![1,3,8-Triazaspiro[4.5]decane-2,4-dione](data:image/png;base64,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)
| Product Number | 4H18-1-24 |
| Synonyms | 2,4-Dioxo-1,3,8-triazaspiro[4.5]decane |
| CAS | 13625-39-3 |
| MDL Number | MFCD06660736 |
| Molecular Formula | C7H11N3O2 |
| Molecular Weight | 169.184 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H18-1-24
CAS: 13625-39-3
Molecule Weight: 169.184
Formula: C7H11N3O2
![3-Methyl-1,3,8-triazaspiro[4.5]decane-2,4-dione](data:image/png;base64,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)
PN: 4H53-1-46
CAS: 51959-57-0
Molecule Weight: 183.211
Formula: C8H13N3O2
![1,3-Dimethyl-1,3,8-triazaspiro[4.5]decane-2,4-dione](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAJYCAYAAABM7LCIAAAACXBIWXMAABqGAAAahgGdSjuKAAACKHpUWHRtb2xTb3VyY2UAAHichZRtb6MwDID/ipXP17wRoFSl07TppJO2m3TbpPt2SiHtkEoyAX379+fQspVxR1taG9tPjB2T+c2h3MDOVHXhbEoE5QSMzVxe2HVKXl++T6bkZjHPMAgDbZ2St6Z5nzG23+9p9mZKfXCWZq4kJ//sUBe9mH1AXbVmknPBfj8+PLfMpLB1o21mkKqLWd0aH1ymm/Yp/pOClbraFZadwllZ7U6r/ZHcX5we6px81nKHvltEYVVsDKxcVeoGdpJTvPg3WBtrKt2YHJZHNAdUYe2L+eO9y7alsQ2qfoUi05vnptpmaCjdxmRbXAyVH/cpKQUCunHlbVXpI3jNm7UALUEHoBXoEHQEOgY9BZ2AFhx/6BcYIDBCKOz3xviEL8d3g08NP+EOntr/07fTnrBZMiUTQaUKE5hgFfiBs+jMgqpIRSgSxUOQNIiSKQRUBCgUjWIUIVXq8+7s63EEjj4TpwkPZZdB0FChkEijUVIuMB22bYp5OI3j1id4EHfibMRlwghvL6SKfQHnXIs5++jhYr50Nr9QochTshSkbe4vs6rlub8EXJWbCkfWL+BDLwHZB/xujANBH/B79wHIfwFqAITjGcI+4OdiHIgGQDwOxH3Az9w4MO0DfkLHgaQPtPM8Tnh/b+va+b/CfN3u9n25wshB8VeRYIhcmRKhBnN1Ffmy791LP5wtdjH6rDtqUB0cQ+zijGJ4Mi/+ArWfr+yti6TzAAA4aklEQVR4Xu3dB3gU1frHcRWpFtpVpIOi2LCAXLwKFhARG4Ki3IvYFZCLioK9IKAC9+9VREWqAiKKFAUBKUpVuhhAuaiANFGaCRDpnn/eiXN292Q3u3uySXZ2vp/nmecJOe9uyO5kfjszpxylAACwcJT5DQAAYkGAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgECALBCgAAArBAgAAArBAgAwAoBAgCwQoAAAKwQIAAAKwQIAMAKAQIAsEKAAACsECAAACsECADACgEC38vMzFTvvPOOatmypapRo4Y6/vjjVYkSJVS1atXUzTffrN577z21f/9+82GOo446Sm/RxFMLeAF7Mnztgw8+UBUqVAg5uIfbKlasqMaOHWs+PK5QiKcW8AL2ZPhWr1699AG9aNGiqmPHjmrOnDlqx44dzhnHTz/9pN566y115plnRjzwxxMK8dQCXsCeDF/65JNP9MH8pJNOUkuXLjVLtAMHDqhu3bqFPfDHEwrx1AJewJ4M3zl48KCqWrWqcyA/+uij1YwZM8ySsHr27Gl+K65QiKcW8AL2ZPjO6NGj9YH86quvNpvjEk8oxFMLeAF7Mnznzjvv1Ady6WGVF/GEQjy1gBewJ8N3gm+Kf//992ZzXOIJhXhqAS9gT4bvlC1bVh/IMzIyzOa4BIdCPBuQCtiT4TvHHnusPpAfPnzYbI6LGQyxbkAqYE+G7+TXGUg08dQCXsCeDN+pXbu2PpBzDwSwx54M37njjjv0gTwZemGtXLlSPfXUU+qiiy5S5cqVU8WLF1e1atVyRsZv2LAhpBZIJtH3eiDFBI8Dadasmdkcl0ihEE6k2uDvm1vp0qXVsmXLQuqBZBF9rwdSjDkS/csvvzRLwpK5s0yRQiGcSLV16tRRPXr0cObh2rhxo9q3b59zVnLVVVc5tY0aNQqpB5JF9L0eSEETJkzQB3OZjfebb74xSzQJnCeeeCLHgV9ECoVw4qkVmzZtcmpLlixpNgFJIbY9GUhBwbPxFitWTHXq1EnNnTtX7dy505mNd926dc46Ieecc07EA388oRBPrdi6datTK+uSAMkotj0ZSFGjRo1SJ598csjBPdxWqVIlNW7cOPPhcYVCrLUyNmXNmjXq+uuvd2p79+5tlgBJIfc9GfCBvXv3qgEDBqgWLVqo6tWrq1KlSukVCVu1aqWGDx/uTOkeTqyhIGKpDa6pXLmy6tevn1kCJI3IezKAAhccIDJivnHjxmrBggVmGZAUCBAgyRw6dMgZ//Hmm28640KKFCkS85olQEEiQIAkNnXqVOdsRAYZAsmGAAGSWGZmphMgdOVFMiJAgCQ2bdo0J0Dk5j6QbAgQoJDVq1dPDRw4UK1YsUKlp6c7vcKkG2+fPn1UmTJlnACRgYxAsiFA4Ft79uwxv1UogntehdukJ5ZcygKSDQECX3JHod91111mU4FLS0tT3bp1U3Xr1nXWKilatKiqWLGiuvbaa9X777+vjhw5Yj4ESAoECHxHuslK91gJEBmsB8AOAQLfmT59ur48dOedd5rNAGJEgMB32rdvrwNk4sSJZjOAGBEg8BW5nyDTt0t4nHDCCc6suwDsECDwldmzZ+uzjzZt2pjNAOJAgMBXOnfurAPk448/NpsBxIEAgW/8+eefqkqVKk54yJTtMmAPgD0CBL4h06K7Zx+yzgeAvCFA4Btdu3bVASIrEQLIGwIEvlGzZk0nPIoXL64yMjLMZgBxIkDgC8uWLdNnH9ddd53ZDMACAQJfePrpp3WADBs2zGwGYIEAgS/Url3bCQ+ZqHDnzp1mMwALBAhS3vffr1FHH32MEyBNmzY1mwFYIkCQ8vr3n6IqV26lype/WA0ZQu8rIFEIEKS8Nm0+VvXqDVTnn99bbd++22wGYIkAQUrbsCHdCQ/Z7r+fmXeBRCJAkNLefXe5DpDRo1eazQDyILUDZN8+pYYMUUqmrahRQ6njjlOqVKnsr2+6SalBg7JrkLLatRvvhMdFFw1Uv/3G3FdAIqVugHzyiVKyXOlRR+W+SY3UIuX88sseJzgkQO66a4LZDCCPUjNA+vdX6uijswOiaFGlunRRaskSpXbvVmrPHhmWLBMjKVWsWHbNMcdkPwYpZdSoFfry1YgRaWYzgDxKvQCZOTM7ECQYypRRatEisyJg6VKlypYNhMgXX5gV8LB77vlUX77avJm5r4BES60AOXJEqVq1ApenJsRw2ULWxHbrTz89+zngedu2Zar69Qc5AdK27TizGUACpFaAjBsXCIOGDc3WyC67LPA4eQ543kcfrdKXr4YO/cZsBpAAqRUg99wTCALpYRUrqXUfd999Zis8qH37STpA1q//3WwGkACpFSBnnx0IghUrzNbIpNZ93DnnmK3wmF279unLV61bjzGbASRIagVIuXKBIEhPN1sj+/33wOPKlzdb4THjx6/WZx/vvLPEbAaQIKkVIMceGwiCw4fN1sgOHQo8Tp4Dnta58xQdID/8wNTtQH5JrQDhDMT3MjL2q4svHuyER8uWH5rNABIotQKEeyC+l5b2qz776N8/lzFAAPIstQIkEb2w7r3XbIWHHD58RL300lzVtes0tXPnH2YzgARKrQApqHEgsiTqwYPmdwHAV1IrQOTGefBI9FgmSZw0KVAfy0j0Tz9VqkgRpWrWVOrrr81WAPCN1AoQMWNG6FxYixebFQEyqaJ7410eI/NoRfPMM4HAkR5bvXpFDx0ASEGpFyDijTcCs/HKjLsyG69MnCgz8e7dq9Q334TOxiu18phYyOWrJk0CISLbFVcotXmzWQkAKS01A0TEuh5IpUqxTboYTM44Xn45e6p493mk+69c3gIAn0jdABGy2uDgwdmrD1avnr0aYcmS2V+3aKHUwIFK/ZGHnjoLF2bfCwkOpM6dldq/36xEHrjdcmX7xz+GqK1b95glWnAtgPyV2gFSEDIylGrTJjREzjtPqe++MythKTgUZOvefZZZohEgQMEhQBJl2DCljj8+ECJythPPWBREZAaITJS4du0us8xBgAAFhwBJpDVrlKpbN/Rs5JZbsqdKgTUzQGSTgYLhECBAwSFAEu3AAaUeeSTQC0w2uecyf75ZiRgFh4IsT+t+vWrVb2YpAWI4dOiQWr9+PVvWtld6YCKhCJBwJATeey/3MSTRTJ6s1MknB0JExoz06BHfLMFwBIfC44/P0F936DDJLCVAgowZMybrc8zRWbvfUWx/be3btzdfJuQBARJO9+7ZB30ZXPj009nTvdv45RelmjYNvaR1+eVKbdpkViIXwaEg9z7cxaJkW7gw9LUkQLL9+eef6tRTT81xAPX7VqxYMbV9+3bz5YIlAiQcGVR4VNBB/+KLVdY5sFkVm6w/ZNWnT+iYERn9Hss0K3CYofDUUzP1v9u1G++8xJFq/WrEiBH6oHn88cdnfW65XF1xxRW+3SpVqqRfjw4dOpgvFywRIJG8/rpSxYsHDvqlSyv1YR7Wl1i0SGV9JAwNpgcfzB6rglyZoSBrnAefhcyYsTZirR/Jtf7KlSvrA+acOXPMEt+Rs46yZcs6r0eRIkVUWlqaWQILBEhuli9X6swzQw/6MmW87c243buVats29Pnq1FF/rFplViJIuFB49tkv9PdatfpIHTmSfRoSrtZvnnnmGR0erVu3Npt96/WsD4Xu6yJnJcg7AiQaCQtZIyT4oF+7dvZ8WrbkBv1fY0bWZm2DSpZUUwcMMKvwl3ChsGFDeshZyIQJqyPW+on0NipRooRzkCyZtV/9/PPPZolvHTx4UJ111lk6RMaOHWuWIE4ESKw++ij7MpYbInJ5Sy5z2frhB7WnXj31UdZz3ZO1Vc7aWrVqpXbtCj9Azs8ihcLzz8/S32/e/H114MDhiLV+cfPNN+sD5HPPPWc2+97UqVP161OzZk21j0vIeUKAxENupP/jH6FnI9ddp9S2bWZlTP7M+kQ06dFH1QVBXS2rVaum5s6da5b6WqRQ2LQpQ/3979nrn8s2cmRaxFo/mDVrlt6PqlSpwriHCK7L+pt1X6eXXnrJbEYcCJB4SZdeWRNEFpVyQ0Rm9JV1SCzJp6IKFSronVpu8nXv3l0d9sGYkW3bMtWYMd+p9u0nOWHw2msLzJJcQ+HFF2frtsaNh+dam8pkXzn//PP1PvT++++bJfjLmjVrnO688jpJD7UtW7aYJYgRAWLryy9Dp4uXMSNPPmk9ZmTr1q3q6quv1gcA2Ro1aqQ2btxolnreL7/syTrApal77/00ZGS5bHIpypRbKGzZsls1aBA4C8mtNpW98847er/5R9ZZsowDQWSPPfaYfr3atWtnNiNGBEheyICkG24IvaTVoIFS69aZlTGRP/r//Oc/qmjRonrnlq6H48ePN0s9Z+PGDDVs2HJn3IZ5oHe31q3HqFmz1psPjRoKvXrNyfFckWpT0e+//65OOukkZ385JuuDzOK8zKDgE+np6erkk092XjMZrb9QlmZA3AiQRJCBhyVKBELkxBOV+uADsypmS5YsUbVq1Qo5G5HBT3/kZe2SQiCjxgcOXKratPk4x8Hd3dq2HaeGDFnm9KqKJFooyPogF1+c8yzELx555BG9n9x1111mMyIYNGiQft0aZH3w46wtfgRIonz7rVJnnRV6NiJ/zLKMroXdu3c7p9bBIXLuueeqlStXmqVJZfXq7ertt5eoli0/zHFAd7e77/5EDR/+rXP5KRaxhMLLL8/L8XP8YPXq1fqM9YQTTlC/yPQ5iMmRI0fUhRdeqP++ZPQ+4kOAJFJmplL33x8aImecodSyZWZlzEaOHOkcGNydXPr2v/XWW2ZZoUpL+1X167dQ3XDDBzkO4rLJeI3775+oPvxwpfrtt/h7BsUSCvK8slphLLWppHnz5nrfeOWVV8xmRCGj9N0JJ2W6kz2WH/j8igDJDx9/rFSZMjpEjhQrptb/97/Wp8g//vijuuiii0LORm666Sa1c+dOs7RAyKjvZct+UX37fuXc9DYDQza5sd2x42dq3Ljvs/6f3rr05hWTJ0/W+4NMnLifpZSt3Hrrrfp1fFomT0XMCJD8IiOAL7nECZDFWVvPrK1r1qfF337LuYZFLGQUbdeuXZ2bpO7OXrVq1QKb5+jQocNq7tw01b37JNW06YgcgSGbnAE8/PBUNXHiGpWRwcEsP8n+ULt2bb0vTJgwwSxBjGS0vpzZy+soo/jXWXaC8SMCJD8dOqR2PfecGlCkiGqRtXOWzNoqVqyopk+fblbGbNq0aeqUU07RBw4ZM/L888/ny5gR+UT72WefOTdmK1Y8Q1WocJU644xHQ0Lj0kuHqm7dpqspU35UmZkHzadAPnn11Vf1PtCkSROzGXGSUfvu6ymj+REbAqQA/G/2bFW/ShW9g8pZRLdu3ZxPkTZ+/fVXdc011+jnk+3SSy9VGzZsMEvjJj29xo0bp26//faQey/HHFNclStXX9WseW/WidXb6plnvnBmwd23z27cS0GSS25z5vyc9UkzNZYW3rZtmypdurTzvhx77LFqxYoVZgnilJmZ6Yzed/d3GdWP6AiQAiL3K1q0aBFy0K9fv7766aefzNKYyP0U+RTqjqiVrUyZMlYTxMmNw1GjRqlbbrlFlSpVKuT/6G4yHqV9+yeyzp6WZJ2ZJH9oBBs9eqVzttSw4VCna7HXPfDAA/p9eVCWBEBCyN+A+7qed955+XJWn2oIkAL25ptv6tlSZTvxxBPzNO3E0qVL1emnnx5ysJcDjHyiyo1M2vjee++pG264IeT/E7zJQKv77rvPuWxme7aUDEaNWqEvud1668fOpItetXz5cueypbw/5cqVUzt27DBLYEk+lF1yySV6/x/ADNlRESCFQC45nHPOOSEH6zvuuMO6C6E87s477wx5vrPPPjvHojly6WPw4MGqadOmIaPdgzfpytipUyfnFD5VPoEdPHhE3X77OB0ivXvPM0s8Q1YWdN+rN2QAKxJKRvG7HVX+9re/OaP8ERkBUkjkXkP79u1DDt5yJiFnFLbkFFzOaNznkzOLXr16OWc9soCO+8nV3KpXr64effRRNX/+fPMpU4aMdG/UaJgOkXBTpiS7MWPG6PdMPiAcspx3DbmTTiPu6yyj/BEZAVLI5Ia1u9SmbHJP4//+7/+sx4ysXbs2ZFbWSJtMlSJ93mXaFL/47LM1OkCuvPI9q0GNhUU+cNSoUUO/f3JZEflDJjZ1O5CUKFFarVkTWDIZoQiQJCC9pxo2bBhygG/WrJnT2ypWMthQ1jYwBxwGb3LZ7IUXXvB1r53gpXBldLy7FG6y69mzp34f5b4V8lfv3n1VqVJVVblyDVTbtj3MZvyFAEkScr9BDu7Bl5lkjZDPP//cLA3Rt2/fkO625iY3WmVOrR9++MF8qC/t3XtAtWgxWofI4MH208wUlE2bNqnjjjvOeT/lDFU+LCB/7d9/QP3jH/eqmjXvU2ef/byaNy/vXeRTEQGSZGQ1Qhlh7gaAzNMjaxdE6gXlHliCN+lJItPCy/rYyGnVqt/0GiKyiNW33241S5JK27Zt9Xsr44dQMGbOXKUuuKCfs5/I5KCHDh0xS3yPAElC0sW2ZcuWIaEgl6bCffJ0VzKUXlX9+/dXmzdvNksQhswG7J6FXH/9KLV79wGzJCl8/fXXerI/ea8zMjLMEuQjmc/N3U9kyWSEIkCS2Ntvv63n6JFNLlWZU06fddZZTpt0OUTspI/Cgw9O1geHxx+3X5I4v0hHChls6r7/Q4YMMUuQz376aadzlir7yOWXv8vEoAYCJMnJ+h+yDkjw2Yhc0pD1QgQBYm/HjsyQiSHHj19tlhQqGejpvuf16tVz1q9AwevTZ77eR2T1SwQQIB4gXTg7duwYEiKnnXaaM+iJAMmb+fM36HXZZWLIdeuSY+CYfECQiTflvZVLWPPmeXfwo9elp+9zun3LPiJr26xZw+h/FwHiITJlt/SqckNE7nu46zoTIPZeffVr/QlTlt9NhqlOnnzySf0+t2nTxmxGAZPF0Nx9RLp/IxsB4jEbN25Ul112WcjZiGwSLLAjU53I2uzuAUIuWRQmGQxavHhx532VyS0TMcsy8ubw4SOqdesxeh+ZPp3BhYIA8SAZM9K9e3dnKu/gsxHYC57qRC5pyfTvhUVWm3TfVxkbhOSwcOEmHSDSc89rs1LnBwLEw+S6uDspIgGSd59++j99gGjceHihTHUyc+ZMHR7VqlWLOqsyClaXLp/rfcQLg1DzGwHice6yplzCSoynnw5MdfLAA5MKdKoTObOsU6eODpDRo0ebJShkGzdmOEs3y/4h68sUxoeMZEKAeBy9sBJLpjq58cbAVCdDh35jluSbt956S4eHzI2G5NSv30K9f8jKnH5GgHgcAZJ4K1eGTnWSlhb7pJa2ZPaB8uXLO++lrEeRl2n9kb8yMw/q8UNyv6wg9o9kRYB4HAGSP4YNW64/Zd5wwwdqz578neqkc+fO+uzjnnvuMZuRZILvl7VrN96Z2cCPCBCPI0Dyh9z7CJ4H6fHHJ5slCfPdd9/pHnWyIFg80/ijcMj+EbzK5cSJa8wSXyBAPI4AyT/btmWqq64ars49t5c69dT71ahRuU+tb+vqq6/WZx8yPT+8QWZxdmcxaNZspHNpy28IEI8jQPLX7NmrVfXqbbNe30vVSSfVVqtXJ3a+rIkTJ+rwkFUiDxzI30tlSKzgXntvvLHIbE55BIjHESD578kn+6pixbKXHZblgvfv32+WWJGwOP3003WASJjAW379dY8zh5oEiHTv3bTJX9PtEyAeR4DkPwmMCy64QB/oH3roIbPEilyucp9TLmPBmwYOXKrPQh57zF9r1RMgHkeAFAy5dOWu/iiz406aNMksiYvcKJcb5vJ8cgNdbqTDm/btO6Suu26UDhGZFscvCBCPI0AKjizo5J4xyOu9ZcsWsyRm9957r34u6cILb5s1a70z1XuTJsOd6d/9ggDxOAKkYN122236wN+4cWOrRZ6WLVvmDBaU55DBgzt37jRL4EHSay9Zl0bOLwSIxxEgBSs9PV3VqFFDh8jLL79slkQl05S4j5fpSwCvIkA8jgApeF9//bUe+CezIC9YsMAsiUgmSHTDQ5YqlgkUAa8iQDzuwguvUCVLVlFVqpxnNiEf9erVSwdBzZo1nTOTaGRqdpmi3X2cTN0OeBkB4nFXXPFvVbnyTapOnTvMJuQjufdx5ZVX6jCIZdlZWQTMrZdFo5Ca3N5Y7tiQrVv3mCVacG040dqDxVObKASIx91440B17rkvqUaNXjObkM82b97sXDp0Q2HYsGFmiSZLEcvytFIny9XKsrVITcEHctm6d59llmjRDvrR2oPFU5soBIjH3XLLR84OI90HUfBk9LiMC5FgkHEi//vf/8wSh5yhuEHz5JNPms1IIWaASPfetWt3mWWOaAf9aO3B4qlNFALE4wiQwhc8FfuFF16YY6oTWXrYDZmKFSuq3bt3h7QjtZgBIlvXruFHqEc76EdrDxZPbaIQIB5HgBQ+CQyZI8sNkUceeUS3yb2SevXq6bZ333038ECkpOADuTtbr2yrVv1mlkY96EdrDxZPbaIQIB5HgCSH77//Xt/jkLONyZOz1w8ZOnSoDo/69eurP/268pCPBB/IH398hv66Q4ec099EO+hHaw8WT22iECAeR4Akj0GDBumwOOmkk9SaNWtUhQoVdKh89dVX5kOQgoIP5HLvQ+6BuP9euHBTxNpworUHi6c2UQgQjyNAkkvr1q11iFSvXl1/3bZtW7MUKco8kD/11Ez9b3P5W7PWFK09WDy1iUKAeBwBklx+//33kOCQTXpnbdoU+skTqcs8kK9f/3vIWciMGYEu3GatKbg9nq2gECAeR4AkH+l1FRwgDzzwgFmCFBbuQP7ss4GVC1u1+shZUz1SbTAzGGLdCgoB4nEESPLp2bNnSIA0a9bMLEEKC3cglzVCgs9CJkzIXho5XG2waO3B4qlNFALE4wiQ5CI3yt2JFt2xH7JNnTrVLEWKinQgf/75Wfr7zZu/rw4cOByx1hWtPVg8tYlCgHgcAZI8zPsfcuPc/VpmTT548KD5EKSgSAdyWS/9738frNtGjkyLWOuK1h4sntpEIUA8jgBJHsE9sK666ipnEOEVV1yhv/faa8xX5ge5HchffHG2bmvceHiutSJae7B4ahOFAPE4AiQ5DB48WAeFjAH55ZdfnO+npaWpIkWKON8vW7as2r59u/FIpJrcDuRbtuxWDRoEzkJyqxXR2oPFU5soBIjHESCFzxyF/tlnn4W0d+jQQYeLfI3UFu1A3qvXnBzhEak2WnuweGoThQDxOAKkcOU2D5ZLzjrk7EPa5WxEzkqQuqIdyGV9kIsvznkWEk609mDx1CYKAeJxBEjhijYTr+v111/XdXJfBKkrlgP5yy/PI0BQ+AiQwhPrWiBCemC569fLNnbsWLMEKSKWA/lvv+11ViuMVhutPVg8tYlCgHgcAVI4tmzZErIaocy6G42MBXHrZR31ffv2mSWApxAgHkeAFDyb9dBd1113nX7cSy+9ZDYDnkKAeBwBUvDkwB98JpGenm6WRCRTvBcrVsx57PHHH++cyQBeRYB4HAFSsL7++ms9VUnRokXVggULzJKoHnvsMR1A7dq1M5sBzyBAPI4AKThyplGjRo08X4KS5zn55JOd55Cb8AsXLjRL4DEyr9W77y5XU6b8aDalNALE4wiQgnPbbbfp8GjcuLFzL8RW8OqFDRo0YKlbj3v11a91DyhZ/8MvCBCPu//+ic5O27r1GLMJCRS8trn0vsrrvQsJHxk34j7niBEjzBJ4hASGOz1Jo0bDVEZG+LFAqYgA8biNGzPUO+8sUWvW7DCbkCAyvkPGebiXnCZNmmSWWJkzZ44eR1KpUiW1Z88eswQe0LnzFH32IZex/IQAAXIhI8svuOACfabw0EMPmSV5cuutt+rnfvrpp81mJLn58zfo8LjxxtHOvRA/IUCAXDz88MP6AC9zXkWaqsTWzz//rEqWLOk8f4kSJdS6devMEiSpQ4eOOMvTugEya9Z6syTlESBABDKrbvBUJatXZy9DmmjPPfecDqmbb77ZbEaSev/9wIJQHTuGzsDsFwQIEIas5yHrergHdlnvI79kZmaqKlWq6J81a9YsswRJZteuferyy991wkNWGfzxx51miS8QIIBBekg1adJEH9DlPkV+GzVqlP555513njp82F/X0r3mpZfm6rOP3r3nmc2+QYAAhldeeUUfzGXgoKx1nt9kHMgll1yif+6AAQPMEiQJ6fFYv/4gJzyuvPI9lZ7u30kxCRCPcD/tyCbTQMuiNJEE1yI+MipcpiiRg7hMWfLVV1+ZJflm8eLF6phjjnF+tow1KYjgQvzcsVeyffjhSrPZVwgQjwgOBdm6d59llmgEiJ2MjAx16qmn6rOAnj17miX57q677tI/P9zqhihcM2as1X9bMnj38GH72QhSAQHiEWaAyCn02rW7zDIHAWLnn//8pz54y6qBeZmqxNbWrVvVCSec4Pwf5Ewov3p+IX4yxuOGGz7Qf1sLFmwyS3yHAPEIM0Bk69p1mlnmIEDi9+677+rwKF++vNq8ebNZUmB69+6t/y/XXHON2YxCMmTIMv131aXL52azLxEgHhEcChddFPh61arfzFICJE6yRoeszSEHbBn38emnn5olBUoGK5522mk6RGQ8CgqXLEHbsOFQ52/q4osHqw0bYl8DJpURIB4RHAqPPz5Df92hQ855mQiQ2B04cEDVrVtXH6z//e9/myWFYsKECfr/dMYZZzhrqqPwPPvsF/pvql8/pt93ESAeERwKcu/D7UYo28KFoddiCZDYdenSRR+oZfxFMq1THjwW5dVXXzWbUUDS0n7VZ/1Nm45Qe/ceMEt8iwDxCDMUnnpqpv53u3bjVfByEmYtwpsyZYqeqqRUqVLqu+++M0sK1cqVK/Xqh6VLl1a//ZbzciXyl/xdyd+X+/f0ySd0aghGgHiEGQqyBkHwWYh0L4xUi5ykt5O7KqBsAwcm52vVqVMn/X+8//77zWbks0mT1ui/pdtvH6eOHGHhr2AEiEeEC4Xg67IyK6i7c4erRYCM+m7atKk+MN9yyy1mSdLYsWOHKleunPP/lEGGy5f7a72JwpSZeVA1azbS+TuSS1jLl281S3yPAPGIcKEgPUGCz0ImTMg+vQ5Xi4A+ffro8KhevXrSj/h+44039P/3sssuM5uRT/r3X6T/juSSMXIiQDwiUig8//ws/f3mzd93BjtFqoVSixYtCpmqZP78+WZJ0jl06JA655xzdIiMGcPyxflt8+YMZ8og+Ru69NKhuU4d5GcEiEdECoVNmzKc6aTdtpEjA2sUmLXB/NiTRKYqCR5f8eKLL5olSWv69OkhZ01//PGHWYIEeuSRsfpvaODApWYz/kKAeERuofDii7N1W+PGw3OtFePGfe9c05Uzlj595qulS7f44uZg27Zt9UH48ssvL5SpSvLixhtv1P//Hj16mM1IkLlzl6lq1f6pzjjjMdWs2SC1b98hswR/IUA8IrdQ2LJlt2rQIHAWkluteOaZwM13d5P+7T17znHm95GlOlPN8OHD9cFXbkpv2uS9eYx+/PFHVbx4ced3kBUSvfg7JDtZh6Vu3YaqdOlzVYUKV6uJExk0mBsCxCOihUKvXnNyhEKkWrm++8QTM5xru2a9bLLGwQsvzFJz5vzs3FPxuh9++EFPUCibjPL2qm7duunf41//+pfZjDx666239OvbuHELsxkGAsQjooWC3OSTOXrMMMjN/v2H1BdfrHO6AzdqNCzHY2WT78sZy8yZaz15Ki9TldSrV08fFB588EGzxFN2796d9cm4gvO7yCDIglyvJNXt2rXLmUhTXlvpMr10Kfc+oiFAkoxMU7J48Rbz2zGFwssvz8sRALGSM4158zY464zIGYj5PLLJGUu3btPVlCk/On3kveCxxx7T4XHuuecm1VQltoYOHap/p/r16zvjWpB3nTt31q/rPffcYzYjDAIkSchN7MGDl+keVdOnB0aWi1hCQWYMdbseRqvNjSySs2jRZmfdZ7k3YgaJbPJzHn54qpo4cY3KyNhvPkVSmDp1ql7hr2TJkmrVqlVmiSfJzf/gsyqZih55I9PYuN27TzzxRPXrr7+aJQiDAEkCcuAPXiZTtsmTfzDLCoUE27Jlv6i+fb9yem2ZQSKb3MDv2PEzp3fXzp3J0b1UDgDupR7ZUm2NcRm/4s7jVbFiRefSFuxdffXVel/p27ev2YwICJBCNnv2+pBLRnIwHj78W7MsacjMpK+/viBkZbbgTUbGSxjKWtESjIVBLuk0a9ZMHxBatWpllqSENm3a6N/xiSeeMJsRo4kTJ+rXsVatWs59M8SGACkkcs+hd+/QexYtWozOOpXeZpYmrdWrt6u3316iWrb8MEeQuFu7diOyPv1PVD//XHBdTv/zn//oA0LVqlWdm6OpaOPGjc4swvJ7SvfetWtDL3siOgmL008/Xe8vhb2YmNcQIIVAbpTfdtvHIQda6QnllRvT4cjvJCN227QJ/b3OPPMJdcopzVXJkpWchZt69uzprACYX5YsWaKKFSvmHAyKFCmi5s6da5aklO7du+uD30033WQ2Iwq5XOW+fjLBJuJDgBSwsWO/U5dcEhh/Id1kZcroVLJxY4YaNmx51tnHWHXaaR1U+fKXqGOPPU7/ocomczu98MILKi0tzXy4NVkvI3i8hzx/qsvMzFTVqlXTv/PMmUz6Fyu5TyY3zOV1k3nRkm09GC8gQAqI9FTq2nVayKdzWV8g1ddW3rx5u+rf/z3VsGFDfdPX3OS681NPPaUWL15sPjwuV155pX7OmjVrOqOK/eDDDz/Uv7d0VfbL751X9957r37dpAsv4keAFIBvvtmqrr12lA4OmYfqv/9dkJJThuRmy5YtzkhfOdDL5SUzSGSTiQIfffRRNW/ePPPhuRo5cmTI81xwwQVmSUqTgHZ/9zfffNNshmHZsmW6i7cMHty5c6dZghgQIPlIusDKfYHgNTtkXMVXX200S31n27ZtasiQIU73SfeehblVqlTJGTk+duzYXD9VyxxRwZeuZJOznQ0bNpilKYsDYnyCA1c+1MAOAZJPtmzZru68M3s1M3f7978nJ804iWQiCzrJZIcy22yJEiVyBIlsMshLLjl8/vnn6uDBQGcD+VpGY7t1DRo00F+/9tprQT8l9XFJJjajR4/WrxOX/PKGAMkH48ePV5Urn6+qVWur6tZ92xnbMWJEmmLGiej27t2rPvjgA9W6dWtnxlkzSGQrU6ZMVjjf6XS57NKli/6+3JiX0ebuvxs1amQ+fUrjpnB0dDpILAIkgWSRnw4dOgQd6C5UTZp099TYjmQir2enTp1yBEi4TaYqWblypfM4uf8h35NLOlu3+msd6+AxMHRLzYluz4lFgCTIihUrQpYdle2OO+5We/ZkmqWIg1zLd+coqlKlirr77rv1jKnBW79+/fRjZKyJ+/2333476NlSHwPjImPgZeIRIAkgN+HkE7D7Rys3dKVXEBJDPkm7r61copI1wuXSww033ODcgL/wwgtD6r///ntd36RJk5A2P2BqjvCCp3558sknzWZYIEDyQD4dy2mwu1PKJjd0f/rpJ7MUefDOO+/o1zfWdczPOussp17uBWzfvt1sTnnBkwPKGJv169f7evv444+ZfDIfECCWZs+e7VxScf9I5Xq7rBYX3EMIiSE3h91xI+edd57ZHNazzz6r3xvpLuw3cgNdwjP4ww1b9sb094lDgMRJuvw9//zzIQPhTjnlFDVt2jSzFAl0+eWX69dblqiNZvny5bq+efPmZrMvNG7cOMfB0+/b3/72NxbgSiACJA4yMO3SSy8N2SGvueYaZw4m5C+5Se6+5q+88orZHNZpp53m1Mt9kvT01J4yJhzZL88//3xnWhcJ4CuuuMK3m1zSlP2BbruJRYDESEZDy/gD9yAmB6VXX32VTzMFZNOmTfoa9kUXXWQ2h/X444/r94tODUDiESBRyMCjBx54IOSsQ7pJLl261CxFPrv44oud11+C5Oeffzabc1i0aJF+z+jzDyQeAZILudZ+9tlnh4SHjIDes2ePWYoCEDxITs7+opGzQ3fUsXSz5n0DEitfAyT4wBtNPLXxkDMI6QbasmVLVaNGDXX88cc78y3JgeXmm29W7733ntq/f7/5MIcsher+n2SKiFGjRpklKEDr1q3Tl7HkXlQsHn74Yf0efvTRR2YzgDxI7NHaEE8oxFMbK5lTqUKFCiHPHW6TfuFyj8Mkk/FJu1w6YdRqcpBVDeU9kW7TMj18NLIiofs+33rrrWYzgDxI3NE6jHhCIZ7aWPTq1Us/n0yF0bFjRzVnzhy1Y8cO54xDBvvJCPIzzzwz158r044jebz00kv6/Ypl3YsjR4443aylXs4+9+3bZ5YAsBT+qJkg8YRCPLXRfPLJJ/q5TjrppFxveMs0DzIAMBE/F/lv9erV+r2VhaliIR8e3MfIvgEgMfL1qBlPKMRTmxsZCV61alXneeR6+YwZM8ySsGQCPniDO2mlDOaM5QxR+v67+1a7du3MZgCW8na0jiKeUIinNjfBi8XIfEBIPTITgPseDxo0yGzOQSZflBHIUi9jeZhcEEiMvB2to4gnFOKpzY10s3WfR3pYIfWkpaXp91hmAohF8Gp9U6ZMMZsBWMjb0TqKeEIhntrcBN8Ul2m9kZrcNS9kRoBdu3aZzTlMnjxZ7xcSJgDyLm9H6yiCQyGeLS/Kli2rnycjI8NsRoqQ9Rzc91nWU49GLlu5U9HI5SzWwQbyLm9H6yjMYIh1y4vgKaw5SKSuJUuW6Pf5xhtvNJvDuv322/VjvvjiC7MZQJzydrSOIp5QiKc2N5yB+Ef16tWd91lmFohlgaAJEybofePBBx80mwHEKW9H6yjiCYV4anNTu3Zt/TzcA0ltXbp00e+19L6L5o8//nAGE0q9zD4ggwwB2Mvb0TqKeEIhUu3KlSudJTllCu9y5cqp4sWLO+s8y+AwWZ/DdMcdd+jnoRdWaps/f75+r1u3bm02hyXTmbiPWTRvntkMIA7Rj+x5ECkUwolUG/x9cytdurRatmxZSH3wOJBmzZqFtCG1yBlEpUqVnPf6uOOOc84wopn40Ufq71n1LbO2cY88YjYDiEP0I3seRAqFcCLV1qlTR/Xo0cOZx2rjxo3OXEZyVnLVVVc5tY0aNQqpN0eif/nllyHtkcjcWfCeTp066f1m/PjxZnMO+/fsUf8tWVKNyqpfUK2azPlulgCIUfQjex5ECoVw4qkVskKd1Mo6D6bgm6UyG+8333xjlmgSOE888UTMPxfJRT4guO9127Ztzeawfm3RQh2Q91u2RYvMZgAxytejZjyhEE+t2Lp1q1Mr63qEEzwbrww2k0+qMrX3zp07ndl4ZW0JWSfEnVcp1p+L5CJdtWXCzGJZ7995pUurgxHWdgkxYkR2eMiW9eEBgJ18PWrGEwqx1soBY82aNer66693anv37m2WaLIA1Mknnxzy3OE2uY4+btw48+HwiL733af+lfU+dsva1n32mdmc0++/q6xPFdkBUquW2QogRrkfrfMo1lAQsdQG11SuXFn169fPLMlh7969asCAAapFixbOuIFSpUrpFQllxUEZxczket7289SpanzWPrEoa9t1991mc3jNmwfOQr791mwFEIPIR+skFBwgMuK8cePGasGCBWYZ/ObgQRlBmh0G5cvL9LtmRU5DhgQC5LnnzFYAMfBUgAiZmlvGf8hqdDIuRNaEiHXND6SwO+4IBEIs+8P27TLvTXb92WebrQBi4LkACTZ16lTnbEQGGcLnPv00ECAdOpit4WWdwerHMGsBEDdPB0hmZqYTIOG68sJnZK3zE07IDoNTTpFRhmZFTm+9FQgQVqQE4ubpAJk2bZoTIHJzHFBt2gQCYc4cszWnX35R6phjsusvuMBsBRBF0gdIvXr11MCBA9WKFStUenq606tKuvH26dNHr+8gAwEBNWZMIEAeeshsDa9hw8Bj1q41WwHkIukDJLjnVbhNemLJpSwg69OFUqVKZYdB1aqxTVPy2muBAOnb12wFkIukDxBZ/7pbt26qbt26zlofRYsWdabivvbaa9X777/PlNwI1bJlIBBi6eItMzoffXR2fYMGZiuAXCR9gABxyfpQoQMk64NHTOrXz66XINm40WwFEAEBgtSSnq5U8eLZgXDqqWZreDIdjhs6r79utgKIgABB6rnuukAg5DITs/bjj4F6Y3kAAJERIEg9w4YFAuGZZ8zW8M4/P7u+SBGZ6tlsBRAGAYLUs2NHYJqSM880W8Pr0SMQOgMGmK0AwiBAkJquuioQCKtWma05ffddoF4eCyAqAgSpSc4i3EB48UWzNbyzzsqul7MXOYsBkCsCBKlJ7mPI/QwJBLm/EYtnnw2EztChZisAAwGC1HXZZYFAkJ5W0SxfHqiPdUZfwMcIEKQuWbHSDYRclj4OIXNo1amj1OLFZgsAAwGC1CWjyt1pSmS0OYCEIkCQ2mR+KwkQpikBEo4AQWoLnm1X7nEASBgCBKntwIHsadpHjjRbAOQRAQIAsEKAAACsECAAACsECADACgECf9u3T6khQ5Rq1UqpGjWUOu647HXV5eubblJq0KDsGgA5ECDwr08+Uapy5UA330ib1EgtgBAECPypf//AKPWiRZXq0kWpJUuU2r1bqT17lFq2TKmuXZUqViy75phjsh8DQCNA4D8zZ2YHggRDmTJKLVpkVgQsXapU2bKBEPniC7MC8C0CBP5y5IhStWoFLk9NmGBW5DRxYqD+9NOznwMAAQKfGTcuEAYNG5qtkQVPDS/PAYAAgc/cc08gCKSHVayk1n3cffeZrYAvESDwl7PPDgTBihVma2RS6z7unHPMVsCXCBD4S7lygSBITzdbI/v998Djypc3WwFfIkDgL8ceGwiCw4fN1sgOHQo8Tp4DAAECn+EMBEgYAgT+wj0QIGEIEPhLInph3Xuv2Qr4EgECf2EcCJAwBAj8RW6cB49Ej2WSxEmTAvWMRAc0AgT+M2NG6FxYixebFQEyqaJ7410eI/NoAXAQIPCnN94IzMYrM+7KbLwycaLMxLt3r1LffBM6G6/UymMAaAQI/CvW9UAqVYpt0kXAZwgQ+JusNjh4cPbqg9WrZ69GWLJk9tctWig1cKBSf/xhPgqAIkAAAJYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgBUCBABghQABAFghQAAAVggQAIAVAgQAYIUAAQBYIUAAAFYIEACAFQIEAGCFAAEAWCFAAABWCBAAgJX/B8vwHch987+cAAAAAElFTkSuQmCC)
PN: 4H48-1-NE
CAS: 143703-17-7
Molecule Weight: 197.238
Formula: C9H15N3O2
![3-(2-Dimethylaminoethyl)-1,3,8-triazaspiro[4.5]decane-2,4-dione](data:image/png;base64,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)
PN: 4H53-1-44
CAS: 1206970-51-5
Molecule Weight: 240.307
Formula: C11H20N4O2
![1,3,7-Triazaspiro[4.5]decane-2,4-dione](data:image/png;base64,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)
PN: 4H48-1-PT
CAS: 78222-09-0
Molecule Weight: 169.184
Formula: C7H11N3O2
PN: 4H53-1-S0
CAS: 5455-34-5
Molecule Weight: 156.185
Formula: C7H12N2O2
PN: 4H18-1-34
CAS: 5394-36-5
Molecule Weight: 142.158
Formula: C6H10N2O2
![2,4-Dioxo-1,3,8-triazaspiro[4.5]decane, N8-Boc 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)
PN: 4H51-1-22
CAS: 183673-70-3
Molecule Weight: 269.301
Formula: C12H19N3O4
TSCA: Not listed on TSCA inventory