| Product Number | 4248-1-0H |
| CAS | 1503-98-6 |
| MDL Number | MFCD00029076 |
| Molecular Formula | C5H9NO |
| Molecular Weight | 99.133 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![Bicyclo[1.1.1]pentane-1-carboxamide](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAADNbAAAzWwFqxY4JAAABzXpUWHRtb2xTb3VyY2UAAHichZNtb5swEID/ysmfF78BAaKQqmo1aVK7SWsn7dvkgJMiYbsy5O3f75yUNoiOCaM7n+85cy8sb46mgb32be1sQQTlBLQtXVXbbUF+PX+dZeRmtSzRCR1tW5CXrntdMHY4HGj5oo06OktLZ8jlfHFs64HPIaLOb5nkXLDfjw9PZ2ZW27ZTttRItfWiPRsfXKm681f84wpmlN/Xll3cmfH7S7Q/kofF6bGtyEcud3h2iyhs6kbDxnmjOthLTnHxL7DVVnvV6QrWJzRHNMbcV8vHe1fujLYdqiFCXarmqfO7Eg3GNbrcYTBUvt0XxAgEVOfMrffqBEELZiVASVARqBhUAmoOKgWVYWEbHSI/n151Qb7DHfzA9+3BSsiCzDhNeJQDp5nMM5BUzKOk3+GhTHLRbwXNRZaiEFxi104BlzTO4jnMBE1FkP2eU5Gi5IjEMYblPIr63UVgJuw9ldVy7Wx1pUJdFWQtyDnHn3rTyrc0CThfaY+TEwIE12tADoFQlHdAfgZEIyCeviEeAqHg00AyBEJ7poH5EAjNnAbS0Sf9B8hGN2TTQD664VOAXTWR9bOL6miu2dXQM/zVV38BUk085f9r9WcAACvPSURBVHhe7d0LuFzT2cDx0NAi0US1CK1LaEj1k0+KoFJ3jZYqpeKaonxRBG3UXQRp0VZp0NCIFAkl4lKUJEUjiEaUVBAqEiRxiYiI3Mj7zTunh33ePXPOzJo9a++95v97nvU8febsWfscafY/c9a+tBMAABy0sy8AAFAJAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAgJe+++67ccccdsnLlSvslIBcICJCC/fffX9q1a1ccq6yyigwePNhuAmQeAQE8+81vfvNpPKJj4sSJdlMg0wgI4NENN9wgq666aiweOtZcc00iglwhIIAnrcWjeXTo0IGIIDcICOBBJfEgIsgbAgLUWTXxICLIEwIC1JFLPIgI8oKAAHXSWjw0Dnr6rn3dDiKCLCMgQB20Fo+OHTvKY489Jt26dYt9rdQgIsgqAgIkrJJ4qBNOOCH29XKDiCCLCAiQoErjoUaPHh3bRke59xMRZA0BARJSTTzUnDlzSq6DHHXUUWXnISLIEgICJKDaeDQrtQ7y4x//WEaMGFF2PiKCrCAgQI1c46FKrYOsv/76xa8REWQdAQFqUEs8VLl1kOnTpxe/TkSQZQQEcFRrPFS5dZBrr732022ICLKKgAAOkohHs3LrIFFEBFlEQIAqJRkP1do6SBQRQdYQEKAKScdDtbUOEkVEkCUEBKhQPeKhKlkHiSIiyAoCAlSgXvFoVsk6SBQRQRYQEKAN9Y6HqnQdJIqIIG0EBGiFj3ioatZBoogI0kRAgDJ8xUNVuw4SRUSQFgIClOAzHs2qXQeJIiJIAwEBjDTioVzWQaKICHwjIEBEWvFQrusgUUQEPhEQ4L/SjIeqZR0kiojAFwICSPrxaFbLOkgUEYEPBAQNLyvxULWug0QREdQbAUFDy1I8VBLrIFFEBPVEQNCwshYPldQ6SBQRQb0QEDSkLMajWVLrIFFEBPVAQNBwshwPleQ6SBQRQdIICBpK1uOhkl4HiSIiSBIBQcPIQzxUPdZBoogIkkJA0BDyEo9m9VgHiSIiSAIBQfDyFg9Vr3WQKCKCWhEQBC2P8VD1XAeJIiKoBQFBsPIaD1XvdZAoIgJXBARBynM8mtV7HSSKiMAFAUFwQoiH8rEOEkVEUC0CgqCEEg/lax0kioigGgQEwQgpHsrnOkgUEUGlCAiCEFo8mvlcB4kiIqgEAUHuhRoP5XsdJIqIoC0EBLkWcjxUGusgUUQErSEgyK3Q46HSWgeJIiIoh4AglxohHs3SWgeJIiIohYAgdxopHirNdZAoIgKLgCBXGi0eKu11kCgigigCgtxoxHioLKyDRBERNCMgyIVGjUezLKyDRBERKAKCzGv0eKisrINEEREQEGQa8WiSpXWQKCLS2AgIMot4fCZr6yBRRKRxERBkEvGIy9o6SBQRaUwEBJlDPErL4jpIFBFpPAQEmUI8ysvqOkgUEWksBASZQTxal+V1kCgi0jgICDKBeFQmy+sgUUSkMRAQpI54VC7r6yBRRCR8BASpIh7VycM6SBQRCRsBQWqIR/Xysg4SRUTCRUCQCuLhLi/rIFFEJEwEBN4Rj9rkaR0kioiEh4DAK+JRu7ytg0QRkbAQEHhDPJKRx3WQKCISDgICL4hHsvK4DhJFRMJAQFB3xCN5eV0HiSIi+UdAUFfEoz7yvA4SRUTyjYCgbohH/eR9HSSKiOQXAUFdEI/6y/s6SBQRyScCgsQRDz9CWAeJIiL5Q0CQKOLhTyjrIFFEJF8ICBJDPPwKaR0kiojkBwFBIohHOkJaB4kiIvlAQFAz4pGe0NZBoohI9hEQ1IR4pCvEdZAoIpJtBATOiEf6Ql0HiSIi2UVA4IR4ZEeo6yBRRCSbCAiqRjyyJeR1kCgikj0EBFUhHtkT+jpIFBHJFgKCihGPbGqEdZAoIpIdBAQVIR7Z1gjrIFFEJBsICNpEPLKvUdZBoohI+ggIWkU88qGR1kGiiEi6CAjKIh750WjrIFFEJD0EBCURj/xptHWQKCKSDgKCGOKRT424DhJFRPwjIGhh6NChZf8SEo9sa9R1kKjWIrLGGmvIuHHj7FtQAwKCT/385z+P/aUjHvlRbh3k8ssvt5sGrbWI6H8fDS2SQUBQtGjRopIHH+KRL126dIn9+W2++eZ2s+C1FhH9/zOSQUBQNGnSpNhftOZx9tln282RUVtssUXsz69Tp052s4awzz77xP5b6NB/KCEZBARFK1askPbt28f+sunQf8npv+iQfeuuu27sz69Hjx52s+Cdfvrpsf8OzaORTiyoNwKCT40cObLsx34ikn0zZsyI/bnpaLQ/t9bioQvpU6ZMsW+BIwKCFvRURz3l0f7FIyLZd/3118f+zHTMnj3bbhqs1uKx8cYby8yZM+1bUAMCghgikk+HH3547M+ra9eudrNgtRaPTTbZhHjUAQFBSUQkfzbccMPYn9Wxxx5rNwsS8UgHAUFZRCQ/yq1/3HTTTXbT4BCP9BAQtIqI5EOjrn8Qj3QRELSJiGRfI65/EI/0ERBUhIhkW6OtfxCPbCAgqBgRyaZGW/8gHtlBQFAVIpI9jbT+QTyyhYCgakQkWxpl/YN4ZA8BgRMikh2NsP5BPLKJgMAZEUlfI6x/EI/sIiCoCRFJV+jrH8Qj2wgIakZE0hPy+gfxyD4CgkQQkXSEuv5BPPKBgCAxRMSvUNc/iEd+EBAkioj4E+L6B/HIFwKCxBERP0Jb/yAe+UNAUBdEpP5CWv8gHvlEQFA3RKR+Qlr/IB75RUBQV0SkPkJZ/yAe+UZAUHdEJHkhrH8Qj/wjIPCCiCQr7+sfxCMMBATeEJFk5H39g3iEg4DAKyJSuzyvfxCPsBAQeEdEapPX9Q/iER4CglQQEXd5XP8gHmEiIEgNEaleHtc/iEe4CAhSRUSqk7f1D+IRNgKC1BGRyuVp/YN4hI+AIBOISGXysv5BPBoDAUFmEJHW5WX9g3g0DgKCTCEi5eVh/YN4NBYCgswhIqVlff2DeDQeAoJMIiJxWV7/IB6NiYAgs4jIZ7K8/kE8GhcBQaYRkSZZXf8gHo2NgCDziEg21z+IBwgIcqHRI5K19Q/iAUVAkBuNGpGsrX8QDzQjIMiVRoxIltY/iAeiCAhyp9EikpX1D+IBi4AglxopIllY/yAeKIWAILcaISJZWP8gHiiHgCDXQo9I2usfxAOtISDIvZAjkub6B/FAWwgIghBqRNJa/yAeqAQBQTBCi0ha6x/EA5UiIAhKSBFJY/2DeKAaBATBCSUivtc/iAeqRUAQpBAi4nP9g3jABQFBsPIcEZ/rH8QDrggIgpbXiPha/yAeqAUBQfDyGBEf6x/EA7UiIGgIeYtIvdc/iAeSQEDQMPISkXqvfxAPJIWAoKHkISL1XP8gHkgSAUHDyXpE6rX+QTyQNAKChpTliNRj/YN4oB4ICBpWFiNSj/UP4oF6ISBoaFmLSNLrH8QD9URA0PCyFJEk1z+IB+qNgACSnYgktf5BPOADAQH+K+2IJLX+QTzgCwEBItKMSBLrH8QDPhEQwEgrIrWufxAP+EZAgBLSiEgt6x/EA2kgIEAZPiNSy/oH8UBaCAjQCl8RcV3/IB5IEwEB2uAjIi7rH8QDaSMgQAXqHZFq1z+IB7KAgAAVqldEql3/IB7ICgICVKEeEalm/YN4IEsICFClpCNS6foH8UDWEBDAQZIRqWT9g3ggiwgI4CiJiFSy/kE8kFUEBKhBrRFpa/2DeCDLCAhQo1oi0tr6B/FA1hEQIAGuESm3/kE8kAcEBEhItREpt/7Rp0+f2GvEA1lEQIAEVRORcusf5QbxQNYQECBhlUak1PpHuUE8kEUEBKiDSiJSav2j1CAeyCoCAtRJWxGxr5UaxANZRkCAOmotIm0N4oGsIyBAnblEhHggDwgI4EE1ESEeyAsCAnhSSUSIB/KEgAAeaURWX331WDh0dOnShXggVwgI4Nmvf/3rWDx0TJ061W4KZBoBATwbP358LB463nnnHbspkGkEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPCMgCAUBATwjIAgFAQE8IyAIBQEBPDs3nvvjcVDx3bbbSdPPfWU3RzILAICePaHP/whFo/mscoqq0i/fv1kzpw59m1A5hAQwLOxY8fGwmFHx44dZciQIbJs2TL7diAzCAjgWbk1kFKja9euxeAAWURAAM+qCUjz2H333WXatGl2KiBVBATwzCUgOtq3by8nnniivPvuu3ZKIBUEBPCsXECuvPJKWW+99WKv27HOOuvIVVddJStWrLBTA14REMCzcgHR60AWLlwoAwcOlNVXXz32dTu6d+8uDz30kJ0e8IaAAJ61FpBmM2bMkP322y+2Tamh27388suRPQB+EBDAs0oC0kw/YWy11Vaxbe3QTyz6yUU/wQC+EBDAs2oConStQ9c8OnfuHHuPHbqGMnz4cPnkk0/sNEDiCAjgWbUBaaZnX/Xv3794NpZ9rx09e/aUiRMn2imARBEQwDPXgDTT60H0uhD7/lKjb9++MmvWLDsFkAgCAni0aNGi4kHdHuirCUizO++8UzbbbLPYPHasueaaMmjQIPnoo4/sFEBNCAjgwcqVK+XGG2+UDTbYIHaAbx4uN1DUe2XpPbP03ll2Pju+9rWvyahRo+wUgDMCAtTZ448/Lttvv33sgB4dehfeWha+NT5HH310cR47tx3f/va3ZcqUKXYKoGoEBKiTN954Q4444oiKDup6LUcS9HkiO+64Y2x+O1ZddVU55phjZN68eXYKoGIEBEjYkiVL5KKLLpK11lorduC2o1OnTjJ48GA7Rc1uuukm2WijjWL7s2PttdeWyy67jNvGwwkBARJ0yy23yMYbbxw7UNuhcdHIaGzq5cMPP5TzzjtPvvCFL8T2b8fmm28u99xzj50CaBUBARLwxBNPyLrrrhs7MNuhv87SX2vpr7d8mTlzphx88MGx76XU2GuvvWT69Ol2CqAkAgLUQE+9Pf744yta59CFdF1QT8sjjzwiPXr0iH1fduiFiieffLK89957dgqgBQICOFi+fLn87ne/K65h2AOwHauttpqceeaZxVN506Znel133XXy5S9/OfZ92vGlL31Jrr76avn444/tNEARAQGqdP/990u3bt1iB9y2xkEHHSSvvvqqnS4V77//vpx++unFuNnv046tt95aJkyYYKcACAhQqRdffFH69OkTO8BWMz7/+c/LOeecU7wiPQteeukl2XfffWPfZ6lxwAEHyCuvvGKnQAMjIEAbFixYIKeddlpF/1rXK80rOX23S5cuMnLkyEz8Wks98MADFX2q0gDqr+M++OADOwUaEAEBytDf/Q8bNqyis6t0veCaa64pvuftt9+W4447Tj73uc/FtrNjhx12kCeffNLuOhXVrOtoKEeMGJGZACIdBAQoQc9Y2mabbWIHTjv0U8kpp5xS8oylqVOnSu/evWPvsUPP4DryyCPlzTfftFOkovnMskoCuN1228k/UzyzDOkiIECEXjPxox/9KHagLDX23nvviq6ZuO222yq6uLBDhw5y8cUXy9KlS+0UqfjXv/4lu+66a+z7jI7PF8Y3C+PKI46Q919/3U6BwBEQQJqu2j733HMrump7iy22qPqqbb3i/MILL6xofWTTTTeVO+64w06Rmttvv734PdnvU8dXC2OPwuhfGFcXfraXBw+WlXW8uh7ZQkDQ8PS+URtuuGHs4GjHF7/4xZrvG/V64V/phx9+eGzuUkP/9f/ss8/aKVKhn4r01iv6Kan5++tYGD0Lo29hXFAYowpjSmF8uMkm+rHLToEAERA0rMmTJ0uvXr1iB2479M61xx57rLz11lt2CmeTJk0qrh/Yfdmh6xAnnHBC1Q+bqhe9BYuu1+i6TdfC99enMAYUxjWFMb4wZheGNI/evUWeecZOgYAQEDScap6dscsuu8jTTz9tp0iEnsGkZzKtv/76sf3aoWdGXXHFFcUzpbLgn088IcftsIMcXfjeLimMOwrjucJY2i4SEB2FAMpPfyry9tt2CgSAgKBh6K9hLrnkkoqf3jd69Gg7RV3oNRV6bYVeY2G/Dzu23HLL4jUbWaABnDJypNzSpYv8o/C9zWtn4hEdX/yiyG9/q+cK22mQYwQEDWHMmDGZf364XuWtV3vb76nU0KvH9SryLFixaJG8c/bZsrIQwMI31/r4+tdF7rvPToGcIiAI2nPPPSe77bZb7ABcavTt21dmz55tp/Bu/PjxxftP2e/PDr0GRe9npfe1ygS9z9eBB8ajUWp897siL7xgZ0DOEBAEaf78BXLKKb+U9u3bvv1Iz5495bHHHrNTpGrFihUydOjQ4hXu9vu1Q++se/3119f0TPVE/f3vIt/8ZjwadhQCKKeeqveKsTMgJwgIgvLxx5/I8OF/la5d95EOHboWAlJ+vWO99dYrbDs8OwfeEubPny8nnXRS8Rkd9vu3Q5/18eijj9op0qG3gL/2WpF1142Hww7d5o9/bHoPcoWAIBiTJr0qffpcJhtvfEQhDntLp049ZI01usgqq7Q8+K6++upyxhlnyMKFC+0UmfX888/LnnvuGYtGqXHIIYfIa6+9ZqdIh97iZcCApk8bNhx2/M//iDz8sJ0BGUZAkHuzZr0vp576gGy77dXSvfsFhU8f/WWjjQ4q/MN2F+nYsVshGJ0/Pbjuv//+8vLLL9spcuPuu+8uPr/cRsMOvaJen4euV9hngq537LNPPBqlxkEHNa2nIPMICHLrww+Xye9//4T06nW99Ow5rDi22eY30q3bGbLJJv1kgw32lc6dvyVrrvlV2XrrHjJu3Dg7RS7plfCXXnqprL322rFw2LHRRhvJzTffbKdIz733Np2JZaNhRyGAcs45Ihl5bgpKIyDInU8+WSl33fWC7LXXnz8Nx2fjj4VYXFT4V/rJ8tWvHlI4Vu0nw4bdUlyUDs28efPkmGOOKV4pb8Nhx0477SRPPfWUnSIdei3I5Zc3XRtiw2HHhhuK/PnPdgZkBAFBrkydOlcOP3xMiXB8Nnr0uEK+8Y1z5Pzzb5YFC8J/8NGUKVNk5513jkXDDg1Nv379ZO7cuXaKdOitYY47TgrfWDwcdvTqJZKR56bgMwQEuTB37iI566zxsViUGv37/1VeeSUb947yadSoUYVPXV+NhcMOvRL/V7/6VU03hUzU1Kkiu+wSj4Ydq6wictRRIhl5bgoICDJuyZIVMmzYFNlpp+GxUNjxgx+MlocfnmmnaCiLFy+WCy64QNZYY41YOOzo2rWrjB071k6RnltvFdl443g47OjQQeTii/XeNHYGeEZAkFkPPPCy7LvvLbFQ2LHLLjfIiBHPyPLl2b2ew7dZs2bJoYceGotGqbHHHnvItGnT7BTp0FvIXHihyJprxsNhx6abimTouSmNiIAgc55//m055pi7Y6GwY7vtrpNBgx6Wd99dbKfAf02cOFG23XbbWDTs0AsVTzzxxMJ/y3ftFOnQpxsefng8GqXGbruJZOS5KY2GgCAz5s//qPCPz0eKYbCxsOMnP7mrGBq0Ta+0/9Of/iRf+cpXYuGwY5111pGrr7pKPs7KWWuTJol861vxaNiht43/v/8TyUoAGwQBQer0V0833viM9O49IhYKO/r0uVnuvz+/FwKmSa+8HzhwYPFKfBuO6NioMH7SvbtMf+ghO0U6Vq4UueEGkfXXj4fDjs6dRX7/e72ZmJ0FdUBAkKpHHpkpBxwwOhYKO3QR/Y9//GdxUR21mTFjhuy3336xcOhYqzC2LYxDC+P8wniksN3SrFy5/8EHIr/8pRQKGA+HHVtuKfK3v9kZkDACglT85z/vFU+3taEoNc48c5zMmcMVyUl78MEHZauttmoRkM0K47uFcUphDC2McYUxWw/YZ5yhH2HsFOl45RWRH/wgHo1S43vfE8nIc1NCREDg1cKFS+XSSx+T7bf/7PYj5cZhh42Rp5+eY6dAgvQK/SuvvFI6d+4snQsH3F6FcVRhXFwYfymMZwtjSfPBeL31RIYP10UVO006xo8X+cY34tGwQwP4i1/wNMQ6ICDwQm+zfttt/5bddrsxFgo79txzpIwd+0LxliXwQ8++GtS/v/ywfXv5ReGge11hPFoYc+3BWEfPnnp6l50iHbrWMXSoyDrrxL9POw47zL4bNSIgqLvJk9+Qgw/+SywUduhNEa+44glZtCgjV0g3oDemTZNbd99d7ioccF8ojE/sQTg6+vYVycATHIvmzxc56SSRQgBj32fz0FumZOXXcIEgIKib119fKKef/mAsFKXGgAEPFG/LjmyYf+edsmCzzeIHYTv0gr9Bg5ouAMyC55+XwkfY+PepQ5/Zzt19E0VAkLjFi5fLVVdNbnGb9XLjoINuk8cff91OgSzQe2UNGSLSsWP8YGzH176mN+OyM6TnrrtENt+85fd4+ul2K9SIgCAxerr+3Xe/KHvvfVMsFHboWsioUdOKayPIuDlzRI4+uulmhjYcdnz723p7YDtDOjSAN97YFI7bbsvO4n9ACAgS8eyz8+TII++MhcIOvcp8yJCJ8v77S+wUyLrJk0V23DEeDTt0reGYY/SBJXYGBIaAoCZvvfWhnHvuhFgoSo0TTrhXZsyYb6dA3tx0U9ODnmw47Fh7bZHLLmv6JIAgERA4Wbp0hVx33dOy885t32Z9v/1GyYQJPOM6KPqs9fPOa3r0rA2HHVtsIXLPPXYGBICAoGoPPviKfP/7ld1mffjwqYV/gH5sp0AoZs4UOfjgeDRKjb32Epk+3c6QD8880/Rp6oc/FNl666brTvQCxdVWa7r/ll7QqFfH/+pX2VkD8iDXAbEHLB1JsfMmOXc5dn/NQ6/arvUUVzuny8/z4ovvyHHHtX2b9W99a5icf/7D8vbb3Ga9YTzyiEiPHvFo2KHXaZx8ssh779kZskevXL/uOpHu3eM/R1ujWzeRa64J/td37ewLeWIPXC4HxXLsvEnOXY7dX3ScccY4u3lV7HzV/Dx6m/WLLnq0otus9+s3VqZNe8tOgUagZznpAffLX44fUO340pdErr5ab1FgZ8kGDaL+6s1+39UOvZZmwgQ7ezDa2RfyxB68qjkotsXOm+Tc5dj92VHLgdnOVenPM3r0NPnOdyq7zfp9982wb0cjev/9plNn9dc79oBqh/46KGsH2EsuqeyU5UqHzqVPWQxQO/tCntiDWKUHxUrYeZOcuxy7Pzt++lP3hUg7VyU/jz6jw77Hjh13/FPhH5JPFS8eBFrQu+Duu2/8gFpqHHCA3qLZzuDfz34W/96ah36aOPfcpuDptTH6THb9FdXcuU2fWPSK/NY+tegDrwLTzr6QJ/ZgVslBsVJ23iTnLsfur9T4xz9m2bdVxM5Tyc/T1nM6Bg58SN588wP7NqCl++9vWhOwB1Q79FYjZ53V9NyPNOhZZfZ70qF3IdZTl/VK2UrceqtIly7xeXTozxeQdvaFPLEHtEoOipWy8yY5dzl2f6WG3pTQ5S61dp5Kfp5DDrk99h4dhx56u0yZ8qbdHChPF6R/9zuRTp3iB1U7NthAZMSIyg/YSdDTjEv92qpXL73YyW7dtnfeaboq386nQ2+zEoh29oU8sQe2Sg6KlbLzJjl3OXZ/5YbeLqRado5Kfh59dKyeUdW8/R57jJQxY6Y7BQwo0gPr8cc3PcPcHljt2G47kccftzMkb8GC0o/L1f3r9S6uFi8W2WGH+Lz6iUb3GYB29oU8sQfESg6KlbLzJjl3OXZ/Oo49Nn7arC5Y64V81bBzVPrz6AOdrrnmn8VneXzwwTL7ZcDNv/4lsuuu8YNrqXHEEXprZztDcnTB3+5Tr6J/4w27ZfV0raTUp67TTrNb5lI7+0Ke2ANipQfFSth5k5y7HLs/HXqPKfuajhEjnrFvb5V9v4+fB2jT7beLbLJJ/ABrx1priQweLLIk4Xuo6a+n1lgjvj89xTgp114bn1/36fKrsYxpZ1/IE3tATPKgaOdNcu5y7P6a91nqmRp6am01NyS07/fx8wAV0bOZLrpIpEOH+IHWDo2N3lk3Kb/+dXwf3/xmsnfu1bWcbbaJ7+fSS+2WudPOvpAn9oCY5EHRzpvk3OXY/TXv89VXF5S8iO+3v63898P2vT5+HqAq+iujI48svZhtR+/eIi+8YGeoXqlnqusjcpOmc9r96L5zrp19IU/sATHJg6KdN8m5y7H7i+5z8OBHY1/TBzZVehqtfa+Pnwdw8sQTpRef7dB7UNXySN1Zs+Jz6qnE9bjNii6al7rxpH4POdbOvpAn9oCY5EHRzpvk3OXY/UX3qbdN32mn+J1v9VbqlbDv8/HzAM701z4jR5a/nqJ56M0LXempwnY+veFjvejcdn/6wKsca2dfyBN7QEzyoGjnTXLucuz+7D71MbH263qard7ksC32fXZuIJP0GeZnn930ycAefHXoHXJdnXJKfL56Xuh35pnx/Q0YYLfKFQJShp03ybnLsfuz+9TTaPVRsHabE0+8r8V2pdj32LmBTHv1VZEDD2x58NXrKWo51XbPPeMH9DvusFslR884s/ur5yceD4ILSD1Hvdn9ldrnn//8bGwbHU8+2fp58nb7UnMDmTdpkshJJ4kMHCjy2mv2q9XZcsv4Af3ZZ+1WydG57f622spulSsEpIpRb3Z/pfapD2f63vfiD3M67LAxrd75wW5fam6goegivD2g13NRW4Nn96e3tc8xAlLFqDe7v3L7vOeel2Lb6dBbj5Rjty03N9AwSq2r6K3o60XPxLL70wsKc4yAVDHqze6v3D71XlSlbnSozx5fvrz0BVB223JzAw2j1PUm9XzA1YoV8f2tuqrdKleCC0hS7LxJzl2O3V9r+9Tbutttddxyy3N20yK7XWtzAw2h1CeQhQvtVsnRTzd2f3wCSY89ICZ5ULTzJjl3OXZ/be1THzBlt99995GyaNEyu2lsu7bmBoKXhTWQddaxW+UKASnDzpvk3OXY/bW1z+eeeyu2vY4//GGy3TS2TVtzA8Er9ZCr50p/gk8EZ2Fliz0gJnlQtPOWm1vvUzVq1LTiFeE//vHtxU8A229/ffFmh7omMWDAAzJ8+FR5/fW2Pxrb/ZXbZ9QvfvFg7D16xbpeuR5lt6lkbiBoe+wRP6CPGWO3So5eY2L3p9ei5BgBKcPOG5375Zfny5VXPlnydNpyQ2+GqHfVnTdvUWQvLdn3RPdZzmuvlb7R4oUXPtJiO/v1SuYGgnbyyfEDej2vRNe57f70avgcIyBl2Hmjc9vXqxn6yeTxx0tf9Ge31VGJiy+O32hRo/Kf/3x2Uzj79UrnBoI1fHj8gF7PK8P33ju+P70fV44RkDLsvNG57ev6jPChQyfL5MlvyJw5i4oX+3344TKZPv0dufbaf8ZuP6K/YtIHRVl23ug+W/P224tl553jN1o89dQHPt3Gfq3SuYFgzZwZP6DrHXPr8bjZcnfjrfVq+pQRkDLsvNG59X/rv/DPOWdCyRBYeoA/8sg7W8x14IG3yYoVLa/ZsPur5ufRgNn36tBH0ir7ejVzA8Hq3j1+UE/yaYTNrrkmvh/dd84RkDLsvNG5f/az+2TGjPmRrdu2YMES2Wefm1rMd++9L7XYxu6vmp9HT93VBXz7/qOPHlv8un29mrmBYA0ZEj+w69MDW7svULV0rv/93/h+9GmIOUdAyrDzJjH36NHTWsyni+pRdn/V7vPmm0vfaHHChFdjr1U7NxCkuXNL/2pJn2OelGHD4vPrBYTz2v7tRdYRkDLsvEnMrafyRufT03yj7P6q3aeuvXz/+/Ezw374w1tjr1U7NxAsfSaHPcB36iQyp+nXvzXRSJS6YPHUU+2WuURAyrDzJjG3HuCj8+24459afN3uz2Wff/3rS7E5yg0A0vQI2698JX6Q79VLZPFiu3XlliwR2Wmn+Lz6HJN6PDY3BQSkDDtvEnPrYnp0Pj2lN8ruz2WfeqNFPSvMzlNqAPivO++MH+h17Lyz/sW1W7dt/nyR3r3j8+kY27QuGQICUoadN4m5J05seQPEgw66rcXX7f5c9/nYY6VvtGgHgIhSF/rpWH99kVGjKl9Y1ycPbrhhfB4d9bxQMQUEpAw7bxJzn3XW+Bbz6QWAUXZ/tezz+OPvjc1lBwDjhBPiB/3msfnmIuefL/Lww02L78uWiSxfLvLWW3p7bJHBg0vfX6t56NyBISBl2HlrnVuvCre3HNFPJFF2f7Xs89//Ln2jxSTmBoKlnzIGDSr9rBDXoXNdcEHln2BypJ19IU/sATHJg6Kdt5a5dV2iX7+xLeY6+OC/FF+PsvurZZ9q4MCHYvMlNTcQtAkTRLp2jceg2rHppiLjxtnZg9HOvpAn9oCY5EHRzlvL3FddFb9KfNKk2Xaz2Da17FPNmvV+8c7Ads4k5gaCp7+i0utB9JbrNgxtja9/XW8PIbJ0qZ01KLkOSB48+OArsQP3oEEP280AZNnTTzddOX7AAU23INHrRFZbTaR9+6b/rZHZf3+RSy4Reeop++5gEZA6mjp1bvFaj2g89B5Yixcvt5sCQO4QkDrRZ4bsuuuIFvHYY4+RMnt22w+WAoA8ICB1oJHYe++WN07UW7jrI2gBIBQEJGH6KFm9x1U0Hnr67qOPvmY3BYBcIyAJeu+9JcWry+2i+dixL9hNASD3CEhCPvhgmfTte0csHsOHT7WbAkAQCEgCPvpohfzkJ3fF4nH55ZPspgAQDAJSI71Fe//+f43F47zz/h7inQsA4FMEpAYff/yJnHba32LxGDDggeLXACBkBMSR3sfqnHMmxOJx3HF3y9KlK+zmABAcAuJoyJCJsXgcdtgYWbRomd0UAIJEQByUujmiPndcT+MFgEZBQBzYeNQyZs5cYKcHgFwgIA5sBGoZBARAXhEQBzYCtQwCAiCvCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACcEBADghIAAAJwQEACAEwICAHBCQAAATggIAMAJAQEAOCEgAAAnBAQA4ISAAACcEBAAgBMCAgBwQkAAAE4ICADACQEBADghIAAAJwQEAOCEgAAAnBAQAIATAgIAcEJAAABOCAgAwAkBAQA4ISAAACf/DzZaLdHJ1GYEAAAAAElFTkSuQmCC)
PN: 4248-1-27
CAS: 107474-98-6
Molecule Weight: 111.144
Formula: C6H9NO
![Bicyclo[1.1.1]pentane-1,3-dicarboxamide](data:image/png;base64,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)
PN: 4248-1-25
CAS: 1379318-53-2
Molecule Weight: 154.169
Formula: C7H10N2O2
PN: 4248-1-S1
CAS: 75885-58-4
Molecule Weight: 113.16
Formula: C6H11NO
PN: 4248-1-07
CAS: 1759-55-3
Molecule Weight: 113.16
Formula: C6H11NO
PN: 4248-1-12
CAS: 81428-99-1
Molecule Weight: 99.133
Formula: C5H9NO
TSCA: Not listed on TSCA inventory
