![2-Benzyl-1-oxo-2,7-diazaspiro[3.5]nonane-7-carboxylic acid tert-butyl ester](data:image/png;base64,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)
| Product Number | 4H56-1-0GN |
| CAS | 155600-89-8 |
| MDL Number | MFCD14585487 |
| Molecular Formula | C19H26N2O3 |
| Molecular Weight | 330.428 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0GN
CAS: 155600-89-8
Molecule Weight: 330.428
Formula: C19H26N2O3
![2-Benzyl-2,7-diazaspiro[3.5]nonane-7-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-0GM
CAS: 1206969-92-7
Molecule Weight: 316.445
Formula: C19H28N2O2
![tert-Butyl 7-benzyl-2,7-diazaspiro[3.5]nonane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-298
CAS: 929301-99-5
Molecule Weight: 316.445
Formula: C19H28N2O2
![1-Boc-4-[(benzylamino)methyl]piperidine](data:image/png;base64,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)
PN: 4H56-1-0D5
CAS: 195314-72-8
Molecule Weight: 304.434
Formula: C18H28N2O2
![2-Benzyl-1-oxo-2,6-diazaspiro[3.5]nonane-6-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-0GU
CAS: 1206969-63-2
Molecule Weight: 330.428
Formula: C19H26N2O3
![7-Boc-1-oxo-2,7-diazaspiro[3.5]nonane](data:image/png;base64,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)
PN: 4H56-1-093
CAS: 1032158-48-7
Molecule Weight: 240.303
Formula: C12H20N2O3
![4-[(4-Aminobenzylamino)methyl]piperidine-1-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-514
CAS: 1189105-85-8
Molecule Weight: 319.449
Formula: C18H29N3O2
![tert-Butyl 2-benzyl-10-oxo-2,7-diazaspiro[4.5]decane-7-carboxylate](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABI/AAASPwGodHMZAAAC6npUWHRtb2xTb3VyY2UAAHicjZZrb5swFIb/isXn1fgGhipJVa2aNKndpLWT9m1yCW2RAlRAc/n3e41zdTJoSHSM/T7Ht+PjTG7W5YIs86Yt6moacMoCkldZPS+q12nw++nbVRLczCYZRBBW7TR467r36zBcrVY0e8tLs64rmtVl4Nqv121xollJWjevoWCMh38e7h975qqo2s5UWQ6qLa7bvvK+zkzXj+I/XYSlaZZFFTp5WDZL5+2vYPbL6LqdB4e5fEXbLVDyUixy8lI3penIUjCKL/tCXvMqb0yXz8nzBtWSKsx9Nnm4q7OPMq86FK2HIjOLx675yFBR1os8+4AzFL7fTYOSAzBdXd42jdkQW7LVhhMjiJHEKGIiYmJiNDEJMSkxnOGHdg4Bh4JDwqHhEHGoOGQcOgGdsH6gE9AJ6ESEvVnkdnBPm/ccMyTu+dn/fhy92Wf3fvRgucU0SGgk0oRoqiOYmCoRc5JSlsoIb2mCyogqBaNorA/mtFJSLmEElfHBcKpiFRMsMD7kamc5FSpKrWWJgoVassRabinodCwZMJWIFEYKrMHWl+snIBuMPKacKY0RaI2FjGikYLBvDAYbKLXama0EHTCp4VFrN54oxuvecpqkEB+albbD3A6bwz+zPpSKBBynOrazTxIMDqvGsVyaMpnaNy77ccVMcgCMw43rGxES7kNkNnmuq/lRkRTzafDMgz52fuUvrdiGT0DqZp43OJHWgZUeA+IUsME2DMgzQA0D6gyIhoHoFLBhPwzEp4A9JHtAXAL0GZAM95CcAvYADgPpKdAf12HCtp9sXX+8Rxh/u/t0MDx3Li4wI3vOvU136WaE8fbdpacRxtt6l85GGG/3XfobYbwAcOlyhPFiwKXXPXN7kfHCwKXjYUZ4ceDS9wjjxYFL9yOMf/L762GE8eMg+QTjx0Fsr6CRpOTHgfwE48eBdNfcIKPPzvVlJDxKtuHu7kbx7F4Pjy79EH91Zv8Atc6UoTy2e8QAAECfSURBVHhe7d0JvJXT/sfxy01JiG4oQ4aKCqVCNNyEdK+hiys3CpnnMUUIXXWJDJVMyXBJRKTMyZykzEQkaRCZIspQd/3Pd+3/s52zOmcP6+xn72c/+/N+vfZLznr2PvvZZ+/nu59nrfVbfzIAAHj4k/sDAAAyQYAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8FLSAfLhhx+a1157zf0xACADJRkgr7/+ujn88MPNWmutZW/XXXed+d///uduBgBIoWQCZPXq1WbChAmmQ4cO5k9/+pO91alTx/z5z3+2//7b3/5mvvrqK/duAIAqxD5Ali9fboYPH2622267ZHA0bdrUjBw50vz888/mjTfeMNtvv739eYMGDcwzzzzjPgQAoBKxDZCFCxea888/32y00UbJ4OjcubOZOHHiGperFDJ9+vSx26y99tqmX79+5rfffquwDQCgotgFyMyZM03Pnj3NOuusYwNB/z3yyCPtmUY69913n9lwww3t/XbbbTczd+5cdxMAwP+LRYCof+ORRx4xnTp1Sp5tbLzxxvZMYtGiRe7mKX366adm9913t4+xwQYbmHvuucfdBABgijxAfvrpJzNixAjTpEmTZHA0btzY/kxtvn7//Xdz4YUX2stZesyjjz7a/Pjjj+5mAFDSijJAdFbRv39/e5YRBIfOPh5++GF7NpIrU6ZMMQ0bNrSPr5DS5TEAQEJRBYj6MdSfUb5/Q/0dYR7Yly5dag444IDk7xs2bNganfAAUIoiHyA6WGvklEZQBWcbGlmlEVYLFixwNw/NDTfcYGrVqmV/f7du3cyXX37pbgIAJSWyAaI5GjfeeKOdsxEEh+Zy6ECuYbeF8Oabb5oddtjBPpfNNtvMPPXUU+4mAFAyIhcgX3zxhe3ArlevXjI4NHtcs8hXrVrlbp536pw/7rjj7PNSGZS+ffsyZwRASYpMgLz11lumd+/epmbNmvbgXKNGDVuvasaMGe6mkXD//febunXr2ufatm1b8/HHH7ubAECsFTRA1L8xadIk06VLl+TZhg7K5513nvn888/dzSPns88+M3vssYd93pozcvfdd7ubAEBsFSRAVqxYYUaNGpXsT9Btm222Mddff31O51t89NFH5rnnnjN33XWXvWl+SPBv/Vzt1aU5IxdddFFyzkivXr1yug8AEFV5DZAlS5bYg+1f/vKXZHDsueee5sEHH6x2/4YO2o8++qg57bTTTMuWLZMjptLdtJ221/10f9+D/9SpU83mm29uH1OTGVUyHgDiLC8B8vbbb9vZ3OX7Nw477DAzffp0d9OsKHQef/xxc+ihhyYfO7hpqK8uLx1zzDG2o/vyyy9P3vT/+rnayxdb1E2Po8fT42Ybal9//bU58MAD7eNozsjQoUOZMwIgtkINkMmTJ5t99tkneXBWocJzzz3X9h1Uh0Y93XzzzaZRo0bJx1bfiSYVjhkzJuv+E22v++n+Qce4bnp8/Z5sR1mpfHxwBtS1a1d75gUAcRNKgKiPofw3+6233tpce+215ocffnA3zZqKG6q/JHjsvfbay9x7771m5cqV7qZe9Dh6PD1u8Dv0+7ItqqizrubNm9v7b7rppuaJJ55wNwGAohZKgLRu3doeOHUAHT9+vO1ori6dtWgGeHBQ17/DXs9cj+/+zmzOnjQZ8oQTTrD31ZwRnX39+uuv7mYAUJRCCZDg2/vs2bPdJi9jx44166+/vn1MzUzXCKp80u8LZsTreej5ZEMhGpyRtWnTxsyZM8fdBACKTigBEiwRW91LVjpzOfvss+1jaZjsBRdckLNLVdnS79XvD4br6nllc2Y1f/580759+2QI3Xnnne4mAIqMjgG6ZP+3v/3NljfS4Bn9V5OLNZ9Nl7LLC65mVCVde9SE8kzr1KljJ9ZVh+aK/P3vf7cvpsqaPPnkk+4mBaHnEZRZ0fPT88yU3mwXX3yx+fOf/2zvf8QRR1Q7ZAEUhsouBYvPpbqVV9nPykvXHjU5f6bff/+9fQE0SdCXiiUGl8GaNWtm5s2b525SUHo+el56fnqe2RZ3fP75582WW25p768CkVEt1wKgchqZqbMMfYb1Wb7lllts/6j6ODWcX4VXVfi1VatWFe6XLiDStUdNzp/pBx98YF+Avffe223KiP4AQXjoxf/qq6/cTSJBz0vPLwiRbDvHv/nmG9O9e3d7f532XnnllTldDAtAeG677Tb72dUIzWyOUekCIl171OT8mT7zzDP2BTjqqKPcprQ06U6lQHT/XXbZxXz33XfuJpGi56fnqeer5+0zaXDkyJFm3XXXtY+hOTM6LQYQbfqCrM/sf//7X7cppXQBka49anL+TNU5rBdAJdmzdcUVV9j7brXVVnbZ2mKg56nnq+et5+/jnXfeMS1atLCPoWV6deoLILqCckzZLiwXBES6W7HI+TMdPHiwfQH0zTob06ZNsyVO1AGvA2ox0fPV89bz13740JyRk046yb52ehwA0aXPqD6r2YzEFDcoqroVi5w/01NPPdW+AFoAKlPLli1Lzi7XtcViVP6aqPbHh0JEj9GwYUO3CUCEVPcMpCrp2qMm58/0H//4h30BspklftZZZ9n7qIhhMdPz135of3x88skn9v4dO3Z0mwBESLCGEX0gObbrrrvaF2DhwoVuU6Xef/99ezqoQovFXnRQz1/7of3RfmXrhRdesK/dv/71L7cJQITceuut9rO67bbbmqVLl7rNVUoXEOnaoybnz1SXXzRRLtNrg0GtqWuuucZtKkraD+2P9itbKpGi+6pmFoDo0rD9oOafBtEoUFRtQvNDNERfS3SrKrdGaZaXLiDc9meffdaOztTEbB1btQxFtpfNwlT1nnhQaCg8tLBSJmbOnJlM8WxLpkeV9kP7o/3S/mUjCJ9hw4a5TQAiRiMwg8mEqW7lVfaz8tx2XSpTf/LixYvtYneDBg3ynmMXhqr3xMOCBQvszusyVia0qJS2v/HGG92moqb90X5p/7Jxzjnn2PuNGzfObQIQQfrCeMcdd5j99tvPLtugScH6r4JFC9e5I0rdgHCla1fVi/XWW8/9ccFU/Uw9aIVB7bw60tPRIk46W9GLnU09qWKg/dF+af+yWdyqR48e9vV76aWX3CYAJe6nn36yFSsOOOAAt6lgchogOtXSAVDri6dz1VVX2W379evnNsWC9kv7p/3MVFCt99NPP3WbAJSw4MxEX0w1WjMqchogI0aMsDs5ZMgQt2kNO++8s93WLXccF9ov7Z/2M1NauVELTxWqZD2A6FLl7ssuu8x06tTJbSqYnAaI1svQQVP18VMJ5juofEecBeVJMvnGoDpaNWvWtBOUAKAyChFVvYiKnAZI79697QFzypQpblMFwaztuA9X1f5pPzOZXa+Kntq2ZcuWbhOQU8HlkKqka69MtgsrFStNkNaQ2ttvv91tCsUhhxxiS8PrqoQGKZ1xxhnx7QMJZmeqpHsqRx55pN1u0qRJblOsaP+0n9rfdPQm0bZapAoIU7qASNfu8llYqRjpKsFuu+1m9+Xee+91m0OhY4h+Z+3ate18k5NPPtl8++237mYFk9O/qhaR0oubrhaUFlHStf6ol2uvLu2f9lP7m87kyZPta3fCCSe4TUBOpTugp2svz3dhpWIUVBpv06YNa/f8v8zeJRnSWt+6pfLLL79kNdmw2Gk/tb/a71T0wdOb89JLL3WbgJxKFxDp2svzXVip2GgSn2aC6wshw+z/kNm7JAM669AbKd1StqoRpe20il8pCFZXTFcbS8Gh7VQSAQhTuoBI116e78JKxUbrG2k/qVNXUWbvkgwES9mqHySVxx57zG53/PHHu02xpP3U/mq/U8l0O6C6goBId8uEb1nzYqJ5WbVq1bIzwLOZGFwKMnuXZEAjr/RG0kisVO677z67nab5lwLtp/ZX+52KRq9oOxVhA8LkBkVVt0z4LqxUTA4++GC7j1xeXlNm75IMaAifXmTNBUklKIN8+eWXu02xpP3U/qa7NBVMrMymNDTgI11ApGsvL+5nIKqGq/3TCCgt+IaKMnuXZECzz/VCazZ6KhqRoe2GDh3qNsWS9lP7m26d83r16tnTZA0VBMKULiDStZfnu7BSMVi1apXZaaed7P6lu4JQqjJ7l2RA9a/0QqdbypYzkDWp+KJGd2gkCxC2dAHhtqdak8J3YaViMGrUKLtvHTp04ItdFap+F2UpWMpWFXlToQ9kTXPnzk2+UYGwuQHhcttTrUnhu7BS1Gmyni7Prb322mbWrFluM/5f1e+iLAUzNDXdPhVGYa3pxRdftNscfvjhbhOQc25AuNK1u2tSZLuw0uzZs83gwYPt/aLqzDPPtM/52GOPdZtQTtXvkiwFE+bSjcYIhvuW2jyQVOVdgrOyuNcGQzS4B3RXqvaq1qTIZmGlYM6TigL++9//jlz1aX1WNbpsww03NEuWLHGbUU7l75IsBUvZ6vpoOsFM9Ey2jYNgjfhUM9GDpWzjsi484ikIluquSaEzGIWKqk/r8dT3N378eHezgunatat9XqUy0Kc6chIgCxcutC94pkvZNmnSxHYa6xppnGn/tJ/a31SCpWxT9ZMAUZDLNSnmzJljz2SCYOrcuXPB50EFBVD1mVX/DlLLSYCoxLFe9O7du7tNlTrqqKPs9ulGbBW7YIVG7W8q6vvQduoLAaIu12tSPPXUU6ZZs2b2M6Cz9RNPPNEWYsw3BYaCQ89j4sSJbjMqkZMAefjhh+2Lfuqpp7pNldK1Um2v2vZxpv3Tfmp/U9HoK22n0VhA1ORjTQpdBtdcqY033th+FjbaaCNz7bXX2r6VfLn66qvt7953333dJlQhJwEycuRI+8JrZEUmNMxP26vMeVzHV2u/tH/aT+1vKroGrEtdmg8CRE0+16TQZd9TTjnFnonos6PirI8//ri7Wc5pXos6zdV5nq7wKf6QkwAJKlWqXn6m2rVrZ+/zyiuvuE2xoP3S/mk/U2EpW2BN7777bnKWu25aaO2jjz5yN8uZ4447riSuiuRaTgIk6NN45pln3KYq3XjjjfY++jYTR9ov7Z/2M5VgKVvVwgJQkfoRNctdnxENDdZQ9++//97drFo0UVATBvUlLqwzq7jKSYAEawJkc+qnTrJ1113XdsYVosMsTNof7Zf2L92+adSJXjtV4wWwJg2BV609LVanz0r9+vXtjHfVqsqFjh07ZvRlD2vKSYAES9lm+81Ane663yWXXOI2FTXtj/Yrk0EFpTYzH/ClUipHH3207S/UZ0bL5D7//PPuZlkZN26cfSwVTUw3CRprykmAqMiaz7A+rZ2s01KNuEj3Tb1YaD+0P9ov7V86QTE61hoAMqNpA3vssYf93Oh22GGHZfRZc6k8e6NGjexjaD0jZK/aAaIx4foDbL/99m5TRoK+AnVixUHQGZdp3w5L2ZagZcuMuewyY1q2NEZfvHRTH9jAgcZkeRZfylRCfosttrCfH10u1pm/Sq1kShMidV8VgoWfageICqPpj5BuKduqaNiermmqE2vatGluc1HR89d+aH8ynWUfFFucPHmy24Q4Kvu8lH3tVV2Qym9q0zbIiAJDwaEA0edIgZLJ2iRamlYFIbUGD/Ov/FU7QIKlbHv16uU2Zez222+3j6F5E8v07awI6XkH8z60P5nS8ETdRxO1EHNa0a5p00RQtGplzJNPqjCUjoLGPP20MSp5rjZtw+p3WdElLF3KCi5r6RLXjBkz3M2SevbsabdLt4IqUqt2gFx88cX2D6FqvPPmzXObMxasJ/LPf/7TbSoKet4+p8MtW7a099NwXsScVqVUQDRvnggOl37WrFlim+HD3VZkQJ3q6lzXZ0qd7ep0/+KLLyps8/LLL9u2Bg0a2PVN4K/aAaLQ2GyzzewfTDM5fQsCfvfdd2brrbe2j1NsqxUGqw7q+Ws/sqGx55pIGNcZ+Sjnr39NhMP997stfxg3LrFN585uCzKk4b233HKLvZSsz6WG/2oYsIYDr169Orl2SboSQ0iv2gEiqlfTr18/e/1ff5g+ffrYks3Z0oQejejSY9x8881ucyTpeer56nlnu3KZaguxlG0JqVcvEQ6pzja1/oS2oTJBtWlagSpda0SkPqO6xBwsva3K4Xxpq76cBEjg6aeftqeF+gNpVNYbb7zhbpKW+lT0jVy1cKIeInp+ep56vj7DAD/99FP7WrVv395tQhzVqJEIh1TzDVQ8UNtoW+SESqBooq4+a8Etk452pJfTABEVJQv+WDqwXnfdde4maT300EPJxWaiejkruGyl56nn6+Oll16yj9GjRw+3CXGUyRlI2eeHM5BwHHzwwckA0Rc/FW3MdLQkKpfzABGdGqoUcxACGmmUbSexvtEHl7PUQR2V0Vl6HkGHuZ6fz5lHIJgFq9NslAD6QApGKyjqeKQJzwMHDrSTffXZU/l4lZFnFrqfUAIkoD6Bpk2b2j+UlnbNptii6BJY0LGu65eFniei3x8M1dXz8rlEV96wYcPsY7GUbYkIRmG1aJEYuuvSz9SmbRiFlVMHHXSQ/awNGjTI/v/SpUvtwlVB2XgtaKWFrZCdUANE1Jl+zDHH2D+SOtn79++f1SIxGtUUDPFVh7Nmeue77Il+n35vUINHzyfb0VaVUWVRPd7YsWPdJsSRAkLLGysg2rRJzP3QzzTnQ2ey+pnamAeSU+qbDb70uWvuqJipltJVu24HHnig+fjjjytsg6qFHiABHSQ1zFd/JC1Ok+3sT03O05BX3V+nn5p9GnaQ6PH1e4LTXf3+bCYJVkWX+B599NHk8Od8LJiDiNAs8622SgRFZTe1MRM9Z3RpqkXZWZ0+Zw888IDbnDR+/Hg7GlLb6VLX+eefH5nL5lGWtwARjTrafffd7R9JYXLvvfe6m6SkWv2qMRUMy9P1TP2/Jgblkh5Pj6vH1+/R78vFKmz69jNq1Cg7Qi34xqNV3hYtWuRuijhTvSsVz1T9q/XWS9x22olaWCEYMWKE/Zz9Vf1PaWhY/b///e/k537TTTe1Xxg1dwSVy2uAiC5fqXxAMGdEM0WznTOisgUazx3Uv9FNi85oNTEtQJPt5SVtr/vp/sHiNbrp8fV7fCp9lqeZsAMGDEieQem255572tFbuVrTAEBFGmFVr149e6zJplTQwoULTe/evZOf1datW9sRk1hT3gMkoNFL6ljXH0gd7dlOwhNdYtIiMMHyuOVvujyka5ua1KgldzXsNrjp//VztQeXkcrf9Hh63OpeItP1VQVkMBpN6y1ryK7KUQNZy3IkY6kLJg2ecMIJblNGXn31VXu5PTgu/Otf/zLz5893NytpBQsQ0UiI/fff3/5xdJDVqCTf2aH6w2pNdi2vW/4SUSY3ba/76f7VfYPo+auybrBKo266XKcO8+o+NkrYFVeYsq/Sxjz3nNuCSmhNdX1hq1u3btZTCMrT5/muu+5KftnVJWctwaC1RFDgAAlcf/31yW/pmoSoyYjV9euvv9oldjU0T28A3YYPH578t36udm2XC7p+qpnpGg4YBIdGfWgipdZMAapFHcBl7ynbb8Jlz7T22Wcf+xnUl9JcUNFFXYZW+Xc97lZbbcXoSRORABFdowyWxtVlpWIZk71kyRJbkTgo3KabLoFpVAf9G8gZnZl36JAIkVGj3FaU88gjjySvLOTqC2JAA4EOOeSQ5Ge9Q9nfZObMme5mJSMyASJaHObYY4+1fxjNudBQumzmjOTTO++8Y/tRgm8kmpCkGeq6bgqEQgcqXcZSmZMsB4qUClXcDSb7hrlI29SpU+066vo96qTXcUtfJktNpAIkoBIfunapP46qZqoMQVQ89thjZt99901+A1E5E5Uiqe5ILcCcd54pO5XVcnluyx/KDlT2LOTMM90WlLnyyivt57Jbt25uU87pCoOG5QejK9XXedVVV+X8rCfKIhkgonVGgtFVOkgXsnqm+je0Znnz5s2TwdGoUSN7fZXJRsgZzQ1ROPTs6bb8Qd9yyz4PtlrvBx+4rSVNw+V1rNC8LS21nS+aBnBmWaCr017HhsaNG5uJEye6m8VSZANENItUHVfBnBGNzc7nCmLqzFfhtU022SQZHBrWpxmtFF9Dzum93aCBMWutpdmsbusfhg5NBM1++7ktJe3WPn3MFmWvy9lnn+025YVCq2vXrsljha5UaKBOnEU6QAK63qglc4N0f/31191Ncuq9996zta/K928ceuih5pVXXnE3BXJLq+QpHNq2NaaqGdC6RBLU1Jo0yW0tTWXHhBllXzRH1q9vlhe4f2hS2d8kKCKrs5LTTz+92lUsoqooAkQ0qU+FzvRH0Snq1Vdf7T1npCpPPPFE2Ze6/ZLfILQU5llnnWVHXgB5off0rrsmwiFV3TVdItE2KrxYQtfcK6XXbM897eux6qab3NaCUD+IjlFB/T/NiNfk5MqOWbqaoakFmsKgEag6vum/Wnr3vPPOM2+//XaF7YPjU1XStedSfn5LDmkuR3BmoIN9dUc+aNTG6NGjzY477ph84bfccktbYl1LYgJ5p2ULdBmr7CBiUs0h2nffRIiUHahKmmrq6XVo2TJyc2Q0iVFXM4LL8O6SFOq3CeoDprqVV9nPykvXnkv5+S05phIhwYQ9FTzTmUO29Ie97LLL7P2DF1wjvjQCjP4NFNyRRyYOiv36uS1/0PV1daaXfcu1KxmWIpXDL/vCZ1+rCM/S1zFr6NChFcrJa4qCzjJ07NGX1ltuucWO5tTZi664aG6cFrtq1apVuUdKHxDp2nMpP78lBJozcvzxx9sXSnNGdKqXyZwRdWqpNk5QiFHfDLTUJcXSECkLFhhTp44xNWtqOT239Q9nnJE4eJZ9FkqSKhhr/w891G2JvNtuu80eg1RGPptyK+kCIl17LuXnt4RII6KCOSNK86oWg9HM9mCtdt1UsllD76I0xwSoQKvn6UBw0EFuyx/UOauJhZpg6FGQtKiptlzt2qbs26DG/butkRfUy8t2ikK6gEjXnkv5+S0h02mfyqPrRVPHtzqkRP0bY8aMSc4Y1W2LLbawp5LZlnwH8k6XO7beOhEiWr2wKiNHJrbp2NFtibcePRL7PWCA21IUggmI2db+C45l6W75kJ/fkgfqt1BNqmCNYxUyLD9/o02bNrb4WSaXuYDICIooaq30qvrm9POyL0lvlW330bhxbms8vfhi4nXZfHOtm+22FoVg4mG2fa5uUFR1y4f8/JY8eu6555IriqlvROuXv/DCC+5mQPHo1ClxsBwxwm1J+mLKFNOnbJv2jRrFv9S45sfsskviNbn7bre1aFT3DKQq6dpzKT+/Jc9OPfVU+wJeoTUUgGKn1fTUx1GvnpbZc1uT9GVJ73stmhZrt96aCI927RJzQIpUly5d7N+LPpCI6dWrl30Bn332WbcJKE5aVU8HhdNOc1uS5s6da+dIrbfeeubzVAUZi5lqz226aWKezPTpbmtRUX09Hae0jLYW18tUuoAo365joNZGUY0wLYp1zDHHZH3Gk0rVz6KI7bXXXvYF/PDDD90moDhpmGfduuaDGjXMN+++67Ym9e/f3773e6YqyFjMVLFYB8fevd2WoqP5HlpvXX8vLVClQNGqpeqn1XrumjuiidO76HJdOdkEiM5yJkyYYBYvXmzrCA4aNMiO/sqVqp9FEQvq0LASIOJk9rBh5sSy9/XRZd8oq6KDRIMGDWz/38upCjIWo48+SsyLWX99YxYtcluL0qKy/QgmE6a6lVfZz8pL1b58+XJ7hporlf+WIqdOdJ2yAXHyW9k3Vq2yp4ODVt2ryh133GG30YFpdVUFGYvRMcckzj4GD3ZbiprOOPQ3U2kmVcZQLSz9V3+/vn372sXryksVEFJVuyZfa72UAw44wG3ytuZvKXKqX6UXT6VOgLjRKnt6f2vVPc1zqoxCQ2V5tJ3mQcXGDTck5n6sXOm2II0gVBRMuZw8HbsAUakSvVDqOALiSKvt6T2ub5NVUdE+XcZSVVcu5UL0PlD9v04aFp4jsQuQp59+2n64jj76aLcJiAUtXKTLHLpMq2quVTniiCPsZ6FfqoKMKCkKEV3iz5XYBUhw/ffCCy90m4DY0Kp7ep/36dPHbUpasGCBPVjUrFkzp5ctUDwOOeQQW9VXy3Lr/XDGGWfQB5KKJg/qgzVS9YGAmFItt/r169tq0qlW6NSwTX0eDkpVkDEKNL/jsssSa3roG7JuO++cqLbLujzetDqiluGuXbu2HSp88skn53R1xNgFSDAL/eGHH3abgFi56aab7HtdhUQrW+lOtP6E6sJpu2eeecZtjobZs41p1Cgxwqqym9q0DSIndgHSvXt3+2GZMWOG2wTEyqpVq8q+sLe07/d7tSpfFe6//367TYsWLbIu3Bc61e3SsrwKCi2c9OSTieKIWihKFYiDmlfaJu41vopQ7AIkmJSjCTpA3Kl4qN7vWtFO4/yropE32m5EioKMBaGhuQqI5s0rr6qrn2lIvrYZPtxtRYHFLkA0C1cl3fXtDCgFhx56qA2HgeovqII6UtVfUq9ePVsmIzL++tdEOJSdJVVJJeq1TefObgsKLFYBohmd+pBsrjUCgBIxb948u0SzOkpVSykwZ84cO1rrzjvvtIusdS47ACtoNEdK/5/p7amy22It0paLm9bxKE8VhhUOqZZ0XbIksY1WXkSk/Mn9QTHTMDV9QDTqACglAwYMsO/9Hpqp/f9U5VU/q+6tS9ntqbKbycWtVi1VEfzjideokfh5qr4ZLQKnbbQtIuVP7g+K2fTp043e8AcffLDbBMSaiuTpzFvv/xfLvuWrVpb+raG+urSlNUJ0O+6440zv3r2T/5/J7a6y21ytMZKLmzs6MpMzEJUf1zacgUTOn9wfFLOHHnrIfmhOP/10twmIvbvvvtu+/1u1amUaN25s/63aWZFGH0hRi1WAqHa+PjRDhgxxm4DY01yQdu3a2c+AbqqZFXnBKCyt+V7ZKDL9TG3ahlFYkROrAAkW01HHH1CKHnvsMfsZUCHFDz74wG2OHgVEkyaJgGjTJjH3Qz/TnI8pUxI/UxvzQCIpVgGia7v68EzRGw8oQaqNpc/A/vvv7zZFl2aZb7VVIigqu6mNmeiRFKsACRapV7VSoNSoJpaGsavjXLWyiorqXV16aaL+lVbM022nnaiFFXGxCpBgtTbWP0CpUf9H+/bt7ftfNbKAfIhVgLCULUrV2LFjbXjsXPYNnioMyJfYBMiyZcvsB2iHHXZwm4BY+/nnn20tLL3/p06d6jYDoYlNgGjEiT5Ae++9t9sExJomCuq9r8WDgHyKTYBorQN9iI466ii3CYgt1b5SDaxatWqZTz/91G0GQhWbAFHBOAUIS9milBx++OH2fa9aWEC+xSZABg8ebD9IkVvvAAiJal5pwqBqYKkWFpBvsQmQYCnbCRMmuE1A7Kxevdq0bt3avuepvIBCiU2A/OMf/7Afptdee81tAmLn3nufMhtssIPZffd2Va6HDoQtNgGy66672gBZuHCh2wTEyvLlv5ouXW42TZqcambNKoJ6V4it2ARIw4YN7VK2v6damAaIgeuvn27atr3VDBz4nNsE5FUsAkShofBgKVvE3eefLzN77DHadOp0h/nqq0rKnwN5FIsACZay1WUsIM7OPvtJe/Zx++1vuE1A3sUiQNRxrgBRRzoQV9OmLbDhcdBB95lff6XeFQovFgGiobsKkNNOO81tAmLh999Xm8MOe8AGyLPPMuMc0RCLANHkQQUIS9kiru677z0bHieeOMltAgomFgFywQUXMKEKsfX99ytNly53md12u83MmfON2wwUTCwCRAUUFSAqqAjEzX/+87I9+xgy5CW3CSioWASISrgrQFTSHYiTjz/+1p557LXXnea771a6zUBBxSJAtIiUAkSLSgFxctJJk+3Zx9ix77pNQMHFIkDWX399ewPiZOrUeTY8Dj30ATsKC4iaog+QYCnb7bff3m0CipbmeWi+hwJE8z+AKCr6AJkxY4YNkM0224xLWIiNceMSw3bPPPMJtwmIjKIPkC+//NLUrFnThsg222xjpk+f7m4CFJ2JEz80//znA7b2FRBVRR8g8u2335qDDz7YhkiNGjXshEItuAMACE8sAiQwatQoU7t2bRskGtq7ePFidxMAQI7EKkDk3XffNTvuuKMNkfr165vJkye7mwAFpb4N3YYPr3z1zKAdiLrYBYisWLHCnHLKKTZEdDvrrLPML7/84m4GFEQQEO3ajTbz53/vNhMgKBqxDJDAww8/bDbeeGMbIq1atTKzZ892NwHyLggI3c4443G3mQBB0Yh1gIgWm+rUqZMNkTp16pjRo0e7mwB5FQSEhujqvy+88Fml7UDUxT5AZNWqVebyyy+3y94qSHr06MGcERRMEBCfffa92X330WssEEWAoFiURIAEXnrpJbPVVlvZENl6663NtGnT3E2A0JUPiGHDptl/jx79xxK1BAiKRUkFiHz33Xfm0EMPtSGy7rp1zXXXjTWrV//P3QxFZvny5bYaQb169eyE0urcdtxxH9O582X2zKC6t0MOud88/fTcCs+1fED88MMvZu+97zbt248xS5YsX6MdiLKSC5DAzTffbDbfvKNp2vQcW/H0q69+cjdBEbn44ouTo+6qe9tgg2amSZMzkwfy6tx23fVWc/fdb1d4rkFbYPz4D+z/9+8/pdJ2IKpKNkBkzpxF5l//etB+WPUt8MUX57ublIQ5c+aYt956y/1x0fj888/tBNJatWqZTz+N/nrhbkDoDPjwwxPvwxkzFq3RDkRVSQeIqPPyqqsSK77pNnToKxU6NONq/vz55rrrrjMdO3ZMfvOeNWuWu1lROPzww+3zv/DCC92mSKosIILg6NFjfKXtQBSVfIAENJRS607rg9uz54Nl32S/czcpenPnzjX/+c9/zG677Vbhkk3dunXtf7Uw108/FdelPA2MWGuttUzDhg1tP0gxqCogzjvv6WRbZe1A1BAg5agf5MQTJ9kPb4cOY8yECcU/8VDL/A4aNMi0bNmyQmios7hv377mlVdeMf/73/9Mt27d7M+PPfZY9yEiSwUzW7dubZ/3XXfd5TZHVlUBsWDBD2aPPUZX2Q5EDQHi0PVoDanU+Hx9iPv1e8b8+OOv7maR9sYbb5hLLrkkudRvcGvatKm56KKLzMyZM9272LL4GsWk7caNG+c2R5Imher56oxKIVgsUgWE6mOlageihACpwttvLzEHHjjWfpAPOGCseeutJe4mkfLqq6+WhV0/s+2221YIjZ122slOonzvvffcu6zhqaeeMmuvvba9pDVv3jy3OVJ++OEHs+mmm9rLV9p3APlHgKSgMw+dgShEdEZy221vRGbOiJ7HG298Ya6+eppp1+50s+66ibMH3dq2bWsGDx5sPv74Y/duaZ1//vn2MfbYYw/z+++/u82Roctvep69evVymwDkCQGSgYcf/tD2iShI1Efy5ZeF6axdtWq1Ha0zZMhLpmvX/yYvdTRterbp1u0oM2zYMPPZZ5+5d8vKr7/+anbddVd7cB4wYIDbHAkadqxVKFXbbOHChW4zgDwhQDKkUVkanaUDtkZrPf/8Z+4modCQ4lde+dwMGvRCcpSYbrvtdpudAPnAA++br7760b1btXzyySdmgw02sJezpk6d6jYX3IEHHmgD7oorrnCbYkNnl5dcMtUsW7bSbQIigwDJgg7mmicSHMAXLvwh2RYc2HOxSNAvv/xeduCeZwYOfM506nRH8r5aP+K00x43jzzyofn22xXu3XLqv//9rz1Ib7755ubrr792mwtG/TR6XhpFtnJlfA+uGsihv/ngwS+6TUBkECAepk1bYK6/fnqlFVR9Fwn6+effyg6On5gLLpiSvFym25573m7OOedJM3nyHFs3KZ969+5tD9b6xh8F6pNp3ry5fU7jx493m2NFZx4649QXlTlzvnGbgUggQHIkOODrlukiQeqkVzCce+5TNiiCbRQgqov0xBOf2GAplB9//NE0btzYHrCHDx/uNufdDTfcYJ9L586d3aZYGjfuPft+UL8bEEUESI4EB/9MFwn6+ONvK5xp6FKVrnnr0tXKldEZ/fT666/bDut1113XvP12xaKA+aTLaFpdUmu6FHPdrmxo0ERQ2mTKlOjX+ELpIUByJAiCTBcJUv9Jnz6PmMsvf9689NLnka6/NXToUPvNv1mzZmVnRD+7zXlx6qmn2udw0kknuU2x9uqrC+37RnOS1DcGRAkBkiPlAyJuiwRplnfXrl3tAfz44493m0P3zjvv2DOPjTbayCxdutRtjj31gbnvJyAKCJAcKR8QcVwkaMmSJXbmt0LkgQcecJtD1aVLF/t7r732WrepJHz++TJbI6tjxzGsW4NIIUByxA2IOC4S9MQTT9jSIToTqO6ExUxNmDDBhofqev32W+EGFBTaDTdMt++fiy+O3rwclC4CJEfcgIjrIkHnnXeePaC3b98+9FInv/zyS7K21+OPrzmyrZT89NOvtvqAVjh8550v3WagIAiQHKksIOK4SJBKnbRp08Ye1LWMbJi0dol+z9///ne3qSRNnPihfQ8dddTDpoiKDyPGCJAcqSog4rhIkGpRrb/++rZj+/nnn3ebc2Lx4sX2d6yzzjrmww8/dJtLks5qe/WaYN9HkybNcZuBvCNAcqSqgIjrIkF33nmnPTvYYostzDff5H6m9NFHH20f/5xzznGbStqbby6xl7G6dbunoJNMASFAciRVQMR1kaAjjzzSHuS7d+/uNlXLjBkzbCHHTTbZxHz//ZplYUrdgAHP2vfSiBEz3CYgrwgQeNOiTtttt50NkZEjR7rNXjTnRGuR6DFvueUWtxlGQ6qX2yoGKn+zaNEfBT2BfCNAUC2vvfaa7adQqRNN+Kuue+65x4ZHq1atzKpV0Z2dX2i33jrLnoX07fu02wTkDQGCarvyyivtQb9FixbVKnXy008/2T4VPVZYnfNxoXpp++8/1uyww/nm5ZerH9yADwIE1bZ69Wqz77772gP/iSee6DZnTMOC9Rj//Oc/3SZUYuLEaWbjjduaXXbZg7M1FAQBEpIVK8KdZBc1X3zxhe30VgA8+OCDbnNamtmuy2C65WuWexx06NDBvuY33nij2wSEjgAJweLFP9oOzttvL63id4899pgtdaKy6/Pnz3ebU9JZRz4mJ8bNrFmz7Ii1v/zlL+bbb791m4FQESAhmDVrse3g1PoepUbzNhQE+mac6WUV9XcEc0rUD4LsHHfccfb1O/PMM90mIFQESAhKOUBUv6p169b2gDZw4EC3eQ0KGY240vZahx3ZU6XkDTfc0NSoUcN88MEHbjMQGgIkBKUcIPLRRx+ZOnXq2FInL7zwgttcgeZ6KDw090NzQOAnWPRL67YA+UKAhKDUA0TGjBljD2hbbrllldfmNctcHe+6hq/Z5/CnIpdNmjSxr/mjjz7qNgOhIEBCQIAk9OzZ0x7QDj74YLfJCvpLVPcK1afg0OupIFGgAGEjQEJAgCQsW7YsuZ7HqFGjKrSpwq5msKvirirvIjeCpYevvvpqtwnIOQIkBATIH6ZPn26Donbt2ua9995L/lxrfOhApzU/kDvvv/++7UxXp/qXX7LwFMJFgISAAKloyJAhNix23HFHs2LFCru6oP5fZycatYXcOuOMM+zrq+G9QJgIkBAQIBWp1Mnee+9tD2oqdaL1zfVvrXeO3NOgBU0s1OAETTQEwkKAhIAAWZP6OerXr2+DQ7cuXbq4myCHVNpEr/Muu+ziNgE5Q4CEgACp3OjRo5MB8vLLL7vNyKHff//d1K1b177W48aNc5uBnCBAQkCArOm3334z7dq1SwbIWWed5W6CHNIETr3O6kxnVUeEhQAJAQGypgsvvDB5SWWDDTawI7MouxEO9TnpddbrTXkYhIkACQEBUtGUKVNsh66+Dc+dO9dcddVV9uC23377uZsiB2699Vb7+uqMj/IwCBMBEgIC5A9Lly41DRs2tAc0LVcrmiXduHFj+7NJkyY590B1aPKmysOorL6WGwbCRICEQAHSps1N5uKLp7hNJUXffg844AAbFEcddVSFtokTJ9qfN23alLIbOXTuuedW+noDYSBAQjBt2rtl37r3N6effo3bVFKuv/76ZEj8+OOPbnNyGdxrrint1ylXVAWZ8jDIJwIkBMECSb169XKbSsabb75patWqZWrWrGlmzpzpNluU3cit/fff377vNPMfyAcCJASlHiBaVTCYbZ7u7OL000+32x1//PFuE7LwxBNP2NdR5WFWrlzpNgOhIEBCUOoBEiyx2q1bt7SjgFR2o169enaU1htvlNYa8rmiOTbNmjWzr/lDDz3kNgOhIUBCUMoBolnP2vfNNtss48tSI0eOtPfp2LGj24QMXHfddfb122uvvdwmIFQESAhKNUDmzZtny2fobOKpp55ym6ukshuq1KvXjLIb2dEw6Y022sguH/zOO++4zUCoCJAQlGKAKAS0rrn2u2/fvm5zWppsqPs2atTI/Pzzz24zqnDyySfb1+2UU05xm4DQESAhKMUAueiii+w+77rrrt7zOrp3724f4/LLL3ebUIm3337bnnlsvPHG5uuvv3abgdARICEotQCZOnWqvWylGlcff/yx25yxTz75xA79XW+99cyCBQvcZjg6d+5s32eabwMUAgESglIKEH3z3Xzzze3+3n333W5z1vr3728fq2fPnm4TynnwwQft69S8eXM7CgsoBAIkBKUUIAcddFBO91Uz1hs0aGBrOb3yyituM8ponsc222xjX/cnn3zSbQbyhgAJQakEyIgRI+x+qjBiZaVKfN1xxx32cdu2bWtLk6OiwYMH29dHdcaAQiJAQlAKAaIO3HXXXdeWKnn99dfd5mpRaCg89BqOGTPGbS5pixYtsrWu9LrPmTPHbQbyigAJQdwDRMNsde1d+zh06FC3OSd0+UqXsTQhMZdnN8Wud+/e9nU/77zz3CYg7wiQEMQ9QE444QS7f127dk1bqqQ6jjjiCPt7+vXr5zaVpOnTp9tQ3XTTTe26H0ChESAhiHOAjB8/3u6bDmJLlixxm3NKQ3k1pFeXazTEt5QpqHfffXf72t92221uM1AQBEgInnvuueQ39Dh1As+fP9+WzdC3YFV/zYdBgwbZ11KTDEvZXXfdZV8HrXUep/cUihsBEoLgW7puuoZ/0kkn2VIdKvdRrPTc27dvb/dJq97ly4oVK2x5E/3eZ555xm0uCcuXL7dzbRTcL774otsMFAwBEgJdbjj11FPtAVelJoIwUdnyPn36mMcee8z88ssv7t0i7ZJLLrH70KZNG+9SJb7uv/9++7tVcLGYQ9jXgAED7P736NHDbQIKigAJ2VdffWVGjx5tL2dpudEgTFT2Q30kWr9B37KjTH06CkINHy3U0NFOnTrZ101zT0qJKhxruHTt2rXtJUQgSgiQPPruu+/stWzN3tZBIQgTdRQfdthhZuzYsfZyRZR88803ZosttrDP884773Sb80aLTanels7i9JxKxSGHHGJf+4EDB7pNQMERIAWioFBgKDgUIEGYKFgUMAoaBU6hBRVyNaS20ILhw1oGtxSoSKX2d8stt7TLBANRQ4BEgC5h6VKWLmnp0lYQJrrkpUtfugSmS2H5duONN9rnsd1225kffvjBbc47vQYbbrihqVGjhnnvvffc5lhZtWqV2Xnnne3rry8aQBQRIBGjznV1squzXZdrgjBRH4SWLNVBXeUswvbuu+/asyGF2GuvveY2F8w111xjX4999tnHbYqVm266ye6nBmKEOVkTqA4CJMI04kjDfzUMWMOBgzDRrUOHDmbYsGHms88+c+9WbTojatGihf09V155pdtcUBoB1rRpU/vcHnnkEbc5FnTpsn79+rbPJ9d1xoBcIkCKhCaPvfDCC+bMM8+018TLh4lWARwyZEjOZmsrsIJv+VGctDZ58mT7/FQFuNiGQ2firLPOsvuns1AgygiQIjVt2jRz/vnnm2233bZCmOi6uZaE9e0jUF+MHmeTTTYxX3zxhdscGd26dbPP86qrrnKbitrs2bPtZUP1hUX59QeEAIkBDXHVRL/tt9++QpjoUs/FF19sZs2a5d6lUp9//rldX1szntUPE2VxPdDGNRgRTwRIzLz//vv2DKRly5YVwkQr2PXt27fKVf406kf9Ktr27LPPdpsjKW6XeuJ+aQ7xQ4DEmPpE/vOf/5jddtutQphoYuAZZ5xhZ5gHfRyXXnqpbVOxvmI5eKmzuW7duvaMacKECW5zUdHggOAMMq6DAxA/BEiJUBmMa6+91nTs2NEecIMwUVn2Aw880I74qVOnjvnoo4/cu0aWDrp6/tqPnXbaqaiHu5bK8GTECwFSghYvXmxGjRplunTpUqHY4+233+5uGmnBQVc1uvTfYp1wV0oTJBEvBEiJW7p0qbnooovMcccd5zZFWvmDroJPAVKsJT9KrUQL4oMAQVE6/vjjKxx0g6KDGiygGfu67bnnnqZBgwa2Dyj4WdRumsOjS4paqKuUikQiHggQFJ3KKvNqWG/5vp1iu5122mnOXgLRR4Cg6ARrg4wcObLCzxcuXGjXz1B5l3vuucduo5X8PvzwQ/uzqN70/IBiRICgqGSyOqF+rnZtp+0BhIMAQdHIdH10nZloG52pAAgPAYKioRn2CgYtclUV9Ymob0R9JOorARAeAgRFYcGCBXblxlq1aqWsOqxRWQoZjdICEC4CBEVBS+oqGPr37+82JWkSnuaFaH5IIVZwBEoNAYLIUwFIDdHVolo//vij25ykMiAKGc1QBxA+AgSRpmKPbdu2tcEwZswYtzlp4sSJdhuVsFeNLADhI0AQaQoNBYNCpKrVEVU9WCXQtd2kSZPcZgAhIUAQWbpcpVIkunxV1TomosWXFB777bef2wQgRAQIIksd5goGdaBXZcmSJXZVQq1O+MEHH7jNAEJEgCCSvvrkE9OsVi07dFdDeKui1QgVMlqdEEB+ESCIpHndu5vhKkVy+eVuU9LMmTPthMH69evb1QkB5BcBguhRmZKy8DCNGpnVK1a4rZZWH2zfvr09+7jpppvcZgB5QIAgWlQgcccdEwGSohCiVh9UeOy8885m1apVbjOAPCBAEC0q0a7wSFEI8deffzbtttzSBsjUqVPdZgB5QoAgOr791ph69YxZe22tGuW2Ji0eONAMKwuPIYcc4jYByCMCBNGh5Wl19pGqEOL8+cbUrm1+q1XLrPj0U7cVQB4RIIiG994zpkYNYzbc0JhUhRAPPzwRMgMGuC0A8owAQTTsu28iGFIVQnzxRWPWWsuYhg2NWb7cbQWQZwQICm/ixER4NG1qTFWFEFUHq3XrxHZ33eW2AigAAgSFpcBo3DgRDKkKId52W2Kb3XfXJBC3FUABECAorKuuSgRDqkKIy5YZs+mmictXr77qtgIoEAIEhbNkiTEbbGDMOusYk6oQYt++iZDp3dttAVBABAgK59hjE8GQqhDinDnG1KxpTJ06xixa5LYCKCACBIWhMw5NGKxf35hUhRAPOCARMldc4bYAKDACBIXx/vuJ4bj33ee2/OHJJxPhsc02xqxc6bYCKDACBNH022/GNG+eCJAHH3RbAUQAAYJouuGGRHh07uy2AIgIAgTRo2G7G29szJ//bMxbb7mtACKCAEH0aLRV7dqJ4bsAIosAQTRpYSkAkUaAIHy6JHXZZca0bJmYz6HbzjsbM3CgMd9/724NoEgQIAjX7Nl2bXPbIV7ZTW3aBkDRIUAQnp9/TlTYVVC0apWY16Ey7D/9ZMzTTxuzyy6JNm2jbQEUFQIE4QmG4mo+R2Xrd+hnzZolthk+3G0FEHEECMLz178mwuH++92WP4wbl9iG+R5A0SFAEJ569RLhkGqJWlXk1TZ/+YvbAiDiCBCER2ucKxxSDclVyRJto20BFBUCBOHJ5Azkyy85AwGKFAGC8NAHAsQaAYLwBKOwWrRIDN116WdqYxQWUJQIEIRHAdGkSSIg2rRJzP3QzzTnY8qUxM+YBwIULQIE4dIs8622SgRFZTe1MRMdKEoECMKneleXXpqof7XeeonbTjtRCwsocgQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwAsBAgDwQoAAALwQIAAALwQIAMALAQIA8EKAAAC8ECAAAC8ECADACwECAPBCgAAAvBAgAAAvBAgAwMv/Ad7EO3T97CkRAAAAAElFTkSuQmCC)
PN: 4H56-1-694
CAS: 1330764-01-6
Molecule Weight: 344.455
Formula: C20H28N2O3
TSCA: Not listed on TSCA inventory