySPfutGj3/F+ppZZGu49KF95lJ4OPGuuuab3ZdYQDUiP4BXCgw8+aK+OhWbfC4aIng1MmjTJLpZq2p/gMw/tb5KzNAZbd1188cX26liVJEBqq6by+db98stv5vDDx3o/f/jh90Pr8pVH6fz4449m4MCBufF9tKy99tp2MZQxf2IjfznyyCMTeVahM/FgWK288soV08RX+6H98fdN+5nUlceHH35o9t9//9Dv7KSTTrKLxSrVASKTJn3u/bxLl+FmyZLluZ9XVx7JU6sSfwA9f1l//fXNY489ZhdFGZszZ47ZeuutQ7/HRo0amQEDBpgffvjBLh6JngUEH6xrUSe7tPZY13YHOwlq0f4l8cxDn6VOiMGg0myGumW8cGH+RkZxSX2ASL9+//TW3XTTq7mf1VQeydC9106dOlUJDg0O99tvNY8cgPL18stqsLJT6Pe60UYbmZEjR9pFI9N7+v1EtGy88capGztL26vt9vdB+5NEXWm+kDvvvNOsu+66od/NnnvuGcuQKLVREQEyffp806HDELPLLveY2bO/935WU3nE68svvzR9+vTJzYGtRZ2kdMb1/ff/+/tAuukEYOjQoaZZs2ahg5UG/3v99dft4pGoU12wx7oWjVZb7q20tH3BUXW1aD/i7CToe/HFF822224b+qxWrVol9qyqOhURIHLVVS956/v3f877/0LlEZ3mLBg8eLBZY401qvyxf/LJJ3ZxVACdEGjiI78XtZZ69eqZ3r17m3nz5tnFnekhs27L+PODa9HzNH12uc1sqO3RdgWf92m7tf1xPyyfMWOGOeKII0J/b40bNzZXXHFFbEOhFKNiAmTBgqVmr72GeWWmTp1XsDyiGTduXG66Un/R/fJnn33WLooK9Omnn1a5x68TiauuusosW7bMLu5Mt2KCQ8Fr0XMYzR0+a9Ysu3hJ6fO1Hdqe4PZpe+O+hbRkyRKvRVXDhg1Dn3X88ceb2bOrdmMolYoJEBkxYppX5rjjHq1VeRTv3XffNV26dAl9idW66uabb06sdQnK1/PPP2/atm0b+j5sttlm5tFHH7WLOtODZz1H03OX4OfoLF8txR544IGSnX3rc/R5+tzg1ZEWbZ+2M84H5Xqv4cOHm+bNm4c+q0OHDuaVV16xi5dcRQWIhng/9NAHcmULlUftzZ8/3/Tr1y/0R6N/n3766ea7776ziyNDdOJw6623mnXWWSd0kNtnn33MO++8Yxd3plummivcvvLVor5Guo02YsSI2M/I9X56X72/36cpuGh7tF1RpqHN59VXXzU777xz6LPUGXHYsGGxhlQUFRUg8uKLM6sNED1sv/76V8y0aeV1D7Wc6eBwyy23VDk4dO7cOdaDA9JPJxn/8z//k/hJhlofjRkzxvsO6vmLfUDXssUWW3gNO6677jrvduv7779f8ApZ61VO5fU6vV7vY7+3Fn2uPl/boe2Jk5pPn3DCCaF9060rjQywePFiu3idSjRAys3JJz+eC5aBA180X38db1v2SvPcc8/lvT1Bfw7U5L333ivZbU5dHaghR7t27aoc5KtbdBavFkv+EhxipNCiz9HnxX2VI7o9duWVV4aaMWs57LDDvIfn5ShTATJkyNTQ1cnuuw8199wzdcWlZ7xnEGlX3QPSq6++OvbLdFSuUje00Jm7+lv07dvXCwb74O+y6H30fnpfvX9SHn744SrbrLB64YUX7KJlJVMBIm++Odf8v//3cChIDjlkzIqz7fJM+FIqVRNNZEddNvXW9/nNN980o0eP9low6ZbUsccea/bee29vUU9t/9/6udarnMrrdaXow/T22297nx+sG3UMvP3222O/NZaEzAWIaODFRx553xv+JBgkp5zyhPn44/ju1aZFKTuJIZuq62x63nnnleRAXW6+/fZbc+qpp5oGDRrk6kPPi9QsOE3Dt2QyQHwaEv7vf59sOna8Jxci6tE+aNAkr19JFvz73/82pRqmAsj6cDc///yzN8BicHReLfvtt5/54IMP7OJlL9MB4ps5c6E544z/HU/LXzTn+qhR07wRfyuROkEdc8wxoS9xUgPlAbZ8A27qltJLL71kF60YTz/9tNlqq61C+6xWXk888YRdNDUIkICXXvoiNzy8v+j/X375C7toamlohcsuu8ysttpqoS9yz549ExmqG6iOhvz/61//GhoCRMvRRx9tvviicv7mNBaWPTS++pOoqXDaG6UQIBZdcahHuz8sir9o6tzPP092aOSkqQdtcJRQLX/84x/NxIkT7aJAyWjSsaOOOir0vVSoXHrppV7IpNWiRYvMX/7ylyrDrJ944ollN56XKwKkGvPn/2SuvHKS90zEDxE9K1FHxMWL03XWMHXqVLP77ruH/kDXW289r/dsGlp6IBs0c98OO+wQ+p62bNnSaxWVJnqWo78t/Y0F90V/g1OmTLGLpxoBUsBHH30b6oCoRa23Hn30gyrT6Jabr7/+2jvbCbZ80dnQOeeck/hEM4ALHXzvueeeKgff3XbbzWtaW+50Na+r+uC266pfPdYrEQFSS88+O90cfPDoUJAcdthtZvLk8hvOQ/dVdX/VHrfnoIMOSmRuAiBuuv1z7rnnhvok6URInfrK8faPnh/qOWLw703PGfW8Me4h3csJAVKEZct+8Xqz77bb0BWX2reYVq36mrXW2t6bK7pcJrtRiw57/B61/FALECBtPv74Y9OtW7fQ91knRtdcc01ZPIBWi8WBAwdWGdJdLRzrerj5UiBAHGgMrXPPHWOaNdt3xRnS/04nqS/QJZdcUmdNYNWGXG3Jg19itTVXm3O1PQfS7JlnnjFt2rQJfb9bt25dp9Pdqq+UPcS8+lSpb1VWECARvPrqVNO+ffvQF0hfKA39XCrqtareq8ERUNW7Vb1c1dsVqBQaiPGmm27yBmYM/s3tu+++3ii6paLRGexJrjSKg0ZzyEJnyCACJCKNy3/fffeZDTbYIPSF2mWXXcxrr71mF4+NWk9pvByNmxP83L322ssbXweoVDoxOu2006oMA3LGGWd4Q8onRePBaVy44DDrekaj8eOyOByLECAx0Tj9F1xwQZWBCHv16mXmzp1rF49EI3Taw1drJE+N6AlkxbRp06oMRKh5a2677bZYh43XsxaNRG0PCHnIIYd4I1dnGQESs+nTp5tDDz009EXT+P6DBg2KPFe05gQ4/PDDQ+/duHFjbw6BUk3pCZSbRx55xGy66aahv4ttttnGjB8/3i5aNM19ozlwgu+tOXI0Vw4IkMToy6svcfCLpy+5vuzF0tWNZiPTrGT+e+nqRrOWJTlHAZAWOjnTSZo9GZNO5nRSV6x3333Xm3Ew+F66utHsnHFe3aQdAZIgfdF0OW1PB6u5onX5XYier9x///1VZkzTPMmaLxlAmG4X67ax/ZxCt5drMx2spt7VFLz2tLz9+vWLdVreSkGAlIAe7OkBn91S6k9/+lO1X8pXXnnFdOjQIRQcChIFioIFQPXUgEUNWYJ/P2roogYv+f5+dLKnKXftFl6amldXI8iPACkhzRWtJofBL6i+sGqa6F8Wa67l448/PlRGt640U9qSJUusdwRQHQWFmtQ3b9489PekpveTJ0/OldMUu5pqN1hGU/FqSl7UjACpA//4xz+8TlDBL6x6i+vSWw/Fgz8/4ogjvIfnANzoxEudfIPPELV07969SudbtbTSFLzl0Ms9DQiQOqIvqIZjsMer8pdtt93WvPjii/bLADjScEM9evSo8remReNsacpdTb2L2iNA6pgGhtMAcf4XWfMg3HHHHQyzDiRkwoQJoaa5Gj1XU+2ieARImXj00UfNcccdR7NcoAR0gqZpDTQjItwRIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADACQECAHBCgAAAnBAgAAAnBAgAwAkBAgBwQoAAAJwQIAAAJwQIAMAJAQIAcEKAAACcECAAACcECADAyf8HCke8SYhJ9l4AAAAASUVORK5CYII=)
PN: 3H32-1-6G
CAS: 68240-63-1
Molecule Weight: 266.388
Formula: C18H22N2
![1-[(4-Chlorophenyl)methyl]piperazine](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAACKLAAAiiwEljgkEAAACIXpUWHRtb2xTb3VyY2UAAHichZTbbqMwEIZfZeTrjY0NgSQKqaJWlSq1e7HtSnu3csBJkcCuDDm9/Y5JSHHTJQEy1vj/xocZe353qErYKVsXRqeE04CA0pnJC71Jye+3x9GE3C3mGYpQqOuUvDfNx4yx/X5Ps3dVyYPRNDMVOfXPDnXhafYhNXbDRBBw9ufl+bVlRoWuG6kzhVRdzOrW+Wwy2bSz+M8QrJJ2V2h2krPK7k7R/orAvQE91Dn5XMs99i0RhXVRKlgbW8kGdiKg+AY/YKO0srJROayO6A5phGtfzF8eTLatlG6w6SIUmSxfG7vN0FGZUmVbDIaNp4eUVBwB2Zhqaa08gms5t+QgBcgQZARyDDIGmYCcgJyC5AF+2M9RwFHBI9zvUrkB344fCmddwv3l+dn7xwd3S6QE5xlgmLMZ0zCMks74fYLGcRJ1hqMkTGCEq8cfnM3Z60kJHHEcFCYJKkaChtzZkAYTZyMaC2dxzKmzMZ2GziY0cRFHUyoiZzkOwfuOTtABXaBTYNxLdtnMxXxldN5rQpGnZMVJu8u/1LoW540mYGyuLNauC+CkfUD4gEvLBVh+B4Q+4JI4DEQ+4FI+DIx9wBXI8BpiH3DlNAwkPuCKbxiY+IAr1WFg6gNtYQ8Trt9LXXsQbjBf090enBuMuFr8TSS8ygi/USX8S9a7ozzIjK9q8XuE9UqfdXcONq/uI9a7rBhe0Yt/NXixdJEj68gAAD30SURBVHhe7d0JvFXz/v9xUWmUSCKhKGW4hTSRIdeQIi5y0aBL/nJxUUq4iISoX4Z7K6mTNFwlQqUQDZqFkFSoaFCaTvMg33/v7Z599/6ufaZ91l577bVez9/j8/hdZ6/v2muvb2e9z17D93uQAQAgCQfZPwAAoCAIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAGeGggQdFC/5ATwBImd9+/8188PMHpuucrqbxuMbmxJEnmnJDypmSg0qao147ypw+5nRz05SbzItfv2h+3v6z3TwOAeI/9AQA1/1+4P+GLxtuav2nVtyBP68qNrCYuWTCJWbammn26iIIEP+hJwC4avu+7eaaydc4AqIwlUh+r8N79AQA1yg8zhp7VtzBvvKwypFTWO//9L5ZuW1lZJmd+3aa5VuXmw9XfWgemPOAOWnUSfkGRH6vw3v0BADX3DjlxuhBXqek/jn/n2bHvh32Yg77f99vRi4bGQ2SRAgQ/6EnALjizR/fjAuPUd+PshfJ17a920ybj9vYP44gQPyHngDgithTV11md7FfLjICxH/oCQBFNuuXWdGD+2FZh5nsPdn2IkVGgPgPPQGgyJ5Y8ET04N5pRif7ZVcQIP5DTwAosj+P/3P04P7GD2/YL7uCAPEfegJAkZ086uTowX1Z9jL7ZVcQIP5DTwAosiOGHhE9uG/es9l+2RUEiP/QEwCKrPig4tGD+779++yXXUGA+A89AaDIKg6tyDeQEKInABRZ7DWQ77O/t192BQHiP/QEgCK7ePzF0YP76B9G2y+7ggDxH3oCQJH1WNAjenC/c8ad9suuIED8h54AUGQzf5kZPbhXyKpgtu7dai9SZASI/9ATAFxx5tgzowd4Dd/uNgLEf+gJAK7QtY+cA7xG4x3zwxh7kXxpNN52n7SzfxxBgPgPPQHANa0/bB09yB/8ysHm8c8ej0welR/NB6IhUHLu5kqEAPEfegKAa/QNou6bdeMO9lVer2K6ze1mJv882fy07afIBFMKlRXbVpiPVn1kus/tbk5545R8AyK/1+E9egKAq3QB/apJV8Ud8AtbieT3OrxHTwBwnU5JvbbktbgHDPMrXTe5bMJlZvra6fbqIggQ/6EnAKSMxsXSqSvNUNjo7UbmhBEnmLKDy5oSg0qYSq9VMqePOd3cNOUm8/I3L5vVO1bbzeMQIP5DTwAAkkKAAACSQoAAAJJCgAAAkkKAAACSQoAAAJJCgAAAkkKAAACSQoAAAJJCgAAAkkKAAEgLzWL45IInzeLNi+2XkCEIEACeW7RpkSk+qHhkXKsjhh5hsvdk24sgAxAgADw3dMnQuMER562fZy+CDECAAPBc1pKsuACZs26OvQgyAAECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8R4AEAwECwHMESDAQIAA8l/XNgQB5/qBozVlDgGQiAgSA57JmHgiQ2w6K1pwfCZBMRIAA8FzWhAMBcu5B0ZqziADJRAQIAM9ljTgQIBUPitaczwiQTESAAPBcVtaBADnooGjNmUOAZCICBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeI4ACQYCBIDnCJBgIEAAeGr9+vWmYcOGcQFyyy23mB07dtiLwucIEACe2Lt3r+nTp485/PDD48Ijp6pVq2aGDx9uN4OPESAAUm7ChAmmVq1ajtBIVE2aNDHz58+3VwEfIkAApMx3331nLr/8ckdIqI466ihz2WWXmbJlyzpeO/jgg02HDh3M2rVr7VXCRwgQAK7bvHmzuffee02JEiUc4VCyZEnTpUsXs2XLlsiyq1atMm3atDHFihVzLFu+fHnzzDPPmD179ljvAD8gQAC45rfffjMDBgwwlSpVcoSBqmXLlmbp0qV2s4hZs2aZBg0aONqoTjrpJDNu3Di7CdKMAAHgik8++cTUrVvXcfBX1alTx0yePNlu4vD777+boUOHmmOOOcaxDtXFF19svvnmG7sZ0oQAAVAky5cvN9ddd53jYK+qWLGieeGFF8y+ffvsZnnatm2b6d69uzn00EMd6yxevLj5+9//bjZu3Gg3g8cIEABJ2b59u3nkkUdMqVKlEh7k77jjDrNhwwa7WaH88MMP5pprrnGsX3XEEUeYl156qdDhBPcQIAAKbdiwYaZq1aqOg7rqoosuMl999ZXdpEimTJlizjjjDMd7qU499VTz4Ycf2k3gAQIEQIFpyJFGjRo5DuKqGjVqmLFjx9pNXKML9P/+97/NkUce6Xhv1VVXXWWWLVtmN0MKESAA8rV69WrTrl27hLfalitXzjz11FNm9+7ddrOU2LRpk7nnnntyvUW4W7duJjs7226GFCBAAORKoaBwUEjYB2uFSfv27c2aNWvsZp749ttvzaWXXurYLlWVKlXMkCFDInd1IXUIEAAJ6XRU9erVHQdnlU5jzZ07126SFu+9956pWbOmYxtV9evXN59++qndBC4hQADEWbhwYeRCuH0wVunCuS6g+42eVO/du7epUKGCY5tVN910k/npp5/sZigiAgRAhG651a23hxxyiOMArFt1dcuubt31s3Xr1plbb701MpaW/RnKlCljHn/8cbNz5067GZJEgAAhp+co+vXrF3nozz7oqvSQoB4WzCQLFiwwTZs2dXwW1fHHH29GjRplN0ESCBAgxCZNmmRq167tOMiqNCzJ1KlT7SYZRUGhwLA/m0oBo6BB8ggQIISWLFliWrRo4TioqjQQ4sCBAyPPXQSBTlnp1JVOYdmfVae6dMpLp75QeAQIECIaQr1z586R5yXsg6meq7jvvvsiQ7EHkS6i62K6/blVuvj+3HPPRWZNRMERIEAI7N+/3wwaNMhUrlzZcfBUNW/ePDL5Uxjott6zzz7bsQ9Uuh1YtwWjYAgQIOCmT59uzjzzTMfBUnXKKaeYiRMn2k0CT4E6ePBgc/TRRzv2iUoPKOpBReSNAAECasWKFeaGG25wHBxVhx9+uOnbt2/oT9loyJOuXbvmekpPQ6Zo6BQkRoAAAbNjxw7z6KOPmtKlSzsOinrGo2PHjubXX3+1m4WaBmHUYIz2/lJp8EYN4hiUmwrcRIAAATJ8+HBz3HHHOQ6CqgsuuMB8+eWXdhPE0LDwGh7e3ncqDSf/8ccf201CjQABAmD+/PmmSZMmjoOe6sQTTzSjR4+2myAXerBSE1Vpwip7X6o0wZUmugIBAmS0tWvXmg4dOiQcuqNs2bLmySefNLt27bKboQA0Za6mztXsiva+1VS7Dz30UGTq3TAjQIAMpMEDn3nmGVO+fHnHwU3DrLdp08asWrXKboYkfPPNN+biiy927GfVMcccY4YOHRraYeMJECDDjBs3zpx00kmOg5mqQYMGZtasWXYTX9AdXxpTSzVv3jzzySefREv/nfOaX+8Me/vtt/Pc77Nnz7abBB4BAmSITPhLWE+xz5w507zyyivmgQceMK1atTJ16tRJeBoor9Lyaqf2Wo/Wp/Wm+yl5ffN7+umn+eb3XwQI4HP5nYvv3r172s7Fb926NfLk9v3332/q1avn2L5UlN5H76f31fung6493XLLLaG/9kSAAD7l17uBNKZUr169TMOGDRPOHeJl6f21HdqedEwYFfa73wgQwIfyex5hypQpdpOU0jecrKysyEyFOlVjb1NupSfezznnHHPzzTdHvilpVNxnn302crpNpW8ROf9bP9frWk7Lq53a2+vMrbRd2j5tp9ffyML6/A0BAviI356I1nhQOlWTaCh0uzTdbdu2bU3//v0j42+5NUS61qP1ab1av97Hfm+7tL3abi/Hs8pvBIDbb789cCMAECCAD/htTKYvvvjCXHvttQnP8eeULiS3bt06cmDX/CJe0vvpffX+iS5o55S2X59Dn8crGoNM22VviypoY5ARIEAaaVTYIUOG+GZUWN2KesUVVzi2I6d0IV9Dv48cOdI3c4trO7Q92q5ENxrklD6Xl7faTps2LfCjIBMgQJpoXor69es7Di4qr+elWL9+vWnfvr1jO2K3R3856+4jP9P2aTu1vfZnyCl9Tn1eL+TMw3LUUUc5tkOV6fOwECCAx/KbGa93796R5w28oAOcrqtUrFjRsS0qXbDXvOJeXndxg7ZX263ttz+TSp9Xn1uf3wtBnQmSAAE84re5uRcsWJDrNyDdAaUn3oNAn0Ofx/6MKn1+7Qev5DUXvb6lZNpc9AQI4AH9NXz88cc7Dhqqpk2benoQk379+iX8a7hKlSqRW1KDSJ9Ln8/+zNoP2h9emjRpkqldu7ZjW1R169Y1U6dOtZv4EgECpJCCQQFhHyRUChQFi5d0mkTDg9jbottMdaeXTrUEmT6fPmeiByC1X7w8jaQHRRVcuZ0+vP766yNjg/kZAQKkgE5F6ZRUottgdQpLp7K8votpzpw55oQTTnBsj07veHmbqx/o8yY6raX9o/3kpQ0bNpg77rgjYaiVKlXKPPLII2b79u12M18gQAAXKRQefPDByMVw+2Cg0sXzdAy5odM3ulgbuy16clsXdoPyTEJh6XPr89tP1ms/peM03sKFCyNP0tv/ZlTHHnus+b//+z+7SdoRIIBL9FdiuXLlHL/8qrPPPjty22466LZW+5uQnmr38jZhP9N+0P6I3T/aX9pv6fDmm2+a6tWrO/4NqTS+lp8QIIBLBgwY4PiF1wOCelDQq9tFbXq63d6mxo0bp+VbkJ9pf2i/2PtK+y8ddu/ebXr27JnwDxI96e4XBAjgknfeeSfuF/3qq6+ODFGSDroVVGNB2QcfXZjVwQlO2i/aP/Y+035M1621q1evdgyT76f5RggQwCUaQTf2F33s2LH2Ip7QpFKJwuPOO+9M2zehTKH9o/1k7zvtz3RN1qW5RQgQIOD8EiCJTlv16NHDXgx50P6y92G6TmcRIEAI+CFAdOHXPvBpUioUnvabvS/TcWGdAAFCIN0BoltP7but+OZRNPY3Ee1fr2/xJUCAEEhngOjhN3tokk6dOtmLIQnaj7H7VfvZy4cNCRAgBNIVIJpoSs8HxL637ibigrk7tB/tu7O0v72a4IsAAUIgXQGi24Vj37dJkybcqusy7U/t19j9rP3uBQIECIF0BIgG44t9Tz1RzUOCqaH9aj+x7sUovgQIEAJeB4hG+o297qExnRieJLW0f2PHztL+T/VQ/AQIEAJeBojOy9uTQWlgQKSe9nPsflc/pPJ6EwEChICXAaLpWGPfq0GDBqEdVddr2s/a37H7X/2RKgQIEAJeBYjmGomdhEjzSIRtPo900/6Onb9D/ZGq6YgJECAEvAqQ9u3bx72PZtiD97TfY/tB/ZIKBAgQAl4EyOzZs+Mu4mqO76BPQ+tX2u+xc6yrX9Q/biNAgBDwIkCuuOKKuPfwelgNxNP+j+0P9Y/bCBAgBFIdIJ9//nnctw/N6Y30i51bXf2jfnITAQKEQKoD5Lrrrotb/7hx4+xFkAbqh9h+UT+5iQABQiCVAfLtt9/GjbR7xhlnpG2CI8RTP6g/cvpG/aT+cgsBAoRAKgPEnmFw5MiR9iJII/VHbP+ov9xCgAAhkKoA2bp1qylTpkx0vTVr1kzbHN1ITP2hfsnpI/WX+s0NBAgQAqkKkKysrLj1pmNWPOTPng1S/eYGAgQIgVQFSLNmzaLrLF68uFm7dq29CHxA/aL+yekr9ZsbCBAgBFIRIBpCPPbiefPmze1F4CPqn5y+Ur+5MbQ+AQKEQCoCpFevXnHr5OK5v9kX09V/RUWAACGQigBp2LBhdH2HHXaY2blzp70IfET9o37K6TP1X1ERIEAIuB0g2dnZcefUW7dubS8CH1I/5fSZ+k/9WBQECBACbgeIZr+LXV///v3tReBD6qfYfivqLJEECBACbgfI/fffH7e+JUuW2IvAh9RPsf2mfiwKAgQIAbcDpF69etF1Va1a1X4ZPqb+yuk79WNRECBACLgZIJs2bYq7fbdt27b2IvAx9VdO36kf1Z/JIkCAEHAzQGbMmBG3roEDB9qLwMfUX7H9p/5MFgEChICbATJ48OC4dU2bNs1eBD6m/ortP/VnsggQIATcDJCuXbvGreuXX36xF4GPqb9i+0/9mSwCBAgBNwOkVatW0fUcfvjh9svIAOq3nD5UfyaLAAFCwM0AqV27dnQ9bjzNDO/FjiKg/kwWAQKEgFsBohnuSpYsGV0Pd2Blptg7sdSfyc4gSYAAIeBWgGzfvj1uPZ07d7YXQQZQv8X2o/o1GQQIEAJuBYjmlYhdz+OPP24vggygfovtx2TncSFAgBBwK0CWLl0at54+ffrYiyADqN9i+1H9mgwCBAgBtwJkwYIFcet55ZVX7EWQAdRvsf2ofk0GAQKEgFsBMnXq1Lj1jBo1yl4EGUD9FtuP6tdkECBACLgVIO+//37cesaNG2cvggygfovtR/VrMggQIATcChC+gQQD30AAFJhbAcI1kGDgGgiAAnMrQLgLKxi4CwtAgbkVIDwHEgw8BwKgwNwKEJ5EDwaeRAdQYG4FCGNhBQNjYQEoMLcCRBiNN/MxGi+AAnMzQJgPJPMxHwiAAnMzQJiRMLMxIyGAQnEzQJgTPbMxJzqAQnEzQGbMmBG3roEDB9qLwMfUX7H9p/5MFgEChICbAbJp0yZz8MEHR9fFnViZJfYOLPWj+jNZBAgQAm4GiNSrVy+6rqpVq9ovw8fUXzl9p34sCgIECAG3A+T++++PW9+SJUvsReBD6qfYflM/FgUBAoSA2wHy3nvvxa2vf//+9iLwIfVTbL+pH4uCAAFCwO0Ayc7ONsWLF4+ur3Xr1vYi8CH1U06fqf/Uj0VBgAAh4HaASOzTzIcddpjZuXOnvQh8RP2jfsrpMzdGESBAgBBIRYD06tUrbp0jR460F4GPqH9i+0v9V1QECBACqQiQn376Ke523ubNm9uLwEfUPzl9pX5T/xUVAQKEQCoCRJo1axZdp86pJzuvBFJL/RJ7zUr95gYCBAiBVAVIVlZW3Hr79u1rLwIfUL/E9pP6zQ0ECBACqQqQrVu3mjJlykTXW7NmTfPbb7/ZiyGN1B/ql5w+Un+p39xAgAAhkKoAkVtuuSVu3VxM9xf74rn6yy0ECBACqQyQb7/9Nu5i+hlnnJH0DHdwl/pB/ZHTN+on9ZdbCBAgBFIZIHLdddfFrX/cuHH2IkgD9UNsv6if3ESAACGQ6gD5/PPPTbFixaLrP+ecc+xFkAbqh5w+Uf+on9xEgAAhkOoAkSuuuCLuPYYPH24vAg9p/8f2h/rHbQQIEAJeBMjs2bPjvoVUqVLFbNmyxV4MHtB+1/7P6Qv1i/rHbQQIEAJeBIi0b98+7n3uueceexF4QPs9th/UL6lAgAAh4FWArFu3zlSsWDH6Pocccoj54osv7MWQQtrf2u85faD+UL+kAgEChIBXASL//ve/496rQYMGZu/evfZiSAHtZ+3v2P2v/kgVAgQIAS8DZP/+/aZ+/fpx79e5c2d7MaSA9nPsflc/qD9ShQABQsDLAJEFCxaYkiVLRt9PF3GLOvsd8qb9G3sTg/a/+iGVCBAgBLwOEOnXr1/cex555JGuDCEOJ+1X7d/Y/a39n2oECBAC6QgQufrqq+Pet0mTJmb37t32YigC7U/t19j9rP3uBQIECIF0BcimTZvMiSeeGPfe119/fUrPy4eJ9qP2Z+z+1f7WfvcCAQKEQLoCRObMmRN3PUTVqVMnezEkQfsxdr9qP2t/e4UAAUIgnQEiGlYjdsReVY8ePezFUAjaf7H7U/vX6+FjCBAgBNIdIGLPiqd66aWX7MVQANpv9r5Mx2yQBAgQAn4IEOnatavjwMc3kcKxv3motF/TgQABQsAvAaIJjuwZDFV33nknF9bzof2j/WTvO+3PdE3gRYAAIWAHyOjRo+1FPKM5uhOFiO4m4hbfxLRf7LutcsIjnXPQP/LIIwQIEHTDhg2L+0WvWrWqmTRpkr2YpxKdzmrcuDEPG1q0P7Rf7H2VrtNWom88Q4cONeXLl4/bpuXLl9uLpg0BArjknXfecRyAVC1atDBLly61F/eMLvzad2fpiWqGPfmD9oP9hLn2VzoumOeYNWtW3EyHsbVx40Z78bQhQAAXXXzxxXFjJeWUnh3QIHzpmvxJt56WKFEibpu0ndqmsI7iq8+tz2/3l/aT17fq5vj5559NmzZtHP9+VAo1vz3bQ4AALvvuu+9M8+bNHQcAVeXKlc2gQYPScjFbD7+dcMIJjm3SX7phm09EnzfRX/jaP14+JJhj165d5oknnjBly5Z1bJOCo0OHDmbt2rV2s7QjQIAUmThxojnllFMcBwTVmWeeaaZPn243SbnNmzebVq1aObZHkyNphr10fUPyij6fPmfsZFA5pf2i/eM13WxhD0WTU+eee66ZP3++3cQ3CBAghXSapE+fPubwww93HBxUN9xwg1mxYoXdLOU0iqw99IlKc3yn6/RNqulzxc5hnlPaD16MqmvTt6ALLrjAsT2qatWqmREjRthNfIcAATzw66+/mo4dOyb8y7d06dLm0UcfNTt27LCbpZTmsbAnpcopnd4ZN26c3SQj6XMkOl2l0udP9XwetvXr1/vu30KyCBDAQ/n91en1X/+6FqPpWGPnWI+tM844w4waNSqtz0EkQ9ur7db2259Jpc+rz+3ltaiCfBtduXKl3czXCBAgDfI67615J7w+762/itu3b+/YlpyqWbNm5LZWP17IjaXt03Zqe+3PkFP6nPq8XpowYYKpVauWY1tUZ511Vlquh7mBAAHSRHfeaJgKP915M3v2bHPFFVc4tienihcvHrnDbOTIkWbnzp1287TQdmh7tF3aPnubc0qfS5/PS7oj7/LLL3dsi0p35L366quefgtyGwECpJmGptC9//bzCCo9hfzMM8+YPXv22M1SSqfarr32WscDiPa2tW7d2vTv398sWbLEXkVK6f30vnp/+0nt2NL263N4fZuy7ua69957Hc/eqHTRvkuXLoG4440AAXxCTx83aNDAccBRnXTSSWm5qP3tt99GxoIqU6aMY5vs0tAtbdu2jRzYdUpm3bp19uqSovVofVqv1q/3sd/bLm2vtlvb7yVdexkwYICpVKmSY5tULVu2TOuoBG4jQAAfyRn/6JhjjnEcfFR60v2bb76xm6Xctm3bTFZWlrnooosSflPKrXTBWHdA3XzzzaZ79+7m8ccfN88++2zkM6o0jEjO/9bP9bqW0/Jql9sF50Sl7dL2aTu1vV775JNPTN26dR3bpapTp46ZPHmy3STjESCAD+kAqAPpoYce6jgY6Tz/3//+97SNiaSBB3v16mUaNmyY8FZUL0vvr+3Q9qRrgEgNbnjdddc5tk2lu71eeOEFs2/fPrtZIBAggI/98MMP5pprrnEcmFRHHHFEZNa8dB6ctm7dGvkWcf/995t69eo5tjEVpffR++l99f7psn379shQ66VKlXJso4LtjjvuMBs2bLCbBQoBAmSAKVOm5PpMw6mnnhqZi8QPdPF45syZ5pVXXjEPPPBAZHgQnb7J6+6oRKXl1U7ttR6tT+tNx1AjiWjo/tyuxeg02ldffWU3CSQCBMgQukCrh9/socdz6qqrrjLLli2zm/mGHqTT6R7VvHnzItcMckr/nfOan0cH1kCLjRo1cux7VY0aNdI2C2W6ECBAhtm0aVNkQMDcbhHt1q1bWk/tBNHq1atNu3btEt5AUK5cOfPUU0+FcqZHAgTIULpF9dJLL3Uc0FQaNHDIkCFpm8c7KBQKCgeFhL2PFSZ6qn3NmjV2s9AgQIAM9+677+Y6dIcGC/z000/tJigAnY6qXr26Y5+qdBpr7ty5dpPQIUCAANCT6r179zYVKlRwHOxUN910U9puc800CxcujFwIt/ehShfOdQEdfyBAgADRU9u33nprwiFI9HS2HtTzyxhWfqNbbnXrbaJnW3Srrm7Z1a27+B8CBAggzXFx3nnnOQ6EquOPPz4y1Dn+oOdoNKFUbkPa6yFB3R0GJwIECDAFhQLDPiiqmjZt6vlkSn4zadIkU7t2bce+UWlYkqlTp9pNEIMAAQJOp6x06irRgIg61aVTXm4NfJgpNJpvixYtHPtDpYEQBw4cmHGTaKUDAQKEhC6i33jjjY4DpkoX35977jlfP8TnBg2h3rlz54Tzweu5mvvuu883T7tnAgIECBnd1nv22Wc7DqAq3Q6sMaaCRpM2DRo0KDKJk/2ZVZqMSpM/oXAIECCEdEAdPHiwOfroox0HU5UeUPR6Lo1U0VwiZ555puMzqk455RQzceJEuwkKiAABQiw7O9t07do111M6GjJFQ6dkohUrVpgbbrjB8blUmmekT58+gT9ll2oECIDIIIwajNE+0Ko0eKMGccyUi8o7duwwjz76qCldurTjs+gZj44dO5pff/3VboYkECAAojQsvIaHtw+8Kg0n//HHH9tNfGX48OGmWrVqjm1XXXDBBZ7PjR50BAiAOHqwThNVacIq+yCs+stf/hKZ6MpP5s+fb5o0aeLYVtWJJ55oRo8ebTeBCwgQAAlpylxNnZtoMihNtfvQQw+lZe7xWGvXrjUdOnRIOHRL2bJlzZNPPml27dplN4NLCBAAefrmm2/MxRdf7DhAq4455hgzdOhQz4eN1+CRzzzzjClfvrxjmzTMeps2bcyqVavsZnAZAQKgQN5++21z0kknOQ7YqgYNGpjZs2fbTVJi3LhxeW7HrFmz7CZIEQIEQIHpL/+nn34617/827Ztm7K//P34TSjsCBAAhaZrD7fccosn1x7yuxbTvXv3tF+LCSsCBEDS5s2bl7K7n/K7G+yaa67x3d1gYUOAACgyPX9x3HHHOQ7yKj1/8eWXX9pN8pTf8yhTpkyxmyANCBAArsjvCfDbb7893yfAg/REfBgQIABcpTGoWrdu7QgAlcag6tu3r2MMKo3J1a1bt0COyRVkBAiAlJg2bVq+o+DqrqkhQ4aYKlWqOJZRBWlU4CAiQACkTM48HEcddZQjHFSJTnepgjovSdAQIABSLq+ZAGNLMyP27t078rwJ/I8AAeCZ3OYiD+vc7JmOAAHgOV0Ujw0QPUWOzEOAAPBcVlZWXIDMmTPHXgQZgAAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQAB4DkCJBgIEACeI0CCgQBBntasWWPq1q0b+SU/4ogjzCeffGIvAhTaE088QYAEAAGChPbs2WN69eplypUrF/eLXqxYMdOuXTuzevVquwmQr19//dXcfvvt5uCDD477dzV27Fh7UWQAAgQOb731lqlRo0bcL7hdCpannnrK7N69224OOOzdu9f07dvXHH744Y5/S/qjZMWKFXYTZAACBFFff/21adasmeMXXFWyZEnHz1QKGv56RF4mTpxoTjnlFMe/HdXRRx9thg0bZjdBhiBAYDZs2GDuvPNOU7x4cccv+KGHHmoefvhhs23btsgvetWqVR3LqC666CLz1Vdf2atGiH333XemefPmjn8rqqOOOsoMGjTI7N+/326GDEKAhNi+ffvMiy++aCpWrOj4BVdde+215scff4xrs337dvPII4+YUqVKOZY/5JBDzB133BEJJITX5s2bzX333WdKlCjh+Deib7KdO3c2W7ZssZshAxEgIfXBBx+YOnXqOH7BVX/605/Mxx9/bDeJs3z5cnPdddc52qoUSP369YsEFMLjt99+MwMHDox8u7D/TahatGhhlixZYjdDBiNAQmbZsmXmyiuvdPxyqypVqmT69+8fORAUlG7rzbnN167atWubSZMm2U0QQFOnTuXfQQgRICGRnZ1tHnjggYQXw3Wq4R//+Efk1EMycv7yVADZ61bpL8+lS5fazRAA+iZ6/fXXO/pcxTfR4CNAAk4XKQcPHhy528X+BVdddtllZvHixXazpOR37rtLly6c+w4IroVBCJAAmzFjhjnrrLMcv+CqWrVqmfHjx9tNXJHX3TeVK1fm7psM9/rrr+d5N97ChQvtJggoAiSAVq5caf761786frlVFSpUMM8//3zkwa5UmzBhQq73/5955plm+vTpdhP42Ny5c03jxo0dfamqXr26efPNN+0mCDgCJEB27NhhHnvsMVOmTBnHL7hOK9x2221m/fr1drOUUlD16dMn4RPIqhtuuIGnkH1O46G1b98+8sS43X8akaBnz56MSBBSBEhAjBw50hx//PGOX3DV+eefbz7//HO7iac0BlLHjh0jQWZvX+nSpc2jjz4aCUD4h0JBw9WUL1/e0WeMiQYhQDLcZ599Zs477zzHL7jqhBNOMP/5z3/sJmn1xRdfmAsuuMCxrapq1aqZESNG2E2QBnmNh9aoUSNGz0UEAZKhfvnlF/O3v/3NMaqpqmzZsqZHjx5m165ddjPfGD16tDnxxBMd265q0qSJmT//M7sJPKDhaHIbD00Xzhm3CrEIkAyjYdafffZZc9hhhzl+wVU333yz+fnnn+1mvqSA07wQCjz7c5Qpc4y5++6eZv365J5NQeFs3LjJdOrUKeF4aLpVN2c8NCAWAZJB3nnnHXPyySc7fsFV55xzjpk5c6bdJCOsWrXKtGnTJnqR9pBDyhwIyNPMMce0MPXqdTFDhswze/dy228q/PbbfjNo0DhTrVqDA99mD3X8u0o0HhqQgwDJAIsWLTKXXHKJ45dbVaVKlcj0oL///rvdLOPMmjXLNGjQwJQufZypVKmpOeGEdubUUx8zZ5890LRqNcpMnbrcboIimD37Z9Oy5YsH9nObA/v73AP7/djovyuNh8bsk8gPAeJjmzZtMnfffXfC0woaZv3BBx80W7dutZtlNAXhyJHvmjPP7GBq1brvwP9/MRIgOdWp03jzww+b7GYohJUrt5h7730/sj/r1etnatb8hzn22KtMhQp/OvAHyYlmwIABhRoPDeFFgPiQfnn/9a9/mSOPPNIRHKpWrVqZ77//3m4WKDt27Db9+n1sGjd+NS5AVA0aDDLPPvupyc7m2YPC2L59z4F9Ots0ajQobn+edtoT5uSTbzOPPPKy2bIl224G5IoA8ZmPPvrInH766Y7QUJ122mmR18Nk1aps06XLZEeIqC66aKh5441vIufxkbv9+38348YtNpdcMsyxD1V33fXegW916+xmQL4IEJ/QN4qrr77aERoqfRN5+eWXQz2q6bx5q80NN4xxHPxU118/2sydu8puggM+/3ytufnmsY59prrmmv+YTz9daTcBCowASTNdw9C1DF3TsIND1z7uuusus3HjRrtZKOkv6TFjFplmzV5zHAxV998/2fz0E6dgZO3abaZ7948c+0h1wQVZZvjwhQf+IOGbG4qGAEkTXSzW3VO6i8oODtWf//znyN1XcNK1j+eem2kaNow/l6/S+f0XX5xrduxI/WCRfrRr1z4zcOBnpkmTwY59c845r5iePaeZTZv8+4ApMgsBkgZ6XkPPbdihodJzHnreA/n78cfN5s47JzgOlKpLL339wH78zgTg7uYCe//9ZeaKK0Y49oWqY8d3zZIlzM8BdxEgHtIT4npS3A4NlZ4s1xPmetIchTNt2orI+Xz7oKlq2/Yt8+WXa+0mgbJo0Xrzt7+94/jsqiuvHGk++OAHuwngCgLEA3kN2aGxrDSmlca2QvL0pPprr30ZOb9vH0RVDz885cA+DtZQHBs37jQ9ekyNnJqyP+955w02gwYtOPAHCc9zIHUIkBR74403IqPi2sGhOvfccyOj6cI9Oqg+8cS0hAfVc88dHLk+sHt3Zt/NprAcOvQLc/75icPyn//82Kxbt91uBriOAEkRDVuueTjs0FAxbHnqLV78q7n11sSndVq0GGEmT87MBzF1uu7qq0c5PpNKp+sWLuSbLLxDgLhMM/5p5r/cJk7SjIFMnOQdBYUCwz7Yqm677Z1I0GQCDd+iYVzsz6C67LLXzbvvLgnVDQPwBwLEJZq6VXONa85xOzhUmqNcc5XDezplpVNXOoVlH3x1qkunvHTqy490y7KGbdHwLfa2a5iXl14K7y3LSD8CxAXjx483tWrVcoSG6qyzzjLTp0+3myANdBH9oYemOA7EKl18HzYs/4fr7Ha6iF0YsW3zouFZNEyLhmux31PVufNk8/PPPDSJ9CJAimDx4sXm8ssvd4SGqnLlyubVV181+/fnfUCC93Rbb5s2uQ/vMXPmT3aTKHt5fYP5/vuCjxQQ2zY3n322OjI8i/1eqtatx0SGdQH8gABJwubNm829995rSpQo4QiOkiVLmgceeMBkZ/PXoZ9pWBQ9aJhogMH69QfmGiL2sqq7755oL5ar2HaJKNwS3UGm4VtGj14U2W7ALwiQQtAw65oroVKlSo7gULVs2dIsXbrUbgYf0xDnL7wwxzHEuZ6hSCR2mdgDfUEHc8wvQEaN+jpuGV376N17JkPXw5cIkALS7Gyapc0ODVWdOnXM5MmT7SbIIBqEUYMx6qDdvPnwyDDyicQe3J98clr0f2vE24LcBZVfgKxfvyPy9Lhev+uuCZHhWgC/IkDyofmgNS+0HRqqihUrHvjr9YVQD7MeNBpoMK+nt2MD4Ndfd0Se+M757wkT8v/2mV+AiB4U9OtdYUAsAiQX27ZtMw8//HCuw6x36tTJbNjA4HRhYwdA//7zo//dsuWIPMNH7PZAJiNALBpm/bXXXjPHHnusIzhUzZo1M1999ZXdDCFhB4CewYi9EK9bgfNitwcyGQESY86cOaZhw4aO0FDVqFHDvPXWW3YThEyiANAkVzk/u/DCrDwveCdqD2QqAuSA1atXm3bt2plixYo5gqN8+fKmV69eDLOOiEQBoIf+/vKXN6I/79t3dkyLeInaA5kq1AGye/du07NnT1OuXDlHcChM2rdvb9asWWM3Q4jlFgBTpy6P/ly3BK9evTXu9Ry5tQcyUWgD5OWXXzZlypRxBIeqcePGZu7cuXYTIM8A0OCMOa9pyJRE8moPZJpQBogulGsiJzs4qlatal5//XV7cSAqrwD4+ut10df0NLtmCrTl1R7INKEMEA0zEhscui33kUceMdu3MwkP8pZfADz44IfR12+//T375XzbA5kklAGiZzxiA6Rjx472IkBC+QWAnmCPHRZlxoz4Ifzzaw9kEgLkQHXp0sVeBEioIAHw/PMzo8toVN3YARAL0h7IFAQIAYJCKEgAbNmyKzK/SM5yb7+9OPpaQdoDmYIAIUBQCAUNgKFDv4gupylnd+36Y7y0grYHMgEBQoCgEAoaABoTK3Yu9pzh4QvaHsgEBAgBgkIoTACMH78kumzTpkMiI+wWpj3gdwQIAYJCKEwA6OL5jTe+GV3+6adnFKo94HcECAGCQihsAGimwpzlNbtgYdsDfkaAECAohGQCQDMLxrYrbHvArwgQAgSFkEwALF26MW7+9MK2B/yKACFAUAjJBkCPHlMJEAQOAUKAAEBSCBACBACSQoAQIACQFAKEAAGApBAgBAgAJIUAIUAAICkECAECAEkhQAgQAEgKAUKAAEBSCBACBC6aN291ZNTdmTN/sl8CAocAIUDgknXrtpvGjV+NDFOisa9WrNhsLwIECgFCgMAlsUO3q6ZM+dFeBAgUAoQAgUsIEIQNAUKAwCUECMKGACFA4BICBGFDgBAgcAkBgrAhQAgQuIQAQdiENEC2m5Ilj4xWt26P2osAhUaAIGxCGSDbt+80lSqdG63HHnvZXgQoNAIEYRPKANmxY7epXv22aPXqNcZeBCg0AgRhE9IA2Wvq1n0+Wn37TrUXAQqNAEHYhDZAYn/R+/WbbS8CFBoBgrAhQAgQuIQAQdgQIAQIXEKAIGwIEAIELiFAEDYECAEClxAgCBsChACBSwgQhA0BQoDAJQQIwoYAIUDgEgIEYUOAECBwCQGCsCFACBC4hABB2BAgBAhcQoAgbAgQAgQuIUAQNgQIAQKXECAIGwKEAIFLCBCEDQFCgMAlBAjChgAhQOASAgRhQ4AQIHAJAYKwIUAIELiEAEHYECAECFxCgCBsCBACBC4hQBA2BAgBApcQIAgbAoQAgUsIEIQNAUKAwCWzZi0ztWt3j9YHH3xjLwIECgFCgMAl06cvNFWrXhOtiRP5d4VgI0AIELjkk09mmcMOqxOtd9/9wF4ECBQChACBSz788ENz0EHFojV27Fh7ESBQCBACBC75I0AOihYBgqAjQAgQuIQAQdgQIAQIXEKAIGwIEAIELiFAEDahDJC9e/ebBg0GRQNkwID59iJAoREgCJtQBoj06TMrEh6XXDLMrFy5xX4ZKDQCBGET2gCRDRt2mD17frN/DCSFAEHYhDpAADcRIAgbAgRwCQGCsCFAAJcQIAgbAgRwCQGCsCFAAJcQIAgbAgRwCQGCsCFAAJcQIAgbAgRwCQGCsPFVgMSOT5WMgraPXU7Vo8dUe5E8FfR9EC4ECMKGADlQ55zzivn++432Yrkq6PsgXAgQhA0B8t+6++6J9mK5Kuj7IFwIEIRN6ANE3z5y/vfcuavsRRMq6PsgXAgQhE3oA+TJJ6dF//fNN481v/9uL+1U0PdBuBAgCJvQB8ivv+4w5503OPrfEyYstRd3KOj7IFwIEIRN6ANE+vefH/3vli1H5DvEu90eEAIEYUOAmD+muNXEUjk/GzZsodUint0eEAIEYUOA/NeYMYuiP7vwwiyTnb07pkW8RO0BAgRhQ4D812+/7Td/+csb0Z/37Ts7pkW8RO0BAgRh49sAKWrlJbflpk5dHv15o0aDzOrVW+Nez5Fbe4QbAYKwIUAst932TvS1hx6aYr8ckVd7hNP+/fvNfffdFxcgw4YNsxcDAoUAsXz99broa/XrDzSLFq23F8mzPcJn6tSppl69enHhoerRo4e9KBAovg2QZBS0fX7LPfjgh9HXb7/9PfvlfNsjHJYvX26uv/56R3CoDjnkkMjrQJARIAmsWpUduQaSs8yMGSvjXs+vPYJt+/bt5p///KcpVapUwuC48sorzY8//mg3AwKHAMnF88/PjC5z/fWjzf79/xvjpCDtEUyvv/66Oe644xzBobrwwgvNwoV5P0MEBAkBkostW3aZCy7Iii739tuLo68VpD2CZd68eaZx48aO0FBVr17djBkzxm4CBB4BkoehQ7+ILnfZZa+bXbv2RX5e0PbIfGvWrDG33HKLKVasmCM4ypUrZ3r27Gl27879oVMgyAiQPGhMrBYtRkSXHTRoQeTnBW2PzLVnzx7Tq1cvU758eUdwKEzatm1rVq9ebTcDQoUAycf48UuiyzZtOsRs3LizUO2Red566y1To0YNR3CoGjZsaGbPzn2UAiBMCJB86OL5jTe+GV3+6adnFKo9MsfXX39tmjVr5ggN1bHHHmtee+0183tBJowBQoIAKQDNVJizfIMG/7u9t6Dt4W8bNmwwd955pylevLgjOA499FDz8MMPm23bttnNgNAjQArorrsmxLUrbHv4z759+8yLL75ojjjiCEdwqK699lqe5wDyQIAU0NKlG+PmT8+tvS68jx37rXn//WWREX7hTx988IGpU6eOIzRUf/rTn8zHH39sNwFgIUAKoUePqfkGyOOPfxJ97dpr3zCzZv1sL4I0WrZsWeRJcTs0VJUqVTL9+/c/EPx5z0gJ4A++CpAg+OtfxzhC5h//eN+sXLnFXhQeys7ONg888IApWbKkIzhKlChxoI/+YTZv3mw3A5AHAsRlOnXVsGH8hXaVxtbq12+22bZtj90EKaRh1gcPHmyOPvpoR3CoLrvsMrN48f9GGQBQcARICqxYsdncffdER4ioNPe6hkWJHVsLqTFjhm65PtsRGqpatWqZ8ePH200AFAIBkkKffroybprc2LrpprHm88/X2k3ggpUrV5obb7zRERqqChUqmOeff97s3bvXbgagkAiQFNu3b78ZPnyhufDCLEeIqLp3/8isWcMzBm7YuXOneeyxx0yZMmUcwaFh1m+77Tazfr1zgjAAySFAPLJ58y7Ts+e0hLcCN2ky2AwYMD86WCMKb+TIkeb44493BIfq/PPPP/Bt73O7CYAiIkA8tmTJBtOx47uOEFFdccWIyEV4FNxnn31mzjvvPEdoqE444QTzn//8x24CwCUESJp8+OEP5sorRzpCRNWhw7iEc7Hjf3755Rfzt7/9zRx88MGO4ChbtmxkPnKd0gKQOgRIGumpdQ0Rf955gx0holNdenBxw4YddrNQ0zDrzz77rDnssMMcwaG6+eabzc8/8/Am4AUCxAfWrdMc2x+b+vWd30bOPz8rMrHV3r0Mi/LOO++Yk08+2REaqvr165uZM2faTQCkEAHiIwsX/mLatXvbESKqVq1GmalTl9tNQmHRokXmkksucYSGqkqVKiYrK4th1oE0IEB8RsfB995bEplC1w4RVadO480PP2yymwXSpk2bzN13353rMOsPPvig2bp1q90MgEcIEJ/asWOvefnluaZx41cdIaI5SZ599lOzZcsuu1kgaDDDf/3rX+bII490BIeqVatW5vvvv7ebAfAYAeJzq1Zlmy5dJjtCRNWo0VMmK2uS2bcvOKPHfvTRR+b00093hIbqtNNOi7wOwB8IkAwxb95q07r1/0b6rVv3eVOjxv8zlStffOC/LzEffvih3SSj6BvF1Vdf7QgNlSZ8evnllyMTQAHwDwIkg2gAxjFjFplmzV4ztWt3M8cdd62pUOFP5pBD/hi6IxNP7egahq5l6JqGHRy69nHXXXeZjRs32s0A+AABkoGys3eZHj1GmmOPbWZKlTom7qCr+S66devm+4vLumtKd0/pLio7OFR//vOfI3dfAfAvAiSDfffdD+bSSy93HHxVOjAPGTLEl7e36nmNc845x7HNKj3noec9APgfARIA7777rqlZs6bjYKzSA3affvqp3SQt9IS4nhS3t1GlJ8v1hLmeNAeQGQiQgNCBt3fv3rkO8XHTTTeZn376yW7miV27dpknnngiMkaVvV0ay6pDhw6Rsa0AZBYCJGDWrVtnbr311oSDDGqeDK8HGXzjjTcio+La26I699xzI6PpAshMBEhALVigQRoTD3OueTNSPcz5F198EZmHw35vVbVq1cyIESPsJgAyDAEScKNGjcp1oqWmTZtGgsZNmvFPM/9pBkD7/UqXLh2ZMXDHDkYYBoKAAAkBnbJ6/PHHE071qlNdOuWlU19FoTnGNde45hy330P117/+NTJXOYDgIEBCRBfRb7zxRsfBXaUD/3PPPRcJgsIaP368qVWrlmOdqrPOOstMnz7dbgIgAAiQENJtvWeffbbjYK/S7cDvvfee3SShxYsXm8svT/wcSuXKlc2rr75q9u9nHhMgqAiQkNKBffDgweboo492HPxVl156qfn222/tZhGbN2829957rylRooSjnZ6E79Kli8nOzrabAQgYAiTkdKDv2rVr5MBvh4EC4p577onMyyEaZn3AgAGmUqVKjmVVLVu2NEuXLrXeAUBQESCIWLZsmbnqqqscoaDSvBz6xnHGGWc4XlPVqVPHTJ482V4lgIAjQBBHw8KfeuqpjpBIVBUrVjQvvPACw6wDIUWAwEGB8NJLL0Xm4bBDQ6Vh1jt16mQ2bNhgNwUQIgQIcqV5OO6444648NDgjF999ZW9KIAQIkCQr/fffz8yP8dTTz1lvwQgxAgQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBSCBAAQFIIEABAUggQAEBS/j+vrK7tHdbIhgAAAABJRU5ErkJggg==)
PN: 3H32-5-82
CAS: 23145-88-2
Molecule Weight: 210.71
Formula: C11H15ClN2
Melting Point: 107-109 ℃
TSCA: Not listed on TSCA inventory
